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When it is not found, a full rebuild will be done. -config: 8163aa4bfeff4e67829a7c73b4db1598 -tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/_preview/4/README.html b/_preview/4/README.html deleted file mode 100644 index 8adc90b..0000000 --- a/_preview/4/README.html +++ /dev/null @@ -1,875 +0,0 @@ - - - - - - - - - - - Investigating interhemispheric precipitation changes over the past millennium — Project Pythia Cookbook Template - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
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Investigating interhemispheric precipitation changes over the past millennium

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nightly-build -Binder -DOI

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This Project Pythia Cookbook covers paleoclimate model-data comparison using spatio-temporal pattern obtained using Principal Component Analysis (PCA).

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Motivation

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Paleoclimate observations obtained from tree rings or the geochemical composition of speleothems, ice and sediments provide an out-of-sample validation of climate models. However, comparing the output of climate models directly with the paleoclimate observations is difficult: (1) they are often expressed in different quantities (i.e., temperature vs ring width), (2) paleoclimate observations have large time uncertainties, (3) paleoclimate observations often incorporate more than one environmental signal (i.e., temperature AND moisture).

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Recently, Steinman et al. (2022) used PCA analysis to compare model and data output. Here, we use a similar approach with the CESM Last Millennium simulation and proxy records stored on the LiPDverse. This repository contains paleoclimate datasets that have been curated by the community and are archived in a standard format, facilitating analysis.

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Authors

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Deborah Khider, Hari Sundar

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Contributors

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Structure

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This Cookbook is broken down into three main sections. The first section performs the PCA analysis on the output of the CESM LME simulation. The second section performs the same analysis on paleoclimate observations. The last section compares the two analyses.

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PCA analysis on proxy observations

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The section shows the query used to obtain relevant proxy datasets from a graphDB mirroring the LiPDverse data, filtering for records that cover at least 1500 of the last 2000 years with a resolution better than 60 years, and running PCA.

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PCA analysis on the CESM Last Millennium Analysis¶

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The section walks through fetching the data from JetStream2, calculating the precipitation d18O and running PCA.

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Model Data Comparison

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Visualizing the output of the PCA analyses.

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Running the Notebooks

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You can either run the notebook using Binder or on your local machine.

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Running on Binder

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The simplest way to interact with a Jupyter Notebook is through -Binder, which enables the execution of a -Jupyter Book in the cloud. The details of how this works are not -important for now. All you need to know is how to launch a Pythia -Cookbooks chapter via Binder. Simply navigate your mouse to -the top right corner of the book chapter you are viewing and click -on the rocket ship icon, (see figure below), and be sure to select -“launch Binder”. After a moment you should be presented with a -notebook that you can interact with. I.e. you’ll be able to execute -and even change the example programs. You’ll see that the code cells -have no output at first, until you execute them by pressing -Shift+Enter. Complete details on how to interact with -a live Jupyter notebook are described in Getting Started with -Jupyter.

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Running on Your Own Machine

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If you are interested in running this material locally on your computer, you will need to follow this workflow:

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  1. Clone the https://github.com/ProjectPythia/paleoPCA-Cookbook repository:

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     git clone https://github.com/ProjectPythia/paleoPCA-Cookbook.git
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  3. Move into the paleoPCA-Cookbook directory

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    cd paleoPCA-Cookbook
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  5. Create and activate your conda environment from the environment.yml file

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    conda env create -f environment.yml
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  7. Move into the notebooks directory and start up Jupyterlab

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    cd notebooks/
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zu0mqBBhsn%llH>UsDN-GS=z0dM6K!odHMSsCzSAK}`<@xFOEZAyfv~$8%Qnr70Y*f~|L{C+B zze3PSTvKI8)65R%O6sAXdbHiactOfb)NKzE50|XMEy8Qb)9N zBpXH^7D<%X+x}}T!f(d#cT)ZHuix`9e`EDOw(=LY`6IDE68p!Y`*ZOJ4u9bA2L*pn p@COBdQ1Ax@|IblCt^W1rah57)^ONdy9>;(`wc8NoA| -LinkedEarth Logo - -# Investigating interhemispheric precipitation changes over the past millennium - -[![nightly-build](https://github.com/ProjectPythia/paleoPCA-Cookbook/actions/workflows/nightly-build.yaml/badge.svg)](https://github.com/ProjectPythia/paleoPCA-Cookbook/actions/workflows/nightly-build.yaml) -[![Binder](https://binder.projectpythia.org/badge_logo.svg)](https://binder.projectpythia.org/v2/gh/ProjectPythia/paleoPCA-Cookbook/main?labpath=notebooks) -[![DOI](https://zenodo.org/badge/813352705.svg)](https://zenodo.org/badge/latestdoi/813352705) - -This Project Pythia Cookbook covers paleoclimate model-data comparison using spatio-temporal pattern obtained using Principal Component Analysis (PCA). - -## Motivation - -Paleoclimate observations obtained from tree rings or the geochemical composition of speleothems, ice and sediments provide an out-of-sample validation of climate models. However, comparing the output of climate models directly with the paleoclimate observations is difficult: (1) they are often expressed in different quantities (i.e., temperature vs ring width), (2) paleoclimate observations have large time uncertainties, (3) paleoclimate observations often incorporate more than one environmental signal (i.e., temperature AND moisture). - -Recently, [Steinman et al. (2022)](https://doi.org/10.1073/pnas.2120015119) used PCA analysis to compare model and data output. Here, we use a similar approach with the [CESM Last Millennium simulation](https://www2.cesm.ucar.edu/models/cesm1.2/) and proxy records stored on the [LiPDverse](https://lipdverse.org). This repository contains paleoclimate datasets that have been curated by the community and are archived in a standard format, facilitating analysis. - -## Authors - -[Deborah Khider](@khider), [Hari Sundar](@sriharisundar) - -### Contributors - - - - - -## Structure - -This Cookbook is broken down into three main sections. The first section performs the PCA analysis on the output of the CESM LME simulation. The second section performs the same analysis on paleoclimate observations. The last section compares the two analyses. - -### PCA analysis on proxy observations - -The section shows the query used to obtain relevant proxy datasets from a graphDB mirroring the LiPDverse data, filtering for records that cover at least 1500 of the last 2000 years with a resolution better than 60 years, and running PCA. - -### PCA analysis on the CESM Last Millennium Analysis¶ - -The section walks through fetching the data from JetStream2, calculating the precipitation d18O and running PCA. - - -### Model Data Comparison - -Visualizing the output of the PCA analyses. - -## Running the Notebooks - -You can either run the notebook using [Binder](https://binder.projectpythia.org/) or on your local machine. - -### Running on Binder - -The simplest way to interact with a Jupyter Notebook is through -[Binder](https://binder.projectpythia.org/), which enables the execution of a -[Jupyter Book](https://jupyterbook.org) in the cloud. The details of how this works are not -important for now. All you need to know is how to launch a Pythia -Cookbooks chapter via Binder. Simply navigate your mouse to -the top right corner of the book chapter you are viewing and click -on the rocket ship icon, (see figure below), and be sure to select -“launch Binder”. After a moment you should be presented with a -notebook that you can interact with. I.e. you’ll be able to execute -and even change the example programs. You’ll see that the code cells -have no output at first, until you execute them by pressing -{kbd}`Shift`\+{kbd}`Enter`. Complete details on how to interact with -a live Jupyter notebook are described in [Getting Started with -Jupyter](https://foundations.projectpythia.org/foundations/getting-started-jupyter.html). - -### Running on Your Own Machine - -If you are interested in running this material locally on your computer, you will need to follow this workflow: - -1. Clone the `https://github.com/ProjectPythia/paleoPCA-Cookbook` repository: - - ```bash - git clone https://github.com/ProjectPythia/paleoPCA-Cookbook.git - ``` - -1. Move into the `paleoPCA-Cookbook` directory - ```bash - cd paleoPCA-Cookbook - ``` -1. Create and activate your conda environment from the `environment.yml` file - ```bash - conda env create -f environment.yml - conda activate paleoPCA-Cookbook - ``` -1. Move into the `notebooks` directory and start up Jupyterlab - ```bash - cd notebooks/ - jupyter lab - ``` diff --git a/_preview/4/_sources/notebooks/how-to-cite.md b/_preview/4/_sources/notebooks/how-to-cite.md deleted file mode 100644 index 4f3a76c..0000000 --- a/_preview/4/_sources/notebooks/how-to-cite.md +++ /dev/null @@ -1,7 +0,0 @@ -# How to Cite This Cookbook - -The material in this Project Pythia Cookbook is licensed for free and open consumption and reuse. All code is served under [Apache 2.0](https://www.apache.org/licenses/LICENSE-2.0), while all non-code content is licensed under [Creative Commons BY 4.0 (CC BY 4.0)](https://creativecommons.org/licenses/by/4.0/). Effectively, this means you are free to share and adapt this material so long as you give appropriate credit to the Cookbook authors and the Project Pythia community. - -The source code for the book is [released on GitHub](https://github.com/ProjectPythia/paleoPCA-Cookbook) and archived on Zenodo. This DOI will always resolve to the latest release of the book source: - -[![DOI](https://zenodo.org/badge/813352705.svg)](https://zenodo.org/badge/latestdoi/813352705) diff --git a/_preview/4/_sources/notebooks/paleoPCA.ipynb b/_preview/4/_sources/notebooks/paleoPCA.ipynb deleted file mode 100644 index 32362ed..0000000 --- a/_preview/4/_sources/notebooks/paleoPCA.ipynb +++ /dev/null @@ -1,2911 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "\"Project\n", - "\"LinkedEarth" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Investigating interhemispheric precipitation changes over the past millennium" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Overview\n", - "\n", - "This CookBook demonstrates how to compare paleoclimate model output and proxy observations using EOF to identify large-scale spatio-temporal patterns in the data. It is inspired from a study by [Steinman et al. (2022)](https://doi.org/10.1073/pnas.2120015119) although it reuses different datasets. " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Prerequisites\n", - "\n", - "| Concepts | Importance | Notes |\n", - "| --- | --- | --- |\n", - "| [Intro to Cartopy](https://foundations.projectpythia.org/core/cartopy/cartopy.html) | Necessary | |\n", - "| [Intro to Matplotlib](https://foundations.projectpythia.org/core/matplotlib.html) | Necessary | |\n", - "| [Intro to Pandas](https://foundations.projectpythia.org/core/pandas.html) | Necessary | |\n", - "| [Understanding of NetCDF](https://foundations.projectpythia.org/core/data-formats/netcdf-cf.html) | Necessary | |\n", - "| [Using xarray](https://foundations.projectpythia.org/core/xarray.html) | Necessary | Familiarity with understanding opening multiple files and merging |\n", - "|EOF (PCA) Analysis - See Chapter 12 of [this book](https://figshare.com/articles/book/Data_Analysis_in_the_Earth_Environmental_Sciences/1014336)|Helpful|Familiarity with the concepts is helpful for interpretation of the results|\n", - "|[Using Pyleoclim for Paleoclimate Data](http://linked.earth/PyleoTutorials/intro.html)|Helpful||\n", - "|[SPARQL](https://www.w3.org/TR/sparql11-query/)|Familiarity|Query language for graph database|\n", - "\n", - "- **Time to learn**: 40 min." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Imports" - ] - }, - { - "cell_type": "code", - "execution_count": 315, - "metadata": {}, - "outputs": [], - "source": [ - "#To deal with model data\n", - "import s3fs\n", - "import fsspec\n", - "import xarray as xr\n", - "import glob\n", - "\n", - "#To deal with proxy data\n", - "import pandas as pd\n", - "import numpy as np\n", - "import json\n", - "import requests\n", - "import pandas as pd\n", - "import io\n", - "import ast\n", - "\n", - "#To deal with analysis\n", - "import pyleoclim as pyleo\n", - "from eofs.xarray import Eof\n", - "\n", - "#Plotting and mapping\n", - "import cartopy.crs as ccrs\n", - "import matplotlib.pyplot as plt\n", - "import nc_time_axis\n", - "from matplotlib import gridspec\n", - "from matplotlib.colors import Normalize" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## PCA analysis on proxy observations\n", - "\n", - "After looking at the model data, let's have a look at the proxy datasets." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Query to remote database\n", - "\n", - "The first step is the query the [LinkedEarth](https://linkedearth.graphdb.mint.isi.edu/) Graph Database for relevant datasets for comparison with the model. \n", - "\n", - "The database uses the SPARQL language for queries. We are filtering the database for the following criteria:\n", - "* Datasets bounded by 27°S-27°N and 70°W-150°W\n", - "* Datasets from the [Pages2k](https://lipdverse.org/project/pages2k/), [Iso2k](https://lipdverse.org/project/iso2k/), [CoralHydro2k](https://essd.copernicus.org/articles/15/2081/2023/essd-15-2081-2023-discussion.html) and [SISAL](https://essd.copernicus.org/articles/12/2579/2020/) working groups. These working groups identified archived datasets that were sensitive to temperature and the isotopic composition of precipication (precipitation $\\delta{18}$O) and curated them for use in a standardized database.\n", - "* Timeseries within these datasets representing precipitation.\n", - "\n", - "We asked for the following information back:\n", - "* The name of the dataset\n", - "* Geographical Location of the record expressed in latitude and longitude\n", - "* The type of archive (e.g., speleothem, Lake sediment) the measurements were made on\n", - "* The name of the variable\n", - "* The values and units of the measurements\n", - "* The time information (values and units) associated with the variable of interest.\n", - "\n", - "The following cell points to the query API and creates the query itself." - ] - }, - { - "cell_type": "code", - "execution_count": 224, - "metadata": {}, - "outputs": [], - "source": [ - "url = 'https://linkedearth.graphdb.mint.isi.edu/repositories/LiPDVerse-dynamic'\n", - "\n", - "query = \"\"\"PREFIX le: \n", - "PREFIX wgs84: \n", - "PREFIX rdfs: \n", - "SELECT distinct?varID ?dataSetName ?lat ?lon ?varname ?interpLabel ?val ?varunits ?timevarname ?timeval ?timeunits ?archiveType where{\n", - "\n", - " ?ds a le:Dataset .\n", - " ?ds le:hasName ?dataSetName .\n", - " OPTIONAL{?ds le:hasArchiveType ?archiveTypeObj .\n", - " ?archiveTypeObj rdfs:label ?archiveType .}\n", - " \n", - " \n", - " ?ds le:hasLocation ?loc .\n", - " ?loc wgs84:lat ?lat .\n", - " FILTER(?lat<26 && ?lat>-26) \n", - " ?loc wgs84:long ?lon .\n", - " FILTER(?lon<-70 && ?lon>-150) \n", - " \n", - " ?ds le:hasPaleoData ?data .\n", - " ?data le:hasMeasurementTable ?table .\n", - " ?table le:hasVariable ?var .\n", - " ?var le:hasName ?varname .\n", - " VALUES ?varname {\"d18O\"} .\n", - " ?var le:partOfCompilation ?comp .\n", - " ?comp le:hasName ?compName .\n", - " VALUES ?compName {\"iso2k\" \"Pages2kTemperature\" \"CoralHydro2k\" \"SISAL-LiPD\"} .\n", - " ?var le:hasInterpretation ?interp .\n", - " ?interp le:hasVariable ?interpVar .\n", - " ?interpVar rdfs:label ?interpLabel .\n", - " FILTER (REGEX(?interpLabel, \"precipitation.*\", \"i\"))\n", - " ?var le:hasVariableId ?varID .\n", - " ?var le:hasValues ?val .\n", - " OPTIONAL{?var le:hasUnits ?varunitsObj .\n", - " \t\t?varunitsObj rdfs:label ?varunits .}\n", - " \n", - " ?table le:hasVariable ?timevar .\n", - " ?timevar le:hasName ?timevarname .\n", - " VALUES ?timevarname {\"year\" \"age\"} .\n", - " ?timevar le:hasValues ?timeval .\n", - " OPTIONAL{?timevar le:hasUnits ?timeunitsObj .\n", - " \t\t ?timeunitsObj rdfs:label ?timeunits .} \n", - "}\"\"\"" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The following cell sends the query to the database and returns the results in a Pandas Dataframe." - ] - }, - { - "cell_type": "code", - "execution_count": 225, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "

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varIDdataSetNamelatlonvarnameinterpLabelvalvarunitstimevarnametimevaltimeunitsarchiveType
0TR04EVLI01TR04EVLI10.000-85.000d18OprecipitationIsotope[23.69, 24.29, 24.25, 24.74, 25.7, 26.33, 26.0...permilyear[2000.75, 2000.73, 2000.72, 2000.71, 2000.7, 2...yr ADWood
1TR04EVLI01TR04EVLI10.000-85.000d18Oprecipitation[23.69, 24.29, 24.25, 24.74, 25.7, 26.33, 26.0...permilyear[2000.75, 2000.73, 2000.72, 2000.71, 2000.7, 2...yr ADWood
2SP09REPE01ASP09REPE-6.067-77.183d18OprecipitationIsotope[-6102.0, -6987.0, -6841.0, -7136.0, -6968.0, ...permilyear[-198618, -2002417, -2001113, -1999809, -19985...yr ADSpeleothem
3SP09REPE01ASP09REPE-6.067-77.183d18Oprecipitation[-6102.0, -6987.0, -6841.0, -7136.0, -6968.0, ...permilyear[-198618, -2002417, -2001113, -1999809, -19985...yr ADSpeleothem
4SP09REPE02ASP09REPE-6.067-77.183d18OprecipitationIsotope[-6751.0, -6971.0, -6876.0, -6824.0, -6771.0, ...permilyear[-1905513, -1903265, -1900455, -1897645, -1894...yr ADSpeleothem
\n", - "
" - ], - "text/plain": [ - " varID dataSetName lat lon varname interpLabel \\\n", - "0 TR04EVLI01 TR04EVLI 10.000 -85.000 d18O precipitationIsotope \n", - "1 TR04EVLI01 TR04EVLI 10.000 -85.000 d18O precipitation \n", - "2 SP09REPE01A SP09REPE -6.067 -77.183 d18O precipitationIsotope \n", - "3 SP09REPE01A SP09REPE -6.067 -77.183 d18O precipitation \n", - "4 SP09REPE02A SP09REPE -6.067 -77.183 d18O precipitationIsotope \n", - "\n", - " val varunits timevarname \\\n", - "0 [23.69, 24.29, 24.25, 24.74, 25.7, 26.33, 26.0... permil year \n", - "1 [23.69, 24.29, 24.25, 24.74, 25.7, 26.33, 26.0... permil year \n", - "2 [-6102.0, -6987.0, -6841.0, -7136.0, -6968.0, ... permil year \n", - "3 [-6102.0, -6987.0, -6841.0, -7136.0, -6968.0, ... permil year \n", - "4 [-6751.0, -6971.0, -6876.0, -6824.0, -6771.0, ... permil year \n", - "\n", - " timeval timeunits archiveType \n", - "0 [2000.75, 2000.73, 2000.72, 2000.71, 2000.7, 2... yr AD Wood \n", - "1 [2000.75, 2000.73, 2000.72, 2000.71, 2000.7, 2... yr AD Wood \n", - "2 [-198618, -2002417, -2001113, -1999809, -19985... yr AD Speleothem \n", - "3 [-198618, -2002417, -2001113, -1999809, -19985... yr AD Speleothem \n", - "4 [-1905513, -1903265, -1900455, -1897645, -1894... yr AD Speleothem " - ] - }, - "execution_count": 225, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "response = requests.post(url, data = {'query': query})\n", - "\n", - "data = io.StringIO(response.text)\n", - "df_res = pd.read_csv(data, sep=\",\")\n", - "\n", - "df_res['val']=df_res['val'].apply(lambda row : json.loads(row) if isinstance(row, str) else row)\n", - "df_res['timeval']=df_res['timeval'].apply(lambda row : json.loads(row) if isinstance(row, str) else row)\n", - "\n", - "df_res.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We have retrieved the following number of proxy records: " - ] - }, - { - "cell_type": "code", - "execution_count": 226, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "106" - ] - }, - "execution_count": 226, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "len(df_res)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Make sure we have unique timeseries (some may be found across compilations): " - ] - }, - { - "cell_type": "code", - "execution_count": 228, - "metadata": {}, - "outputs": [], - "source": [ - "df = df_res[~df_res['varID'].duplicated()]" - ] - }, - { - "cell_type": "code", - "execution_count": 229, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "44" - ] - }, - "execution_count": 229, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "len(df)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The first step is to make sure that everything is on the same representation of the time axis. Year is considered prograte while age is considered retrograde:" - ] - }, - { - "cell_type": "code", - "execution_count": 230, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array(['year', 'age'], dtype=object)" - ] - }, - "execution_count": 230, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df['timevarname'].unique()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Since we have records expressed in both year and age, let's convert everything to year. First let's have a look at the units:" - ] - }, - { - "cell_type": "code", - "execution_count": 231, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array(['yr AD', 'yr BP'], dtype=object)" - ] - }, - "execution_count": 231, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df['timeunits'].unique()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The units for age are expressed in BP (before present), if we assume the present to be 1950 by convention, then we can transform:" - ] - }, - { - "cell_type": "code", - "execution_count": 232, - "metadata": {}, - "outputs": [], - "source": [ - "df['timeval'] = df['timeval'].apply(np.array)\n", - "\n", - "def adjust_timeval(row):\n", - " if row['timevarname'] == 'age':\n", - " return 1950 - row['timeval']\n", - " else:\n", - " return row['timeval']\n", - "\n", - "# Apply the function across the DataFrame rows\n", - "df['timeval'] = df.apply(adjust_timeval, axis=1)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It is obvious that some of the timeseries do not have correct time information (e.g., row 2). Let's filter the dataframe to make sure that the time values are within 0-2000 and that there is at least 1500 years of record:" - ] - }, - { - "cell_type": "code", - "execution_count": 233, - "metadata": {}, - "outputs": [], - "source": [ - "def range_within_limits(array, lower = 0, upper = 2000, threshold = 1500):\n", - " filtered_values = array[(array >= lower) & (array <= upper)]\n", - " if filtered_values.size > 0: # Check if there are any values within the range\n", - " return np.ptp(filtered_values) >= threshold # np.ptp() returns the range of values\n", - " return False # If no values within the range, filter out the row\n", - "\n", - "\n", - "# Apply the function to filter the DataFrame\n", - "filtered_df = df[df['timeval'].apply(range_within_limits)]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We are now left with:" - ] - }, - { - "cell_type": "code", - "execution_count": 234, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "17" - ] - }, - "execution_count": 234, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "len(filtered_df)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's also make sure that the records are long enough (i.e., more than 1500 years long):" - ] - }, - { - "cell_type": "code", - "execution_count": 235, - "metadata": {}, - "outputs": [], - "source": [ - "def array_range_exceeds(array, threshold=1500):\n", - " return np.max(array) - np.min(array) > threshold\n", - "\n", - "filt_df = filtered_df[filtered_df['timeval'].apply(array_range_exceeds)]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This leaves us with the following number of datasets:" - ] - }, - { - "cell_type": "code", - "execution_count": 236, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "16" - ] - }, - "execution_count": 236, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "len(filt_df)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's filter for records with a resolution of at least 60 years:" - ] - }, - { - "cell_type": "code", - "execution_count": 237, - "metadata": {}, - "outputs": [], - "source": [ - "def min_resolution(array, min_res=60):\n", - " if len(array) > 1: # Ensure there are at least two points to calculate a difference\n", - " # Calculate differences between consecutive elements\n", - " differences = np.mean(np.diff(array))\n", - " # Check if the minimum difference is at least 50\n", - " return abs(differences) <= min_res\n", - " return False # If less than two elements, can't compute difference\n", - "\n", - "# Apply the function and filter the DataFrame\n", - "filtered_df2 = filt_df[filt_df['timeval'].apply(min_resolution)]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This leaves us with the following number of datasets:" - ] - }, - { - "cell_type": "code", - "execution_count": 238, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "13" - ] - }, - "execution_count": 238, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "len(filtered_df2)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Next, let's use the [Pyleoclim](https://pyleoclim-util.readthedocs.io/en/latest/) software package and create individual [GeoSeries](https://pyleoclim-util.readthedocs.io/en/latest/core/api.html#geoseries-pyleoclim-geoseries) objects:" - ] - }, - { - "cell_type": "code", - "execution_count": 239, - "metadata": {}, - "outputs": [], - "source": [ - "ts_list = []\n", - "for _, row in filtered_df2.iterrows():\n", - " ts_list.append(pyleo.GeoSeries(time=row['timeval'],value=row['val'],\n", - " time_name='year',value_name=row['varname'],\n", - " time_unit='CE', value_unit=row['varunits'],\n", - " lat = row['lat'], lon = row['lon'],\n", - " archiveType = row['archiveType'], verbose = False, \n", - " label=row['dataSetName']+'_'+row['varname']))\n", - "\n", - " #print(row['timeval'])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now let's use a [MultipleGeoSeries](https://pyleoclim-util.readthedocs.io/en/latest/core/api.html#multiplegeoseries-pyleoclim-multiplegeoseries) object for visualization and analysis: " - ] - }, - { - "cell_type": "code", - "execution_count": 240, - "metadata": {}, - "outputs": [], - "source": [ - "mgs = pyleo.MultipleGeoSeries(ts_list, label='HydroAm2k', time_unit='year CE') " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's first map the location of the records by the type of archive:" - ] - }, - { - "cell_type": "code", - "execution_count": 241, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(
,\n", - " {'cb': ,\n", - " 'map': ,\n", - " 'leg': })" - ] - }, - "execution_count": 241, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "mgs.map()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's have a look at the records, sliced for the 0-2000 period" - ] - }, - { - "cell_type": "code", - "execution_count": 246, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = mgs.sel(time=slice(0,2000)).stackplot(v_shift_factor=1.2)\n", - "plt.show(fig)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Run PCA Analysis\n", - "\n", - "Let's place them on a common time axis for analysis and standardize:" - ] - }, - { - "cell_type": "code", - "execution_count": 267, - "metadata": {}, - "outputs": [], - "source": [ - "mgs_common = mgs.sel(time=slice(850,2000)).common_time().standardize()" - ] - }, - { - "cell_type": "code", - "execution_count": 268, - "metadata": {}, - "outputs": [], - "source": [ - "pca = mgs_common.pca()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's have a look at the screeplot:" - ] - }, - { - "cell_type": "code", - "execution_count": 269, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The provided eigenvalue array has only one dimension. UQ defaults to NB82\n" - ] - }, - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 269, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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8GX369MGFCxfwzDPP1PtejXHVV44DNNrVXV9hYWENLvfq1avQarW4/vrrce7cOWzcuBHbtm3Dzz//jPLycgDApUuX8NZbb+GDDz7AV199hZtvvrnFeZDmoSM3xOvddttt/Afl4cOHsXz5cr6AmDp1qmCHHBwcLPgP29V/oidOnGjS+6pUKqdpcXFx/M/1fZAeOXKE/zk5OZn/+X//938FhU9jbDZbo0dN6tOcYfuvXr2KkSNHCgqbxx57DB9//HGTCpvu3bvj2LFj/KMsrl69iqeeeqrZMbfUuHHj+J937dqFvLw8l/P997//xS+//IJnnnkGvXr1wo4dO/g2d6ybkJAQwba5ceNGFBQU8F+XLl0S/O5YbLkSFRXF/2wwGJweN1BVVYU///zT6XXR0dH8zzKZDDk5OYL3vXjxIv+z41Ge1tDpdLj33nv539966y3BPyQTJ04UzL948WK+sJk1axbOnj2Ld999F/fdd1+DxVh9HAuvukWj1Wrlhw5w5NhPALBv3756+6mgoAAdOnTg59VoNBgzZgy+/PJLlJSU4MSJE3jvvff4o1NGoxFLly5tdh6k5ai4IV5PoVBg1qxZ/O+O41I4npKyzzt48GD+91dffRVXr17lf9+9ezd2797dpPd1VSA4HiU6evSo0+mJt956C0ePHuV/nzRpEoDanZtj3KtXr3Z5io4xhn/961/8fGvWrOEP5bvL1KlTcezYMf73p59+Gi+//HKTC6RVq1YhKCgIq1atgkxWu0v58MMPcejQIXeE62ThwoXw9fUFUNvPEyZMQEFBgWCeY8eOYf78+fzvCQkJuOWWW/jXuGPdKJVKwamMV199VXB04JVXXoGfnx/69OkjiK0+vXr1go+PD/+7Y5EP1I4f4+roT69evfhTSBaLBatWrRK0jx8/HmFhYRg2bJhgjJ/Weuihh/if7X0KANOmTRP8AwIA6enp/M+OxUxNTQ0+++wz/vemnpZyHL36xIkTgn7atGmTy6O3MTExSEpK4n9/6aWXBK9bsGABgoKCMHDgQDz77LMAasck6tatG3Q6HTp16oScnBzIZDJ07doVDzzwAO655x7+9Y7jAZF20F4X95BrT1uOUHzhwgXB3UBA7W3QrjjebgqAxcbGsocffphNnDiRv8PK/tXQBcX1ueWWWwTzDRkyhM2bN48NHTpUMH3GjBn8axzH5JHL5fyF0a788ccfguWsX7+eMdb4iKwNjd1R36jMjmPZALXjuPzrX/9yecu+491Xjq9xHKF45syZgvXTlLuK2mKE6s2bNwsu+PX19WV33XUXW7hwIRs9erTgdmy5XM6+/fZb/rVtsW7qs3v3bsH8KSkpbO7cuezOO+8UxLR8+fJ6+8OR4wXtAFjv3r3ZvHnzBLftu9oGHO/Msm8DCxYsYIMHDxZM/+mnn/jXNDaSd2MX7TLGnIZHgIsLdRljglvj5XI5mzRpEpszZw6Ljo4WvLZXr178axr6e/jkk08EbePGjWPvv/8+W7hwoWDIgrr99MEHHwjaevbsyebPn89Gjx7tcr1XVVWx0NBQfnpQUBCbPn06e/TRR9n48eMFF9vPnDnTZR8R96DihrhNWz9+oe5dPA3d9rt06VKnnSpQe2fPI4880qriprS0VLAzdvV15513MoPBwL/G8Xbmm2++ucF+Y4wJxsjo3bs3Y8w9xY3jnSiNfTkOoFZfcXPp0iXBIG6Nffgz1naP39i+fbvgMQyuvnx9fdnGjRsFr2uLddOQ559/vsGYbr/9dmY0Gvn5GxvEr1+/fi6XM2DAAMEjJj788EP+dUajsd5BH+1fdQeaa4vipu6YU0OGDHE53+7du+sdCC8gIID/OTg4mC+YG/p7qK6uZikpKS6X16VLF8E/KHUHO5w7d26D/fTwww8LivZDhw45DfhZ96tr166NDiBJ2hadliKi4ThUu4+PT4MPMVyxYgW+/PJLDB48GDqdDgEBAbjttttw+PBhjBkzplVxBAYG4rvvvsPGjRsxbtw4REVFQaVSITQ0lD/v/sUXX/DXW5w4cQJ79+7lX3/33Xc3+h6O1yscPnzYLad4DAYDfx1EW4mIiMCTTz7J//7kk08KTgu60z/+8Q+cP38eL7zwAgYPHswP4e/v74/evXtjyZIlOHv2LH+qEGifdfPEE09g7969mDx5MqKjo6FSqdChQwcMHjwYGzZswKZNm1xe3+WKTqfDjz/+iKVLl6JTp05QqVSIjY3F4sWL8d133wmWYz9VB9ReP7Z161Z8/PHHGDlyJEJCQvjX3nbbbfjpp5/w+OOPNymG5rjjjjsEp5kefPBBl/ONGDECe/fuxS233IIOHTpAqVQiPj4ec+bMwalTp9CxY0cAtXeg/fzzz42+r1arxZ49ezB79mxERkZCrVajc+fO+Pe//43Dhw8jJCTE5es4jsNbb72FHTt2YNy4cQgPD4dKpUJkZCRuvvlmbNu2DW+++abglG3v3r3x+++/Y9GiRfwpKrlcjsDAQAwcOBAvv/wyDh8+3KJrh0jLcYw14yo6QjyksrIS3bt3558vc99992HNmjUejoqQ9rVy5Uro9XoEBwcjMTERffr04duKi4uRlJTE36mTnp6OHj16eChSQjyLihvitQoLC/Hiiy9CLpdj27Zt/JgxHMfh6NGj6N69u4cjJKR9JScn838HSqUSEydORGRkJMrLy7Fr1y5+LJz4+HhkZmbyF3gTcq2h4oZ4rYqKCgQEBDhNf+yxx/Dyyy+3f0CEeNjWrVsxadIkl+M32anVamzbto2/G4yQaxEVN8Srde/eHX/++SeUSiU6duyI6dOn45FHHvF0WIR4THp6OlavXo39+/cjNzcXNTU10Gq1iImJwdChQ7Fw4UKXI3MTci2h4oYQQgghkkInZAkhhBAiKVTcEEIIIURSqLghhBBCiKRQcUMIIYQQSaHihhBCCCGSQsUNIYQQQiSFihtCCCGESAoVN4QQQgiRFCpuCCGEECIpVNwQQgghRFKouCGEEEKIpFBxQwghhBBJoeKGEEIIIZJCxQ0hhBBCJIWKG0IIIYRIChU3hBBCCJEUKm4IIYQQIilU3BBCCCFEUqi4IYQQQoikUHFDCCGEEEmh4oYQQgghkkLFDSGEEEIkhYobQgghhEgKFTeEEEIIkRQqbgghhBAiKVTcEEIIIURSqLghhBBCiKRQcUMIIYQQSaHihhBCCCGSQsUNIYQQQiSFihtCCCGESAoVN4QQQgiRFCpuCCGEECIpVNy0UnV1NdLT01FdXe3pUAghhBACKm5a7fTp0+jZsydOnz7t6VAIIYQQAipuRMFisaC4uBgWi8XTobQY5eAdKAfPE3v8AOXgLaSSgztQcSMCZrMZBQUFMJvNng6lxSgH70A5eJ7Y4wcoB28hlRzcgYobQgghhEgKFTeEEEIIkRQqbgghhBAiKVTciIBMJoOfnx9kMvGuLsrBO1AOnif2+AHKwVtIJQd34BhjzC1Lvkakp6ejZ8+eOHLkCG644QZPh0MIIYRc88Rb7l1DGGOwWCwQcx1KOXgHysHzxB4/QDl4C6nk4A5U3IiAwWDA6dOnYTAYPB1Ki1EO3oFy8Dyxxw9QDt5CKjm4AxU3hBBCCJEUKm4IIYQQIilU3BBCCCFEUqi4IYQQQoik0K3grdQet4K//0smrhrM8NMo8cCQRLe8h7sxxmCz2SCTycBxnKfDaRHKwTuIPQexxw9QDt5CKjm4I3ZFmy+RtLk1v2aj4IoB4XqNaIsbjuMgl8s9HUarUA7eQew5rPk1C1cNFvhpFLh/cIKnw2kRsa8DgHLwFu4qyui0lAgwMMF3MTIajcjOzobRaPR0KC1GOXgHsefw/p7zeP37c3h/z3lPh9JiYl8HAOXgLdwVOxU3YsDqfBchm82GyspK2Gw2T4fSYpSDdxB9DvT37BUoB+/grtipuCGEkHZitTGYLLU7c5PFBqvNsxUOYwzvvvsuunbtCrVajZiYGDzyyCOoqKgQzBcWFgaO4/gvnU6Hbt26Yd26dfw8ly9fxtixY6HX69GtWzd8//33Tu83btw4LF68uFkxnjt3DgsXLkRycjJ0Oh3CwsIwbNgwfP75506j265fvx4cx+G3335r0rJ3796Nvn37wmKxNCsmb1d3fdm/PvjggwZfd+LECYwdOxYBAQEICAjAjTfeiP379wvmue+++/DUU0+5M/w2QdfcEEJIO9h1Ih8rtmegrMYMACirMWPQCz9g2dhUjEqL8EhMixcvxvPPP4+77roLL730Eq5cuYL//Oc/2L17Nw4fPgydToe8vDxcvnwZzzzzDEaOHAmg9lRCXl4eBg8ezC9r4cKFOHPmDDZu3IgtW7bgjjvuQGZmJoKDgwHUFhK//fYbPv300ybH99lnn+H+++9HQkICX+BUVlbiv//9L+6++258++23+OCDD1r08MW8vDysWLECW7duhUIhnY9CV+vLLjGx/ms2T506hQEDBqBr167YsGEDAGDlypUYOXIkjhw5guTkZADAiy++iOTkZIwaNQpDhw51XyKtxUirHDlyhAFgR44ccdt79PnPbhb3xA7W5z+73fYe7lZdXc3++OMPVl1d7elQWoxy8A5izOH//rjE4p/YweLqfMX/9fV/f1xq95iKi4uZQqFg48aNE0y/dOkS0+l0bMWKFYwxxr788ksGgP3xxx/8PK7WQWBgIHv55ZcZY4yVlpYyAGzHjh2MMcYsFgvr2rUrW7t2bZPjS09PZ2q1mt16663MaDQ6tS9ZsoQBYB999BE/bd26dQwAO3z4cKPLv+eee9igQYOctqPp06czX19fdunSJfbggw+y8PBw5uvry0aPHs0uXWr/9dQQV+vB1fpqitGjR7OkpCTBsoqLi1l0dDR77bXXBPMuW7aMpaWlMZvN1roEGHPb3zGdlhIDrs53EVIqlYiIiIBSqfR0KC1GOXgHseVgtTGs2J7h8hIb+7QV2zPa/RTV2bNnYbFYMH78eMH0iIgIdOnSBdu2bQNQO9yFVqtFly5d+HlcrQOO46DVagEAKpUKAGC1WgEA77zzDjQaDWbMmNHk+J5//nlYLBa8++67/PIcLV68GHPmzEFgYGCTl2n3559/YuPGjZg+fbrTdnTs2DEEBASgf//+YIxh+fLluPfee7Fz504sWrSo2e/VVDabDcXFxU36KisrA+B6PbhaX40pLy/HN998g9mzZ/PrEACCg4ORm5uLhQsXCuafNm0aTpw4gc2bN7cya7jt75iKGxHg/qpqOBFXNwqFAsHBwaI+/Es5eAex5XAoqxT5FfU/HJAByK8w4FBWafsFBSA0NBQAkJWVJZhuMpmQk5ODzMxMAMCRI0cQHByMKVOmIDg4GGq1GiNHjkRmZqZgHQwaNAibNm1CcXEx1q5dC61Wi969e6O0tBTLly/Ha6+91qzbfnfs2IEePXogNjbWZbtWq8Xbb7+NMWPGNDd1fPTRR1Cr1ZgyZYogB7PZjFOnTqGgoAAffvgh3nvvPcyePRtvv/02Bg8ejEOHDjX7vZoqJycHoaGhTfrq0aMHANd/C67W1/DhwxuM/fjx47BarYiPj8f8+fMRGhoKpVKJIUOG4MiRI07zJyQkoG/fvli/fn2r83bX3zEVNyIghVvBLRYLysvLRX3hHuXgHcSWw+WrTXvqcVPnayudOnXC0KFD8fLLL2PdunUoLS3F+fPnMW3aNFy9ehWVlZUAao8EFBcXIzU1FV9++SXWr1+PoqIiDBkyBPv27eOX9/rrr6O6uhqhoaF49tln8eGHHyIiIgLLly/HTTfdhIEDB2LFihVITU3F8OHDcfDgwXpjKy4uRnV1dYPXiLTGt99+i+uuuw5Go1GwHWVkZMBkMmHWrFlO15OoVCrBUY2GFBUVYfjw4dDr9bj//vvrneYoPDwcu3fvbtLXJ598AsD134Kr9VVcXIwhQ4bUW+AUFhYCABYsWIDc3Fx8/PHH+Pzzz1FWVoahQ4fi1KlTTq/p27cvfvzxR5jN5ib1SX3c9Xcsjn99rnUSuHXUbDYjLy8PiYmJovmPuy7KwTuILYcOfpo2na8t/fe//8X8+fMxa9Ys3HfffVCpVJg9ezZuv/12fP311wCAzz//HL6+voIR2AcNGoRu3bph6dKl+O677wAA8fHxOHjwIKqqquDj4wOgtlhYv349/vjjD7z//vt466238PXXX+Pnn3/GqFGjkJmZiaCgIKe47APTueuD7/z587jxxhudtqPjx48DACZOnOj0mlOnTqF///5NWv57770HX19fVFRU8EerXE1zpNFoMGLEiGbl4epvwdX6GjlyJJKTk7FkyRJ8++23TssxmUwAgKioKGzZsoW/QLtfv37o3LkzVq5ciY8++kjwmoSEBFRXV6OwsBDR0dHNirtuDu74O/b+PQMhhIhYn45BiPDXoKDC4PL/Ew5AuL8GfTo6f8i7W0hICD777DO8//77uHDhAmJiYqDX6zF06FC+6BgyZIjL1/Xo0YMvBhzZCxsAePTRR7Fw4ULExcXhs88+w4QJE9C7d2/07NkTy5cvx9dff417773XaRmBgYHw9/d3OmVWV15eHiIjI5t9t1R5ebkgTrtjx46B4zj06dNHMP3y5cu4dOkSfzqoMVlZWejataugiHE1zZHVakVRUVGTli+Xy/nTinXVt74GDRokONLmSK/XAwDGjBkj6MuoqChcf/31Lm+tt/dfWVlZq4obd6HTUoQQ4kZyGYdlY1MBON8TYP992dhUyGXtf03dF198gUOHDsHX1xddu3aFXq+HxWLB77//jt69e6OoqAhr1qzByZMnnV5rMpkQEhJS77J37NiBEydO4MknnwQA5Ofn87eFy2Qy+Pv749KlS/W+fsyYMTh69ChycnJctpvNZlx//fWC29GbKiQkBOXl5U7Tjx07hoSEBP7D3i49PR0ABMVNQUEB7rrrLoSFhSEmJgbLly+HzWbDvffeiw8//BCrVq2Cr68vNm/e7HJaXbm5uYiIiGjSV+/evV3m1dD6MhgM9RZE9tu8XY0WbDabodPpnKaXltZeI9ahQweXy/Q0OnJDCCFuNiotAu9MvQErtmcILi4O99d4dJyb559/HgEBAfjhhx/4ae+99x7Ky8tx5513QiaT4cEHH8Sdd96Jzz//nJ8nJycHR48erffuJ7PZjMceewzPPfcc/x9+eHg4CgoKANR+iJaUlCA8PLze2B5//HF88cUXmDt3LrZs2eJ0x9SKFStQUlKCmTNnNjvv+Ph4l0XT8ePHcdNNNzlNP3r0KIC/ixubzYZx48Zh5MiR+PDDD1FaWooxY8YgKioKH330EeRyOcLDw/H8888DAO644w6naXXZr7lpivqu/alvfV24cAG//vorZs2a5fJ1ycnJSEpKwhdffIFly5ZBrVYDADIzM3H8+HHMnz/f6TU5OTnQ6XRU3JBWkMCt4DKZDFqttkWDbXkLysE7iDWHUWkRGJkajl7/2Y2yajMCdUr8+sSNHjliY/fYY49h6tSpWLRoEcaOHYuDBw9iyZIlGDVqFCZOnAiO4/DPf/4TL774IoKDg3H77bcjLy8Py5cvh16vx9NPP+1yuW+88Qb8/f0Fp5xuv/12LF26FKNGjcLevXuhVCoxatSoemO7/vrr8cYbb2D+/Pno06cP5syZg86dO6OoqAiffvoptm3bhlmzZtX7gd2Q0aNHY8WKFWCM8dtRbm4uSktLXZ56Onr0KMLCwhARUVuE/vbbb8jNzcV//vMfcByHyMhILFq0COvWrcMDDzzQ7HiAll1zU/dvITg42OX6WrFiBQIDA7F06VL+tUVFRcjMzERiYiJCQ0Px6quvYvz48bj11lvx2GOPobKyEkuWLEFAQAAef/xxp/f+5ZdfMHr06FY/+NJtf8duGT3nGtIeg/j1/Z/vWNwTO1jf//nObe9BCGkf3vb3vHbtWpaamso0Gg1LTExkS5cuZQaDgW+3Wq3snXfeYddddx3T6XQsJCSETZ06leXk5Lhc3uXLl1lAQADbt2+fYLrJZGIPP/wwCwwMZMnJyWzXrl1Nim/fvn3snnvuYfHx8Uyj0bCwsDA2fPhw9t///tdpELmmDuJ37tw5JpPJ2KZNm/hp27dvZwDY//3f/znN36lTJ3bLLbfwv2/cuJHJ5XLm7+/Pf/n5+bHU1FTGWO1AgE888YRgGa6muUNT15e9r9atW8dP+/HHH9mwYcOYTqdj/v7+bMKECSwzM9PpPc6fP884jmNbtmxxdzotxjHGRHwPjuelp6ejZ8+eOHLkiODq9LbUb+X3KLhiQLhegwOLnQ+ZEkLEg/6evcP06dNx4cIF/PTTT81+7YEDBzB58mRkZ2e7bJ8xY4bTKShX08Tq8ccfx+7du3H06NFWH7lxF3Ed171G2etPMdehNTU1OHHiBGpqajwdSotRDt5B7DnQ37N3WLJkCdLT05t8nYuj3r178+P5VFVVwWaz4dy5c/j555/dEGn9PLEeCgsL8cEHH+CVV15pk8LGXbFTcUMIIe1oRv8Y3N3NHzP6x3g6lGtadHQ0li5dikWLFjV7PB25XI7t27fj3LlzSEpKQmBgICZNmoT8/Hw3Res9nnjiCTzwwAMuL7z2JnRBMSGEtKMZ/WORmWlGYqLrxwqQ9jNq1CjMmzevRYPIhYeH80/PrsvVYwna4lEF3kAsedCRG0IIIYRIChU3hBBCCJEUOi0lAvZrtrz0ovQmUavVSEpKctvj7dsD5eAdxJ6D2OMHKAdvIZUc3IGKG1EQ/yh+MpnMbRtxe6EcvIPYcxB7/ADl4C2kkoNbluuWpbrBH3/8gYkTJyI0NBQqlQpxcXFYuHCh0/NBOnbsCI7jXH7VHZNgx44dGDBgAPR6PUJCQjB16lTk5eW1X1JNxP563B4T8WPBTSYTcnNz+afPihHl4B3EnoPY4wcoB28hlRzcQRRHbs6cOYP+/ftDqVRi7ty5iI2Nxf79+7F69Wp8//33OHDgAP8o+ezsbIwZMwaTJ092Wo7jQ8M+/fRTTJ06FT179sSzzz6LsrIyrFq1Cj///DOOHDniXc/LYHW+i5DVakVFRUWDD9rzdpSDdxB7DmKPH6AcvIVUcnAHURQ38+fPh9lsxuHDh9GlSxcAwOzZs3HDDTdg4cKFePPNN/HUU0/h999/BwCMHz8eU6dOrXd5VVVVWLhwIbp164Y9e/ZAo9EAAG666SYMGTIEy5cvx9tvv+3+xAghhBDS5rz+tJTBYMAvv/yCwYMH84WN3bRp0wCAHxXSXtykpaU1uMyvv/4axcXFmDNnDl/YAMDgwYMxYMAAfPLJJ6I+zEcIIYRcy7z+yI1KpUJGRgZsNptTW2FhIYDa0SKB2sfVA38XN5WVlfDx8XEaIvrAgQMAgH79+jkts2/fvti3bx9Onz6N6667ru0SIYQQQki78PojNzKZDAkJCejUqZNT2wsvvAAAGD58OIDa4sbf3x+PP/44AgMD4efnh6CgICxYsABVVVX86+wXDcfEOA9/Hh0dDQDIyspq81xaTPw3S0GhUCA0NLRFI4F6C8rBO4g9B7HHD1AO3kIqObhluW5ZajtYv3491q1bh5iYGMyePRs2mw0nTpxAdXU1CgoK8N5778FisWDr1q148803cfjwYfz8889QqVSoqKgAAPj6+jotV6fTAYCgGHKUkJAg+N1oNAKoPX3m+AAwuVwOlUoFm83Gz+NIq9Xyr697VEqpVEKhUMBiscBsNgsuKDYajVCr1WCMwWAwOC1Xo9GA47gGl2u1Wp1Ou3Ecx5+ic/UgM7VaDZlMBpPJ5HQBmEKhgFKpbHC5SqUS/v7+sFgsgue4qFQqyOVymM1mp+e7NLUPDQaD00MI7cvl+9CB/fbJlvRhcHCwcN24WC7gnj5sLNem9qFer+fXQ1P6sCXrpinbYUvWjVqthlKpRGBgoNO21NQ+9IZ1o9fr+XnbZB/hoDXbd1P3ERaLRbAdAd6zfTtqbPsOCwuDxWJx2ibaog/bax+h1+thtVr5sW7auw9bu49wdVamLYiyuFm7di0efPBB+Pj4YPPmzfDz80NNTQ2WL18OPz8/PPTQQ/y8d999NxYsWIA333wTa9aswZw5cxp8Gq+9rbn33ufl5UGv1/O/+/v7IyYmBmazGZmZmU7z20+d5eXlOW3k0dHRCAgIQEVFBfLz82Gx1m40FqsF+fn5iI+Ph81mc7nclJQUKBQKFBQU4OrVq4K28PBwhISEoLKyErm5uYI2jUbDHx07f/68Ux916tQJGo0GRUVFKCsrE7SFhIQgPDwcNTU1TrfbKxQKpKSkwGq1Iisry+kPNj4+Hr6+vigpKUFxcbGgLTAwEFFRUTCZTE65chyHrl278n1YdwcUExMDf39/lJeXo6CgQNDm5+eHuLg4WK1Wl33YpUsXyOVy5Ofno7KyUtAWFBSEsLAwVFZWOg0boNVqkZiYCAAul5uUlAS1Wo3CwkK+wLYLDQ1FWFgYqqurceHCBUGbSqVC586dAcBlHyYkJECn06G4uBglJSVO8UZGRsJoNDrFJJPJkJqaCgDIzc112gHFxsZCr9ejvLycPwVsp9frERsbW28fpqamguM4XLx4EdXV1YK2yMhIBAUF4cqVK7h06ZKgTafTISEhAYwxl8tNTk4GYwx5eXlOyw0LC0NoaCiqqqqQk5MjaLMPdgbU9mHdHWpiYiK0Wi2Ki4tRWloqaAsODkZERASMRiPOnz8vaJPL5fy1gDk5OU4f3HFxcfDz80NpaSmKiooEbfY+bIt9hCNfX19R7iMAIDs72+lD0l37iKioKCgUCtTU1ODy5cuCttbsIyIiIhAcHNyu+wilUonk5GQA4txH1D1o0BY41tAnvRdatmwZnnnmGej1euzYsQODBw9u9DXnz59HYmIixo8fjy+//BJ33HEHtmzZgtLSUgQGBgrmfeWVV/DPf/4T//d//4dRo0Y1uuz09HT07NkTe/fuRY8ePfjpbXnkZuiqX3H5qgkd/FTY888hojxyU1NTg8zMTERHRwsGnRLTkRuj0Yi8vDwkJiZCqVSK8siNPQf7ehDjkRv7TrjutiSWIzf2dWD/YBDjkZvy8nLBdtTefWjXmn2E1WpFdnY24uLinE6NiOXIjX1bsv8zV1+u3nzkpqKigo+9LYnmyI3ZbMb999+PDRs2IDIyEjt37kT37t2b9NqwsDAA4P9L6dixI4Daar5ucdPQ9TgN0Wg0/EbgSCaTuZxu19DokgqFAgqFAtxfF9tw4Pj5OY5r8XLlcnmDr22oTaVStWi56/fnICe/HLGXlZhzY7JTu1KprHcI8cb60PGOt7rsfehKa/qwoeUC7ulDoOFcm9OHjoVNWy63rpb2YWPrxr5sV/N4YvsGmt+H9t891Yet2Uc4FjR15/OG7bspy7UXFwqFot7XimUf4Th/e/ZhWyy3oVxbw+svKAZqK+zJkydjw4YNSEtLw4EDB5wKm507dyIlJQWvvPKK0+szMjIAgD+k2rdvXwDAoUOHnOY9ePAg/P39+UNxpG2s35+Lz/6owPr9uY3PTAghhLSCKIqbJUuWYMuWLejTpw/27Nnj8qhK165d8eeff+Ktt94SnEe2WCxYsmQJAGDGjBkAgDFjxiAwMBBvvvmm4HDZnj17sH//fkyfPt3p9nFCCCGEiIPXn5bKysrCyy+/DI7jMGHCBOzYscNpng4dOuDmm2/GsmXLsHTpUvTu3RsPPPAAOI7Dp59+iiNHjuDpp59G//79AdRetLhq1SrMnDkTgwYNwqxZs1BYWIhVq1ahY8eOePrpp9s7TSICHMdBpVKJuvClHDxP7PEDlIO3kEoO7uD1xc2uXbv4C5WefPJJl/MMHDgQN998M/7973+jc+fOeO211/Dvf/8bMpkM3bp1w2effeb0rKkZM2bA19cXzz//PB555BEEBgZi/PjxWLlypXc9Vwp/r3wpbMBizkGj0fB3LYkV5eB5Yo8foBy8hVRycAevL27mzJmDOXPmNHn+u+66C3fddVeT5p04cSImTpzY0tAIIYQQ4oVEcc3Ntc5++53I7toXkEIOBoMBp06dcnlrqFhQDp4n9vgBysFbSCUHd6DihpAmYozBarWKukCjHDxP7PEDlIO3kEoO7kDFDSGEEEIkhYobQgghhEgKFTeEEEIIkRQqbkTAfve0iO+ilkQOKpUKCQkJbhsuvD1QDp4n9vgBysFbSCUHd/D6W8EJAHB1vouR+HOQy+XQ6XSeDqNVKAfPE3v8AOXgLaSSgzvQkRsRYGCC72IkhRzMZjPy8/OdnvQrJpSD54k9foBy8BZSycEdqLgRA1bnuxhJIAeLxYKSkhJ+xGwxohw8T+zxA5SDt5BKDu5AxQ0hhBBCJIWKG0IIIYRIChU3hBBCCJEUKm7EQPw3GkkiB7lcjqCgILdd3d8eKAfPE3v8AOXgLaSSgzvQreAiwP1VEXAirgykkINKpUJkZKSnw2gVysHzxB4/QDl4C6nk4A505EYUJHCrkQRysNlsqKmpgc1m83QoLUY5eJ7Y4wcoB28hlRzcgYobEbA/NFXED36VRA5GoxGZmZkwGo2eDqXFKAfPE3v8AOXgLaSSgztQcUMIIYQQSaHihhBCCCGSQsUNIYQQQiSFihtCmkEmE/+fDOXgeWKPH6AcvIUUcnAHuhVcBDiOE3wXIynkoNVqkZqa6ukwWoVy8Dyxxw9QDt5CKjm4A5V8hBBCCJEUKm5EgP11/zQT8X3UUsjBYDDg3LlzMBgMng6lxSgHzxN7/ADl4C2kkoM7UHFDSBMxxmA0GkVdoFEOnif2+AHKwVtIJQd3oOKGEEIIIZJCxQ0hhBBCJIWKG0IIIYRIChU3ImC/e1rEd1FLIgeVSoXY2Fi3PcW2PVAOnif2+AHKwVtIJQd3oHFuRIGr812MxJ+DXC6HXq/3dBitQjl4ntjjBygHbyGVHNyBjtyIAAMTfBcjKeRgNptRVFQEs9ns6VBajHLwPLHHD1AO3kIqObgDFTdiwOp8FyMJ5GCxWFBYWAiLxeLpUFqMcvA8sccPUA7eQio5uAMVN4QQQgiRFCpuCCGEECIpVNwQQgghRFKouBED8d9oJIkc7HcmuOvq/vZAOXie2OMHKAdvIZUc3EE0xc0ff/yBiRMnIjQ0FCqVCnFxcVi4cCHKy8sF8508eRK33XYbOnToAD8/P9x0003Yu3evy2Xu2LEDAwYMgF6vR0hICKZOnYq8vLx2yKZ5uL8qAk7ElYEUcpDKmBKUg2eJPX6AcvAWUsnBHUQxzs2ZM2fQv39/KJVKzJ07F7Gxsdi/fz9Wr16N77//HgcOHICvry9OnTqFQYMGQavVYsGCBfDz88Pq1asxfPhw7N69G0OHDuWX+emnn2Lq1Kno2bMnnn32WZSVlWHVqlX4+eefceTIEXTo0MGDGdclgVuNJJCDzWaD1WqFXC6HTCaa/wsEKAfPE3v8AOXgLaSSgztiF0VxM3/+fJjNZhw+fBhdunQBAMyePRs33HADFi5ciDfffBNPPfUUFi1aBIPBgCNHjiAhIQEAMGXKFKSlpWHu3Lk4efIkAKCqqgoLFy5Et27dsGfPHmg0GgDATTfdhCFDhmD58uV4++23PZOsC/aHpor4wa+SyMFoNCIzMxOJiYnQarWeDqdFKAfPE3v8AOXgLaSSgzti9/pSz2Aw4JdffsHgwYP5wsZu2rRpAICff/4ZhYWF2LVrF8aPH88XNgAQEhKCWbNmISMjAwcPHgQAfP311yguLsacOXP4wgYABg8ejAEDBuCTTz6ByWRqh+wIIYQQ0ta8vrhRqVTIyMjAu+++69RWWFgIoPaCJHvh0q9fP6f5+vbtCwD8PAcOHGhw3itXruD06dNtkwAhhBBC2pXXFzcymQwJCQno1KmTU9sLL7wAABg+fDh/IXBMTIzTfNHR0QCArKwsAGjWvIQQQggRF1Fcc+PK+vXrsW7dOsTExGD27NlYvXo1AMDX19dpXp1OB6D2WhsAqKioaPK8dTme8gJqzxcCtafPampq+OlyuRwqlQo2m42fx5H9HKPRaITNZhO0KZVKKBQKWCwWmM1mwXOZjEYj1Go1GGMwGAxOy9VoNOA4rsHlWq1Wp9NuHMfxp+gc87BTq9WQyWQwmUywWq2CNoVCAaVS2ehy7Tk4Ll+lUkEul8NsNjsNw93UPjQYDGB1LuaxL9feh45kMlmL+tAxhoaWC7ivDxvKtSl9aM/B/r0pfdiSddOU7bAl68bev4452DW1Dz29buxxm81maLXaNtlHOGrp9u243MZyrbsdAd6xfdfV0PZtj9FisThtE23Rh+2xj7DnbDKZ3Pa37O59hGPsbUmUxc3atWvx4IMPwsfHB5s3b4afn59Tpzuyt9mvyG7OvE2Vl5cneDqrv78/YmJiYDabkZmZ6TR/Wloa/7q6G3l0dDQCAgJQUVGB/Px8fiO3Wq3Iz89HfHw8bDaby+WmpKRAoVCgoKAAV69eFbSFh4cjJCQElZWVyM3NFbRpNBr+6Nj58+ed+qhTp07QaDQoKipCWVmZoC0kJATh4eGoqalBdna2oE2hUCAlJQUcx/E5OMYdHx8PX19flJSUoLi4WPDawMBAREVFwWQyOeXKcRy6du3K92HdHVBMTAz8/f1RXl6OgoICQZufnx/i4uKcYrHr0qUL5HI58vPzUVlZKWgLDw+HRqNBRUWF07ABWq0WiYmJAOByuUlJSVCr1SgsLOQLbLvQ0FCEhYWhuroaFy5cELSpVCp07twZQO0Rxbo7vYSEBOh0OhQXF6OkpETQFhQUhMjISP7CQ7u8vDzIZDKkpqYCAHJzc512QLGxsdDr9SgvL+dPAdvp9XrExsbW24epqangOA4XL15EdXW1oC0yMhJBQUG4cuUKLl26JGjT6XRISEgAY8zlcpOTk6HRaODn5+fU/2FhYQgNDUVVVRVycnIEbWq1GklJSQBq+7DuB5L9gszi4mKUlpYK2oKDgxEREQGj0Yjz588L2uRyOX8tYE5OjtMHd1xcHPz8/FBaWoqioiJBW0VFBfR6fZvsIxz5+vq6fR9x8eJFPja71u4jACA7O9vpQ9Jd+4jo6GikpqaipKTEaftuzT4iIiICwcHBqKysbLd9RGFhIfz9/QG03T4CQLvsI0pKSvjY25Loiptly5bhmWeegV6vx44dO9C7d28AtRsjAKcdqeO0gIAAp3kd/xN0NW9ddXdu6enp6NmzJ6Kjo/mNFvh7YCKlUimYXld0dLTLyh+oLZB0Oh0U8gIAVijkCkRERACo3ehcLdf+vuHh4U63s9uX6+vr6/Rae/EBOB+dAv4eiyA0NBRBQUGCNoWidjNy/MN1tVwAUMgVgnnsyw0ODnbawO25qFSqRvvQ1X8UQO169PHxEbTZC1e5XO5yufb2iIgIl+uG4ziXfehYELtarr3/w8LCEBISImiz96FOp2uwDzt27FhvriEhIU7brb0P1Wp1g30YExPTYB/WPcppX259fWiPOSoqqt7tW6/XO/3HZu9DjuPq3b45jkNERITT9m3vQx8fn0b7sC77fiAkJASBgYEul+uqDx2XGxsbW28fBgUFCf75secCtM0+wpG9D8W4j4iPj6+3D92xj5DJZAgMDHTavlu7jwBc9yHtI5xjjoqKqvc9W0M0xY3ZbMb999+PDRs2IDIyEjt37kT37t35dvsOy9UgfHWvsXGct+6OrKHrcRqi0WhcHlqTyWQNHnKrW1w5UigUtRu0w+i+9vk5jmvxcuVyeYOvbaitoQGXGlqu/dQaONfLVyqV/B92XY31oeNpr7r4PnShuX1oNBqRk5ODqKgoqNXqepcLuKcPgYZzbUofGo1GXLx4kc+hrZZbnyZt3y40tG7qy8HOE9s30PQ+dIwf8EwfNrbcxnKVyWT1rgNPbt/NWa7RaMSFCxcQFRVV72tb04cNrRugbbbDutsS0L592BbLdRevv6AYqD2VMXnyZGzYsAFpaWk4cOCAoLABgN69e0Mmk+HQoUNOr7ffJTVgwAAAf989Vd+8/v7+/KE4ryD+8e8kkYPNZkN1dbXTf2piQjl4ntjjBygHbyGVHNxBFMXNkiVLsGXLFvTp0wd79uxxeVQlLCwMI0aMwObNmwWnjoqLi7F27Vp0794dPXr0AACMGTMGgYGBePPNNwXnEPfs2YP9+/dj+vTpTqdTCCGEECIOXn9aKisrCy+//DI4jsOECROwY8cOp3k6dOiAm2++Ga+88gr69++PQYMG4dFHH4Varcbq1atRXl6O//73v/z8Op0Oq1atwsyZMzFo0CDMmjULhYWFWLVqFTp27Iinn366PVMkhBBCSBvy+uJm165d/NXzTz75pMt5Bg4ciJtvvhlpaWnYs2cPFi9ejGeffRYymQy9evXChg0bnAbsmzFjBnx9ffH888/jkUceQWBgIMaPH4+VK1d62XOlCCGEENIcXl/czJkzB3PmzGny/Ndffz127tzZpHknTpyIiRMntjS09sPV+S5GEshBqVQiMjKy3gvnxIBy8Dyxxw9QDt5CKjm4g9cXNwTg/qoIOBFXBlLIQaFQON3iKjaUg+eJPX6AcvAWUsnBHURxQfG1znGEYrGSQg4WiwWlpaVOg4yJCeXgeWKPH6AcvIVUcnAHKm7EQAK3UUshB7PZjEuXLjkNqS4mlIPniT1+gHLwFlLJwR2ouCGEEEKIpFBxQwghhBBJoeKGEEIIIZJCxY0YSOA2ainkIJPJoNPpmv3EeG9COXie2OMHKAdvIZUc3IFuBRcBKdxGLYUc1Gq1y6chiwnl4Hlijx+gHLyFVHJwB/GWe4S0M8YYbDYbGBPvLV+Ug+eJPX6AcvAWUsnBHai4EQH7ypfCBizmHAwGAzIyMmAwGDwdSotRDp4n9vgBysFbSCUHd6DihhBCCCGSQsUNIYQQQiSFihtCCCGESAoVN4QQQgiRFLoVXAQ4TvhdjKSQg1qtRnJyMuRyuadDaTHKwfPEHj9AOXgLqeTgDlTciIIERsCTQA4ymUzUg2UBlIM3EHv8AOXgLaSSg1uW65alkjbF/nqUNhPxI7WlkIPJZEJOTg5MJpOnQ2kxysHzxB4/QDl4C6nk4A5U3IgBq/NdjCSQg9VqxZUrV2C1Wj0dSotRDp4n9vgBysFbSCUHd6DihhBCCCGSQsUNIYQQQiSFihtCCCGESAoVN2Ig/huNJJGDQqFAWFgYFArx3mRIOXie2OMHKAdvIZUc3LJctyyVtCnur4qAE3FlIIUclEolQkNDPR1Gq1AOnif2+AHKwVtIJQd3oCM3oiCBW40kkINU7kygHDxL7PEDlIO3kEoO7kDFjQgwJvwuRlLIQSpjSlAOniX2+AHKwVtIJQd3oOKGEEIIIZJCxQ0hhBBCJIWKG0IIIYRIChU3hDQRx3FQq9XgRPxoc8rB88QeP0A5eAup5OAOdCu4CNhXvhQ2YDHnoNFokJSU5OkwWoVy8Dyxxw9QDt5CKjm4Ax25IYQQQoikUHEjAuyv+6eZiO+jlkIONTU1yMjIQE1NjadDaTHKwfPEHj9AOXgLqeTgDlTcENIMNpvN0yG0GuXgeWKPH6AcvIUUcnAHKm4IIYQQIilU3BBCCCFEUkRX3Bw8eBAKhQLfffedU9vw4cPBcZzLr59++kkw7759+zBixAgEBgYiICAA48aNQ0ZGRjtlQQghhBB3EdWt4OfOncPtt99e74O2jh8/jr59++Lhhx92auvSpQv/808//YRbbrkF8fHxWLx4MWw2G1577TX0798fBw8eREpKittyaAn73dMivotaEjmo1WokJiZCrVZ7OpQWoxw8T+zxA5SDt5BKDu4gmuJm69atmDVrFsrKyly25+bmoqysDDfddBOmTp1a73IYY5g3bx6CgoKwf/9+BAUFAQAmTJiA6667DosWLcLOnTvdkkPLcXW+i5H4c5DJZNBqtZ4Oo1UoB88Te/wA5eAtpJKDW5brlqW2sTFjxmDChAmIiIjA3Xff7XKe33//HQCQlpbW4LIOHz6MjIwMTJ8+nS9sACApKQkTJkzAN998g/z8/LYLvg0wMMF3MZJCDiaTCZcuXRL9E3gpB88Se/wA5eAtpJKDO4iiuDl9+jRWrlyJ9PR0dO7c2eU8x48fB/B3cVNVVeXyFrkDBw4AAPr16+fU1rdvX9hsNhw+fLitQm8brM53MZJADlarFaWlpfWeFhUDysHzxB4/QDl4C6nk4A6iKG4yMjLw1FNPNXhuzl7crFmzBuHh4fD19YVer8e0adNw+fJlfr68vDwAQExMjNMyoqOjAQBZWVltGT4hhBBC2pEorrlpygVH9tNSx44dw8svvwyNRoNvv/0WH3zwAfbt24dDhw4hKCgIFRUVAABfX1+nZeh0OgC1R33qk5CQIPjdaDQCAAwGg2CkRblcDpVKBZvNxs/jyH6e1Gg0Oh1hUiqVUCgUsFgsMJvNglM6RqMRarUajDEYDAan5Wo0GnAc1+ByrVar06FAjuP4Z3y4GjFSrVZDJpPBZDI5VdoKhQJKpbLR5dpzcFy+SqWCXC6H2WyGxWIRvLapfWgwGJxGPrYv196HjmQyWYv60DGGhpYLuK8PG8q1KX1oz8H+vSl92JJ105TtsCXrxnFfUPd9m9qHnl439rjNZjO0Wm2b7CMctXT7dlxuY7nW3Y4A79i+62po+7bHaLFYnLaJtujD9thH2HM2mUxu+1t29z7CMfa2JIripinmzp2L6upq/Otf/+Ifzjhx4kSkpKTgsccewwsvvIAXXnihweH/7W0tucApLy8Per2e/93f3x8xMTEwm83IzMx0mt9++iwvL89pI4+OjkZAQAAqKiqQn5/Pb+RWqxX5+fmIj4+HzWZzudyUlBQoFAoUFBTg6tWrgrbw8HCEhISgsrISubm5gjaNRoNOnToBAM6fP+/UT506dYJGo0FRUZHTRd0hISEIDw9HTU0NsrOzBW0KhUJw95nVahXEHR8fD19fX5SUlKC4uFjw2sDAQERFRcFkMjnlynEcunbtyvdh3R1QTEwM/P39UV5ejoKCAkGbn58f4uLinGKx69KlC+RyOfLz81FZWenUDgCVlZX8UUA7rVaLxMREAHC53KSkJKjVahQWFvJFtl1oaCjCwsJQXV2NCxcuCNpUKhV/OjYrK8tpp5eQkACdTofi4mKUlJQI2oKCghAZGQmj0SiIKS8vDzKZDKmpqQBqL8ivuwOKjY2FXq9HeXk5CgsLBW16vR6xsbH19mFqaio4jsPFixdRXV0taIuMjERQUBCuXLmCS5cuCdp0Oh0SEhLAGHO53OTkZEEOjsLCwhAaGoqqqirk5OQI2tRqNf+AwaysLKcPpMTERGi1WhQXF6O0tFTQFhwcjIiICBiNRpw/f17QJpfL+Tsxc3JynD644+Li4Ofnh9LSUhQVFQnaSktLodfr22Qf4cjX19ft+wh73zuug7bYR2RnZzt9SLprHxEWFgag9m+57t9Na/YRERERCA4Obtd9RH5+Pvz9/QG03T4CQLvsI4qKivjY2xLH2uhhPzabzW1XPTtavnw5VqxYgd27d2PEiBGNzm8ymaDT6ZCWloZjx47hsccew6pVq5Ceno4ePXoI5t28eTMmTpyId955Bw899FCT4klPT0fPnj2xd+9ewfLa8sjN0FW/4vJVEzr4qbDnn0NEeeSm78rvUHjFiA5+Kvy8aBDfLqYjNxaLBVeuXEGHDh3AcZwoj9xYLBaUl5cjICAACoVClEdurFYrCgsL4e/vD4Xi7//PxHLkxr4OgoKC4OPjI8ojN1evXhVsR+3dh3at2UdwHIeysjIEBAQ4vU4sR27s21JgYCB/NkJsR26qqqrg4+Pj1N5abXbkJjg4GHv37kVqairWrFmD6667DmlpaR6/TU2lUiEwMJD/D6Vjx44Aaiv5usVNQ9fjNEaj0bjMtbFb9Ro65aZQKKBQKCDjaotGGff3HwbHcS1erlwub/C1DbWpVKoWLZf76xZwGee6P5RKJZRKpcvXNtaHjqe96rL3ocuYWtCHfn5+gmXXxx19CDSca1P70DGHtlyuK03Zvl1paN3IZDL++jhXPLF9A83rQ8d14Ik+bGy5jeXq5+fncjsCPL99N2e5ERER9b4GaF0fNrRugLbbDuuuh/buw9Yu1x2FDdCGFxSvWrWKPy3zyCOPoF+/ftDr9UhOTsadd96JZ555Bl9++aXTYd22cOzYMXTt2hWPPvqoU9vly5dRXFzMH07t27cvAODQoUNO8x48eBAcx7m8k8qzJHCrkQRysFqtqK6uFv2dCZSDZ4k9foBy8BZSycEd2qy4mTlzJv/f1JUrV3D27Fls2rQJU6ZMAQB8+umnmDhxIjp16iS4NqUtdO7cGRcvXsT69esF5zgZY3jqqaf4+ACgd+/eSE5Oxpo1awTn1s+dO4etW7di7NixCA4ObtP4Wst+JLBtTiB6hhRyeO/nP/Hs1nS89/Ofng6lxUwmE86fPy/6cTHEnIPY4wcoB28hlRzcwS0XFHMch8TERCQmJuK2227jpxsMBpw4cQInTpxo0/fT6XR44403MGPGDPTr1w9z5syBXq/Hl19+iR9++AFTpkzB5MmT+flXr16NW2+9Ff3798e8efNgMBjw6quvQqfT4cUXX2zT2Ih0rN+fi8KrRoRlGzDnxuTGX0AIIcQj2vVuKY1Gg169eqFXr15tvuxp06YhMjISzz33HJ5//nlYLBakpKTgrbfecro4eMSIEfj222+xbNkyPPnkk/Dx8cGgQYOwcuVKwd0YhBBCCBEf0d0Kvnz5cixfvtxl24gRI5p0BxVQ+wTx4cOHt2FkhBBCCPEGbr93mzGGM2fO4IsvvnD3WxFCGsFxHORyOT8WlBiJPQexxw9QDt5CKjm4Q5seuSkvL8fvv/+O48eP4/jx4/j9999x8uRJfpyASZMmteXbXTPsK18KGzDl4FkajYYfdE6sxJ6D2OMHKAdvIZUc3KFFxQ1jDGfPnnUqZOreqWQXFxeH66+/vtXBEkIIIYQ0plnFzenTp/Hwww9j//79TqM2MsagVCqRmpqK66+/XvDljqGVryX2QrGNBpP2CMrBOxgMBuTk5CA2NtZt/zG5m9hzEHv8AOXgLaSSgztib1Zx88ADD2Dv3r0AgA4dOqB79+44evQoiouLERsbi+3bt6Nbt25tHiQhpG0wxmAymURdoIk9B7HHD1AO3kIqObhDsy4oTk9PR0xMDE6cOIGCggJ88803yMjIwMSJE5GTk4P+/ftj1apVbgmUEEIIIaQpmlXc1NTUYPjw4fxTQoHap71+8cUX2LRpE3x9ffH4449j8ODBLp8CSgghhBDibs0qbs6ePevy+U0AcMcddyAjIwOTJ0/G3r170b17d7zxxhttEiQhhBBCSFM1q7jp1KkTunfvXm97UFAQPvnkE3z55ZfQ6/V49NFHMWzYMGRnZ7c2zmua/c5jEd+BTDl4CZVKhbi4uAafOuztxJ6D2OMHKAdvIZUc3MEtg/iNGzcOGRkZuPfee/HLL7+gW7duePvtt93xVtcIrs53MaIcvIFcLoefnx/kcrmnQ2kxsecg9vgBysFbSCUHd3DbCMUBAQFYv349vv76awQEBGD+/PnueivJY2CC72JEOXgHs9mMwsJCmM1mT4fSYmLPQezxA5SDt5BKDu7g9scv3HrrrTh58iRmzZrl7reSLlbnuxhRDl7BYrGgqKgIFovF06G0mNhzEHv8AOXgLaSSgzu4vbgBAL1ej/fee6893kpyrDYGk8UGADBZbLDaRPzJSgghhLSDdiluSMvsOpGPQS/8gLKa2sN2ZTVmDHrhB+w6ke/hyAghhBDvRcWNl9p1Ih9zPk5HfoXwMRcFFQbM+TidChxCCCGkHlTceCGrjWHF9gyXl3bYp63YniGuU1Tiv9FIEjnI5XL4+/uL/u4KMecg9vgBysFbSCUHd6Dixgsdyip1OmLjiAHIrzDgUFZp+wXVStxfFQEn4spACjmoVCrExMSIflwMMecg9vgBysFbSCUHd2jWgzNJ+7h8tf7CpiXzeQcJ3GokgRze+yUTV6qN0OvUeHBIoqfDaRGbzQaz2QylUgmZTHz/n4k9foBy8BZSycEdsYuzNySug1/THv/e1Pm8gf3BryJ+eK0kclizJwurf8rCmj1Zng6lxYxGI86dOwej0ejpUFpE7PEDlIO3kEoO7kDFjRfq0zEIEf6aek9+cAAi/DXo0zGoPcMihBBCRIGKGy8kl3FYNrb2yet1Cxz778vGpkIuE++1H4QQQoi7UHHjpUalReCdqTcg3F946incX4N3pt6AUWkRHoqMEEII8W5U3HixUWkR+PWJGxGoVQIAArVK/PrEjVTYEEIIIQ2gu6W8nFzGQa2UAzVmqJVy0Z6K4jhO8F2MKAfvoNVqkZaW5ukwWkzs8QOUg7eQSg7uQEduCCGEECIpVNyIAPtrXBUm4vFVKAfvIIUcjEYjMjMzRXv7q9jjBygHbyGVHNyBihsxEP/YcZSDt5BADjabDTU1NbDZbJ4OpUXEHj9AOXgLqeTgDlTcELez2hhMltoN2GSxieuZWIQQQkSHihviVrtO5GPQCz+grMYMACirMWPQCz/QU80JIYS4DRU3xG12ncjHnI/TnR4CWlBhwJyP06nAIYQQ4hZU3IgBV+e7CFhtDCu2Z7i8tMM+bcX2DHGdohLhenAigRyUSiWio6OhVCo9HUqLiD1+gHLwFlLJwR2ouBEB7q9PIk5En0iHskqdjtg4YgDyKww4lFXafkG1khjXQ11SyEGhUCAgIAAKhTiH6RJ7/ADl4C2kkoM7UHEjAmK8fffy1foLm5bM5w3EuB7qkkIOFosFJSUlsFgsng6lRcQeP0A5eAup5OAOVNyIgQhv3+3gp2l8pmbM5xVEuB6cSCAHs9mM/Px8mM1mT4fSImKPH6AcvIVUcnAHKm6IW/TpGIQIf029Jz84ABH+GvTpGNSeYRFCCLkGiK64OXjwIBQKBb777juntpycHEybNg2RkZHQ6XTo168fvvrqK5fL2bdvH0aMGIHAwEAEBARg3LhxyMjIcHf41wy5jMOysakAnK9dtf++bGyqaJ+VRQghxHuJqrg5d+4cbr/9dlitVqe2goICDBkyBF9++SXuu+8+vPLKK7BYLBg/fjw+/fRTwbw//fQThg8fjtzcXCxevBhPPfUUDh8+jP79++P06dPtlY7kjUqLwDtTb0C4v/DUU7i/Bu9MvYGebk4IIcQtRHOJ9datWzFr1iyUlZW5bF+xYgUuXLiAX3/9FQMHDgQAzJgxA3369MHChQsxfvx4+Pj4gDGGefPmISgoCPv370dQUO1pkQkTJuC6667DokWLsHPnznbLq0lEfPvuqLQIjEwNR6//7EZZtRmBOiV+feJGcR6xEfF64EkgB5lMBl9fX8hkovrfjCf2+AHKwVtIJQe3LNctS21jY8aMwYQJExAREYG7777bqd1qteLjjz9G3759+cIGqH2U+oIFC1BcXIwdO3YAAA4fPoyMjAxMnz6dL2wAICkpCRMmTMA333yD/HzvGlxO7LfvymUc1Ao5AECtkIuzsIH41wMgjRzUajXi4+OhVqs9HUqLiD1+gHLwFlLJwR1EUdycPn0aK1euRHp6Ojp37uzUfvLkSVRWVqJfv35ObX379gVQe60OABw4cAAA6p3XZrPh8OHDbRk+IaQNMcZgtVrBmDhv+RJ7/ADl4C2kkoM7iOK0VEZGRoPVXV5eHgAgJibGqS06OhoAkJWV1ex5XUlISBD8bn9cu8FgQE1NDT9dLpdDpVLBZrO5fKS7VqvlX1/3qahKpRIKhQIWiwVmsxk2VttuY7XLUqvVYIzBYHAeI0aj0YDjuAaXa7VaYTKZBG0cx0Gjqb02xjEPO7VaDZlMBpPJ5HTNk0KhgFKpbHC59g3YxmyC5atUKsjlcpjNZqfxDprahwaDwekPxL5cex86kslkLepD+3pgjDW4XMA9fdhYrk3pQ8dtqaampkl92JJ105TtsCXrRq1Ww2g0IjMzE9HR0YL9QlP70NPrxmg0Ii8vD7GxsdDr9W2yj3DU0u3bcbmN5VpRUYG8vDzBOvCG7buuhrZvq9WK7OxsxMXFOQ0k1xZ92B77CPu2FBMTA39//3pzdfd+tjX7iCtXrvCxtyVRFDeNHbaqqKgAAPj6+jq16XQ6AEBVVVWz522OvLw86PV6/nd/f3/ExMTAbDYjMzPTaf60tDT+dXU38ujoaAQEBKCiogL5+fn8Rm61WpGfn4/4+HjYbDaXy01JSYFCoUBBQQGuXr0qaAsPD0dISAgqKyuRm5sraNNoNOjUqRMA4Pz5804bcadOnaDRaFBUVOR03VNISAjCw8NRU1OD7OxsQZtCoUBKSgr/u9VqFcQdHx8PX19flJSUoLi4WPDawMBAREVFwWQyOeXKcRy6du3K92HdHZD9j728vBwFBQWCNj8/P8TFxTnFYtelSxfI5XLk5+ejsrJSELtdZWUlXyjbabVaJCYmAoDL5SYlJUGtVqOwsJDfDu1CQ0MRFhaG6upqXLhwQdCmUqn4I5ZZWVlOO72EhATodDoUFxejpKRE0BYUFITIyEi+IHDclrKyspCaWntHW25urtMOyP7hW15ejsLCQkGbXq9HbGxsvX2YmpoKjuNw8eJFVFdXC9oiIyMRFBSEK1eu4NKlS4I2nU6HhIQEMMZcLjc5OZn/uW7/h4WFITQ0FFVVVcjJyRG0qdVqJCUlAajtw7ofSImJidBqtSguLkZpqXDU7ODgYERERMBoNOL8+fOCNrlcji5dugCovVuz7gd3XFwc/Pz8UFpaiqKiIkFbaWkp9Hp9m+wjHPn6+rp9H2Hve8d10Bb7iOzsbKcPSXftI8LCwgDU/i3X/btp6T4CACIiIhAcHNyu+4j8/Hy+QGjtPsKRTCZz+z6iqKjo2i1uGtPQYS17m/2ipebM60rdnVt6ejp69uyJ6OhofqMFand6QG0V7zi9rujoaJeVP1BbIOl0Osjl+QCskMvliIiI4GN0tVz7+4aHh6NDhw4ul+vr6+v0Wo77+xqMukengNoPWKD2D8zxWiXg7+GzHf9wXS3XHp/jPPblBgcHO23g9lxUKlWjfejqPwoACAgIgI+Pj6DNvn7rxlK3PSIiQrBu7OsBcN2HjtuNq+Xa+z8sLAwhISGCNnsf6nS6BvuwY8eO9eYaEhKCgIAAQZu9D9VqNRITEwXbUseOHfn5YmJiGuzDuv8M2JdbXx/aY46Kiqp3+9br9fx/hXb2PuQ4rt7t2/7h5+rIDQD4+Pg02od12ZcTEhKCwMBAQZt9ufY+rG+5sbGx9fZhUFAQ/8+P/b9t+99RW+wjHNn70J37iOjoaKcjN22xj4iPj6+3D9t6H2EvAHx9fZ3+blq6jwAa7sO23kfYtyX75wLQ+n1Efdy1jwgNDa33PVtDEsWNn58fADj9h+g4zb5CmzNvc2g0GqcdNVC7MbuabtfQUSmFQgGFQiG4CNQ+P8dxLV6uXC5v8LUNtdk35pYsF6jNwdU8SqWy3geoNdaH9kPartj70GUszexDx4twG1ou4L4+bCjXpvSh47bk+D6tXW59mrJ9u9LYurEv29U8ntq+m9uH9t891Yet2Uc4noqqO58nt+/mLNd+NEyhUNT72tb0YXvuIxznb88+bIvlNpRra4jiguLG2P8Tq3sI0HGa/Rqb5sxLCCGEEPGRRHGTkpICf39/HDp0yKnNfpfUgAEDAPx991R983Ic5/JOKk+yH76re4pHTCgH7yCFHDQaDVJSUhr8T9KbiT1+gHLwFlLJwR0kUdwoFArcdddd2Lt3L/bt28dPr6mpwZtvvomwsDDceuutAIDevXsjOTkZa9asEVw4eO7cOWzduhVjx45FcHBwu+dACGkajuNqT9eKtEATe/wA5eAtpJKDO0iiuAFqRyi2FzErVqzAO++8g8GDB+PkyZN44403BNXh6tWrUVRUhP79++ONN97Aiy++iCFDhkCn0+HFF1/0YBausb8e4cxE/ChnysE7SCEHo9GICxcuuLy9VAzEHj9AOXgLqeTgDpIpbsLDw7Fv3z6MGjUKr7/+Ov71r39BpVJhx44dmDRpkmDeESNG4Ntvv0VYWBiefPJJvPTSS+jXrx9+/fVXwa2mXoPV+S5GlIN3kEAONpsNV69edbpLRSzEHj9AOXgLqeTgDqK7W2r58uVYvny5y7aOHTti48aNTVrO8OHDMXz48DaMjBBCCCHeQDJHbgghhBBCACpuCCGEECIxVNyIAVfnuxhRDt5BAjkolUqEh4fXO2iYtxN7/ADl4C2kkoM7iO6am2uR46iyYkU5eAcp5LB+fw6uGizw01zB/YOdHxXi7RQKhdPQ+mJDOXgHqeTgluW6ZamkjUngFhfKwUuIP4cP9pxHwRUjwvVqURY3VqsVlZWV8PX15Z+/IzaUg3eQSg7uiJ1OS4mA/VllDTzz0+tRDt6BcvA8k8mE3NxcpyeIiwnl4B2kkoM7UHFDCCGEEEmh4oYQQgghkkLFDSGEEEIkhYobQghpRxzHQaPRiP5hh5SD50klB3egu6VEwL7ypbABUw6eRTl4nkajQadOnTwdRqtQDt5BKjm4Ax25IYQQQoikUHEjAuyve16ZWO99BeXgLSgHz6upqcHJkydRU1Pj6VBajHLwDlLJwR2ouCGEkHYm1sLMEeXgHaSQgztQcUMIIe1o/f4cfHK8HOv353g6FEIkiy4oJoSQdrR+fy4KrxoRlm3AnBuTPR0OIZJER24IIYQQIil05EYE7He8ivTOVwCUg7egHDxP7PEDgFqtRqdOnaBSqTwdSotRDt5BrVa7ZblU3IgCV+e7GFEO3oFy8Dyxxw/IZDK3jU/SXigH7yCTuecEEp2WEgEGJvguRpSDd6AcPE/s8QO1T3K+ePGi6J9GTTl4Hj0V/FrG6nwXI8rBO1AOnif2+AFYrVaUlZXBarV6OpQWoxy8g7tip+KGEEIIIZJCxQ0hTWC1MZgsNgCAyWKD1Sbif7sJIUTiqLghpBG7TuRj0As/oKzGDAAoqzFj0As/YNeJfA9HRgghxBUqbsRA/DdXiDaHXSfyMefjdORXGATTCyoMmPNxuvgKHJGuBwGx5yD2+AEoFAqEhIRAoRDvDbeUg3dwV+xU3IgA99dekBPx3lCMOVhtDCu2Z7i87tM+bcX2DFGdohLjeqhL7DmIPX4AUCqVCA8Ph1Kp9HQoLUY5eAd3xU7FjShI4PYKEeZwKKvU6YiNIwYgv8KAQ1ml7RdUq4lvPTgTew5ij7/2DpfKykrR36VDOXge3S11DbM/9FXMD38VYw6Xr9Zf2LRkPm8gxvVQl9hzEHv8QO3YJNnZ2aIfX4Vy8Dwa54aQdtbBr2kjfzZ1PkIIIe2DihtC6tGnYxAi/DX1XhnBAYjw16BPx6D2DIsQQkgjqLghpB5yGYdlY1MBON/YYv992dhUyGXivTCUEEKkiIobQhowKi0C70y9AeH+wlNP4f4avDP1BoxKi/BQZM1HAxGStsJxHBQKBTgRP9qccvAO7oqdihsRsK98KWzAYsxhVFoEfn3iRgTqam9ZDNQp8esTN4qqsJHSQIRi3pYA8ccPABqNBikpKaJ+IjXl4B3cFTsVN4Q0gVzGQa2QAwDUCrmoTkVJbiBC4nEf7DmPV3efxQd7zns6FEJckmRxM3PmTHAc5/Jr/fr1/HwnT57Ebbfdhg4dOsDPzw833XQT9u7d67nA68H+umeUifjeUcrBM6Q4EKEY14MjsccPAO//ch6vf38O7/8i3uLGYDDg9OnTMBjEM5RDXVLJwR3EO2ZzA44fP46EhASsWLHCqW3AgAEAgFOnTmHQoEHQarVYsGAB/Pz8sHr1agwfPhy7d+/G0KFD2ztsQtpccwYi7J8Y3H6BEeJhjDFYLBZRF5lSycEdJFfcWCwWZGRk4I477sDUqVPrnW/RokUwGAw4cuQIEhISAABTpkxBWloa5s6di5MnT7ZXyIS4jRQHIiSEkMZI7rTUmTNnYDQakZaWVu88hYWF2LVrF8aPH88XNgAQEhKCWbNmISMjAwcPHmyPcAlxKxqIkBByLZJccXP8+HEA4Iub6upqp2dX2AuXfv36Ob2+b9++gnkIETMaiJAQci2SbHGzc+dOxMXFwcfHBzqdDrfddhsyMzMBAHl5eQCAmJgYp9dHR0cDALKystop4sbZ7xgV8Z2jlIOHSHEgQjGuB0dijx+QRg4qlQrx8fFQqVSeDqXFpJKDO0jumpvff/8dALB//34sXboUQUFB2LdvH9544w3s3bsXBw8eREVFBQDA19fX6fU6nQ4AUFVV5XL5jqexAMBoNAKoveK7pqaGny6Xy6FSqWCz2fh5HGm1Wv71NptN0KZUKqFQKGCxWGA2mwUP2jMajVCr1WCMubzKXKPRgOO4BpdrtVqdHlbGcRw/3oBjHnZqtRoymQwmk8npSJhCoYBSqWxkuRyfg+PyVSoV5HI5zGYzLBaL4LVN7UODweB0UZp9ufY+dCSTyVrUh3+/BdfgcgF39WHDudbXh6PSIvDWPT3wzI4MFFz5ux/D9GosH9cVo9IiWrTchtZNU7bDlqyb2v51vS01tQ89vW74v+e/5mmLfYSjlm7fjsttLFfHfZK9Pz21fbdmH+Hr6wuLxeK0TbRFH7bXPsLeN3K5vMFc3bmfbc0+wmKx8LG3JckVN/fccw/69OmDxYsX8xvR7bffjv79++OOO+7AU089he7du9f7evvKk8mad1ArLy8Per2e/93f3x8xMTEwm838ESNH9tNmeXl5Tht5dHQ0AgICUFFRgfz8fFistRuNxWpBfn4+4uPjYbPZXC43JSUFCoUCBQUFuHr1qqAtPDwcISEhqKysRG5urqBNo9GgU6dOAIDz5887bcSdOnWCRqNBUVERysrKBG0hISEIDw9HTU0NsrOzBW0KhQIpKSlgf+3KLVaLIO74+Hj4+vqipKQExcXFgtcGBgYiKioKJpPJKVeO49C1a1e+D+vugGJiYuDv74/y8nIUFBQI2vz8/BAXFwer1eqyD7t06QK5XI78/HxUVlby0+3rgYGhsrKSPwJop9VqkZiYCAAul5uUlAS1Wo3CwkK+wLYLDQ1FWFgYqqurceHCBUGbSqVC586dAdQeUay700tISIBOp0NxcTFKSkoEbUFBQYiMjMTwpEBE/SMM927OwxWjDXq1DO+Pi0C3vwYizM3NddoBxcbGQq/Xo7y8HIWFhYI2vV6P2NjYevswNTUVHMfh4sWLqK6uFrRFRkYiKCgIV65cwaVLlwRtOp0OCQkJYIy5XG5ycnK921JYWBhCQ0NRVVWFnJwcwevUajWSkpL4Pqz7gZSYmAitVovi4mKUlpYK2oKDgxEREQGj0Yjz54W3PsvlcnTp0gUAkJOT4/TBHRcXBz8/P5SWlqKoqIiPGwBsf63HtthHOPL19XX7PsJxn2R/j9buIwAgOzvb6UPSXfuIyMhImEwmcBzHrxu7lu4jACAiIgLBwcHtuo9QKpVITk4G0PJ9hNFodIpJJpMhNbX2yK+79hF5eXl8n7QlyRU39957r8vpEyZMQExMDL755hsMGjQIAJx2uo7TAgICXC6n7s4tPT0dPXv2RHR0tGAF2StRpVLZ4IqLjo52WfkDtQWSTqeDXJ4PwAq5XI6IiNoPI5lM5nK59vcNDw9Hhw4dXC7X19fX6bWOo6XWPToF/H3oMDQ0FEFBwuszFIrazcjxD9dpuezv+BznsS83ODgY/v7+LnNRqVSN9qGr/yiA2vXo4+MjaLMXrnVjqdseEREhWDf29QDmug8dC2JXy7X3f1hYGEJCQgRt9j7U6XQNrpuOHTvWm2tISIjTdmvvQ7Vajc5JnaBRFeCK0QSNSoFOiX+v55iYmAb7sO5RTvty6+tDe8xRUVH1bt96vZ7/r9DO3occx9W/fdezLdn70MfHp9E+rMv+j1BISAgCAwMFbfblqtXqBpcbGxtbbx8GBQXx//zYtyPur1zbYh/hyN6H7txH1C7DKlgHrd5HoLaQqa8P23ofYbVacenSJcTFxdX7t9zcfQTQcB+29T7CaDQiLy8P4eHh/Hyt2Uc01Ifu2kfUzbOtSK64aUhYWBguXbrE79zqVtWO01xdj9MQjUbjtKMGajdmV9Pt7DtVVxQKRe1zQ/46DM+B4+fnOK7Fy5XL5Q2+tqG2hs6PNrZcoDYHV/MolUr+D7uuxvqwoeG77X3oMpZm9iHncNVKQ8sF3NeHDeXalD503JYc36e1y61PU7ZvVxpbN0D925Kntu+m9qHjOgA814et2UfUtx0Bnt2+m7Nc+9EwhUJR72tb04ftuY9wnL89+7Atluuua24kdUFxYWEhunXrhjvvvNOpzWw249y5c0hMTETv3r0hk8lw6NAhp/nsd0nZB/sjhBBCiLhIqrjp0KEDjEYjtm3bhmPHjgnannvuOVRUVGDmzJkICwvDiBEjsHnzZsFppuLiYqxduxbdu3dHjx492jn6+s3oH4O7u/ljRv/mHU0ihBBCrkWSOi3FcRzeeecdjB49GsOHD8e8efMQGRmJ77//Hlu2bMHw4cOxaNEiAMArr7yC/v37Y9CgQXj00UehVquxevVqlJeX47///a+HMxGaNagjiop8ERoa6ulQWo6r812MKAfvIPYcxB4/IIkc5HI5AgMD3XKnTnuRSg7uIKniBgD/8MtnnnkGb731Fqqrq5GQkID//Oc/+Oc//8mf30tLS8OePXuwePFiPPvss5DJZOjVqxc2bNjgcnA/T1KpVIiKivJ0GK1S9zoDMaIcPM9qYzBZai/gNFlssNqYqMboAcS/DgBp5CCF/apUcnAHyRU3ANCrVy989dVXjc53/fXXY+fOne0QUevYbDaYTCaoVKpm36LuPVid72JEOXjSrhP5WLE9A2XVtWOHlFWbMeiFH7BsbCpG/XVLuziIdx38Tfw5SGG/KpUc3BG7OHvjGmM0GvHnn3+6HAhJLBwH/RIrysFzdp3Ix5yP052ecF5QYcCcj9Ox60R+Pa/0PmJdB46kkIMU9qtSycEdqLghhHg1q41hxfYMl8cI7NNWbM+A1SbiT1pCSJuS5Gkp4n1m9I9BTn4RYiNEfFE08YhDWaVOR2wcMQD5FQYcyipF/8Tg9guMiNr6/TnIyS9H7OUczLkx2dPhkDZGxQ1pFzP6xyIz04zExFhPh0JE5vLV+gublsznSVK4IFoq1u/PReFVI8KyDVTcSBCdlhIJxyHKxUoKOZD218Gv/pFRWzKfp+w6kY9BL/yAspq/Loiuqb0gWkzXCxHvQ/tV16i4EQGtVouuXbs2Ohy9N5NCDvadiJh3JmLMoU/HIET4a+q96ZgDEOGvQZ+OQfXM4XlSuiAaEOd2VJcUcpDCftVdsVNxQwjxanIZh2Vja59MXPdjyP77srGpXnt6hy6IJqT9UXEjAgaDAX/++ScMBu+/pqA+UsjB/kTcuk/GFROx5jAqLQLvTL0B4f7CU0/h/hq8M/UGrx7npjkXRIuFWLcjR1LIQQr7VXfFTsWNCDDGYDAYRP1HKIUciGeNSovAr0/ciEBt7dOHA7VK/PrEjV5d2ADSuiCaeBcp7FfdFTsVN4QQ0ZDLOKgUtbstlULmtaeiHEnlgmhCxISKG0IIcSMpXBBNiNhQcUMIIW4k9gui63I1Vg8h3oaKGxFQqVSIiYlx29NT24MUcrDfMSriO0cpBw8R8wXRjqQ0Vo8Yt6O6Pjp0ETuybfjo0EVPh9Ji7vpMoOJGBORyOfz9/SGXyz0dSotJIYe//88W8d6QcvAY/oJo3V8XROvEcUG0ndTG6hHrduRo7d4LePfXXKzde8HTobSYuz4TqLgRAYvFguLiYlgsFk+H0mJSyIH9NSoJczliiThQDp4lxguiAWmO1SPm7chOCjm46zOBihsRMJvNKCgogNls9nQoLSaFHPj9h3j3I5SDNxBh/FIcq0eM68GJBHJw12cCFTeEEEIaRGP1ELGh4oYQQkiDaKweIjYKTwdAiFjM6B+DnPwixEaEejoUQtqVfayeggqDyzMgHGrv/KKxeoi3oCM3IiCTyeDn5weZTLyrSwo53DcwHg8NisF9A+M9HUrLif8GEfHnIML4JTlWj/WvsXqsIh6rR4TbUl3u+kwQ7yfNNUStViMuLg5qtdrTobQY5eAduL/2gpyI94Ziz0Gs8UturJ7qv8bqqRbxWD0i3ZYcuWt/SsWNCDDGYLFYRP9wNMqBEHGjsXpIW6MHZ17DDAYDTp8+LfrH2lMOnje9XzTu7uaP6f2iPR1Ki9l3hmItMsUev1zGQSX/a6weOY3V40li35YAuG1/ShcUE3INmdE/FpmZZiQmxno6FELaVXPG6umfGNx+gRG3oCM3hBBCJE9qY/XQA0wbRsUNIYQQyZPSWD1SeoDp+v05blkuFTeEEEIkzz5WT31XCHEAIkQwVo/ULopevz/XLcul4kYENBoNunTpAo3G+/+jqA/l4B2kkAPHcYLvYiP2+AFx5iCFsXqkeFG0u7YhuqBYBDiOc9tj4dsL5eAdpJDD/YM74qrBAj8N7b5I89jH6lmxPUNw5CPcX4NlY1O9/pZ2uii66WjvIAJGoxH5+fmIiIgQ7QBylIN3kEIO9/aJ4nMQoxn9Y5BfXI6IkABPh9Ji7K/jBEyEj6MelRaBkanh6PWf3SirNvNj9XjzERs7KV4UbbRYse3YRYy/PqpNl02npUTAZrOhsrISNpvN06G0GOXgHSgHz5veLwZ3dtFher8YT4fScqzOd5ER61g9krwoutqMhZ8fa/Pl05EbQgghRASk8gBT+0XR7qyN6cgNIYSQZpnRPwZ3d/PHjP4iPvokQlK/KLotUXFDCCGkWWb0j8WU7gGY0Z9Gum5vYn+AaWMXRbcVKm5EQKlUIiIiAkql0tOhtBjl4B0oB88Te/yANHLgD3V470GOeon5AabtdbHzNV/clJSUYP78+YiLi4NWq0X37t2xdu1aT4cloFAoEBwcDIVCvJdIUQ7egXLwPLHHD0gjhwcGJ2DhTUl4YHCCp0NpEbmMg1pRO6yDWiH36lNRjtrrYmfxbpltoKqqCiNHjsSJEycwb948pKSk4IsvvsCsWbNQUFCAxYsXezpEAIDFYkFlZSV8fX1FuzOhHLwD5eB5Yo8fkEYOM/rH8jmIlRhvyW/soui2ck0fuVm9ejWOHj2K9evX49VXX8Xs2bOxe/dujBw5EitWrEBurnuGhW4us9mMvLw8mM1mT4fSYpSDd6AcPE/s8QOUg7eY0e+vC7tFNKxAQxdFt6Vrurj58MMPERERgbvvvpufJpPJ8Pjjj8NkMuHTTz/1YHSEEEJI/cR6YXd9F0W3JXEeT2wDFRUVOH36NMaNG+f0bIu+ffsCAA4ePOiJ0AghhBBJs48UvWTLMfTr1KHNl3/NFjcXL14EYwwxMc6H8/R6Pfz8/JCVleWByAghhBDpk8s4LB2TAq1W2+bLvmaLm4qKCgCo92IynU6Hqqoqp+kJCcIr641GIwDAYDCgpqaGny6Xy6FSqWCz2fh5HNlXptFodBpGXqlUQqFQwGKxwGw2w2QyQa1Ww2QyQSaTQa1WgzEGg8H5ljqNRgOO4xpcrtVqhclkErRxHMc/KdoxDzu1Wg2ZTAaTyQSr1SpoUygUUCqVDS7XHnfddpVKBblcDrPZDIvFImhrah8aDAYwJrw0zb5cex86amkfmkwmPpeGlgu4pw8by7Upfei4LTW1D1uybpqyHbZk3dj70NW21NQ+9PS6sa8D+/u0xT7CUXvsI+puR4B3bN91NbR9M8ag1Wphs9mctom26MP22EfY14PZbHbb37K79xF1X9dWrtnipu5KctUukzX9kqS8vDzo9Xr+d39/f8TExMBsNiMzM9Np/rS0NP51dTfy6OhoBAQEoKKiAvn5+fz03Nxc+Pr6Ij4+HjabzeVyU1JSoFAoUFBQgKtXrwrawsPDERISgsrKSqeLpTUaDTp16gQAOH/+vFP/dOrUCRqNBkVFRSgrKxO0hYSEIDw8HDU1NcjOzha0KRQKpKSk8Dvzuu8bHx8PX19flJSUoLi4WNAWGBiIqKgomEwmp1w5jkPXrl35Pqy7A4qJiYG/vz/Ky8tRUFAgaPPz80NcXBysVqvLPuzSpQvkcjny8/NRWVkpaLM/cLK8vBx5eXmCNq1Wi8TERABwudykpCSo1WoUFhbyxbVdaGgowsLCUF1djQsXLgjaVCoVOnfuDADIyspy2uklJCRAp9OhuLgYJSUlgragoCBERkbCaDQKYsrNzYVMJkNqair/e90dUGxsLPR6PcrLy1FYWCho0+v1iI2NrbcPU1NTwXEcLl68iOrqakFbZGQkgoKCcOXKFVy6dEnQptPpkJCQAMaYy+UmJydDrVZDrVY7bUthYWEIDQ1FVVUVcnJyBG1qtRpJSUkAavuw7gdSYmIitFotiouLUVpaKmgLDg5GREQEjEYjzp8/L2iTy+Xo0qULACAnJ8fpgzsuLg5+fn4oLS1FUVGRoK2srAy+vr5tuo8A0C77iLy8PDDGBPO0dh8BANnZ2U4fdu7cRyQmJqK4uLjN9xHBwcGorKxst31EQUEB//nTVvsIAO2yjygqKoKfn59Te2txrLFPeYn6448/cN1112HBggV4/fXXndr9/PzQtWtXHDhwoMHlpKeno2fPnti7dy969OjBT2/LIzeOxHrkBvDMfxTu6kOxHrmpS6xHblrTh2JbN7SPoH0E4N192Np9hL1P2tI1W9xcvXoV/v7+uP3227F582ZBW0VFBQICAjBx4kRs2rSpweXYi5sjR47ghhtucEusNTU1yMzM5P+7FCPKwTtQDp4n9vgBysFbSCUHd8R+zd4K7ufnhy5duuDw4cNObfa7pAYMGNDeYRFCCCGkla7Z4gYApk6ditzcXHz22Wf8NJvNhpdffhlqtVow/g0hhBBCxOGavaAYAB555BF8/PHHmDFjBtLT09G5c2ds3LgR33//PV566SWEh4d7OkRCCCGENNM1XdxotVr89NNPWLx4MTZs2ICrV68iOTkZGzZswL333uvp8AghhBDSAtfsBcVtpT0uKLbZbDCbzVAqlc26Pd2bUA7egXLwPLHHD1AO3kIqObgj9mv6yI1YON4+KFaUg3egHDxP7PEDlIO3kEoOblmuW5ZK2pTJZEJubq7T2AZiQjl4B8rB88QeP0A5eAup5OAOVNyIgNVqRUVFhdOgTmJCOXgHysHzxB4/QDl4C6nk4A5U3BBCCCFEUqi4IYQQQoik0AXFrWR/PsipU6fc9h4GgwF5eXm4cuUK//wQsaEcvAPl4Hlijx+gHLyFVHLQaDRISUmBTqdrs+VScdNK9ifcTp061bOBEEIIISLV1sOp0Dg3rVRcXIxvvvkG8fHxbntw2dixYwEA27dvd8vy2wPl4B0oB88Te/wA5eAtpJTDuXPn6MiNNwkJCcGUKVPc+h72cQzcNUhge6AcvAPl4Hlijx+gHLyFlHJoy8IGoAuKCSGEECIxVNwQQgghRFLomhtCCCGESAoduSGEEEKIpFBxQwghhBBJoeKGEEIIIZJCxQ0hhBBCJIWKGxE4ePAgFAoFvvvuO0+H0mx//PEHJk6ciNDQUKhUKsTFxWHhwoUoLy/3dGhNlpmZibvvvhtRUVHw8fFB37598emnn3o6rBaxWq0YPHgwOI6DxWLxdDjNMnPmTHAc5/Jr/fr1ng6vSWw2G1avXo3u3btDq9UiJiYGM2fOxKVLlzwdWqOys7Pr7X/7V3x8vKfDbJKzZ89i0qRJCAkJgVqtRpcuXfDaa6/BZrN5OrQmO3nyJG677TYEBATA398fw4YNw86dOz0dVqMa+jzLycnBtGnTEBkZCZ1Oh379+uGrr75q0fvQIH5e7ty5c7j99ttF+Uj7M2fOoH///lAqlZg7dy5iY2Oxf/9+rF69Gt9//z0OHDgAX19fT4fZoAsXLqBfv36wWCxYsGABOnTogI0bN2LKlCnIzs7G4sWLPR1is6xcuRK//vqrp8NokePHjyMhIQErVqxwahswYIAHImq+GTNm4KOPPsL48eMxd+5cnDlzBm+99RZ+/fVXHD58GAEBAZ4OsV6hoaH46KOPXLZ98skn2LVrF+644452jqr5srOz0b9/f1RVVeHhhx9GYmIitmzZgkcffRSnT5/Gu+++6+kQG/Xbb79h+PDhMBqNeOihh5CcnIyvvvoKY8aMwWuvvYaFCxd6OkSXGvo8KygowJAhQ1BaWooFCxYgKioKa9aswfjx4/HJJ5/gnnvuad6bMeK1tmzZwgIDAxkABoDt3r3b0yE1y8iRI5lKpWIZGRmC6a+//joDwFauXOmhyJrunnvuYRzHsQMHDvDTLBYL69GjB9NoNKy0tNSD0TXPwYMHmUKhYGq1mgFgZrPZ0yE1mdlsZmq1mt1zzz2eDqXFtmzZwgCwuXPnCqavX7+eAWDPP/+8hyJrnWPHjjG1Ws0GDx4sim1q3rx5DAD7+OOP+Wk2m40NGzaMAWCnTp3yYHRN07NnTwaAbd++nZ9ms9nYpEmTmEqlYmfOnPFgdK419nn20EMPMQDs119/5adVV1eztLQ0FhISwiorK5v1fnRaykuNGTMGEyZMQEREBO6++25Ph9NsBoMBv/zyCwYPHowuXboI2qZNmwYA+Pnnnz0RWrPIZDKMHTsWffv25afJ5XLceOONMBgMbn0afFuqrKzElClTMGrUKPTr18/T4TTbmTNnYDQakZaW5ulQWuydd96Bn58fnn/+ecH0yZMn48knn0RSUpKHIms5m82GmTNnAgDWrl0LhcL7TwacO3cOAPCPf/yDn8ZxHMaNGwcAOHbsmCfCarLc3FwcOXIEQ4cOdcph8eLFMJlMWLdunQcjdNbY55nVasXHH3+Mvn37YuDAgfx0rVaLBQsWoLi4GDt27GjWe1Jx46VOnz6NlStXIj09HZ07d/Z0OM2mUqmQkZHh8hBvYWEhgNoiwdt99NFH2LZtm9P0o0ePQiaTITY21gNRNd/ChQtRUVGBDz74wNOhtMjx48cBgC9uqqurRXWq1mq1Ys+ePRg0aBD8/PwAADU1NTCZTFCr1XjuuecwYcIED0fZfOvXr8fRo0fx+OOPo1OnTp4Op0ns/2ydPHlSMN1e9ERHR7d7TM2Rm5sLAOjevbtTm71A/u2339o1psY09nl28uRJVFZWuvzHy/6P5cGDB5v1nlTceKmMjAw89dRT/EPFxEYmkyEhIcHlDu+FF14AAAwfPry9w2qViooK/Pbbb5g+fTp++OEHzJ071+t3hACwZcsWrF27Fu+//z7CwsI8HU6L2IubnTt3Ii4uDj4+PtDpdLjtttuQmZnp4egal5WVBYPBgI4dO2LLli247rrroNPpoNPpcMstt+DMmTOeDrHZzGYzli1bhqCgIDzxxBOeDqfJnnzySXTp0gX33XcffvjhB2RnZ2P16tV4//33MWLECMGRA29kv07xypUrTm3FxcUAgPz8/HaNqTGNfZ7l5eUBAGJiYpza7PvYrKysZr2n9x9DvEaJtahpzPr167Fu3TrExMRg9uzZng6nWe69915s374dQO1/E0uXLvVwRI27ePEiHnjgAcyaNQvjx4/3dDgt9vvvvwMA9u/fj6VLlyIoKAj79u3DG2+8gb179+LgwYNISEjwcJT1KysrAwB8//33WLt2LR577DE888wzOH78OF588UUMGDAAv/32Gzp27OjhSJtu06ZNyMvLw/Lly73+xgBH4eHhePbZZ3Hffffhpptu4qcPHDgQW7duBcdxHoyucampqQgMDMTOnTtRUVEBf39/vu2LL74AUHtU0Js09nlWUVEBAC63I/vTwquqqpr3pm1ypRBxq2XLlonyguK61qxZw+RyOfPx8WGHDh3ydDjNtm3bNvbll1+yp59+mmm1WhYZGcn+/PNPT4dVL5vNxm666SaWkJDArl69yk8fOnSo6C4o3rBhA1u6dCkzGAyC6Zs3b2YA2KRJkzwUWdPs2bOHv5By69atgrbt27czAGzKlCmeCa6F+vfvzzQaDSspKfF0KM3y3HPPMQCsY8eObPXq1Wzr1q3sqaeeYlqtlqWlpbFLly55OsRGrVq1igFgffr0YT///DPLzMxkb7zxBvPz82N6vZ4lJyd7OsR6ufo8++STTxgA9u677zrNX11dzQCwW265pVnvQ8WNCEihuFm6dCkDwPR6Pfvll188HU6rffnllwwAmzp1qqdDqdfLL7/MOI5j27ZtY0VFRfzXgAEDGABWUFAgqru96hMTE8P8/f09HUaD0tPTGQAWFRXlsj0yMpJ16NChnaNquby8PMZxHLv99ts9HUqzVFRUMK1Wy8LCwlhRUZGgbffu3YzjODZ58mQPRdc8K1euZFqtli+aIyMj2bZt21hSUhLr37+/p8Orl6vPs6+++ooBYKtWrXKav7i4mAFgd911V7Peh05LEbcym824//77sWHDBkRGRmLnzp0uL4QTm3HjxkGv13vdhXuOtm/fDsZYvaejwsPDERcXh+zs7PYNrI2FhYV5/SB49gvPw8PDXbaHhYUhIyOjPUNqlW3btoExhsmTJ3s6lGY5e/YsampqMG3aNISEhAjaRowYgcTERHzzzTceiq55nnrqKcyfPx+///47tFotrrvuOlitVtx5552iuyPSfjrWfu2No4aux2kIFTfEbaxWKyZPnowtW7YgLS0NO3fubPYG6kmFhYUYPHgwevXq5TQisdlshsFg4M8He6NXXnmFv9bD0WOPPYbff/8d33zzDXx8fDwQWfMUFhZixIgRSElJwaZNmwRtZrMZ586dQ2Jiooeia5rg4GAkJibi7NmzMBgM0Gg0fJvVakVWVpaorrf56aefwHEcbrnlFk+H0iz2fq/vTjur1SqKUYo3bdoElUqF8ePHCwaw/Oabb2AymTBs2DDPBdcCKSkp8Pf3x6FDh5za7HdJNXugzlYeYSLtQKynpZ588kn+vHBZWZmnw2mR5ORkptFo2MmTJwXT/+d//ocBYM8++6yHIms5sV1zY7PZWFJSElMqlezo0aOCthUrVjAA7LnnnvNMcM1g32aeeeYZwfTVq1e7nO7NOnbs6NXXddTHarWy+Ph4FhAQwLKzswVt27ZtE8X1W4wxNmzYMBYQECC43unKlSusV69eLDIyklVXV3swuobV93n24IMPMo7j2N69e/lp9kH8wsLCWE1NTbPeh47cELfIysrCyy+/DI7jMGHCBJcDMHXo0AE333yzB6JrunfffRejRo3CsGHDMG/ePISGhuKHH37A5s2bMXDgQPzzn//0dIiSx3Ec3nnnHYwePRrDhw/HvHnzEBkZie+//x5btmzB8OHDsWjRIk+H2ajHHnsMX3/9NZYuXYrTp09j6NChSE9Px/vvv4/u3buLZlsymUzIysoS3VEboHaIijVr1mD06NHo3bs3Zs+ejZiYGKSnp2PNmjWIjIzESy+95OkwG7VkyRLccsstGDp0KB588EEwxvD+++/j3Llz2LZtG7RaradDbLYVK1bgq6++wq233opFixahQ4cOWLNmDU6ePInPP/9ccLSzSdqiEiPuJcYjN2+//TZ/oVt9XwMHDvR0mE1y5MgRNm7cOObv789UKhVLSUlhzz77rNOdO2IhtiM3docPH2Zjx45lAQEB/Hr4z3/+I6r1UFVVxZYuXcoSExOZSqViMTExbNGiRezKlSueDq3JLl682KILPL3JsWPH2B133MFCQkKYQqFgMTEx7KGHHmL5+fmeDq3Jdu/ezYYMGcL8/f1ZSEgI+8c//iGKu1Ab+jw7f/48mzRpEgsMDGS+vr6sf//+7Ouvv27R+3CMMdZ2tRchhBBCiGfRCMWEEEIIkRQqbgghhBAiKVTcEEIIIURSqLghhBBCiKRQcUMIIYQQSaHihhBCCCGSQsUNIYQQQiSFihtCCCGESAoVN4QQIhFHjx4Fx3EYNWqUp0MhxKOouCHkGrR+/XpwHAeO49CtW7dG558+fTo//08//dTm8TzyyCPgOA7r169v82XPmDEDHMfhyy+/bPNlA+6Nvbn27dsHAOjXr5+HIyHEs+jBmYRc406cOIGMjAykpqa6bK+pqcHWrVvbOaq2c9tttyE+Ph4pKSmeDsXtJk2ahJtuugkRERGeDoUQj6IjN4RcwyIjIwEAn332Wb3zbN++HVevXoWfn197hdWmbrvtNixfvvyaKG5CQ0ORkpICf39/T4dCiEdRcUPINWzMmDHw8fHBxo0b653nk08+QUhICIYMGdKOkZHmKisrA8dxSEpK8nQohHgcFTeEXMN0Oh3GjRuHc+fOIT093am9rKwMu3btwl133QWFwvkstslkwksvvYTrr78eWq0Wfn5+6NevH9577z3YbDan+UtKSvDoo48iPj4eGo0G3bp1w4YNG+qNz2Qy4ZVXXsH1118PnU4HvV6PYcOGNes0matrbuzTzp8/j//85z/o3Lkz1Go1IiMj8eCDD6KwsLBVsTc17kOHDkGpVEKtVuPkyZOCto8//pi/JqqmpqbRPI8dOwYA6NGjR6PzEiJ1VNwQco27++67AQCff/65U9umTZtgMpkwZcoUp7arV69i6NCh+Ne//oWqqirMnDkTkyZNQk5ODmbPno2JEycKCpzi4mL0798fr732GsLDwzF37lzExsZi+vTp2LRpk9PyDQYDRo4ciX/+85+wWq144IEHMG3aNJw7dw4TJkzA008/3erc77nnHrzwwgsYMGAAFixYAD8/P7z//vsYMWIELBZLi2JvTtx9+vTBsmXLYDKZcN9998FqtQIAsrKyMG/ePOh0OmzcuBFarbbRXI4ePQoAuP7661vdL4SIHiOEXHPWrVvHALCFCxcyk8nEgoKCWFxcHLPZbIL5hg4dyhISEhhjjI0fP54BYD/++CNjjLH58+czAOyuu+5iNTU1/GtKSkpY3759GQD2yiuv8NMfeughBoA9+uijgvf57LPPGAAGgK1bt46f/sQTTzAAbM6cOcxisfDTKyoq2A033MAAsB9++KHRXKdPn84AsK1btzpNi4yMZDk5Ofz06upq1rlzZwaAffPNNy2KvblxWywWNmjQIAaAvfjii8xsNrN+/foxAGzNmjWN5md37733MgBs586dTX4NIVJFxQ0h1yDH4oYxxh544AEGgO3bt4+fJzc3l3Ecx5YsWcIYExY3JpOJ+fr6Mq1Wy8rKypyWn56ezgCwTp06McYYM5lMzN/fn+n1ekEhZHfzzTcLCgSLxcICAgKYj48PMxgMTvPv2rWLAWCTJ09uNNeGiptly5Y5zb9gwQIGgL3zzjvNjr2lcWdnZzN/f3+m0+n4dTFlypRGc3OUlpbGALD8/PxmvY4QKaJbwQkhuPvuu/H+++/j888/R//+/QHU3kHFGHN5SurMmTOorKzEwIEDERAQ4NTeo0cP6PV6/Pnnn7hy5QouXbqEiooKDB48GBqNxmn+IUOG4Ntvv+V/P3v2LMrLy9GhQwc899xzTvNXVlYCAH777beWpgwALu+gsudjNBoBAJmZmU2OvaVxx8XF4e2338aUKVPw/vvvIykpCe+++26T8zAYDDh9+jTCwsIQHh7e5NcRIlVU3BBCMHToUERGRmLTpk149dVXIZPJ8Omnn+KGG25wWQBUVFQAQIO3HEdFReHKlSuoqqpCaWlpg/MHBwcLfrfPf/nyZaxYsaLe97DP11KuihWO4wAAjDHBezQl9tbEPXr0aOj1ely5cgU33HADfH19m5hF7VhFFouFLiYm5C90QTEhBDKZDHfddRfy8/Pxyy+/4NSpUzh27BimTp3qcn77B31eXl69yywrKwNQ++FvLwDs0+qyH9Gws4+pM3DgQLDa0+cuv0pKSpqXaAs0J/bWxD179mxcuXIFISEh2Lhxo8sLvOtjv5iYihtCalFxQwgB8PddUxs3bsSnn34KmUyGyZMnu5w3OTkZPj4+OHPmDPLz853aT506hYKCAqSkpEClUiExMRHBwcE4evQorl696jT//v37Bb+npKRAq9Xi5MmTqKqqcpr/zJkzWLRoET755JOWpNoszYm9pXFv2LABX3zxBQYOHIj9+/fDx8cHc+bMQW5ubpNipDulCBGi4oYQAgDo3bs3OnXqhC1btuDzzz/HjTfeWO8w/kqlEjNnzoTRaMS8efNgMBj4tvLycsyZMwcAMGvWLACAQqHArFmzUF1djQULFghus961axe2bdsmWL5KpcKMGTNQXl6O+fPnw2w2820GgwEPPfQQXn31VVy4cKHN8q9Pc2JvSdxZWVmYP38+tFot1q1bh06dOmHlypUoLy/Hvffe63K8oLpojBtC6mj/a5gJIZ5W924pu3//+98ub8tmzPlW8KtXr7LevXvzd0XNnTuX3X///SwyMpIBYLfddpvgVujq6mrWp08fBoBdd9117JFHHmG33347k8lkLCkpyek9r1y5wnr27MkAsOTkZDZv3jy2YMEC1rFjRwaADR8+nFVXVzeaa0N3SzlOs1u2bBkDwF599dUWxd6cuC0WCxs4cKDT+1mtVv728Oeff77B/KxWK/Px8WF+fn5Ot/ITcq2iIzeEEJ791JRGo8GECRManNfX1xe//PILnnvuOWi1WqxduxabNm1CQkIC1q9fjy1btkAul/Pza7Va/Pjjj1i6dCmqqqrwzjvv4I8//sCqVauwYMECp+X7+flhz549WLlyJdRqNdauXYsPP/wQAQEBeO2117Bz584mDW7XFpoTe3PiXrlyJfbu3YtBgwYJliOTybB27VpotVr8+9//djl6tN3Zs2dRVVWF6667jr8YmpBrHcfYX7cEEEIIIYRIAB25IYQQQoikUHFDCCGEEEmh4oYQQgghkkLFDSGEEEIkhYobQgghhEgKFTeEEEIIkRQqbgghhBAiKVTcEEIIIURSqLghhBBCiKRQcUMIIYQQSaHihhBCCCGSQsUNIYQQQiSFihtCCCGESMr/Ayf4IitYkLEkAAAAAElFTkSuQmCC", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "pca.screeplot()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "As is nearly always the case with geophysical timeseries, the first few of eigenvalues trully overwhelm the rest. In this case, let's have a look at the first three. " - ] - }, - { - "cell_type": "code", - "execution_count": 270, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "data": { - "text/plain": [ - "(
,\n", - " {'pc': ,\n", - " 'psd': ,\n", - " 'map': {'cb': ,\n", - " 'map': }})" - ] - }, - "execution_count": 270, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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vtf2O7tixg5OHPXv2MHPmzOGUefnjqzbMy9YZP348M3XqVE4ZCYVCzvmnooZ5dnY2J4+vvPIK8+677zJTpkzh3HwcOnQoJx8VnTPKf254PB4zcOBAZsGCBWo3P7dt28ZuFxsby6mrZs2aMbNnz2aGDh3KuWmwZ88edpu8vDzGzs6OTRMIBMyIESOYmTNnqpUTQA1zQrSBGuaE1FJNom1X9OP13nvvscsHDhzILk9PT2cjifN4PM7FpuoFWYsWLTg9nFevXuU0zitrmJdd/KlSfZ5T04Vp+Wehr169ykmXSqWMs7Mzm/7bb7+xaR9++CG73NfXl3PByDDqDfMRI0aw66SlpXF62pycnDi9w3369KnwAqc8qVTKjBkzhnOssmdXy6imbdy4kXMBNWHCBLW8V6aiGziLFy9m3n77baZr166cdDs7O7ZO09PTOWk///xztY+r6X3Xtm4qUv4isey5YIZhmDVr1nDSVC+aExMTOReDqg2WQYMGscv9/f05vXCpqamMv78/m96vXz82bdmyZexysVjMhIWFsWlpaWmMt7c3Jz9l/vjjD3aZhYUFp0ESHh7OiMVi9kJc02iM6qjoIlvb8vPzOTfQhEIhpxwiIyM5eQkKCmLmz5/PjBgxgnMDqEOHDrU6flUN82vXrqmdDwMDA5nZs2czQUFB7DIjIyMmIiKCs61CoWDi4+OZGzdusA3yMmU32cp6/KKioph58+Yx/fr1Y8aNG1fhTAearF27ls1HmzZt2OVyuZxxdXVl0/744w827ffff2emTZvGdOjQgbOcYRimV69e7DZr1qxhl5f/7qh+H6sqz5KSEubjjz9mhg8fznTu3JnTUxwfH8/ZRrXXX7VhbmJiwoSHh7Np5c/9qt9l1ZgFgYGBnN+cf//9lwGUvci+vr7s8UJCQtht5s6dy66vUCiYSZMmsWmzZ8+urDoYhqnbd3TcuHHstpaWlpzzzvbt29WOpdrgtLCw4Nw0jIuL48T7ePPNN9m0ihrmT58+Zd577z2mX79+zOTJkznH2rlzJ+e3XFVF54zyn5tffvmFTcvLy+PcZF24cCGbtmDBAnZ5u3btOCPetm7dyqnfMqo3nAAwp06dYtPy8/OZTp06cdKpYU5I3VHDnJBa0kbD/MmTJ+yFglAoZNLS0hiGYZjvv/+eXf/VV19l15dIJJyG9+7du9Xy9dprr2m8QCif32vXrqlt++6777LprVu31vi+W7duza5TfujboUOH2DQHBwdGIpGwaTExMZyLopMnT3K2Ld8wL5+u2utZ/riLFy9m03r16qUx3wyjHMY4ePBgznGmT5+utp5qump5a3rkoCo1+ZxYWloy586dY7dNSUnhpP/44481OraqutRNRVQvEh0dHTlpqkHmAHB6lxiG4fR+79y5k2EYhsnKyuLcgFFtHJQ5cuQIm87n85msrCyGYbiNDk11qtrgUm3kqE7xNWbMGLXtXn31VTZ9165d1SqX8iq6yNam9PR0pkOHDpxjffbZZ5x1UlJSmO+++46ZP38+s27dOs4NGNXPB6AcZl5TVTXMyxpxZX+qw4glEgnnQl/TjUNN9u/fzwDK4d+ZmZlMeHg4Y2lpqfbdKl8WFcnIyGAbegCYBw8eMAzDMCdPnmSXOTs7VzoVm0QiYe7evcts2LCBc0Po008/ZddR/e6YmZlxHlUqU5OAhVlZWcypU6c450IATHx8PLuO6ndE05B/1XJT/axXNoqAYRjm7t27nGHTqampnDyUv8ly6dIlNs3b27vS98UwdfuO5uTkqI3QAcCMGzdO47FUG+aahnarjjpSzXtNgr8lJCQwBw4cYB+/AMB4eXlx1qnonFHZOZdhGGbo0KFs+rRp09jlAQEB7HLV4KIMoxyZpToirGy0z5QpU9hlvXv3VjvW77//zsknNcwJqTsK/kaIlsTGxoJR3uzi/J0/f77CbXx9ffHqq68CUAY0KguM9Ouvv7LrvPXWW+z/MzMzOUFuAgIC1PYZGBhYrfx6e3urLVMNntauXTuN26kuVw1SBgA//PAD+3+FQoGBAweiT58+6NOnD2bMmMEJvlZVoLHyU8Sobuvj48NJMzU15RxXk+zsbPTp0wfHjx9nl7322mucPGuiWt4FBQU1DpBWGaFQCBsbGwQFBWHhwoUIDw/nBGMrC2xVJj09vdbH0mbdaFJZfQHVq7OYmBhO/bVv317tOKrLFAoFoqOjAYATEK4m34v4+Hj2/wcPHuQEXeLxeDh37hyb/vDhQ4370LeEhAR07doVN2/eZJe9/fbbnOBkAODo6Ih58+Zhw4YNePfddzkBxUaMGMGpwxs3bmg9n6oBDgHgzTffZIO/GRkZYcaMGWza9evXq9yfRCLBsmXLACinUrOxscHKlSuRl5eH5s2bIz09HUuXLgUAfP7552wQxcrY2tpi9OjR7OsdO3YAAGcquGnTpqlNxRYXF4cVK1agc+fOsLCwQJs2bbBgwQLExMSw61R0bnJ3d4dAIKgyb+WdOnUKU6ZMQbNmzWBjY4P+/ftjzZo1nHUqOqaHh4faMktLS/b/ZYH2ACAxMZH9v6bfjdatW8PMzIx9nZCQwEkPDAzkfKd69OjBpsXExKC4uLiitwigbt9RKysrNjCm6vtUDYJZEU3njBYtWrD/f/bsWZX7AJSf023btmHo0KFo2rQp3N3dMXbsWE5QyorqqTKaplGrqA5Vy3D27Nmc8hMKhZBIJGx6WRnW9pxKCKk9w57kk5BG4O2332bnHd6zZw+GDRuGq1evAlA2zEaMGMGuWz4yb1l0YlXVjSBtZWWltszIyKjK7RiVSKyq+Xn69Cn7PgBlI1L1dXnHjx9HXFwcPD09NaabmJhwXqseS7VRVx0ZGRno3bs3wsLC2GXjx4/Hzp07qzXXsZubG3tx+tlnn2HSpElwdHSsUR7KxMbGVvieyxOJRGjRogV7oXT79u0K1y0tLUW/fv3Qs2dPDB06FG3btmXTtF03mlRWX0D16qymnz/V46gerybfC9V1zczMYG5uXuGxa3PxrGvR0dHo1asXp/G0ZMkSzvze1eXk5MQ2qvLy8rSWxzLl50cvf+PJxcWF/X91jr9p0ybExMTAw8MD8+bNAwA2YvaAAQNgZ2eH0aNHY/Xq1SgtLcXNmzcxYMCAKvf79ttvs425/fv34+OPP8aff/4JAODz+ZybpQBw4sQJjBo1CsXFxeDxeOjYsSO6d++O9u3bY8+ePTh69Gilx9N0Lq7K1KlTsXPnTgDKGx7Dhw9Hp06d0LFjR/Ts2bPK7ct/XwFU6+aApu9WVeuoRtbXJD8/X2N+NO2vNt/Rf//9l/M6Ly8PR44cwZQpUyrNV0lJidoyY2Nj9v+qMyFUJCcnBz179kRoaCgA5Xdg6tSp6NChAxiGwZw5c6rcR0VqUoeqZdikSRPObAjllb3v2p5TCSG1Rw1zQvTs9ddfh6OjI1JTU3Hr1i2sXLmSbXxMnDiRcyFga2sLsVjM/nA+fPgQHTt25OwvPDy8WsfV9MOs2otSUSNQdbolPz8/9v8//fRTjaZPUSgU+OGHH2rVgNA0dVBF8vPz0bdvX06j/L333sOaNWuqtZ+QkBCcO3cOI0eOxIULF5Cfn4+lS5dyetB0aejQoWzD/OTJk0hKSlJr4ADA77//jkuXLuHSpUtYtWoV/vrrL7z22msA6rduKlKdsnZ3dwePx2Pzevv2bQwdOpSzjurnUiAQsD3xrq6uiIyMBKC5Z7ui74VqWY4YMQK7du3ipMvl8lr1ZtaH5ORkvPrqq2yjnMfjYd26dVi4cKHG9U+cOIHLly/j2bNnaN++PebOnctJV+3p1PQZqysbGxu4u7uzx9E0vWEZe3v7SveVnZ2Nzz//HADw5ZdfsufJsn1YW1sD4DZ6VfdfmS5duiA4OBhhYWFITk7Gxx9/zJ5zBwwYwDlPMgyDWbNmsb2+u3btwsSJE9n0AwcOVHm8yhpJmpw+fZptlDs4OCA8PBx2dnYAlKN6tM3NzY2tq7LvmKqVK1fCzMwM/v7+6NKli9pn5+rVq5ye9pp+p+ryHb1z5w4+/vhjteXz5s1D9+7dNY4AKHP//n21ZarTvFXnO7JmzRq2Ud6vXz+cOHGCzWvZVJL1wdXVlR29sXbtWkybNo2TrlAo1G40qL6/mpxTCSG1R0PZCdEzoVCI6dOns6/Lhk4CUOuZEQqF6N69O/t6/fr1nPlxT58+jdOnT1fruJoaSqq98/fu3VMb0vz9999z5lwdM2YMAGVvrWq+N23apHFYP8MwWLJkCbveL7/8orFXQpsmTpzIucBavnw51q5dW+3G/bp162BjY4N169axFy47d+7kDBvWpQULFrA9RKWlpRgxYoTaPN73799newwB5XDT/v37s9s01Lopz9ramjOUf+nSpZzh++np6ezQZQDo378/2wBT3e73339HREQE+zo5ORkbNmzQeMzevXuz/z9y5AinsZiQkAArKys0b94cw4YN4+xT3yQSCV5//XVOY/rnn3+usFEOAHfv3sVXX32FXbt2YdWqVZy57nfv3o2UlBQAyhse1elZro2RI0ey///hhx/Y+ZYZhsHevXvZNNXznCaff/45srOz0bZtW7zxxhvs8rIh1YWFhQCAoqIitbTqePvtt9n/b9y4kf3/zJkzOes9f/6cM0e26g2FuLg4zjDrikZc1ORGI6CsxzJisZgzfHnbtm2cdbUxyqNv377s/7ds2cL5Tt65cwerVq3CkiVLMHToUERHR8PNzQ2+vr7sOmvWrOHcGJw/fz5sbGzQtWtXfPbZZ1Uev7bf0aKiIkyYMIHt2e3Zsyfbe5+fn4+JEydyhnuXt3v3bk5Zp6Wl4aeffmJfV2dkgur2NjY2bKNcLpezN1cA3Y/GUS3D77//nvO9+O2332Bubo5WrVph4sSJKC0tBcA9p16+fJnzWc7NzcWXX36p0zwT8lKqp2fZCWl06jqPuar4+HhO0Cug4sjIp06d4qzn7u7OzJ07lxk1ahQbyb3sr7LgbxXp378/Z70ePXowc+bMUZtqZ+rUqew2qnOuCwQCNoidJg8ePODsZ8eOHQzDqAd/K19OqkF5ykfTrSjwjupc5YByeqAlS5ZonNZONcq76jaqgXfefPNNTv1UJ3p5dT8nlTl06BAnOJu5uTkzduxYZsGCBcygQYM4EbUFAgFnjm9t1E1FKgt4VNXnraL6vHTpEudzbG9vz0yZMoWZOnUqJwCgmZkZJ6p0WloaJ3q+ubk5M3XqVGbatGmcaQnL56ekpITx8fHh7HfixInMnDlzGCcnJ3a5r69vpQG/KlPR56nM7du32c/hV199Va19qs5VDigD+mn6XH/wwQdsvp89e8aZLs3W1paZOXMmM3LkSM75RzVSdlZWFmdfZcH2NKnOOSYhIYGTB2dnZ2bWrFmc2QlMTU05QcvKi4mJYYNVlS/Pnj17MoAy8rRMJmM2btzI7rds3vHqyMvL40wvBSinpiwfpK2kpIQzlZiVlRUza9YsZuLEiWpTBr7//vvsdtUJFlZRee7atYuzvHXr1sz8+fPVztEAON8R1fRPPvlE7XgVfSejoqI4Uxg6ODgw06ZNY6ZNm8YJGNe1a1d2G9VI34Ay0N+8efM4sy5U5xxTVsa1+Y6+/fbbbJqlpSWTkJDAHD58mHP8jz/+uMIyAJQzPIwdO5Z56623OOcfIyMj5uHDh1XW57Rp0zj7Gzx4MDN37lzGz8+Ps9zOzo6Tj4rOGVV9blQDtk2ZMoVdHhERwQlk6ubmxsyaNYuZPHkyp25Vf9dLSko4gfNUp8N0c3NT+6xR8DdC6o4a5oTUkjYb5gzDqEULr2xqrI8//ljtR7HsYmHhwoUaf7ir2zDPysriRLnV9Dd69GimpKSE3Ub1olp1CquKtGrVil2/ffv2DMPopmFedpFenb9Hjx6x21V0UfTs2TPOxXZ1Liq10TBnGIb566+/OFP1aPozNzdnDhw4wNlOG3VTEV00zBmGYfbs2aPWKFL9a9KkCXPmzBm1fR4/fpwTUVv1b8mSJRXmJywsTONc52V/Dg4ObHTu2qjo81Rm+/btbLqHh0e19qkp0nRFf6pTIx09erTCMgLAvPbaa2ykdIap+nupqrrnmBMnTnAaA6p/xsbGzKFDhyp972PHjmXzWp7qzbimTZuyN61GjRpV6T41mTlzJidv5RtxZSo6HwPKaPFl/x8xYgS7TV0a5kVFRZxpA1X/eDwe5wbV0aNH2e1q2zBnGOXNwco+N25ubpxpzBQKBWeaNU1/c+fOrfbUjDX9jv7111+c9C1btrBpqlOoCQQC5sqVKxrLYPDgwWo3uwHlbBBbt27l5K+i+nzw4AHnxo3qn4WFBfv55PF4TE5ODrtdReeM2jbMGUZ5XtX0fsr+unTpwuTm5nK2uX37doW/OxMnTuRMwUkNc0LqjoayE9JAdOvWjf2/mZkZxo0bV+G6n376KY4cOYLu3bvD1NQU1tbWeP3113Hr1i0MHjy4Tvlo0qQJzpw5gwMHDmDo0KFwcXGBSCSCvb09Bg8ejCNHjuDgwYPsM53h4eG4cuUKu73qsNKKTJo0if3/rVu3dDIsvKSkhA2ipy1OTk748MMP2dcffvgh51ECXXrttdcQExODr7/+Gt27d4ednR2EQiGsrKzQvn17rFixAk+ePGEfLwAabt1UZcKECQgPD8fSpUsRFBQECwsLmJiYIDAwEEuWLEFERARnaGaZQYMG4ebNmxg5ciSaNGkCU1NTdOnSBYcOHcIXX3xR4fGCgoIQERHBHs/c3BxmZmbs8e7du4eWLVvq8i2zqhNQKiYmBnFxcbXa/5AhQxAaGoq33noLnp6eMDIygrW1Nbp3747t27fj6NGjNX7muaYGDhyIsLAwvPnmm3BxcYGRkREcHBzwxhtv4NatW5xHasq7efMmDh48CIFAoDEGwpAhQ3DgwAEEBQUhOzsbtra2mDt3LmfYcHW988477P81BX0rs3LlSuzZswft27eHpaUlTExMEBQUhC+//JLz/Tl9+rRWguqZmJjgypUrWLhwIZo1awaRSMRGZf/nn3+waNEidt1Dhw7V+XiA8jGn0NBQzJgxA15eXhCJROz7XL58OUJDQ+Hl5cWuz+Px8P333+PYsWMYOnQoHB0dIRKJ4OzsjH79+uHPP//Exo0bqz2Mvybf0bS0NM4z1P369ePU3aZNm9C0aVMAyiHlEydO1Fgvo0aNwsWLF9GrVy+YmprCwsIC/fv3x4ULFziPn1WmZcuWuHPnDkaOHMl+1l1cXDBp0iTcuXOHjVDPMAwnSrsuTJgwAffv38e0adPg5eUFsVgMGxsbdOjQARs3bsSZM2c4j0UAQNu2bXH37l1MnToVTZs2hbGxMVq3bo2ff/4Zu3btqvFjGISQyvEYpgYRgQghOlFQUICQkBA2OMu0adPwyy+/6DlXhJD65OnpCVtbW06ARUJI/fH09GSnFtu+fTumTp2q3wwRQl4qFJWdED1JS0vDN998A4FAgD///JNtlPN4PMyfP1/PuSOE1Kf9+/cjPj4ew4YN03dWCCGEEKIH1DAnRE/EYjHWrVuntnzRokUICQnRQ44IIfrw448/4p133kFQUBA++ugjfWeHEEIIIXpADXNC9MTKygrBwcF4+vQpjIyM4OXlhSlTplQ63REhpPEZPnw4AODNN99kYzcQQggh5OVCz5gTQgghhBBCCCF6RFHZCSGEEEIIIYQQPaKGOSGEEEIIIYQQokfUMCeEEEIIIYQQQvSIGuaEEEIIIYQQQogeUcOcEEIIIYQQQgjRI2qYE0IIIYQQQgghekQNc0IIIYQQQgghRI+oYU4IIYQQQgghhOgRNcwJIYQQQgghhBA9ooY5IYQQQgghhBCiR9QwbwCKiopw9+5dFBUV6TsrhBBCCCEGia6nCCGGjBrmDUBkZCTatm2LyMhIfWelQZNKpUhLS4NUKtV3VogWUb02PlSnjRPVK2noyq6nwsPD9Z0VUkt0ntENKlft00VZUsOcGAyZTIb09HTIZDJ9Z4VoEdVr40N12jhRvRJDQZ9Rw0XnGd2gctU+XZQlNcwJIYQQQgghhBA9ooY5IYQQQgghhBCiR42yYZ6ZmYl58+bBw8MDJiYmCAkJwbZt22q0raenJ0QiEezt7TF69Gg8evRIbd0333wTPB5P49+OHTu0/K6ISCSCh4cHRCKRvrNCtIjqtfGhOm2cqF6JoTAyMtJ3Fkgt0XlGN6hctU8XZSnU+h71rLCwEH379kV4eDjmzJkDf39/HDx4ENOnT0dqaiqWLVtW4bYlJSXo2bMnHj16hDfffBPt2rVDbGwsNm/ejJMnT+LKlSsIDg5m1w8NDYW3tzc+/fRTtX116dJFJ+/vZSYQCGBhYaHvbDQ6haUynAxPhblYiP4tHOv9+FSvjQ/VaeNE9UoMhUAg0HcWSC3ReUY3qFy1TxfnmUbXMN+0aRPu3buHvXv3Yvz48QCAGTNmYMCAAfj0008xadIkuLm5adx23bp1CA8Px9atWzF9+nR2+ZgxY9CxY0csXrwYp06dAqB84D8iIgIjR47ExIkTdf/GCKRSKbKysmBjY0N3w7UgPb8UO6/GYff1eOQWKyNLfj++DQYHO9VrPqheGx+q08aJ6pUYii2XnsLruSmEAj6M+DzlvwIehJz/8yFU+deI838+hPwX/75YbiTgQcD/L011P0YC5WhJUnd0ntENKlftk0qlWi/LRtcw37lzJ5ycnPDGG2+wy/h8PhYvXozTp0/j119/xQcffKBx21OnTkEkEmHq1Kmc5W3atEGLFi1w6dIldtnjx49RWlqKli1b6uR9EHVlESUtLS3ppFIHcRmF2HI5Br/dSYJEpuCk/Xw5pt4b5lSvjQ/VaeNE9UoMxZH7KTBONavXYwr4vHKNeR6sTIzQtZkdevk1RSdvW5iIqCe/KnSe0Q0qV+2TyWTUMK9Mbm4uIiMjMXToULU7lx07dgQA3Lhxo8Lt9+/fj+fPn6sNTWAYRm15aGgoALAN86KiIhgbG9PwKdJghSbm4KdL0fg7PBUM899yIwEPZsZC5BRJEZqYg3sJ2Wjt3kR/GSWEEEIMjFzBQK5gUKpywzujQILo9ELsuhYPYyEfnX1s0cuvKXr5NYW7rakec0sIaYgaVcM8OTkZDMNoHKpuaWkJCwsLxMbGVri9k5MTnJzUewt3796NlJQUDB48mF1W1jA/ceIE5s6di4SEBIhEIgwcOBDffvstfHx8tPCOCKkbhmFw4Uk6froYjesxWZw0c2Mhxnd0x5tdPXHpSTo+OPQAALDzahw1zAkhhOhFbGws5s2bh3///RfW1taYNWsWPvzwwxoNFf9siD8CQtpCKldAJmcgUyggffGv8jUDmfy/ZVI5w1lPXm597v8Vyu1f7EMmZyAtn/bi37S8EkjlyjvhpTIFLjxOx4XH6fgED+Ftb8Y20tt7NYGxkDp2CHnZNaqGeW5uLgDA3NxcY7qpqSkKCwtrtM/Q0FDMmzcPQqEQK1euZJeHhYUBAK5du4aPP/4YNjY2uHr1Kr777jtcuXIFN27cgLe3t8Z9ll9eWloKQBl8rri4mF0uEAggEomgUCjYdVSZmJiw2ysU3CHJRkZGEAqFkMlkkEqlnDQ+nw9jY2MwDIOSkhK1/YrFYvB4vEr3K5fLIZFIOGk8Hg9isRgAOO+jjLGxMfh8PiQSCeRyOSdNKBTCyMioyv2WvV9VIpEIAoEAUqkUMpmMk1bdMiwpKQGj2o2ssl9dlWFl+wXqVoaFxSU4EZ6GbVcT8OQ59zNvby7CpI5uGNvOGZZi5RCc14IcsfrvSOQUSXE8LAWLenvB3txYa2VYWd2UbVN+33Utw4rqRhufQ119vmtbhg3tHFGmfJ4MuQwb2zmiNmVYpnw56focUdF+a1KGZXkgDZtMJsOwYcMQGBiI69evIy4uDpMnT4aNjQ1mzZpV7f0EOlmgSzM7Hea0egpKZbjyNAMXHj/H+ch0pOb9dy6ISS9ETHosfvk3FqYiATvkvaefPZyt6fNKyMuoUTXMy//ga0rn86s/Q9zt27cxcOBA5OXl4fvvv0e7du3YtPHjx6NDhw5YtmwZe5E0fPhwdO7cGSNHjsTSpUtx4MCBGuU/KSkJlpaW7GsrKyu4ublBKpUiOjpabf2yYfRJSUlqF2iurq6wtrZGbm4uUlJSOGnm5ubw9PSEQqHQuF9/f38IhUKkpqYiPz+fk+bo6Ag7OzsUFBQgMTGRkyYWi9GsWTMAQExMjFp9NGvWDGKxGOnp6cjOzuak2dnZwdHREcXFxYiLi+OkCYVC+Pv7QyAQgMfjISkpiZPu6ekJc3NzZGZmIiMjg5PWpEkTuLi4QCKRqL1XHo+HFi1aAFCWYfmLZzc3N1hZWSEnJwepqamcNAsLC3h4eEAul2ssw4CAAAgEAqSkpKCgoICT5uTkBFtbWxQUFKi9FxMTE3a0hab9+vr6wtjYGGlpaeyNqDL29vZwcHBARk4+pu64jUfp3AtZbzszzOzhjQDTfAggQ3pyAtLL0ry9Ma69O368GA2pgsGPp8MxPtgaAGBjYwNnZ2eUlpaq5YnP5yMwMBAAkJiYqHbx7O7uDktLS+Tk5CAtLY2TZmlpCXd3d/ZzUr4sAgMDwePxkJycjKKiIk6as7MzbGxskJeXh2fPnnHSTE1N4e3tDYZhNJahn58f+Hw+UlNTkZeXx0lzcHCAvb09CgsLkZCQwEkzNjaGr68vAGWPTvmGgI+PD0xMTJCRkYGsLO7oBFtbWzg5OaG0tBQxMTGcNIFAgICAAABAQkKCWoPJw8MDFhYWyMrKQnp6OietoZ4jLC0tYWpqqlanuj5HAEBcXJxaA4/OEUpl54iioiLEx8dz0kQiEZo3bw5A+fku36j39vaGUCiESCRSy5OuzxEVlWFNzhEUD8Yw3Lt3D5GRkbh69SrMzc3h7++Pd999F7/++muNGuYN5bFCc2PlbCf9WziCYRhEpubj/OPnuBCZjjsJ2ZArlOfAIokcpyPScDpC+R3wd7RAT7+m6OVnjzYeTWAkaJSzG2skEAhgZWXVYOqwsaBy1T5dlCWPqao1a0AePHiA4OBgzJ8/Hxs2bFBLt7CwQIsWLXD9+vUq9/XXX3/hjTfeQFFREdavX48FCxZUOx/u7u7Iy8tDTk5Otda/e/cu2rZtiytXrqB169bs8obaG6bPHnPqDau8DPkCIWbtuo0zkc/Z5SGulpjR1RODQlzB5/MqfK8peaXo8c15KBjAzlyEswu7QCTgG0RvmKYypB5zOkeUoXOEUkMuQ+oxJwCQmZmJe/fuoU+fPuyyr776Cvv378f9+/er3L7seurOnTto06aNDnNad7lFUlx+mo7zkem4+OQ5MgokGtezEAvRw9cePf3s8YqfPZpaiDWuRwgxfI2qx9zT01NjjyqgHOZeUFBQ4VRpqn744QfMmzcPAoEAu3fvxoQJE2qUDwcHB7VevOoQi8UaLx74fH6lFxVlF2maCIVCCIWaq5nH49V6vwKBoNJtK0tTHRJZk/0qFArweDyIRCKNIx+MjIwqjI5YVRmqDpUvT1dlWNl+gdqV4cqjD9lGuYWxED9NaovOPracZ/Mqeq+uTUzRL9ARJx+mIqNAggtPczCslQubXpcyrKxuyvZtZGSksV519fmu7ecQ0M3nG6h9GTa0c4RCoYBMJmMbiZoYWhk2lnMEUPsyVCgUUCgUFdarrs4Ruvp8k4bH1taW0ygvLS3F1q1bMWzYsBrtp/yNmobIytQIrwU747VgZygUDMKf5eJ8ZDrOP36O0KQcNkhrfokMxx+k4PgD5cimli6WL4a8N0UrN2sI+I1rmjaFQsFOQ1WTUa6kclSu2qdQKLRelo2qZiwsLBAQEIBbt26ppZVFY+/SpUul+1i/fj1mz54NCwsLnDp1SmOjPC0tDUFBQRg9erRamlQqRVRUFAV/04HS0lJERUVp7DkhwLZ/Y7HjahwAQMjn4YeJbdGlmV2NAuZM6eLJ/n/ni33pGtVr40N12jhRvZL6xDAM3nrrLeTn51c4zW1Fyo8Iaej4fB6CXa2xoI8vjszpitvL+2D92BAMDXGGlQn3hlV4ch42nnuKkT9cRbvPT2PB/ns4ci8ZWYWG9Z4rQucZ3aBy1T5dlGWju408ceJELFu2DPv27WPnMlcoFFi7di2MjY0585uXd/LkSbz33nuwtbXF+fPnERQUpHG9pk2borS0FH/++Sfu37+PVq1asWmrV69Gbm4uPvzwQ62+L0Iq88/DVHx2PIJ9/eXwIHTzrXngm07eNvBzsMDjtHzcTchBWFIOgl2ttZhTQgghpHIKhQIzZ87E4cOHcebMGTRt2lTfWapXtubGGN7aFcNbu0KuYHA/MZvtTX/47L/YKNlFUvx5/xn+vP8MPB7Qys2ajfTewtkS/EbWm05IY9foGuYLFy7Enj17MHXqVNy9exfNmzfHgQMHcPbsWaxZswaOjo4AlFHVw8LCEBwcjODgYCgUCsyfPx8Mw2DIkCEIDQ1lp0RTNWHCBPB4PPzwww8YNGgQevXqhTlz5sDZ2Rlnz57F4cOH0atXLyxatKi+3zp5SYUm5mD+/nvssLd5rzbDmPZVP7KhCY/Hw9Sunlh6WDl12o6rcVg3ppWWckoIIYRUTqFQYMqUKTh8+DCOHTuGzp076ztLeiXg89DWwwZtPWzwfn8/PM8rwYUn6bjw+DkuP8lAfqkyNgPDAPcScnAvIQfrTj+BnbkxevrZo5dfU3TztVPreSeENDyNrmFuYmKCCxcuYNmyZdi1axfy8/Ph5+eHXbt2YdKkSex6hw8fxqeffopPPvkEwcHBePz4MaKiogAAO3bswI4dOzTuf9y4cRAKhejduzeuXLmCVatW4fvvv0dRURG8vb3x+eef4/3336/0+T5CtCUxqwjTd95CiVT5PN2wVs5Y1Ld5nfb5eisXfPV3JHKLpTgWmoJlgwJgZ17xM5yEEEKItnzwwQc4dOgQjh07hl69euk7Ow1OU0sxxrRzw5h2bpDKFbgTn81Gen+c9t8sGRkFpfj9ThJ+v5P0onHfRNmb7m8PPweLGj3mRgipH42uYQ4op4TZsmULtmzZUuE6K1eu5MxLHhAQUOV0a+W1a9cOR48erW02CamT3GIp3txxi43k2sHTBt+MCq7zj62JSIBx7d3w06UYSOQK7LuRgHm9fbWRZUIIIaRC9+/fx7fffou1a9ciMDCQnYZQKBTCzk7/85I3NEYCPjp526KTty2WDgxAck4xO2f6lacZKJYqZ2aQKxjcjM3CzdgsfH0yEk5WYnY6tq7N7GBm3CibA8QAPX36lJ2atoyNjQ2Cg4OxatUqdO/enZOWmZmJjRs34tixY4iNjUVBQQGcnJzQs2dPzJs3D23btq3P7NdZo5ouzVAZ0vQepGGQyBSYsu0mrsVkAgC87c1w+J0usDbVzkiNxKwivLJGOXWag6Ux/v3g1ZdqHlVCCCE1c+PGDXTt2hUnT57kRFYHlBfPK1euxNGjR/H8+XM0b94cCxYswLRp0zjrrVy5Ep9++qnavn18fPD06dMq80DXU/8pkcpxKy4L5yOVw95jMgo1rmck4KGDlw0b6d3H3ox604ne/PbbbxgzZgzmzp2Ljh07gmEYRERE4LvvvgOPx0NYWBi8vb0BAKdPn8b48eORl5eH0aNHo3379jAxMUFYWBj27duHnJwcZGRkoEmTJnp+V9VHt8gIMTAMw+DDw2Fso9zGTITtU9trrVEOAG42pugd4IDTEWlIyyvFqYepeC3YWWv7J4QQ0nhERUVh+PDhkMvlammFhYXo27cvwsPDMWfOHPj7++PgwYOYPn06UlNTsWzZMnbd8qMZq1J2gV6mLEpySUkJiouL2eUCgQAikQgKhUJjJOWy6fhKS0vVplozMjKCUCiETCaDVCrlpPH5fBgbG4NhGJSUlKjtVywWg8fjVbpfuVyuFkWex+Ox0wuqvo8yZVMWSiQStTIXCoXK6Qf5QDtXc7RzNcfiPl6IzyrC5adZ+Dc6G9diMiGRKfMjlTO48jQTV55m4vPjj+BmY4JXfO3QzacJOng2gYmRoEZlWFJSojYCVSQSQSAQ6KwMK9tvXcqwqrqp7L1KpVLIZDJOmjbKsDb7rWsZVlQ32ijD8nVz8+ZNAMCsWbPQvHlzdr/m5uZYsWIFjh8/jnnz5uHChQsYOnQo3NzccO7cOTRr1oyz3+XLl2PFihUQi8XsMbRRN+XLsLKpPGuDGubEYJSWliIpKQmurq6Vzlvb2G04G4XDd5MBAMZCPrZMbgcPWzOtH+fNLp44HZEGANhxJU5nDXOq18aH6rRxonolmvzxxx+YPn06srOzNaZv2rQJ9+7dw969ezF+/HgAwIwZMzBgwAB8+umnmDRpEtzcahewtCJJSUmwtLRkX1tZWcHNzQ1SqRTR0dFq67ds2ZLdrnxDwdXVFdbW1sjNzUVKSgonzdzcHJ6enlAoFBr36+/vD6FQiNTUVOTn53PSHB0dYWdnh4KCAiQmJnLSxGIxmjVrBgCIiYlRa6Q1a9YMYrEY6enpauVuZ2cHR0dHFBcXIy4ujpPW3UGIGa90QLFEjoMX7+NmYgFuJRfjeeF/jarErGLsuZGIPTcSIRLwEORgjEB7MUxNTWBuboFSqRTpGVlQMAzkDKBgGDAMYNXEBnIFg6ycXEhlMigY5RB6BQMYi03AFwhRXFqKouISZRoDKBQMeHwBhCIR5HIFCotKIGeU25TtXyA0gkLBQCKVQfaiQdTD0wwz2jaBs7MzbG1tUVBQgKSkJM57NTExYacu1lQ3vr6+MDY2RlpaGnJzczlp9vb2cHBwQFFREeLj4zlpIpEIzZsrY/nExsaqNUi9vb1hamqKjIwMZGZmctJsbGzg7OyM0tJStTzx+XwEBgYq6yAxUa1x6O7uDktLS+Tk5CAtLY2TZmlpCXd3d8jlco3vNTAwEBKJBNHR0WoNc2dnZ9jY2CAvLw/Pnj3jpJmamsLb2xsMw2jcr5+fH/h8PlJTU5GXl8dJc3BwgL29PQoLC5GQkMBJMzY2Zoerx8bGcvJ07do1mJqaIiAgAGlpacjKygKgbDgDQEpKCvLz8zF58mQYGRlh48aN4PF4iI6OhkAgQEBAAAAgPz8f7777LiffHh4esLCwQFZWFtLT0zl5qu05omy5tlDDnBgMhUKB4uJitZNKQ6FQMIjJKIC7jRlEQt0M+z50Jwn/O6MMUsjjAf8b2wptPXQzRKezjy2aO5jjSVoBbsdnIzw5Fy1drLR+nIZer6TmqE4bJ6pXUt7gwYNx4sQJBAYGYsCAAdi3b5/aOjt37oSTkxNnulo+n4/Fixfj9OnT+PXXX2s8T3mZmJgYzuuyoewODg5sowz476LeyMiIs7w8V1dXjT2KgPLC3dTUlJPG5/PZfzXtt+y4jo6OalO+le3X3NxcbVvVoeTlRwUAYAMM29vbw8bGhpMmFCov7VUbpuX3ayISYGz3FhjDMGAYBjEZRbgUlYnL0Vm4HZ8NqVx5I0AiZ3DnWQnuPCsBkAOAe2OCK7+StKJK0qpKl6ktORqZjzY+zggIUF6TaCrDsroBoLFuysrfwcFBLX5BWRmamppWWjdeXl4ae7YB5Q0Sa2trTlrZ58HY2LjSz6Gbm1uF+7W2toa5ubnG/QoEAo375fF4UCgUUCgUajdWy8rB0tJSrfe3rAx5PF6Vn297e3tOWlkZmpmZVVmGqqKiotCqVSsIBALY2dmxw9DDw8MBAD169MDmzZuRmJiIb775Bj169NC4X3d39wrL0MbGhnPjTvW91OQcQfOYE9JA5ZVI8dbO27gZmwUXaxPMfbUZRrV11epz2VejM/Dh4TD29dKB/hgY5KS1/ZfH4/EwubMnVhxRngx3Xo3DmtEhOjseIYQQwxIZGYkvv/wSixYtwurVq9XSc3NzERkZiaFDh6o9t9yxY0cAymfTtc3IyEjjEFM+n1/p0NPKRoIIhUK2sVEej8er9X4FAkGl21aWVtkMQFXtt2zILwC0dDdFS3c7zO4N5JdIceVppjKI3OPnSMvTfuNDEz5POTWcgMcDDwyMhALl67I/Hg98Pg9J2creyq/+iULX5g7wdbCotG6A+inD8oyMjNhGb3lVfQ51tV9A+VnUtE5dPt91KUPVtJSUFDx//hxDhw5FRkYGGIZBcnIydu7cib1796JPnz4YMGAA5s+fD7FYjLfffrvCfeuqDHU9Wowa5oTUUU6RBJO33URYknIoVHJOMZYefoDNF55i3qu+GNHaBcI6NNCLJDL8/SAVn/71kL2LPbGTO2Z0V7+Lrm0j2rjg65ORyC+R4c/QZ/hwoD9sG9DUaYlZRQhPzkUXHztYmdIcrYQQUp8iIiIqvVBNTk4GwzAah6pbWlrCwsICsbGxuswiqSELsREGtHTEgJaOYBgGj1LykZBVCAGfDwEf4PN4EPL54PMBYQ2W8fmAQGWZaoNbwOexN26Ki4sRHR0NHx8fjQ2kj46EY/f1eJRIFZi//z7+mN0F4hfPwb9shmz8F+n51btxwjAMZHIZhIJUnQb3s7cwxl/zutVq23v37gEAtm7diq1bt7LLzc3NsWDBAnzxxRd49uwZoqKi0KtXL1hYWGglzw0JNcwJqYOMglJM3HoDkanKIVzGQj5KXwRUScwqxpLfw7D5/FPM7+2LYa1cIOBX72TIMAzuxGfjt9tJOP4gBQWl/w3l6uVnj5VDWtRL1FRTkRBj27lh67+xkMgU2H8rEXN6NdP5cSsTk16Av8NT8Xd4CsKTlc802Zkb4+uRQegd4KDXvBFCyMukqt6jsmd3yw+9LWNqaorCQs3Rwon+8Xg8BDpbItDZsuqV68nywQG4HpOJqOcFeJSSh69PRuKTIS30nS29SM8vRWqeelC2yqkHaGwoyhrmO3fuhLOzMwQCAWxsbBAQEMD2yj948AAA1KZUq8ymTZuwY8cOPHjwAMOHD8f+/fu1n3ktoYY5MRhGRkZwdXWtcPhJfUvNLcGErdcRna68qLC3MMbetzoiv0SG/515gstRGQCAuMwiLDoYik3nn2JBb1+8FuxcYQM9NbcEh+4m4dCdJI1Tm3T0ssGm8W3q1ANfU5M7e+KXK7FgGGDP9XjM6uGt1eNXVa8Mw+BJWgFOPEjByfBUPE5Tf44to6AU03fexrj2bljxWiDMaU5WvWpo31WiHVSvpKaqmpGXYRjOs8DaUtmwZtKwVXWeERsJsHF8awzddAUSmQLbr8Shh689evk31bh+Y2ZvUf0RjAyU8QR4PB540G2PeW3du3cPxsbGGD9+fIXf4bJge+UjyFfG2dkZK1aswJkzZ5CRkVHr/JWni99COnMRgyEUCtUCaehLUnYRxm+5gYQsZcASZysx9s7oBC87ZXT03dM74lZcFtaffoKr0cqonDHphViw/z42nXuKhX2aY2BLR/D5PJRI5TjzKA2/3U7C5ah0KMpdx5gbC/FasBNGt3NFG/cm9T6/qLutKXr7N8WZR8+RkluCfyLSMEiLz7ZrqleGYfDwWR7bGK9o/tWWLpawFBuxZbz/ViKuRGdg3ZhWaO9po3EbonsN6btKtIfqldRU2VDToiLNwb2KiorUgj9pAzXMDVd1zjP+jpZYPigAnxx9CABY/Hso/l7Qo06NQkNU2yHjDdW9e/cQEBBQ6fe3bLaCsLCwCtcpb8SIEQCA+/fva7VhrovzDJ25iMGQyWTIzc2FlZWVXn90YzMKMWHLdTzLVQ4fcrcxxd63OsLNhhuttb2nDX6d0QnXojOx/vQT3IxTTvkQ9bwAc369C39HC7R2b4ITD1KQW6x+56+zty1Gt3PFgJaOMBXp96s6pYsnzjx6DgDYcTVOqw1z1XrNK1Xg50sxOBb2jA3wUl4bd2sMbOmEAS0d4WZjCoZhcOBWIlYdi0CRRI7ErGKM+ekaZvbwxqK+zWEsfDmfPdOnhvJdJdpF9UpqytPTEzweT20qK0A5zL2goEDrU6UBUJujmBiO6p5nJnf2wMUn6TgX+RwZBRK891sodkxtD341Hxl82TT083dubi5iY2MxYcKEStdzcHBA7969cfbsWezfvx/jxo1TW+fcuXNQKBTo06ePrrILQFmm2i7LhlczhFRAKpUiJSUFpqamejupRKXlY/zWG2ywDW97M/z6Vic4WlUc/bGzjy06eXfC1ehMfPvPY9xNyAEARKbms8+ml3GxNsGotq4Y1dZVraGvT92a2aFZU3M8fV6Am7FZiHiWp7VnzqRSKRKTn+HQg0xsuhCLvBLuBRWPp7zJMailI/q3dISTlUm5dB7GdXBHFx87LDp4H7fjs8EwwE8XY3DxcTrWj22FAKeG83zcy6AhfFeJ9lG9kpqysLBAQEAAbt26pZZWFo29S5cuWj8uNcwNV3XPMzweD2tGBWPAhstIzy/FpSfp2HYlFm/VQ2BcQ9TQz9/3798HwzAICgqqct2ffvoJ3bt3x/jx43H48GF07tyZDST5999/4969e7h586bO8yyVSqlhToi+PHyWi0m/3ERWoQQA4O9ogd3TO1Zr6BSPx0PXZnbo4mOLS1EZWHf6CUITcwAoA8YNCnLC6Lau6ORt2yDv9vJ4PEzp7IGP/lQOG9t5NQ5fjwrWyr6vRGdh1fEUJOT+N2pAwOehs7ctBgY5ol+gY7XK2N3WFAdmdcbPl2Kw7vRjSOUMIlPzMXTTv1jU1w8ze3hXK/ieVK7A0+cFePgsD9HpBWjn0UTrQeWkcgV2XYuHgKd8hr8h1jkhhGjDxIkTsWzZMuzbt4+dy1yhUGDt2rUwNjbmzG9OSE3Ymhvj29EhmLxN2Qj7+mQkOnnboqWLlZ5zRmqqLPBby5Ytq1zXx8cH9+/fx9dff41jx47h6NGjMDY2houLC9q3b48VK1agTZs2us6yTlDDnJBquJeQjSnbbrK9ucGuVtg1rQOsTSueu1ETHo+HV5rbo4evHa48zURGQSleDWgKS3HDD6Y0oo0rvjn5GPmlMhy5n4wPB/qjiVnN3r+q+MxCfH78EU5HpHGWj2rrisX9/eBgWfEohIoI+Dy809MHPf3s8e6B+4hMzYdUzuDrk5E4+ygN68a0grvtfyMRiiQyPErJR8SzXDx8loeHz/LwOC0fkheR9cusHhGENzq41+6NliOTK7DwwH0cD0sBABRK5HqPdE8IIbqycOFC7NmzB1OnTsXdu3fRvHlzHDhwAGfPnsWaNWvg6Oio7ywSA9ajuT1m9vDGz5diIJUzmL//Ho7N66b3RwBJzSxcuBALFy6s9vpNmzbFt99+i2+//VZ3mdID+tQSUoUbMZmYtuMWCiXKSJBtPZpg+5vt69SY5vF46OZrp60s1gszYyFGt3PDtiuxKJUpe3znvdqsxr29haUyfH/+KbZejoVE/l8DONjFEqteD0IrN+s65zXAyRJ/zu2K9aej8NOlaDAMcDs+GwM2XMKkzh5IzS3Bw2d5iEkvUAu2p8myPx5AyOdhdLu6PQspVzB4/7dQtlEOABvORmFQkBMbOJAQQhoTExMTXLhwAcuWLcOuXbuQn58PPz8/7Nq1C5MmTdJ39kgj8H4/P1yNzkB4ch5i0gvx2bEIrB6hnVF9xPDJZDL2T6FQoKSkBAKBoEHOMMJjqprLgujc3bt30bZtW9y5c8dgh17Uh9LSUqSkpMDJyanKuVO15d+oDLy16xZKpMoGZGdvW2yd0g5mL+l0XHEZhej17QWUnTUsxEKEuFojxM0KrdyaIMTNCk0tNPd0KxQMjtxPxld/R+L5i2f0AcDeXIS32ttjcg9/mJjUvJe8KrfisrDo4H0kZmkOJqeKxwO87MzQwtkKLZwtkZhVhL03Eti09WNa4fXWLrXKh0LB4INDYfjtjnoQpI5eNtg3o1OjGdKuj+8q0T2qV9LQlV1PXbt2DZ06ddJ3dkgt1PY8E51egNe++xfFUmUnyg8T2mCgFgPVGrqX+fy9cuVKfPrpp5xlU6ZMwY4dO+q039LSUq2XJTXMGwBqmDdM9xKyMfbn6+yw5p5+9vhxYluIjV7uKN8zd93GP+WGn6tysTZBK7f/GustXSwRlVaAlX89xL0Xge8AQCTgY1o3L8x9tZnO5x0vKJXhi+MR2HczkXP85o7maOFkhRYulmjhbAl/R0vOTReGYfDpXxHYcTUOAMDnARvfaIPBwTX7sWcYBsuPhOPXF418IZ+Hb8eEYO0/j9kbBl+NCMI4LQ2XJ4SQlxFdT73cDt5KxJJDymm0rEyM8PeC7nC2NqliK0Iajpez248YJIZhoFAowOfz62Uu77X/PGYb5f1bOOC7N1rT1FsA1owKQdtbCbgTn437iTmc3m8ASM4pRnJOMY4/UA7XFvB5kJcbL94nwAErBgfA084MDMNALpfrtF7NjYVYPSIYEzp6IDq9AL5NLdCsqTlEQn6l2/F4PHwyJBAyhQJ7ridAwQDz99+DgM/DgJbVey6yrHFf1igX8HnY+EZrDAxygo2ZCJN+UQat+eLEI7zq3xRNa/FsfUNT399VUj+oXomhoD4nw1WX88zodq64+CQdx19MQ7vwwH3sm9GpWoFfGzs6f2sfwzBaL8vKr0oJaUBKSkrw6NEjlJSU6PxYYUk5uPI0EwDgaWuKTePbUKP8BStTI8x6xQc/T26HG8t64+qHr+KHCW0wq4c3OnrZwFTELSfVRnmzpubYOa0Dtk5pB88Xz1TXZ722dLHCsFYuCHS2rLJRXobH42HV0JYY++L5crmCwbx9d3H2UcWjBsowDIMvTzzi9LivGxPCDq/r7muPkW1cAQD5JTJ8cvRhLd5Vw1OfdUrqD9UrMRSlpaVVr0QapLqcZ3g8Hr4cHgTnF1PY3ozNwg8Xnmo7iwaJzt/ap4uypB5zQjT48WI0+/+ZPXxgJKB7WJrweDw4W5vA2dqEbWzKFQyinufjfkIOQpNycC8hBwqGwdj27pjc2cMgy5LP52H1iCBIFQocvpsMqZzBO3vuYsuUdnilub3GbRiGwZpTj7HlciwA5TPq34wKwbBW3GfUVwwOwIXHz5FZKMHf4ak4GZ5a7d54QgghhPzHytQI/xvXGuN+vgYFA6w/E4UuzezQxr2JvrNGSJUM7wqZEB2LSS/A3+GpAAB7C2OMaFO7YF8vKwGfB39HS4zr4I7VI4JxcmEP/PPuK5jezcsgG+Vl+Hwe1owKwdAQZwCARK7AzF23ceVphsb1N5yNwuYL/93gWT08CKPauqqt18RMhE+GtmBff/xnOHKLpWrrEUIIIaRqHbxsMPdVXwDKzoIF++8hr4R+V0nDZ7hXyYToyM+XYtio49O6er30wd7IfwR8nnIo+ose7VKZAtN33sL1mEzOet+ff4r/nYliX382rEWlgd2GBDvhVf+mAIDn+aX46u9IHeSeEEIIeTnMf7UZ2rhbAwASs4rx8ZFw/WaIkGqghjkhKtLySnD4bjIAwMJYiAmdKEo24RIK+PjujdboG+gAACiRKjBtxy3cjssCAGy9HIM1px6z63/0WiAmdfasdJ88Hg+fvd4SZi+ez993M0GtsU8IIYSQ6hEK+NgwrjUsXsy0cuT+M/xxT326UkIaEmqYE4MhFovh7+8PsVh3Uau3/RsLiVwZiX1iZw9Yio10diyiVB/1qm1GAj42jW/N9nIXSeSYuv0WVv0Vgc+PP2LX+3CgP6Z386rWPl2sTbBkgD/7eunhByh5MR+roTHEOiVVo3olhuJlm6e5MdHmecbNxhRfjAhiX6/4IxzxmYV13q8hovO39umiLKlhTgwGj8eDUCjU2TQPucVS7H0xpZVIyMebXT11chzCpet61RVjoQCbJ7RBd187AMq50rddiWXTF/Vtjrdf8anRPid28mCH3sVmFGLjuajKN2igDLVOSeWoXomhoM+o4dL2eWZoiDM7+0mhRI75++9D+qID5mVC52/t00VZUsOcGIzS0lLEx8frbBqUPdfjUVAqAwCMauuKphZ0V7E+6LpedUlsJMCWye3QxceWs3zeq80wv7dvjfcn4PPw1chgGAmUJ/ufLsYg4lmeVvJanwy5TknFqF6JoZBIJPrOAqklXZxnPh3WAp62pgCA0MQc/O/ME63t21DQ+Vv7dFGW1DAnBkOhUCA/Px8KhfbvdJZI5dh+JQ6Acq7pmd29tX4Mopku67U+iI0E2DqlHfoGOsBYyMeC3r5Y1Ld5rffX3MECs3s2AwDIFAw+PBzGmQu+KknZRfjhQjS+PPEIWYX6uTg19DolmlG9EkNBn1HDpYvzjLmxEBvGtYaQr7zpvflCNK5Ga55RpbGi87f26aIsaR5zQgD8ficJGQXKO18Dg5zgaWem5xwRQ2IqEmLL5HaQyBQQCet+v3N2Lx8cf5CCp88LEJaUi+1XYvFWJTeLcoukOBGegj/uJeNmbBa7PDQxB/tmdAKfT0PXCCGEvLxC3KzxXj8/fH0yEgwDLDoQir8XdEcTM5G+s0YIi3rMyUtPJlfg50sx7Ot3avhcMCFltNEoB5TPr389Mghljy99+88TJGYVcdYplclxMjwVb+++g/ZfnMHSww84jXIAuBGbhb03E7SSJ0IIIcSQzerhzT56lppXgg8Ph4Fhqj8ijRBdo4Y5een9HZ6KhBeNnu6+dmjpYqXnHBECtPWwwaROHgCAYqkcy/54AIWCwc3YLCw9/ADtPz+Dt/fcwcmHqexMAgDgY2+GKZ092NdfnXiEpOwitf0TQgghLxM+n4d1Y1qhialyxp1TD9PwK928Jg0IDWUnBsPIyAiOjo4wMtLeFGYMw+DHi9Hs65pG0SZ1p4t6bSwW9/fD6Yg0pOSW4HJUBjp8eZZ95EKVnbkxhoY4Y3hrF7R0sQSPx4NErsC+m4kolMix9PAD7JrWod6isVKdNk5Ur8RQCIV0eWuodH2ecbQS4+uRwZi5+w4A4LNjEejgaQNfBwudHK+hoPO39umiLKnHnBgMoVAIOzs7rf7gXo7KwMMXUa+DXa3UomsT3dNFvTYWFmIjfP56S/a1aqPcxEiA4a1dsHNaB1xf+io+HhKIIFcrtvG9dFAAHC2VMwtcjsrAb3eS6i3fVKeNE9UrMRT0GTVc9XGe6dfCERM7uQMASqQKzN9/HyVSuc6O1xDQ+Vv7dFGW1DAnBkMulyM3NxdyufZOnj9c4PaW0/yO9U8X9dqY9A5wwOi2yjlY+Tzgleb2+N/YVri9og/Wj22FV5rbQyhQP5Vbio3w5Yj/GvWfHYtAWl5JveSZ6rRxonolhoI+o4arvs4zywcFwrepOQDgUUoevjn5WKfH0zc6f2ufLsqSGubEYEgkEiQmJmptftL7iTm4FpMJAPCyM0P/Fo5a2S+pGW3Xa2P09chgHJ7dBTeW9cHOaR3wemsXmBlXfaf2VX8HDG/tAgDIL5Fh+R/h9RLohuq0caJ6JYZCKpXqOwuklurrPGMiEuC7N1qzQVu3XYnF+cfPdXpMfaLzt/bpoiypYU5eWj+q9JbP7OENAU0pRRooPp+HNu5NYG9hXONtP34tEHbmyulgzjxKw19hKdrOHiGEEGJwApwssWygP/t68W+hSM9Xj+NCSH2hhjl5KUWnF+BURCoAoKmFMUa0cdFzjgjRjSZmInw27L8h7SuPPkSmhgByhBBCyMtmShdP9PKzBwBkFEjw/m+hUChoCjWiH9QwJy+lny/GoGxE7/RuXjAWCvSbIUJ0aGCQEwYFKR/VyCqU4JOjD/WcI0IIIUT/eDwe1owOgZ25ckTaxSfp2HYlVs+5Ii8rapgTg8Hj8SAWi+scoC01twSH7ykjVFuIhRjf0V0b2SO1pK16JZX7dGhLWL+Yu/VYWApOhqfq7FhUp40T1SsxFPQZNVz6OM/YmRtj3ZgQ9vXXJyMRnpxbb8evD3T+1j5dlCU1zInBEIvFaNasGcRicZ32s+1KLKRyZXf5pE4esBDTnI76pK16JZWztzDGyiEt2Ncf/RmOnCLdBIGhOm2cqF6JoTA2rnk8DtIw6Os806O5PWZ09wIASOUMFuy/hyKJrF7zoEt0/tY+XZQlTWZHXiq5RVLsvR4PABAJ+Xizq5eec0RI/RnWyhl/hT7D2cjnSM8vxWfHHuFblV4CQkjjEhYWhvPnzyM5ORm5ubmwsLCAj48PunfvjpYtW1a9A0JeIu/398PV6Ew8fJaH6PRCfHYsAqtHBOs7W+QlUu895iUlJUhISKjvw5JGoLi4GA8fPkRxcXGt97HnRjwKJcp5B0e3da1VlGuiXdqoV1I9PB4PXwwPgsWLqdYO3U3SyfQwVKeNE9Wr4Th79ixat26N1q1bY9GiRVi7di22bNmC9evXY+7cuQgJCUHHjh3x77//6jurOlFSUqLvLJBa0ud5xlionELNxEgZd2jfzUT8/aBxzGRC52/t00VZ1nvD/Pjx4/Dyol5KUjt1mYO5SCLD9hcBPfg85RRppGGoj7m1iZKjlRgrXgtgXy87/AD5JVXP+cswDJKyi3A09Bl+vBiN5JzKf5CoThsnqteGb+vWrRgwYABCQ0Ph5OSEMWPGYPHixVi+fDnmzp2LgQMHwsrKCrdu3UKvXr2wY8cOfWeZEA59nmd87M2xcmgg+/rDww8Qk16gt/xoE52/Gz4ayk5eGj9fikFGgfKZ2oFBTvCwNdNzjgjRjzHt3PBXaAr+fZqBlNwSfPV3JL4YHsRZp0Qqx8Nnubgbn4O7Cdm4E5+N5yrzu+6/mYBT7/agGQ0IaUDCwsIwe/ZsiEQifPfdd5g2bZrGAEUSiQTbt2/H4sWLMWvWLHTu3Bl+fn56yDEhDc+Ydm64+CQdJx6kIrdYitc2/otPhgRiTDs3Cp5GdEprDfNXX321Wuulp6dr65CEVFtaXgl+uhgDABDyeVjUt7mec0SI/vB4PKweEYT+/7uEIokce28koIuPHQDgbkI27iZk42FyHiRyRYX7iMsswq6r8ZhBI08IaTA2bdoEuVyOY8eOoV+/fhWuJxKJMGvWLDRv3hy9e/fG5s2bsWHDhnrMKSENF4/Hw+rhwXiSVoCnzwtQJJHjg0MPcD4yHatHBKGJmUjfWSSNlNYa5pcuXYKfnx8CAwMrXY+e+yH6sPbUYxRLlc+WT+zkAR97cz3niBD9crMxxQcD/Nk5zef8erfS9c2NhWjlZg1/Rwv8ciUWDAN8dy4KI9u6woYuUghpEC5duoRu3bpV2ihX1atXL3Tu3BkXLlzQbcYIMTBWpkb4c05XfHYsAvtvJQIATj5Mxb3EbKwdHYLuvvZ6ziFpjLTWMG/RogX8/f1x4MCBStf7/fffMXbsWG0dlrxEjI2N0axZM4hENWsEhCfn4ve7ynnLLcVCLOjtq4vskVqqbb2SupvUyQPHwp7hVly2Wpq3nRlauzdBGw9rtPVoAt+mFhDwlUP48kqkOHg7CfklMmw48wSfDuNGd6Y6bZyoXhu+5ORk9O/fv0bbtG3bFjt37tRRjvSDPqOGqyGdZ8yMhfhqZDB6+jXF0sNhyC6SIi2vFJN+uYlpXb2wZIAfxEaG8ThXQyrXxkIX0zJqLfhbp06dcP369SrX4/F4Og8+kJmZiXnz5sHDwwMmJiYICQnBtm3bqrWtXC7H+vXrERAQABMTE3h6emL58uUaI+/V5Tik5vh8PsRiMfj86n9sGYbBF8cfoewjN7+3Lw1BamBqU69EO/h8Hv43rjVeaW6PLj62mNPLB79MaYe7H/XFufd74tsxIZjQ0QP+jpZsoxwA3uvnB1OR8mJkz40EPH2eX26/VKeNEdVrw1dcXAwrK6sabWNtbY3CwkId5Ug/6DNquBrieWZAS0ecXNgD3X3t2GXbrsTi9e+vIDI1T485q76GWK6GThdlqbU9LlmyBBs3bqxyvUGDBiE2NlZbh1VTWFiIvn374qeffsKIESPwv//9D3Z2dpg+fTq+/PLLKrefPXs2Fi1ahBYtWmD9+vXo168fVq9ejeHDh3NuKNT1OKTmJBIJkpOTIZFIqr3N2UfPcS0mEwDgbmOKSZ09dJU9Uku1qVeiPS7WJtg5rQN+ndEJi/v7o3eAQ5VD0x0sxXj7FR8AgFzB4MsTkZx0qtPGieq14VMoFBAKazYYUiAQNNhozVlZWWjatCmSkpJqtJ1UWvVME6RhaqjnGQdLMXa+2QEfvxYIkVDZfIpMzcfQTVfwy7+xUCga5neoTEMtV0Omi7LUWsPcx8cHQ4cOrXI9ExMTeHjornG0adMm3Lt3Dzt27MD69esxa9YsnD59Gn379sWnn36KxMTECre9ceMGfv75Z8yYMQO///473n77bfz8889YtWoVTp06hd9++00rxyG1I5fLkZ2dDblcXq31pXIFvjzxiH29dKA/RZBugGpar6RhmNHdG05WYgDAucjnuBz1X2BPqtPGieqV1Kfc3Fy8/vrrtQoaTJ9Rw9WQzzN8Pg/Tunnh6Nyu8He0AABIZAp8diwCU7bfRFpew42j1ZDL1VDpoixr3DCfMGECJk2aVK1h6/qwc+dOODk54Y033mCX8fl8LF68GBKJBL/++mul2wLAokWLOMvfffddiEQibN++XSvHIfVj7/V4xGQoh+e192yCAS0d9ZwjQhoPE5EASwb8N73SF8cfQd7AewwIeRk0humcbt++jfbt2yMnJ0ffWSFEjb+jJY7M6Yq3unmxyy5HZWDA/y7hZHiqHnNGDF2NGuYnT57Evn37EB4ejlatWukoS7WXm5uLyMhIdOjQQe2HqWPHjgCUveIVuX79OqysrODv789ZbmZmhhYtWrDb1vU4RPdyi6TYcDaKfb1icGCjuFghpCEZFuKCYFfl86yRqfk4eJtGChGibytXroRAIKj236pVq/SdZTXnzp3DuHHjcOjQIX1nhRCNxEYCrHgtEHumd4SDpTIIWHaRFG/vuYMPfg9DYalMzzkkhqhGDfPdu3eDx+Nhw4YNEIvFVa4fGRmJWbNmYevWrbXOYE0kJyeDYRi4ubmppVlaWsLCwqLS59uTkpI0bgsArq6uyM7ORm5ubp2PQ3Rv0/koZBcpnzF7vZUzQtys9ZshQhohPp+HFYP/myLz238eo4AuRgjRK4ZhavzX0CxZsgSrVq2CkZGRvrNCSKW6+drh5IIeGNDiv1GZB24nYtB3l3EvQX3GE0IqU6MIIdeuXYOXlxd69OhRrfX9/f3x/PlzzJo1C76+vnjllVdqlcnqys3NBQCYm2ueo9rU1LTSyKO5ubnw8fGpcFtAGfStrsfx9vbmvC4tLQWgnONdNfq7QCCASCSCQqFg11FlYmLCbq9QKDhpRkZGEAqFkMlkakFQ+Hw+jI2NwTCMxnnlxWIxeDxepfuVy+VqQQ94PB57w0ZTFHtjY2Pw+XxIJBK15zKEQiGMjIwq3a9QKIS1tTVkMhln/yKRCAKBAFKpFDKZDAlZRdhxJU55TCEfiwf4V1mGJSUlahcnZfvVVRlWtl9dlWFV77WsDFVV93NY2/0KBAKN9VrXMqyobrRRhoZWN7o8RwQ5mqB/oD1ORaQjo0CC789FYVGfZrCxsVGrU0MuQzpHiCAUCtGkSRO1etX1OaKi/dakDMvy0NiVL4eXVU0D4JGGQygUws7OzqDqsImZCD9MbIPfbidh5V8PUSSRIz6zCKN+vIYFvX0xu6cPhAL9RkM3xHJt6HRRljXaY0pKCgYOHFijAyxevBh//vknjhw5ovOGeVV3fRmGqTS0fWXbl6Xx+fw6H6ciSUlJsLS0ZF9bWVnBzc0NUqkU0dHRauu3bNmS3a78BZqrqyusra2Rm5uLlJQUTpq5uTk8PT2hUCg07tff3x9CoRCpqanIz+dOg+To6Ag7OzsUFBSoBbgTi8Vo1qwZACAmJkatnJo1awaxWIz09HRkZ3PvItrZ2cHR0RHFxcWIi4vjpAmFQvj7+8PIyAgFBQVqz5x5enrC3NwcmZmZyMjIwOpL6ZC+eNZ1bCt7uFiboKSkRO298ng8tGjRgi3D8hfPbm5usLKyQk5ODlJTuc8MWVhYwMPDA3K5XGMZBgQEQCAQICUlBQUFBZw0Jycn2NraoqCgQC3SrImJCXtzSNN+fX19YWxsjLS0NPYGURl7e3s4ODigqKgI8fHxnDSRSITmzZsDAGJjY9Uu2L29vWFqaoqMjAxkZmZy0mxsbODs7IzS0lK1PPH5fAQGKntMExMT1S6e3d3dYWlpiZycHKSlpXHSLC0t4e7uDh6Ph5ycHLV6DQxUPn6QnJyMoqIiTpqzszNsbGyQl5eHZ8+ecdJMTU3h7e0NhmE0lqGfnx/4fD5SU1ORl8ed5sTBwQH29vYoLCxEQkICJ83Y2Bi+vr4AlGVY/gLYx8cHJiYmyMjIQFZWFifN1tYWTk5OKC0tRUxMDCdNIBAgICAAAJCQkKDWYPLw8ICFhQWysrLUgiA1lHPEKF8jnI0EZArgl39jMaGTByzMzNQ+h7o+RwBAXFycWgOv/DlCVZMmTeDi4gKJRELniGqcI/h8vtq2uj5HVFSGNTlHlH0XyMuBGh+Gy8jICI6OhhcTiMfjYUx7N3TwssHCA/dxPzEHcgWDdaef4OKTdPxvbCu42ZjqLX+GWq4NmS5G9PCYGoxhsra2Rr9+/XDw4MEaHcTJyQnu7u46f+76wYMHCA4Oxvz587Fhwwa1dAsLC7Ro0aLCwHW2trZwdXVFaGioWtqQIUNw7NgxFBcXIyoqqk7HKe/u3bto27Ytrly5gtatW7PLG0JvWEPqMZfL5cjNzWV7WMqo9rjciMnAxO13AQC2ZkY4vbAbbCxMqTesAfeYy2Qy5ObmwtjYmFOv1GOu1NB7zMv2u+afp9h2TXkzY2iIEz4b5MM+w6rpvRpaGdI5QjmFXn5+PoRCIadeqcfcsCQmJuLx48dwc3ODn59f1RvoUVxcHLy8vJCYmAhXV9cq1y+7nrp58ybat29fDzkk2iaXy1FcXAwTExPOecaQSOUKbDz3FJvORaEsJqq5sRCfDm2BEW1c9BLzqDGUa0Mjl8u1XpY1uqXo4OCg1ttTHa1bt8atW7dqvF1NeXp6gsfjaZzvMjc3FwUFBRU+Qw4AXl5eFT4bnpSUBDs7O4jF4jofpyJisVjjxQOfz6/0oqLsIk0ToVBY4Z1jHo9X6/0KBIJKt60srewCr6b7lUgkePbsGdszqb6tEGvO/Pf5fK+fP2wslHcnqyrDymIm6KoMK9svoJsyBCp/r0ZGRhXeAaxLGVa2X6lUipSUlArrVVef77qUoaHVTX2cIxb088cfoSnILpLiaGgKXnFiMKhjYIXbG1oZ0jlCeSMgKSmpwu+qrs4Ruvp8N2a7du3CgQMHsHLlSraBKpfL8c4772Dbtm3sDZLu3btj3759cHJy0md2tY7mMTdcEokEcXFxFZ5nDIGRgI9FfZvjleZ2WHjgPhKzilFQKsN7v4Xi3OPn+OL1lrA2rfgcrQuNoVwbGolEovWyrNF4644dO+L+/ft4+vRpjQ5ia2urNqROFywsLBAQEKDxJkBZb32XLl0q3L5jx47IyspSGzJXUFCAhw8fstvW9ThEN/4Ke4bQxBwAgJ+DBca0q/ruOiFEO6xMjPBu3+bs6y23sxtkUClCGrsZM2bgzTffxMmTJzmP5Hz00UfYunUrFAoFevfujT59+uDy5cvo3bu32ggKQkjdtfWwwYn53TGq7X/Xo8fDUjDgf5dx9WlGJVuSl1WNGuajRo2CQqHAkiVLanSQnJycers7M3HiRCQmJmLfvn3sMoVCgbVr18LY2Jgz73h5EyZMAAB88803nOXr16+HVCrF1KlTtXIcon0lUjm+/juSfb18cIDeA20Q8rIZ38EdzZoqg2JGZpTiZMRzPeeIkJfLP//8g19++QXe3t747bffMGDAAADA8+fPsW7dOnZmnX/++QenTp3C7t27ERkZiR9//FErx79x4waEQiHOnDmjlpaZmYl58+bBw8MDJiYmCAkJwbZt27RyXEIaKguxEdaODsHmCW1gZaIcFZSaV4IJv9zAF8cjUCKVV7EH8jKp0fiuoUOHokuXLvjzzz8xd+5cbNiwocqx9aWlpbh27ZpaJHJdWbhwIfbs2YOpU6fi7t27aN68OQ4cOICzZ89izZo1bOCDsLAwhIWFITg4GMHBwQCUvdxTp07Fzz//jOzsbPTv3x83btzA1q1bMWTIELz++us1Pg6pH7/8G4tnucrnOF9pbo8eze31nCNCXj5CAR/LBwXgzR3K0UTfnonGoBA3iI3oeTZC6sOOHTtgamqKf//9Fw4ODuzyP//8ExKJBK6urpgzZw67fPz48Vi7di1+//13zJ8/v07HjoqKwvDhw9ViGwDKGW369u2L8PBwzJkzB/7+/jh48CCmT5+O1NRULFu2TOM+PT09Kx15U9EsN1KplGa5MdB4HGX7LvvXEONxaCrDXs2s8dfsTvjwSASuRmeCYYAtl2NxLvI5vn49AC2cLXUaj6NM+XSK2aNUm3NEaWmp1juea/zg1fbt29G9e3f88MMPuHXrFjZv3oy2bdtWuP7HH3+M7OxszJgxo04ZrS4TExNcuHABy5Ytw65du5Cfnw8/Pz/s2rULkyZNYtc7fPgwPv30U3zyySdswxwAtmzZgmbNmmHbtm34888/4erqihUrVmDp0qWcYA3VPQ7RHh6PB6FQqBY0Iz2/FJvPKx+v4POUveXEcFRUr8Qw9fSzRxdvG1yNyUJyTgm2X4nDOz01T0NJDAt9Vxu+q1ev4rXXXuM0ygHg7Nmz4PF4GDRokNqsMd26deOM/quNP/74A9OnT1ebTaHMpk2bcO/ePezduxfjx48HoBxyP2DAAHz66aeYNGlSrWLzVCQtLY3zWGJDmcFClT5nuQEa/gwWZXGcDHUGi4pmudkzvSN+PP8E684+hUwBRKcXYuzW2xgXbI2VYzrDSMDX2QwWANTKiWa5UartOcLa2lpt3bqoUVT2MhERERg0aBASEhLA4/HQqVMnDB8+HO3atYOzszN4PB4iIyOxdetWHDt2DBYWFoiIiICzs7NWM99YlEURvXPnDtq0aaPv7BicpYcfYN9N5Zd+Qkd3fDE8SM85IuTlFpmah0EbLkPBKCPRXljcE3bmFQfoIoRoh6mpKebPn4+vvvqKs9zV1RUpKSnYu3cvxo0bx0lbsWIF1q5dq7FHrDoGDx6MEydOIDAwECEhIdi3bx9Onz6NPn36sOsEBgYiJycHycnJnBs7p0+fRr9+/fDVV1/hgw8+qNXxVdEsN/rvUaQZLKpXhg8SM/HhHxF4lPrfzYaWLpZYN6YV3K2M9DaDhSrqMf9PRecIvfeYA8oTbHh4ON5//31s374d165d0zg1GMMwMDExwa+//kqNcqITj1PzceCWslFubizkBJ8ihOiHv6MlxrZ3x76bCSgolWH96Sd0w4yQeiASidQuoGNjY/Hs2TPweDz06NFDbZu0tLQ69fpERkbiyy+/xKJFi7B69Wq19NzcXERGRmLo0KFqoy06duwIAFqfTpdmuaEZLFQ1xDIM8bDH0XndsfHcU3x//inkCgbhyXl4beO/eL9fc0zv5g0BX310UkOcoYVmudGeWkfHMjc3x48//oiYmBh88skn6NChA0QiERiGAcMwsLGxwaRJk3D37l0MGjRIm3kmL6mSkhJERkayFx0lUjk+OBTGzhE5u5cP9coZoPL1SgxfSUkJhnrxYCpSPlu+72YC/nmYWsVWpKGj72rD5+3tjYiICM6yv//+G4ByWLWmTpLz58/Dy8ur1seMiIjA0qVLK7xgTU5OBsMwGoeqW1pawsLCosKpamtLU48XMQwv03mmbFq1P2Z3YQOnSmQKfHkiEuN+vob4zEKtHetlKtf6oouyrHHD/OnTp5g1axbat2+P9u3b47333kNAQACuXbuG4uJi5ObmIi8vD+np6di5cyf8/Py0nmnycmIYBjKZjL35s+JIOO6/mB7NzcYE07rW/sKC6I9qvZLGgWEYWBgBs7p5AAAUDDBz9x3M2HUbSdlFes4dqS36rjZ8gwYNwrlz5/Dvv/8CUAZd27RpE3g8HsaMGaO2/tatWxETE8MZdl5TVfUglT2/a25urjHd1NQUhYXaa4AAoM+oAXsZzzPBrtY4Nq8bZnT3Qtmgkltx2Rjwv8vYfT1eK2XxMparrumiLGvUMI+MjET79u2xdetW3LlzB3fu3MHBgwfxxhtvoF+/figsLISFhUWFJ19CtGX7lTj8fkcZwEJsxMcPE9pS5GdCGpgpnd3Qy++/GRJOR6Shz7qL+P78U0hkikq2JITUxsKFC2FpaYm+ffuiV69e8Pf3R2RkJOzs7DBv3jx2vbCwMCxfvhxz5syBubk5J1K7tlV18cowjFpAOkJeNmIjAZYPDsSBmZ3hbmMKACiWyvHRkXBM3nYTz3LUn8UmjU+NzoQrV65Ebm4uvL298eWXX2LDhg145513YG5ujrNnz2Lu3Lm6yichrKsxWfjixCP29ZpRIWjpYqXHHBFCNDEWCrBtantsGNcK9hbKXrUSqQJrTj3GwA2XcPVpRhV7IITUhJ2dHc6ePQsvLy9cvHgRycnJcHNzw9GjR2FjY8OuVxZwjcfjYc+ePTqd4tXCwgIAUFSkebRMUVGR1iMbE2KoOnjZ4O8F3TGhozu77HJUBvr/7xIO3UmiHu9GrkbB3y5cuAA7OzvcunWLcxJdsWIFunfvjt27d+Pjjz+u07NKhFQmJV+K90+FQ/7iwfI5vXwwJIQCCxLSUPF4PAxr5YJe/k2x7p8n2HUtDgpGOUXM+K03MDTEGSsGB6CpZcWBWggh1de6dWs8fPgQkZGRkEgkaNmyJQQC7oiy/v37w8LCAvPnz2enftIVT09P8Hg8tWmaAOUw94KCAq1OlUaIoTMzFuKL4UHo18IRH/wehtS8EuSXyPDeb6E49TAVX44IophKjVSNeswzMjLQvXt3tTubTk5OWLt2LRQKBU6ePKnN/BHCkjB8fH01B7klyikOevs3xXt9KYaBoROJRPD09Kw0+iYxLJrq1FJshJVDW+Cved3Q2t2aXX409Ble/fYitv0bC5mchrc3ZPRdNRwymQwpKSmIjIzEzZs31aZI2rlzJzZt2qTzRjmg7DEPCAjArVu31NLKorF36dJFq8esKOIyafjoPPOfV5rb49TCHhjR2oVd9k9EGvqtv4ST4Sk12heVq/bpoixr1DBXKBSwstI8ZLjspBoVFVX3XBFSjkLB4P3fH+BpunIoXLOm5vjfuFbga5hKghgWgUAAc3NztR4dYrgqq9MWzlY49HYXfD0yCE1MlRfPBaUyrDoWgSGbruBOfFZ9Z5dUE31XDcOhQ4fg4uKCvn37Yvz48ejWrRv8/Pxw5coVveVp4sSJSExMxL59+9hlCoUCa9euhbGxMd544w2tHo8+o4aLzjNcVqZGWDe2FX6c2Aa2ZsqGYFahBG/vuYuF++8ht0haxR6UqFy1TxdlWat5zDVp2rQpACAvL09buySE9b8zT3A6Ig0AYCkWYsvkdrAQ0x3xxkAqlSIzMxO2trbUy9FIVFWnfD4PY9u7o1+gI745FYl9NxMBAI9S8jDyh2vwd7SAiUgAEyMBxEYCiI34EAsFMC77v1FZGh/WpiIMDnKCmbHWfs5IBei72vDduHED48aNg1wuh5OTE9zc3BAdHY3o6GgMGDAAd+/eha+vb73na+HChdizZw+mTp2Ku3fvonnz5jhw4ADOnj2LNWvWaP0Zd5lMptX9kfpD5xnNBrR0QjtPGyw7/AD/vLgePnL/Ga7FZOLrkcHo6de00u2pXLVPKpVqvSxrfCUTExODa9euoWXLlmxAD1Xlh0sRUlcnHqTgu3NPAQB8HrBuVAt42ZnpOVdEW2QyGTIyMmBlZUU/Fo1Edeu0iZkIq0cEY3Q7N3x0JBwPnylv7Eam5tfoeH+FPsPONzsYzAia+MxCfPznQ/B4QBcfW3RrZg9/R4sGn3/6rjZ869atg0KhwI8//ogZM2aAx+NBoVBg9erV+Oijj7BhwwZs2rSp3vNlYmKCCxcuYNmyZdi1axfy8/Ph5+eHXbt2YdKkSVo/HjXMDRedZypmZ26Mnya1xZH7yfj4z4fIL5EhLa8UU7ffwqAgR7zRwR1dfew0/pZQuWqfTCbTf8P88uXL6NatGwDA3d0dQUFB7B8h2hbxLA/vHQxlX7/Zugm6+tjqMUeEEG1r494ER+d2w57r8dhyOQbP80trNJ3a5agM7LoWh6ldG37g0fT8Ukz65SYSspSP5Vx4nA4gEnbmInTxsUO3Znbo5msHZ2sT/WaUGKTr169j0KBBmDlzJruMz+dj+fLlOHbsGC5cuKDT469cuRIrV67UmGZvb48tW7Zgy5YtOs0DIY0Zj8fD8Nau6ORtiyW/h+FylHJ2kxMPUnHiQSpcrE0wup0rRrdzgwv9jhicGjXMV61ahfv37+P+/fuIjY1FfHw84uPjcfz4cQDKD8vvv/+OuLg4tGnTBq1bt0abNm3g7+8PHq9h9wSQhierUIIZu26jWCoHAAwNdsTrARS0gpDGSMDnYUoXT0zp4gkAkCsYlMrkKJEqUCKVv/hToEQmZ1/HZxbh078iAACr/45EN187NGuqPpKroSgslWH6zltso1xVRoEER0Of4WjoMwCAt50ZuvnaoWszO3T2sYUlPbpDquH58+do2bKlxrTOnTtj69at9ZwjQoguOFmZYNe0Dth7IwHrTj9BVqEEAJCcU4z/nYnChrNR6NbMDmPbu6FvoIOec0uqq0YN8xUrVrD/z8/Px/3793Hv3j3234iICBQUFODChQu4ePEiu66JiQlCQkL0GniEGBapXIHZe+8gOacYABDiaoVVQ/yQFB+n34wRQuqFgM+DqUgI0yruxcVnFmHH1TiUyhR490AoDs/uAiNBjeKa1gupXIE5v95FWFIuAMDJSowN41oj4lku/n2aiesxmSgo/W/4bUxGIWIyCrHrWjz4PCDEzRqvt3LByLauMG+kz9M/SslDYlYRevo1hUjY8OrQEEgkEpiYaO4ls7KyqnAucUKI4eHxeJjYyQNj2rnhzKM0HLiViEtR6WAYgGGUo8kuR2WgiakRhgQ5ooO9DD76zjSpVK1/3S0sLNC9e3d0796dXSaVSvHw4UNOgz00NBR5eXm4fv26VjJMXg6fHYvA9RhldOamFsb4aVI7mBrz0aRJE4oo2cgIBAKq10amPuv0w4H+uByVjuj0QjxIzsXGs1FY1K9hTaPIMAyW//HgxbB1ZQDLndM6oLmDBTp42WBqVy9I5QqEJeXgclQGrjzNwL2EHMgUDABAwQD3EnJwLyEHa049xqi2rpjc2QPe9ub1+j50Xa87rsThwO1EWJkYYff0Dgh2tdbJcRozhmHqlN5Y0O+J4aJrgpoTCfkYFOSEQUFOeJZTjN/vJOHg7UQkZSs7t7KLpNh1IxG7AATfK8S4Dh4YEuJEQZTrqEFHZQeU80a2atUKrVq1wtSpU9nlMTExuHfvnjYPRRqxfTcTsOtaPABAJODjx0lt4WglBgC4uLhUtikxQCKRiOq1kanPOhUbCbB+bCuM2HwVMgWDTeefoqd/U7Rxb1Ivx6+O9WeicPB2EgDlOW3L5HZo7sAdcm8k4KOthw3aethgYZ/mKCiV4UZMJv59moF/ozIQ9bwAgHJquR1X47DjahxeaW6PqV088Upz+3oJHKfLei2VyXHixby8MrkCvg34kQTS8FFwK8NF1wR142xtgvm9fTG3VzNci8nEgVuJOPkwlY3bEpach7A/HuCzYxEYFOSEse3d0N6zCT1yXAu6mMe8XsbDeXt7w9vbuz4ORQwYwzDYcyMBq/56yC77YnhL9gJboVBAIpFAJBKBz6dhjo0F1WvjU991GuxqjQW9ffHt6SdQMMCiA/dxYkF3mIr0P+R7380EfHc2CgDA4wHrx7ZCR++qA1iaGwvRO8ABvQOUzwZGpuZh59V4/HEvCSVS5QXWxSfpuPgkHZ62ppjc2ROj2rnq9Fl0Xdbr+ch05Jcoh/L3b+kIExH1lpHaoxmCDBddE2gHn89D12bKOCU5RRIcuZeMA7cS8ChVeZO3WCrHobtJOHQ3Cd52ZhgY5Ah7c2NYmhjBUmyk/NdECKsXr01FAmq8l6NQKLT+GdX/VQshAHKLpPjwcBj+Dk9ll03r6oXR7dzY16WlpYiOjoaPj0+Fz9ARw0P12vjoo07f6emDc4+f415CDuIyi/DF8Uf4Yrh+Zws5+ygNy/94wL7+aHAgBgc71Wpf/o6WWD0iCB8M8MPB24nYdS2eHaYYl1mEVccisPafxxjZxhVTunjoJAieLuv1aGgy+/9hrai3rC6OHDmCuLg4teX3798HAEybNk0tjcfj4ZdfftFxzuqPRCLRdxZILdE1gfZZm4owto0j2lkVosQ0AH+GPceR+8nszdCYjEJ8fz660n0I+DxYioUqDXdlo93KRITe/k3RO6DpS9dwLy0t1fpnlBrmRO/uxGdj/r57bKA3AJjaxRPLBvnrMVeEEEMiFPCxbkwrDNpwGcVSOfbeSECfAAf08m+ql/zcS8jGnF/v4sVj4pjZwxvTutV9OjdrUxFm9vDB9G7eOBf5HDuuxuLK00wAQJFEjt3X47H7ejx6+tnjm1HBaGohrvMxdS2vRIozj54DAOzMRTQlZh2VzZ5TkR07dqgta2wNc0KIZi2cLNDOuymWDw7A3+EpOHArkY3pVBm5gkF2kRTZRVK1tH03E9DBywYfDQ5EkKuVLrL90qCGOdEbhYLBj5ei8e0/TyB/cfVqbWqEb0YGo18LRz3njhBiaLzszLDitQAs/yMcALD49zD8824P2JjV7zSLsRmFmL7zNjvkfEiIMz4coN0bjQI+D30DHdA30AFRafnYeS0Oh+8mo0iinF7ywuN0zNh1BwdmdoLYqGEPCz8V/t/zj68FO0PYAKPqG4rt27frOwuEEAMgNhJgeGtXDG/tisSsIjxJy0d+iQx5JVLkFUuRWyxFXvGL1yUq/y+WIq9Exl63l7kZm4Uhm/7FiDYuWNzfD05WNNqhNqhhTvTieX4JFh0Ixb9PM9hl7T2bYMO41nC2pi8zIaR2xndwx5mINJx/nI6MglIsO/wAP0xsU29D7NLzSzFl2012TtnO3rZYOzpYp8HZfB0s8PnrQVjc3x+/30nCjxejkZ5fitDEHCz/IxxrRwc36CGGf95/xv5/WCtnPebE8E2ZMkXfWSCEGBg3G1O42ZhWe32GYVAokSOvWIrQxBx8c+oxYjMKAQCH7ybjxIMUzOzhg1k9vGHWSKf31BW6LU3q3aUn6Ri04TLbKOfxgPmvNsO+GZ2qbJQ35ItLUntUr42PvuqUx+Ph65HBaGKqDIJ28mEqDt9NrmIr7SgslWHajltIyFLOFe3vaIGfJreFsbB+eqytTIwwvZsXdrzZHiYveskP3U3CL//Gau0Y2q7X53kluBqt/C3wsDVFKzdrre6fEGJ46JpAN7RVrjweD+bGQjhbm2BgkBNOLeyBj18LhJWJ8ne3RKrAd2ej0GvtBRy8najWu04qRg1zUm+kcgW+PhmJydtuIqNA2ZvU1MIYe9/qiEX9/KocvmhiYoIWLVpQMJBGhuq18dF3nTa1FGP1iP8Cv31y9CGSsot0ekypXIHZe+/iQXIuAMDZSowdb3bQaZT0irRwtsLa0SHs6y9PPMLlqPQ671cX9fpXWAr7HP6wEGe6ICdaIRY3/NgKRDN9/340VrosV5GQj2ndvHBxcU9M7+YF4YsRYs/zS7Hk9zAM2fgvrqqMkG0sdFGW1DAn9SIxqwhjfrqGHy78F/Wxp589Tizoji4+dnrMGSGkMRrQ0gkj2iijexeUyvDewVAodHTXnmEYLP/jAS4+UTZ+LcVC7JjWAY5W+mscDA52wtxezQAACgaY++s9xL0YatiQ/Hn/v9EMQykaOyGEGCxrUxE+ei0Qpxe9gv4tHNjlESl5GL/1Bt7aeQvR6QV6zGHDRw1zonPnItMw6LvLuJeQAwAQ8nlYPigA26a0h525cbX3U1JSgqdPn6KkpERHOSX6QPXa+DSUOl05tAVcXjwecyM2S6tDulXtv5WIg7eTACh7DrZOaY/mDtqfrqymFvVtjj4Byqj0ucVSzNh1G/kl6hF1q0vb9RqTXoCwJOUIg5YulmjW1Fwr+yWktLRU31kgtdRQfj8am/osVy87M/w0qR32z+yEli6W7PIzj56j//pL+OTPcGQUGP53VBdlSQ1zolNJ2UWYvfcuO1eiu40pDr3TBTN6eNc4GBLDMCgpKQHD0LMqjQnVa+PTUOrUUmyEb8eEoGx09JpTjxGZmqfVY0Sl5ePTvx6yr9eODkEHLxutHqO2+Hwe1o9txTZ4o54X4N0DtR85oO165QR9C6HecqI9+j73kNprKL8fjY0+yrWTty2OzumGdWNC4GipHEEmUzDYeS0enVefxTt77uB85HODfQZdF2VJDXOiU6tPRLJTBvUJcMCx+d0QQsF9CCH1pJO3Ld56MX+4RK7Awv33USqTa2XfJVI55v56jz3HTejojqEhDSuquIXYCFsmt4OlWBkZ98yjNKw/80TPuVJe0BwNVTbMeTzllHKEEEIaFz6fhxFtXHH+/Z5Y1Lc5G5hUKmfwd3gq3txxC12/Ooc1pyIRn9nwHreqb9QwJzpzLToTxx+kAABszUT4dkyIXgIhEUJebu/184Pfi6Hlkan5WHQgVCt36D8/HoHHafkAAD8HC3z0WmCd96kLXnZm2DS+DcoGKW089xTHw1L0mqewpFx2ep1OXrZ6fR6fEEKIbpmIBJjf2xcXFvfErFe8OY+ypuaV4Pvz0XhlzQWM+/kaDt9NQrFEOzfQDQ01zIlOyOQKzvDOxf392GkUCCGkPomNBFg/thV7p/74gxR8+tfDOg1D+/tBCvZcT3ixfz42jm8NsVH9TItWGz2a22PZoAD29fu/heLhs1y95Ud1GPvrram3nBBCXgYOlmIsHRiAa0tfxZbJ7dAnwAEClUdbr8dkYdHBUHT44gyW//EAoYk5L9VjDdQwJzqx71YiIlOVPUktXSwxup1bnfcpEong5uYGkUhU532RhoPqtfFpiHUa6GyJzRPasBcAu67FY+O5p7XaV1J2ET44FMa+/mRIiwYR7K0q07t5sZHqi6VyzNx1B5k1CMCjrXqVKxj8FaZsmIsEfAxo6VSn/RFSnpERdQQYqob4+9EYNLRyNRLw0TfQAVuntMO1D1/FhwP94W1nxqbnl8qw90YChn1/BQM3XMb1mEw95lYzXZQlNcyJ1uUUSfDtP4/Z1yuHtODcDastgUAAKysrCAQNt1eK1BzVa+PTUOu0l39TrBkVzL5ed/oJ9t6Ir9E+ZC+eU897EdBycJATxrWv+43H+sDj8fDl8CCEuFoBAJJzijF7711I5Ypqba+ter0WnYn0fOUNgV7+9jSaimhdQzv3kOprqL8fhq4hl2tTSzHefsUHZ997Bb+93Rmj27qyI9wA5SNok3+5iZPhqXrMpTpdlCU1zInWrT/9BDlFyil5hrVyRjtP7UQolslkyMjIgEwm08r+SMNA9dr4NOQ6HdHGFctVhnR/dCQcJ8Or/7z1hrNRuB2fDQBwsTbBlyOCwOPV/cZjfREbCfDTpHZoaqF8vu9GbBZW/RVRrW21Va9HVOYuH0ZzlxMdaIjnHlI9Dfn3w5AZQrnyeDy097TBmtEhuLWiD74aEYQgF+WNZIlcgdl77+DgrUQ95/I/uihLapgTrXqcmo89N5TPXZoYCfDhQH+t7VsqlSI1NRVSae3n4SUND9Vr49PQ63RGD2/M7OENAFAwwPz996s1TO5qdAY2nVcOfxfwefjujdYG2dvraCXGj5PaQiRQXgLsvh6PX1+ctyujjXotkcrZXg8LYyFe9W9a630RUpGG3PgglWvovx+GytDK1dxYiHEd3PHH7C7sI1gKBlhyKAxbLsXoOXdKuihLapgTrWEYBp/+9ZCNdjynlw+crEz0nCtCCFH34QB/9sdeIlNgxs7biHhW8RznmQWlWLj/Pspi0LzXrznaejSpj6zqRBv3JvhieEv29cqjD5GQWaTz456LfI6CUmWjqX9LxwYdMI8QQoh+CQV8rB0Vgje7erLLvjjxCGtORTbKoHDUMCdac+phKq5GK3ud3GxM8FZ3bz3niBBCNOPzefh6ZDB6+dkDUAaambL9psbGKcMwWPx7GJ6/eC66WzM7vN3Dp17zqwuj27lhSmcPAMphgt+citT5Mf9UGcb+Og1jJ4QQUgU+n4ePXwvEor7N2WXfn4/GiiPhWpn6tCGhhjnRihKpHJ8de8S+Xj4okHpCCCENmpGAj+8ntEFrd2sAQHp+KSZvu4GMcpHKt12Jw7nI5wAAWzMR1o0JAV8LAS0bgvf7+8HWTBlZ9lhYCu4n5ujsWLlFUpyPTAcA2FsYo7OPrc6ORQghpPHg8XiY39sXnw5twS7beyMBC/bfg0RWvQCmhoAa5kQrfr4Ug+ScYgDK3qT+LRy0fgw+nw8LCwvw+fSxbUyoXhsfQ6pTU5EQ26a0R7Om5gCAuMwiTN1+kx1uHZ6ci6/+/u+m47djQtDUUqyXvOqChdgIC/r4sq9Xn3hU4fDAutbryYcpkLyIAD8k2Fkrs3UQookhnHuIZob0+2FIGku5Tuniif+NbcX+fhwLS8GMXbdRLJHXe150UZaGXTukQXiWU4zNF/4LiPTJkECdRCk2NjaGh4cHjI2Ntb5voj9Ur42PodVpEzMRdk3rACcrZYM7PDkPs3bfRnahBPP23YNUrmyozuzhjZ5+jS9Y2Rsd3OH1Yv7YG7FZ7OiA8upar0fuPWP/P6yVc632QUh1NJS5mknNGdrvh6FoTOX6emsX/DypLYyFymbsxSfpmPjLDeQW1W9gO12UJTXMSZ2t/jsSJVJlL8ikTh7wdbDQyXEYhoFMJmuUwR5eZlSvjY8h1qmztQl2TesAa1NllPUrTzPRe91FxGYUAgBCXK3wfj8/fWZRZ4wEfCzp/997++rvSMg0zG1el3pNzS3B9VhlDBIvOzMEv5hLnRBdMKRzD+EyxN8PQ9DYyrV3gAN2TesAC2MhAOBOfDbG/nwNz/NL6i0PuihLapiTOrkZm4W/QpW9IE1MjfBun+ZVbFF7JSUliIyMRElJ/X3piO5RvTY+hlqnvg4W+GVKe4iNlD+NWYUSAMppW757ozVEwsb7kzmgpSPavHjWPup5AX6/k6S2Tl3q9a/QZ2xE+6EhzgY19zsxPKWlpVWvRBokQ/39aOgaY7l29LbFvpmd2Dgpkan5GP3jNaTm1s971EVZNt6rDKJzcgWDlUcfsq/f7+8HK1PDm9OXEELKtPVogs0T2nCef/5ieEt42JrpMVe6x+PxsGxQAPt63eknKJJoby7oP0P/i8ZOw9gJIYRoQ0sXK/z2dme4WCunZ47PLMJ7v92HwkCjtVPDnNTagVuJiEhRzvsb6GSJce3d9ZwjQgipu1f9HbDpjdbwc7DAu32aY9hLMq1XO08bNnDn8/xSbL0cq5X9Pn1egPBk5W9FsKsVvO3NtbJfQgghxNveHL+/05mNE3PlaSZ2XI3Tb6ZqiRrmpFZyi6RY+89j9vXKoS0owi4hpNEYGOSEU+/24EQsfxksGeDPnst/uhiN9Py6Dwk+el+1t/zluMlBCCGk/jhZmWDt6BD29VcnIxGVlq/HHNUONcxJrfzv7BP2+cvXgp3QwctGzzkihBBSVz725nijgxsAoFAix3dno+q0P4ZhcOS+Mg4JnwcMCXaqcx5J41VUVITJkyfDysoKHh4e2LVrl76zRAgxEF2b2WFaVy8AgESmwMID9w1ujnNqmJMai0rLx65r8QAAsRGf81yiLonFYgQEBEAsbjxzCBOq18aI6tSwLejdHGYiAQDg15sJiE4vAFC7er2fmIOErCIAQBcfu0Y1BzzRvvfeew+PHz/GpUuX8Nlnn2HWrFm4efNmjffTGKaEelnR74duvCzlumSAH3ybKh+Xevgsr843lyuji7KkhjmpkfT8UszcfQfyF0EV3nmlGZxfBFzQNR6PB4FAQNF8Gxmq18aH6tSw2VsYY9YrPgCUQT7XnFQ+tlSbev3z/n9zlw+loG+kEoWFhdixYwe+++47hISEYPLkyZg8eTI2b95c433Rucdw0e+Hbrws5So2EmD92FYQvngka/OFp7gTn6WTY+miLBtdw3znzp1o3bo1zMzM4OTkhDlz5iA7O7va22/fvh3t27eHqakpTE1N0b59e+zevVttvYsXL4LH42n869mzpxbfUcORWyzFlG032Xl9fezNMOsV73o7fmlpKeLi4mgalEaG6rXxoTo1fG9194K9hbLX8eTDVNyJz6pxvcrkChwLUzbMRUI+BrR01Fl+ieELDQ2FXC5Hu3bt2GVdunTB9evXa7wviUSizayRekS/H7rxMpVrSxcrvNtXOX2zggHePRCKwlLtzTJSRhdlKdT6HvVo9erVWLZsGXr37o1vvvkGsbGx2LhxI65cuYJr167BxKTynt3PP/8cH330ETp16oQvvvgCDMNgz549mDx5MqKiorBq1Sp23dDQUADA119/DWdnbi+Ag4OD9t+cnhVL5Hhr5y02CruzlRi7pneE2EhQb3lQKBQoKCiAQmFYz4uQylG9Nj5Up4bPVCTEor7NsfTwAwDAlycisXtKq2rX6/P8Enx+7BEyCpQNpN7+TWEppuk0ScVSUlLg4OAAgeC/6woHBwc8e/askq00o3OP4aLfD9142cp1Vg9vnIt8jjvx2UjIKsLnxyOwekSwVo+hi7JsNA3zxMRErFy5EgMGDMDx48fB5ysHA7Rq1QqTJk3Cxo0bsWTJkgq3T0hIwMqVK/HKK6/g3Llz7Pbz589H165dsXr1asyYMQNubsqgOKGhoRAIBJg/f36jf15DKldg9t47uBWnHHlgYybC7rc6snMGEkIIaXxGt3XFL//G4unzAtyJz8bpyHT4iCrfRiZXYM/1eHz7zxPkq/RQvNGBptMklSsqKoJIxP2AiUSil6KHjxCiXUIBH+vGhGDghssoksix72Yievs7oE+gdjpPf/k3Fl/9/QhRXwzSyv7KNJqh7Pv27YNEIsGCBQvYRjUATJgwAS4uLti+fXul2589exZyuRxvvfUWZ3uhUIg33ngDMpkMV65cYZeHhYXBx8en0TfKFQoG7/8WivOP0wEA5sZC7JrWAT40Dy0hhDRqQgEfHw7wZ1+vOxMN2Yv4Iprcic/G0E1XsPKvCLZRbmVihG9GBaNHc3ud55cYNrFYrDYEXSKRwMzMTE85IoQYMg9bM3z8WiD7+sPDYcgoqPuNvlMPU/HZsQhI5RX/HtZWo2mYlz2D1KlTJ85yHo+HDh06IDIyErm5uRVuP3r0aDx48ACvvfaaWlpaWhoAsMOr5HI5wsPD0bJlS/Z1UVGRVt5HQ8IwDFb+9ZAN3iMS8rF1Sju0dLHSc84IIYTUh94BTdnpMOOzinEqqkBtnaxCCZb8HoqRP1xlH3cCgLHt3HD+/Z4Y086t3vJLDJeLiwvS09M5w0PT0tLg5ERT7BFCamdsezf0CWgKAMgokGDp4QdgmNo3qJ+k5WPRgftayp26RtMwT0pKgrm5OaytrdXSXF1dAQBxcXEVbm9ubo6WLVuqbZ+dnY0tW7ZAKBSiW7duAIAnT56gpKQEeXl56NGjB0xMTGBmZobAwEAcOHBAW29J79affsJOiybg87B5fBt08rbVW36MjIzg5OQEIyN6TrExoXptfKhOGw8ej8eZEnP/wzyUKpSRaBUKBr/eSMCr317AwdtJ7DoBTpY49E5nfD0qGDZmVYx9J+SFkJAQAMCdO3fYZVeuXFHrcKkOobDRPKn50qHfD914WcuVx+Nh9Yj/fotOR6ThN5Xfq5rIKZJgxq7bKJTIAQC2Ovh9a/BnrlWrViErq/Iw91OmTEFubi7MzTUPrzY1NQWgnIqjJiQSCcaNG4fMzEwsWLCAvWsbFhYGQNlLv2jRIixevBgJCQlYv349xo0bh7S0NMyfP7/C/Xp7cyOZlz0/VVJSguLiYna5QCCASCSCQqHQ+IxVWTC70tJStQAERkZGEAqFkMlkkEqlnDQ+nw9jY2MwDIOSkhK1/YrFYmy7Eofvzj1ll30x1B9dvSwhk8kgFAohl8vVhpzxeDx2aL/q+yhjbGwMPp8PiUQCuVzOSRMKhTAyMqp0v0KhEGZmZpBKpZz3JBKJIBAIIJVKIZNxoy5WtwxLSkrU7qCV7be2Zcjj8WpdN4BuyrCq96qrMqxsv3w+H6ampmr1WtcyrKhutFGGhlY3ujhHVFU31tbWkEgknH0bchm+zOcIPztjDA5yxPEHqcgukuGni9Ho7WeHVSeeICz5vx5yc2Mh5vfywhvtXSDk89n81fUcUVHd1KQMqwr+SvTPzMwMkyZNwqxZs/DLL7/gwYMH2LNnDy5evFjjfVHD3HAJhULY2uqvE6ixepnL1d7CGKtHBGHWbuVNv0//eojOPrZwszGt9j5kcgXm7buH+EzlCOkWzpbYM72j1vPa4M9c27ZtQ3x8fKXrdOrUqdJhCWVpqs+OV6W4uBijRo3CP//8g27duuHrr79m05o3b46PP/4YQ4YM4UzrMWnSJLRo0QIffvghJkyYUOMvQFJSEiwtLdnXVlZWcHNzg1QqRXR0tNr6ZUPpk5KS1C7QXF1dYW1tjdzcXKSkpHDSzM3N4enpCYVCoXG/EUUW+OxYBPt6ZrsmaGlehOjoaDg6OsLOzg4FBQVITEzkbCcWi9GsWTMAQExMjFqdNGvWDGKxGOnp6WpT2NnZ2cHR0RHFxcVqIxuEQiH8/f0hk8kQGxurdrHp6ekJc3NzZGZmIiMjg5PWpEkTuLi4QCKRqL1XHo+HFi1asGVY/uLZzc0NVlZWyMnJQWpqKifNwsICHh4ekMvlGsswICAAAoEAKSkpKCjgDv10cnKCra0tCgoKkJTEvWtnYmICHx/l/MGa9uvr6wtj4/+zd9/xURTvA8c/u3stHUIgofcqHekgHQEFsYDKVyyABVEBG4oFsCMW9IcoFgQUFRv2QlFQRFCKSJXeeyjpV3bn98feXRISmgYC4Xn7isDu3t7szt7mnp2ZZ9zs27cvz9CMkiVLkpiYSEZGRp7PjMvlokYNe+qI/M5hlSpViIyM5ODBgyQnJ+daFx8fT5kyZfB6vXnKpOs6derY43d27NiR58tzhQoViI2N5ciRI+EhISGxsbFUqFAh3/0C1KlTB03T2LVrV56hImXKlCE+Pp6UlJQ8GXsjIyOpUqUKSql891uzZk10XWfv3r2kpKTkWpeYmEjJkiVJT09n+/btuda53W6qV68O2Ofw2ECgatWqREREcPDgwTwPE0uUKEHp0qXxer1s3rw51zrDMKhd226R3L59e56AqWLFisTExHDo0CEOHDiQa11h3SNq1aqFw+Fg7969pKam5lqXlJREsWLF2L9/f57zcKbvEWD3jDo2wJN7hO2/3CPubleJWWv24TcVby3Yyhu/bCVn7V3ZqCzDO1YiZd9Otm3ZEl5eEPeI453D07lHhD4L4sxYvHgxrVu35ocffqBz58651iUnJzN69Gi++uor9u/fT40aNRg6dCgDBgzIs5+XX36ZQYMG0bp1a0qVKsWbb75J06ZNT7s8x94DxPkjEAiQlpZGdHS0PGApQBf6eb30oiT6XlyOj5fsJN1nMnzGX0wZ0Ixo96mdi7E/rOPXDfb3hxJRLt688WJi3AXf8VxT/6Wj/TmkSZMmbNy4Md9x5HfffTcTJkxg7dq14S9vJ7Jv3z569erFH3/8wSWXXMI333xDTEzMKZXj8ccf58knn2TmzJn07t37lF6zbNkymjRpwm+//UajRo3CywujNWzOugMM+2QVZjDBz5B2lbirfZU8+y2MFsXMzEw2bdpEuXLlwi1GIK1hIedyi+KJ9puRkcHmzZvz1Ku0mNvOxxbz0IOCY+v0fD6Hco9wMfqrVby3OPeDgqoloxhzeS3a1Ew6Y/cIaTE/t23YsIF27dqxZ88eZs+enSswT09Pp23btqxatYohQ4ZQq1YtPv74Y3766SeefvppRo4c+Z/eO78eiLt372bevHk0a9YsvPxcvVcW1vcpOHfvlV6vl507d4Z/f5yP98rC+j51ontlVlZWvr+XL6TvUz6lc/mE39hxyH7PElFO7mpfhWsal8btdB73HH79914enGk3WDp0jck3NqRpxeJ4vd58h1D/F0XmkUnlypVZtmwZqampeYLonTt3ous6ZcuWPel+/vnnH7p168bWrVu56qqrmD59+mllXg/NYX5sK9Kp8Hg8+X550HX9hF8qcn7AjuVwOI77ZEzTtFz7XbjpIPd9ujoclN/cqhL3d7NbJI5lGMYJy3SidcdOh3I6+wX7ePPbxul0HnfszMnO4Ynq+HTOYX5l/Tf7hTN3Dk90rGfqHJ5ov6Hr63j1WlDX97H+yzk83+rmTJ3D4+039Mv9eHUK5985lHsEDL6kEl8s302qzyLSZTCsc3VuaV0Zp2G3Gpype8SZur7Ffzdz5kwGDhyYp4dLyIQJE1i+fDnTp0+nX79+ANx6661069aNMWPG0L9///A0tAVp3759uXpZnKu9iwqrByKc+72LQr2FzrfeRYXZA/FEvYtCjj1PF1oPxPHXNqTfW4vxBiyS0/2M+fYf3vl1E3e1Kce1bevkuUdsSPby6Kzs8z2kZSniA4fYtMkuV0EH5kWmxXzcuHE8+OCDzJkzh06dOoWXK6UoV64cCQkJrFix4oT7+Oeff7jkkkvYv38/w4cP54UXXsi3+/vtt9/ODz/8wG+//RZOLBcyZMgQJk6cyMKFC2nZsuUplT3UYr506VIaN258Sq8paH/vPML1by4KJzS4slFZXuzTAF3PG5QXllCLeegDK4oGqdeiR+q0aMrMzGTBX+vYbcbQtV5ZSsdJ3V7ILrvsMr777jvq1KlDgwYN+PDDD/O0mNepU4cjR46wa9euXA/5Z8+eTdeuXXnuuecYMWJEgZUp9H1KWszPzdZeaTGXFnMo/Ot7496jjJv1Dz+uyT08sEWVeB7uXosaCfY+Dqb56PPWn+xNsc/p9c3KM6pHjfB+pcX8BPr27csjjzzCCy+8QMeOHcO/AN5//312797N/ffff8LXp6Wl0bNnT/bv388zzzzDww8/fNxtK1SowPbt23nllVcYN25cePm6det49913qV279r/KIlpYvv17DyNnrgwH5Z1rl+L5a+qfU0G5EEKIwlc6xkmbqmXlgYtg3bp1PPPMM9x77708++yzedYfPXqUdevW0atXrzw975o3t5MmLV68+IyUzel0FmoPxNPZb1HroVVQvYuO7XF1PvUugsLpgXiy/cLxe7JdSD0QqyXFMenGZizddphnvlvL0m12r5NFmw9xxWsL6d2wDEM71+CBT1eHg/ImFYszplddXI4zO6FZkQnMK1asyCOPPMLo0aPp2rUrffv2Zf369bz66qs0bdqUO+64I7xteno6M2fOJDo6OjwOfPz48WzYsIEqVapQvnx53n///Tzv0bJlS6pWrcqwYcP4+OOPeeGFF9i+fTsdOnRg69atvP7667hcLt577718u3+faw6n+3jsy1V883d216xmleOZ0K9xuGviuSR0wzmdJH7i3Cf1WvRInRZNUq8ipzVr1pwwWNq1axdKqXy7qsfGxhITE8OWHIkCC5Jco+cvuc+cGXJe82pSsTif3tGSH1btZewP69gazLj+xV+7+eKv7G79SbEeXr+hcZ6g/EycyyITmAOMGjWKxMRE/u///o+77rqLxMREbrvtNp544olcT1UOHDhA//79qVixYjgw//rrrwF7LE///v3z3f9bb71F1apViYqK4tdff+XJJ5/k008/5fPPP6d48eJcdtlljBkzJjxu4lw2e80+Hv58JQfTsru89KiXxNir6+NxGoVYsuNzu93h8UKi6JB6LXqkTosmqVeR04mCciA8bvdEU9me7jS2p+pELW3i3Cb3mTNDzmv+NE2je73SdKqdyPTF23h17gYOZ+SYktmh8+aNTSgVk7cF/mT3wH+jSAXmAHfccUeu1vH8VKpUKc+4g9PtThUbG8u4ceNydWU/HxzN9PPE12v4bFl28oe4CCdP9q5Lz/qlz4uWfiGEEEKc206WwkgpJa13Qohzgsuhc0vrylzVuByvz9vE5N+2oJRi3DX1qV+u2FkrR5ELzMXx/bL+ACM++5s9R7MTOHSqVYpnr6pHqdhTzzxfWCShVNEk9Vr0SJ0WTVKv4nSEZsg5do75kIyMDCpXrnxG3ju/RFXi/CD3mTNDzuupiYtw8lD3WtzZoSpZPvOE8VFmZmaBn0sJzC8Aad4Az3y3lg8WZ09XEON28FjPOvRpUk5ayYUQQghRoCpVqoSmaXmmZwK7m3taWtoZmSpNCCH+q1iPk1hP/kn2ziQJzIu4RZuTeeDTFew4lD0dQZtqCYy9pj5li8kTMyGEEEIUvJiYGGrXrs2ff/6ZZ11o+GCrVq3OdrGEEOKcJYN7iqhMn8mYr1dz3ZuLwkF5pMvgyd51eW9gMwnKhRBCCHFG3XDDDezYsYMPP/wwvMyyLF544QXcbjfXX399IZZOCCHOLdJiXgRtPpDGoKlL2HwwO9tps0rxjOtTn4ologqxZEIIIYS4UAwbNoz333+fm2++mWXLllGjRg1mzJjB3LlzGTduHElJSYVdRCGEOGdIYF4EJcZ68FsWYGcZfPDSmtzSujKGfn6PJXe73VSvXh2n8+yP+RBnjtRr0SN1WjRJvYrTFRERwbx58xg5ciTTpk0jNTWVmjVrMm3atONOTVsQZLq085fcZ84MOa8F70xMl6apk81nIc64ZcuW0aRJE5YuXUrjxo0LZJ+LNicz9od1jLumAdVK5T+HqBBCCCFEUXEmvk8JIcTZImPMi6gWVUrw+eBWRSoo9/l87NixA5/PV9hFEQVI6rXokTotmqRexfnC7/cXdhHEvyT3mTNDzmvBOxPnUgLzIqyoTYNmmiZHjx7FNM3CLoooQFKvRY/UadEk9SrOF3KNnr/kPnNmyHkteGfiXEpgLoQQQgghhBBCFCIJzIUQQgghhBBCiEIkWdnPAZmZ9jzja9euLeSSnNuysrLYuXMnKSkpeDyewi6OKCBSr0WP1GnRdL7Xa61atYiMjCzsYogzKPR96p9//jkvr1Fx/t9nzlVyXgteVlYWHo+nQH+3SFb2c8D06dO54YYbCrsYQgghRJElmbqLvpIlS3Lw4MHCLoYQ4gJSkL9bJDA/Bxw8eJAff/yRSpUqERERUdjFOWf17NkTgK+//rqQSyIKktRr0SN1WjSd7/UqLeZFX4UKFcjMzOSLL76Q71PnqfP9PnOukvNa8ELndMOGDdJiLi48VapUAWDz5s2FXBJRkKReix6p06JJ6lWc6+QaPf9JHZ4Zcl4L3pk4p5L8TQghhBBCCCGEKEQSmAshhBBCCCGEEIVIurILIYQQQgghhBCFSFrMhRBCCCGEEEKIQiSBuRBCCCGEEEIIUYgkMBdCCCGEEOIcsmXLFi6//HKKFStGpUqVePbZZynM0afnWnmEONccOnSIUqVKsXPnzn+9D0cBlkcIIYQQQgjxHwQCAa644grq1KnDokWL2Lp1KzfeeCPx8fHcfvvtF3x5hDjXHD16lN69e3PgwIH/tB9pMRdn1eLFi3E4HMyZMyfPuu3bt3PjjTdSpkwZIiMjadGiBV999VW++1m4cCGdO3emePHiFCtWjF69erFmzZp8t506dSqNGjUiKiqK0qVLM2TIEA4fPlygx3UhO1Gd/vrrr3Tv3p3ixYvjdrupUaMGjz/+OF6vN8+2UqfnlhPVa07p6enUqFGDcuXK5bt+9erV9O7dm1KlShETE0OnTp347bff8t32m2++oVWrVsTGxpKQkMANN9zwn548i9xOVKdZWVk8+eST1KxZE4/HQ5UqVRg+fDhHjhzJs63UqThbbrnlFjRNy/dnypQp4e2K2jW5fPly1q1bx9tvv02tWrXo1q0bw4cP54MPPjivyrNy5UquueYaSpYsicvlomLFigwdOjTPfaWo1d/ZUhjfqS80p3IPWrJkCQ0aNGDFihUA1KxZ84TX8AkpIc6S9evXq9KlSytAzZ49O9e6PXv2qIoVK6qYmBj1yCOPqIkTJ6omTZooQE2fPj3Xtj///LNyuVyqRo0a6vnnn1fPPfecSkpKUrGxsWrt2rW5tn3mmWcUoDp16qQmTJig7rvvPuVyuVSDBg1URkbGGT/mou5EdTpv3jxlGIYqW7aseuKJJ9TEiRPVlVdeqQDVoUMHFQgEwttKnZ5bTlSvxxowYIACVNmyZfOsW7NmjSpWrJgqXbq0evLJJ9X48eNVtWrVlNPpVPPmzcu17fTp05Wmaeriiy9W48ePV6NGjVIxMTGqXLlyat++fQV6fBeiE9Wp3+9XHTp0UIC6+eab1aRJk9TAgQOVpmmqZcuWyufzhbeVOhVnU6NGjVSVKlXUe++9l+dn06ZNSqmieU0ePHgwz+f02WefVQ0aNDhvyrNu3ToVFRWlihUrpkaOHKneeOMNddNNNyld19VFF12kUlNTlVJFs/7OhsL4Tn0hOpV70H333afcbrcqWbKkAtTo0aOPew2fjATm4qz4/PPPVfHixRWQ703kjjvuUIBasGBBeFlGRoaqW7euSkhIUGlpaUoppSzLUnXq1FFJSUkqOTk5vO369euVx+NR3bt3Dy/bvn27crlcqlu3bso0zfDy9957TwFq7NixZ+pwLwgnq9Pq1aur+Pj4PL8shw8frgD1wQcfKKWkTs81J6vXnD777DOlaZpyuVz5BubdunVTHo8n/MtLKaUOHDigEhMTVZ06dcLL0tLSVEJCgqpfv77KzMwML//ll18UoAYPHlxAR3dhOlmdvvTSSwpQzz//fK7lo0ePVoD66KOPwsukTsXZ4vf7ldvtVv369TvhdhfCNZmVlaWqVq2q7r333sIuilLq1MrTpUsX5XK51Jo1a3Itf+WVVxSgnnnmGaXUhVF/Ba0wvlNfiE73HjR//nwFqB07duR7DZ8KCczFGdejRw8FqDp16qjrr78+z00kEAio6Oho1bx58zyvffPNN3N9MVy8eLEC1IgRI/Js269fP6Xrutq9e7dSSqmxY8cqQH3//fe5trMsS5UtW1bVqlWrIA/zgnKyOt28ebMC1MCBA/O8dvny5QpQt99+u1JK6vRccrJ6zWnXrl0qPj5eDRkyRFWsWDFPYL53714FqGuvvTbPa0eOHKkAtWjRIqWUUjNmzFCAev311/Ns26pVKxUbG6u8Xm8BHOGF51TqtHr16qpKlSq5erEoZbe6jBw5Us2dO1cpJXUqzq5Vq1blCuDycyFck5ZlqRtuuEGVKlXqnGgVPpXyZGZmKrfbrTp16pRn3eHDhxWgLr300gui/gpaYX2nvhCd7j1oy5Yt4cBcqbzX8KmQMebijFu3bh3PPPMMy5Yto0aNGnnWr169mrS0NFq0aJFnXfPmzQF7HA3AokWLAI67rWVZ/PnnnyfcVtM0mjVrxrp16zh69Oh/OLIL18nqtFy5cqxfv55Ro0blWbdv3z4ADMMApE7PJSer1xClFDfddBOlSpVi3Lhx+W4T+swWxOc6JSWFdevWnd7BCODkdbpr1y42bNjApZdeGv5MpqenEwgESEpK4umnn6Zjx46A1Kk4u0LjNevWrQtARkYGpmnm2qaoX5OWZXHrrbfy+eef88UXX1CqVKnzojwul4s1a9bwxhtv5FmX8ztAUa+/M6GwvlNfiAr6HnQqJDAXZ9yaNWt4+OGHcbvd+a4PJe0oX758nnWhhFJbtmz5V9tGR0dTrFix4267devW0zgSEXKyOnU6nVSvXj3fenr++ecB6NChAyB1ei45Wb2GvPTSS8yfP5/333+fiIiIfLc5U59rcXpOVqdr164FoHLlykyaNIlq1aoRHR1NVFQUffv2Zc+ePeFtpU7F2RT6Uvzdd99RsWJFoqKiiIyMpHfv3mzatAko2tekZVncdNNNfPjhh3zzzTe0bNnyvCmPrutUqVKFatWq5Vk3duxYwP4OUJTr70wprO/UF6KCvgedCpkuTZxxJ/uSH2rhjI6OzrMuMjISsFtw/s22+W2X37bi9JysTo9n9OjR/PTTTzRu3JirrroKkDo9l5xKva5YsYKRI0fy+OOP06RJk+Nud6Y+1+L0nKxOQ7MZTJ48mb179zJixAhq1qzJb7/9xiuvvMLSpUtZsmQJxYsXlzoVZ9Xff/8NwO+//87jjz9OfHw8Cxcu5NVXX+W3335j8eLFRfqaHDFiBJ999hnffPNN+EH2+V6eKVOm8O6771K+fHluv/12JkyYABTN+jtTCus79YWooO9Bp0ICc1HolFInXafr+hndVpx5Y8aMYcyYMSQmJvLJJ59InZ6HsrKy6NevH02aNOHhhx8+4bZSr+eH0NSFGzZsYPHixeGHLVdeeSWVKlXi7rvv5sUXX+Spp56SOhVnVb9+/WjWrBkjR44MByNXXnklLVu25Oqrr+bhhx+mQYMGx339+XxN/vXXX7z44ou88MIL1KlTh7179wLgcDhISEg4L8szefJkbrvtNqKiovjss8+IiYmRe8oZIOe04BT0PehUXLhnW5wzYmJiAHvsxrFCy0Jdl0932/y2y29bceb4/X4GDRrE6NGjKVu2LD///DNVqlQJr5c6PX888MADbNq0iZdffpnDhw9z8OBBDh48iGVZWJbFwYMHw0+Pz9TnWhSsqKgowB4fd2wPiEGDBqHrOrNnzwakTsXZ1b9/f8aMGZOnhfCqq66ifPny/Pjjj6d0nX377bdomha+1s/0NXns3NKbNm3i+uuvp2zZskRFRdG4cWMuvfRSKlasSEREBA0aNGDy5Mm59vHFF1+glOK+++6jdOnS4Z/8xrGebnmOlZyczN13331GyzNq1CgGDhxIVFQU33//PU2bNgXknnImnE/n1LIsJkyYQIMGDYiIiKB8+fLccsst7N69+4y9Z04n+2z06NGDQ4cOUaNGjVyfjdO9B53OOZTAXBS6ypUrA9njNHI6duzG6W6bkpJCampqvtvquk7ZsmUL4AjE8aSmpnL55ZfzzjvvULt2bX777Tdq166daxup0/PH119/jdfrpUWLFpQsWTL8s2PHDvbs2UPJkiW54oorgDP3uRYFq0KFCgAkJSXlWefxeIiLiws/bJE6FeeKxMRE0tLSTuk6C/15Nq7JDRs2cOWVV4YTRG3bto0WLVrwww8/MGjQIJ588knWr1/PrFmzKFeuHOPHjychIYGBAwfyzDPPhPczevRolD1zUq6fjRs3/qfyHCs9PZ0uXbowadIkrrrqqgIvj9/v56abbuKJJ56gTJky/PLLL7Rt2za8Xu4pBe98Oqc333wzd999N5UrV2b8+PH06dOHDz74gHbt2nHkyJEz9r7w3z8b+d2DKlWqhFIqPLb835xDCcxFoatVqxZxcXH88ccfedaFMhm2atUKyM5weLxtNU0LP8E93rZKKf744w/q1q0bftIlCl56ejrdunVj1qxZtG/fnoULF1KxYsU820mdnj+mT5/O7Nmz8/wkJiaSkJDA7NmzefHFFwFo2rQpuq4XyOc6Li6OOnXqnKnDuqDVrVuXqKio8Fi6nA4dOsThw4fDXzykTsXZsm/fPurVq0efPn3yrPP7/WzYsIGqVaue8JqcOXMmYGcIB2jWrBlw5q7JmTNn0rx581wJE0eOHElycjI//PADY8aMwe/3k56eTsWKFVm2bBl9+/Zl9uzZdOnShTFjxrBjx45//f6nUp5jTZgwgeXLlzNlyhRefvllbr/99gIrj2maXHfddUybNo26deuyaNGiPN1+5Z5S8M7Ud+qCNnPmTN577z3uvPNOvvjiC26//XZeeukl3nzzTTZu3MikSZPOyPuG3vtkn41nn32W5cuX06hRo3w/G//8889J70HHnu9TcsoTqwlRAEaNGpXvPLq33Xab0jRN/fbbb+FlGRkZqm7duioxMVFlZmaGl9esWVOVLl1aJScnh5etX79eeTwe1atXr/CyrVu3KqfTqbp166YsywovnzZtmgLUSy+9dCYO8YJzvDq97rrrFKB69uypsrKyTrgPqdNzz/HqNT/5zWOulFJdu3ZVERERatOmTeFlBw4cUImJiapBgwbhZenp6ap48eKqQYMGua6VX375RQHqnnvu+W8HI5RSx6/TW2+9VQFq2rRpuZbff//9eZZLnYqzwbIsVb16deV0OtXy5ctzrRszZowC1LPPPquUyv+a3LJlizIMQ8XGxqp27dopQB09evSE12THjh3VwYMH85Rl0qRJ6siRIycs7/Hmlr7hhhty/Q6rXbu2Kl26tLr33nsVEP7OM2vWLAWo5557LrztW2+9VeDlOVaoPDl/nx6vPKfroYceUoBq1qyZOnz48HG3k3vKv3c2v1MXtC5duqiYmBiVkpKSa3lWVpZ66KGH1GeffXbc156tz4ZhGMrhcOS6B4U+Gye7B+V3DZ8KCczFWXW8m8iePXtUUlKSio2NVaNHj1YTJ05UTZo0UZqmqRkzZuTadvbs2crhcKgaNWqoV155RY0dO1YlJSWp+Ph4tW7dulzbjh49WgGqc+fO6s0331T333+/crlcqmnTpiojI+OMH++FIL86/fXXXxWg3G63mjhxonrvvffy/OT8hSF1eu4piMB85cqVKjo6WpUuXVo9//zz6pVXXlHVq1dXbrdb/frrr7m2fffddxWgLr74YvX666+r0aNHq9jYWFW5cmW1b9++AjuuC9nx6vTgwYOqRo0ayjAMdccdd6g33ngj/GDt0ksvzfWlXepUnC1z5sxRLpdLFStWTD3yyCPqtddeU1dddZUCVIcOHZTX61VK5X9NxsbGKkB9+eWX4cDc7/cf95osU6aM0jRN1atXL9e1+eCDDypA3XvvvScsa5UqVdQzzzyjsrKyjvs5O3LkiNI0TV1xxRWqY8eOStd1tWPHDqWUUkePHlWAuvLKK5VSSi1duvSsludYx5bndG3evFk5HA6laZp67rnn8v0O8OOPPyql5J7yX5zt79QFJRAIKI/Ho7p37x5elpGREf5Mn8jZ/Gy0atUqzz2oZ8+eClAJCQknvAcd7xo+GQnMxVl1oi/7mzdvVn379lXFixdX0dHRqmXLlurbb7/Ndz8//fSTatu2rYqIiFAJCQmqd+/eas2aNflu+/rrr6s6deool8ulypcvr+666y516NChAj2uC1l+dRq6QZ7o53//+1+u/UidnlsKIjBXSqnly5er7t27q5iYGBUXF6c6deqkfv/993y3/eSTT1STJk2U2+1WSUlJqn///uEvruK/O1GdJicnq6FDh6ry5csrl8ulqlatqsaMGaN8Pl+ebaVOxdny559/qp49e6pixYopl8ulatWqpZ566qk8vbByXpORkZEKUGPHjlVKqVyBuVLHvyanTJmidF1XtWvXVjt37lT33HOPAlSvXr1OGjDkLM/xPmeLFi1SgKpZs6YC1F133ZVrfUxMjGrYsGH432e6PKtXr863HMcrz+mYOHHiSb8DtG7dOry93FP+ncL4Tl0QNmzYoAB15513qs8++0zVq1dPAcowDNW1a9eTPhA4m5+N/O5Bbrc7T0v46VzDJyKBuRBCCCGEOO/t3LlTxcfHq4EDB4aXHRuYn8iHH36oHA6Hio6OVoC6+uqr8304dSLH+7LfunXrcFDavHlztX///lzrExMTVfXq1c9aeRYuXKgA9dBDD+X7uvzKI0RB+OOPP8IPqTwej3rkkUfUzJkz1ejRo1VkZKSKj49XmzdvPuE+iupnQ5K/CSGEEEKI85pSiptuuolixYoxfvz4f7WPPn360LZtW9LS0nC5XDz99NM4nc4CKV/Pnj0BOxHU33//TcOGDdm0aVN4vVIqz3zHZ7I86gRzWB+vPEIUBK/XC8A///zDhx9+yFNPPUXv3r0ZNWoUM2bM4NChQzz22GMn3EdR/WzIJ04IIYQQQpzXXnrpJX766SdefvllsrKyOHjwIAcPHsTv9wP2fN2HDx8+7usDgQD9+vXj559/5tJLL0XTNDp27MjatWsLpHw9evQA4OKLL+bDDz9k9+7djB49Orw+IyMj13zHZ7o8J5p/Ob/yCFFQoqKiAChbtiy9e/fOte7yyy+nTJkyzJ49+7ivL8qfDQnMhRBCCCHEee3rr79GKcUVV1xByZIlwz8LFy4EICkpiUaNGuX7Wp/PR58+ffj444+54447+P777/nqq684fPgw7du3z3c6wdNVqVIlNE1j586d9OrVi9jYWJYsWQLA0aNHSUtLC893fLbLc6xjyyNEQapQoQJgfybzk5iYyNGjR/NdV9Q/GxKYCyGEEEKI89qLL77I7Nmz8/zUr18fgB9//JHp06fn+9o1a9Ywd+5chg0bxuuvv46maXTt2pXvv/+ejIyM8Jzop+Pw4cPUqFGDfv36AXYrXO3atfnzzz/x+/1kZWURGRkJ5J3v+EyU51g5y3OsfzX/shCnqESJElStWpX169eTlZWVa51pmmzZsoXKlSvn+9qi/tlwnJG9CiGEEEIIcZY0adIk3+XFixcHoGPHjjgc+X/tbdiwIStXrqRixYq5lrdr145Vq1blWX4qihcvjq7rzJw5kzVr1lCnTh1uuOEGRo4cSf/+/fH5fFx55ZVYlsULL7yA2+3m+uuvP2PlyU+oPB9++GH4vfMrjxAFbcCAATzyyCOMGzcu13jyN954gyNHjnDvvffm+7qi/tmQwFwIIYQQQlzQjveF/r980X/jjTfo1q0b7du3Z8iQIcTFxRETE8PHH39MmTJliI+Pp2vXrsydO5dx48bl6tp7JspzrGHDhvH+++9z8803s2zZMmrUqMGMGTPyLY8QBem+++7j22+/5fHHH2fdunW0a9eOZcuW8dZbb9GgQQPuv//+4762KH82JDAXQgghhBCigLVv356FCxcyZswYXn75ZTIzM6lQoQI1atRgx44d3H///dSsWZNp06bRv3//s16+iIgI5s2bx8iRI5k2bRqpqamFWh5x4XC73cyePZuxY8cyffp0Pv30UxITExk2bBijR48mIiKiUMtXWJ8NTZ0sJ7wQQgghhBBCCCHOGEn+JoTI1+jRo9E07ZR/br75ZqZMmYKmaQwbNqywi39coWyboZ958+YVdpEKlM/n48MPP6Rnz55UrlwZt9tN8eLFadOmDf/3f/8Xnj80p9Op61DdHvuaY6c8EUIIIYQQp066sgsh8tW+ffs8y+bNm8f8+fNp165dnvUNGzakUqVKjBo1ihYtWpydQv4HI0aMwOPxUKlSpcIuSoFZu3Yt119/PStWrKB06dJ07NiRcuXKsW/fPn744Qfuuece3nnnHWbPnk3JkiXzvD6/ej1WqG5D223dupWpU6cW9KEIIYQQQlxQJDAXQuSrffv2eYK00aNHM3/+fNq3b8/o0aPzfV3Dhg3PeNkKwkMPPUSxYsUKuxgFZs+ePbRv3579+/czZswYRowYgdvtDq/PysrijjvuYOrUqXTp0oWlS5diGEaufZyoXo8Vuj7mzZsngbkQQgghxH8kXdmFEKIIuPXWW9m/fz8PPvggjz/+eK6gHMDj8fDOO+9Qr149VqxYwUcffVRIJRVCCCGEEMeSwFwIUWDyG2N+8803o2kamzZtYvTo0VSpUgWPx0P16tUZP348AGvWrKFnz57ExcWRkJDA5Zdfzj///JNn//v27WPYsGFUqVIFt9tNqVKl6NOnD3/99dd/KvdFF12EpmmsWLEizzqfz0fJkiVJSkrC7/eHl8+fP5/LLruMEiVK4PF4qFmzJo8++iipqal59pGWlsYzzzxDs2bNiIuLw+l0kpiYSO/evVm8eHGubUNjt7/66it69+6Nx+OhVKlSfPzxx8ct/7Zt2/juu++Iiopi5MiRx93OMAzGjx/PxIkTad68+amcGiGEEEIIcRZIYC6EOCuuvfZaXn/9dXr06MGAAQPYvXs3w4cPZ9iwYbRo0YLU1FRuv/126taty7fffkv37t3JysoKv37Dhg00btyYV155hapVqzJ06FC6devGt99+S4sWLfj666//ddkGDRoE2A8WjvXVV19x8OBBbrzxRpxOJwATJkygQ4cOLFiwgMsvv5xhw4ZRqlQpnn76aVq2bMnhw4fDr8/MzKRNmzY88sgjREZGcuutt3LXXXdRuXJlvvzySy655BJWr16d531vv/121q9fzz333EPjxo1p06bNccv/3XffoZSidevWxMXFnfBYO3bsyODBg6lWrdqpnBohhBBCCHEWyBhzIcRZsXv3bv7++28SExMBaN26NTfccAOvvPIKDz74IGPHjgVAKUWbNm1YuHAh8+fP59JLLwWgf//+7N69mw8++IDrr78+vN+HH36YFi1a0L9/f7Zu3fqvxo3feOONPPzww3zwwQeMGzcOhyP71jh58mQABg4cCMCqVasYNmwYlSpVYsGCBZQpUya87dNPP82jjz7K8OHDw0H+pEmTWLFiBUOHDg33EAi59dZbefvtt5k+fTrPPPNMrnWWZbFo0SJiY2NPWv5t27YBUKtWrdM+9pzmzZt30jHmpzoGXQghhBBCnDoJzIUQZ8WAAQPCQTnYGcABNE3j0UcfDS/XNI3WrVuzcOFCtmzZAsDSpUtZvHgxnTt3zhWUA9SuXZs777yT5557jhkzZnD77befdtlKlChB7969mTFjBt999x29evUCYNeuXcyaNYs2bdpQs2ZNwA60TdPkySefzBWUg51Q7vXXX2f69OlMmDCB6OhoOnTowFtvvRXeZ06dO3fm7bffZv/+/XnWXXbZZacUlAPhFvro6OjTOu5jzZ8/n/nz559wGwnMhRBCCCEKngTmQoiz4tjW3FAQWapUKWJiYnKti4yMBAh3Zf/jjz8ASElJyTcw3LBhAwBLliz5V4E52K3XM2bMYOrUqeEgeurUqZimGW4tz1mWX375Jfy+OXk8HgKBACtWrKB169Y0aNCABg0a4PP5WLp0KRs3bmTLli2sWbOGn3/+GQDTNPPs53S6moemPsvZhf7fGDVqlATeQgghhBCFQAJzIcRZcbzWXI/Hc9LXHjp0CLCD4lBgfKLt/o2OHTtSpUoVvvnmG5KTkylRogRTpkwhNjaWvn375nmPN99885TK7Pf7eeqpp5gwYUJ4WUREBI0aNaJJkybs3LkTpVSe14ceTpyK6tWrA7B+/fqTbpuZmcnu3bupWrXqKe9fCCGEEEKcWZL8TQhxzgu1qD/yyCMopY7789lnn/3r99A0jYEDB+Lz+fjkk09YvHgxGzZs4LrrrssVJIfKsmHDhhOWpWfPngA8+OCDPPHEE9SqVYuvvvqKLVu2kJaWxm+//cZ11133H85KtssuuwzDMFiwYAEpKSkn3Pbjjz+mWrVqdOnSpUDeWwghRNETmmXl2B9d1/F4PFSoUIG+ffuyaNGiM16GnDO9FKTevXujaRrz5s076bbt27fPdR7ySxZ7Lpo3b16ucv+bPDzi7JEWcyHEOa9x48YAeaYWC/n666/5/fff6dGjxwmzl5/MLbfcwqhRo/j000/D49tDGdtzlmX58uUsXrw43+7mjz32GB6Ph8GDBxMfH8+UKVNwOp3MmjWLqKioXNuGsrHn12J+OhISErjqqqv45JNPePLJJxk3bly+23m9Xl555RUAunfv/p/eUwghRNHXoEEDevfunWtZZmYmq1at4tNPP+Xzzz/nww8/pE+fPgX+3g0bNmTUqFG0aNGiwPf9b91+++0kJSXRsGHDwi7KKalUqRKjRo0CYMyYMYVcGnEyEpgLIc55rVu35qKLLmLOnDm88847ucZ8b926ldtuu429e/dy+eWX/6f3KV26NJdddhnffvst69evp169ejRt2jTXNoMGDWLy5Mk8/PDDtG7dmkqVKoXXTZo0iaeeeoqaNWuG5xOPjIzkyJEj7Nq1ixo1aoS3/f3338NZ2nPOj/5vvfzyy/z444+8+OKLxMXFMWLEiPD0bmB3rb/11ltZvnw5F110EXfeeed/fk8hhBBFW8OGDY+be+SNN95g8ODBDB48mF69euF2uwv8vc+1APiOO+4458p0IpUqVQrXnwTm5z4JzIUQ5zxN0/jggw/o1KkTgwYNYtq0aTRt2pTDhw/z6aefkpKSwkMPPUSrVq3+83sNGjSIL7/8kh07dnD//ffnWd+iRQueeuopHnnkEerWrcsVV1xBuXLlWL58ObNnzyY2NpZp06ahaVp4f0888QStW7emT58+xMTE8PfffzN79mwSEhJIS0sjOTn5P5e7bNmy/Pzzz/Ts2ZPHHnuMiRMncumll5KYmMjWrVv58ccfOXLkCHXr1uW7777Ld2z/qUyX5vF4eOihh/5zeYUQQpzfbrvtNp544gn27NnDr7/+SufOnQu7SEKc12SMuRDivFC/fn2WL1/OkCFD2LFjB//3f//HN998Q5MmTZg5cybPPvtsgbxP9+7diY+Px+12c8MNN+S7zciRI/nhhx+45JJL+OGHH3jllVfYvHkzAwcOZOnSpTRr1iy87eOPP8748eNJSkpi6tSpTJ48mf379/Poo4+yYcMGkpKS+OWXXzhy5Mh/Lnvjxo1ZvXo1r7zyClWrVmXu3Lm89NJL/PDDD9SrV4/XXnuNpUuXUr58+XxfP3/+fMaMGXPCn+eee+4/l1MIIcT5T9f18O+TAwcO5Fo3c+ZMOnToQFxcHBEREdSvX58XXngBn8+Xa7vRo0ejaRpfffUVvXv3xuPxUKpUKT7++OPjjjH3+XyMGzeOhg0bEhERQUxMDC1atODNN9/Esqw85dy2bRsDBw6kbNmyRERE0Lx5c7777rv/fPw9evRA0zS+/PLLfNc3aNAAt9vNwYMHw8tWrFjBtddeS2JiIi6Xi8qVK3PPPffkO22q3+9nwoQJXHLJJcTHx+N0OilRogRdu3blhx9+yLVt6Fy9/fbbDBgwgKioKIoXL87LL7/8n49TnEVKCCEuIBUrVlSAOnz4cL7rN23apDRNU9dff/3ZLdh56ueff1aAuuKKKwq7KEIIIQrIu+++qwB10003HXebQCCgSpQooQC1YMGC8PIHHnhAASoxMVENHDhQPfDAA6pBgwYKUO3bt1derze87ahRoxSgkpKSVO3atdUDDzygLr30UrVr165wGYYOHRrePiUlRbVo0UIBqlq1amrw4MFqwIABqnTp0gpQV155pTJNM7z9+vXrVWJiogJUp06d1L333qsuueQSpeu6SkpKUoD6+eefT3o+2rVrpwC1fPny8LLPP/9cAap37955tv/zzz8VoPr06RNeNnPmTOVyuZTb7VbXXnutGjFihOrevbsCVLly5dSmTZvC21qWpbp166YA1bhxYzV06FB13333qU6dOilAaZqmZs2aFd4+dK6SkpJUuXLl1P3336969+6t/vjjj/A2gIqLizvpsYrCI4G5EOKCcqLA3DRN1a9fvzxfMsTxSWAuhBBFz6kE5k899ZQCVOXKlZXf71dKKfX9998rQDVr1izX71nLstStt96qADVq1Kjw8lBgXqpUKXX06NF8y5AzML/77rsVoK699lqVmZkZXp6cnKyaN2+uAPXiiy+Gl4eC2/Hjx+fa93PPPaeA/xSY+/1+lZSUpJxOpzpw4ECu7QcPHqwA9cMPPyillNq/f7+Kjo5WxYoVU2vWrMm17fvvv68A1a5du/CymTNnhoN+y7JybR867zkbEELnyu12q23btuV7DBKYn/ukK7sQ4oL03HPPMXr0aLZu3cqqVato2LAhVapU4YMPPqBXr160bt26sIt4TguNRz9fpowRQghx+v766y9Gjx6d62f48OG0aNGCRx99lMjISKZMmYLDYaeteu211wB46aWXck3NpWkaL774Ik6nk0mTJuV5n8suu4zY2NgTlsXv9/Puu+8SERHBG2+8kStXSnx8PK+//jpA+M99+/bx448/Ur16dYYOHZprXyNGjKBmzZqnf0JycDgc3HTTTfj9fj744IPw8qysLD788EMqVKgQnpp02rRppKWlcf/991O7du1c+/nf//5HixYtmD9/Pv/88w8AdevW5d1332XcuHHhnDUhobH8+XV/b9WqFRUqVPhPxyUKjyR/E0JckMaOHQvYc5PWr1+fQ4cOcejQIa6//vrwL3VxfPPmzZMMr0IIUcStWLGCFStWhP+taRqRkZFUqFCBO+64g2HDhuUKcP/44w8AvvrqK2bPnp1nf7Gxsezdu5ddu3ZRtmzZ8PL8ph891j///ENaWhqtW7fOdz7uRo0aERsby8aNG0lJSWH58uUopY473Vrbtm3DgfC/NWjQIJ5//nmmTp3KPffcA8Dnn3/OkSNHGDp0KLput4GGzsvff/+db5LV0OwsS5YsoWbNmlSrVo1q1aphmiYrV65k/fr1bN26lbVr1/LLL78AYJpmnv2cynkU5y4JzIUQF5StW7fmu3z79u1ntyDnuVDLiRBCiKLrpptuOq2eUYcOHQLg+eefP+l2OQPzyMjIk+776NGjAMTFxR13m7Jly5KSkkJ6enq4LMfbvkSJEid9z5OpVq0a7du35+eff2blypXUq1ePyZMno+s6AwYMCG8XKsvHH398wv2FtlNK8eqrrzJu3Dh27doFgMvlom7dulx88cVs2LABpVSe15/KeRTnLunKLoQQQgghhPjPYmJiMAyDrKwslJ3LKt+fevXqnfa+QwH2zp07j7vN4cOHATvoDgXeoWXHSktLO+0y5GfQoEEATJ8+nT179vDTTz/RuXPnXF3KY2JiAJg9e/YJz8vdd98NwKuvvsqwYcOIjY3l448/Zv369aSnp7N06dJwy7woeiQwF0IIIYQQQvxnjRs3xjRNlixZkmedz+fj3nvv5fnnnw933T4dNWvWJCoqin/++Yc9e/bkWb927Vr27t1LrVq1cLlcNGnSBIfDwYIFC/KdRu33338/7TLk5+qrryY+Pp7PPvuML774AqVUOFgPady4MQCLFy/Odx8vvfQSTzzxRLhXX6iXwpdffkmfPn2oXr16eBz/6tWrAfJtMRfnNwnMhRBCCCGEEP/ZbbfdBsDdd9+da/5ugFGjRvHyyy8zZ84cnE7nae/b6XRyyy234PV6GTJkCFlZWeF1R44cYfDgwQAMHDgQgISEBK666iq2bduWZ+jV22+/zbJly067DPlxu93079+fjRs3Mm7cOBISErjiiitybXPjjTfidrsZO3Ysf/31V65133//Pffffz/jx4+nZMmSQHaX9GOH361bt47HH38c4F893BDnNhljLoQQQgghhPjP+vbty5w5c3jrrbeoVasWPXv2pGTJkixYsIDff/+dsmXL/qcEq88++yyLFy9m5syZ1KtXj65du+Lz+fjuu+/YvXs3vXv3Zvjw4eHtX331VZYuXcqTTz7J3LlzadGiBatXrw5na9+wYUNBHDaDBg3ilVdeYcuWLQwfPhyXy5VrfYUKFXjzzTcZMGAAzZo1o2fPnlSrVo3169fz9ddf43A4mDp1KlFRUeH9LVy4kKuuuoo+ffqQmJjI+vXr+fbbb4mNjUXXdZKTkwuk7OLcIS3mQgghhBBCiALx5ptv8sEHH1C3bl0+//xzJkyYwKFDhxg+fDh//vknVatW/df7jo6O5pdffuHZZ58lIiKCyZMn88knn1ClShWmTJnC559/jmEY4e0TExNZvHgxQ4cOZefOnbz22mvs2rWL6dOn06tXr4I4XMCe3qxBgwZAdov9sW688UYWLlxIr169WLBgAS+//DLLly/nmmuuYfHixfTs2TO87S233MJ7771HzZo1+fTTT3njjTfYsGEDd955J6tWraJp06asX7+edevWFdgxiMKnKRmgIIQQQgghhBD5at++PfPnz2f58uU0bNgwz/rU1FTKlClDvXr1WLhw4dkv4CnQNI24uDiOHDlS2EURxyEt5kIIIYQQQgjxLz399NOkpaUxZMiQwi6KOI/JGHMhhBBCCCGEOIk33niDpKQkevfuTaVKlWjTpg1+v5/169fTuHFjrr322sIuYi5bt249rXnoReGSwFwIIYQQQgghTmLSpEkAVKpUiYYNG6KUYufOnXTr1o233347PKXZuWLr1q2MGTOmsIshTpGMMRdCCCGEEEIIIQqRjDEXQgghhBBCCCEKkQTmQgghhBBCCCFEIZLAXAghhBBCCCGEKEQSmAshhBBCCCGEEIVIAnMhhBBCCCGEEKIQSWAuhBBCCCGEEEIUIgnMhRBCCCGEEEKIQiSBuRBCCCGEEEIIUYgkMBdCCCGEEEIIIQqRBOZCCCGEEEIIIUQhksBcCCGEEEIIIYQoRBKYCyGEEEIIIYQQhUgCcyGEEEIIIYQQohBJYC6EEEIIIYQQQhQiCcyFEEIIIYQQQohCJIG5EEIIIYQQQghRiCQwF0IIIYQQQgghCpEE5kIIIYQQQgghRCGSwFwIIYQQQgghhChEEpgLIYQQQgghhBCFSAJzIYQQQgghhBCiEElgLoQQQgghhBBCFCIJzIUQQgghhBBCiEIkgbkQQgghhBBCCFGIHIVdACHEmbV9+3YOHjxYoPtMSEigQoUKBbpPIYQQQgghLlQSmAtRhG3fvp0alSvjtawC3W9kZCRr166V4FwIIYQQQogCIIG5EEXYwYMH8VoWd1WrQdmIyALZ567MDCZsXM/BgwclMBdCCCGEEKIASGAuxAWgXGQUVaJjCmRfmqYVyH6EEEIIIYQQNkn+JoQQQgghhBBCFCJpMRfiAqDpGppeMC3dBbUfIYQQQgghhE0CcyEuAJpWgIG5dGUXQgghhBCiQElXdiGEEEIIIYQQohBJi7kQFwJNt38Kal9CiHOWUkp6tgghhBDnGQnMhbgA2HF5QY0xL5DdCCFysCyLlJQUUlNTw3/m/Pvx1h1NSeHo0dCyFNJS08jISMflchEdE0N0dAwxMTHExcUSGxNLXFwsMTExxMbaf+b8+7F/2q+Lw+VyFfbpEUIIIYo8CcyFEEKIsyQzM5MNGzawdu1a1q1bx9q1a1mzdi3r16/Hm5V13Nc5XW48UdG4I6JweSJxRUbj9ETijozGVTKBkhWjKBcRjTsikojIKMyAj4z0dLwZaXgz00nNzCD5cBq+PVvxZaTjz8oIr/NmZqCUyvd9NU2jfIUK1K5Vmzp1alOrVi1q17b/LFmy5Jk6TUIIIcQFRwJzIS4EmlZwXVuli6wQJ5WcnJwr+F67dh1r161l29at4SA4pngJ4stUJr5sDdo26UpsiUQ8UdG4IqJxRwZ/PJE4IyJwOHK0WmvBhI7hf2ug7OWhP5WyF2uaHvzIaiil7B/LAuzu7ir4IsuXhTcznYy0NCxvOiorlYy0NDJSj3Bg51Z27NjMso8/5+CeHcHXQ/H4EtSqVZOL6tTJFbBXrFgRwzDO0pkWQgghigYJzIW4AGiajqYXTB90TfqyCwHYY7m3b98eDLzXhgPwNWvXcij5IACarlMiqRzFS1cksV5b6nTrT3yZypQoW5nImDg0DXRdB03DsqxjWq41dM2Oss1AAAXouhYOqDVNQ9ft9XZ4rQVjdC24Xw2nruF2hLbRcBgGAdPCb4EFeAMWOhqOyCjcEVFsXfITH48fTdsOnXEaGrqmY/m8rF+6gLadulHrhoGkpaexceVSNMOBphSzf1nItPen48vKBMDt8VC9evU8AXutWrVwu91nu5qEEEKI84IE5kIIIcQp2rdvH3PmzGHOnDnMnj2HXbt2AnZX85LlKlOiXBXqX3otxUtXpETZyhRPLI/hcoMCRe7u4pZSoMBUJhrBFnAN++8aoGkYuk72Cg07Dldouo6uhdbZLeQohY6FlnmEnWuWcHTXZrauX41Ts0ApDEPH0HQCpolpKY6kpNKiz+24sODwDg7v38PHU98G4Nef53DTLYOYMHEiS5csoX3bVuzcsoGff/yGSpWrsHXLZl6d+DaLFv6KL/0orVr1p8rF7TmansX2zRvYtW0Ti1dv4rtZc0g9nAyAJyKCS9peQpcunenSpQv16tWzH0oIIYQQAk0db2CZEOK8t2zZMpo0acILLVpSNTa2QPa5KSWF+xf9ztKlS2ncuHGB7FOIc1VGRga//PILs2fPZvbsOaxc+TcASZVrUKl+SyrXb0ZixRrElCiFw+lAWQrTNPH5zXArNpCj2zl5/m0EW8FDQ040TQv2cNGC3dG1cC/1YPxtB+G6hmkp9EAWm+fOIMbtYMILT9GqUw/qNbqYSKdO++69KRYdgdPpomSUQUx0FD6/nzmzfmTALTeRUKYCB3dv580p04nyuCiRkEB0dAzLlv5JZkYmt99xp907PliOgGlhBbO+KwUB0+LggQN8/+03rF2zio0b1lO2QiVqNm5DTJUGGBGR7DlwmP07N7Nz3V9s+Wsh21cvxe/zklCyFF06d6JLly506dKFcuXKnZU6FUIIIc5FEpgLUYSFAvMXW7akamxcgexzU8pR7vtdAnNRNJmmydKlS5kzZw6zZs1m4e8L8ft8xCUkUrlBS6o0bEnlBs2JKZaAws6mrmk6fp8PND08jjsUeudMyRBq+Na1UDd0e4hJMCYn1CoeCnp1DZw6eE0wLYVDhyinTmZA4TMtohywd/dOPh87nHoX1aFZ06Z8+tF0du7cwaFDh8Lv+/28xVSvWAbLssjI8rFl5x7efXcyRwM68z+dzGV9b2LQoIF0aN0cLdilPlReFWzpt/+uCH1j0LDLZCoLyyJ4Luztt2zZyM9zZrPo999IT0+nco3aVK5ek5jK9fFGJOD3edm0ehmbli9k24pF7N60BqUU1avX4NJLu9K5c2c6dOhAbAE9TBRCCCHOBxKYC1GESWAuxMlt2rTJbhGfM4ef5v7EkSOH8URGU7FuU6o0akXlBi1IKFfFDkbNAKARCATQNB3TNHMkVtRyNIXbf81u8bbX6bqOYRj22PBgAB6ia6ChiHbA2l++4Z2xI6nbvD1XPfwqZsDPmCvqU65KDarWuogOfW/jz3nfU6FMEj989RlbVi1l/rJ/iHAZTJk6lYnjnqTWRfV56f/eoEJSCeLjS7Brzx6aNqoHwOV3PEJsdCS7VvzG6r+W8OLLr9K2YxfcTgcOhwPD0IPd5u2A3LQszIAZbtE3dLvsVjhS18Kt+fYi+/jMgMmaVX+zdMkfPDJiOIOHj6B0xeoUq1wXIzKGVD8cSD7ElhWL2PzXIravWsyhvTsxDIOmzZrRNdia3rx5c5xO55m+FIQQQohCI2PMhbgASPI3IbKlpKTw448/Mnv2bGbNnsO2rVvQDYPyNRvQoHs/qjRqRbma9dA1A6UUlmXhy/LZ2c6t7EhaaVY46A7HouQMyHUMh4Fu6HYSN+yWZYeuEav72b/xb3avXcq61StZ9dcyIuPiuXX8pwzr0SD8HnU6XY2lIDLrMO6oGGISy7Ns0QK0YmVY9OU0stJTqdmgKY27XMntd9yO09BYtWhesHwaxePjCShISc8k3WdSv0lzostUoWTl2rw74gZqt+hEk0v78M77HzLt/fd54qlnqVSxAoGAjqUUlqUImAG7F4BSOJ0GuqZh6Xq4i70drIOh6yjADCaxU0qhGRp16zegdt369LyqL2tW/s2G9euY9c7z7Nu3h4bNWtOy+9VUvrQH9dv1IGBaHN6zg81/LWTr34t54eVXeOKJJ4iKiqZ9+/Z07dqF7t27U7169bNzsQghhBBnibSYC1GEhVrMX27dhqpxBdRifvQow39bIC3m4ryilOLXX39l8uTJfPzJJ2RmZJBYoSoVG7SkSsNWVKrXFHdkNLqmoSwT07QI+AOYVnCUuHbsWPHc3dW1HOs1TcMwDAyHAWjYsbwKBvmKp6+sj2XZrc9RsXHExMQS6fFw1f9upkKbK/jxk2msmPUJ/e+8n+otOrEn3SLJ6WPPjq0k79zM/l3biSldmbefeRCXy0VMbDEate5IzboN2LBmJd9+NJl7Rz3H1vVr6XFlXzK9XoqXKssNlzYH4IF35xCZUAalFIf37uD/busGQPHEMjw58QN8Ph+HjxwmNTUNSykSSiRQv+5FlCoWQ2KchwiXE123E9dp9skNZ4gPdeO3yO72bresg2kqAmYwaAdSU1OY8cE0lv3xO7N++Ja7Hx5DzTY9OGRF4jft7vTKsti3ZR2b/vqdrSt+Z/va5QT8Plq1as3AgQPo27cv0dHRZ/DKEUIIIc4OCcyFKMIkMBcXul27djF16lQmT36XTZs2klCmAvU7X0X99j2JK1UGyJ4CXNNAB3w+H4GAHUBqObqna+H/hQLxYHI2e+A4GsHx48Hpz8Dunp4UZfcyOexVZHgDLJ/7Ff6sdOZMfZG4YiXo1OMKEorHcvjgATZt3sKBA/vpdsU1TBw7mnZXXE/fe0bx3vMjWfTj59z36JMUi45kxiefUq1hc/ZtXsvWLZvofctQpowdQdtLOpDuV/j9PjIz0tGUQlkBMjPSiYqNo23vm4iv2xYt2LqNAmWZ7Fi3nI3LFnBk3y6iYovjiY7FHRmDpuukH0nm4I5NBHxemnfuyaWXdqNa2VKUinETE+nGEewRoGkEx6fbqepM0yJgqeD51XKNQw998TBNk/T0DOb9NJslfy5myluv8ew7n1Gqck12Zuj2/nLM2e7LymTDkvksn/0Zm5b/TkRkJNf27cvAgQNp1apVjmEFQgghxPlFAnMhirBwYN62bcEG5r/+KoG5OGf5fD6+/vpr3nnnHX788UccThe1W19Kw85XUaFuU3TdnnbMtGM+lAKHYc8Zbpkmfn+AgGkCuacuC7WGhxK02Rvk7M6toTS71VjXQAv4mPV/I3ApP8qycEdFU6FabcqUq0Cpi1oy85MZLPpiCqmH9gMQFRdPdHxJAj4vCWUrEVUsgU43DiWqWAl2bVzNlBH9qd6wBVnpqUTGl2LP+r9RZoDmHXtwJCWVVu07k3L4EBnpaVhZaThdbqLiiuMPmERGRTHni49IrFyLdreMwDreb/5Q8rpgV/zQ8SsgEPCzYu4XbP17MQGfl0t6XsvVvS6jdlIMHpcDMxDADFg4HDoOIzgMIJgwTgXPZugbh2kpLGUH8oGAFcxk72fiqy/w2Yz3ObB/H1HRMbzzzW/s8TpID4DfVGi6Fn6IkrJ/F0tmf8GKuV9weN8uqteowaCBA+nfvz+lS5c+Q1eXEEIIcWZIYC5EEZYdmF9CtWLFCmSfG48cYfivv0hgLs45q1atYvLkyUydOpVDhw5RrFRZ2vS5jbrtelAsNpoI3URLP8DOTRswvEdZtmQJparUpkrH69A1DcPul40ZMPEHTLuLtq6j6Vpwvm0tO3s6ObqwB5OgKews6v4j+9g071M2rlzKbbcOpHWbtqT4LHbt3sfc777m7Tdf5+a77qdap+vZtWsnh/bsILpYPPFlKlE6xsHqRfNwBTIoXr8Dyh2FHvCzbelc4vUsShQvTioejjqL89t7L5KavJ/ExEQswIoojvLEEDi8FysrDaWgeIVqxER4OLx3OxWr1MBTvCSVypYmvmQpYsrVZFuqhc8iO1BX4f9l00It3irYbV0n4+ghls36jC0rfqdBm870u/Za6lYoSaTHhdvlxOVwhLvum5aZHZwr+4FIqHu73a3dDt7NYDb4tNQUxj41ik9mvI+uaVzcsi2du19OxYs7cSjgINO0eyAoZbfOW2aALav+5K/Zn/PPorlYZoDu3XswcOAALrvsMkkaJ4QQ4rwggbkQRZgE5qKoO3r0KB999BFvv/02S5YsIaZYCSrWb077PgOoUOMiYswjrPn1O9b8+RuWaZKUWIqq1aoS6XEz8tExALwx52/2+VyAhlPP7tpuWgor+D5auNu6LfSL07KCrcKWYs+Gv1k76wPinAFu6Hc99Zs0Z+2m7bw95X1WLvqZjLRU4uLi2LplCwCt21zCxa0u4cD+vSSUq8KCeXPRso6ydMkSAG58egrxDi9fvzOeGrUvoku7Nkx47f9Iz/QRXbIMY8c8TnR8Iov+WMz0KW9Tr+u17F65kOIuRYTLxbotW3FHRJNYLJqa1asxZ+4cVq9eTZuOXdmxdTPbNm+kV9/+XDr4MY54LQKmfTz214Jjg3MtfOBa8AGGpumYAT9rFs5m1bxvuLh5S4bf1h+vcuA2DFyGTrG4GHTdsOdq1+3u/zmzt9tBusIMRu6hryQB0yQzI4t+fS5jzcq/wsUYNf5titdoSorlwLSyy6WUQtMgMzWFlfO/4e+5X7Br42oSSpbi5ptuZMCAAdSuXbsArjghhBDizJDAXIgiLBSYj2/XrkAD82Hz50tgLgqNZVnMnz+fyZMn8+mnn+Lz+ajV9BLqdrqKGjVrsnPxd2xfvxLT7ycqKpKel3enY8d2eDweLGURnLyMAweSefrZF0k+msqV/W4kI6oserGy+JXdXV2HYBBp/5o0LYURDARNpXIF6ZalmDLif/S4+no6dOzIxk2b+fCd19mzbSPlSicx5O67ad+6BW6HzsEDySjdICYmhg8++IC6F13EwNtu4+o+1/HoiPvpfU0fej70GpZm8Hy/lpSuVJ1Hnn2ZVvVqsmT5Xzz64DAi4xK4vs/VfPnNN1Rq3pUazTqy+MspXNGpLT27dMD0+xj5+OO07tab7m0uxmNopKSkcNNNNxIRHc3B/ftJKJFARmYGNWrWosklXUm4qBWW4UShkeq18IenPgOlkStWz5nwTln2dGoznrqLi5q2RvemUr76RdSt34hKCdGUKxWPx2ngdrlyZae3gvu3LIUZDMpDXd/tXghWMAmfn3fenMD/vTyWJk2aYZomN4x8kcNGMXuOdc0ehpBdPLuwezevZdmsmaz59VvSU47QrHlzbh00iL59+8oc6UIIIc45EpgLUYSFAvNXOnQo0MB86M8/S2AuzrojR44wceJE3nnnHTZv3kyFSpVp0PlKqre9gtgSpchY+xO/znyPQQNuolHj+kRGROJ0uQBwOgwsyw7iLEvh85tYyu62vmnTRn744UcWLFjEdXc/hCrXmCwTop0Klw4+C1y6ReDofg7s2UVUQlmSN60EVwRlGrTFUnaSt79++5nPxg6nRrMOlChTiVIVq/HZuPsBiCtWnG/nLUIBsS6dKJcKtsIr0tLT+PSTT+n3v+sJ+AMMGfYgPR54lRQ/BLwZLPr8XQ5u30ilGnVYv+ovIvGh+dIwAwFKl69Eq0GjsVxRfD7uPtp27UnrRnWoUaEMMW6N/ZkWJTwGkQ67JXzlytVoOlSvXhVdd6Khs2fvXr759hvmzv2JuNhYnC4nPa+7mfhqDbHQOepXpPnBb2V3PweyA+JgAO3LTGfrqj9xuj289+jAcL3dOvRB/nfjAJISilMizs58b5pW+KFHqFt76Me0LLvl3lJ4vT7SM7LQdA2nQ7fHuS9ZxPvvT+OqYU9y0PQACt2wM+AHO9wTCs4B/D4v636fy4q5X7Dpr4V4PB76XHMN9957Lw0aZE9NJ4QQQhQmCcyFKMIkMBdFQUpKCq+++iovvvgimZmZdO3Rg0suuwq9fBNSfBp62l7mTn6OKuVLctsdA4nyRKKhETBNNDRMy8LpcGKaFppOeFqvUAbx1JQUli5ZhsfjZuKb79L/rvtZvnghOzeuxefzYTicmKZJuTKJrFyxkk0bNzFg4I3M+ek3AoEA+/ft5a4HHyG6VHnia7Ugw2/hNeGPT1/n+ymv5jme5WvWUCxCz9EtHELj148eOcqQe+6jSp2GNOnRj0xXMTIDsHfbRsz0w2SmHIU9q3nsoXvRgEWLFvH61I+4dNgLbFi+kOmPDaLv7fdx3Q03UTzaQ3G3hhWczkwpRcBSmIBTVxzxafgDiqRIHZcGKUcPk1S6DPv2H+DNN99g/YYNYFkUSyhFm0t7k1CzEXsztHBLerh3e6hfOio8Fv/3L6eyf8s/XHPNNZQvEccfK1aiRcZy8zWXUy4hHkM3gmPE7WMHhWmFAnMImJYdoJsW6RmZKAXp6emkZnnJ8vp45vH76TrwAYyEioA9h7quazmGyIeOObuMSimOHtjN8jlf8NesTzh6cB9XX30NY8aM5qKLLjoDV64QQghx6iQwF6IIyxWYFy9eIPvcePiwBObirEhLS+O1117jubFjyUjPoGvvPlx140DSvQHWrljKvK8+YfP6ddSqU4dHHr2XGjWqkJaRjhmcA1vTwKk77RZy04du6BiGjq4ZOHQdZVks+XMZmRlZtGrZgoT44vz2xxLm/7KADu1b07BBAzAMMP3ohoFS9nRoDt3g6NE0vvziG7755nuqVatK+3Zt+GvFanbtO0jry/sSW7UJrz94Ew3q1aXJJV2onBCBYWZSKrE0iUlJuB12wJzqU2xLgZKRGsXcEOHQ2Lb3EG9Nm8E3H3/ALWOncnDfPpZ/M5UYtwPLFU1CyQRuHXI3FYq5yDh6kOv73cL19z1FRMV6bFz2G5uW/UrKgb0EfFmkHNhDfFw0ccXjiU8sTXyF6qRmmqTu387GVSuo2qAZlWvUpu/lXUmKdhDh1NENJ2gaAZ8P0wywc9dO3pv+EVu2befyQQ+QFVOa0IAAFTrRAEph6PYwANNU/PPHzyz78ROsgI+4hCQ0LFq2bsug/11NmYQSgEYgYOJyOUEp/KaFZdnt3n7TsoPzgEnAtFvQA6ZJVmYmg2/rT0SpClxyywgMpxOD0BhzDYfDCD+ACM2v7k87DN40SpQuT6rPLqrf5+Xvn75kwSdvcmT/bvpeey2jR42iVq1ahXClCyGEEBKYC1GkhQLzVzt1LNDA/J65P0lgLs6YjIwM3njjDZ5++hkOHz5Eldr1uW7kyzgsL7PfeobyZUpRpUolnn32RVq0as5zLzyBO8KNzwxg6AaGruMLBLAsE9Oy8Jl+TOx5yT0ON07dYNumbWzbvJ36jepSvlxZHJqDrIAXEwuH7sCh62iajqHrwYzr9n8aGrqmE+F049Sd2FOABcdFY7Fj+w6+/Opbli1fwcHkQzgj40g+cpRhD4zA7/eRkZlFekYWR48cZtPqv9i/by/KsoguVoJqdRtRrnJ15nwxg4MH9tGkRz8iPC6++L8nuKb/zdSokMjnn39B8SoN2LN9C69MnIgndSeffPo5c+bOo1nPG1CHtnPdTQNZnhJNZgDef/h/DLrlRo7s3cnGjRtYs3YdtVt2IalRR8pWrsaRHetZtXQxsyaP4/XvFlO6RCyRDoj3aMQ49HAW+iyvn8dHj2bLtu0MHvsuR3zgM+0AWNP1XK3Teng+c8JBuwasXfgjmRv/YMSjj5IQG0V0VDQOw4nL6cLQNXwBE9O07BbzgB2Y+wOhqes0lKVITUtn7FOPUK1uE+Ibd8GrOchOyWczDJ2AN4vkf/6kdKVqTHr8LlKT99GwQT1697uZYtWakOzVSfEp/JmZrPj5S3779G1Skvfxv//9j8cff5xq1aqdjUtdCCGECHMUdgGEEEIIgKysLN58802eeuopDiYnU/Pittxw+2MUK1WWdd9NZufqxdz30ANUrVgKn+mn93VX2AnCLAtTWTh1B6ay8JkBTEw0QwNdw6k7UWYAUCTvT2btijVUqlyBTj06EuF0BxOHKZxOB7pl4TdNAlYAXdPDycp0TccimDkcO/Gb7tSCY9YtNMAwHFSqXIGhQwez+I+lvP7W++zYvZcOV1zLb4v+xK0rUCZ6TEm+fe8t2nXsSPXqVXESYN2GLbgjI1m7ZhWlqjfg6gf7Ex0ZQUBByq5NLJo3l9Ux0XiKJdKsfVdmvfd/JEZpFC9RgXvvHY7X62ftH3O4pf91jBhyK9c9+wFRWfspl1SKvr17odsjuvnj79WMnzCJhlcPwdIgvtJFNE2qxt6NK3nlwUE4nS6Kl69Oi/ad6d6hNWWiDTSl4fd5iY2KIMbj5NtXHqZuwyYUTypHQoVqHHGWICVgzw0fEuo6H+rzrgDTVOjFSuPWLXzpR0n1puKJiMKILYlhuHAYwfMdsFAODdAJmBqmaWIYBl6/j6ysTAbcMYyXn32cplHFiKrVEis8HsB+QBIImGxYvpAPn7iTWg2bsmP9aoY9+SJXdWzK5x9/wp/vvkm9ho1pduUAdmgRNOl+LQ079WbprM/48rO3+eCDD7jxxht57LHHqFy58tn8CAghhLiASYu5EEVYqMX8/zp3LtAW87vnzJEWc1FgfD4f77zzDk888ST79u2lasOWXHPP40SVqojfgoA3k2eusa81w2Ew5/fvCVgmActEAUZwPDmahqksPIaTKHcEmq7jNwP4LZOsjExWLVlJVEQk9ZrUxeF0YmgaDt0Buobb4cQM7tNvBjBNE7ADTEPXMXQjmDFc4dQNdE0PxpwaDsPAaThw6AaaZgfru3bs4Nvv57B6zT9omo7DYRAVFcGuXbsx3FHsO5DMu2//H/GxUegazJn9M2vW/sPWbdtJS0sjOiaGw4eP4jUVWCYvTpzEglnf8sB9D9D98su49+7bqFmrdnDaMQ2v14fH4wJ0ul92BTeOeYOPXnyEZx5/mGrVqtoPEjT4fObnfDPnFzrdNRYTI1wHHz9xGzf3u4rp703n4isGsGX9GvZt3cCoZ5/j4rJRoDQsS8NSkJx8kL///pvtO3ey4q/lKE2nV78BRJSpgV9ppPoUKX6N7K8X9gR0llJ8/PTdVKhag379+9OoQjFcDp1ITwQuTxQRkdH21kqhgi3wfr9FZpaP1PTM4LXiJzkllY8+ep+A5qRap76Y6KAUStkPSCxlYRgOtq78kz++mY4vM53o6GieGPciVYs7cesaP//8C9Pee4++Q0eT4imJT9k9JPzeLJZ+P4OFn71FZupRBgwYwKOPPkr58uXPymdBCCHEhUsCcyGKsHBg3qUL1eILKDA/dJi7Z8+WwFz8Z36/n6lTp/LEE0+yY8d2KtRpwuV3PUHZSpXRNYhyWBzdtoYDuzczc/JEBt5xE63at8JnBdA1DQMdS1PhKbN8AT+WpYhxRhDtjMDUFFkBHzu37GDrhq1ccklrihcvjqUsLCwCponT4cRhOOwgUlN4A178ZsBOmKbsoFsLds1WgKaCreTYQXrOYNztdNld4JXd3R3N/lPTwNDsIDgzM4PNOw+QVL4C8R673PaOtXAyuJSUNEzLpFhcsWCiOvsBwJdff8+OXXu5+85BBAdjB2koZSePMy1YuHAh48a9yEMjH6ZWvUa4HRpZAYVTh83b9zD0nnvo+9gkPLHFghPHwfyPJrJjzVIsy+LqB18iOq44C6Y8w5XdO3BZx9YoZQflGvafGT6T5MwAhqZxaPd2pr37DoeSk0lJTeW6O+7Dm1QPP3p4WjXLsr9qKMti07IF/DX7Mx56ahzViruJcGp4nAbFS5TA5YrAsiwspXA6nWT5/Hi9Aby+AFleHygYPeYxdiYfodNNw3HFFAc0UBbKNIOn0u5arxt2Ijq/N4vXBl9OyfJViI0vwW3DR1CrdAx7t25i6pSp9Bj8OPuydDuzu2YH+X5vJku//4gFn7yFNzOd22+7jZEjR1KmTJmz+yERQghxwZDAXIgiTAJzcS4KBAJMnz6dMWOeYMuWzVzUthvtrh9CqQrViNHS+eeXr/h2+jvs2rmLVm1a0Lx1M7r26IzmMtANA4/ThVN34HI4sAIWFmBikebNwPQHiHFGEFAmmd4s/vh9KTERkbRo3gyn02UnLFMK0zTt1m+H0w7idHvWchOFpZmketOxLAtdtxPGhcaWW5aVPX93sGu7YRi4HU4cugNds7u9Ow0nSik7QMdOGqfrdib20Jzgmma3JENovnAtPKY7xP5nKHzWwn8PjXcHO5O5z9TwBiz8FkS5NNwGHM2yuOOu+6hUvSYul5uN69eRnuml+RU3U7pG/fDrQ3K2bwcyUvn25fv47P1JuBwGlqWFM9qjNO4YMpy9yUewXNG0vepmOl5chxpxGn+v28ib706jwx1PEFB6sMihbu3BA1KK9X/8zB/fTKdWvUb07tOXRpVLUizCQWRsAi6XBz2YZd0MTm0XGnPu8we4/urLuPXRlzlkxBJAD58oMxAIJoHTw8dkOAxyfsvZ+c8K5k59GU9EJA5DZ9XvP/H0F0vJUob9IMVwBuvDfmhietOZ+/4Elnz3ERowePAdPPzwwyQmJv7Lq18IIYTInwTmQhRh4cC8axeqx8cXyD43HDrE3bMkMBenzzRNZsyYwegxY9iwfj21WnamXb+7KV25Bq70vSz7ZjI7N2+ga7cOdO7WEd0w0HWddF8Whq7jdnjQLQ2HptvRqGYnBdM0ByaKwxlHsLCIcLrZt2c/f/6xlHqN65OUWAoDHYfDgbKCwbSm4zLsQN2Or+084w6HA9Mw8Vo+/KaJx+XEoRt4/X78VgAFuIJBt2mZ6JqG03DgNpx4nC604Lj0cCit5Q6y7dZ1+yHAsUnL7Ndo2VNwa3lC9HDLeujvoczopoKsAOxOs4h0aBTzwNjxk1i/dg2NGtQloWp9ohIr448qScDKLgvZuyLaCcWdfo6mprNx5TKmvzSKWfPnkRjjss+RCs0Dr/PSy+M5dOgwLTp245Ovf+Dg/r20at+ZQEoy/sgEqrbtGR6fTyh7u7JyH4MGW1b8zqIvplG3ZQfuuqUPEQZEuQxKJZQkMioa01JYlsIfMEHZCeKWL1vGE489xDUDh+Ku0pC0gF02MxAIPkyxeyeEelLoweR0wYXB3hF21nm/z4snIjK7XKE/c2Sa1zXwZaTy/TvjWPnzVxi6wd1338WIESNISEg4rc+AEEIIcTwSmAtRhIUC8wndLi3QwPyuH36UwFycliVLljBw4CD+/nsFNZt1oF2/ISRVvQgDk9VfvsaBLWv53019uaheHUxlhefe1tBwKAMz4EMzHBhoGLqGpVkEVABfIICBE8uy8GFn8P576d+kZ2TQqFkjXG5XMBjXcOg6um6PDXdqBpHOCByGgRkwMU3TXqdZeLWA3RoOhFrRQwnitOB+NM0eM23Pl63jMhx4HK7geHSHHZSGg0B7T3ZwqAUDd8JzfivLCgaCKnsKsmMD+3Awbv8vZ2t3zlb2dD8ElMYX3/zID3N+gawUoh0WR1NSadCsJY07XI5WvByHssBrZgf+c6eMw7dvEyViPERGRBBXoiRKd3LzbYOJj3IT5SJH+RQogzVr1jJl6lT2HzhIpSrVMSJj+XvdBrre8RguTxTZew+ezXCreejhg50cTlkWP384AX9GGv8bPJym5aMoEemiRMkkHE5nODi3LEUgoMjI9LJp8zZGPnAntw5/hAMxlfEFzPC89Lqhh5P0hc6WrutoevaDAg2FpoE/YOZ6UGIXK3iyteyu+LpuJ/lLO3qYbyeOYf3in3C73Tz37LMMGTIkWJdCCCHEvyeBuRBFWDgw796tYAPz73+QwFyckoyMDEaPHs2LL75IUuVadB/8OBVq1SfaCd59G/jq7Zdo364l1113BQrwBfwELNNu1VYGTt2FVwXIDKTgwEGcJwZ0OJhxGEN3UiIyAZ83i8xABvsPHWDx70upWbM6lapUwhfwYVoWGnqw27oj2FKsY6AT5fBg6DqB4DRdCguc4McEFFk+Hw6HPYbcqRuYKjR7t0bAMjGVGZ5aTdd1HLqB03DicbjspHFazq7n2A8bCAZ6mn5McK2Fx5Or4PRsOdrQCSVPC22bZWo4NDB0u5u8UrA/01729dff8NGnX9Giex/K6IcZfMt1BAImC377nc+/+p6D+/bS+tIrqNSmF0e8Cm8AJt3dmzZX/I+EWA+ph5PZvn0HC776gPrtLqN+685ceekllC4eSazbIMqlY1n2ePEjWSYqEGDNX0uZPOVdWnfqQeU2vdiZnrNHgApOKafCx6Kwso8suNmmZb/x22fv0LJLT3r16kX1UlGUKl6MqKhIzGCCd7/fJCPDy9GUNP5a9idz5/5Iq+vvYb83Z28Ewu9H8MGIFnygQ/BhiBZ8X8uy50jnmAcg4aA+R4u7ptnDMFCQcfQgH4+9j+2rl9KyZSsmT35H5kAXQgjxn8gjXiGEEGfE/PnzqV+/AeNfeZUONwzjlhc+omLt+kQ7FQf+WcSXk57j0UeHcf21V6BMhaUsnIZhtzwrN2le+HLufFZv2wfE4dRiUDgJ+ANoAQ3D7yQrw4dpKlavXMvSxX/RsUM7ala356AOKAuH4cBlOIhwusNBcWhsuRUMvgMBu4XcMHRMy547OyUrA13X8ThcRDo9uJ0uPA4XTsPuJu23AnZwbtmvVZbCtCy8AR9evw9/wI/PDOAL+DEtC0tZhELCcNBIdq/pgBUgy+fDUhYEp2NDWZiWaQeJGuFx17qmEbAg04TDXo0tB9J5cNRYbhlwB/0HDObXldu48r4XWPfb96T6ITOg47d0Fq/axLJV66nb/QZmff05b4+4iaWfTgSlGDBuOm5PJH5LI6JMDS7q3JeHPlpMl4EjOHzkCCMfvJ9bBtzKH9tSSPeZoEx++OF7Lq5Xmw+++IaIinV5/Pn/Y+vGdcyZ+pI9NVxwirbw038VPLLQk4rgOQg9jKjSsBXXPz6RNL/i4Xtu4+HnJ7Jg3TaOpKaTmpZORkYWAdPC4XBQLC6GKlWrsnn9Wor7D1HMbQTPWc6R8jnfV2Fadut8KFhX2GPm7Zg8WN7cowvseg3mI1AKDN1+yBNZrCQDxr5Hv1FvsGLVGurVr88zzzyD3+8voE+PEEKIC420mAtRhIVazF/r0Z3qJUoUyD43JCcz5LvvpcVcHFdKSgoPPvggkyZNouJFjbnsricpWa4KJuDSFWmHDvB8/3Y8PfZJenTvRECZOAzdzqoe0Nh2IIsnHrqfNStWAvDoi/9HWsBBl9YNSIp24NDhaMZRNOXE71P8sXgxsfFR1KlTE8MwMLFID2SR5fMR7YokwunBUhYBTAxdx/RbRDhcKAu8fi+aBS6HAxyQFsgiy/KhNIhwuIh0eXA5nPaUbMGp1LwBHwHLxNANDM3uNq0HM7UDwUzt9nJD14j2ROIOJhULJX+zW8xDYatGwAoA4AxmiNeCiebQwNANu8s34ZgSTdPwmrAz3WDqW29jRSdS85Irwt3ENy1dwLrf55BycC9lKlZm16a11G7dje7dL2XB1x+yccMmDh9N5aJLLqNuh15omobHUHgMMJVGZgACwYDZadiZ2OdMHc/+LWtp2aEL3Tq1JbZ4ArM+n8GrY58E4KJGTancsDUrFszi1qfeREXFY1o5A+TQ0YJlmXY3/RyJ2nK2cGMp1i+Zz7IfP6ZmvUbcOGAgVROiKREbh6U5CARMsrxe1q5ayQtjn6Brzz7ENuxMms8KdlnXcj4SCLN7K2jhlvDQ2HfTtLJbzdFAqXAPBbDr1+lyoKHhDyWZCz5ksAI+5r77PIu+/Zi6devy7uTJcm8UQghx2iQwF6IICwXmEy/rUaCB+Z3ffieBucjXt99+y+2338HBQ4fpeNNwLu5+XY5kXOBNOcjv742lTIkI7hp2O5rDwGUYHM4IsHTlNj5+dwrLF86nYrXqjHttIlOmfsDu3fvYu2U9z7/5BhUSoonzRBHhNPhn3QZWrlpD20vaEFAZmNjjxNEgy/QT4XRjmSZGcI5x0zIJKBPd0tCUHbh5LT+6puExnKT7s1AGmJqFz7QDZZfuIMrlQVdgocgMeO2pvHQjuM/s8fBgt2pbWDh0OyGcoeu4DScuw4HTcKCHs4hrwdbx3EnYQv/WQ5nMQ+OeCQWKdlC5P8XHU89PZOumTUQWS6D77Y/giogOt0aHfrH7M9PZ9NdCql98CZuXzOevb6dxJPkAhieKAS9/hkIjLmMHxRIS2Zamkbz8R5yZR0iqWIXY0pXxFCvJlnWrMLwpVG/Ukj0pPv74ZS4bl/1OyqEDFC9dgVp1LuLIni0s+2UOJRJKUq15R6q07kVCiXiyAjnD4+CRWFb2P4NBcM5W9dyt7Iq1C2ex7MdPuOyWu+nSsgkVYh04DDeHUtNRpp+oiAiG3nkrvW+8A1/pi/BZZOcAOOYbTmjMuKZpaLoePs9K5ezSnp34TeV4mOB0GDgcBgHTxFJgWfY4dV3T0Q2NI5uX8fHLo9m9ZRP3338/o0aNIiIi4vQ+QEIIIS5YEpgLUYRJYC7OlgMHDjB02DA+/OADqjVuw2VDRlGsVFly9g0+uHUtr919FQBjXn2VRheVp1SJ4vy6ZDNvvvYWm1cuwQz4qdmkNZamg2VxUdse1G3fk9W/fM3W5QsoV60W1/S5hoP//MWGf9Zw22234fOmkulPR9cNTDNApuXDryywFB63G4/TTUZWJlkBn510TTOCgZsFOkQ6PaRmpOGz/DhdTgyHEUwSpzA0Haeu25nBzUB4mjJNgcMwQIOAabeeO3QDU5mYlj2/eaTTTajl1mU48Tiddgt7sDu7hb3/nHOhhzKf6zmC9VDCNSvYSvv3+h089vgzNO55M9Uvbhdu6T2mF3Ye37w2ipT9u4guXpKONw0nKr4U21b+wc/vPEvZilVo1PtW5rz7PPfdeQs7t25h0+YtHDiYTLny5UlKSmTB/F+oUbs2rXpeR7KrDJkBOLh7O3s2ryN593YO793BX7M+4X+PjKdem65EO+BglsJSWq5k85YZsM9hKCgOPknI9WUk55h0TSMz9Si/fvwGR/buoEnbThSLiSTtyCESKlSl2yUtyDx6hNEPDefuJ15hn4ohy8yx//CY/WBvA0It5hqaboQT0VmWFc7YnvNJQSjA1zQNt8sJGvj8Zo6kcPZLnIYiglT+/GIyn0yeTKVKlXh38mTatGnzbz5SQgghLjASmAtxhiQnJzN69Gi++uor9u/fT40aNRg6dCgDBgw47X09/PDDPPfcc8yePZvOnTuf8utCgfnrPS8r0MB88NffSmAuALv78YwZM7jrrrvJ9PnpOmgE9Tv0ztMKDOD1ennumobhf7/y9hts2pHMd19+yWX3PMtrt3en7bWDqX7xJcSXqYSy7OmvNDQ0w2D/1n9IPXSANT99yp0jRnJ4yxouadEEt8dJZmaG3SKv/ODQ8Jl+UBrFI2LI9Hs57EtFodAtjUBwLnIVSkpmWpiaRVRkpJ3ILUfg5tQNrOC85w7DDtCtHIGeUgpTWXbiN93AZwZw6nbruEMz7HHMmhYemxxKRAbgcjhx6g67S7yuh8efQzA2VDkSxWkaYLFyww4eHvkMlw8fS0yJxFwJ5E5aV8f8W9MgI+UwP056mprN2lOn3eV8OOZ2nhk3losrxmJaoVfZ4axpmixf+heT351C+Rr1SaxeD1NzEFu2Gn5P8fD4blNpwfnc7ccYoZbo0CVhmSbKstCMYBd9K7tlOjzuHJWdxT1HgX1Z6Wz48xd0TeGJimHnhjXsXLuMuk1bEeNUbFm3mj4Pvkhyphmck9xuDc/5TSeUyM0eX24njLOngbOwTNMua7C+lBUaQpCduM/tcmIqwnPah14bKqzTAA6s5P0XnmTdytXceeedPPfcc8TExJxyXQkhhLjwSGAuxBmQnp5O27ZtWbVqFUOGDKFWrVp8/PHH/PTTTzz99NOMHDnylPc1f/58OnbsiGVZ/yEw70n1hAIKzA8mM/jrryUwF+zatYs77hjMN998Te2Wnel2+yPElkgk1HYbCukUEOM0ObB+ET9Om0iDFm1JyzJZ+efv1GrVmfqdrsHhjsI0A1gBP36f357iyuFA0/UcY5JBNxxs+GMunsy9lC0WSdXq1dm5dROHkg/R9pJWFCsVh98K4FcBinli0JTGgcwj+FTAzsqNhi/gR0fH6/cC4HA6cDocweAYnLphv7+hg7KTuqEUMRGRWErhDfjI8Hlx6AaGptnTqaGFx427DSc+0wRN4dLtVnItOPZbR7cfEGi6/RBA08Ot7fb728vt86fCedk1DTbvPsjQYY/Sc/jzxJRIOr3KOl78rnLUlAYb//yZjF3rePzeW4l1Zydmy84Nb0/n9u2333Mo+RAZWV6WLPubng++SqapEeFQpPo0Qg3PUYaPWN3H3kB0OMZWCpRlhnsChBKrEW49V8Epz1XuYoYPJTi1XDAoBotNyxeyf/smylWrTeX6zfCZoGs5u7SH0q3b51LTtXBrvB6aRi+YpE9Zlt2SjhYO6nM+NDAMHYfDwFJgmlZ4vLppBoKv1XEYBh4tk3/mTGH662+TkJDAW29Oolu3bqdXb0IIIS4YjsIugBBF0YQJE1i+fDnTp0+nX79+ANx6661069aNMWPG0L9/f8qXL3/S/Rw5coQbb7wRp9OJ1+s908UW4pQopXj77be57/77wXBx9QMvUrtVJ3TDSXYIZ7eYurQAW5f8xJfffsSKPxZRtko1Zs38FK/Pj8MTRcNL/0fA7ycj9agd5Og6DsOBptutzSo4jjdnYi7N4SaAi4wAJHtNGrftyOrFv5GYVIo0XxqWDrGeKAxNx+v34dGc6GgElIXb4cKhdLICPgynI5gIDCxlYWAH1vY0aEYwW7tFwLKI9kSg6TqWGSBgWSgUPjNgv07Xg13S7XHHphmc7k3X8Vk+QAtPp2boCiM49ZoZsLvA65ZJprIwNAdupxNNc9ld3nPMhR6wFGPHvUa7mx8iJiEpn+bvUOWcrPLyW2i3cFtA1Sbt+Oj7T1i2bhuX1K8AqHBSOx0NFZxb/vLLu4ECUym2P/YkaVtXYJVpiGnay0JTlX8z+RWS1y/j1qH3k5rYGL8V7NauGeEu7KGs6NnNBBqapjhes0F4BHowoNc0nWoXt6Nak7b2QwTDiUvPzqYeiqzta1OhlN0dQQtNZRecS13TNXRLsyfLC+UNCM0vH3zSoJSyr1PAcDgg2ItCKYXD4cA0TcyASQDI0D1U6Xwbz7Roz3svPUf37t3pf+ONvPzSS5QooB5MQgghig6Z4eoB0QABAABJREFULk2IM2Dq1KmULl2a66+/PrxM13UeeOABfD4fH3zwwSntZ/DgwViWxR133PHfCqQHW4gK4EfuGhe2jRs30qlTJ2677TaqNOnAba98Tp1WnTEcLtCy53t2Zu1j/Rcv8Uy/trz9xH0cOJxKm6tuYdfmjRiRcZSt3ZQrhj9PZloavqwsNM3A6fLgdLogGJRr2N2NDV3H0B3BOaotiidVYMkvszmUeoRde/dxJC0de15scBpOTDNAmjcTvxnAMAw8hguP7iJCcxGtuYlyeIhweXDoBi6HA5fDYbd8mwECVgC/aeIN+PGafvyWhdPhwKHp+H1eUjPSSM/KxLRMNAi2emvB8ckWTl3H5XDgdrpA18kyA2QEvGT6vWT4vfY87WbAbolXVjDoNgmYJj7TR5bfS4Yvi0x/Fr6AD5/pJ6BMDh09TEpqBqWrXZQ3tj5ZUH689VrOP4MrdZ3ONwxh+jtvYalgC3JwnLb9OMKeViyUt83QNe6/726+nvwyxfV0LIIt1dhd2vds3cjzr73Bj59OZ8u3E4kxfME+A6Gs5lpwlrJgt/LQYHQtZwFzC8XalrLnhreU3QVdKdD0HGP4TTO4PHsce/ZOcs91rsJBfnBseqhreo51oVHqCoU/YO83NIVdaBtdN9ANHTMQIBAwCVgGKZF1uPmpN7j78Yf54ouZ1K5dh08++QTpsCiEECInaTEXooAdPXqUdevW0atXrzzjbJs3bw7A4sWLT7qf9957jxkzZjB79mx+/fXX/1QmewxlwUTUBbUfcX5RSjFp0iTuvfdePLHxXP/4G9Rq2tbuJqzpGLqGlnGAlbNmsGntarZu2ojfm0XtNj2o37EXZarW5fcv3uWS64dwUdseeKLjcBgOu7s62K2RwW7SoY9NdoumHaDrwTnES5avwh0PP8SW9etYtmA+6/5YSNtmTewgDQun4cTQ7ezZKIXb4cL0262cutLQA+A1vSgtO/u3YQQTwqHQVbAbuaVwGTpuXSc1Mx1fIIDX8uNyuHA5DFD21GhgB2guhwOH4QjPm60pu7XVVBa6ZneLDygLzTLRNQvQMJXdpdtU9r+Vac97Hpp+zaEbuA0XK/5eTaXa9YhyBjAtDa+pZ4etJwvIg5nP81ZquHKDjzXs4PL3Tydx3z2DgOyx2Sp4TDo6Kpy03B4zX6x4LAMG3czHr4ykc/fLiKregiPEYVheIl0GJYpHMX78WD75eCafPHE71971EIGEGmQEgsXSsluwcxZNCxc7b9lz9sywu8Yr+6GhBaYK2K3loanasnvqh18dCu4NQ8sechFsNQ930FCWPZ2bZdeNBigt+F4KAoEALpczvN/QmHNdN7AwUZaJP2AnCcw0I2jY+Rr+r2Uz3h73Mn379uXKK6/i3XcnExcXd5wKFEIIcSGRwFyIArZr1y6UUvl2VY+NjSUmJoYtW7accB9btmzhrrvuYtiwYXTq1Ok/B+ZC/Bder5chQ4bwzjvv0KhrH7recj8R0dEoNByaxd41v/D99HfY/PefAJSqWI0qjS+hyaV9KFm+Cj5vFimHD1G3fW9Aw3A40A1HOGu2PV44GOBq4fbYcHQW6q1hGHZraIThpUR0CfRGrZj7+Wf8787biYnw4HG50QMKTbfnmtZ0DSMY3FuY+Cw/bsOBpavwdNmmZWIYRnD6MjtRWKgrs0PXcBgO/MrCj4XhdBCpu8L7VJYKjlu358M2UWAF0NGwTAt/MFDzOJygCHd9Ny0wsafZMpWJrtmJxixLEQBcDjAtC9OycBkOQOH2uNi7bgmfPrGI2k1aUO3SW+1s5yGnngMue/tQvJsdAXNg23oO7tmFFlWcFC9EOVX44YilFEpTwWEGoZZzu4dEx3YtKVEshlWrVjPziSE07dCV33+ey8039yPOFUDD4Jo+V9KyVXOefGostRs2pvHl/dmV7sQMZ6S3zxfBBxoYwYcboRbr4LWSH0spdAuUZofZdtLA7GPVckfmwcO2rz9d0+0jCSZj13QNXWUH7LlOVbDeLGVimRaBgGlfqpYVfL2OpusYDoOA328/jAmYeDWDvVYk1YuVYtRLTzHzq4W888xomjZrxtdffUXNmjVPswKFEEIUNRKYC1HAjh49CkB0dHS+6yMjI0lPTz/u603T5IYbbqB8+fI8++yzp/XeVapUyfXv8Lh0O0Xyae3ruApqP+K8sHfvXq666mr+XLKEy4eMoUnXq3A7dQKmxaGdmxg/uDcAleo354Yxk6hw0cV2gOn3Ywb8pKek4HJ78HgisgPuHE29oWVauMVUhXtl6MHs2JquZ7eio3BrftIDkH5kN4mlk9i7dze127fFVAE0TWH6A/YYYLKn4/KZ/vD7Zll+O3DTwdA0UFZw3HAwURgWboeDgII0nxelLDxOF6ayp0wzQ+OMNdA0N7quY6ChKQsDO2j1W9nTaXkDfgKWHcAZmo7fslvQLc2eZ0sLtVcr+3V+K4Bp2WPXLWViKYs69WrwyoSnAIshtz3IRd0HkG46w/UUSreX+9N5kj7uWu5/aBokVa5Jj7uf4onHn6JJqzbcccs1lPBkly8QnHtd10JzgAfrUZlUr12VijUq0vGyLnz31Xc8+9zDJCUmYKngmGzDoEKFMkx6/WU++uhTpj1xD9fe8xCpERXJDNjZ0e1WeSCUFT3c3dxCs0CpUMq43BT22Ha7W7wV7NauHbNFzn9rhFrOreB8Z7puB+hG8CGRfe3kyNAefjBgl9WyLAL+gN11Pdg7A03D4XShGw70YEs7QCBgomsOtqQUA+0o117ZgjJVPuDFewbR5OKL+XjGDHr06JF/PQkhhLggSJ9UIQrYycYNhsYlHs/TTz/NkiVLeP/993G73QVSpvD4zYL4Oe2mOXG++vPPP2ly8cWsXr+RW56dQpvL+xDtNInSvfh8fgJGBH0fmcDwKfO46oEXSahYk8z0DDLT0wn4A7hcHpxuD5qu4XA60PXsVsvQeN1wZu1QtjB7srLgFGF2Czk5AjQFZFhOTBSWpeH3e0lNT8Hj8aBpGhm+TDJ8mWQFvGQFfFjKItNv/x0UmaaPjEAmmqbwOA1iPW5cRjC7uulHYRLpcqJpGqZlBrPB28F1li+LQMAfns9cNwx8wW2UMvFbJj4rgM/0YwWTptnj1AMEQuusgN2FXrO7uAcsM/gTwFQmSln4wy3rJn7TxG8GyAr4yQr48JuKmrWqcXDTX3gMk1iXjziXD6duB/6W0rDCt6DjtzBz7CY5uqcnVq5N38feYPueZF6e+D5p/tADC5Vj3LlFIFg2r98ffJBg4HI48bgdXH5lNyJiI0n3+cjwZeE1/QSsAPaDF7ju+qu57967eHfs4+xb9j2O8LCC8ABzu+VaC+elzx68nrfxO9exhLrBh64tPcdQnmDyd7KTzeXIDG+ZoKzs6fCUAmUG3z1HR/hQy74WnArOUvZDimCugYDfj1JWcOiFCvfG0DQIWAabj8SQ4jXo2rQ4Ez77hDIVK3D55Zfz3HPPybhzIYS4gEmLuRAFLDRXbUZGRr7rMzIyqFy5cr7rFi9ezJNPPsl9991HuXLlOHjwYK59paSkcPDgQeLj4/MN7jdv3pzr36Hp0oQ4XdOmTePW226jdOWaDH7uVaLiiuPPSudwpg+vz49lWuiGg1KVamIGLByaQtftbOq6IzjNmAJDU7mCouw/tez/22nXgxnSQ1NghVZmTxoWypTtcfhx4uXztyZx1fVXkBgdxZ9LllKpdkUsKwAKdAVZfh9O04nPCmBiYloG6f40LF0R5XJRLMqD2zDI8PpwOXR8pssun6aTnJEJSuEwdEzLboF1GAZK2VnVrWDSNoemEVAKUwt2p9Y0e71lj5j3WyrcWm53nTYxlYVLt+fY9ltmeI5sl+GwW22VHYNaym7RD1gmPtOPz/QT5fJw+VWX8eiIp4kvWRIr4MPhdFCjfiNqNG5JXLnaHPG58Vk6WjAIziO/hnQFaCrcIcbSNDreMJTvJz3FZ7OWcH23BnbHGzQCpkmmmYUWOlZl523XNQ2HbpClFH7TRBHK6K7I9HtxGQ7iPFEYmoGyFNVrVOG1iS9x6633cGeL9uzJiESFyhcMUEMBdrjguh0wa8HW7PBQCLKD7lD3eqUIDjWws+XnfAIRbNzOdUKs4HUT2p+maWjBvAWhMqgcJ88wDCzLwm+a9vsEM9L5zQBKKZxOZ3iYgK5pZHl9uF1O/MrBsr0lKJmSycVlU3lxyiTeHDeehx9+mOV/Lefdye8SGRmZT8UJIYQoyiQwF6KAVapUCU3T2LlzZ551R48eJS0t7bhTpX3//fcEAgHGjh3L2LFj86y/+uqrAXsMeqVKlU65TPYY3QJK/iZd2Yu0QCDA/fffzyuvvELDjr3oOmgEltI4fOgwfn8ALAun24Oha+gOJ+iGHSgFry/LCrU02sGTaQFacLyvnekLPWegFfpTC/U20UBT2S2UwRZTHUDTcep+IrUj7Nm1H29mBpWrVWXV74uoUaMyftOHPxDA6XCQZflBaXjNgB0camBqFg6XAzSF4TBwGAaarhHpcRLlchAwLRy6zoH0THSU3UVZEX5goDT7707DwBsIEM4qrhHueq4U+AJ+e45ry8RUCodh4Ah20w51l/cHHyCEutpbKHuaMWUG597WsJRFQCk74A8mxvOZAeKT4nnyxUeIi4vB7XaRmZnJ38vWsGz2Z2zauJXmHbpQs30fjpiRWEoLBvrZmdTzpYGhQbzHItJhsSvd7srf6prb+On9F7i840V4HKHA3O4xELDM4BzsOqaysCyFQ7cTAToNIzhtmmbPAw+km350TSPK6QlWrUZMVATNmzXio+cepGmnblRq1I5kfww+S8MIVnxoXHeo63xobnHLsuxu6KEHN9j1oKxQYjqFZtl1pILJ9TQte7R4OLGcCgb/4ezq9jZ2vevBhwDZyQitUL0pK9yp3jStHNerPa5cKYXDaT+AUSh7+j1L4XK7sBTsS49k/lYX7Somc9+jQ6nR8GJef3IMrVq14ssvv6RixYqn/fkVQghx/pLAXIgCFhMTQ+3atfnzzz/zrAtlY2/VqlW+r73xxhtp06ZNnuXTpk3jvffe4/nnn6dRo0YkJSWdXqHC8/EWgILajzjnJCcn0/faa5k3bx7t/3cP9Tr2JiMtI9wd2Ony2C3iuo6FHYRrKrt10m5PDAY+Wih5VrC7b3AYhK7rwc7DWnZGboKBUeil2PsiPHzCXqjrdlB20FscPSEJv1/x++yfaXFxXWIT4tAMg4Bl4sfMTuSmLPu1wdDNoen4LUWa10vAClA6JgKnrpPpt4Now7Jbud1Ol/1wwQwQUHZoZQQzx3v9PjRNw+205622lIWua8FW9FB3b3t7Q9NwaLrd8q3swNwRfLjltyycho6Ojs8M4DX9dou8puMMJn2zlGX3ONA0e+x5cLx2TPEY0DQyfD40h0HD5g1o1qoJpt/Pd1/N4sOn7+LS626gdLX6ZGixpPmdBCw9R2I9FQx4s1vVFRoBC1J9GpZlT3d2YOPf1KxdHaX8ZPrM8LZWKHgNTn7m1A0CmISmJXMZ9nCAUFf9ULCb4c8K93xwO+z55YcOHcz+/Qf48uvvefuRwVzUoh2Nu1+Pz4gi0zTsTPkou0Vbw04cCMGEeTmmcwsG5VawtwEWmJpC10Ot7lq47Frw4Y89LN0CC3Slh54AoYV7LGA/dAr2msi+ZIPBvhU6d9n04Jh0y7Twml4Mw7CnVLPsXAeWUkREeDAtRapXZ+GO4jQpfZharbow/NXKTLj/Nho3bsznn39Ou3bt/stHWgghxHlEAnMhzoAbbriBkSNH8uGHH4bnMrcsixdeeAG3251rfvOcqlSpkieBG8CCBQsAaNSoEZ07dz5zBRcXrJUrV9KrVy/2Jx/msrueoWz1umhK4XC50Qy7i3copjOtnGFIaKyuPcWXrgeTagVbk3N2Ww8HM6HwPUfQHe5arGV3WYfsTNzphw+QuvNvYhJKE12mNvs2rSIuxsMVl3fAawVwOp1k+LwoPZjUGw1NJ/zgwKHb3acNTcNwOMlSJrquk+I1g0nj7FIGLDs7us8fwKlDtMeFroHPNPGbFr6AhdI0eyS8UkQ6nQSC461V8PmXK9harJRCV/Y87H7TbmFXuXoDBHOba4RbzJUKjVcOjXu2g0hDC2V+N4Mt4Fqw67thn3fsFnbd4aDn1T1oeHED5s9dwOwZ7+FwuWlz2dWUr9cSIzjvdsDSyQwYpPkdmMFzbyo4lGXYAakOyesXseKH9xj9/GMo5cdnmoDCGQyMQ+PwUYoAdhf9UKZzTdNwoOM07PJ5A75wMJ0V8Nnjrc0AbocTQ9OJLRZDv//14cq+Pflx9nw+fOYeNHSiisVTpkotal9yOX5PqWCCt+wu6aGEgeGHOrqGZga7tgdXWaYK9vRR4Wsq/CAp+PpQuS3Trh/d0IPBebD3R7C1XYUSzGnBRHQ5nlOG5zsPtsBrup2t3TQD/D975x1vS1We/+8qM7uccvvlXnrvRYogYJcmKoggFkRRQGONiY2IDQuiiRqN0WjUqBF7sBdixI4oUkQQFBAsSL/tlL33zCq/P9ZaM7PPvRjz86oxdx4/h3vOPnvPnrLmuJ/3ed7n9V6G97CWYlTgnKPTyRFSsmag+N6vl7KqP8ei7fbm2e/6Mh940Sk84hGP4O1vfzvPec5zGnb+Fi1atGjxfxUtMW/R4o+AF77whXzkIx/hjDPO4Morr2T33XfnE5/4BF//+tf5+7//+0rxvuaaa7jmmmvYf//92X///f9o+yOE3HxW9naO+f85XHTRRZx++lOZXLaKU855J0tXbw9SIqRqkOuQnF5z8khKQlMvdYq1D4nUQsaW2yApVso3UbVNAV4L/NXexW2ISJoElKMBn3vbS9l2uxVccemPePY/foLy7us4/MiDGYouy6Y0o7JgXg7RQmO9xTlPnmnK1N+d7PLO0dEdjBUUhcG6tI8+WNGdReFZ1NOsmOpjnY/W85DEPjMqcM5TGhvJvAcXA8OqEyVRyTLtCInw0cJeK78SFe/J1IMuIyHUsW8bT+xBD2RfiGAZF15gY++1BhyhICJ83KaH1dut5olnPB4pBOvvXcfn/uMrfOOiCyuCF5wMjmPO+BvkqgMCtxWghGPw66u46r8+y/z6ezj/LefS72uMs9HG7THWkitdGciNt7E9IRQawnl0lL4M2WlAN8twLvSaW+8DYVcipNwLWSnrI2950COO4JjjHorwjrvu3sA1P/kZn/qHczjo6Mex3aGPJrRDVB0TeJ96zYP1XCoP1uJqvl4VOID6Oo1Z28PeOxfOu4tFhhgNFwPkBGG2ucClMWk+XG9fVZZ8uh2iy0NWrRvOg1QKU1pGw4KyNPS6HXSmmSsEvzCLAEFnehkvfN9X+MgrzuB5z3seV155Je9617s2WxhoixYtWrT434mWmLdo8UdAr9fjm9/8Ji9/+cv58Ic/zMzMDHvssQcf/vCHOf3006vnXXTRRZx33nm8+tWv/qMS89bK3mJTcM7xmte8hte97nXsfv+HcdSZf0fW6eKjdbqSsiPq3OzGwKpaiAyd0iL1moc0aylF1YsdeqdpbE9Um6jITHpE1mv2hh98gx123Zlbb7yJp73xQhYvXYRbtS3XfPNijj9BoZEMvcM4F5VRgVLpvQRaSohd2hKBkpBZgZI5Q1PivUUKj8IzmWuWTXbodzK6OvWMO0alQeaapf2ckfHMjspKGR4Zy2wRFGVjHbYs0UpV486qUDtoEMigggcSLrBpJFc8fOHDuXN4jHWRzNf9z0rIaia68x5nfNXvHULPZKXc9pdMccrTT47nWWB9cDd8+dNfZu2ae1i6Vdq24FN//xJkOcMzn3Mae+25Y1CRY0K5iYFuyFBsSLp1Or6wXYmTEo1ExMKCI/R6d1WGEB1Gpqz67JMCbbzFxR7++aKgNCUjm1P0tuYBD92eBz7kgbzpNeczmr2HfY44Gj+xNaVPqjmkZnRJLLRE1t5UsX21TusVGCal1es8rFVXPSml0dvY+x8j5hYsfFudWyFlFUJHbIFw3qOURGuJdeGZ1hic88zPD+l0c7JMY8si9qQLCt/lCa//GF9512v44Ic+zE9/+lMuuugiVq9e/d/c1S1atGjR4i8VwrezOVq0+D+LlMr+r084ld1Xrtgs2/z5XXdz9ic+yRVXXMFBBx20WbbZ4k+PDRs28JSnnM4Xv/gFHvC4szjkUaFgFGo4yWFRW4ZrOiM28VitiKdwQCFkSPhO9nYfiHhlUU9u7gVpZCmFW8po/QUu/8JHuPj9b+JF//ZV+su2RwnLp17/VzzteWdx0G7bIpxnaOeZswVSqWqkl0r2ZS/QUtMRCukEWii0ypgbDRgKg9AS5w1SeqY7mm2XTNLJFJmAKtMrkjjrAlEemmCFH5SGe+ZHYR66gNlhgRTheQJCCJpzKCXJpMZ6V/WYFyYUE6JEWweQEXrTS+sY2TDTXEuJbLhVkrVdCYGNAXFCCFScgpopPWZ/LqypiGka3fW1z16MmtqGFYc8CY9A4phbezdffOerOO7UU3nkg3aoiwkeDBaBIJM6Xv2Uhh7Iu6/2QdRFAnzlWsiVRkV13Lp6LJlz4bV5loGHkSkZlAWl06AXsbjjkW7AqCz4wkX/yU033MhwMOTYZ70aO7FNtQ9VOJurx+s5G0a7pcfqVRuJuE9BceHchFT9sPakEthYFKmT3gPjruzqpKkDvlLURUzl9/G6VM+tOjoEzgZXh7Wh/15pjVICrTV5pwOIKkn+vMfsjc4yVq5Yzmc+81kOPfRQWrRo0aLF/z20ntQWLbYExFT2zfFFm8r+F48bb7yRwx7wAL729Ut49F+/kfs/+vSKtIlo2a1rtuOEPKmGvlIl06/jGhPBAi9iUFoaPT3ec+4reu9r7T2+S5oZXSdhr7n9l2y9y55MLd8OKcCUhrnZOYrhgGFpIA7lymSgpZmAXqaR1JZtOyrpoOmoDoUpsM6Q64wl+SQ90cW6mOgdjzhTSe33wb7sAznPBPS0YkkvZzKTLOpotp3us2yiw9aTXXZaOsUuyxax45Jpdlw6za7LF7HV9BRSZswORxgXLNaFtdHC7qltBKIigPGUVlcgEFlXXZdkKbeRANo4tmsY56YXtgwE2NugdHuHdQbjTDwmz6EPvj8/+sbX6ShDT42QwjO5ZAUn/M0FXPyJCxlZyFQIolMq2OS1VCglUCr2qntL6WPAG74itkqG52RK09UZWoSAu0E5ojBhH1Obgxdx5rspmS9HjOIceCgQbpb5YgMzxQClNY9/0gm8/LwX8eSnn8pn3/4KOmJYFXxEY41KKVFKoXUYQSdlWruiWntjf8mSwh3PpfOhdSHlIKR16hur11OPbAsp8R4f0/fH3kQQiwOxQOCiTV6IGAwnscZQFIbRsMAUJVqlvAZ44fv/K8xGz7o8+MEP5kMf+tDveae3aNGiRYu/JLTEvEWLLQDpQ+Dm+mrxl4vLLruMQw89lLvXz3HKue9mp/2PqOy8IsRXb0SVIQaykdTThgldNPvHw2OpbTyN6KqV8prW0CCZifaIMbYUx6RJyf4PewxHnnxWRe511uGQhx3F5d+4hFxLenkP7RVaCDLh6Xd0mJ+OQ0piL7dntpjHYuh1Omil6OcTaJkxKotYmBBMdDL6uYw9zGGut0iMjBDC7aJiKoWkoxQ9JZnSip7WLOp0mMpzlvY7LOl3UUqhBOQSJntdhFAUcWyWTERcbnx+Qo9zmMOtZbBpW+8onaWwJlrEw7gu610g/M5VSfSltQzKYZip3dCIlZSVzX7RksX0+hlzv7qcRdmAST1ACEd/chErd9qLyy//GRBUZCkESoRAtDLOVTfWAMT0+ZB7nwh6IPEhjV6K8L5ShIC6lCwfqx3h9Y1wNhHXYAjKm8faAusdQ1MyWwwobMk+++zOgx5yCD/58r+RSVuR6oUmQCEFSmu0VmitULL+OyaTit34kxZyEcK4s6I0mDIk/Dvnq/FszlqctXjrcM7GlgJXPa9a7/E9ktWf1LMer5OIifihcCDBO4wxzM8PmJ8bhOKXgEUrt+acT1zO7b+8hT3vdwBnnHEG55577kbH2qJFixYt/rLREvMWLVq02EJw2WWXceyxxzKxcnse93fvZvGqHYiTzKKiCJFG1z3fvrYouwYpT9bcumAT1fJIdERlG07NvX5MlUwKdHosvJ8fd88DeMe2exzAXkceSyJu627/BTdddSlPP/vJTOY5wkNXd8hkhtY5QuZooejpLKSxA6V3DEzJoBhVNmJjSspRQV/ldER4zdJ+HizspcVZT8iFE/V+ehFmY7u6h1kLQUcpcqnQAgTBTeCtDVZl4YM1Xgl6WjHVzauwNCmJxJwF/fzhNGRSkStFJlUkxsF1YHwY71a6Wq0unWFkDSNjGt+XgCdXOqjdIg2OC9f09L96Mp99z9uYH8xROEUqttz/hGfw2U98gTVDFxTsWEhxNMaTVdc17LfWml6Wh3FheAbFiHXDWe6dn2Xt/CyDYlgVciwe4og5F7dnrMESXARCBDs/ca1JERLgi7JgbjTAWcdDHnE0P/zGJfR0yAio0Fg/VTFRSKRS6ExXKrXWmkyrjW+U2BvuHRURxzt8TJMbs6U3Ltu4fd5Hx0YY8yelSJPYQvHLC/Ai/Rh+L8P9Y61lMD9kfnYeW5aYYkTe7XHwcU9gh4MewXNe9Fecf/75vPzlL2/JeYsWLVr8H0JLzFu02BIQe1c3y1ermP9F4rLLLuOYY49latWOHP/XF9DpTwKpnzuSF5906thH2zCaJ8U8qeELAwXHfvSAkKRZ5UFVrK3ArnqHmpjUNuTmdpK6WO9DTxXcesV/8qBHHs+s0ayZnWVUjuhkHfrZJLnoUo48w0FJaROZElgbxnrFbmCcc8yNZjHOkgmFcp6JLKjf1jiccXgbQtXS91gBlkDKncDboKarpHhWhY1EtARKwIRWLO5mLOllTHdztFJM5IquVmRK0tGKbp6R52EMWbjVRHUVXEWCqRK+g+Xa1oQ5KtHWOUxU1q0LKvPIliCCLT1c5hD+1tEZq7dawcmnncDn/vl8Om4tUoR+8P5EFx+t74UzGO8qUi4a66NZpLE2jI1zzjIohsyXo7Cf1jJTDJgZjShM6JkvjGFQFEE5hmB717q2iztHaYJV30ai6+I89LWjDj/59YDzXvFmtt5uW95/zhmU639b1zWqtgwx5sCApKBLlFYIKdCZptvpNKzuqZiUlmAzPC7eEdVabhad6jUKUWH3dbCcEKBUrdRLKaqgwlSYCkn9CqUkHkdZlgwHI6y1jIbzHPX0F7Hmnnv4/o9v51GnPZULLrigJectWrRo8X8IbSp7ixZbAJKiubm21eIvC5dddhnHHHMsU6t35PgXXEDe7QNN5a/uKff4EIjFwlniNAozNX1PfbvVtCiafD30mQvpo403KKR1H3WyEouK4AFVD24YRF4fx0+++QV+/t3P0etpZu/Zit332A6mejhrWaoUHZUznJ1hNJqn9JbcSaRWKOfQkSAZZ5GmRMswVm1Qjuj4DlI5lk12kCmsy0u8TXPFZVA4XTM2zCGkREqFTwp5/GUKwENArkQcdSYYOc/aQYESniVTPYalZVRaMh37jJ1jdlQyKEyj1zmdSlERw6pTP4WnQUXc49uO/d64QNiTRRxAR6s5QnDoEQdjyoL3v/L5HH3aGeyw34P4+Y+/xwEH7kFXSzK1oIUhFg1qx0Q47tIajKhbq613eCSZVggjcXhmhsO0ciLJ7VT73AyEK4zBeo/0ErxHR0v/9T+7g4s++iVKK1iy3R7stO1StttwO272DtT0NvG463U4/n1IngcRreMxMV0rtNehj5vgilhI6J2rw+UWmOXr3IV0jl28kwQIpeJzQuq+lKI6l+me8WmfY0HGOVBSYZ3FGoN3EiHDPhx+0pmsveOXfOeT72XPwx7KBRdcAMD555/f/m1u0aJFi79wtIp5ixYtWvwfRpOUPyqS8qY6PaZ6Q2XjBSqrNrH/WzYacitxskF86o2kZyQSKRA+2ILHIJqqY602AoH0qspUD8A13/wip7/4pWy73Spu/slVvP6F53DNDb9lXVGwdu5e1s6toXAFnUyH8CytmOx10UrT7WRkeSfMyrZFUJZtUJzDjGpFLhNLCv9KKVBK46M6HkZyBdImpUQqOa5WjimX9XlLym0mYaqjmexkOC/oZIqJjqabKXqZopvpQBYj2U6nUwlBJkPfu4ykUonQKy4QY3mMlXrtXCR6MljAbclcMWRQFnVeQHyNVpKDjzyYF573Aq79ztf4t1c+jx9++dMc9cgHhfeI2xuZkoEpKZ1FikDuUwuEFx6DY2AKhqbExPF1Q1MyMiaGz1mMdyFFHk9pC+aGM8wNZ1g/P8+G4ZD5osRYh/ehqKNlIPYewYaZIR/9lw9y9NnncvI572Dm3rs59lHHMpwfIrN+PTtehOJIKpRE/3wIJYyJ681LZmL0vpAh4C5Z3VOBpenYSMp5as2o5tcnq0csWsROh9j3H+ztQSkPFvqqUCoaQYv1rYCHyoXhYqo8QGk8i7bakUc/73Vss+fBbL3LXq1y3qJFixb/R9Aq5i1abAEQlW1y82yrxV8GKlK+agce9fwLyDo9IHzoVw3rbkJNyBv/iGR3Dx2zidQ1lfMxD7unJpVV4FVD0Y0yoQdwiaykN4p2bRn7oL0PqnlkWKt22osPvOkfeO6r/45TnnoS57/sAj7/7x9l5SvPQ/r1TGZDrDVhJFknR2lFYWxUOjOsLYMiThgxFgi5pbSGXAIuI0wvi4RaSryBNPrNex+JHfEYgim/svfHcxieF10q6XHv0VKSIyitp7SObiZRWuJc6DWfzBSDQlM6h3HgpcRF+31wGqigQrtklw/nybkwlk3E62O9B+lCuJwQlM7iy4JcKUrnyL2m9DYGmgUbfOEMk9OTPPslZzG/fgOLli4N482kZVCWWBuIdaJ+SsSZ3d7Hgo2rbOmeMPJMxtFopTWISLKN81gPuBJrFevm4K671rJug6UsS4S19CYmmZhaTGdyimVLJlh391388uZbuOxr/8lDTvtruou2QhAs7lZmGFPy7U/9K7sccBg7HXESTnZQ0mPTOPLo1qgKQNRkO0nWQoS0eSkFWqnKlm9NbMNojGCLL4zHK/CxCJIs+CkHANK1rVV3qcLr0pr3Ps2c92PtHum/MirtVS6DCCPcpBDsf9QpLN1mZ77+wTe1ynmLFi1a/B9AS8xbtNgiIAPB2VzbavG/HmOk/AUXkHd7UTWUVUp0cyzaptW22nae+piT+hg9v4F8JkIRLcDjKe2MZ7oJCCROxH5vh/M18afRwyuEpJnp9YinvpAvvfs8rrz8Oh50+I50Ohl7HnIoX7rwQk4/+4kIvQGER6IRSmGtwNgRWafDcFBiTIkWEi8cnhFCBkLr8XRzQVeF/QgB4SGgS8RQLuc9wvt4zhwxFa4iQenYmuexUa4gOKc9uYSsqygtKKVACIxxoSddCFZM9lBKsX5QUFiHjCqqBLwUQTEXEicjAQcyLeowNu8RziGIfe9xP4yzOBmKHPOmABMuTK40udZkKqtId3/RIqyzDCPRFoCWAutBCwkitAQULljuOzrNTA8k3XtC4QNHJiXOCbpZTq4Uc6MRxhmMdXzu45fws5/eyrJtd6Y3tRhTjLj1mstYsnwZ/a7GiZwNM0Mmlq5ixfa7cdgT/pYVO++FEGGMWZZ3GIws2263mr1WrOabX76YiY5n5c578Ytrr2afQw5hNLkHI5dVrRNQ29rTlYtLGHxQ0zOtgmpuFQUFWBvy71M4ApGox//J2LJRrXIf1rdQwTrvXCjUOADnqntKiXBNnVB4F8i6i+p6dU+mVg8fjBwQ+vFDwQC23uNAHvvit/GZN7+wJectWrRo8ReOlpi3aLEFoFXMtywkUj69ageOf8EFdHr9qN5GBVsksp0IQP1an5pdha8VWAtCREt6sp8TenFTL3ptjRYNFh632fg3EIxara/73BPJbVjrIzGpc+Idx539Cj7yqmew//3fyBOe9XT+7W3vYfG2e/DVz3yVBx+5OzhLp9tF5x26WjDZz3FlgcAipY8qr2XkLJnOyLQg15pFExndbgclYm+5C34AL6Aoi6iii7rokCzqCISoQ/KkTH3cfkwF1cmWL0FG0mx8mhMeVFAhoHQwX4b+6tRpYKMLQVXOAoHyoBsXLtjFPUoIOp1OVN1dIPTJ8SAEWgXyaaKtXHqHLUtypcLccxGUbWs9nSyrtm+jMh7II5hGYcJ6jxbQ0ZpRaSiMIY9p551M47yLY9rCfPOBybj+5iE/u+5mznjte+hnBonljt/8mqu/dhG/vel6ttl5V7QSbLfLLhx6/LFMbHs/rJexIBLOS5bnlMM5HvfkE8mV4MB9tuWrX/kOP/rWJRzx8AfzlQ+/h/7y7XnAE15I6XQgz/HiNYsWVZM8IawvJcI7QDfOgfc2mUKiM6KxrvHhPAsBKKqJA8IDtevDx3vL+zRKDYQSuBQSF/3s1tbqfLp26d601oW/6VGNn16+mpPPeQeffuPzW3LeokWLFn/BaIl5ixYtWvwfQlMpP/7555PlnWgfp7Kcp17ZhLoXt4ZIinhFZhgj2+MUOuVzj71N9V5jr0qb81Tzu4XwY0UD71y17bFXC4HOJPs97ATe/YpzePQTTsIYz0NPeSpfe9/5HHnojhSDgvn1swyGQygL8kyzYW5AaS3WQ2ktKpFJFWZbZzpj6WSfFYt6THRylAyPqUyFYDYlybUiyzOUUmEOeKbIc43KdOi1VlHhbx6/CESveSDBjh7mo2ci9iDH3ntHIMDeQzEquOmGm9l1j11QeYazsTACSNL1lLjYy40IaraWIWxMVl9BaU32ahmdM1rIUCyIj1vvqsR3E8+/jf+m4kIQgz1ahkTzMJfcx30QlS1eR0s4UUnudboYaxgUJffcO+Aj7/sPZmfmOfGZL+SHn3sfv73pOkZzMzgz5JSnnciy3Q7nqh9ey+03XsuPf/AjfvSd7/HiD13SWLMCZyxrbv8lU5M5Wgk6mWC7HbbhjGeeGsaTIXjU8YfxnDPOYc09a3jEGS9B9JY2F1Mg2SK1dSSnROg5F9HBIZVEeUWKZnc4cKk1Iyxmhw+BcaQZ5gtuAnxsSRA0i0/heoiqdSJY4cNrpZJ4F5LunfcopXA29PaH9oVQHgj77ZlcupLHvewdXPSmF7TkvEWLFi3+QtES8xYttgC0qexbBsbs6897Q+gpF7GNobKfb8TBgWTvhaSKC0SVg5aM6SKqtTLR5obyvZCqbxo+scTGV3rP2lqfSFFS4AMHlZWauNuBh/GTr32UC9/5zxxwxAP59U8u5aHHPYytd9iGrs7QtiRXsGhygtnSMDQGpSQzg1FQ65E45+jmGWVZUgxH4GFxRzOdSUxhMaWjKEvKIqjXM9ZSmmCHN6UN/ce2/tdaWx9mDERL/egp9C5Z+l0k5mlEnZQCJSVOBCJrnGdmbsCadTMsX7aEbXfYmlKKKlndeUFRGqjIdkh+9544Qi1a1yvVXZJnWShIxH0JI7lSi0LYJyVE7FWv7etaKYbGVOPbRHwvQShyWOdioSNsU6HIlWSykzE3KhiWBikUznlmh45/eesHefgpT8UP1vLlfzmfR518LKc+7nR0J6M0hos/93U+86638tTz/53C95AiFgdIwnYoXNz6kx8iEGRas6gvwJcIPEoGh4Fxikxr/ur5p3PnBvj8O87llJe+lVJ006KulquNPfthPL3DWYfW4fp5J5AqfFRyPrQIhB7xOvgvncdwzziqdp9I9J2zoW2hvgvqwlPsG08hiVKFQD3rXOUscc7jrK3uD60VNmYnSClwCLz1TC9fxWNf/FY+95YXteS8RYsWLf4C0RLzFi22BAgBm8uC3n7I+1+JcVJ+Pll/IqrSDRusICp7MNa87asBXBVRriOu4r+JSCdG01TPRUMJ/x3Lo9l7Hk3gDYVZVMR/k2io/nf+4lqOPuEoHvywQ3j9S9/Mvbf9ksdd8FJyJShHAxb3OqxcNIXSkp7LMD6QnCzTrJsvsGHANApPp5sxLyVaapZNdlg+2UEho2M6HJQFrDOo2G+e9tB5W/cB4+P4NNE4J746H0KEdhLng+ocyHq6Lg5ngwrqgEFZsGZ2xIb5gh9+70pu+OlNdHsdppYsYvnKFSxauoiUFyAa7gdX9efX1vrqbKa+/UQLk3sindu4jz6G8wEU1kXVP9jbg7IeFGXnQ595OieFtXgbZpbPliVCBKVcKseggPmi5NJLr2Px8lVc+tl/Z/fdtub1b3sRTiqMkwyNZt5N8Yub7+Chpz4d53VFytPqiDYOwLPj/g/ge594F7fdegsrp3elsB2ksGjlGZSaofX0tUNlXXpTfR563NF8+R0v5TF//UYGTG60TGtrejwvLtjFE7mushacQQiVXkRz5nloX4ihcKnNIe69dz5Y1mOYH7EX34tQWBHx2qV7QMkwXs4LAcLVI9YIRQClJNYanK0DCb3zrNphF57w8nfyyTc+ryXnLVq0aPEXhpaYt2jRosVfOC677DKOOTb0lD/qBRegO70QGJY+sHtf2awXyuaBh21KQ6fBtBcQ5opIb/TkjfrL69/WJKVS2kWzZuQIvbmbVvSrlyK46Yrv8OSnHQOdPvfedTcHHrwvvVzjzIglvZxl0126PYWWmo5zWO+wSnDvfFnNBRdALiV5ppgvAvEpjcH6LIzN0sESbozB2jImcwuU9GF2uY+kValAxkUgZB6HlAqEDwUA5xvHmdT/4GBxPnJ3oVCy7iXObMaclUzpnIcf92CMs8zPDVm7Zh2/vPmXrPnhOnQW1H4pBYuXLmbp0sWsXz/D7b+9EyklO+y+A1ttsxVaqkConcVCTKIfv2qpxdr7pPcGEqqVHFP50zGGtoBYyvGC0rpQaBACF8PN5guD8YFgamEwheGbn/kCK1Yu5zGnHMVe99sD4xzGBfdAryPAStavWce2O+2IlNSp6oSCghYOG+3xUnh6i1fw4fd9jPeXNrhCoqMivergIw7n6u98nZGBc9/6Zmbv+Dl3XXcJ03s/ZtOLNK0NERwV2NrpEELZbFCuZSTVqfix8a3RaGeo2wfiXLVasI/PqZwNgMNFe3ooRKQ0+NTi4QEb1XMhBaY06EzjXEpud2y7884841Vv4cPnv7Ql5y1atGjxF4SWmLdosSVAyM1mZd986e4tNgcuu+wyjj32WKa32oFH//Wb0J1u3f+Kj7wwUvKKlAaymMKkApkQlSIXn1RT6Sr4rb726TN+o2X2PiHie3pkpZonu3xy2Aer9EY6b4WkRJtyxMy9d7DDjqvRwnPSk07g+Mc+knI0ZNVExuJel7yrwxgy6/B4lFbMFiWltdUcai0lXgjmRga8Q0d1dFRaRLdDKSTCGjqdDOE13hqES+qkCPcUxDA5h7UGKVWYe05Kla9O5EakSAiBklT7k86FVALhBZmSjErLKI7r6vS6bLv91myz3WqGhaEoDVIrbFly7z1r2bBuA4uWLWKP/XZnOBpxy89u5dKfXsrqbVex/S47kHXyQM6FDwWbmIqPoLKpQ+hxd96ipaSvJA7CeLfUB+/TkLg00zutgXB8MqrupTUYa/HOMTKKf3/PJ1mx1QqmJzXLVi3jN7/6LYuXTDM5NYEQCoEjd+t42nMez4X/8hYe97J3hvR5T5VfEDi3J5cObdZx6kvfTODkqlo3UoRAtCu+/HG+9h8f5IhHnUIp+nzm019jtz0ewI1X/4hD9nFYrxYaP8YWrI/2cYCyKDCmCEnoziO82/glovHi+F/n/dh194R+dleftDrfQcSxgS6Fy8VzKSGmCgQ7v6vfW+sMaxzOhHA9Yy1FUfLFj7ydubt/gS/mOfkpJ7fkvEWLFi3+QtAS8xYttgRINp+VveXl/2tw+eWXc+yxaSTam1CdbmXHlVHVq9W72q4MdShbTawbpLhBymt1vF4/dZK6oPk5v/rQX1mOK+qBb2xhrMVchqRtH4Oz/AKqJAhKspSBwV//rc/ywIcfiTMWrxTHP+44RqMBq6e6LO73wtgxGfpyEYrCC1xR4qyjqyWzMeRMCIl1oJWml2d45zDWMSgtAzvPfFHSU4LFE302zA+Z7mbkOgvH6FyYf0ZQiIN1WTas4L5OcU+JYvEs1CfMVz82e809MF9YhsZinMO6NEot3MI2MjkpBcI78jxj1dYr2Wr1SjwEQt3rsdcBe7D7frvx61t+ww++/UMmpibYac+dmZiewjuLRBLzymI6eCyMuBD6Zp1Hxd53612lENsF87ybs+rTKnMxDV5KAVJx9Xcv49af3cDE5CQHHHwYP//pjUwtmuKWG27ifgfuw+KtVlLaktIatt5+NXvstT1Xf/n9fOvzn+fpr/oHlu2wF9alCQGKW6+/hkve9xqe87YPMycmGY8KDOdyx/0PY9HyFex64OGMCscPv/RRvvzJi9j7iKOxXv3uWpL3OGfDeZIK72zsS1dwH+4Sjwi2/tgTDnWRomrhqHr+6zGFIak/FW9CkJtzzXnm4VnOhj5/pIDYY+6dp9vrMhwMq/sE78n7k+x73Mk86cT9yP2QnIILLrgApRSvf/3rf9eRt2jRokWLPyNaYt6iRYsWf4H47W9/ywknnsjEim05/vkXoCMpT6OefFTFxw3nIoaR+UAmCcRRkFy2YoxOB86eGHStAKtU5BFUinzVgp5+Uf3TkNRFPVbNQ0W2Ic54XkjKRRwnFXt3nbVc9+0v8so3v4iuhsJYjClY1u+wuNdDa43WMlh7vWRkYX5UIGwZ0tOVCuPQnKeXS/JMYx3kSlFgMUWBFSWdrmRCSTpaIpynqxRpdFzYr1Cd8hW5liFF27sYTuar4kQzlV7KOuDOV6S8PvcApQm28KX9jDklWOdD77gSMQHdhTFmE93Q51wYS+kC+dMqjOVy3lOUJVLCtjttxzY7bseae9dw83U3orOMgx5wIM55SmujSh/mtHsPvUwjkJTOU1gL0TadSKZzLj43kEyVyWr9eDzeGnKl6OXd0F7g4c5f/YZjH/VQlq5YwqodV7N89VY45zGjIddf+VMO32oFLo7+8h4ee9pjOP/FF6CE4x1/83T22P9AphZNs37dOo4582XcfMU3WLF6Ky7/7Hs45IQzmPPLcF6SJgh4D0u33oklW++EA7IePOjxz6zaGO6TlTdqKN57vHPYpNhLiSTcN5XzpLHedby2SqVRhAtcKlJUjwlSSnso7ojqHqhH0tl4TV0V1qdDASteD6U0xlpyJdFZhinLKtjvoGNP5TNvfSm77Lsvh+6U8bcvPhtvLG94wxvYY489OP300+/jBLRo0aJFiz8nWu2rRYstACJa2TfXV4s/L4bDISed9DjmR4Zj/uo88m6vUlxlpUaLqAxHYpxU7pgIrqIKnUZkNedzS8KXSAFjSRUVaQ42EBXuRMrH2E7FxStqv0CBrx8NWxJsii2lOeCJ0N502Zc49Ij9Wbm4y0S3h0CwYrLPdksX089ytNbk3S5C5swbz233rsU6w2BUsHZ2wIb5MsymVhLjHKWx4B2mLMEYJrRkYqKP84EgKhnmbk90c7TOgt1YKXxdTwhjw6SIM+FjT3IKEksN2uHBsb7+Zve0jO8jAK1gUS9jyUSHxf2cZZM5vUwFAk1yPQusd5QujPUKr/VYZymtoTAFztk4Pi3MD9961QqOeMhhKCH40se/wL233R7HhIVCjhKCjlbhe6noaB2/MrRUWFeHvgmiyi4DGQ4958FxIPBMdTssmphkqtdlut/hOX/7DB5/2qNAwPTixUgI75PnzM4PGIyGOO/RStLNJN1c8Tev+WtWrFrJilUrWXPX7dx7153Mrl/H2l/+mF9dcylnvuxvsWqCtzznqbhy2DifzTWWako+kNY4lux3qeXhsjm8M1UhBCRCqvjVVOfrV1nrELjG+LtQeZGVuyTsi3V+LAAwEP3Ur1+9rFbY4+ulDOnwSumYHeHB2arfPL2Xd+BEziPP/jvec94r+dEtMLCK15z3fA46aG/OOussfvSjH/2OM9CiRYsWLf5caBXzFi22ANSW2s2zrRZ/Pnjvefazn81VV13FCS95GxOLlgX1VTZnJPsY/lbb1pObPaRAp+JKsiQncp4U8lTMqWVwqVSdrRUZT83HG5b2Bap5c70kvTAVDlISddiWGKM6cfeCOi8kdrCGK77yUf7xn89hemKCDQNHJgXL+10mu73Q9ywlGwYlg6KgNCVdJZmdnaO0npEN5CknWuOFIJOg8eRSovMOo7Jk/dBgjEMJSZ4JuqmfvOqNDzPQhQhj44QPydlN8/GYSyE6ClyYdh1s0t4hU71Equo6SCnQhD5p5z3dXKFkKIYY6xgahzKB2I1KE+aXV8WNUAQwNhBQKevSh0rTuwQccsSB7HfAHvz48mv55S9+xWEPewBK1GnySQ2XQiKFrKzpzrvY9yxZ1MvpaMVcUeKcJxOKTAu8l2R6gsUTHRZPSIwtWTdnGBYmtAgMCjp5Xl9nDyu32Yqbfn4ru+65M0oKjMuYKXsMOlvxnAvegZu5ncu/+XWuu+IqdttjD3R5N2e95Fk4Ibn157/gsMc+E68mFqyelEAfKijOOZyLSrNQVbtE87/p27jaCcnrtmrESIltMmYKpFC2pLJ7oDR1Kr7WGTIWaiqHfbxPpRA4KavrnlRxRIxAFAIhwTXC53xk7c3Rl945rDFIpavfIxzOQT69FY8440W853XnseRN59PR81x44d/zoAc9hRNPPIErrriSVatWLbzjWrRo0aLFnxEtMW/RokWLvyC8853v5IMf/CAPf/rL2GqnvSOhk1WPcCKHUgbiWPVu+6Z+TWPMV0MxTyQ8jsBKNtxmv/pGbuD7UCAXPibGnhhs0aY0QfFVqkGrapVZRIVaCM/X3n8+Zz77VKamp1g3X1IMh6ya7NDNO8yOCgajER5PCQxGI5b0OsyXBThHnueYwiB9VJ2do59ldJSimym01syOCuZKhysKpFRo4RkMS3IpkRIKa+j2coQpIY6osjhUpqOFPZDX6jw2TpRbQNDSaReitp4Lkr1dVOp4JgU6V2gpGBlHL/Lw0lhmBlBEcmicr6zppbX0M0U/z6rz7eJzAklXTHRyHnbskVx6yfe5+ns/Yu/99mDpiqU477Euqbqh1SE8ZivyKEXYF4Bupuhlio4O60+qLsZ36WiHpmDd0DI7LLFlwXXX3IjKdFhDsZVCKcGue+7KNT/6Md+8+LsUpeLWX9zOmrvXMBwUzG9Yy3GnnMgxpzyO4095JEMjuHvNkG9/9Vv85LIPccjxp7HXkcdRn+xUNQopas7ZEMxXlnjnYuidwyfnTyMroblwhZRIpbHWxPMXVPdk2a8N6Wmthvet2joQWOsqT6KSCuL8c+EdjI1bS+0MjaC4lGMQnyQi+U9Fk/AcidQZ3pRVS4Sr9i2Q/YklW3PYiWfw1vPO58Wvfw2HbT3DhRf+PSee+FxOPvlkvvGNb5Dn+Ub3bosWLVq0+POgJeYtWmwJGG8A/sO31eLPgm984xv8zd/8Dfs/4mT2POK46sN86NVOam34b7Khp2RpoFLAffV902JeE3Mg9vxKPDHZvengrQhEY+d+x7II3CcVDKLa5yEl/Ftr4/vXvdsCgdYSj+BXP/4GUz3PQYfsw8zQMRwZluSaxf0+1gtG5SgQEwTeWrpCoJxjMtd4pZgpQ8lCK4WKduau1pWNvzSGUVliTInSGqUEg/khzlsWdTpkUjFTlsyW8yzu5/QzHc9DmDXtCKQok6oKRks95D7allM/vXfNMDBABPt3ukVDfpcIKrzzWO9j24GnI0P/cSYDSctsaEsojKMwgYTmStDLNf1O+L93KcI88tIG8iiFrMaUPeToI1m3bgOXf/cKDnvQwUxMTdLNQhJ6aUPwXKYUXacorGVU2qDKO4MvJZMqI1MS7xzX33ALazaMMMZhihFdDTMDw/yoYO2adey5/17svMfOGGsQUpBrhVYS6+GAQw/k61/5AZd88Ws86nlvoL9oKd/9yJvZe++tOerovRmaOX5z+3o+9++fYu2a9Rzw8BN50mueicry5PmOxZAUEFfibV1MSBfDE8e+eYf3BiEkSmf4tJzTHDOCQ0RKGe4DISvLufAOnKV2R8jaRUJdIghZA7HtI91bIhS4nLOk4lR9L4Recx/XTAhys6EvXdQlhyacD/sZ7hXFaGQb2QUhhG7lzvux1xEb+MfXvI7Xvell7LPbjrzq1c/jla94G8997nN573vf27qgWrRo0eJ/CVpi3qLFFgAhA0nbXNtq8afHLbfcwimnPJ6t97gfRzz+2eFBUSvbaeSWj3OqBbUVVkSrOKk+42tiXnlsk2IbPdYViSERTEezL7z+p+HlTb+obO1Jv6N6ZdrP9N7hLVwkVpXkh1JBSTfDWb79iffw6jf/LXOFx5iSroSJToZ3HuU9Pa0ZOQPW0lESpTogLJ1Oh5GXUAzpKIVCkgtBBpiypLAlhfTk3Zwsk3R1D2dDQSLXGX2t6eZZsG93O9y+YYY1xQY6SxaTZRme0E9ces+GkcV7y3Qm6Wa66kGvCibVfdO8f6LhOtnOqxpJNPbHxw2hkCBkIOFCSPqdDD8qmcg1QsDs0NDPFVp2mezmY+8xN7IMyhig5x3GeiQwKC3T05Pc//77MHPX3ey0zXKMDYRvWDqMs2QxUK6wloE0VcCYFAIlYM2a9fzge1ey+967s2KbJZTO4Yxh+aJJikjwkyW+NAYhIVfBhTFbdFlfTHHdj67iki99m4ef/kKWbbcbH3vNM3jcaY/kwIO3Y2g9n7/oEq6+7GoedvrfsnLHvRAyDZlo+Czi7DbnHM5arClj4UqGnAQfik3OubCe8WRagDeEkfQKL1XVqxEC/TTel5HkBuu5i2Wj5hW8r2Kl8y5Y5+N7h8R217CmgxCBwON9cMvH4kL4mx1kcCFkVexxLvW9pxKcrKYWlEWJixMBtJY4HNZatt/3CAZzc7z1H/6N17zyTB5z0iP43nd/xPve9z4OOuggnv3sZ29y/1u0aNGixZ8WLTFv0aJFi//lmJub48QTH4vTHY45+5UorXCutsBWpLrBiV0KHqvC3dLWmqTYx9CyQLBlg5RDxSmBQCqaVuwF1GQMKcm9+ZYAvtGXvvB3kjT9OwSKhT54z5ffeQ6nnfk4lixexGBkyIVnUTejoyTSBnuyl6C9INc6zOcWAqkzuj2NKB0dKdFKMBoVjCKRVt6yaKJPf7oDOmNmZBnNDgGBMQ5sMKDPzg2YmpggzzRTnQxnHHmWhaaB1HvtI+n0FpHl6QwQ29NJM883iXQ+Q9pe7OOO1yc6B/IsFFuM9YyMY2SC9X1UOmaHQzIpmOho+llOJ1PkWmF9ULxnh5b50lKUYX8yFbavhKAjBYt7OVtNbcPXvvIdph6wf7BxC0VpPc4FIp4SAArjorU9uATuvOMeLr/sxzz06AdSiIy5UYEoSpwxoDVTnZyZwQi8x5gQdKalQsicO+cWcdl3f8ylX/4CK3fYnVNe/i90JibwCLpTy+it2pc5K/jyJ77IPWstT3zFuxBKIUQajtbsKhc4Y3C2xFpXWdCrk5vcC67u50429EByPUpRtxNIVa9kKas161JlS4SE9dQ8cl/wPt2HHuk8KZnRV/HwjeZzX/exe4LBRAiFkC6kyYtgz0+tDqmI5l0sFQiBzjRlYfDeYYxBa4XzDussux16FN/7xDv50EVXctYp+/P3b3sZ11//C17wghewzz778OAHP/h3HEmLFi1atPhToCXmLVpsARCM25T/0G21+NPBe88ZT386P7vxRh73d/9Mb2pxRS7qfnGomSD1YxGykmKp+p/HwsqSHV6ME/OmiuvjbypSXtl+xSYEw4ammHYuEhwhFq4ggZQqWtxdlYguJHzrQ2/kkPvvxQEH7oW3DiWgl0lyJREhJQvvPZmUdDsdSuswZUEaJ+WdIJeSyVwyOz9kqiNRQiE85Jmm2++gOhmlg5nBLIUxKCWRXoF3ZFKhlEQoibGWrpY4kQWSXJbhOoig2gtToBpFi0SghKonufsFLK4OlAsnWMrQWuwa568mYkHl7mYS6xyDwtHNNF0dA8Q8aK3o5IrS1MUa78P11/F5/UwHu7rzTHU0/W6OAPIsYzQsmJjokSmBkp7hKBBxLUNhRmgwJrgn5ufmufyyq3nIMQ9G5Tnzg1FIZ4/FipExdPI8zGEXIUVeZ5IsU3z6Y1/nR5dexU4HPpiT/vbNdCYXU6084TngqJP4wPnns3Srrcl7Exz7zFdFglyv2lohtzhrKuu6q05yDK6zHiEcvtGLkRRri6t7u4VHxonozgbV3dlgd08p/CHYrXaJhKvUyA9oVpwS53YxYUD4yjlQO0ziT4msCz+2frx34b6J5FsKgUMivK1vLcJ7pABFkfIg4nsoKSCmvx9+yrP48j+9nD323IWTH9Dj0595Bw9/yNM4+eSTueKKK9h+++0X3sgtWrRo0eJPiJaYt2ixJUDK8LW5ttXiT4YLLriAT3/qUxz37PNYvs3OBPkvpGNXylmVIdAg6hDHKgnwITUs/Rx06WCfdRUxadDlqk+1EhzHwqlq4r4pUt54LFrTawI6vnZEtCN7D84aEGGedp4p1v32Fobr7uDo4x9NJhWZFGRC0svC/o+MJxf16K75UUE5LJic7KI7GXODId4Iut2cqX6fiYk8kh6Bs3GWu5IU1jE3KimtRUtBRwkQCmME/V5Or9cLvcvGoryn3+9hjK1S1IVUaDwrpvoIAVrnwYIsmoUPqrFzwUrtK/t6fS5EvEaROKar6RMhDOcyk4KulswMytj7H4punUzRy1P/vqvU314eRq0Z59EyzGbPdWh/UDL0eAs8W2+zgttuu4tdd9seCGPkpBBkSvCLm37Fj6/5GXneIbVPOOCBD7k/3V6HQWHoaol3kjkn8AQ7v5IKax1eSZSSaAW3/OIubrrhVp74mn/DC4WMPfbNtbfzAUey9W4HMJhZz6Llq5PcjfOu4rTOmkB6YzCdIPVvNzYUl6DH40RdoAozyj3GmVDESbkHMsyjT5Z4Tzq/EuF9uG4i9P/XxFo0qmBR9W587yM5R0q8deP3R9pBV68H73w9jg8R8wniawUopRqvc4QQ/vj+QoZxfj6R9cbfB+/pdjoc9fSX8O9vfxsP3P91bLdE8pGPvpnHn/xCHvvYx/Ld736Xfr+/8IZu0aJFixZ/IrTEvEWLFi3+l+JLX/oS5557Lvd/zNPY/dCHBZLjg/ImZMPzGhHS030cxSVrIhJ/b2MQnJSyUtikklSjyhru96pPveqFTXplbcseUxCTWjzGNgMZD6FmNSlqPlkSiGR6/zAdTXHHL37Cfgfti8TRzRQST0cJJvOM0noslsIKOlJRFhaQ9Ho9lJJ4Y9EQCZcMll4hI5EL6qmTnqIoKazFeE+uMrR0TGrNbOEotUBkim63S1mUoTc6y3FSYawJ6riUUcH1KKXDNZEADhzV7xAgvEcqUYWBeZ9cLDWBX4i6k3j890qJilynWfQdHa6Lq2zSYdth3FqcQR+LA0qF1xpLsKoLz2233cWee+5MaGv21Vs675lePE1/YpKjjnsQxob9DcFwksL66hCmuh0KYyiNDcWS0lBag/SSTqbpZoKvfvrLHP3kp+ORKGGpPQbNY/R0+xN0+xMgROgZt2bMBhJmxUcC3SCzqQ97U+fUJ2dIA2nuuPdhDSmtqvnsyb0hVSwsORHJedplUV3f+u1SS0Y9Xq9S+CsinwoxVfkAEY8lhATG5oHGrqbGBikEKIU1NoTXqfoYIBTsvHB4mQo9EmNMuNeUZNmqbVm5456898Pf5LlnPJj999+d17/+BZxzzls588yz+OhHL2zD4Fq0aNHiz4SWmLdosSVAsPk+bLWf2f4kuOGGG3jSk5/MzgceyZEnPQNXfXAPYVbR+B1HohGJuq1UOhWTpJ21kQcHtu2h3o4AEdU8fJrLrKrwsYXUppptDqEgkKy0PlqvhagCt6rG3AjvPOnhRDiliAqhJ1qNA8H1wE0/+g5PP+sEnANpLb08I9MKrRQSi/WCXGlcaSidQ2mN82BMIDc601jrMcOiSpf3oiZyxlhKZzCEc9VVEjXy9PMueddRlIoOisH8fJzh7fFOgCsZlCO8d0x0O1UBQ6Zh4emcLDx7nhgyFr6P07ri+Ytqr/UxJM5XJNsvMDMggj15cT+rugS0bLgn4nUM7QnpPMtw7PE6lJFMlzakrP/mV79lcqLH1EQXARRlUKcL47nl1t9y9dU/Y3rxYu6eGSHwIRAOH5Pb06i20P8cguMsXa0oraOTZXg8WoXE+m4G/W6GUS4kjtem/XDcC4pJzjpsWeC9Q1a93/XzQ6Cdr50FjcyFhRcgWNhFo8hUn1trHcRotxCmJuv7hECMZQoNkPGZzkWFfFMFlkjQvaoOsSq0xPskZQgEZduBj/esCz9LpUg5byJa99N4RC8d3gZriwiVr0jubXidjQWvhppv4zU6+NFP4fP/+Hes2mFHnnLMdpx86rF86Uvf5uMf/xgHHXQgL3nJSxaevBYtWrRo8SdAS8xbtNgSICSIzWRB31zbaXGfWLduHSeccCKdqaUcc/a5WO8x1iKlQkmJEHUyc1K4vbNBZXNh9FiwKDsSeQncoaHlVTZ2ENZW6ndQB2W0wkbVPRL7YK2OhCKxDD9ul02kI5DPBmkR9f4mipLC04LMHHupgdl7fgN2wPIVU2RSMDMYsnZujiWTfbp6ErxEAbYI46QCYQukxDjo9TtYBKUZMRqVSC9QWmGcwztLJ9dkmcQ7BQ5yoZjSsaChNFJ4MqVj3308pqqwIchk6EZWUo7dDum4AbyoixXVY9bjZVC5gyuhDu2zNlrj47acC33jxHnfFWGNRZBcS2wk2Sq+zhFU+ZEJSreq1OE4y96Fx6z1tbPCOX585fWcdNLD8cDMzDw/ue4mfnv7PczMjVi5agUHH3koupOzdm4AOPp5HpwNhAT3lPQ+NBZjHEVRYHt5TLeHXGksYb09+NiH8rkP/wt33rmO45/9KpZuswupo34sMyGdB1MGa35yJ0QbeprpndLKU895TY/jd/UlSRcpFoHE2HPSeXLG4GIBSgjwSoUCSVXsEDGUzSNsSllPazvsQ13WitUYZJ24Hv8nG+siFWEkwc3hvcdZh1Kqjo2QCpyN97sIY958EUIgo9VdVMWwhtfCu6qFoiwNxhjyTs5RzziHT7371WxY/wz++ol78853v5JjjzqLc845h/3224/jjjuOFi1atGjxp0X7CbtFixYt/hfBWstpp53Gb26/nUc9/w2orBMSv0UcixSt67U11pNGmbnI0gOJi+nTHtKH9NBPGwPNKpW1JjnOuTBGbDjElCVlMcKasrISG1NirMG7MDObOAIqzxSZVoHIujA2LBCo0ANsjMHGvuxK0XQ2bCuSEykleZbRy3O+//G3c+ppj0IBeIvH0+/1mOz1sdZjC4MtDEVhECony3KyLMwlF1IyGJXMz85jRiW5iscrMhYtWs2q1bvS73XodjRIgRKCXjcn73TJux2QjVT6mKRtJJQS1hUjrPd0dEZHZyit0FqHdgAZSxcVSawJZsUDk6geiZezrr6ODSs26cr6ceU3bSa51ZUELRPZI7ohPJkUwUnhwXrQStLLJNPdjKleRjeTTHQlE7ni3nvuZWq6z6go+O73ruJr//l9+tPT7H/YgTz8+Iey1/32Yegdd8/MMDMcMTssuHtmjvXzQwZFibHBs6+VCmq7KRHCxzT30NedaYX3gtIJtttjT7bbeQduuvpyPv9Pr6kPtlrNNZw1VS+5dz4mrjtMCnqLav3YOSMR9NSrHy9EQ3H2lX29Xo80CL4PcjOZ1igRCkgmvreLz5dSVNddxtFmqd9fVPdgvDbegkvEOVzAqiUlFbLE+LVvBAxEch7G5BH3P7hLwt8EFcelpf7/4KoRSBUKeVTWeQfeY41lcvFSHv2CN3LJf3yUL116ByrLefPfv4itt17JE57wBG688cb7/iPVokWLFi3+KGgV8xYttgAIITbb/PG2//CPi1e+8pV89atf5YQXvompFdtUypkUEikCcU9hakENk9Rzjl1MN0/kvSaF4fFkE/aVBT4p6Lah9qYwuKDkBQKOSMUA6g//3mEteJ0BNBKxky2Zar+cgLIs4/ap9kVKidYZKtNIKbnhu59nxYop9t1nRzAGJTwyy5jo9lFCYAqDLC2CjG6vTyfTFGaeKpU6Mpwsy7HSRVUepiaXMTm9jGK4Lqq8REu3ZN3IU4zm6eCZ6HTCeXU+9vvCwFtG1rN+MEDRw4qgPJeFR8YwLhGV9erQogU9mFVq8tg8dtdk4unMRYu7FAIvA9E2FmTsbRZChBaAqNIqldZC7YBQSqJkKM0IDyq+Y1DkY0tBlGK33241GzbM8Z3vXMWee+7E4UccyIahqXrVZ0ZlKIzkGc6FOeqFsThncM4x0YGBASEcw9IgpaCXdehkmqHx3HZHwXU/uZ7f/vp2br3xZgaDkrw3ySOe+gIOeNgJ0c7egK/1Xh+t2V4IvI295L7RJNBQzVnw2KbgF/wk/MaP18Zvj7MWY20seIR57Ol6N19T5T24+vHKw9Dsi1+4n9E2n+7B6m90LJK5kO5HapkP93t4dyUc1ltyBcYHx4h1Dh+rPxLwNrhnpAp/I4qiQOvQqpJphev1efgZL+Xdb3odK/7xH9h//4M45JD9+Op/fo/HnHACP/zBD5ient7kuWzRokWLFpsfLTFv0WILQEoW3lzbavHHwRe/+EXe+MY38sBTn822ex+CtRYZSZrAURYm2mllVNniv95VCd3EvlURe2SBKoAqqW+hL9dGpZza4i7SSLO0R2N52VWqe03vAwM1SfkVyfDuq982mWrde+7Bi0haw2Muquvf/+JHecM/nkMmFVI7Vi2dYN5I7l6zgX6umBY5UmRIJOVwgDUCFIiQMx9Jp2wcGyipmJhaGuzsZoADRqUN5Nx55ubmGc7PobFM97r0onKvtGLGjdgwKhiVMJl3uWu+QJdzrFoyifI51piomgYHAql3PLUORAIdDr2268fLEa9PDO5L5zwqvc57rA8EsvTBnVA5JiD0egtiKGByRIhqm94vnGcf7djVFQxr6377787e++5OYQIJ7mhJYSwjE5LZ+5lCS4XxkClHpkJoX64l/U6OKCzOO6a7Oh6BxFnJiYefNLa+H/2887jfMU+MSewLkazXwVlhncUWo7F13rSupwPw3uNwjXX3+6MqACx8MF4b5xyltUGVJyjc0tmx5woZXRMCvBINF0Q6piSFB6VbVEQ8bCDNOSda3cFX19K50JqQchu8d0gCaRdKISgwVlQFsTzTlKVFQCi0SYnwAhsdBp1OJ97fAqUU3Y7ATi3hkEc9hWc/5nhGgzle8KpXsvfta7jmyp9w9tln84lPfOJ/cEZbtGjRosUfgpaYt2jRosX/Aqxfv55nPetZ7Hy/I7jfMadiQwJUJCmh39vHAot1vu7pptlRGhTWEOqW+snTCK34k4ixcS5Oy64UykiqRU1uRGyxTryuGcwlUiqZiKWAxhg9IWiQvxRwVavwSU5uWn6dc5RGsGjFatZvMCzvS7QEraAYjBg5x4QMZNkXQc3s9vshodqVKEVIqk5OABeJkAed55TFPHhBUcwwKgoKZyi8xw5Kes6xqKvod6dDCrsr0ZmikODJsK7EO8fcaMTc/JApbeh0c5TQJLKbCg41KW9QT5+KY2yCCdK4ek3SHm3aDpAe63wIHYtkVMVQMuvC7wSBlMuGJVoIUIhGYnlI9U4BdLE+UhH4UWnRqnY7pBnkvehmyLwAbxA+2KdzLehoRS9T+GomuKQcjTj8ficxMb2I1TvvweKV27DzgQ9kpwMfiBSuKgQ1T5C3wVlhywIi+QwHIeN58PU5aTBzH09avUXfOL/1et3oBDd/FAt+50MQ38iG+d9pWw6PNw1ijkB6jyE4J6QIs8erfU8Xgah2+3QfxqJVQ0F3ziKEwrvkgKEqRBALLi5a6b13GCtIwXc+ZkIobRHKYoQO66Vhdy9jr77zocBmraXX62KdY5f7PYDt9zmIqSUr+ec3vomHP/Zkdiy7fPKTn+SJT3wiJ500XmBp0aJFixZ/HLTEvEWLLQFBdt1822qx2fHiF7+YNevWc+oL/xobw9hC8JqqSIf3Ic5NCJkeISlySRFPJCMRYk/dkxzUNlu/bgy+mhNNUnZdU/WW4y8R46+tbPNxN+rU6/hgM207KvfEYwl2XkcnUxTzM6xYnIPzLJ7uoLSm24FObjEehqWhYwWZztFZjhUgvEHgY1HC4nwYa+Xie9nhCCnuIcsEWI8SMoRpGYuSko7WTPWmyLKMEkvpPaU1zA4Ns/NF6O9VGfMjg/eOfrfDRK9LUVqSE2AsAdvXx1yVJyqlNw6+SgUNUavoyb6desMTv0thZ6pRSJFSMDQW56CjZXVbWheO2cXtaRUC/Fxlna4LJq5JdF0IGNwwsNjYt+186GHvZBmFFRQmhId5gpW/k2kEnk4WWi0KG9aclXDYA+/P0ac/F7X1YdX6E4HxVoTTJfU5VFIavdahcJOOOy23es03if24PbxanpXd/z7g7+P7BWQ+OI38xk+LCJZ/G3rg407WZL7eZLpdhPeVZT29k5SKMA0h1Xcc1pQxpE7HoLf6mIQMxN0h4wg4hZcuXi8b+vu9jbMHg5tD4zFlWTlTALLMkGWasjQ89m/fTFkadjvsYXzi9c/jRe/+FO975c08+znP4aEPfShLliy573PZokWLFi02C1pi3qLFFgCB3HxW9jYzcrPjkksu4X3vex8Pecrf0F+0DOcbo5miMh5IRuPcR9u4bzLiiKSAp5+SUBvIK1Vfa0j4Fo3npk2nZPWGPV0QyWe0XTuAMP8rvZ+Pr037nMZSeYDYGz++/4FihVnagtn1a1BKM9HTTGSQZSG4zSPRSqEJJFUpTd7JsaaktCXGhZnOUgT7voiqv3OeojBM9jKKUYGSGqkUXoAdWdywZErnGO8ZOYPwipEtsM4ybyyD0jAqSjp5jkeDt+TKo3WOtaHHHhHmbEdZnES3wu2WiHpdHKlInoCUyu5SGntF7HzVE15Z4UWjTx1i+wBoFc679ePXxzmPcZ7SeXScda6kCKTb1UpsSoI3MUpgZELQmXGO0obXdrMuzjvmh0NGxQidZSyfzMi1opMF5b4wnsJKOhqkFixdtYp8chElIGOPvTNlSD33vl4nGxWJROU4WGhd95HUQwjtc43fpXWbChQuFal+BzdvYqGCP47xssDCkpZzQU+vbrRUTIiOEBnPc30tRdWSIiCsybj1RNmVUpULXsd4iLJ0ldLuY9p7WHvhvayH0ob0CClCac7F0DkXsxZsmnfuHMZYsjxjfjAMIXF4dtjnUJ547jt4xwtPpxwNKScmeNGLXsQHPvCB3+9EtmjRokWL/2+0xLxFixYt/oyYn5/nrLPOZts9DmDPI48HGuS21tkqDlOrahXlrZ6XOLqsijBNypws52HkV63eNrGAyST7uaiV2mQ9H2eSUaEXNZlK5D/9J/XMNi3xgTDUllvvQ08tIkNIG0LvEHQyRb+bI0pLFhXCUWHRKijVRWnC3GlTkGc5QgkcIUU7UxIZaBM6k8wXBcZ6ikHBhMzpqAysYTgYMpibR3cUpbXMFYaRd+T9CaTqMJwZ0MUzkhlZp8tgNEILqh5hKQVChcIBglSzqE5R3QbQ0HqbLC/ayX30lyfLc5g4JxAuBPRlSmBtJOaAkhoTyVblxK4Ub8/MoKQwgdBttajL7NBirUNJQTfXaCXYMCi4d7ZgblRibbhGI+MorKPXyRAupMgb60CoaG0P/e7D0jAoJTNljw++7e3se9gDWLnD9vzy1ts5fGrHal05W2LKIhRslEIqPVaoqVPSiWn+sYWjWqtUxaKKgHtfWfGr0xjdGDJeG99s6m8u8XrpsvETfjefHyPnGxlPFjhFoMog8ARirKr7m+oeIxbePNGUJGpi73xQ2r1z0S0TEuqr5PkUEhet92PnIhbj6nMY7l0bU+4zBJnWFKXBo7DWsuP+R5D3Jli+1VYcdczD+Lf3/RtPfvKTOeqoo37HWWnRokWLFn8oWmLeosUWACE3Yyp7a2XfrHjVq17Fb267jVNe+a9hhBlN+3dTJQ29woH3JTW6tj8DUWVfoD4CKal5I6t5pbY32OGYdThZ4TcmG+kZqRc2hZ9VJGmBtJjIQ5IVRUW4kioPncmlzMwMkTKDqG5LFRRH7yya0F9fOIvyDlsGZbojFaWzkQwriPPbQx92UO3zXsbQOjYMRjjj6ThJP+vQ0x06wjJylkLDwA5QStLvZphhSTksKOwI4RzdXFKWhg3rNtBdNImL94KM/fXC1yaHJqFsnF3qokZDVV2wJjzpJCabezhnzjlK76u+cpkKIel1vno1EM6bdTAqg2o6LEJyuk2zz6XAesHa+YLZUUlpXNVCYUMVBoHCRnXVOVf1to9KC0ich3e+7UPs+8CjOfDgvXjZ885h8fLlPPnV78GKTpgkUBaYlMivFFJq6vaLqPS7ei1ZZ2PBpl4jYc2GfITa8h6dEik4z8fiT+y1dyaGHybHxybW5ZgTfuEDm3pS45G0ksfRIOTx2qYxfjQKVql0llTzeLqrbXtftx2k854272y8Z4TEx3C6VH9ITpGkzCdXQajDibF7OBXRut0OznnyTCNEKPo8/mVv4/rvfpHn/80Z3Hztjzn77LO49trrmJiY2MT5adGiRYsWmwOtJ7VFiy0BlS16c3y1xHxz4Yc//CFve9vbOOSEM1i81bbxMjVC0SrGlUK/SJ+wIwGuyV9T/a6J2kJ2XJO3WkJraIRR2ZVSjrGEhbTER2XXRZVTStEg/b76faXpb+QMTvOd64JCOG7Pjvvdn6/+5xUI1SNTCjx0tKcjRZxlHWy8ZVnifBhhpaQgE5I86yCVjv3PGXlH43EIYTHOsG52jqJwWONwLqS1m9KAVFjlsbYIx9/tMjm5iH4+wVSvhxSOTDqcd3SUIhMC4cP+jDvYmy6G5sVIrMmPn/tIKlOfeU3kwpeKPcLxbSitY8OgZGZoGJauUj3ra5iKLmF7mRYokVwUgpmhYTCyDI1lUDpmBoaZgeHuDSOK0qFE6Ck3PpQ2tNJolYOXlGWJAPq5xjsYFCXrBiX3zHk+8/HP84NvX8oDj3ooT3ra4zjkIQ9jyfb7BCu1tWNW/zDeL64T56qxYNY5rHdYZ6vzmoi6by6iuNCCY0BWRSYhomU+dtfLONu7vjQh3b5ynIwvyI0eqS9esxWk+Yq63CIazwVPHDQQC2ih8OCsjen5vtq/asXE1oXq3iOthXAfhn786B5onIPwbWpTEgihQr869RILGQIuvDK6DRI5T3PglVLkuQ5jBJ3DWsOKHfdkbnaOL/1oPf/wlpdy5x13cu65597HeWrRokWLFpsDLTFv0WJLQFTHNsdXG/62eVAUBc94xpms3GF39n/EKQAoKVFxBJbzviLjmybGtVLepAzhg35KyE5aXCKPUeWOL2mK5YLYb7wgXT0QGbGRsutTr2pjIxXfXFi8ie9dPdqUkkX9rfSOVbvswy9vuolcFoEMikRaHKPYT14UhqI0YRyUFOQ6Q6lA+JwtgnLqwViLzjWq02F2NMLbEmcLpCkR1jI/N48VMPIl1hmQnlLAwMLMfMmwsAyLglxa8izY47tZxpLJSTpZHsZnydQvnEaiUZ3ziqs1zrePRRbr0qxq11C9fbQ7h3/nRoZ7ZkbctnaOe2aGOCcARWlhvrCsH5gQuBavkYzEWquklodxa957jA3Ee6qXM9XNme5lLJvMgaCqWucZWc/AhpRvLTWZyhiORmyYnWV+OKSTCXIlUAqM95TO8v3vXsnu++7N5z/4AX5+2xwHHHEEExM9tIw2amvwzgbirHRQeX0ghMZYrDFV2OGmviI7b5DzxrmN/zgL1obtVc6CMoTYpZnu+GrlN+4YP7bN5l208WML4RvL1489r3GrhWvqPHgH0Wae3AoINp7N3jiwauQgqVedWN+QwV0TqwxVm8SCnvvxFgDqdVqtRR8KXM6H0EDSugxfR57yTC76139mYtXOvORFZ/OOd7yD73//+/d5Rlq0aNGixR+G1sreokWLFn8GvPGNb+SGG27g5HPfjZQqzqimSsQORNg3QsMqdzOVb7WBigv7qLqPWWqp+r+r7USmOGbHbbisRfVD801qRZxI5NNzmqRcNF9wX/AOIRRptjcEtW5+Zj3Ty1ZSFgNKqZmQmn5HsV56SjNCuD7D4RDhLMJ76GQIMkprgoptA8nwxiFV2P7cYIApChSQE2dwq4xer4cXUJghWabQHc2aQcnc+gHDYYk1Bi09Oy3rMtHtcce6OTpaE4bBSZTKUJmoVFGPrwpYUgpo9PYmO/aYsu09TtYnL62BRM5HJpznjs7w3jNfhNnrM8OSkTEoKcmUQIisUoKlECio55mTii5hm4gw/1wrydA47toQ5roTnycIRQ0JWFOGMV44MqUwTrB2EFwFWodtiHKWa354BQCvf/Fr8c5y2rlvA8CUZTW7O83v9tH+kYoSY0siEfKKrC70gCxYjPUr0+KrOHUI11PRmh0Iu4w/O2pF/r622iyUNFd0ymhPBZmKR3vfuLaNopgnqt6N7YuoZDsXXQSqWhT1EdcBb4haKU8tISlpf/wOC4ntChXS8xsLri5yVG8VeviNoSjLsD5s/HsjNSCYWrY1Ku9x6U/Xc/aznsgXvvgNzjzzGVx11dV0Op1NXJMWLVq0aPGHoFXMW7TYIrC5bOyS9s/GH45rr72WN7zhDRz4yCezbNtdKzbsnG9wkI1M0TWqX9Q26Pt6WqWs+9B3XQXLLXhRs781SYFNhQ1qMpmeL6oXLEBj+74iQJGWVWro+H4mO3Pem2YwO0uWdcmVpiw83sGifpfpqR5GhHnb+BBIBilQS0HsQRceMqnRUqGFpiwKlHPkCCZUh67MmehPkCmNMIaeyOllPVzp0eUIYTaAX4/ICvKOpHSCXp6T5T02lCPmyoIyEs6yNJRlibV27BSkUV9pJJmzzRnc9bxz74Mt20WVPBEwKSS9TNHLFbkOdn3nPSNjGBrDqAyugTVzQ2ZHJYPCMl9YZkaGdfMlcyPDoHBYF66jVoHgWR9C3eYLw/r5gpFxkbiH2eR1YSUkeyspyJQkzxRSimivr+epP+ioI/jS5Z/lgAccxu23/oJtd9uXfNHqmEsQR8NJRaUtx7FsC0l5WgjejTVBUJHbBe6D+ktUY8GIyfzhGMJxBO4rx5a8pE693zREY90ydi/I2L9en6XxZV+1JkgJqSWkQaxTkSz8KGt3SbSre+eomlLCzRsKONYGIt90E1TvP+4E0FpHY1O4R1w83+PFjlpJN6XBmtDnL6WkLqF4drzfA7n025fS0YI3vPbF3HTTzbz+9a+/j/PWokWLFi3+ELSfsFu02AKwuWzsmzNEbkuFtZZnPONMFq3choOPP63+oNwIUIs/bqToLeTACwn5Rv3mTRWPpIgG4lo/M/y2qaannuTx7Td6wptknaaK3hyD1djHJuknKYo1aZEiWNK10ixdvpT5DetwpsCa0J/sPeSZppvn4C1KBvKRWrYlAiV0UIQ9KCTdvEued5jodFnan6I3MYXWXSZ7Uyxbthzd0xgMU/1JOp0+SmZM55NsN72UPVauZtWSxSyd7NHPFc7BurkhG4bzlKZAKYF1htKUFcGsihSRXDqbaiFB+Uz24PokJxdDtA/78WsuZUij11KiJQgRflkYQ2lMCGRzjsLaYI+OhLq0jvnCMjeyUWEPPc8Q6mrGhsLGzLBk/SAWGBAoqVAypODrSM4EyRovybVEKoHSsd0iXsew75Ktt13B/MwGHvyEZ2K9xFsD3tYENinhbnwVV0KuS+sjkdb0y+azm4y8uYHGuU8vjk9L4WfBneFJEeVC+AZZr4lo3YNdk2MBZFqSaVW1CTQXtIuvq/raK+IdigXpnhBColRtVEz94WOW9HhfCFLuQgjPK8siFnrcGImn2ud0vK4eR+dTjzuN9pd4CuJfHhedHFJKlA496jK2hSgp2XaP/fjpVVdyx5xiv3124TlnPYULLriAa665hhYtWrRosXnREvMWLVq0+BPi7W9/Oz/60eU85KkvQeocCB/8lVakUWR+I0ISkRznlejdiKDy1JxlU6y+QZAY649N22wEkKWvuOHm5sZSnZMfuAqvqkPjFgqcTTSJPUTyFBXjzvRy7r7zbuZNOB/ehTJDpiUOiXeGLAvqrpQS7yVKZoxsSVkO6WSKbr+Hl4JhMWLNzHoKa7lz7b0M5gY4Z7He4HGgBCWekbAMyiFKKnKVkynNVpOLmep0EcbgnefumTkGxRARjNBYb7HO1OQukqtw7eqzW5Oy0PuttBw/t87VvcCEeeJD45kZBjX8zvUD7pkZsmGuwDhHP1P0M00/z1jcz9lh2RSL+zndXNHLdbCcW8egtGgpWNLPWdLvMJFnGOOZGxk2DA0zQ4txoEVIBXdlCaZkMpdMd3O6WqEFeO8YFAXGh7T2TEoyKdCxQJdJmO44jjv+SPbab0/6mQ3XXarK0u3xkSBHLTypvXWlZsGaryoX4yu4oVRXS49EMhsrzvtIiGUkmqoqgtSFsLoIVf3QcHU074/UD6+lIM8zhApTAsJ9FLLik6KuGoVLKUXMjBBxX6j66308PiHr31Pdfw3VX6RAOIH34d1sFZpXVTNCMQ1fZT94BF7I6hiDqz2cND/mQmgWFSRZFtwNqaQ3uXQlG9at56e3FWSZ4FnPfCo777Adz3jG0zHG0KJFixYtNh9aYt6ixRaA+sPe5vhqFfP/X9x8882c+4pXcMAjHsdWO+9NIsjhs7molEggfEhvvLYizclunK5DRfwYY8NNYiGiZzoQomayvhjfVvqZuDHfUIOrbuUGFlh9oSb+m0Z6r3rvqgA0F+y2vcUrWbduhuHIBrIgFAKJ85KO1khnmOp26ff7dLsdtM7wQpBpRa/bRekMpTXOBWt5nmcIDcump1BZmGnurcM4AwJGrmTkSobFCIGszmFhDEVpccZSAvOmpKsE2y5awqJuF+GDoigV4UvW16h5cgKJ91iiKh7t7NaB9YGIOx/c2IVxDEpHaT3GegZFyhgQeBF7v4Wkl2uWTXZYNtFlIg8p9JXyHK/zfBFU8bmRYVRaRsYyNA7n0wg1S1EaOkow1VEsmeyyaKKL1hnzw4KZ+QGDUUEmYLKX0+9otKoVYSUFvUzRyRRSwN7325dTzngyl3/9SyhhobEOYu5Z5RoYqxk1ij5N50VSvr2oyXRSlhuLcoGGntbu+L0RSGq6tIkQhze31oZkfyFj37ajeRMl5d7acL6KUYF3DqkkSimUUmitQwK+FJUOTXSFhNwAsWBtiOhpqcP/wu7Wjpn6XmLsHl34N8Cne8im+eXh/Oos2Nml0iitG39bxs3vwcWRZsPHlocYUpf60vd76GP4+Mc+x3ypWbykz2tf+RKuuupq3va2t9GiRYsWLTYfWmLeosWWgNSHuTm+WmL+/wXvPWeffTbdycXc/7FnNly6iZynP8euVvLGyMfGyegJokmEK0GxVhFTMFn6fRX51mA14wq5r0lM3HpaQpt4c4RoBHuROJmv1PaNXrKAxHvvsT4Q1FxLdj38WL5w8Q8Z2JBpINB4K7DDgqluj+mpCSYmAjHv9Lrk3S5KqZh0LUCEY1exNzrPNXmmkVrGmdAK7UPg3ogC4woyrcPrvMeWjtnZAYP5eXqdHgNnEb5k5UQPgaAoy0DKK4dDJH9eEP5vVVTnw3kfQuoaIqVARlLuKeJMcuNgZByDwjA3LFk7O2RuZCiMwzT61T3Q1Yrpbs5kV5OppoOhTvMvjGWusAxLG7aRetyhSqzHe3ItybUi04pMa0alZf3sHFJ4JnoZE72c6V6HTMcgNefIlGSyo5nqZvQyhYzXf79D9uPma65Ai5IUNphcFc0xevdVuAnTBFx0UIRiTVpAaW02F16TkFfreWyNJyW7oZ5LGa9TeL5WgeSG4lC8Tg1lv/mWxlpKY8cmEiglAIe1ltKYxgzx8fsylLpECNpL97WnWv/ESQo+PhYIuIi95bYi6dXRimahLKx7mwpfAqTUjVF84y1IzcGK3oOzDutcaJEoCzJpxpwcez3gEfzkB5fyrV84tBfss8/enHnaKbzqVa/ixhtv3OS1bNGiRYsW/3O0xLxFixYt/gR4//vfzze+8Q0e8tQXkXV64cGolCa52zlX1T+aFtUkn1ffVpbXcVk9qeYpeKupHIrqX7EplzDJllvR66TU0uhhhbH3G3tttU9NZbD5Pg0CWampNUEQhFCt0lh2vd/hXHfVj/GuZGYwYsPsPPeuWY8dGaYmJuj1emSZIsszdKYRQmBsIBNCezyOvJPT6+YYZ5g3JevMgJEvQTikA1cCFqQXdLMMkQnWj2aYGQ6YnZ+nKzWrphYz3e+xrJOxrNcjkxopNUoqsixDxfFfjWoINdFKxM41zkNNSyuiHYm0SUpyfI11jlFRsG5unpnBiNLYOLPcs7if0csVSgqM85Q2nEfjgoW9dA5bEXlRuTFyrTGlxRlDT8GSyT6ejNkR3LV+xG/XzHDnvWsBhxCCfiePhDzIzamHP1MiBtNpernC4ymdgKyH8JayGFXnpelQbwb/1Sp5snfbipinPnAay8SRzlcjNE7UFDP0RKt6yUvRKHbF9ZecQ1JWgr4ApBII0SwaLBh/FlPlU0CeVBrvGw4X3wj5c/W9Z23KSIikuzquBSS7uufC74Ke7nDGYl0zuC2tjwU1irQlH4pkEo81RbwGcf+TPb4ydCQ1vlbcvYe5YUlhFc7b6loJAYc/9ml88iMXMldKhPCcfcZprFqxjLPPPnvTQX4tWrRo0eJ/jHZcWosWWwDSB8vNta0W/zPcdtttvOhFL2LvBx3PdnvfP3yQbXBqT1StrCP15I5pg3Lczjr2wuqB+jWJ6/tEzACPHCP2ldYo0mf0+Ancj3NvUe1o+LcK76rswPFZDebuRVL44276TbssvKuVwUAQPDjHzF2/YcXK5dw5I8kwdJQlwzHV77NoYhHSiaA9KkFhDMZZBGF8l0JRFKPQCR5VQlMWwerb0Tgdzm8n03gBSimcdIxcnI1eeqx1THS7eC1AODKZU0qBlioSMxlV2HQyXXXi00zucN0affsyqKXOeRCRyNWvpLQhhK2bKbxX5ErRzTTOhYKJUjLOKQ8ugATjwpirgQnqeGlcFRjXia9JCerrZocMRwV5ppienGB25FgzM0dRlpiyROJYNNlhqt+lk2lS3cc4R2ktzkE300x2MnIdHAelc5SmYFB0+PW9mtm5EaXLwI2wtkQIBUJWpHssq6BRyHApcTxZC9IJHVvrPi7TQH6b6x2IBDGR6qRci3HiKNJjhHYHDzIWoULrRrhWfuw+qJ0gFhAxeG1U+Not4htrIhVnkmMi/s2UlXqfHCNpnp5o3JtJhQeHq+63yv2SdqRxPMHpkf4KhA2llgGdaZwLSfzVfVq1C6S/DaGHXmUqvE4I0gi3cI9Kdtz/MC77wkf46V0l+67oM5ob8KbXvIwnnPkC/vVf/5VnPetZtGjRokWLPwztJ+wWLbYEJKa2Wb7+3Afzl4dzzjkHLzOOPPU5lQINiQcHQpBmTLto6aZJOyoCWFtYSWTXJ9t69exGWBRjylgzab2hp8flEUOoUvJ+ssTGXtpkdU8kM9hkZZVEnT70p17VYPWW8fswRztsNiRibzR2LaqfAsfynfbm+pvu4LnPfg1vePMHWTsAJyWlHXHPuntYM7+BNTPrGRUFUir6E1P0+lMIqfHOk6mcLNMgwLjQGywJsW1DXzLnCoz0OCViAnVQ6zMpEc7TQYKSlBi0lnSyjH7epZNlkVxVdAYvDF44HJbSGoxz0fo/XqiwDRHYutCfHkR0j3GOkfHMFpb1g/A1O7IMSsfQOkZxvnSmJf2uwjbC04x10QJvMXF8nPOeqY5moqPpaImSMDcyoS+8k6GUYlBaZgZDnDNIYelkguWL+yya6CKkYFAa5uIINuEhV4peppjqagrrmB2WrB+MuHd2yN3zHdbO51z0r+/liMedjVAdyrKo1lTVO57Wo6fqtXfO4pwhJdf7haJyQzWvvk1273SGqwKQrwtL8TmuauMIGwyZBjb0U+sMpbOgdDcl9AXFqbQ/VYBdLCj5FMJmowXfJYU7fqXrRApTE/UOxy9BCl5TQZWvCnCB0AulouuhTsIPxN81vtJ5dHE/o20+kv5OJ0eIuvghGgeWzqdzDmtCocJH5T0hBdsd9ugn8453/Rv3zo2QUnDgvntx+uNP5GUvexlr166lRYsWLVr8YWiJeYsWLVr8EXH99ddz4YUXcvBjnkZ3YrrZFUrdNx5UN+eCXXhsRvGYaJheFX6qLeHj/ec+BlhVH/hF/Zpxta22Fze3nnhDSmpO+ytlGJWVQq+Uath7q37WuOmKYNTHmxRBkajKwt8TSE/e7XPS35zPE1/5LvSSnXjB89/ARV/7GWvLHmQaYwtGZUFpy/pYvENnGp1lZJkmzzKUFAyGQ4y1WOdYP5znN3NruaNcz1o5ZKAtRkLpfUWchQKvBN56elkOCKwL1nJrHFVatvRjTgYpYxCYVCGwLlmHpaivuRgnly6SvXDdHYVxDEsbZpQbF9O3Uw96KN4oKbA2WNXTdsJzw3WVIhRkpKjfI6mpWgZXgYgz0QWeTAm6maTfzSJpl7Hn38dxbA4ZZ5lrFQPOfJinPlcYrr/xLt55wXt5yzmvZuX2u7DTgQ/EFEVclrJSw8dt7NGub0tsbEFYOEatvgE2AVGvNZXs6anC0yC21TocW+8pmC2u77SWZRgVlt52/N5LlYG69cCnC9rYydQrnt5XijDLPK130pqv7jmBkKq2nMciXCLKqe89OZ5qck5VyKot8vX3yUJfFbuEpNvrVgW85mmt+umTOi8WPh6KG1JIdjvoSH79y1v53JV3ILRgNCp50bOfTjEa8da3vvU+LlaLFi1atPh90VrZW7TYApD6KjfXtlr8/jjvvPNYtHwr9nnwo0gpykl59tGCHYKmklIO92VLqEkCTd9qg3gsICXVv7GLdcw2Kxrqev1z2qKUydLbIBQkoa/hLxZ1n229G+O9vcmeXFt4iWOi4ja8x7nwnqGooLBO4Lzg4Ec9hV0OejAfe8ffsWzZNEcfvgsCg8cyKkcIH/ZRauj2ugjhw4xxW6IRTE/0sN5TWIcoPCYOzL53OMdw/l60kEzmHSayHCUEG2Zn6eoOeTdHeLA+EB3hEtlK+1kfX9Q3q/nwibTVLoNIymMhxHkfCzAuEGki8beOorTVNQ3jtQiJ7qWj31F4H0LicoLqjoCBsRXx9t5TWEFhHaV1FEbQzTS9TGGko7TElgmY6CjwEq1yMh2s64UJY9TSqjKxMNDtBKXeOh+fZ7j5l/fwT298H4989quZXLUHobBSYm0RrNCeBhFvhqkltdw3rNqks7jxum8+lPj3wucJWVncESB8sJtXbTw+kPJ6yQXCWRXHpAh9BR6I25FU5nHw4dfBeRIKIIlEp5qAr+/uWh/3xNYO7uNvsCfdqT72lycl3VX99HVfebDO1/eki+soMvB4f8W9jm0TeI+zFiHAueqvQfX2tQ3eVTubXDTJfeMIx3zMmS/lY+9+Lce/9x/olXezfNlSznrKKfzjP/4jL3zhC1m2bNkmjrFFixYtWvw+aD9ht2ixJaBSmP7wr/FPyS1+F37yk5/wiU98gkMe/TSyrBNpR7Kip0/0KdSqfl1tN2+EtSHGTn340FzPH272rSYh3TuHtybYlQkkXGtd2c+T0iijhTaQcRnt1qHXOth8Yy90VLg9VMFi3o9bdZMtfKEy12SnQSVc6ASAFGzV7BSWOJas3o5Tzn037377e7ln1mK9R8mMqcXT9Ke7SGnBWIrBgPmZGcrBCGEFnbzLoqkppvt9OllGN8vp6iwQWGPw1oD3FM4wsiWFKVBC0u92EQgKE1TsoijBQ5bpqFwGYdRb8FbgXSB13hKTvRccvRAIVdv8U9FDK0knU/Tz8DXV1Uz3Mya6momeJtMKJwI5HhnHhkHJ2vmiVr8bSdvR4BzOmfCUxgZiboMKP1+UDI2jjAUSJWCqlzPZCwFvhbHMDA3DwMqZ6mQs6WVMdhRKhV7ywljWD0dc+dO7eO2rP8SbX/OvHP+8N7Jo9W6BunmDtaYiwd6H7ATiuLSklHvvYtq423idpEcSsxX1uqpne9P4PfUalvW8cudFHSjn0vvGsWAqzAI3xgRVmmbhwFb74eOaTMy19naEdWpjyr3WmizLKoW6cRT1vd0oSo2XIsaPW8Qnier3Ual39Tg0qv0Q1flJdgwf+9/TGkxp6wJQSqN1rdDXTgA2QqXGRxdASm5fvGIVO9/vCN7/6f9CZTmjouAFZz8VvOPNb37zxhtq0aJFixa/N1pi3qJFixZ/JLzmNa9h6VbbsNcDHwmiOW7Mx8/pacRW/ZF/nHwnNW7jtPPUjNskO97ZqMJ7pEyEIcz6lioqh0IglapITFBv637V0JPbfK+0b2E/HXWwVN0H3Bz5lkhEJBmJOFUW8DFzcENZrlOtfUyyjjIjEkfen+aghx3Pf158KRPdjDzv0J/okncVOldIHf7vTOkMrcPvpdRIJJ08Z3pigo5S9LOMjhD0PUzpnK4OqeJzxYhiWNCP50vpjFLCvLeUziKVQGlVzQyvCE2sJDjrq57edBEr1wEh9M3EmdFKgJYCLWUsmIiqt7hqI4jbSOntzntK5yltCHdTUoSRazao2GVUyD0+zuMOgmkay5a+rG2SUF9Z6JMSnilJrpMqS7VGCmMZlCVXXftb/ulN7+F+J/41p73hQiZXbhcC7aK6G8hvGHPn4jZcWluRNKYE8PuEaNj/6yVYuw9qPRqAbicL87erdZr4qmyQzprEVmFw3mNMiTGmJqFCVc/3PgSh0dwEC1wAzlektWoYSX3gaZ/jeznfSINIayc+U8Z7oLouTZdBvA4ivnkdGlftTNxKPRM9vYf3oUjjq/MiY3tF82n1/xYibC44WawJpcWDjzuVb//Xf1Lmk4BgyZLFPPOpp/LOd76Tu+66axMXtEWLFi1a/D5orewtWmwJkCL4YjfXtlr8t7jqqqu46KKLOObsc8nyPNjUva3Ub3wiULU+7GvtOFpzG06F9IEcqOyv0cIaPtiDyjQpJTqQf0kKl0qvorEFT00AhYQUKBcIkKj2qkmERFIzE9FpWOCTJX/jcWmJVIjqeWNe2nTk8ZgrxU9Gm3+0O08vXsotN1/F5Zcvxhax/1ZZ7vjt3Zx64qPRWUae5cGCrASlLfAiBNjlmSLvdCjLEmUt03kX1dM4DyNnGMzNkcmMTqeDEIJ+f4r52bWUwyEdERLZRVWMqM+k8FRkKBHxptob6FKdjD5mhQZKG44vXbPUU+4loc/bOtIErkTSMhVU92ERFHHrAil3UiC0rB0L8SI7F7ZhY6+3DMYFChO2P7LBUp8pSTcLxYfC1EFyxjnmC889Mxkffs9FHHXmuSxatT1Rok1XPq6P4MQYHxlXn6PmbPD75OY+7N9Cc46nJt7EldnJQ2/8YFRijA9rCPBeRLt5/fpY/hm/bmk/01qORHQMovme4bfOp/XuMHiEE/E+lPXT43ZFOtboEKhaTha+TdzDYDHwVcFLpCLBAnE73Se++YsGmU9OA+9luA/iPS0q27+v3TXVbZ1Ofn3Extr6Pb2m18nJexNcf9eAg5eF93ruWU/hfR/5NBdccEHbb96iRYsW/59oFfMWLbYAbC4b+9jIrha/E69+9atZtnp79jryWDxJuatpReABHlF9+PZj9m7STOeohFcEIn6vBGRak+c5WZaH2cqIOOqoJrkuKZVVAaBW2GRUs6tgqUSyRZ1AHfYlkUKf9nTTpMoDQpIs7umIZZIZ44CwoK7X1vx6wFVScX21L4FUCpTwlKpHv6PZZttt2GWn7dhrt1054pAD2X6brfjuZVewfsMsUkis95SmwJoSEFgL84MRzoY58XmW0e106GQ5HZ3RkxlTeZ+e7obALu+xoxEdL5mUHXKZ1cph1Rcdz3OceZYC4FKbgJQSfByR5huBYSQCVrc0Ww+F9RQ2zCQfliFh3cWChJKCjpYs6mYs6eV4YMOgZG5kKGMSu47K/Mg4jPN0szAyzftk1XZ4b4OqSiCWpQ3nuZsptAzBbun+zpTEuGCDXz+E667/LW962fns95DHsGSbPVFYBE3lNhJFQRwTV11ckno8puYuwLgGHl/n0+jABWpu429QnimKckQxGmBMSQpVq97V+1Co8XUIXVr/ScmuxrXBgp24r50VDSeLrN6tqsdQ3yXC12Q+vV99vPXfA+epigM+OVhSuSa1vcTzUntOoDkKrumESIU8F/+GSCmZmp5Gx1F7zX53UW+ucfKbhxv6zBGSsjRI4dn1fofzgx9dTaY13sPSZUt59plP4t3vfje3337773ESW7Ro0aLFQrTEvEWLFi02M374wx/yhS98gfufcAZKZTRndVcKcUqiXiCcOag+vMv4fTM1XSlFlmUVma5GKaV5yi6NRQqEMKnaPn24blh9q15dH+y4NNTN2jrfmBfd6JMNWGi3TSPR4nOr5y8gVWJ8lFv1HrWAWW0jjWoSUjCxaBlrB4KtVy1l8aJJlkxNMjvssOfBD+GQBxzB1T+9kU995kvcdPMvcM6ilMIDZbQqKynRSpFnGVIptNJkStMRmomsTy/rooREIbDFiNwLJvIueZZj0zlyAmcAG23BMeU89T+DCCFp3uGiOisFqHg6rAPjffiK6eoungsBaLVxwn2YcU71+KB0zI5MDGpzoR0h2tLL2FPufSD0uQpJ7L1ck6kwh12I+Dst6eWKyU5GN9NRxQ9ODikE1lqGRvIfn7qMj3zgyzz6hf/ILocdH4tGvrkQALDWIIREaY3SOq7LtFTum5TXd0WihAsk9QWkMT1PCMFwVDAqglU7pKovNGQ3igJj++CrLSWSHFbi2F2yia/mLvnG+9UtGePStgNnYcztMn60TaJdPSP+py4mNPZ8zIUQCwvVl6u+mkQ9jYlTjWJNnRuy8EqMQ8c11NES56GrJSu325nrb/wFTnWqnItnn3U63U7O+eefv9E2WrRo0aLFf4+WmLdosQUgpbJvlq82lf2/xate9WqWb7MTexx+dJ0+3rCchs4C2WDGtSAm4g/BCR3U7PRcH62oIXQq/lyp36KyR49/0m7MUI7bAMJstqim1WphIGbND+zpY3pKIncsRE0uEkH3sZe6WYhI2680wo3Iegyxi8y+LOPIp4ZaOLl0OffedSfzRiKVwBrD3732LZx2xvP5xJe+xartd+LoRzyIe9at49Of/SpXXnMd88MBxpowHkxAGl41MxgyGBXce+86rrvhZn5+8y/5zW13c/sd9zAYFahMg4Jevxfs8UIhkCihUEJGy3K4PlqH2eDIYFxP5YzwP9e8zGNFCudDj3iZQuasw8SiyrC0GOermekjE+3q3jNfGDYMTVDHx3rGQyBZaVw16zytiyyNt4trSwmJlpKJXDPVzejnKvSW+9BTPigL5krFZz91Cbfe9CtOfvE/MLF4KZXOnwovVfEl9lg3FGulJEqr6ng3FqP/G3l6U78eK+iE4w0FjjR5oibgyajhfK2OVwp54rrVMVRd2GNvv/Eu1Od6UzschH5Rq+rRSSGkGnOJNLdVv1fcv8Z4ubCLsSXC2bolYIxAN1wAaV2OOVUCMS9KE57t7SYLJXXtoi4upNT3fmbp5gqNZWQcO+26K7fdeB0+64T551KxZOVynnv2abz3ve/lN7/5zaZOUIsWLVq0+B1oP2G3aLElIBKfzfP1+3g9t1xceumlXHzxVzn0xKejdBZHNTVyyzdKUq9Mr0CtEiNV9fjYl28EgtkQ9EZFBGTk3wuukU9W5qbO13jfSDBTD3sV1AZVgWBMQ0wim2/+foFdORG2oPU25XmC99uTem2TYunjvqbigI/23nDcnu7UMtatWUPpJHmuWDszx533ruORz3sDV93heO5LXs9XrryFQw45iMeddDS9fpcvfOnrfO2S7/LDH13N1df8lGuvu5Hrr7+Z235zB7f+6ja+e9kVIfwLmJkfsG5uwMXfuJS5wTwejzEWnEALRVJFtQqKu0AihQrBeop4TL461E310jcvTbLtG+cYGUsZyXew4juMDWRXxaR84zyD0jIzsgxLy9zIMCxi4rZIAXLhNp0fhTnjs4VhbmSYK8LM90xJOlrRyQSZDvZ1JUUjgC6Q3ZEx/PSnv+aaK67j4WedB1LTJL0LkYo7zd+mWd5KqQXPbq7A+6LnlS7eWInNX0cSCyA0MrojUvtHrVCzYJ99fRzx26ZiPX431q/Z1H6mokf1eMPWH89A5Ryp7qEqOyI4WNLfgZQjYU0ZEusr8r9gT9LjSTFvqOIi3Y/piOL+pFaWYlQyGBQs9ARsCnX7gKcoLYVTSD9ieWeAEpb1d99BN5NkmWLDzAzr16xDOPirM57M5ESf17/+9fex5RYtWrRocV9oiXmLFi1abEa88lWvYuX2u7L7oY8IDgNShFpA6j9uKl8hEy18WA9KXpLPa8rgE6lLZFYIhFRjoX5VunNDlK4VOVE9Vil78T2VUlSjvESYrF71gotIHqgJ/7geH0l5JDqCmmwnNR/82Mgq31D+6u3Uz63cz9TkAw/Ggcz73L5BYK3DUNLNM6aWr2bfhz2Wk190AR/9yMfIdOip3W237TnpsUex3/57sGjxNDrPcMIxKAo2rJ/l7jVr2Gabrdh/vz3Ya89d2H+/PTn0/gfysIccxhe++g3uuXctpjSx5UBUBRElFVpqlFBIoaoqRaWQptT76HQwLiXOk8oUQOgtdz6QauM8Q2MYFIahsVg8NirgWgqW9HO0FAxLw/wojL/LlECrZnEnnMkU5NbRim5MWM+VZLKjWdTLWTqRM93L6HfC6LyUJ1DaWCCwYZ71x/714xz/V+dGp8OCZIEGsa1WeFwf1trKgi1kSLNvjvS7L+38Pkl6s5hRLeJxd0Yt9zZWUiKtMQ2+rpF40lQDqnXa2H69+iplesz2ntZ347nCO4RonJ9GIXN8zGTjKJPjJSr6UimkUnURK7qTUvp72iNXFdpc475r/D1J2RQN+36dOi+RUlc98o2qQkOFT9e2tswXxjNXwJqhxIwGrJkbMb3VdnQ7GWs3bOClr34jdlQwNT3F8886nQ984APceuutm7qaLVq0aNHiPtAS8xYttgCI2KO7ub5abBrf+ta3uOTrX+fwx52F1Aox1ucZPtbLqKAHMhteF3k5yVpb9XI3PihXrvCI9GE/qck+zo9OJK1WzpuW44XXbgHRikTANSy0iYSEpzQIUUUEms8f35yvPtzX5KnulxXVMaXfK1xNMNIGYm+s9xaJZfmOe3Drz3+Os5p775ll6dIlDG14/tq1a1i2ehtGjqgCK4QUrFi2hO23X82OO23DrrvuwG6778he++7GIQftyyEH7xtGkY0KjBlRmhFLF01zzMMfyNcu+R6/+s1tIU1bwtCMmC+GCC2QmcIJh8VQOoN1Qek23lFYS2FNmAXvPNaF3vLK6k9Qv4UARxiDFsbWpfT2xrqIz+/oNN4O+nlIXhfVlbB4bxBYMgUdrcmUJJMijmVT0fJtKK2JAXOOQWGZHRbMDss469yEn0cFhfEo4ehMb0Vty0/0rbGmRMpPCI4Lay3WWKx1sa85uB8CORcNO3dNoNMx1j83iWyjuDO28tiYdDbX86ZWeoNoNol7ymSon1uT1GpJx3VYu0jq7QrG/rPx8WziT6ar7oPm/lO1SKQ3qIoZ9U0YR84158CnvQj3S3j/mOPQqNJVxYXqb0zzfNXnu76zqe5PZx1KCIZGMrCK5VvvwK9/cTP3Djzb77Ad8/NDPvaJzyKc58zTHs/iRdOtat6iRYsW/0O0xLxFiz8S7r33Xp7//Oezww470Ov1OOCAA/jABz7wP3rtjjvuSJ7nrFixgsc//vFcf/31/597s7ls7GE+cYuN4b3nVa96Fat22oO9jzgKHYlULSw2sse9IyjkVD2h6SOyXPhBnERhG2p1xWZiirm1OKIdfYEyVxVSmgp1ZBa1lu8ZE88QCORYgaCmlGNHTRrZtlDv3MjVW5E5CVLXPfbVATk8wQUQMhEiTR/bbcHqXffjJ9f8lMw77rj9TpZstQ0TypJJ6K/YkXtv/w1zRtHJNUp3UFKjtUZIgQsUlsIYRt4zbx0bBsOggmcKIaEcjTDG0O91ecwjH8EPrriGEoMxBRDCtWbmZ5mdm2FUDEP/unPYqghDTML3jXnvvipeeIJS7n19xioSKOqgOCUg14JuJullil5MWRd4MiVREkqnGRlNYTVDmzNnesyZHvOmz9D2mDNdZsses2WfDaMus4VmvoBhGSzw84VhrnDMF7bqwU/kfzA3YGqqjxI+KMG+vpqp4JOeX7kk4ng+75vzyqPNOrZLSK2r5Pom9V6wqqhs6guWbr3uqKo/Y8WvSuytQwkbuz6+3ca5r5T1tJ4b26/U7DR2MKntaUMi3C+1Ej62q3VB6z6KB+n2ESL+nYjn8Xc+sfH3QKTSSXQC1BMUgjuFNNUhDrd3Y46VRijl+GWutuN9SBYYWfBSU5JhRM7E4qV878Z7+OJ/fYuHPPAB/OKXv+GKn1zP9LLFvODsp/LBD36Qm2++eePjaNGiRYsWm0Q7x7xFiz8C5ubmOProo7n22mt57nOfy5577sknP/lJzjzzTO644w5e/vKX3+drh8MhD33oQ7n++ut5+tOfziGHHMItt9zCu971Lr761a/yve99j/333/9PeDQtfh9ccsklfPvb3+bxL3tLSAP3lpGtP/QHLpzSz4k21vhhPBKXMfia9FRUIimUEGZ4SxGIQ+zljRuLT02zy8eJQFIrqzepNh0oYhqjJEUKivOk+ePVNhpqWtzRSul3LiY+k3qDm1b7Wm2sArlojNZqqIRNlVaJoLRaL9ll7/340j//B3OnPYqD992FCz9zMQ94rOWeUtHvdVi7YR5jSuZHFuNKvLdYEXraU9FDacnQGIxw2NgzjgIvPNaGHl8pFf2JHjvuuC03/eJX7LbzdnEfPcYYhAKlRCA50QQhlUhPwXlBSrdPa8ATx61FbhX6wsP5VLLyOlTcayqXdDJFN1P0c829c2FUFTKMOLtrrsfIatbcfSff/a9LueO3dzO7fh1TS5ax1TZb45Hce+cdrLnzTqaWLOPYk45lj91XMp1toLQW4xSF7ZApw6KuZCLP6GYZ84Vh6cqMufXr6OkRhc1IRnDRWINja0JqlHBIYfHOhiR8QLiQlF4Td0AGlVokK/fYCknfCUTNHavFUz8UV1kiu00Ju4mKvNe/3Oh9K8tKJKeiVqCbRxr6wJs7VL8FDQV6oTclOFocacD8wls9bcM15pKn+7ZyoyysTqRbMx1X9X39NyCd4wBXH41zpCkO4RWpAEd9ntPfpFRY8B7nRLV9KQV7HfYwvv71b/LYQ7blQYcezJVXXsNPb7iJ5Vuv5MzTH8873//vvO51r+ODH/zgxgfcokWLFi02QkvMW7T4I+Cd73wnV111FRdeeCFPfvKTATj77LM57rjjOO+88zj99NPZbrvtNvnat771rVx77bW8733v48wzz6weP/XUUznssMN4yUtewsUXX/w/2p/NaUFvrewbw3vPK1/5SrbeZW92ut+RZDGJehQDtxIxSepbEuOq0DQfH12gtEH6OM2CX9RKcwgj09EC3SRPC63yTSWdSOgb9KJBIqvnV2SgVg43hfS60FdsSTPRmwxkjH41eL2sCgW1Oh5UY4tzntIJSmcBT97pIrqLmB9Z/ukLV3H6cQez1w4rWHfll9juwEdwWznB9vscwje+cwUnPmx/JB5Lo09extngIvRdG+dQWuGUx0tB6RzWlggPWmaUzrDj9lvzg8uvYZcdtw0ERniQcM8965iZm0cpwTbbbEW338F6h3UhXd1Gwqgb94vUqjonSYXsZYquVuQ6Z80gFClGRrF2kHP3APqZZSI3KCFYN5xCizlyNWK6I1g1OWJkLec96zwOP/lMDjzoRPrTi5lbdw9r7/g13jn23OtIFi1fzZrbf82nPvhvbLfb7pz4pOPZsG4D//mpz/KLG37Oocc8kuMffTg7LZ5nIpN4rxEYdtptB9bc+mP0NofjrERi4T5WgZQS5zzGlBSjId6BUJrErhPRk3Fcmy/jz9Trdpx6Nlh5rA2Jxq/CXRCLHNULx90hvmKrUcXHI1yc7b2gtcP78e2HqxM37qOS3XyPihmnPXWAjPy8ktyr90lUn0jAZUqQT1sVgSA3OuGbXD/J6eF5PrUTUBH5tONj59JXe1Hvk6i70cfOs2gS9EThfVVUTP+q5BpwnuXb7sL13/oMe+1zDNfdcB277rwj8z/9GZf94GqOfvDhvPBZZ3DuG97K3/3d37HHHnvQokWLFi1+N1pi3qLFHwEf+tCHWL16NU960pOqx6SUvOQlL+FrX/saH/3oR3nZy162yddefPHF5HnOGWecMfb4QQcdxD777MO3v/3t//kOiZQCvBmwKblnC8fFF1/M97//fU568Vvw3mOspShLqo/Fvv6wKwR4Z5HRMuyqz8UNWRBqa2pSkTfWKAFZWbQ3QlT/RJKoGyp3si17H4LC6neNr6ssu756rDnbPO1LeN9aqa9suJVFfXxvF6IW7xN5S18GYwu8DLOwfdwXay1KKh730rfwtfecx4QoeNYzz+Cv/voVPGO3gxB5j0OPegwX/8c/8biHH0hwy7uwi8pTGovzwVKdZzAqCrw1jPBxjFoglrnO8NJTFiXLly3FOsdv77yHVSuXAoJ77lnH5Vf+hL333o2yNHzl4u+wz767sutu2+Px4X2jepl6qmVU/V08FucDaRd4Si8pXcaPfvJbrvzud/n5T67DeIGzlk63w74HH8TshvXc/uvf8oBHPJDDH3QgUpQYl1FYzf6HH8Hi5StZvNU2OA+LVvWZXrldVN4D2d9q57054W//nm98+B946zmvRgjJESc+lfs//kVc8qG/5wvDWU5+wtFsNz2iqwUjA4987FFc+MFPccxzD8U6iXcbj/tK1y19Y4oiWNgRyHRBIbopPN5bpBQorcHa4CDBMa6cjy/jsXbzxnsnVd1Hslrx8potByLa2PZCBwmNfU9FsCSA13eNR/hEaBNhX1Au854xct48gLAU6g1Xzw8PSikD4RUgXPIC1O89XkDwdQL+Rm6AcVLeJO5Cxp7+NBmRxr/VsSa5nMZ9GQqHScVXMbjSA3l/gnVr11F0FvGlr36d4x/+II487GCmlyzi81/5Go8/6Xje+f6P8NrXvpYLL7yQFi1atGjxu9ES8xYtNjPWr1/PDTfcwAknnLCRPfmwww4D4Ac/+MF9vv7jH/84d91110Yjhrz3m3y8xZ8Xqbd8m932Y4f9DqseK4syEuDKdIuUBCISRyWN8ddI5OJHYYDG+llIa+sP9eH9Fj4jPC4bG08KfSDPUFniCbO9IfRGA3jnqt+H/Uh8IpLypAo2CFNNytN7/u4CTiCMaTvj2fW1JVcgVArLC2nfnQ7oTo+HP+s8LnrtWTz48PvxV894PF/81Ic5/PSXUXb7/Obu9dwx7LD9dIESjqEzOO8YGgNCMdaTKwIp8sLHsLKgqHrvUEqRZZrHPPLhfOd7l3PV1dey66478PObf8UjH/kQpJY4b9h5l2341rd+wORUl5Wrl6PitU0nQ8mgmjoA50LIm/MoJTDWMTOUvPufP87VP72DA44+hUce81xkluMRjGY38JvrL2fptsvZ/iHbcNkn38G1V9/A8Y89Gq8m+f7Xv8HPr/8FG+YND9rlQLwL7QQ4i4rp8GH0XjiHj3jai5mbmaE3uSj4FITn4We+gq/+8yv47Od+yOmnHszKvmNkJNvtuJrR3HrMzB1kE9swcsE6Xjkt6v+E9aYk1kV6m1opkmW9sSZcIociOnlcSidvLp0mhV5YlvLVe/uqKBSLIZWQXfehV//GbY3t+wIrffWTF+N70HB2VNkLzaJB9UDz3oxFr8YTPR7hGTu2ajdinzuEfILq1xWJp97fhlLetJyPFTga7+NdXXaorPxCbPT/UfV+h4qHaDge6gJd+DuwaNlWrL/3LkZesXz5MrbffltWr16FzDP23GNXfvqzm/mbZ5/BS171Jl7+8pezzz770KJFixYt7httilOLFpsZt912G977TVrVp6enmZqa4pZbbrnP169evZoDDjhgo8f//d//ndtvv52HPvSh//OdCpLd5vlqFfMxXHrppVx++eUcduLTEVKita6JZbRn66iaOu9BqEBapKzU5TphvaHQieYHbd9gx83BSLWq7SGqs6L+wN0gRPUs8uCekKIx1qx638ZQrNTrWilyoiJkNYcK5Dlw9GR9va8z1SQ5m4y2qn8PIDTEnnXnXBhbFne0qwxCZtz/0U/h81/8Tx7+oMP42Y+vYHjXLejeFFMrtuHzl1zJPQPJyBicDRZ2rTVCaIwNPdACgZZhFnOw/lscHhkTxnOtUEgyqXjwEQdz1MOPoCwNjzzmwWSZZnZ+jpnBAA886IEHc/kPr0Uh0UKhhEJJiZZhDnmYEw7eu3gbae6Y7XDNbyTPfd5bWedX8JgXvomd9juUTicjk55cOqamJ9nrsIex7e77sWTpUo79q9ewdMeD+eRH/5ML3/sRxPSO7HLoMex2xGP4f+y9d8AkRZ3//6qqnpknbs7LBpYl7ZKjRIkCIpgjeOfXdGZUjKgnGO7M56l35+EJGPAOzBF1UVEwkiRIznFZdtn4hJnuqvr9UaGr55kHUPd+d7fbb332mWemu7q6umqo9+f9CXmu0UWBNQapMlSjgWo047wJT2loeNjHg7sSXw1pOOG153DVZT/nDzePs6HdYEp/g5mDLV79mufx0/M+wdTmGCXrDaXGkoftr5FlDVfXvWtuxkMoVd9I8rrcyuNJUYUuGWa8k9SilVzHleVLFPLYDmDdXArkN9XR4zXiy5D4zCaXKEnqZAq/qPaSUDItHQAbxjAq0taXSSSq0aWBIDHXedWayv11JbnzpNuVV3PJGd14h+R2nvwnRLsk+KH/peEjXtfijC7WRKOasZbFK/blB5f+lhNPPJ4f/PQX7hylUAimz5jOac85hfnz5vCZz3ym53jVqFGjRo0SNTGvUWMrY+PGjQAMDQ31/HxgYICRkZE/q83rrruON77xjWRZxtlnnz3pccuWLav8nHLKKQCeAG69nxolvvjFLzJj7kIW73kwUkq01hRFET8XOHd1R5Slq23ua1x3lyJz22tTnitIiEvpdhoIfyA/AkfKy2sGAh/IeUm4ZSDjtiTYNlXbSkEubsgDKalqi8k/XbzK2uQC/miREKTIw6ISKHB1001FacaaSMKEEBhtKAqXnG1ef8Ej11/O8YfuS3/fIM98xglce8XPGC8EB73wDC784he49cGNjHYMhTYU2tJQCiskeaEpCg1CooWkMNaV99KGLJMYqx2nUpLx9ji5d88e6Otj731WMDjUjzbaEVApaGaKoaEBFi6Yy333rUYgCY8ylL8SfmCslWwYb3LFn8b40D98mfe+9Rz2PeFF7HPS6WVG/gnwmdH9E9jt0KfxtFeexclv+CC7HXoCex59KrMW7YrLai99Aj9X6z3Pc4q8wHi38QrtE/EhIqXi2L99Gz/92nl+jjhX+3332YW5c2dyy+9/Xu3SJF0V3ggRjUlxQgQPkNLNws0vE2dWapgKPxVBOlwjGJVkqZan10kNATGzOCUBDdcmEtRgREh/0uum5LnrGH++IHikBFIfCHg0Ybmye8bPaekzr1f6VxoXygFNxsyvKSmCt42N6yN6oPuxKY0KZfsmVg4I2edL0l2u/VK1j0Nqy/6VeSRcKM5TTn4RP/zGReywyx6sfWwD6zdtBmNYuecKbrr5NrJGg9Oefwr/9V//xejoaM85U6NGjRo1HOoddo0aWxmTKSnp56HszpPBVVddxXHHHcemTZv453/+Zw444IC/tos1thI2b97MxRdfzK6HnYSQ0sfLQrPZpNFoRGUpusFGNbsk2amgFxA2+S7buiflwiaflWXVQqmqQNahm1qICkdOMz6XCFt3ERuIZgLr4qFt+n5KsJPfCcvHkcm00JvxjgIikoN4Q1G9A2t9jWZP2gP5kD62td3J+eqH38zn3/n/2GvXxTztsAOQQnLwAXuhNz1CSxS0+vo58qVncsYb3sU7PnwhCEsrE2RK0cnH0bogJN4rdMF4p0Oeu0R9mZKoUOrO+Cz1vkqgkBIVyrkBmVRIBEpIpJDsvfcuXP/HW/1YiCBhxodRGMFIrvjYpy7icx//HLP2OJZnv/cC5uz2FIzxDva2109qOPEGDF/XXaA9cfJZzz0xt4DWhiLPMbrA6AJrfO3ryuOPueAZmjoVoQtXls3PVSUlp/2/53L9Fb8oebZISXZCnUWIqZfx0VauFAwBPRVn2/NlMDMlsvWEayaHRoRydd0qd1SXjQFvFIikOPncsVCbzE1PZE1Z+i501RkXmKhCx0VTVcGtJ+hBzXbtakIZRXctE+8tth3NFqVLebhn970gff/8O6k6Hjtsu/70JgSvqkd7Q/djSAx1oayAEILBabPIO23+9PA4y3fakT9ccy1CKhrNJgsWzuPBh1dz2vOewaZNm/jmN79JjRo1atSYHDUxr1FjK2N4eBhgUnVgdHSUadOmPam2vv/973PUUUexbt06Pv3pT/O6173ucY+/6667Kj/f//73Ae9N6TOz//U/T34stnV8/etfZ3R0lN0PfzoAxmi01lhTRPIsvXrp/p8mz3KEKNl6J87G5U/czPuSZTZsukMrQaV7AoNQQODOIt3QU6qGUfFzHLDHuT2UzC5lzneMyvY+qc2cavtRpQscyCSkw18pxCy7zN8wPHsRRzz9OTz/Bc9DqQLVgH32WMbahx8g23wvSljm77wnL//ol7nrznu57zGLUiCFYbAvQymF9i7yzsPBZYAXQqKUQilVhgQo6arFCciyDOUVcOl/MindMzGW/r4+li5dwO9/f73/XAGCvDBgDJvGG5z59n9hs5jFqW/7DDuu3JeGyBE2B5tjrC4Jmv9xZNoTaqMjyTZGlwaTcjJ0Pa1ytLXWFHkHnecT+HQ46v5b/siOK/dGyCbNrElfJtBWsGhOH5vXPcJgI48zVUpiYjs/CfxjVqWHR8XLJjEclS8q8znMxXLWlKsjzn9S4tulXJcTktRd3vQyBMR1M9EwVhoOEqJOcnCY0lGxrg5m8I4o1Wzh2zJxRfeMBw/PPb6XkOqEhFfMAkFl9wu2N5m21TfDrQRCHow/JEaHCjMvjQvh3PIeYO6Snbnv7juYM2cmj63bwNj4GGDZ74B9uPaGW1i6wwKOOPRAzjvvPGrUqFGjxuSot9g1amxlLF26FCEEDzzwwITPNm7cyJYtWyYtlZbi3/7t33j2s59Nnud85Stf4YwzzvjLO+WY+db7qQHAeeedx5I9DmTKrPkAkYA44iJpNBve/dXtqKUQjriorBLfXSIh5DbhAbaaiI2EAFdJTG//4oo3bPgxpRLYraKnfCcI/b36GD+vHB48AlKTQ0JeAoFDTOiu9ccppVxmeKkigRICX2pLcMhzXsWq73+bf7/4Un57f86aEUHWaPD/Tj+VP/z4W67cmhRokTFz4WKuveVhRrVCSEUrU0ghyPOCTqeDMYZmXwshFZnKXGx2prxhxSmZ2rryZ8EFuCgKxsfbmEIz2NdHI2vEQd5v390ZGRll9eq1LtO7dqaFcS356aVXkg3O4qBnnI7LRB7inZNxTVRSa0uX4pINBrVSVh5WSMhVid737t6hzr0zFEAZ35wea5mzdFduuu4GxgsfT4xzxW81JIcdtifrbrw0PmvhjSUuPEN57mlRKqt4VAQDh/Su21LI6nOPxHHy+du1SBKybKtnVSau+zyozdU5Hsa6+l32Z5i2oiEKf4/dYfICKEsWlnPeGcUEUpXhLJU2UzU+uc9SZU8tCZ7w6yIatKJBIRxRWbyld4QNjD5eJ3GlTw0iXYaQ4FmgvVeLNpa+wSE2bxlhYHCAXZYv5ZrrbgABUwYHaTQbbNg8wunPewaXXXYZd95555Ma5Ro1atTYHlHvsGvU2MoYHh5m991358orr5zwWcjGfuihhz5uG//0T//E6173OoaHh/nJT37Caaed9lf1KXVx/at/amIOwC233MKvf/1rdj/i5PheqPGe5x2kDCp0ohBG1+6qmglhKz05NXhC0jCBQHedXXFhrSqt4bWS0iUmS9uM/UzLfpXkSnQ3Evm3xlrtSUSqnpfEIU1aZYM7fjRKdJEuf4NSQNbq4znv/hfuvf9+3vWWt7HqD3cw1pEcecgeMLKGTddfQlO6WN6Vx7+Ez37y8/zmTsHGdovx3NJqCgYG+siyDGMF4+O5izMXktwYOkWOFUSltaEUg30DZI0WFkGnnSOFc9cVQmJFKH3n3IhX7LaMBx54JJIfAWgjuPTHv+DAk08Ld1khYWXYQ3embFH5nSYL7CZyFYiqf0KMy0ZEo0y3F/i0OQuRrUF+/4eb2NJRjkS6pjj9pSdy+fe/zpzBti8FZ5EYlLBIYRjfsgEhQp6AiZm/Yxx0RS1PXiezY8Kt+wlWCtbJepIyktwUaXLDSmOJXamMza4aprpVcBHd002l79aEEogCEeIdJiyM2P30TirKeCDrgbjb7hMT9T4s4vK5ByNNGBwfCuI9KqrXT8i/n69pH8pEj8FlvavfcY4b5zLvvU5mLVzKn265i77BKUybPo3bb70jutDvv+9eXHPdnzjlqMOZOmWYCy64gBo1atSo0Rv1DrtGjf8GnH766dx///3853/+Z3zPGMMnPvEJWq1Wpb55N3784x9z5plnMnPmTH71q19x1FFH/f/Q4xp/Ls4//3wGhqey035HesLqsq9b613UhUAKl7TL09p4btjMl/GtpfodkJKFMk69PCi2lxLYuNHu3lFTtkNJtsILKaV33/aEWIBU1ZrVQQUvE9H5mObujlWuXlLrkA3a1bLuGsyutksqX43nDf1QEvr7Wxzywjey4mkv5nOf/Re+tOomHh0f4oPvewOX//BbNIVLEjdz3gKOfulb+fDb38Vvf38TmWqS+RhyYy3aGnJt0ELS0ZZOnjuXYx8LL6UkUxnNRgMhBR2fHV5JRaYagKQ9ntNuG8Y7Gm0Mc+fO5JFHHvXu7IAVNKRl88aNDE6f0XXv3V4oXe4K6TD6ZyWljO7sPREEWDfwE1o2hcZoXeGO4RJHnH4m5//L+dz0yADWuozixkL/4BCLdphF8ehtCAxr7r+H//zAa/jPc17Nl979N3z0xYfxg8+8Fz22HqN19HSIMfKJ8pq6h0d1PfYwPOeKrF4armwweFm31qxPSGZK9/W03ThpJjNtJQQ00GpbOa/8He1r/mMpXaiCr8QeD52Yab5MwBiME+mzifkk/LMNBL0smebXWnfXo+GkugYrazwh9hNuPCH3qcnMDbHp+hYpSb0j5Doq5/OXr+Sum65n8Y5Lue7Gmxns70MYA1azw/w5rH1sPVmrwXNOPJoLLjgfrSeZtzVq1KixnaOuY16jxn8D3vzmN/PVr36Vl73sZVxzzTXssssuXHTRRfzsZz/j4x//OPPmzQPg+uuv5/rrr2evvfZir732whjDm970Jqy1nHLKKVx33XVcd911E9o/7bTTJsQ1Pi7KXdpfj63UzP9l5HnOBV/6EjsffByNZgspBEq6ZFsWQaEtZrwNJOomlBt8Shfycucb6Gg4NKXyQSVLNuHJ84xKWiAgqUodXJ8JrvROaTXh2oJShUuu7V8lhAhPKuJHCPCx2QlZj+dUiZX7t6r+gncXt+Xt2HCf/vOYyErgFEr/gekUNBoZO+13BItWHMB3P/02WvpkXvT0fWg1JE1RoE1GU1oW7rIHhz3/tfz6l7/g5KN2YuOYIreWjnbZ86XK0GRsHOvQMm3kYB99fU1sAQ3VoNlsgRQUnRypFCrLyJRgdHwcV/5MkGUZHVuAsDQyRavV5KHVa1iwYA4KaGBoKMvsAc29mxrls/GDqo2Oz9AmhE1KV3c9DIjLYeAyyFetNSY+86DUd7tRp3Bu5WBsmE/unKHhKexzwou46PwLWfzW5zOtNUomXQb7eQvmsXHDRuyA4JG7b2F0yxaGp82Adofj/t/buPyif2N8yyaOfcVZiKyfYPsXAh8u7frtvCnSmZGo4JU5I+K9uO6nNciTeZXMC9tFRB3J7U3KLfj1EFTv1GXbEpMvCgGRGFts16uYRX2CN5GlTITnbiIYs6QPe3HPOKjeoRSZINZD900H13FRWUPuWYvEzZzkU98DAuUO9dMrZRLDYrOitEqIpIW47ss2ICnJJi1TZs1n7eoHWW+nUhSaot1Bj3eQTQWZYK+9d+fG2+7ktGedxPkXf49Vq1Zx4okn9nwmNWrUqLE9oybmNWr8N6C/v5/LLruMs846iy9/+cts3ryZXXfdlS9/+cu89KUvjcd961vf4pxzzuH9738/e+21F7feeiu33347ABdccMGkbn8vetGLyLInv3zLEkp/PbZWO/+Xcckll7DmkUc49nXP8AqurxMspN+4lgS22WzRbrexCKSxCBlcQsuszFVNs1tft5FIi5SoSE86/BkmYbNRqxPl5+CURYWMZNyRHN+mVxpDxYBSrUsVwNBFgcBEV15/qYjQr8r7Qib2iW7SHoiQrHyWEvZSyQzGB5coqyUNtm+Ap5/5ab7+T2/hOU8/iIHhqXQ2ryWXO7jM5cJw9+++z8tf8VwEMNAwCGspOhnWWEcmihEkApSgKAzt8Q6ZULQ7HdpFB6kkAwNNWq0BrBHoYhwlJVo79VxIhTVt79IuOPLw/fn17/7IlVfeyIo9dmKXHefRyDJGRkYpTL/7j69XNE2SLV2IxMVbeKVViOS2fS1uSpe3koAHA4itCu/xWt3wA9xlbNn1sJP47sfezNU3rmb/ldMZbhqGWiBERjs3SAu7H3IsM+cvYtaCJTT6+tHGcu1PLmJg6nSkUgkhTIxRoW9Jv4NyXHElj31NbsB23Y4t1V3iHHQke/KM772tijEWPu0YVWVbCP8cbGkEsUZgpYhrJZT7c6FDZUm3Sm9s8Jbx61Q6d3wTkv1ZgUVGLxnHuZPyZck9lWPneHVaZi1+H6SWNJK68TZ5t7SOdA2RN46khjP/XSSFwFiDMBKtDfN3WsFlv76KAxct5M477mb16jXM32EOoqnYZdflXPRf3+EFJx3Lil2Xc95559XEvEaNGjV6oN5h16jx34TZs2fzhS98gUceeYTR0VGuvfbaCikHOPvss7HWxtrku+++e9Xdc5KfP4eU19j6OO+885i3467M33EX575uDNpKTx48WRCCmVP7aIiOO8nHqFpjfXxm2HQTFe4QgR5cUENysBDbWhKRQNA0aeZujPHxsJDu7NPMzNpnIjfxfROPD0YXY7vjj4OySyRvUUGLfrMyqWEdTowmgiR+tYoyo7uonBZ4pRQSFVzCE2IvhSME2hgkhsE+haJg9oDk2KfuxwN/vIzpzU4MM5i2aHe+8uXvcucaQ2EzCiNoNhQWKIrCudcKd/FMKYwFbS2FKciL3NdPN0ipUFkDlbVoNVr0N/vJsqZLVheVa8Pg4ABPO+5Qjj/uEDZt2MR3vncZjVYft1x5eeKF4Nz7dZG7ZGs2zAsXEmEsFFqjiwJdFBRFHt2AY81zP3/CvHI/CelNUKqoaYw0dPPVTMLxr3gX//qRT/Gbax9mYztjoKHZsKWDVgMUBhqNBvOWr0T2D2NlE2Nhr2OexZwdV9DX14dS7koVjh0JXknWq27WtnJsHKb4skrgK8q5hZKQV88IynR1MET5Q3muEAIRkg9WyDq+7jmOBVO6dQssUnijlkhzcQjvZm8S928Ts8WH64Y1YExpvgiu8Gluj6C+R0+b1NMlMQhWhqXisVO9//AUejtT9ZhAcc4m8f7+O2rPI07kD1f8ip2WLWWgv59rbrgpXAglJTvuuJh7Hl7DS5//DL7zne+wdu3aXhetUaNGje0aNTGvUWN7gNhapdIEk+zithusXr2aH/zgB6w44mSUFFirKWxJgAMJ6G9m/PMbnscff/Ejt7HGEWJtLNp4BSwht76glFOivZqOLUm5SPlIcEVnYqm08FJKR2atJ+7YkkCUFoES3hZQVSU9ObBpw4GkC+Vdd4NRoVTf0jZ6cPEuQ5M/xpPi8H6IenXj1qYo8kqXAy8x3o1500N3Mn/REnKjeMEzj+ZXP/slrQwKq0DAPie8kIV7HcnrXvUefnv13SjVoK+Vob3yp7IMJSUG57asjXN1d2q2I8zj45r2eJstmzcwNrYFg0ELQ24LxtrjrF63idF24dRzv0z6+/vYb9+VnHrqcTz0yEYW7nMUwj/XUF7PKa4hDrnKS+MYRkLojgklp+MY2oljX3m68TP3rzEuu/xkZ0yZNY9nnvkJzvvU57jp4Sa3rhvi2mtvZXDBCu8CH6avQZhxpB7niGe/lENOeh6Dw8MMD/fT1wRjii4S2t01Cz1yMVTGoLRjxNupTrgkV0PigWKpDshkX10phQ/JB0nczmOfbBnDHlzkywR30v+eeBEbLi5EJOimKNC68PXWQ1I5U55hLd3l0oIKnzaclo2baHwgMXyUzD3WNo+GM5vaKOL9lZfpCjQIxiC//oy1zNphGffceSeNKTPR1tLWBSPj4/42DHvvvYI/3nQLz3+2Ky154YUX9n4YNWrUqLEdoybmNWpsD/AxklvnZ/sm5l/5yleQSrHH4ScAlkLjSY+hEn1qNcv2OZSd93sKgy3pa2UbvwnvYifWZTp2L22kaCU5xbu62uSY6k5adLUXVFYZCIZ3g49EPzmz5Dc2vmNtyEqeEH+vlpe/hXPf97v6sP2fkFk8xtNOMqhdda5DTHX5H6hAksL9ObIgfA1xIQT3334z06ZNZySXzJ4ywKyZ0zAja9He5CF0zpK9DuOZb/80H/vIeTw21qKv2WDmcItm/wBaG/KiIDfQ1hptQcqMZl8f/X19NFTmbk5rhH8Wxmi0ybG2AGtoZg0MroRUxxhGOhptNYW1fO+S37LTPk/BZkMxDKD0hkjq1ac/JeeqElrPVit15xPyJJL/hXGPxpWKgYfyAhOeCUybNZeDTv1b/uV97+FjHz6XgRnzMKoPFQmiwJqCL7zl+Vz+X59hoGmxsoHxCRAzJckU7n4Tdl0l6LZyzceF56pGV5PIWZyhIa3rXiHn8XWXAh5uP/UIKad6nOOhVEEaEhTj/6UiVL0IRLc0OAmqniBppvgwhhajNXmeR+8Io3VU1UMNe3/GJAMj4hoKtxYMGkIIZ/vAeZ+EkoNCeOOdj28PWey72Hn1t58/5bSxJdGXkqLI6VhFu91m5Ypduf6GW9DtgmIsZ2BwgMGBAcgynn7iMXzxi/9RMSjWqFGjRo2amNeoUaPGk4a1lvPOO4+dDziKoanTYxxnmcyq3JSPjBcc+oLX8alXPp2H77o5xpSH2GinWhnvou2STAVSK6WMyaFC5mfhPwvti6iGlRvqSnw2rj/V/ndlekZUNuQuE7lXNifotsQNfRWlWu5vpScBL7NU93ApTt4VSTw1OPdehEIoFe8vkK3gOWCLnB0POo57Vq/nde/9HFetzuhvNRiSbZYMt8E6TwVroW9oKrsdfBQXXvh9NrabGNGg1XDtamO9scF5QghhnUezTNydTUHmvRGM1ugiR2GRWAabLTZvGWO0ndMuDJvaHQqjyY3l4m/8lL1PeCHtAqT1Ls3hWXqy14um2B4/hpAUr3ocQEMpBvobDAy06Otr0Gi4+RNVZX+cCbH1nTYmz6vqrIcUlhWHHsfz3vVZlh3xIo5+5fspjECpQPYFq++8iYOPPJTxDasZf+x+OlrSKVz2fakkraYiUxasjo9bVHoSJ0I6C6rvT5hQwZ26y3AUPp1A/iuzuGy/cpp/7iRx2CIxb/i/A5mtWKlIletyDleys1tH0ZXPvB4TvsXlKB3RF0mCOOWNUd7rxYUzFF3rc8INumuJ8rtEKUWmstgfqVTltYx98gQ9fQoChBWlkSK5bmlAsgipyDs57zv7o9z34EPcfNudzJk3G6xFDfQhVMb+B+zNH2+4mb/92xdwww03cs0111CjRo0aNUrUxLxGje0AW8uNPbqzb6f43e9+xy233MK+xz2bMl7cJWwSkfz4japQtDLBwPBU1t57KwP9rUQttBUyIbwiLKXbJEdFKhLRkrw55UtU2onqYCmZRkXd8VvjDQM2Hhc296UyXrZlJpCm0Kx3ha+yAEfqJpD4Hsp5l64bjAlpaanAb1ykdlAcRUU5LpVez+GtRaoGx77sHQzN35mz3vVBdtvvQL762Y/zm+9eiLIabVyZtUwK9nv6afzxuju56OuXMVq0HMkUQeF0pFfrHGMLEAaERSqLEAZtDUZbhBUoodyPVPQ3mwz299HOLWPtDu3OOE3pzlm/aYzxHGRrKIYxOJXSEbAn0g0no7ApKZVC0MgkSkkf6+xUVKEUKlNlMrLU5UEQSSJ+HK3xOQu0xugCXeRkjSbzlyyjL4O+ZubnHyhhKQrDzTfdyWFPfzY//8aFCLRrT2YY2Uejb5Bms0kzg4G+Jk3lygiG551q+9V7DIYjYvy2I7NhJibzOJkXwSmg+z33gHsYhnoOeOkWX454qaCHORvmS5if1pNv0UVuw/w2xuVEMNbHk4dJLXwsucoQUiGV9KQ8GABEVOUjqa50N3jC2Gj4EGGt+x9jbXK+RGUNpMpczgSlosFBds2TaGzrHiNR+gJYfz9LVh7AmhHLq974Bp79zBNZvnypG8tCg1TMnT+XdRs2ctRRh7JgwTy++MUvPvGzqFGjRo3tCDUxr1FjO4CgTB70V/9sx18bX/ziF5k+Zz6LVuxHXrg60KHcVNAjw0ZcScF4Di9+7+dY9dV/YWzLpui6Gt1oKZXPMhGbVwOhJM0kZAOiGhe33tFtNrTVRbYtFYWRpL20Trg1TvkNbq/dtZMDCQ4suapx+o16xejw57iqJv2IdEdMcsQEgdApikaz61HPZeE+R3HV1Tdx/hf/gTuuvYJs5AGkdHXLi9wlUHvaq/+ey6+4ngsv/hWb8j5aTddWJ9eMtNvkNsMYQQz/1QaMAOOek/JKpJSSwifTE0KgUIyPdxgd75A1GmgruO7629h55R5owwQvh8TXwHE0K6o/pWab/IASMG9KHzvOHmTxjEGG+5o0lEIp9wSNJSb+kkpNMKgJ34dUJbU+UVkk5z7ZWZhz+HZDSIbFsnjFvhz2/Ndy2SU/5bFHH0WJws0F37YQAqUyGo2mK43n25Gi9NaILvfxOr1Qqr+PZxysKvFPkoiTivKi/LvX6d5LA+GMIZmfA0JAmj099IZAohPPkJitPRjVrK8Nrt24iuByHvsWEitKVEgsV5k/Xf4GMmTFd58EYh6MfaWRxhtvpIrPKhiLRHBbmSCflwNikxfWGA5++gu4+5YbuPTGdf57UcTBlSpDZA2WLt2B++9/kJe85Ll87WtfY2xs7Ek9nxo1atTYHrD97rBr1KhR48/Ali1buOiii1j51Gf4uFJBETNpOzITVOqgWApg0fJdGNm4gbUP3u3LGVWVYuEV6KBWGl2UurIo3WIjKfeb/e6Nd0BFNUxcTif8jqpzcLEViXKauAMnRCXNIB3gFFqRtBwtDWXv0sx1oTF/TLW5qupeOaVyenD7pSQ3CKzWZLRZfvDxMDCDf/vyKv7udadzyVc+j6TAlaJy6muz1eDk15/D739xGVff+AiF7EdIg7FFTGhlfGZ0bYwPAUg8AoLCKAR5UcS5IIWk0ylodwoQio623H73o/TNWsRY7tzDhZchqzHHTwwlBHstmsarjlzO2c/emzefsDt/d9QuvPaYXXj3ySt4/TE7c+Quc+hvKoyxaG1ipm+jXeZ+FRRo4Z5d8KoICQe1seRa0DaSnIxCNEA2EFkLK7OYrKzMYg7zdt6HTkezYd06JAZhTXSNDoaBLGt4ldVdPKjfUZEV6booOWc0SmHKMA6CCt1rnjyZ0ZzsXOKzCcYT0UVGQ2w5hPXlV1pXWEKp+VMq4jJVuyeGhQRHh9QbJq1yENeidEQ3eD4k/Dy+EL5KQMhhIKMBwYfJpKRehPkskVmXhwXhOYmuZyRcf0PfrCUbGObk17yXz370H7h5rZ8HSmLa45hCI2TG7it25qabbuOlpz2PjRs38u1vf/tJPK8aNWrU2D5Q11yqUWN7gPMF3XptbYf4xje+wcjICCuPeDpWa4qi8NWTunXcQImdG+7m0ZwXnvlBFi5fwXhnolOyU91DySJfK7ncuhMyS8frBHUzcVVN47IrV0jOE7IHZUmIf/i7zBAe3I3Db5HENZekzBpNyEZfMRK4Tvraz8n9TuhEeW7admw/tC0cv7dCTOhZacVwReILIznsua/ge588kz12P40N69bFNgKxkAKQguNe+V6+8rn3sOfnPkC/HKHItfPMN1AUhmamaWaKgUyhlAip5JDSZ6TG0M47ZEbT0QZBwZbxNn2DA2wcHaPdHuWe+x5hyT67ufJkKjxDMcHI0RP+48UzB3j+gYuZPaWPkfGcm+96lNXrRhgZz1FSMHv6AEvmTeWI5TM5dNl0fnn7Oq64Y22MrZdSIpSkmTXIi8IpvlI4Y5FXTVvK0lTQVJb+pnO7LoygMAJtNLmBTiHQCKQVKG/hkVhOft37aXfa5LRQmUApSV5oLAIhFEoVgFNyRZFRFBqto49JDJEwIc4/uHlXhqJcA+6NyYw4T/wdZcMEelyIOG1sUiJNKukIr/dCCetxYthGeY0ww+OcdSYiN5dUrEjvyXw552332hESjA9NqawV6b1fwsrt6ot1xg1n15Nxhcex9B4MACaGl0RTQLCeVDwLIlkPd2Rh1qKd6Bucwh+uu5UVRyzBtDtYaylGR2hOmcr0GTMYGRlhyZKFHH74wZx33nm85CUveaIHUaNGjRrbBWpiXqPGdoCJsb5/XVvbIy644AKW730QwzPmeFLuymxFBSno3J4khjjcTFou+uT7eP47P8HcXQ8CgjqJfw0T2arfAAdFuZugTPSWfUKUSeP8hjsSZtdAcGkXsQRaFc51uSQXIV1ZeZ7fvCfer5Mpk08WoRfl/dnIbAKFiVcSJd1pSoNF0NaCD/3jFznxNe9Ho8gC8Ugy40+dPY89j3omF3zxO7z+tSfTL8ZcvWpjKHJDppx3Qsc4hTkonsYY8iLHWEOj0cA6qwHNZhOlC/pbGYMtSUNkrHn4EfY5fh6PUeqo9smOjYCnLJvJqfvtwHi74AdX3M6f7nzUJarrgbkzBjnmwKUcs+tsdpo1wIV/uJ/xXMeYZRHkcpyqKq0lU9DINBvuv52HHrqHB++4iQduvwmZZQwMDaOyBgbBvKXLWXn4ibSG5ziybstH0mj1k/UNRIW30G6WhDj1EFeeZRmD/Rntdps8FxRGutjrQsf5WakOMGEuhs9w92FLI9WfAxEsPROH2/2OqrmfclJhsW7eh8oG0seZO6kc5asEWKwjuW5KVIg2EO8zeApYv4aDom2NS5Snsow8L7DWIIQqey4EwnrvAyxI6fvg1rUN3h0+FCUmjQRnTJDB+GaQNqzb0jMgejCkY5L0N95K1ZnAhcsIwcojTuCnP72MFx/xChqM02g1IVPYog1KsdOypdxx53289PTn8XeveTv33Xcfixcv/rOfYY0aNWpsa6iJeY0aNWo8ATZt2sQVV1zBMX/zVrQ2vkxXUPTcJjkoxG6z7zb8xhpuvuw7HHfKSTx855+Yt+uBTg30scZVd/Q0LZr1Cl0VLsEc/hqpi2tKKHrdQRJb3q3sWYu3L3glN/QkaT8wB0paZJKA9xCfWp6SyITVF8m1LYFaTLzLRAkER4RsQmaT7k00FHnybSXPOvOTgEVlWTQcpAYKKSWZhL2PPpWLP/QaHl1/PItnNtCdnI4u/L2b2FuDdaXSkE69T9yXtSlQStIUDWRH0VCCZiaRZKxf9xitKTMRIyIGkJUl6EQlUVe4hXBX+y+dwbP2X8T9j2ziWz+/hZHxfMKIpXjksRH+8yd/4qCVCzjuoB057aBFfOm392JFBtbSzgvvZeHKHw40Cm6+7Otc8/Mfscsui1DNPqYN9HHMq1/K3Nl9zJ7eR0t20EZy7bW38aMLPsBIW3DSq96JHVrqn4lxxLK0zaC19fPY12wHH1MuyTKB1hKLAiPRuUYogTZu9rm4/uC23ouc++cnZKwB/oTkvOe6SFXh8ARKI2alCoEIRhUgSfLWZSOj9JpxJ6ZhHtYGoh/WoKj029rSq8Mag9Yhk30p76chJkIKMNU+hH7FeBbh8lgEVR+rMd5jJH5Tdc+/ODVlXPtBHQ/GndQsVoYduL4t2m0ffv31L/DAplew00DmDQsC8gLdydl152X8/FdX8oyTT0Cpd/GTn/yEV73qVb0eUI0aNWpsV6hjzGvU2A4QkgdtlR+x/X1tXHbZZWitWbDbfjEDsQlJvCizm0euBWAMSkgevv162vSR9Q27mFsPG39PdNmNxyRqeUphw/slkZ+0iYl4HHl9sk/E43wWOhQ25a4r6RnJmWJiW729OZLYa09UomJHqWa6SyfZrbvbkAqpmrEMVZK3Lp4vgNwqDn7m3/L1//oJAwNNrDC0C42QwpW3Us4FfTQvGMtzclOAIsZQawu5KVCZpK+viTGW3FiMhYaEZrNBlqlkXMqxSe9HCoGQLupEKsGcqX08c98deHjtFv7rp396QlKe4g9/eohVv7+LJTMHOXKX2RjtiJ4xhkam6Gtm9DckF37gNTTtZt7/qbOZvWwPrv/T/TxmZvGJD3+Wf/jguTwm5rMlm40cmsXhxxzGpz5zFu9978v49qfezW/+/a386CMv5xtn/w13XfENsAXtdk6nnYPJMUUHfKI8V/7PKcrj4znGuljthgKBRilLf3+DVjOj0XDx0JVFlSZPSMcsfieJ6lwS1Z+YaE6IckqFJ5HMsfiukPF9KSRKuuz7IZGeqE7iZA53EdgQWy5l5W/8NDRJjoqQFyB+NxhbmavhvkOiSOfFEgh+GCabzKnyW6YKS7pkbLJ+Y234YFsI4yJIxq8cq+iFkaxHqRrsuM8h/ODyG9DNAfD3bY3Fas3g0BB5Z5y+vn72328vVq1a9cQTukaNGjW2A9SKeY0a2wPipnMrtbWd4dJLL2XG3AVMmb3Ax2Cb+JlN2HGpqOmow13zy1Xsf/wzOeTUZ/oT8LKijaS8VIKdOlWqWLbcCMfrdW2yRbmJnuzJTFDfI5NPlfMul/nErbUUwENfk1JJoaWu5uKHJZMqz4muyj6+Pmzq0+65AyMhsJUPbbxxN5yi6gngSbykOl1dHXmCUOp4nilQAubvvAc3rPovcpNhRYPBfuks10L67OyGdrvNtKF+VENghat7boxryFrQ1hGPcI8W6O9vYXVBK3Ol5kqV0f1hk1jeQKhC1vFn7L0AIeB7v7qNvCjn3JPFlTc9zLKF0zly+Sz+eN9jrNs8Holpe2wzP/rSp9ltn3146KE1vOdNf8/CXfbgpX//KXLbZOoOK7jqu1/gA285iylTh5g7bw477bwjT3v6kUyZNZePfPb95J2CgSnT2DAmuOj8/+IH//Q2Tn71OxB909FG+bXinoM1RTTsaRuyu7s4fZU1yTJFs9WiKAx5UZB3Ctq0y/FN7qs6zfyzDu75FXWZ+DqsotQbpDR6Ja1WeH0g2TLGXwe39UifrXNbt5TeKGU98h4Gqq717JT/8plbbHRFj74rouxhXP92ooELr8DHNeXDUtLjur1UbFK+LxojIPanYgzzYxHWZOUZhPVoASnY5aCj+eH3LuRvnn4A02UbqwsoDEVR0GwZdt5pCbfedBNHH3UYX/ji1zDGVAyXNWrUqLE9ov4WrFGjRo0nwE9XrWL+rvvHTNORI3ZvToXPgO0JiTaG577rMxzyojNRWbOialWdR0tlsCRuVDbxlSzuJXOd2NmgINukynIks3bCadEIINKNv4DEAGAhIdM2aas0HoQxmNAd34FwSG+X44nvxdrM1vb20ggZ2giZpyciVUhtVFvLkdeFppO7et2NviE6ecHtd6+j0ciQypdXM5rcZzfPMknWVMhMoNEVrwWDoF0UjOe586Pw5DPXsHCHuay952YaKoxR6hpcjlzI9J4pxeyhPnaeO4VrblnNuo1/eUmpS/9wN1IKDlwyHWstSim0LrjkCx/jxt/8jKt/exUb80FOeNu5HPbiNzPU7DC/fz3L99iT5777c5z81s+wz3PextCuT+Oqm9fzmpe9i4986ltc9adHECpj82Nr2GFqznve9hxe+cpT+NYn3sajt/waYzSdwtLJDUUo/2dcbgXjVeC+hmC4BdKvGeMT0SkpyZQky5T/yVyZtGS92RA+ksrelXkYkvzJSJSDsh0U7zI4IrLP+FPJmZCEaZSBHqkhAATGlxq0sdSctb7KQvzbxlKITFD5Rdqq/0y6cmzJ2knNCj29TVIDmD/aqfyyvKfESBBXsS0NTOUarXoZEIeoh6Ev7aO1zFy4I+seuo+rH2gTEtYhLNK6cd9tt5255ebbOPrIg3nssce49tprJ5/ENWrUqLGdoFbMa9TYHuBdCbdWW9sTHnjgAW695RZOOubFTjVzMq//NCWvrryWso5gGe+aunDXfRBxg++znttyCw4J6Q2bXltu/aOre8gK3a0rW7DC+ozlJP0p98slbe1Wpm38t0LEvfIX656L6vnxL098Jl61SrVLUk7l2OhWnDQdSYUNPRQxjji9bnm9if0KngdVtbw8PtxvnnfIrSXLFEVziL2PfQ6rLr2S17zsGKyA3GjywmKsoZllTB0aoNXXxFjL2GiHdqegr5nRaDQgF4y0c8ZyTSNrMjKe02w2MFbyd699Hu8750s868y9GM0VWSyLVR0TJZUrIyYley2eDsC1t67mr8G6jWPc8/AG9l40nR/dsBqddxgfG+OIF7+Jg5/zavr6B7ybcYfRLZoHRzTC5rT1FrRVCGBgcJCBoZ2Yu2Q5+57wQlbfcT3f/+4VXPTldWx89CFOf/PbeNYRMzn0wKXs/YWz+PhHzufhm37D0c9+IXJgFmNMYTRv0C4EBue2nUkY6ldMaRo2jVgeemycXEOj0UQASkKz4UqCWQtaGzqd3M2FdJJE12r/ZOM8SgxaCJ+cz5UOw69RhPTZzauQsqpqx2zlsWSbLQ0rrocx10Dq7RJIbrmm3THOcOMSO8gQu0Ci3Mf78/2N77l2RKibrk0k1FgbcxWEie+MIAaJDBay+JMaFyreKMHgYRM7R+hZ9Erpsd5IYt2txRrDsn0P5fLLf8vhc/anT4ZEmaDHxmlkCiUEK3ZextDgIKtWrWL//ffvnr41atSosV2hJuY1amwHCPHhW6ut7QmXXnopQggW7b6feyPwZIIq7Z1FE4ZlQnImAdExKWx6E8S/BAjriieVunR33u5KcaTKu8I61+ruJNORhtpU0iJuvJ2brN9Ux797xXxTPZegInYR9dBL35/ytlNzwkR1vcL9oWSsgu5Pymul8cClXBeblgl5d57BE1V5IRQIR4iF6XDdz77D3776JWgDSjUYGsxoKMikpNFQCCUotHPHtdagMryyblxdcKDhSZMxlrF2gTaGHRbMRLdH6c9ytnR8fHHSnzDmSslYP3qH6f1sHm3/VWp5wL0Pb2Tp/GlMaSke2zTia5sLGn1DGE9UJQZtJAUuOaFFOcU2qyrVWaPJkj2ewpI9noJQis2PPsh3LvgUB+x1FlP7FM1mg3ecfQa/vuxKfnHR+Tz88Fqygam84C3nMJr10SksuXYu1nmhWb15hPHcUFiF0IbctglJ44LxRqmMZt8AVoxQ5IVLwBgNQsJz7RA3Xa7J4IYu/NpLkxyGuZGGSaRu2448l+y0alNy/RPOhx6nSvu64iFeG7ce00Ry0TYkwv05zwqRrg8hSpduiy9n579fhEQIi7ASjMYq4Z6lNQgDFkkwIcTcC+H7yho/FolBLzWOpaErlTsO4xs+c7XVg23S3U6ZoC8aCoRkp30O5dpf/YAtp+xLq6nRVmO0QGLAanbeaRF33H4nhz5lXy699FLe9a53PZnpXKNGjRrbLGpiXqNGjRqPg1WrVjF36S4MDE118Zu+bFiV6Nnkvd4Z1d37E8mhpxBJ9uYqAskotd4ex0WRzWd9tmGT3N1O7CJV73Dfri2v4k7qNg2UVxdS+g1/UC3DdctzHlfXDpv9yvFht288Jw9GjWqbpWtxomxGciUigQjxwKSkIbmRWBJLStY/eBu6vZmVuy6g02nTVIJGw9cu90TfWEunUwAGpZzLubWSWTOW098/nUajHyGcwj86PsL6zY/y8Nrb6B9ULF0yj/yxexH9u4FXaa1XeCU+Q3zmSbsQzBpqsuaxEbYG1qwfBWD2cJOH14wjs1ZMQBbGwyA9eZRY2URgyZSIyezCY3BGB5dIThjDlFkLWLbfEbz7De9j5xW7sOOyxZxw8pGc+vSDecEzXXnAl/7th7jwH95G1j+FvY4+mQUrDiXXgnanQGtnOAkJKqVSYC26KAjWIzdWHaSAhhIIpIvvt26uGO8m7kqzddy5xqIaGSprJCTelteRsouM+lhv4fpSEuUwx4nrP4SJlLaj0jg0cYmHOebjs5NQkzj8FUNemr/BWduEFdHrJiXwCIUUFqsFVho3rywIJNYTaOsTVVrc/JXCJn0mMYCFuPT4TZLYu7prtBM9atyZoZZ7+AswltmLd+bhu29jY0cwoxEyzFu0cM99xx0X8N3v/ZyjDj+Qcz7yr4yNjdHf3z9xAteoUaPGdoKamNeosV1gorr5V7W1ncBay6pVl7Jo/2NQSlHELMhuQ6qkQJty4+7Pwv1hKlts27Wp7s4kHpTmgHSURXlEeQnKDTET1K5EPBZiwhPrPi7VBENW5xBn20XVo6Ln3IMNqRtrcOxN249XFyQjNxE2Pdor2aW5odcJpTpeWiYi3fWKJzj1ML0/9zp4FyglUUrwo3M/wqtf92KsHqetc7JWBmQIkWFMgbEWhUAohaCBUhnzZu9FqzUlkhZTFFhtUFIxdXgGU4dnsGT+LmzY/CjPf+5dXPClf+fF7/gH7lzbwCJRUmCFQCnlYollqapm0qnzWwN54UiRRDtDhY9vLkfdJ08L4Qu4ud1syMg5pRBkSlIYg8oyskaTLHMl2A488QXs+pSnsXndau6+8de8943v4d/P+wCbxgx5YfnwJ9+BzjusW7eBCy74Ppd/68s8/dXvRAwupL9/On1S0DKGjvHGAmvIrEEIR76NBV3kCG8QCUaXIi9cyIjWMSeB0RqrNdZo99yKws1XKaOKHr4Ps0YDpRQqy2LptdRAFp6rNjqSfzde3QUFwyhaT+T92CZGouDSYn3OBCWV91axCfEVsXWZEl8fpxIrH9jSyBcyqoc+xDrjxrjvB1l+z8jKfwPKVS/98w5Hpqp6cijWOoVeSjdfYnI/55KANsaZykT5baUaLdaOFSye5j17Ct9f6QwHg0P9LF48j3a7zeWXX87Tnva0x5/MNWrUqLENoybmNWpsBxBbMcZcbEcx5jfccAOPPrqGQ1ccgFQCafFl0kiUJYuvbO1VO+u4TxJE7JTqVCELr0Q8zhHklKiXapxIzw+qVCT6PrY02cj3hLCBK9BNKVJ1EHwZMOmIbWjbfe6Jd9TxqbisB1LeyxVeUD3O30VyS0GVDUak1HDR1V5iCAlKYqkAGqwtx6LodLA2EPAMQ1kSCiDvtNFasfyg43jw0XH2UP0MKOeC3s5zikJTFAVZ5lyqW60W06fMZYe5K1z98vFx8pEt6PHxqlwqJVlfH9nQENOnzOGFz34tGzdYfnXxuSw7/u9omwY+b3yi8pdoF4b+1uT/iZ4y2GKPnWYzf9YQs6f1kylJJ9c8sn6UB9ds5k93PcpY29ViH2g1ABgda4NQdJtqghu9G1pHhjPVnfCrOv7GuLJxwWU6azYZmj6DW6/5LQcffhjf/unNbHxsPTJrMHPOTITVbHxsHbY5gw3rbqE9njN1RpN83V08cueNTJ/az9DcpcxeuJhrf7mKfP0DDPQ32euQw7BTF/PoBstoR2LJKPItjI+OsGXTJmyh3TzxU8ZaHNGW0hlTQhbxsD6D0h6JdBNhJELiy8mVc0lKBSSJ6aJbRmIPEsKRWmvQxibPMg0JKd3KQwiMlU7ZLj9PbUzO66IocqfeB2tNXPumnGrJ90B4Ni4Bpa78nUbNW5ukCvEXdYq6/w4K3zmEGHd/jC3j5qe0BGM55Nol6iu0dmsvJLXzc2l4xhyuuu1h7rnqOo464mBmTpmKQYN0/VqydD55J2fevNlceumlNTGvUaPGdo2amNeoUaPGJLj00ktpNFvM22kFnXanLGkUXNYTglP+FQhOSdptJAJVVGsf41UyU+aWw29x0zJf5Qcuq9sknhDd4liFsvc4pSQTyZtdcdDhd7A5gIxxufGYlKgnrvFuPETl2hWCaNM+28pv40lL6ENQxF2SLqLCCMLXgZaRXEjpspAbrbHGlgaqQKC86/meR53CDz55Bk85bC/6hhTWFNhODgg6hSYrBJmyzJqxIzvMWwHGML5uLXpskhhwYyhGRylGR8kGBmlOm8bfvfwN3Pu+dzK27kGaM5ZQIGhkjtgE9+kwsx7Z1Gb5rMEJzQ4PNjn+oB3ZZfFMpBQU7TadjRuxumCw0WS3RdNYuWw2xxywhOtuX8Mvrr6XeTOHALh/3Qgqa8arpFDetVsIgfYZxbUFaS3NLIvjJD3p07qIxiFrDLoouP33P0Prghv+eAO33XYf2cAUrLWMb76aRiNjyoyZzF68Jy9+74vpG5xKpgTnnnMmO6/YnZW7L+Wu66/i7jvuZMGiHXju809i3frNfPP881nzyCOsPOAgDn/W6axvK4xpoY1lyOBco4uCotA+9hyEkGSNBo1mg2nTpiGkwlgoioJOp0O73abIC6wu6IxrhGjH+uIy5uOoUNlkzoZ/vaeItWg/nGGOpmq2Ky/m3wul9KQnuaJ0US/nNZVzyzACv+5MaNv4+PPqo4yqekLkRRISEpLPlWstfKcRfwtrk+8gQ8gZ4e7N9anQFmkLZ/ggIy0RSXL/i1fsy/e/fC7nnPk8frzqV5xw9OHMmDkVLSx5nvPI2rW0Gk2OPHx/Vq36KfCxCXO+Ro0aNbYX1MS8Ro3tAI+b0OsvaGt7wapVq5i/855kzRYWixIK7d23rQXtEzhFL2rvwin9nthYGxX2lJSmmY2rFZpLQlpmTDZdG+1wro2KXbnLTt1wq88qENhILUTZZDgs6OEW8NJhUh+6JAcphLDx3CrVTvRwf5GYqA5bUe5l0tdeOnn5uSjvQARXdTfGMhmrkAjPCuFiqbXGWJdwSiXXCuvCGIO2gr1O+ls+fvZneO073sDcqYo+kTstUSgG+xso2c/ShSuwxjD+6BpsUfBkUIyOYPIOfbPn8OEP/CNnvO/v2fGpi1g76kpZIdw4px4P928YY+WCKSyZP5V7H94IwG5LZ3LyYctpZpLN997NxrvvpLNx44Tr9c2azdSdlrP/7gvZedF0LLB6wyhtLbpyC+DKkilFo9HwSmvqsg1YQ2d8C1q70nJ5u4Px5b9CXXKEU1sX7X0E8/d8KlmWkUlBIxP09Q+gjav53uprolSGEIKiMIwXBSe+/kPcfuUveGTdFt72jlczp28T3/nBb9h376W0C8uRh+4KFPz9WZ/hi2efyfzlKzj8ea9ipNFivOG2MEWeU+S5V6xxJdKyjGazgZQK1ciIidNEE6kUuijcj88ZYX1cuxEC6RV3HwFA8A4JSdlSxwhnmPCfi3RupgeFEmnCpWeL4SWufFoa6y6kJJRVC4YyY2x13Qkfry7L74uY3sF/Vwhv5AvPMSkM576noiGsJNG+8TJ5fQy3EZXjtDaMjBc0pQYMhRX0NxV6vECb0D/Xl532O4Lrf/4ddtxld5YvXchPV/2G5zzzeHRh+NpFP+LQQ/Zh52VLuO+Bh7j4Gx9mzZo1zJkzZ8KcrlGjRo3tATUxr1FjO0BIeLS12toe0G63+dWvfsXeTz/dxYPikieFBGdSOI083X+HfbHGUUib0MzgjZqS2wnnEvfVkZX2dE/37q5BoA5KnUjIqjvXVIwAXRp1PC4QfqmSEm2B7/s2BGWyrLJPNr2xcAfJHZX3WPbCET8hs8QNl0heAoFJbjRRIsvuRmITSaSmKHKnrstG5S5dDXlHJrV2ccRBGc2yDGM0Aliy50EMDbb46Fkf5PCTTuZZpx7KgGrTFDmdXPOUfZ4KQHvt2idNygNMntN+bB19s2bz5le8nB/ccAcDjYUI5ZKOOUNOuD/BjQ9t4thdZnPgivnc+/BGVi6bzalH7kxn82YeuOoPdDZumPRa42sfZXzto2yeO4/Z+x2AarW47paHfcK3UoF1ceMqJrkrtI/TNgXOugHaaoq8TZ4XdDqaTqcdH6oQytVeV5n/jlE0MoVUQXkWSNUga7p6AyK8h2Gw1aYwlqkrd2Wn5Yv56jlv5P7Vm5mxtIUxoDsditwp3FJazjr7tRRkvOfNH+Kb//Bann3ai5iz8hlsGLUUhaGVQavZiIYqYwVSeuJuNJ12G2s1CEHWaFIUOXkndxn2ceXYrM2ja36YhumcC54aoZJBWgYt+vtHTw1vSLJltviwYKuqePjtlHOjdek9kYR3xAzr7p3YTsWI4vthrV/nXQn+Qr6JMmlbYiCw/m9RXidcUoRyjBYX744hL0BLiTUaIToM9Q/QVDBmooUSa6F/aBjVaNIxGbOH+5k1exo/++Vvufram9h1l6XssvMSLJYjj3Cl0n7+85/zohe9aNK5XaNGjRrbMmpiXqNGjRo98Nvf/pbR0VGWrNgfpaRPQpUoVF3HlzW/S7XMxPjOcvOdqtgWEzfMQXmz3ddIvGmrru9dFLtC4MvXJiQQE0nyJ4uvnywiORDClVqKMeNRUreQZLCOtNv6Mk1SRlItZCDPZbR8ec+WGO/qCUKa2izGfQf1MLy2OlHuAkT5I1ykrjaW0rU+EI/U8uFURikFQph4Py6RnYUMirxg+o778ux3fpZrfvgV/u2fzuPvzng5fdKwcOZ8mo0+8s2bMHmHvwR6fJxidIRlOy7jd+9/L4PzFrDTvkfSnLWcMZ3RMYrg0L5Fa6578DEOWDKL/Xefz3EHLqW9cQMPX/ErTJ4/qeuNPrKah351GQuOPIr9ls5i1Y2rGWnnSCFoZhmNhiLLpE9iaNBFh7zjfgKXtMaV2bJWgJC0+vqRUtFs9UdDlRSCvlaGksH0ojAItBXIrIGSeEOWeyb3/ulq1t/zR2bOW8Cs+TswbdY8nvPq1/OO176Zj33yLFTWIM8LilyzYdSglKTdbjMw3OCNZ53BlKnTOfttH2D/Zwwxb8XhdDqGyy74KGMb1oDpMG3GTFYcciyzVxxJu3BzCF8urK9/gEarSafdpj0+js5zEIpOUVDkDTqdNtYYZJal/ielocz/XUm1YUPeAgki1FmXWLy7eVCuhfLfBsI7vPjEb0GJB5/TIRB177WiZKUahPBu7Frr0jOm29gnqka44PkSjX9+PZZr1r1nrSPnLnqmajkMhkdrLVIajBEIoVBZg8IoOp0O1riygvFbzFubNuWS2UOWAw5cwRf+4xusXLGM444/xK1taZkzdwa77bqMn/70pzUxr1GjxnaLmpjXqLE9QApfb3crtbUdYNWqVQxOnc7Mhcvc5jnQPb+zDa6hpUto6vppS2ITt7cibmxLSaorsVt4X/SgoTLUv+7d31jKCXB5vNxO2oXLiqRGelDDQ4mmKumwuGRWwV1fKAUIDDZKutGQUKEuodOi2vfEmGCsBSHj+UFjd92WFZf6VOW3QiTqXvJ+uK4nEomOXh1Af5yNz0mQcn2XwEsimk2KvINFst8zXsav/vNznPvv3+Kok47h0L12x1pLvnlL7wfwJJFv3kw2MMi//9tn+ep//Tu/uuQCbr3tfl7+rvdhpyxmy/03cvsfr2Tt6ge5YuNGvnLeVzjuwKVgDI/8/rdPmpTH641s4ZErf8/CI57Ksw9cwjevvDe6MOd5m/a4RmtNoXX0TEAon/gMZxjxeROU955QUqCUoJk1UFKBlFz9g/O554bf08oMSilmzpvPvseeTGvhXnQKSW6cRwbAHy65mJ13Xszomjv50Y+/yeZNI+ii4IDDj+DONYa1azayeazgy+d9nZ/97PccePQxXPfb3zI4fQ7DU6fz2OoHaDQEC3bZh0IbNj22hrHREV757nfR0Jt59KHVfOqcj/LGf96XTqeFFNq5tGcKoZyrOEKSNfvo6x+gyDvoUY1RgmarFZV0lxRPoVRG8M4I4SDlOi4nmrW+EoMVSBXmoI8lpxTVozdKutBTQ5snzF3uLe4wyprhwSgWvEmC63op9ZfeOam3S7i2844gWUfu2qXnRvzEe9EISLxwokHPG9DCt502brwxBuXnTsiu3z/QZM+9lnPrrfeRKYXBRIPhkUfszyU/WVV6ENSoUaPGdoaamNeosT1gK8aYTwgy3kZx6aWXsnDXfbAICq1Rvr5yjJzuJsjCE0/rSy4FAu+ZezlsntRPQrCDm3p6dLpDn2gEcMdLAVKpZANuQmMVQiuFOzZkqEb4euSUlNrocJ8SaUXVpzeq1Ta6zfZkEASSVxow8Kp8WkJNikDMy8tEY4cFkBXDQRqbHsfIOrXePE4yvOrg+fGzTvULhhchBFmj5ZKJ6YLDnvcqbr/yF5z/z//G217wXEy7jTV68vafBEyeY/Kcwf6pnPi0gzju2P255oYH+MB7301zYIjddt+JQw7fl51OPZgdFs6ExnqUms/am26gGB39i645vvZRNt17N/suWcplN69m/WibvCjQhSPlRpeJ06R02eul8LW3EV4JJhJ3KSDLXI1wpZwKfPOVV3Dcc1/I8cfvR9Ee4Z477+eH3/42svULjnnpmzBW+RJ1giOe9wp+8ZV/oj2yiVnzF2D759Bpj/PoSMbXvvxNNj1yLwOL9uPmO9fwrLd9ijX338Wz3/kiVHMAKRVGF1iTM6YbWAoGp81gw4bNfOzd59DqH0BlDZ7ynFeyYcQgZI6Ufp4LFxNfaONDHlzJNGs1rVYDrTXWr6NQhk2p0v0/xFeH9RzIdghvwTkVgHC13sN4OQ8Rv+4QkUwDUdmOs9avmeB5InDZ4qumO/9sTOlzEr9OnJ0KK8o3rfW2WSXj2nK16IOnSjjYkfWwFsI9l5k0ylKKwUOo2ZAMtCRDDc3ohPVlMdrQHh+no030mjjw4D1Y/chjWOHb9saCI484gHP/4+vcfvvt7LLLLn/RXK9Ro0aN/8uoiXmNGtsB6hjzPw/r16/nqquu4qmnvzXumEtumtb27pUMLUhiVDbgIv3HBlU3KMiO+FjrS59FJGpcVKsdoZBS+NrLpYodnrEjBKrSSpkpGoq4oe8iuIi4qQ8FloL7bLxGjFkvd/6i8m9vpS8ZoAnjpYI4G8IBQq8FkcynYyGSc52IZ6K3QChBlsb3l8zeJvdSbSf+9uRUGomViuUHH8+Bx55ClmV0xv4yYtwN0+mgBgbY0rZkSrLvXov4+tc/SrPViJKqFAptYah/FqYo2HTP3X/VNTfecQdTluzI3oumcskf76XdcTHyUrhYbCUM2hN0JQ1SSJSUqKzhnqmPyQ/PotVqgY+FNtbyovd/gcsv+ld+/u2vs2inZdx/+62oRovGwDjG2LIcGzB1wTJOPONTjI+POzd5E4wCgnYhuOd3P+Dfznkfz33TexiYNpuFUxcAhjwvAOOua5vYTuGNB3DqGz9ICHvQNgMBhXFz2FhBJtzc1lqXBjQhyAuNwJIpQaYEutA0sgyLSyonw8IXxLUWPWYShTlUYBAmTHEbQ0UQAiWVLyUWvkHKNSWT7+bEBOcVcRO/e2JECG7OV0mySc4DjE08R0KpOOMjUwRGFxgT8mR4FT148JTmx9JLKIUxIB3J19qSFzmPjXfodDQo5W/CrWVjLI1mH5dddR8LnjqL6QOWgf5+VKbItcYKAUqihOWQQ/ak0chYtWpVTcxr1KixXaIm5jVq1KjRhV/84hcYY1iy8gAfl+zcuYNi5Pa61RhOl707as7RjTXoYcK7k6ex2ia+KjfkJS91m3fpXYcRAmOsU+OjYidQmSg363hyT6LmUZJygpJG4gbehbI3tgfB9u7tiXt6In5XXpTHhRFLdvdJu1FZi6RcRNXPHWDc5r1yjTCu4cZLAhIMHymE93SwSS1qpwgrr6RWB0BIGWthWyzzpvS5j/Rfp5YHGK3JhGDjmKbVEDSUotlo0UnUeykF7U7BQN90Rlev/rOTzXWjs2kjnS2b2WX+VH54LWSZcuRbubh7R9pc0rxmI0NlLoGbkhKLQDUa3sXZza/c4uOhndGo2WxyzOlnoHXOg7fewAHPeQONvqE4X40ts70bC1kmGRjoQxeGUtqFRibY97jnsny/w1EDU7FC0pQWra33QDFgC8A64u3nmGtbxpCP4A4upYrPOs53C8Z6o5rxyQ2lciQY6xKaSUWWNdDGOEUXFxZiTHVRpAn7rA3qr3VkO85h61y2gdR7yRjjPEasG4MQWiKVQilVxvZbg6DMFeGaKb8x3GMI68HEOPBA5kXw5im0b0CWxkUb2ujK+xBd3rtMYqJcc9ZKtDHknQKdd8oYem//MlIjDJz06nfzrQs+zdH7vItN61YjlGTBDvO4577VLFo0H+2mCINDfRyw/0ouvfRSXv/61z+peV2jRo0a2xJqYl6jxvYAEXwst1Jb2zguvfRSZi9YwvCseUxQhQMXjWq4TXauXme2gSAnydys9M+gyhpd9LRjzCKScenVNfc61E/PMqdally01O7xfUoaTs0I1cuKJGFb97kJ6Q6Km+gyQkT3/MqN2CCUJccRVcXkXZ9gKmkrdHgSY0DoaBnPX/YtXtIbKiwmuZWQpMuXrSvdFpzS6DvZHeYRPPBD2TVjDFsT4XJ5p6ChMrQUjHYEhRHIaIyRjLcVSjVob9iwVa7bXr+e+Qt2ACTNpqLVyDwxl2g/DlIqMm+UCAiquCiLWyfP1j1DE92tJfOW7+nWgS+nJhz7BNxYuoRo4UlUy4U1MoUQMHXWXEbHO96bRKIaCpm5TP6uNF5QhIN7efC+ULHPWHyMuHJJ/7zKG+aumyeu3yrLkEoihC7nvI/z1lqX4Q5+WGRMJOgVa2MdiU/JbBLnbW34XPi8DQ7G+rQdNqwrF5NuYrvOkTyq4t5XXviTrAmZ3SH5csKlRLTRk6Yo8ri0jDaxL6UnjSFd+6GVeDcxzsQtCuG/hIwxtK3Eir4yEWRYgAY0hv6pswHBN3/0B+TaGxBY/vblz+byy69l/qL5zpPB3SVHHrk///b5b6BjGEGNGjVqbD+oiXmNGtsBhBSR3G2NtrZ1XHPNNczacbeogAvhslbbJHBTBl9ov1G1NpCLqF0BUQcr3Vujmg7ptjO4pYb4zkCM0tJJFvB+s1GJ784PH9qpvpOyZarnVE7verYpc0/bFBOOTPoSiLTf3Cfu46lfQIi1LS+RZG+vXLp6JRsYV7xXSteA9Gjhe+TrckdRPXYtuPB2lZmzxJEN6uND60ex1iKzahm2vxQia2CtYWxsC9ZkDAz0sWWkQ6fQDPW1yDKnljZkPwC6Pb5VrqvbbTIlmTrc70mziCQ1EzLWi7eADuq2sXHuCRxB176kV1R+dRHHGZ/MS0kJwiIlPku3RHuPg/g8PLELqrYUgkamMFb7vA4+YFuI+MzKEARbkkATnmPgwsH44p65Ni6mXEqB8OQ+PGNjXT+n9Re0RJNNmWK0Heas8C7b7p4D+Y8GgKg2eyNB9JhJEdRoF6YipUDJzF1dBqf2pO64J+Mul6GIbVcNaLb8LCrjorxva0rDR2IUq+alcJ4brlSgHw2RrMGu75CYrjFcK3yLVAxxqVeKu28pnFFs5WEncOMfr2Hl4hYL5gwzZeowKlM89tgmpk+bQkMJpIR999udTZs2cdddd7Hzzjs/wYyuUaNGjW0L236waI0aNWr8GbDWcvMttzB93hKCAp4md4rkwJPjSG4E0W03ZjunPCbUAi+JRmwEf6B7X0pHBgiZjEsX4B67/rIP0LWZdlvnSKn8tUramzBZAdGlO3EbD4rgBBZeEcBt/BVdaNMe2B6mg8Sdf5LbIsRaT3hNeZ3y766IcuGcdQUGY7QnZrY0EtjkvCj9lqTfeJIZwhgKFLk2qFarV0//bKhmk3anjTGStm7x2PgQY6afgj60cYqmNQWNhjPdiK2kHApPMlvNBlJlrv64zLDSK+RSujJnxqnQhTZo42KoQ7LA4D0QSV9i3HA/TiW3wj0BbTRFp0O73fbKsyf/RnuC74xQWUPR19egMJa8sBSFxbmme4MBoHxuhXIBurUWCLFFuDUTyg4mz9nFU+Nd18u14V4LxjtQGOlc/P04SaVoNho0m00aWebIuHClE4vCkGtNrsv51T2Tu+d9DGMxGldqEDIlyZSi1WrR19dH1uxDKqeZGK2dwSNJJBfXbmXcKd/vNmlZS1Hk5bS3FmN0NEpJ4UsMynJdxt7bxAAGuCj6UHHCxvuIt+5fRGOOJ+rGGGYtXMqaB+5l36ccwLOefwJjuWaHxQu5796HsNblvTBYli9fBMAtt9zyZ87uGjVq1Pi/j1oxr1FjO0Cd/O3JY/Xq1WzauJFp8xYRWGtFYU30ZrdRNhhtSqKdKHYCmRw3WVx3SlJ9wrVUirIpMQ6KWHhZbpmj6pscXnpvRymRbrpQ7UqqWovyp/uUEGfqrx3IrQhl2kgul/TSvZ9K18n7yQikCGRCJH+H18arpdaXZxKCmG07ELSU3Md0dgJsbDO4C6e9ICE87rndt26E5XOnIJtNTOcvq2MOoPr6EUrx8MMPcPXVt/OnG27n0XWb2X2vFRxy5EH0ZQqDpYnGUmCtpTk85S++XormlKkATB+UbBjT0bVb25B80MUYm25jSiRcJoqpIhh90jlGqtxWywtG7wgRlFpf2k8pGpmMyeFMMAR4l+00LKFqnCmJX7RbWRPXWCjrFgmodIp8VHv94ggkfbRTZqCX0rlWW2uQqoG1lkaz6TK1+/rh1t9XOk7dKzv0uwypcEcZYxDSIqwC6b1v4txL5qBPtmcRZFnmao57o1FI5GaljK/TxVFZL0IiRKl4Syt9pnX/jWBLhTyq712ILu8JYS/nhvHZ1YMRM3gQWX+vgqlzF9Fud8gGprLqJ7/mzjvupSg0Bx28b1yr2gpmz5vF0NAgN998M6ecckqPEa1Ro0aNbRc1Ma9RYztAmU1767S1LSMoNTMXLEUq5d1k3QbXxbYGhTbJyB5dgkUkOME1VYjy8yDYRo/T+LosmVTd6HerxhNelkd61SwQYmMqupm/3kRVL22wktStJxLlXnRRkrTzk84R17mE0/c+tMd73bYKmcbrR7IFLmO3jQYSF7Vtkm6JSEZi2IHRLrNXVIDTTrjn9oM/PsAZT9ud5pSpjK99dJL7e2I0pkzBWssLTvs7+ucsYeennMS8aXO594bf84/v/wwz58zkBa98BUtnjJCbEQD6Z83+i68XILKM1vTpCCG49D/O5o477kIqxfI99uTgk57LRrUU48MxJoin4JRPr3ALIck7bd9wOXekDHkUQix5CCOwJZG1Bh0S2Xl1XQiJFI7qu4ziYf2QEPqSpHeXLHQGGZsYW3BrwFqkdS7SabK01MvEGL+epcsMLqVBZY2o5hPc1oVL/KZ1qAAQDAI9DEqiNA5052fAG4+sBrRG5BohvDu/V8rLuUsMOXBzXiBUhjE6WcbGJ7Yr13Ys6SfKvrh5nORKsM7FPCXwtuurISzzEMETvgMrFkBrCHXuUzOFSJ6R0QatLP1DU/nxj67g9a94Kps2j3Lwofsyd85stLEoGfR+wfLli2vFvEaNGtslamJeo0aNGgluvvlmVJYxbe5CpBBoayreBgZfp9yTYWNKUiKFQKflkrrYTfpnualPFWr3niP44ZoiGga6z+1uz1qLki4Dc5VcdmOilN2L7Fu/MxeUZDrdyKd/dx/xBNp80vGKRuiu570ESuLwOOxdEF2PJxI26R+DIy6lx3/ZngnuuiHjukjGPiFej2xuc9ejW9hpzjDZ4BDFyJYnc3cVNKZMRTWbrLriDxz20rfTHJiKkBlZs499jjmV/Y57Jvfe8Ds+87738rdveyd77CgxRtOcMoW+mbMYX7f2z75mwPCixUil0Frz/Jc9F5r9jLfHuf2Gm/jKP5zFkc85nSX7Hc1onqGtcrHXfjgCuS5rWxuEUp44ejd7bywJ9b/zPPeKr/ufMdoRUmwc36BqC6+sFiY1agEJkQwKdyCY1vh45gqbtMnxQEgEaFX106CUJ8/XWLd+B/s0UGBNBkKRKUlRuLkhpARj0abwp3kVPvpeuPsT8RolKU8Ncikc+VdYK3wMfppjIhgbhGfHZRb6WAHClqE14L1E/M051drF0JukooClfKahc9YCsryXyohWXHEcQw+JEZ0l0kxyc6F5d60Vh5/Emntv4jEzl2xgiEarhbbuecYEeFiW7bQDN91008T2atSoUWMbx7btk1qjRg0HKZwiuFV+tn3FfMbcHWi1Wo7MSYFSTrUSNlT3Jm6Qg14WXpfhr2HT3oVAGiNNsFHtKt1ES/UrkHJbISBpc73fTzfrlTeTHlVE70ozovp+t9IeXfXdv5Xr+P27ELjxSl3Xk9arPUku5jfnIR58ktvG2BA3Xr3ZmISsMvYl8XeqbtmDoNhGr4fEFTsyLP/vl359J+1c05w2jWxgoHfHJkFjaJjmlClsGuvwk3sMsjWNQlt0kYPJkTjitMOeh/HcMz/GBZ/4OA8+uJZH1q3BWsuMlXv+WddLIRsNpu+6O8YYNm55jP6mpWhvIFNjHHLY7vzTv76X+2+6mi/9/esY2/DwJOacMsEaOGOI8D9Sulj8YMAKCeKid4k3mtjkeYVxV0ERtuUzCmtH+s+EV9NdPLOOqrX1c8AYH45gutaP/yVC9nQTPF2cwcb6NoBIYjMlyaSh1RCxZF65FkvSLJUiyxRKqnIsRDpbxIS17K5TjqibXuV3Rxgv0rHyxgPjY/K1jw8vM7b7tno9tNBWUn89eC1EdZ0wbAZhyzU5+fdN+aryvRTcgcI14z24z7Ux7HLgkdxz03XcvqbB6ke3IIIhx7jyd8aCtrBsp0Xceustk/ahRo0aNbZV1MS8Ro3tAYnL6F/7s9XKrv0vxU0338yUuYvchtUYvzEvk6DF8kiRb5aZouN7otzgRsKYnNODq1Y2oWVG8ETlLQ8s4z2trfwEl97JUBoUqu9WVeluTTx5Fffe6f3biRvo2ITpQU4SI8QTYbIQDEtUS9NPJ7oWJ7p9SriT9lNCXsYxVyl9+Ewb+NzPbyXXhtaMmbSmz3DGqse7BaVozZxFc9o0xtoFn/3ZLbT6mvT3t1BSkueaLZs2MbJ5M+2xEYTp0Dd9Lqe++R/453/4F666+Q6EEPTPnMn0XXd/4jHrgVn77EfW34+UkkfXP4gQkvE8Z9PGLRRGMF5onvOsQ9hz5RK+/9lzyKRxdb5JDB1+NKR37RYxBrw0TUkR1GwdSZoxhkIXUQlPyXY61K7YgI8Fl768mUgem593wUXeVNzkwzwrn1kUeUWI4S7j57E2kmnCsd61u52DsQqVZTSarQn3LqVECelIrCjvpTp3QmUGUXZCVFdBuURM5YM433t8Sdg0ESRdZNy674zUMwSck3l1CdnYw9LV3l0r6v4+Vr8cTX+eraye+F2Ufh+VDyB5JDasVcFBJ7+Iz//929lUDNM/2B8/1j45nzGWZcsXs2HDRh555BFq1KhRY3tC7cpeo0aNGgluvulm5u9zFOCSNGU+Q7qDICZRiiTYbWzTPfREKhlKOfUio+XZovJ3L1IaShRVrxdiqLvPeVKCUw9JP7qCh39ESs4roxG9BJLTiZnYPSkPrvmBJlf7Xm1vMlRupevGyj9d3x3pSt15ISQt1D7+VgQX5EDm/c1Gd+3Qoy7ys25zm0/85GZeccROzJ0yiBoYQI+Ootvj6Dx3Wb+lRDaaqL4+VL8jH/eu3cKXfnMXnVyXCrFwanOeF+SdPBpVZNZkaMZcnvmWj/Lut76Np/3mcjKVMWPFSqw1bLjt1knHqQIpmb33vgzvsIhOXiClZfW6B0AIrvz11WAMNwrJrBlTWL5kFvsfsBu2fw5u6ASIQAS9G3vq+uzHSCQ+2tYYrNYYXfjDgtJchmV0/8oLTWBx6bwPJDQkFgxEPJRcC90JSeRk1xx0RLqslJAiuJhXlXo3V0KcfTA6OW+ZRlT6tc2RmQLt06cFixy2NCT1+DJITER+bLvXO2VORQtWGE+eJcJnpxck14pj1fW9IoI9rDwm/vZ9LRNVevYcksMlXU8CaTDBq8Cv4TBANpgf4s2F0m1VY144KS8KVjzlODY9tpbbb/wTo/lh9KsOGVAYS6dwOTmW77QYcGFF8+bNo0aNGjW2F2zb0leNGjUAvxGVW+mnp8/ktoHNmzfz0EMPMmP+krgRzzLlFcI02ZvEJ5FOvJ1tugdNVKQebqYTlFlRUZhCCSi3KS5PSxXhyVDxKJ1wzYnvlfp4Vf0q7yhtu5q1vEKwJwp8/j6U+227Nus92u86uST5E+4lKIulC7ArMWbjdUqlNzwHQ4hvFlJ1jUeXkk6v4Sp7OzJe8JlLb+PbV9/HxrEcNTBAa8ZMBubOY2D+AvrnzqM1Ywaqv5+1W9p87Xd38/lf3MZYu4jXMcaQNTL6+gfo6x9EW8v42BibN2ygM7qZoj1G39TZnPjGj/HhT36GLFOMt3NmrtyT+YcdSWN4ePKxA/pmzmKHo49lytId2TIyTrORcc+Dt1AYzYMPrsYaOOKEozjsxCPZ7aC9Wbh8KbMXzuOBu+70xCrEN1uvhpdE1miN1VXlGmsoOm1MkcdJbz1ZLUMEqsPsiLUtM7EnbtzlgigNA0H9dnXSVVTpVY+5HYi3DIQ2Pd+73wshvWIdqi04A5JLIEi8rrumay96C4hk7XrXfOXzTIig9rsmJpibIvnGJXWrvO9nmnO7T1zCfUZ4YyxGG5w6buJF0uEVgmTMvT4unMFKqSy5f+8B0GigsqxU/YXs8mxwnZTBCGFST5jkV0LOuy1w1nskSCU44KQX8ujDj3DPIwXGSoy1FNowXhgKY1mweD5ZltUJ4GrUqLHdoVbMa9TYDuBI9VYql7YNx5iHjeCMBUsx1iCEpDAuU7Pbn/qU0Vi0cXWuIx0PKlxw7/UqUnRzB+8W7zewonf8dNDgo5LWxewDyaieKiIJsEHdfDz0IAOVz2LHQom45PqpgSK2IcpTK2159dEaQCXKWrzRSVF6EYjkr8TwUbkqLlM1ojI/o5FBlJeruB3b1O13guSaWlkS9bdMxnfVPY9x1T3rGGplrFw4jSUzB2lmivG84O61W7jx/g2MFSaeJwUYnTtVVpRERmWKfjno3L7zDu3xNu12GylHUFmDsSWH8uur/shhB+zD+o0jTJ01i8XHncDYo48y9uga2hs3YIsC2WzSmjaNgXnzaU2dRlFoHn1sM7NnDPPouoc4//zzGBgeoNCGp51wJCrzyq0UdLTkP7/0ffY56TTahUKJ0qCBtRhvgRJCIJV0cd4+WVlhXXx33mk7shkV3i5jB0GNDnp0FTLOLWddET7JYoxRB2S0iEn/zF27MQFgYsgx2mClwXqS6doi5ibQukBrjcoCEQ1zVdDpFGTNBv0NKLQhLzSWJkJKGs0Geswp/cKHulQ9SXCE2/gyhj1MVsbfZqT3Sf/i1AteBNZghYjfH/Ea1oIIpRJt/A6SCBAuIZsTxFOlO6xnEV383ZeU8kYKV/pRSenHXCA0pcIuROU7rWy2tyGyzC+A75v7Htxp/yO59Je3svT5K1FK+3MEhYG+TLFk6UJuvvlmatSoUWN7Qk3Ma9SoUcMjEPPp8xdjjYl1j6UUGBM2u0TCXfK3cmNcoakhu9rEfXnc4AYElWvigcnxIXB2Ejy+lp5cq7eGR2Sw1Y7Gz7vLqfXWKbuPECCyiQf32tzH+xWV9wJXCwaJtCkBFEWO1qGWuUweTjr+ZVx8JW9Ad/cjaffhASE+doI1ouz5lrbm93et4/d3rUs+DsmxiGQzKMOuL9W7F15tbdCk8ATRGosuCqRS/PBuw+yF69ll/nQ2bBplvJ0zY9p0ZsyeWEptbLzDA6vXMzjQZPaMYe686za++f2vsu8BezIyNsbCxQswWDevMRTWoK3g4QfXcMiyvSgMzrXZlEn4wvBYIWLmdaNdqS5nuDCl4oyfY6I603o5cTilWdBslM9OyXJtGGMS0mpwNgCD1gZrstim1sYlR0vLmWHRxiCsRfr7sNYZ1aQ34KTPVUpH9nV8ToIiZDb3JFxZQIFK5pCldIkXXu0W1kT/+jTUYgL8hI6l3tI56OfFxLkaPjcl+RfVdR0MFUJYTGo4EGBxpQGlVIkXjCkNV7hkbe76pdHD3Yt1RoJI6ktPB2eodJeSpe0rGsCMsRSFwQrJbk85lu98+t0cdcwn2HvOOAaJApQQaOMys9fEvEaNGtsbamJeo8b2gK2ZtG0bTv528803M3XmXBp9Li4YITB+o6+kimRdZRnWk4MUQWwuRVjh40bd7rsSCuoPKonmBBmacqceXgbX7VR2Tl8F5Tyo+F03mHJBIah0aFJErXlCU08KSTdseu3wWeruSvW+RKXDk19XSIUCn905m0S/T8i+JwrWlgSwyrufKDVdZSCrfyfx16n66VzAC1z5qokGBus7kTWbZM0GuijIO51odCjyDp9fdSNP22cpx++xA1OH+1m/cZQtIxvRSYI2KQVThgZYOHcaxhjuf+R2zj3v0zzvRSdjrKTdyTHWoKSgr79BW2tGOjljHY3MMgqT1AsIbsvOnBHrWRd5xyXrspBJ5W9WIFSjMtJhzsa/esy3YHQRQcGVEqUkFl/2T4pYnlAbb/iyThWORgJvKCiTJZbqrdYGS+HduBVkoKxEIlwt9pSYC4HWIXzcXdcZc5x6rJLnFkq6TbC52WBXKkuPCREMHGXfuqab/xXiykX5tkm8OuJkdR4JSgis0a5vVpVk2pPrkLk+HffKipDeEGd0jNWfsL4Sr5LK146S8fuuDI4vr+LIvDePJIYdH63O8Mw57HrQMfxq1S/Y47T93b1YR+6Ntey40yJ+9L3Lu3tTo0aNGts0amJeo8Z2gBBjvrXa2lZxyy23MG3eouBJ69zZCbHeJipBUoLWnmwnG08IFK3MfNwljJYHgVcUy01tNzksf4vk98Rm6PlpFTZcx9oyrCEhTcGVtDtBXZlturu9pI82SUIlRLW3vawRk6CiCQZ3fdvjs+S3DX2UCqwmRayHHY7xxojgrhwT+fW4sz+n3z3OrpymiyLxqOiNyrP0zyhrNGO5LmNd+bGf/PFerrtnLYfvvoD9l85ixrTBCW2Njo3x/Usv451veh1Pf+7xHP6Uve6+1xcAAQAASURBVGhmgnYRlE1Qypf6Mi7buDau9FhwNgjPN6x3oXwtcGOxyEpSNamcoqqLMP6yFH57jk+5KISAVtN5VAgJmXILTBvQgBQqzl2XnK0kn0jpSKUunFu7SJVlEduX0qnwmXKk36na2mV+l8p7Wgjnvi+gYyxZ1kBJp9IbE26mTJwmpMBom7pElOqzV9t7G3d6m43SZ5+WQZNh3nYp5yFmOyTJCxniwzV6mZYm5IyolFtz33NWCqzVfk27+vMheV8Zg16udVs2MPFOpaDpx9b654C1sV77Xkefwjc//jZOPvVodpq+mUJblDAIYdlx2SIeeOBBNm/ezPAT5FOoUaNGjW0FNTGvUaNGDY+bbrqZKQtdSaqybJFTzqKS5WUi97GZ2EhCbCKlFVW1PD0UepNqt8FPXKiD8i7SrX3Y3lfjwCuNkyjs6e9JSaLoelWS9h49jO/3arK3saCMNC6VwvSTLvKQnpk0GFVBf2FHslpdV0wVcU8ipESSuFtPgopqGTsxmY5eKrTVo8okXkF1jgd0j6m/dWNcuIQQkqyhEI0May2FLjCFi4l+aN0GvvnbzXz3ytuZP30K86cP0Wo16WjBI5s6PLqlzf03P8Tqtes4+JjjWLJwgIYqKIxG+JjkRiNDCkkmJQ2vUmvj5pGNN5O68KeqaJIULMx1794cyH1QlUUyTa1N23ZkWamE5AuJRtHAsvaGnzPy6H3seeTTGVEzGM0FswcLxnNLriHXgpbSWCnQWQNrm94F3WJMg+C2bqyNanmzobz67p6LyhouEVqsqW4QNhBw//ysWz9KyspYuHsrs/739j4JMeLJM55sJtmuA4KJz8fDW6NB6DiuIYGbK6tokCo5P7zn3exxh0XPjTAfyxwMibpPYsTCGXBAgPTeOhOzUSbnld93hOcvXVI8Yy15nvvcHb7/WcbU2fO5/a7V7HrgIEVh6RSa/qZip+UuM/utt97KAQcc0GNsa9SoUWPbw7brk1qjRo0It4ncWrXMt03FPM9z7rzzDmbMX0KqLUnltW9RjqO2zt21ouh2jUuvhGmBo5SHJnLwhGEN2qI716Rvxx1webX09wSB/nGV2rApLxXG+J5It+u9z+7df9HrzZ689vGo7mTGDOGNIyZmhw7PqPf8jKovZaPdvHgC9xbp/XffVw8zRYW0es6qNVYX/hlW/3M7uVGg66Y9uWk0W7QGBukfGqavfxgpGxSF5Z7Vj/G7W+7jV9ffyZW33s3Dax9FmDZLVuzLC9/zOd71lg/zy2vWsLHTx9TBjGlDfQz2NQFXOk4JmNqXsfmxLXTaBYVV6EJjik75ECwUnZy80yHvdGhkGVmW+Thr5y5eaBPjpON8EsRKDkIKpArZwR0xazQyskxhhYvZDmXu7rvuV1y76lvsvsMQ53/obUg0Frjptz/nim9dQFM5sq1R/kdicNn2hXRVFFwd8gYqU57E+lwRwh1rpWKgv4++ZpNGpsgU5NpQWGi1+mg1m87LyKvDIbt7vEevzicc1t1bl2pfrq9es6Z7aoXGyh+bnBPNAtaidUHeadMeHyfvdBgfG6M9PkpnfIwi77iyfWGsvdFECInyzy7LMpT/yRpNVJa5xHph/YvqT3U++r6F/AvprA7H+/uQwiULlN5VXRcFuihoj4/RGW+zeOX+3Hb99WjrPBVGc5dob+mOOwDUmdlr1KixXaFWzGvU2B4g5VbLys7Waud/Ge68806KomDa/CVO2wyuq4BT2Iib+0KHzM9Vl9Fy/9oVi+qamMhTbTdRn4iqa/lkUdepRlsqbaKU15M+ilIVrXS8t74dXda7fLQj3ehmuN0tRcXfVj5/QqSEO2mm1CyDK3RCerqO6XUnInawh9HgL7Q5dbv/WxNcjEO/whiUXU1uJDTiPytJ7WTXkEohpMDajMyTI6M11hinShpDswVzlq3k2W/7JJ//+NvgrHdx6IoBWsogpVN6pTcWWCxX/+6PHPmMZ7la7LZA4lRXX4EuSRKWui+7swW4ZGlJ31OSGn8QLg+ggIYv22WAjjagMgayDtf84DweuPG3fOQf38MNN99NQZMtHcljG7fws4u/xJQpw/SfdBy6fwntQrlEcMk6EkImr0tiK1UonSYwOE+L8bxco24FOCOBRTljgDYYbVCZK69XJpYrEeefd+fHdhnCLD4xW3iGE1dwMpg93k4NQXGyuOR7xjjqLlRZ/swbcoIRUXqDSJqtPsSdB28Am8y7tO8hmVtqgQyGOzdwSbZ30nCp8l1jAa3dN6UPCxBY30fJ/GW7c+1PLmLD2BE0ZE5HazpaMjQ4wLx5s+sEcDVq1NiuUBPzGjVq1IC4AZw+dxHgN/U+g7NS3rBhfV1nv/l1qlTizpogbqcFCO/m3UsBrqru5Znl54EUh81wql6Fg9LNNL33/eUFktNTAvh41oGuZiY/cuKpVRYXFdgqn+7dYjwkusaG87tJee8ScWWtc5t0pCTKVaWv66IT3NLTe7I9X5f3F+KEBWmyxErKt7Q/lXsOz8T9Dq7fpZDv+i+lAlQkfFpotHY1xItCI1WOEoLBaTM54bVn868fPpvp//AOdl08QCuzUU0FaBeW8XaObimM1kgfax3ylUUDg+tAcs9d+RUiuSv7Gb11wJNHXxtcCqS0DGYFAw3D2IYH+Oo/fpDDD9+PMz72Vs758L9wx50PsvzgYxlsWubMz/g5Ba874+/4xPvOZPb8BUydNZvnv+YNPDAyhY6WaCNpNlQcaYBWZqLuLIR0McxYxgufyd1IGhlIXHkxKUBJi9EWYx0Rz7LM24lSelzeW3ivMhesT74GCGsnWZJPOPPLqRLXiftDqgylqjYfKcqyb2WJNFFZ9uW08544umr4QyR+76laHhMB9uqnf95Vi5yfQ2U1BCEURPd+gVSK6XN24NEH7mX16CCLhsfQFnJjKIxkx50W1cS8Ro0a2xVqYl6jxvYAJ19tvba2Qdxyyy0MDA3TN2U6Ja0u3aOlVC47trZUy6AlrsuTEOJSa3ySavHjHDXBTd3/M+kZNnXM929V9v2TKXWTtCdKelnR6aML7pNF79EQk/wRx9hdrizXlPShJDKBQLhs2j17NYGJV18+kYBuU4sK5Wvjk3FFQj4hdffEll1XQkK+CV2p/BWuG2L6rZ+jWVPSp/pcLfSiYHxslEZR0GhkTJuzkBNe/T7OedcHePNZb2LPXWczc9DE8dw8nnPlr6/imJe+CbDOJTwxXljAak3IeeAIpyv/lvaxVMbTv2VUzltNp5Ln46OMrH+Y3/3gQh6593b6+xqMj2zmzPe8kUP2ns9vLr+SzRvXc9SznsfspSv4+Zc/xdq7/8SJTz+W/fZcylf+85/JTcHVV9/E5856K6e88UOo4QVoC0pCU+YIYcg1jHecQp4JQUcb+how1LQMDYC2BYU2jI+NMLJpM9pmXHvpt3jo1ms48NSXscMeh4LMMLFsHJWFHmKlg/EkTcxmKeuL2ye18nvNtnTuVCxZ3ZMnxsDH5xZi4n2ugGr+g7KtktgbbxSylbkdDCxWm7Jt/1sbW53Npe0mfrcIAZlyGeNLju/OM8agrWR45lxuv/0BZuwxjLY52ggKbdhx2SKuubIm5jVq1Nh+UBPzGv/nsWnTJvr6+mg2m//TXflfi1TZ2RptbYu44447mD5vUaU+b9hYWkBJAVagETHO1CYEaQICgbVhs1xVF/8SPGlv66j6Vin5k35ypVQ9ubWhq1NJSrfH4/RdzfVWDK3PNi2ligQ3fSypYcDaQICS5+Djz43J/bkSqRTSZxaf9H5952z1z8RrIe1fqngHUp54N6Q33eNS5WeTH5te07lld/fDHVTW+S7JVEjapY1BGsPMhTvyzLd8lA+9+cWc/qoXs3jeIMNTpjA+3mHxrksRWJqZq1HdHVdcybYfXKJF+F7xv32t73D97psOJc/W33kl3z33E6zYfRk7L17IGWd+iM3r1tGnOgwOtPjpz/9IZ7zD33/gdbzkuW9m4Q7zOfPdr+OoQ15OkWvyYpxxCZvbkqccvILF81/JBz78QU5//2d5bKyBGH+Mhx+8i0cfuJe+qTOYt9uhKOnHRFiu/MHXuPf63/m4dfccb7nuj1gDez71RKSQPOulp3P9tX9khz0OAyETQ4+bsS6hnMCi0geRENTEqyC4sNiKvpw8XFH+XVlHlt4lHah4nDilvPtZ4WqpS7BGd7mnB2NOULjDonTXEghn3UjLtIVEgLEN9yrk7CuNRGGe+jAG/1tKgTblsWHeGmPJ84I9jz6VH/3nf7Ly/W9gqDHujApSMmf+LO6444dxjdeoUaPGto6amNf4P4/p06dz9tln8773ve9/uis1/g9jw4YNtAanJETDq0e4eFillIvpFNKXbHKb2eCa6whSoqQmqmlQEO2Eer+Un8d95+MQ4Ui8qupqeFkqXXFH3aORHkrxhEMmksVexZ9KklylHJUPu5pM3fVLsp2SlBIWER09qi64nrwY7YmiSD4jumkL75ZrrMYUGkEjxrZW6X23Ih2U+S5PA/9e97sTxPMET0Qo0vF4QrPN41xDCGcYEECWZUg5QKfTodMpEOQoQGsY3TLC8r0OYNcFlpEtHfr6+7nsst+ycq+dWfXlf+GEN/+ri2EXLhOBNc6FuTSElCMWriv9b+uNUEERlf44KQRKSh6+4wYu/9q/8vF//Ud2mqsYLRRbRtt0ZJv+zPLQvffx2PrNPPWo/RlsCYamTmHJ8mXstscKNoy2odBkQjLc1yI3bdoFzFqwA8uXL+CiD70ekAwM9jF/4TzmLpzPn678Lff+8XJOftlrsY0prH/wDm785ff4l69+ngExhjFjPPLoOs545ft4zacu5NKLL2TRsmWsefB+dGesFKcdLyU125SGzlJFDoYLwCvpLkY9UN5e7iATEsMJwIrwqzR8BSOOtSBsfNbRWBI8FUS4dnAhT0i3kGESE8qyxZKC0ZCAr36Q9tdnpZcy3p8r6eeOFbK87zAvlC/vlqkklENILGVJQ2sdOZ+zdHf+eOm3uGTVn3jhM5ZhrWE81wwND1EUBWNjYwwMDPSe/DVq1KixDaEm5jX+z6OqXpX46Ec/ysc+9jHWrVv3P9Cr/10QMk3M89e3tS1i06ZNNFr9FfdsF8frlSEpvdLk1DLjM07FSE5P2IOaXu7Du9x9U8fy7r36k0RswQYDgm/O1xPrtR4S6kmZjYpqByYYB3pS7kna7f7LMhknDf0sFTmiKocn1i4uOWGBiHgIoiQckVgEBuVJRVnaTiKNxeCfjSc2abvV5xTGtrexoPSnNwlvF1Ht7E7W90Qj9tdCyZDKT/jSbICfo41GwxmUdIFudxiaMYdd99mPefNmMnW6oTnovj+f/ozjMdbykQ98js5DVzO8ZH/GioxG4mQT1NBGJstM694KIvy6CJOqKHSsi54JVy6rkUnuvOYyXvHa09l1gUIIGMpAGMvmPktf/wCrV69l5912pcgLrrv5LnbYeU9uve0+1ozAzFZBE4tSgkw6gqmNRlvBm976/8iUK4WWt8fRRmOs5cRnHMaqn17D1z7+94yPtRkYHOBDn/4ws/rHKTptRKZYvMNc/ua1L+Hij7yFDY9t4J5rJPs99Vj2Of55xNUtHNF1MdY+x4Sv1mCNxaSeAqY0tAmlkAKKQruqCnYyE1SvLwI/L2XVq8R2LaqyvdLd3hkBjHdOL9dZ6JcFvw7cdaWSFQOR1kXsUviuCYYW662PThUnzgFjjcv0JohzQ0Yyb6KqLvw69cI+FjDGcvTpb+UHnz2Lpx71UWb1r2OwKRmaMgi47+aamNeoUWN7QE3Ma2yzGB8fZ8OGDf/T3fhfAglbyZV9W62yuGnTZmRzRuW9uFm1Jqqx1joF0ErnvmtNWms83cpCiDsNTqACr2zZNDazS1pOMKmbfHkEPXb0Xfcg/GY9yH6id5vd/PNxW52sXwlBiQoiIGypPHZxECkl1oS4bNHDbdVWCA2hTcq42lCvOtTJltFTwRMFCcIm9e2smXw9VFx7J79HhCcz3eECopdhpIsZTYJJP4mD191VN84T1P1g45ACKVQcX6sL2u0OW/Imt9z1MJf//Dec/PxTmZJ1yCS89oyXcdbbP8FJr3o7U3ZYgbEquj1LEdySZWRYmSznkrbSq7DpUNlYo1xbePju21n8ymeQa6/ui4JWQ7J04Uy0kRRFwdRhicokn/vMhZxw5r9z629+xOc/dyHnvPPZCFqMasuGtVtoF+NYAVmzgUSjhKalFKqlMFaClPQbw/OfdRDPf9aBIHwZNSVBFyAtWaaQWcYpzzqaw447gg0bx7jzpjv4+pe/yeLd9mD2jKVoo/xYU87PUJnCs1VlZalgyzL0otVsYK1hZGSUPM+xQvW2g/kTJksRlx5TruHye8ObZYBAkI0znhg3l4vCPRSlVMxMj3cxd4/Jxlh5N6UdmRb+noy/ijGmYhiQMvhEuDUXjbbCJXYThPAO64p5CIkyJmrmLvrejWlzYJAps+dz080PcPA+w8g8Z2BwCIDNmzczb968xx+bGjVq1NgGUBPzGjVq1MBt/po7LAKCIlSqgaUi7VSy4AoaOZoIMc4hdrNrgx1IKmEDTRfP6iKildei6/NUwxblx8lpE8hhZMjEvgshK+w6tpWc102+JwrxExxxu9hGqpoHVbXattv422TDXyaXM0AUYiegJBXGZ0AXEzqdEhiZqH8C0atRIbyYHsISwjGlm26q9JXnPFEsv1f3gymmJ3lPtNTJGHpyYSlFl0JfLSsXXaoBsgxhLMYUHHDKy/jQW9/FomU78otvXcTgvOUcf9gy0DkIxVvf+xo+9aGPc+LfvIoZOx9GW2cIIWg1pDN4CEXh44VH195P3t7C9LkLEI0paOPir0P/LdDIJAZBYSydsREGhwaxdjyOoxCCZqPBpi0d2oVGZopmU9HXatKnOuy0ck/+9Msf0Mj62Li5w3i7Q94ZRWWWwf4mzabydhSBVYpmJmK7wYtaG0th3WgIoehrKERfE+WNNiqT9GWSOcOKnRbuxYEH78xZb/ooz1y6N/TPd+EqwcgT5pQfaGOcwUfaqkFHSuGMAELR6u9HZQ2nnGuNDknzKiEjTp+v2ISq0698yvEZl3PHRmXcGwm0TaaSU6ildKEJVjg3dum9gMJ8kYlRASvKypjWX1mK0uM9EHsRDGt+XoNzWbchWZxPFuiTAJahMRBi/PHz+MBnnM4lX/sCe6x8Ky3Z4ac/vgJw3801atSosT2gJuY1amwHEJKt6Mq+VZr5X4dNmzcxv+XcJS1gjcEYVwc4xFZqbUj2woDbjJqgxKbxz5R0LsSrC1J3466GerKxKilP8l0TXEbTFuJxfkNsrU64nCj7GPuUtC2qL1KS200iI6nuIuHx3CrfmPh5cuc6xojb0v08nlJ1GQiJrYJ7rg2bfj/+ZT3qcFrCcLzq24tCT1Tpu59FSsV9X5PBsGVGqyeE6DFGlaRuT7RMoy3mya9nISRKgbSGHVYcyPN22ZdV53+cl57z7/zw4q/yu8vmcPILn8uSeX0MD/Tx1GMO4opvXcCBJ46weJ9jaKshN58lZMoyPRvjj7/8Mdf+7LssWrqIb37lYg44/CnMW7oTB5zwLJi6KzJTIBSaDD2ylh9/8aPMnqKYO5TT9A48YdiEkNx8810MTp/uyHVT8fJXPYfvffffyRr97H/wASjZz/qN69kyOopSOVOHWkwd6qPZyOhoS1vjhXzhY9rLQhQiEF7cHMhiwnxLnlskMNDIEM0mG8dzOmqQvY48lrtvuIaVhx1DYTIKk2GRCKEBF3MdPAesMc6gU4mzdj8GV3deAUJKdCEQvh56TKJXPig3r0PitThJyvnR7Z2RvmMh3qf7v/eT8ZX7jLFYYQATXd5t8j0SYkWkAJFJlCfiwZAw4dqeiNvolUNcwyG+3cW/S6RUlLkdumHRhWb6vEUYrbnz3g4PbLqRH3/3p4BzZa9Ro0aN7QE1Ma9RYzuAK/m1tbKyb5vMfMvmzTT7BxOFySmxztXaYox2xg1jXSil30Qbv4m2fjcaVCOsrbSVOJM/SYTEcv7PVGTryck8Kaiw4qR8EqWrrBTCJ0ELe/HQM1GhoNFzAKIiFq5dEsPEnbaiwFMSi15J1MJv26Pf1VY8+a2+7brtnkV3+2l98zRpXLXfvWC7fk+ULCt2g66xTuTEUlpPVHLfo2pbzmYT72kypM+vZ8320KeqLaN6TDAiqYxj/987UFLy/JUH8diDt3LhZz7FKS84hYP2XQrC8Lq3v5Jz3vFPPGfqPExzJjMXLiPTm/nNRf/OfTddy74H7c+b3/8ubrrpHj5w1EnsutsS7rr5Bi7+149z6CkvYPkBT2WkGESPrOWij7yF17/t9Rz3lMVI4ZKhSX+/hQVtoNnXYv269fz6sis59dQjOfroA7nmypvIWhnHHbKSK6++BYRm+gzFwvmzaTUbGAtjuRsVJZx3QCbdjxJgrCuVJgSOGONUY+nXpDaW0Y6hoVySMovzChhsFOyx/0o++94PcN2qizjoaU9nxeEnMqYHKLTE2vI7UAp3MWOsX//hOs7t32jrDSMCqVw8tyo0nU7uPT2IxrL0YVaJeTpJ/HqLv/13EX4tUBoo4vHJ3xaQQmGscRn7lQoO5cTvEFnG1kN5fshIX85H3Ofhvv33jcAldTPSfydK70IfvxvdP93TVGvDisOfzu9/vgo1cjdnfPRTfPKtb6oV8xo1amw3qIl5jRrbAxIXwq3S1jYGa61zZe8b6CK9zuXTCAnaoKSksNplqg4I3DF1Z04Imo070W7SV/6VbL9JJTSnJIvywy7mFhLNdX9UKtpJVnifQdn93YOeJqp/tZdlSbiqCl1FWX4puZmkUyUJf+L500t8DrS0+2zpb85akzghpM+CKmmuXMdGMhEkv9S9ViSMOZ4tEuOUtTE2vtugEQ9Pjp+Yzz155l331oukO64mYnmsxGu8x8FVFTS811TK9SST8Z5nLdmLZ73lH/npf3yEI5+6LwN9TYpNGznt9JO4/pcXcfst99A3PI28PcazXnQq73v7s2kqy8te9kEWrjyYh+9/gJYY5+3vezUf+OQ7+OePfoG7briSKQv35PrLfsgb3/kGjj1oEf0Ngw6GLRxpzn2ytMVLF9GcMo1f/+LXbNnSZsbQAO9+72sYGRWMj8PaviZSdpg3exrNRgaU2d+hLM8VFF6pfHIyC1ZYGtKRQmMsuc9GLoSklVk0irECNrYLRsY6jBeGpUtn8rEL/pHxkRHO++T5XP2zH3Hc37yRaYv2IjeNrvnss9P7mHtBWU2gyzHFGfqUL7dmy4NSY1L5On65JNcRCSl3v9N68lJ2n+sNs5SeGSZd59bTdb/AK14rqXdHWN/RyCji91sZd+/pvTHeUOmuLaWMbvIBlbVs/T1ay5K9DuYb//hVMpGz/zN3A2pX9ho1amw/qIl5jRo1tnuMjo5ijKHZP0DYAMdNry1LC8msqw52UMgDcbO9VfFAu3oRs/QI97LcfE8gXT1ZWLnFjXHH+M10kqiq1L6TRGpWUK3RnPaq3LiHv0W6Ee8iD5G8T7i3J0PFy7uwIUmbkFF9S4l2OS7hYo59lW7+aQcmL2UWFWybtB+5rC1Jeao8TrgbR3cCKRcp+fCTwl1mci28mgqg6wl0DdxEc0rvdh3P8fM36XFw5S/FWKfqSgWbR0bZtGEjV92whpFigNaMHVm5YHf2PuJ4GiJHoRkcbNHMBDfdvprzP38hOx14NPuc+BK0ldz482/wL5/8Eqe/5m95y1mv4+KvfIupw6O8/l1vZJ+Vi8hEQbvwyrYQ5FYwnlvWbcoZbnbIEMyZOpV999+TKy67khe+8FQeXluwafMWVj/yKAN9hmlT+5g1Ywpj7QKt09VTxtdbXHJwa0EK55ZtEgOGs9EIEBKJIMsEunAn9CtLkTmDgc41Y2PjXPuba3nl219J3h7nvH/6HHs99UR2OeQUNncGfFZyG9tV3gsl7Uv69OI7QTEWKSFPj+t1bq/nH55n2Xa5RnvZUAWhjJpMXG+CIcpNc+uTJ6YGKnduWSSS6MoeJrkv0NZlLBLeW8vF2xfaxdhHI5hgwh2prMGBJ7+YO676JaN2GCFl7cpeo0aN7QY1Ma+xTeCCCy7gsssuq7x3zz33AHDMMcf0PEcIwc9+9rP/5p7970BMWLSV2trWEDZ+jb7UlR2M1i5hknIJlYI7rCuN5nMLT1CFiW7uJUMu1aqKS3LSh7D5DYpVHGdRKmM9vRX8BjvSba8chp25TNxHY3ImyvalkGWMdHT3xqthVeW3+4ZTlW+y7sUPEjI/WTh2NaHe5ITeRpfhkpxPjBOPd9KrQxXzQ3gaJXkTpTtwMJJMYhRxY9rLiJJaKcrn3X3rk1P2ySB6jp9N7qjXdSqGiEAefTkrKWH6/CUc//J38ONvX8Tvf/R1fvOLw2iPt5m/eBHHnXA4xxy2M32NnDtvv49PfvA/eNar34KeeyDj2qnDOx/5fC74zld5eO0482ZPY+682ez5lAOYPn02YMi1QYrgWm4ZN5LRjmHzyCgDKkMpl2Ru+rTpjI8XPLZxC+vWb8JozdSpGVOG+hgaaNLOHbGTspxHxloKAw1VPjvtBzed6/F1qHEvBMqCtTnWGvoUdBoCYwW51tx07Z844MgDGR4eAgZ5y4fezKfe+1mGhocY3uVktHVCr/RGHGNC9nHHygutCfaDlKyG5xBIazoXRPK78kF1CpTH2WT+BkOVG5Uy3jw5J7RlsNHzIvWoKr8K0sSJ5feG9AMfr+WtEKmnSZqIJJB4ay1GayZfCUGQN+x84FEs2/cwdGHo6x+sFfMaNWpsN6iJeY1tAvfcc08k4t3oJuwBW4uo/p+AFCC3Umz4NljHPGz8mn39cZMpCZ6qwseRe+U8UYQmbKCJHNT/kXxQ2YeWRKGqmovydSWDeUnyysRu1YuEGNAJnRGJYcamW//Qr1L1iuck7SolKqSuJIUTb7JU6olEvzdNfDykimFgCZX00OW16Ioh71rTveLSqz0OfS7vuXwpKo/j8W4hNbb8NXg8L4PKuKcGlMdB12gQ3JCFkGSZdwdH+OpxinnLdudpf/d+9jr+RUxfsCNCZYytX835//JebN/raK+7l1NO2I9MSRbMm8qDgC46GGswVjE8dRqz5s3ljltvRliDyDcyZ2gancLwwIacGQMtpIBW5lzYO4Wl3ckxxiWnE1IhyOjkBZu2jKFNjrU5M6YNMTTYT7ORUWiDLyEep7PAxZeHsm7g4tYRzm0/Lwwj7dwZBaREW0HLZ2JvSYHWBYU2iEzRUgrTgLHCqd/jo2MMDw9jUWSZ5M1nv5F/OPMjnP6hE2hr5TPRu5E0AEYgpGPLhQmPqzTFBcIbMra7Z2tLT5CKB4V/ct3L2i+0TAqs/34y3vOlTIZYHtxtFKi8rsylJBN7YsytGp6SNpJ1MVGlT7JQWFfb3hpXWd0Ga0L6BRoMBsYyPjqGVApjLK2BwVoxr1GjxnaDmpjX+D+PX/ziF//TXajxfxwlMR+grPtdKkzeobNkRyKoQCFlUqq5ekrpWUNIchXOA7ybcbrVrW52A4cWsot9JMcGxarCk0WprqexyPHDGIebXFuUWdErnUwQ1P6JJb5C273f60UcY1xwVMZFtRmRHhveqrZn/YeVdmQZT//nUmSLK1X1uJjomxyVwAkdT4/x/wRbRfp8us+arKU00Vfaru2+WdH9MjE0MDFGP3AjrEmei2Xu0uUUeY5EM23WHI5+yWv5/jd+yG1XXc6eh3yNPQ87is9+6KOcfOY/e7IFyIydDjyaC8/9KssWD7PnnktZMG8mDSWwVlFIwcYtOU7tNhilaOcFHd2hoI9m1qCV9SFFgS4Ev//DNRx26J7MnTkDpRwhN8aiVDlf3HPDZ2CvpiO01qnmuYa8sIwXlpFOgWoorBXkxpF2pQSFcYaCPNeMdAoKazFIdt9zd668/A8c/6ynxWFu9TVptZrc+bP/YK/jXsgYU3hsTNFQri/aWmzR/SxF5eEJX+khGMwsnlAbG3NBVOZ2ZXZACJ4QwpUwQxjQZWI2SL5D0u+k8AGhAkJp1Et/p/NDComwupw7wl8/XMuWbYnk+lKEtW6jEl5oHfuUengEm6Q11tnghDMWWQSNvoFaMa9Ro8Z2g5qY1/g/j6c+9an/013oiXXr1nH22Wfzve99jzVr1rDLLrtwxhln8PKXv/wJz9Va85nPfIZzzz2Xe+65h7lz53Laaafx3ve+l/7+/j+/Mz3UxL8Y26CnQerKHpTFCfHCQnqiDFabZJ9cZUuCsGctSVHgdBNIoycTSkqs38iGkl/BDT30w6Q7dUs0CsRrxr5UFW/85lh69TAlDG7DbOOOu/vJhnjVOAYVRa16H4/7d2yr7H9v9KTyk5PflAiEGsuT+smLykvRxQtK20dqGSAxwlTV+qq1ZXJTQGrgeSKTQbUf1VupvnbPTNgqZRPwOCEAZX1vENX55C9QPh/jtXQNVrBwl72ZsWxfVONjnPOWdzNt9lyed8Z7GDU6EmSsZuVRz+VXF3+ehx5Yy/GnnoiURaIUS9od45RdobFKU5gCpcAKhbECdIEScMJJT+OSS37E7664Bmk1UkmXXNHCzFnTOOiQfcgyRUO6smiC8p5DfLk2grG8YN3mMVoNRVsbNo7ntKwbg/FCo7WknUkKAxvGtau8ICxFYfjVqisYHBjgsGMOi+NqcXPs5W9/DXfdeDv/cfaZvOJ9H2H+8HQ2jmcURmIB5WPbw3NzIezSt+O+W7JGMz5Up5g7JTmGsth0irnPg9dLNJThs7yHuW2sz/QejD/pzIoLOXbMXerxTFLuvxs2mECCgm50nE+9rhDvyfgMB9Kp+KFUZLfjjgiWK2Fd7gALVrh7afbVruw1atTYflAT8xo1/hswMjLC8ccfz4033sjrX/96dtttNy6++GJe8YpXsHr1as4666zHPf91r3sd5557Ls997nM544wzuOaaa/jHf/xHrr76ai655JK/wA0/3br+tdj2iHlUzAcGAUdfpXfgDG6mbqMJSiqMDgnTgiv1RIW4jMEsFe6y3nWiUHni59Svkiy706Xb0HZrnaGtLnQnfEr0M6w1EwhmimAMqBACQp8nse10vdH9eVBgu/tYuY9KL3vNrVD7uLvffk6XrLer312d6nXbPaeyDR3ryWcmbWsyWO/iHPv052ZpsN1DOGk3hPA0KyVkyfySPvO1EBKhVGzAFDnG2pjdO8QYSx/3bbBIW/DU085A+NjlcStQqhmzbRdFAQKOfNEb+Nl/fIjf/e42Tjp2V9raYrQF7cNB8gIpIc/HQVpmThkga/ZRaEExMkKrIWlmGccdfzy22MyMmX1MmTZMw3uP3Hrr3Vzxy6s46tiDfbLD8tstzAJtoa2dSq6NpbCudFpDKJQtTxgrXIZ2KQRKSArtDQlC0my0OPSph1AUObnWiMwTawTz589g+dKnsMtOs/jCB8/kJe/+GCqbR3+zTafTZs09t7H2vrvoHx5m8e57MzA4g8I6pd5aQWEVQoTY9EDMSyU5xHYnorR/vola7dey9SXXqjHhVWNh+aL7/dKI1x0i0xXRgruyLxFJmUiwMh8rBrRwT25euUztaT+EM6alb4XvUuEUdrBkrb7alb1GjRrbDWpiXmObwoYNG/ja177GN77xDe68804effRRZs+ezY477sjzn/98XvKSlzB9+vT/9n587nOf49prr+XCCy/kJS95CQCvetWrOPHEEznnnHN46UtfyqJFi3qe+/vf/55zzz2XV73qVZx77rnx/cWLF/O+972Pr3/967zgBS/4b7+H7Qlh49ds9cekTGHzGOqZC+k0xBjLHfe5XZtTcCq3tX5zKUmThwkhvYtoqCUuKueWCZsC8SyJccokRUJI0/fTTXz6mfX9iTmc/f4+bqZj7eJSrYuxr2KiYadqAEgIXXIvleO73+vBTtOQgDDGvdVyMeGX0RqDnHBkjyHqcV2cG+6kBq9JmPFkNzspetzDJO/0cl+Px4nuo8P5noiH+SlCEruQLdw/hUDCvHeIsWX1gfSGhDcslS7XisKouA6yJMlXGqt88t+9m29/4kxOPPYcrNH+HiSZEAglybUGo2koyfQpUxhvQ6EtVmQ0VEYTxZbNaxgeAmsMDaWQnrDtutsyNm7Ywo3X38riHeaxZcsozVaD0S2jrH54LYuX7sCsBfPYMF4w0i4otEUXgBWoLnf3Tq4ppAtjEEhCQYCH73uQGTOmUegCY71Hi7Gubr0n051CsHS3nXnNmS/nn95/Bv2DQ/QPtHjkoTXsdfC+7LjTIjZteJifnPsdHl29jiUr9mK3Q05k1k77omLOBkfFA6kOGdalEN4o556PTealCSo0ZUx5NLxIMKY0rPSYOfHuY2LD8HeXFSp8N1hjsdp4l3k3jjI1FAYVv4dHScm1bdXAFz/p8X3mvZXcfTkvppqY16hRY3tBTcxrbDO45JJLePnLX86aNWsqm4T777+f+++/n8svv5yzzz6b888/n2c84xn/rX350pe+xPz583nxi18c35NS8va3v51Vq1bxta99jXe+852Tngvw1re+tfL+W97yFj74wQ9y/vnn//nEfCKv+suxtdr5X4TNmzcjVYZsNCiJrPA5xxJm54lOEK261efq1jRNmBRqgUukknHjXOGMySbZubH7jTkiqpKRrAHdNbZDTCnhtd/4Jvvd5GKhdxNYfG91NmUzcS5VmHn1uG7ETXpC+OzjHF+5djJ5e4y3oDrSlfOeFGH2xCK5OZFcrjvzfPp5+e4Es0NPo01KqMPLCR4Eyd+9SXnVKBFeppnkQ+xxfO0JqXMjd/PPaO1IuTFRsQ0dj4TQagQKKRVSZlhrybLQhxAH7I5XSvnzDEb1O6XaKKwtnBUoGLV8v6UUZJlCqSZYjUIgswy0ZbzdoZOPI0UfrWaG6noeBz1lL37zq6u5adMdDA8PkXdy+vv7WL7Ljvx01a858uQTnBreKdDtHIrgQm1pa41qKJTKaLc7GE9SWyoDA5l0CeA2jI5idUGB+6zQRTLaNmaCnzFnGi98+fPY79AD2LJljM2bxpg+ZypKaCyWI08+kt9f9nsWLlnMb3/xfS790qd41qvfxMCig8itii1KJaP6Dd4YgE3cv0vym875skIBKCUx2n1PyXg+yfJJDV/VCRZKnYV5KsK7JrlrWxoRjDdkxWUWDFs29ix6CVnjPY4qiz5eIfTGtS9F2UNraPT1s3Hj+okLoUaNGjW2QdTEvMY2gZ/85CeccsopGGN42tOexgte8AJWrlzJzJkz2bx5M3/605+4+OKL+eEPf8gzn/lMvv3tb3Pqqaf+t/Rl48aN3HLLLZx66qkTVIuDDz4YcKr4ZPjd737H1KlT2W233SrvDw4OsnLlysc9d3KIx1ED/4K2tjFs2rSJVv9A3LC6kk7us0jLjEYXOaLRQEqJLvLwSVdrJbsKz19KFRVMghLsj7XpXtWr5b2dncvrOFInoUILw0Y47UlJIuL5FWU4snTCtjmelZCA3k/cTiCRKT3tVtRteqPdRD9B+ufj8mqRHvPnz0mnkrt/AkkpiYGsHDepL3k85klL5n8V0jENZFwmxFv4f4KhR3riZIz2Gcl9FnCjKYoiukKXyb8gZh/DOM8RT+KLouNKBirlFHhwuRZESdTD828qybSZs1n94BqmL5/qlFzpSqUVxtAuCvr7MpqNFsYopyALGGz1s2nTFtav3wCiw8DgMFOnDsUa2cGakUnBU48+cML8y4uC/oF+2tolctNaY9BYITEG8kIjMos0CqtwZdP8YGoBhc5RRYeFC+fQ2byR+265g2nz52H6B2g0s8Qe5fqrrWXthi2IZsZ4MU6zXzB3YIDc5NGIcN/t97B8953YYelCdl6xI5s2jPPpsz/NwSdvYNn+xzJaNNFWIIVBKInEGXFV5gwhWptIyo3WxJwQaTWF0kaHzCTSSjJvKNG+RJm1Xm2Py18Etu3H0ZTLMRpe3LXcvLHxx3b9tyScE36bcF74fktNlrb7tcUY7dzajUVKRaELl9VfCFr9g2x67L4nXhw1atSosQ1gK9VPqlHjfw4bNmzg9NNPp9Vq8d3vfpcf//jHvPzlL+fggw9m+fLl7Lvvvpx++ul873vf45JLLmFwcJBXvvKVrFu37r+lPw8++CDW2p6u6lOmTGF4eJi777570vMfeOCBSd3cd9hhB9avX8/GjRu3Wn9rOMW81TcQ/w4qM0EVjxtjgzWahiuYHBXKeA6hMp38/9j78/hLrrrOH3+ec6ru/Wy9J510Okln38i+kYSEEEgAUQQBFYZFSMRhZBT1iyt+HcZhZAb5qaOOzIiKLIrIiIqssoUlEAIJkNCQPZ3O3um9+7PcW3XO+f1x1qp7P5/uTsLXobteedz+fD63qk6dc+pUpV7v13tBKuVK1AX5ybsEm9R0A7ki5k6/P2QvtI13V5aZQSEoUvlJwpiIKlZjW9aXeIZG7GlqIJIFr7i64xbnsO1s5G0DQnJfzw0XcZSJFI3/I7UQXRpaDYzrUxokSIWQBaCycSxO+OM++yDtI2h2O3095lQiTEeufLdsbO2mFu3xyIIzS/TdncT461tXlVPYtYYQL2xyUp76ZK1lML+XbY8+xBHr1rr4beUUchcX7dzGw/WSQrm/rGX3nj3s3ruDQbWL0044gsNXL0NJ6RO6OYOJao1VilR94Kabv88RG45hoTJUtUYbjZEaCoGVlioa0/CkUzhyniVftICVcO6FZ/HAfQ9y763f4xtf+ArK1PEZEAxgD97/MLd98zaOOmad9yhQDIzAWIkUip5SbH3kcY5YfxRaC7SBlSsn+J13/jLf/8on2Pj5DyGFQYnkUeNqy2emuezaI5rZ5wNMZnxLJc7w7udp7zynRcMThfScc/OaxX47Zu5K2UnlkwbS6FO+KK21SCmQUhFyWngv9mjkccnjHCG3xhDyX0iZ3c/ChVd0Wdk7dOhwKKEj5h1+6PHe976Xbdu28Zd/+Ze88IUvXHLf5z73ufzVX/0VW7du5f3vf/8PpD+BNM/MzIzdPjU1xezs7JLHL3UssOjxJ5xwQuOzr/no4LBnzx56k9ORkQsf4wmJeAQXzeCum5dzDy+6Ssn4QhpJovC1omlxxfiS3PR6jgR9v/heILsye1EWUb0KrrCxsX0Jy22iGWVYBxPdUr0CN4bYJWOFJ/TZhtG4VxFJwGhL4yZgPKsVDYKRa3v5uBizIR0zcp5ocMnPOTqBdjGfgiSvMoYHpd3aRHuRphIHcvOohPBp8ayvI27Q1lIbR0it0WhdUVdevQ3Z/XWN0bVbzwJUUfg2JfGVwHs3WGOodU01HMbgZYFB+PJq4bhQ+itMbH9qGaosUUqgpET5XArSu1hLpMsobwUSn5DNWLbt2Mbs3F6ksvT7hav17ccupYgkXMZ1I6iNZagtewY199z3IEdsOBpjNLqu0bXGCIFUJf2JCVasmGHZ5AzSCgZzC+hKgyZmtxdlgegVUBYYAWsPX8mlF5zGiomCmZ5EGIOuNSEUY+O3v8flz7uCNYevSW34LOd+SBRlia5rhLfRaQtG9njTf/oP3PrlT3OYuZ0V/YGf8sywNAbhPh/ZbF3976rSGG3RxsR65kJKt0azY2I+AX+dwzWUSiG9R0R4bjWIPWkNSpnfH6MLWkgJQqKU8qE4WUUI/3ySgBK4/A5+/EbXyMzA0JuYYs+eLsa8Q4cOhwY6Yt7hhx4f/vCHOe2003j5y1++X/u/7GUv48wzz+Qf/uEffiD9WSzrdb49xAwf6PFh21LHL442wXiin4MPg8EAqVxkTy4ApWzWScFxRNd4sS1sC27DMr1cC9HiuCK2H7xypRhHVschvEBnX4mRXwDb3Me29xGpA0sw/7jVJkNB/BCU8qbxIFd1UztRXksGi/ji3hpPA1E/jwRsUQIchnfAS9MfZMf190DbarW6yHVNY1r8WEhrT4rkqi5jj61PDibiWkvJv6R7NvgwB5dZ3X0nhHMVDh4OsSyfNWP7IUSqrS2koCxLer0evV5JURTZM8jNmfbtFkoglWJyZjnbds4hVIFUiuHCAlP9HqtXzDCYW6CuKjAaad0l2LV3joXBXpbNKE46fi0zM1PRHTvMhZJp3WgsQ2NY0IbZqmbnwpD5SjNfu7JndV2jjfYGBzf3Ie5aG4M22s2j9x4JY6l0zd133scnPvpZVqxaxvqj13LchnV858Zvc/h0n16pokLfK0sm+31X6xsQNj0TLJbaWJavWs72LVvj3CbDkeDsC8/kz37nP/H47Td4Q58rY6cNVNqgg3dC7m0S1pUY53VDvC+1NgyHQ6ph5RTq1v9XUsx3WHMiNmKxse5cyI6e9ssJuv9kIQGhraYBIbrpeI8id1cHO6BUElXIxvGh7J0sSqph8nTo0KFDh4MZHTHv8EOP++67jyuuuOKAjrnyyiu55557fiD9WbZsGQBzc3Njt8/NzbFy5colj1/qWGDR4++9997G51/+5V/2v+OHMJYtW0Y1mAeCAupeOJXEq4P4bS6D9WDoXEeTApQTU+/KHolZepmO79RtkYk8WZc/02IGmlzE8i+/0c08vh1nieVyd9P9gI0v0U1CHhiFtdn5yFS8eLxX6hcj/vGt3pIz1IbNIX/r/0Ej8BHCz6YP/L481dtEe/Eeh1jwpgYft44h2kGZlNnaEpBclDN1UsaPigp2CKkQXt00xrjSVVm8fwppGPWUCNdeKUWv36Pf71EWJapQvkpBa95sug/WHXcSm++9NzbZV85wpY1A6zmmp3rMTE9jtGAwrNm5aztrVk6wZtUU01MTBI8TV8rMdclay6A27B5oNm2f477ts2zaPsum7XvZOjtgqF1tdIShPyGZnCyYmJjIyLdk69btbH18K8Nh5VVfF7u97dGtfPfm27j+E9ez5bFtXHDpeZxx5slIKbj0knNYtXKG2W3bWDZRIqWgGgzo90tPIk26R7SJ19VgOfGMk7njtjuwtXGh+37Cdu+e5cj1a3nLO36FL3/0w5kHjr8u8T5rw8Y1FP4et+iMyXNAiJH2GqcLfzQMcK3+AAjlVfXmq6PIfnO11j0BF2RPAlfb3XlBiBg7j0ju+VIICpdd0P9tqQfzTE9Pj5mHDh06dDj40CV/6/BDj+3bt3PYYYcd0DHLly//gcVpH3fccQghePDBB0e27dq1i7179y4aQw5w/PHHLxqD/uCDD3LYYYe5l80OTxmWLVvGcGE2vYJax3msCTWo/XdIHw8pG/7nwhofn5y9xnqSLMYoW001VWRuztbH0hJa8e2Hfxrad9ZuIlqBwLRdUG38JT+yuV841wgdWJSd2vhvzCnfFp0z1cwNw5/fv7RH5Tbu/oTk73iusUc2ufb+NtX6a2mGnsZhwYQkXZkKuEin0mhHz9hwdBByzHei4XUR3NUlIEQRjSSujrSOLuzJIyL4IzR74n4alCqQUjDR78W2B8MKXdcYo/1+3u3Zx2z3vAv75jtu43Wv/3Hq2lGzQjljgTEWrQdMTPSYnJxgfh4WFgYMh3tZtXIdy6Yn6ZUFxieWA7emauuMYrNDzVxVM6gNxnq3bT+mNYevYdfWHRxx5FqMEVGRNVpTG0M1rPjY3/8Ly1ctZ2bZDHVds+qw1ezZuZuZZdMcteEozjjnNCbLghPXLmO6V1Aq4dzDqyFTEwW9iRIzqBEzUxRFwc7tO5lesTzSz1wkRkB/oseqw1ezY/sOVh++Oq6iuzfewclnnkp/+UqGwwG2mkWWMymGu7EQmrdgfq5mdYV0kHsOpG3jSX7LKpXtl4fFZBuDx3nsiUBGQ05aS2Ct8Wo7YDTCaqR0YRMGi1SSQhX0egVCwLCqs674Z6IVDOdnWbZ8+Zi+d+jQocPBh04x7/BDjzVr1nD//fcf0DGbN2/m6KOP/oH0Z9myZZx++ul84xvfGNkWMqpfdtllix7/9Kc/ne3bt48o+nv37mXjxo1LHrsY7FP8OdiwfPlyBvNzUVgOCo574ffkw78AN15crVPOjVejMuHJuWF6F2KBd99sq8sjk9l2gV58tqNdIFOx2+pneq/Okqv9IGDbdbD3FzkRHKcjL3ZMiuHfdyjA/o35QGcm5y3RCxiyi5rGE+c9JOgK3wZ3dZnCJfJyZzJTwkX4+DUU3dal9AS06eFgfJyxMS7JVlTL8375BR88PNwaTYtKKRcfboyhqiqGVYU2BqRCFT3AJYira42Skl6p6JUF2liQJZ/+2BeZHfYohKtMsGfvLNt37GDNqmmmJ5dhbclDDz/K7t07OXLtFMuWTVOUZSTlFqgN7Bpots4OuXf7LPfvmOWR3fPsGVQsVJpK20hmN5y0gTu+czvSGqfqCukNAc61vdIVP/6qF9Pr9bj02Zdx+fOuYN0x6zjlrFM584KzWHPk4aiiACljkkaJM7zt2TvH6rVr2b2gqWpXg+yci8/lm1+5mbu+d6dLwIbFCv888GtAIJjbO8uqw1bGZWG0Zu+uPY6oWzjrwjN5aOMNSGFwCc3zJ627VsZotK4zt/vmuh1Lu/16yo1l+77DMs+dLCGc64OJ3+WautHar2uLC/Nxhhpr/GqTElWUICTDWlNrjZSSQkmXC8G4Mn5CuLUcEmgKKRkuzEcvtA4dOnQ42NER8w4/9Ljwwgv51Kc+tWRCtRyzs7N88pOf5Oyzz/6B9elVr3oVDzzwAB/84Afjd8YY3vnOd9Lv9xv1zdt45StfCcA73vGOxvd/+Id/SFVVvPa1r/2B9PlQhlPM51NSLLwrqH9EBj06knAfdxvkcBc+6V9Oozt6RjsD2SIQeqLbb8BipLn9bVAB83hhSO/P+0eOA5tMfRk9V8b63SBG1HUQWJ94LGZfjonrxo8n1C0WiOTam5PZKAuPHr+/1L19xni8SIS4Fa67KISwnqwucYbo6p88CBZTygXWt0nmop76E/vlXdRjlu5FXN19Bxr9GMkL0DKaxDUqQtK38QahQNaNMdTaUNfaJRTzZD4Yqlx9c0mvKFyyMWt55ktezR233kZtBMI4L5OFwZC5uQWWL5tCSMWwMszOz4KwlGUZz20tUR3fOjfkgV2zbJldYHZQYULMuXRRytoaR+ywLFuxjCOPOYrb77iP+apmoa7QRjOoh1SmRhSSXlHS6/coVYmSisPWHcZh6w7DSBvn3gqXQV1b5zGzc/delq9YjiE8F9zPqekpLn/eFTx430PRLTvlmXDGDmFBV7VPguYMMVsffZwj1h8BOCJ64eXnce8tX6CUpsWwM3+KaLCRLqZdLLFul1iuMTxCBiNhWqghwmHE2JUeZJm3RbP+eDA6WWPccxRf9k1JX2JPYXH12ftlSa8swNY+OWE+tmAgElghGC7Msnx5R8w7dOhwaKBzZe/wQ4+Xv/zlfPSjH+Utb3kLf/RHf7TP/d/85jezY8cOrrvuuh9Yn37pl36JD3zgA7z2ta/llltu4ZRTTuFDH/oQn/vc5/j93/99jjzySABuvfVWbr31Vs4+++xoKLjssst47Wtfy5//+Z+zY8cOnve85/H1r3+dv/iLv+CFL3whL37xi39g/T5UERSZ4WCBiYlJ/2JuXYmgwMohvvD6d3C8tyUABoGwFiXcjsLrR4GMC7I3aZHcURNG36bHvXhnjqu+L0kdb3Doxt65+tY8Z3wZb6jXYaDZufLGox5oXe6wnCXYFmNY7NRLwjZ+jD10Pz0Lmg1kCeeWkhpJxpgRO0eza+63PIGaFPE40WpcZN3OOZH7Qqbx+h1Hp86vGusUxqhuKl+f3CY9XGuvmDf6NmqLd8RaxyzaIdO+FMInO3QkOSaNk0WwDGGNRgpXFnCy36MoFJWB4cIePvO+P+H3/9fbmVIDFhaGTE6UcZgrl69k5+69DCqLVQuIUrF69eEuRFunCa60Zb7S7Bl4ooegUKLZd9IKX1gYcv+993POpefHcVgsRCKK62/wKLAaqZzxoyzLaDyzwKC2FC5dPPc/tpvp5dPM9ARrZxSPz1vma4u0zkA3vXya7Y9vZ83aNSzMzTMcDhnMD5ifm2dioseKVStYmFugKAtUobjvzvs464IzCf4LRx1zBNseeoCpsmKuKuPaa64d4VVlZyyQRmDCwymTxMfZ5cTISnQzE8qZhUXZjh2PhiDSc8Z5M7i4/FQNwq91P68iJBv0bThDi8Fo51khBWhdY7Sh7PURRRENjS4fglPSBZZqfo4Vh60eHVSHDh06HIToFPMOP/T46Z/+aS666CL+5E/+hF/4hV9gx44dY/fbvn071113HX/+53/Os571LJ7//Of/wPo0OTnJ9ddfz2te8xre97738aY3vYlt27bxvve9jze/+c1xv4985CO8+tWv5iMf+Ujj+He/+9287W1v4+abb+bnf/7n+dznPsdv//Zv86EPfWg/XHdHEVXWp+LzZCfn/0Is9zGM9cIcpq78S71Xg/y/oU6w+9NgdFCUSfsGZdKGI8czS+fCLLO/R7cHNStuakx8IuPpk16ixxzQQFJW/X42jzO2S3PWbBFEEuDVs0Y4KjafARp69wjryCPLD3x973ecxRNoevETOdImsLF0VFBKlSooi8Jnq2663Td/DwpryuafX3uyf5sOC+P9Bmz2nzE1xupRpTxvIaicUVVnZB4dqUr3g/CGJxvLcQkKpSIRs9bytQ/+IS+/7pWsXdmjkFCLHkNdejI2oDYFj+/czQNbtqDLgqro8dCuAVv2DtgxXzE7dGR896BidlijpCsPVyqnMGtjqLVOtbtxxoPbbv4uK9asYnp5KjdpschCpXAAIZhevozHtzzOcFDFbPLN+x2G2rBQabbP16iZGTZtfhQtJHMatHWEtjLO6PG085/Gbd+4Fa0N3//2Ru6//R52PL6VwXDIN2+4mdm9c3zt81/jhs98hW997VusWLWcZStT3LSxcOwJx7Dl7u9wxMw8ShhXVz27tqGcWci0nxL+NddBGEVu1AnhCTE23Rq01i6De7zOo6EQuq5dCEDlyu6FkABd69b+wq9hiSxKpCp9NQDh7VbOG6EsC4SwVNWAub17nQEillJzGeCb5SahWphjeefK3qFDh0MEwh54UGCHDv/X4aGHHuKKK67g/vvvZ3JykksvvZQzzjiDFStWMDc3x+23387111/P3NwcJ510El/96lcPOGHcDyNuueUWLrjgAr72la9w3rnnPSVtfuvb3+LSyy/n5ptv5vzzz39K2vy3xg033MDll1/OK//LX7P6yGNAKqd5e7UnCMIpc3py5TUGrEiEtsjUy+D2G7JipzdtQfAiz9+gbeYeGvcMEp7fvxFj2hDh3Y42/zsqaO0X8FxhT/Wo3XYT7Q1L/e9BpAZApLrGUYBruOmnv0WmuOfkMhicbHN4I1x7rGGqcdDYo+Im0fyq6QjQOofIepC76zbH4QhEuCwxJlw4F/B8FkYjARLBtvlX49ZAezwi6aDGZsTaG1rq4YInbyqq6yMWlXicyfbx4xBJQQ0qtgWKQmF1jamHDGuYnpyg3+8hleQ7X/oEd3/rRiblHL/5tl9nzWRNXcOwsvTVJFu2PMRgYS/r1h3Jo9u2MbuwwNSKGVRZIIWk35dMlQWThWKgNXsHNfO1c1W32QhC0rd8qgSCuq657Ru3snLNSo475fhstkLJNIuSit3bd3HHbbezML9AXdU845rLESrF7RdSUkhnPBNS0hNw21e/ySXPOJc50WOhdsnkrLVUdcWjDz3GlkceZ352npnJPqecsJ51G9azdW6IFILtW7Yxs2IZW7dso9crOfyIw0CEbO6uj7OPb+Vv/vwfmF51BBe8/DeojGyaX0S4Xu7+DMTZeTWY6PkSGjTelUcCiCw3hp8HHTxdsvCL5nxmC8/a+Nyz1qYM8llZPiFzQ2PK0aGNwda1L5HmvJKQCiUVRa/nl7JA1zXKP3ddmT5X0u5v/99redHznsW73vWu9k3QoUOHDgcdOlf2DgcF1q9fz80338yb3vQmPvjBD/K5z32Oz33uc8lVD+j1erz+9a/nD/7gDw658itBL3mq2jrYEBXzwYJ3vbQZj/HKdUbk3PusiapzSFrkXphDLfFA4iTWOjdc74TabCgQv+BxnJOwcM5FlN7w8py0dd9eIPK2sSc06E2+zZN6m/byTS8C0dghqXYNswD5W/5oJvq2sWL/kBOM/UEjhGCkrX2eLf1mNCHLtEAgotuvu8b5McYasC60IU1iM293IPpixL18DCkfcyHCNyHJW/zWs6ui7GW+D2ksMdu2zZ8I453nQmk1R9y98SYQQWB6socq3Np/8PZbuPvrn+Hnf/lnOP64dZh6wGNbdjM1Oc3M1DIee/RxykIytXI5Dzy2nck+rFkxQX9mAiMlC8Oa2aH2hFKwa6Fi4Gt5x/mzaQxSCK+y2riWVKE4+vij+d4tGzn2xGORUuEy/1vnoWKdErv68DUcdsRh3HP7PRx70gZQjlgqqcBCNawRPYWWFlsbaiFgZhm33PEA648/lnBJqkHFN77yjajQTy2bpq8E6446nDXTPbbND7HA6rWHIQSsO3ZdZnjz96Kw9KRk7fHr+b13/gq/9Ib/TF9phlqOvf/cs8a50AspXfy+lFnIgk8OSDD04Y0ALmOGNdoZkbK2bfYzcnvHrOOW/P+lbbNaePbFe1oI8HknhPeqMFozHCyg65pyYhLpy6JZ6zLeG6Mp+qFufXrmDRdmu+RvHTp0OGTQEfMOBw1WrVrF+973Pv7bf/tvfOYzn+F73/seO3fuZPXq1Zxyyim86EUvYvXqQzNWLYp9T1FbBxtijPnCHFFdbbkLB/oV3V4tieD47ywuYZRExPda6emRzd5ZgYYb6dJoEumkLLePb0nN/jsb+pntEtRe4V1NXX9Ms4N+DvKX8MUJezAIpBrLIt9XNHo3fniNHXICsP8UPPDSGN/6BNbq+CR81htApDeo4O0f4bonpmN9hul2M+l6+fwDNk68P3FSJJNymVmD/D6NPtFeBxnjCuXV8uMXG7MYrdfe4G42eQZY318plEvYJgTGwgPf+ybXvPiFnHrSWiRQGeiXJYVQ6NowP5hnou8S2fUKy+Rkj14poZBoC2UhGQxq5oYVw7p2JiwhkEp4d/PYWYaDIbN7Z5NRwroM4Fse2cIjmx+mrmq2b9nOYUceHj0/ZOYFobVm8z2becZzr8CKVs1uayLxDvettpb1Jx7LTV/8OvPzA446dj3f+totWGs57ezTWLl2VczEPlkohkqyZXbo7v+wJnHu+K7SQ24yEfQLp9Dv3ltRaUFtJFKkUoIjl8+HwojCq8taIy0+u3m6v/2InDs/FmEt2jaubDTsjSaRTE9CCOvDttZK6GMzhEZ4g6WLE3dta+3K6/Umpj0pdzkVrPc8KHsTLS8dZwgazs91xLxDhw6HDDpi3uGgw1FHHcXP/MzPLLnPli1bePTRR3+gmdk7/PAgvPhVC7NRxQmc1dMtAvEGF3+pRpTORLgaVKkd4yuCypcfmX5runKPUXv9O3cUp4LwRojTTC74eQz4KN9MbLlB7losIBHsPIFdMg60455jjLTIX9XDv9l3o2yj3cEnjzFNNlTB/TrM7Sj9mIJqbhGNGOc0Slc2ypG6TGX0hFaIQOSJa23kEouw+ELcd9o/xp+L1v6N3rZGEYha7sLOGHtIoGKtDsXxeVKJECilKMoSa+G+79/GHTd9kYvOPZaJUjEYWEpVML1iOcPKMrswoKqHICQGxdSEYOXyKfoTPWYHNYNaO9Lv13/tBHrnMi1cKTmTGZg23nwb2hjKfg/lS8gVSjI1M82zX3Q1H/vbj/LQ/Q9x2JGHo4RE+rVem5pH7nuYu79/N+s2rHeZ0n3cusVtLwClQMkU3jHUlqIsePpVl3Dnd+/i21//FiecdiLrjl7nysXZOs5jbQzU4XjXX+PnTkWjlXcB994tfSUpJPzhO97DM178KubqAiWyddGwcuFzA6Ts6kZK6mro12gISckvvRuhm8LgsZNW7sgqaIehxN/Dve3akTHUJ3ktaG3QVrvfqxrrlXOjDUoVMU7eGIP2VTBUUSCkwpVawxs53BgX5mejR1OHDh06HOzoiHmHH3qcf/75vOENb+Dnfu7nGt9v3ryZTZs28cxnPnPkmHe961387u/+rrfiH/zoFPOlEYj5YH4OIJJLN1avOQXVMNOOXQyxSC+4kf8k5hx4VQwzt56YZe/EifJDIOd5rHFTxQ3HisbFMIvECrvxxCNTK1Ehs4198h0TBRXeJZg2v26eI7z0i/HnDK/bo2OitVf4N89tP26feLpFjh+/h81+7tscECwh4cCMtGQx4s39PWEZp2pn5DZUYbME1drPtQhjb7Wcu8Xb/Nq1rDwjHgqWPFu+W5OmSfrHzXHjweEuqtGGQkl6vTIaZuYfv5uTTjuBZ111IWU5ga01VjsD1q49u3h021ZUoVmxvMfqZZNMz0yxc6Fi5/yQ2UHNUGsqbdJ1yU4p05CSoioEG04+jpWHrYqqcpwtAceeeCz33XEvx51yPKtWrwRg8z33c9f37uTw9Udw3mXn0ZuewPrl6iihTYYPAdorvtoGQuqSl5169qku4721LNTD6EofspPXXt031hFXYzwBF8GQk+6CMH+lEnz5S99hqCWnX3ARQz3PjoU+c5VzZ+8p5xLeMLqIcF1pxHgnL5dkBPRO7Fhv7LDWEHxb8lwYrdWWLajm8wgLxmifWwOMruM10j4+HO9O7zw3LKp0rusxdMPv5+rGK2/sFNFqJoTL3F4NFjrFvEOHDocMOmLe4Yce3/72t3n00UdHvn/Pe95zSJHvpWCtjS+FT0VbBxt6vR79fp/h/CzgE18J6V9gm6TAESiXuKldhii5UAflOymQ0XPZfdOI2QzvvMJmL9yEl+H9oI9R/Wqq+HmCMvdF4+1+7LXMPK6z93BH7GKt5jSyzIgw0qXRNrMtLY7bHKHNWsjccsfsOfa8+6O9L7WKk9q4mAXC9WNcQbO85SVvFdsaVSDpIpAtUhhCZhtwZ7OxnnbbOyH2qXVyK8I/4eSp702Cb+MYbPAIiOdw5NLFYwvMcC9f/PBfsmXTHbz05S/k0x/9FBdceA5HH3UMRhu2bdvG3HCOojD0ZyYQvZKBENSDmr3Dmqo2DLWmNq4eufDqthSgrcGajDxmHglHH7ee+26/h72793Llj14Vvw8E/eyLzubUs0/jpi/exFFHHcncnjl2btvJRVc9HVUqZKmSpQxLIUD728fVR0+eL9Y6QhuSLgZP8CRii9aCc1fAxCn2c5s/g4MBDyilQArFJz96PRde/ULscBeHzUyyYkKzUBcs1JLt8yW1EfHySWF9BfS0PnJiHhVyv36CYS1eV0O8rs1lkp5Xcd34MQjrcmSEkJdgqFTSEf2Y5gDcdVQKKRXGaLA+74I2aOvqnAuBy8Aus7jy+MBxv1UL8wCdYt6hQ4dDBh0x79ChQwdg2fLlPsbcQSrp4jG9mhRiwm16d4wqklPEwosxTkkaQ8pCeaHRsmZehxeJDEa1MnN9FvHf0JdwnjHK6RIYS8jH/J3ON9JARpjHqdmiWf99LA1eikLb1s/R/cZq6EEtXpTH7z/Bj3v5a2y90UQ02hlXF3zc+RZTI8M5mn831XD3nbGWWtcUSnj37cZKaLa5L4uA70MwCLn65D6G3CbvEHd+6SsQuGaVUkz1C778oT9j+6bv8BMvfwlX/NZLKcspqqHhGzfewte/+E1OPPkEVL+g7Av60wX96T62UCwYGM4NGNQa7Y0LxhvAJMEoJqhC0HZj7UNd19x/9/3M7Z2jKAoaq9DvVBSuXvhlz76EnVt3sW7DUfR7Exh8jW0/HikFhZRM9XuUPmv4QBvmKo3xc66tj832fVUxhqRtjEn3MXFMYQ5T3gWZhSIIAZOl4s7tq3j+69/MJ97zp3z54/8H6gqB4LFHtvD2v34fuwfLvQJvKaSz0AxqmcJYhEBI5Y0YJhoVjUu97ibVpEsvpEueFxwpwnUeR8jTCkuZ/1NZSIuuTTIQZdfJGoPBxfPbmAjOggk5FFx5Na1dGIOQ7loiJb7UBcOBex53inmHDh0OFXTEvEOHQwDpZfupaetgxLKZZQznZxukRErpX26bL/7guWksEWZx8ZEZOff7jSsDBjaWWMtfjnM0lLh9ktzWbtFNfXT/BjVdQunOQ5n355K3lcT9w+LqcvJOyKTiXKVudz7n8i0F8weHcLLUebGvc9v2Ef7rMH+WJJ8TsmlbCmFBGEChTaaMR0qbzSVj5jOsNU+ock+HvG608IxRBvdsKVDe1bjW2tUsl5L777iN93/gnRQKoGJ+4Fy4Lzr/fLYfdwKf/MQnWXv04aw9cg1Vrbh388OcdMZJLoO4sS4WO+sveJXcEhO1BYVZZBO7Z/deVKF45o9cOTLLeU4GgaA3McFhR/XcmLVTvYVyY0vqtaDShmHtLow2NmY4byypzJg2cjsEm5BobW9ZiKInjt+jlIBQDLRgevkKrvu1NzJdztMvepy4WvEr//Ht2N2bee9v/ndWrVrG2RdfxIkXPRu14hiqWoIIqr6Lhw/eFuFh5QwQKeEcuGeWEiVYjdHGGxW98C7c/RWztvsM+W2Pq+RsIRA+ECBsCDTe5aFzVjJrLMZoV44uhLv4k8acFPlMec+jgfdg6oh5hw4dDhV0xLxDh0MA417Un0xbByOWe8U8JDRCuJrNtXf7FV6eChmeA2mMqb9GlMas8RYTszZlQU9EWmQHuQMENNok/p0aju7GJGUdEZK/BdU1ayNT4gMBs36BNGLfR7ud+tuCZbT+uuOX+1gtY9XltFbzUlhPGJEsLELRx4jZS8W/w1I6/lINtwwKI0QnJYwjkuZUm1wK96kJ97N33d6P+Qn2mXBcbriJhMxzWuFrsDsSFdRYn6xMW5QqqOZ2YeohPVlTSAGyx9xChTGWvpAM64pzLzmXbTu3snPnTmamJymKgs9//HpOO+9pzCybpj/RQyo1ZtrcvSWtW1ch8jzE3wtAqcIbwZLBUcqmcSIM0BmYBEjo0fPzYSmz5GULtc7myfo90rVJarJtrk3XYd/txT0WrB+XRKBrg1JQSEGpQn4KjRKWQlRIMUQbMHYCoQp+9zd+j1/5T7/Kacet4Os33MIX3v8/2LVnnkt/5Mc5+pxnM6sn8N135Bzte+VUdAvYSIqJ689oNzdKOWJP2tSyB8oYqx7GbaVNpdQEzs3dprUas8AHxT0PlRBpfQmh3LzI8OwTPkmiAGtiaFHnyt6hQ4dDBR0x79DhEEAXY75vLF++jG2D+ei8qaQjDUEpH+FTInt9z97ig7rWlNcXP29D57RBCXUsyRibVGibK3Hhd9tooa2+J64QjAcmqXvYpPCLJQw3I9+3ZMGGz/ooOX9i2Fdn2rGxTWPFCFW16ToekIK+j13tvnfJ9txPtBo1xlIqmChgZX/IvLEMjaXSAm0FloIQP2x93gMhm4YZNxZP+B07a2jsUREWgrJQnuQmg1NV11ijwRqELPjiB/8nr3/ja+kX2oV5iD4TPUUhgKFhdmEBWZYcc8KxTE9NMDM9ya65AWuPXsc3vvwNZvfOMjk5wXmXnc/U8pkxzxThIyVs61uYmp5ix9btbH9sK6uPWNMyTIhkYApjy+6bRDwjZSSO1G8zFu/G3jxvfv81Ky1kB6e7t3Gs8onQtNZoayhlgRUFC7qPtoqZ3h4fo22ojaSnBLMDyeThx/HC5/wEp52yjrXTFS/8scv40R+9jIcf28OH/v4zfOpDf8eVz7+Gs67+KR7dM+G5rUJIQVm4cnnWWLQWLtZbuEKO0aAoLKD8syb0NpjjmhUXguGvGScfFHv/XMmMYMHAEswXShVIKf1ak4RQGCmSsi+kAJPi+4fznSt7hw4dDi2MBsh16NChwyGIZcuWUQ9csqGocCmJlP41PiiUJOUxuN1GYpSOHkFQtmnsGzamX9J+Y3aIm/K2kutnvrvra15heLR3ccsivHExOrk4GQ0K2VJHj5gT9nlOkX1GWxlzROur/T6ufazNVOZ9HTe2odZ1s63vW510JNKO9MERGMuyXs1UoekrTakshXRqoxIWFZR+7wURPiL+lFH9ltnH/a3i34GNxS5bn2jOMSqsXuDxh+7n6Zec6+PeDbWxYAT1ULN1+3bmB7PUpkIoRW1h3sds9ycnOPPCszhy/ZGcf/kF3PLVW9i2ZZvrY2bwMdYlCQMfd47fLqDX73HZc57Bbd+8FWHzNWwjoTPZZ6l1NnJZaBrVhD93IV3m9J5yvcznNrt8Y39KIVFZjHmvkPQLSakU2igqDUpolDQY22OhnmHPcIqNW5fx0utey8WXPg1sxZ6BpDYSbQRrD5vm5//Dj/Pn7/sv3HPrN9m+6bZoICiU61dtBEMtMUiQBVb1sbKHUAVSCVRZIqXyBFo2jYnBxTy3SOaPkTjXyUvICiIJt9lxeSiKMxylfAZhlp33gU1l4Pyxg7m9QEfMO3TocOigI+YdOhwCiC+tT9HnYERyZQ8KmaUsC3q9HjErtXAJo+JLPETSHl5YA0T2ThtJcb49+9e/4o7vWEP1TG2NElW/beT6BDV1tP2m+6lrdTwJ3k/YJYiQTZ/EhpL5oNHdxvfjenIAa/AJ8Oh9Ht9idEGdTp98rLZxyFiIbJSByxundgostYaFWjBVavqyoqSiEAYlLUoYetLQkxp8lmv3kdEtXSlFUSiUkiilUEohlEIqRVEUlKWi1yvplUnV1MZ40u3qTRtrUVKy+VvXc9GlF3D41ABjtItfNoAVWG1YGAyodY3FIKTAAENtIpGbWT7D7p27mZyZ5uJnPZ3vfuM2hguDOHabrdWGm32Ig0fQ65esOXwNu3fubl4WG8oGjj6rrHVx7bUxaOviyGtjqLR25dqMK4FWKuGItL+Bw3kLKXwG9XbxwsxABkyXilWTJauneizrF6yYKFg1WXL4TI91KydZt2KKw6YnWD7RQ0kDzDFVzDGhhlgkxhYIJIMaSlUxUy4ghfFJ5C17hxUWQakKlvcVv/pbP8sn3vduSmnYu/0xJtWAUkFt3NwXylIWMFlaeoUFYRlqb5ApCpcZXQiUXx/BpTyMUkB6/hF8AvK1ajNjUpoHrMXo2mVgJ38WNtsIreYqesBgviPmHTp0OLTQubJ36HAIwBhiVvGnoq2DEUceeSSzX/qqqzvsY0pzjVkI2VKznZtmHZLDCbK437zlxOLjy24mQlnSy6gQxORI1n8RjnHvvePjpcO1Td/ZcELngmpMRlLamt7+G1saxoZ4SJM4R9oyTppvffWEyH+EhYw8PJHW2jMxsl0wMjfjZ2pp74DF2t4fxERYtWbjowKNV0GVTyJmhkTji8jWUwggJ6ufbW0iuDJbLZaYCCwZFVysr/vp4ru/84WP8djGL/LW//LLCFtRKpdZWxR9BnvnmZ+bZc/cbmZWTKH6BUXPxXTXvmSltfDIQ4+yau1qAHoTE5x18Tnc+PkbOe7U41l//DEp7p2gXiczTTIgweT0FPNzCyxftSL2z7bKAbbnMRmt0s+g8mprMdr6+9+Rc+OJvhCSQkoK4bLFV9r675PBJbjEF0pQKucyLoRgopD0pPO8qY1lqJ2BYKBrSqUxVmNQSAkTxQCLYKosmenPMlUOnCdEljG90oYFIZgsFKUSVAsL7Nqxg3955y8yM6lYmN3NxNQMJ1/4TE696HKknGbrow+z97HNLDviOCYOP5EFhLtuAqRwhgopnDHGGUKcsSWUz4uq+LjJtWG5paz14bkZ1pvLJWAJyeT8FUEVyhNyIikP10kIwd7tj7Ny1SrKshx/UTt06NDhIENHzDscFPjrv/5rrr/++sZ3mzZtAuDZz372yP5hW4cOAaeddhrbHnsIY2qEKrEW6qqmriqMzZUcG92Do7EjxFMak726Nv2RY9ZrIWgr50EVDK7DGVf32dtTizEJk28vR5OU4cO/F2OA/kU5tyQ0AnJbQ2hA5O/XTcV7Hxivfy9KX/e73QM6Yfi6vW2MtSC/XmPF8/2yaYwzpyx+bO6/4NaFxVjBbN0DUXiLgXGXyOjkUi1SEjM3Pm9gyhMNNghsIF6JdkUPCmMgjN2vJ1mUXPasZ7Jq9QwwT68osEJGBdoYgzaGsixQZeHizzPl2mjNPRvv4unPvjSOdfXhq7n8+c/kK5/6IkesX0uvP4EghYhY8vWV3JyHgyG9iV5jntrrPZF7f/6MQI5eG3f/aGuREN3PLY60D7VBC6iNcXRe4N3ZoRCSiUKyrF+gpIy3USEEM/0CKQTawN5KM9QhTttSSNCesAssUmjfG0VPubvZWHf9htoZCga1K+fGZEmhCubnh1x4yYVc89KXcsZxy5kqNI9v3c0nPnMz//xnb2c4rDnhuCM4/rgj+eJ7P8Tlz30eJ1724zy4a8LVbbeubF14pllSYkolfTI2T9ppzV3bKyE8SqInjtWJuId9fNx5I49BOKcgGoy01mx/eBNnnH46HTp06HCooCPmHQ4KbNq0aVGy3SbsAU862/MPEXL30KeirYMRp59+OkZrdj72ECvXbQBA6xqtTVJxCC/lKnO3FfGF0hqB1drFvhYqESEbEinJFjEPxAO/p/sukSbiy3DzJdipWm7XbB03vExD26n80wgxTK2NEpZFxLFGCzm7HeclkO0jWmqmEIsocK2zJHo0cuIniabBI35jwYpmxu2xO9rRr/et3SeFdjwrD4aV7PcY66ugmPb7GbSusEY7zqzCWvMZuYVPsiWDdScYkEL98+T2EIxLgQC7RF4mE5cdSbdCccTxp3Hn1z7MoLoC29P0ywKDZM/CEC+xIpRytaiFiAYBiyPlN33xJk44/ST6/X5j7oQQnHrO6dz+nTs45+nnkBXFy/Zp/MWenbs55ZxT023SmsU8zl76ezSUaauMHnt1wimMdfHOrh0Yas2Q5nWVQE9JJgrlM6xLSiWZq0yseW4tGFx5uEobZiuNwFJI6fcvMFZT6drdCyLksdCxXnpt3LOjZ93qUdJlrC+Em6XTTjuBk089mdpoenKItoIj185w7Suv4NpXPcsZ8CwU0vLa1/wY/+X33sNt33obz73uN9hdTTJbKUJy/EK56z/UGoHLWq+tq+Vus7ryDecDvLHQ37bBruiMEc5gabzBUilJ8oLIrrE/VuSZ9a1l56Obufw5V4y9Vh06dOhwMKIj5h1+6PGFL3zh37oL/9ejy8q+b5x22mkA7HhkM6uPOg5rjYu3taAEnpKDtRlhkl5xNBZXxzxkdLYIY7wLqlMcrbWevLvfY+ki/8KNJSpW0QuZ8C6cjAC5ejtCACNRzlTAcOxYAh3OsZThRoz+JlpbQ9xt4nuj/TmgZRPe1Jfap92J/Yfr1ugMOo9di7Dp3M25Ga/3Pxks3rL1pCqQ6tCnsFYkNrijhxgD73Is2u4AGQNyJJu4wOJq8ecJyqiQPqt3OL+1DOb2Ug0HKCV57PE9DMVKyqJk+dQUe3bWVLVmMFhATk0gDGjtlFijLTd98etsOGkDR21Y31gmoStHHHUE93zvbh7e/DArV69gYW6BO269g7Jfsmz5Mvbu2sPRxx/NumOOAiy61pRFGWPX23OZz2eeUM8RdZk9D21jv3CfaGsphIsrL3D7G2sI/FQIwVSpWDHRi94u2sCOhYraGJSQ9JSkbywLlabycfZSQK9Q9JQrX6atZbpXMtQaHYwB0novBBhqR8YBFFAq5bwlgmKPc0fHOpd0hWC+AmNTIjhhLEjol4rf/Z3X8ZGPfo1P/q/f5ap//3sMtMBohZQuq7/WBlAYaxlUNVZrbMtwF7worO+jg0GGXP95yE3wWLAQMv/nRvHgoRGS6Rlj0XWNNYZtD9/Paae9ng4dOnQ4VNAR8w4/9Ljyyiv/rbvQ4SDA4YcfzqrVq9nx6GZHevzLpUuG5V7ZrXfNdWpaIMuBX4dMw14htzap2sYmEm898ZbQVsyNTXW7w8t/JOX+bytcnH+D8+bqPUm1Ih4usgNaGCNGL+2anqeFovXbmLYX2bjfnhcj/Q5UMjWeGzKWbGo/CXwgaM0M6Yt5Jow5fknj1fhtduy25MrtHIDdXxaBkAUy71K86DmalpLoddGwafi1EQiuSedsEDFgy/13Mbt3L/fe8wC/9h/+H375N97ENc+/hsJWLCwMqOshSsFkb5K1a44ACQ9sfZCbrv86G045nqOOPaoRNZFG6Lp67mXn8eC9D/DoA48gpeScS8+lHlYMFwZsOGkDd228i0133c/ZF5+NVEFdTXMmcWRVSUekLY74kg3ZbRc+Yd0iq9DvrKSgkNK7p1unfns37UI6gj9XGXYPhlElr40rWSf9vbdrfhi/K3x7k6Wir6RLsOfbLrEoT1L7Xlke1jqqz8Za5mvLXKWZLgSTpaJUwWDgzl0Z5yVhLJHoKqGw1N6JwWV2/9EfuZQ7vncHj3/z/7Dy/J9kzjpibrS78lIJTK29S76AWMvcREIeZ85ab+Rqr1ziw1EgcJ7reQb4pLK7OHTn5WGMQUjJ7m2PUQ0WOL1zZe/QocMhhI6Yd+hwCMAY+xQmfzs4FXMhBKefdho7Ht2cXDKlQkiDwICVXvWxyXUTT6RDRmFrKXsFuvaussENHYtEIKxj1EoITyYTCQ8I30eXTyHji29QMIMxYDF1PLQp/S7RGBBV4MDY0/7NlmgQqAahbRHl8WR3HwxYtM+WH7PU+lqi3ZwMC5G1luZuxOQgFlesvXjum2vXTW82kocmhLb27X+w/3AGgtCHzHjT7tSi8nurR/mv7c5K1TjcWIuuDVIanv6Cn2LTbRv4zf/n93jZG3+dj3/s0zzz2c+F4YA1q47gwnMuQ3k39thHY/jpy17GoB5y4z3f4PFdj8cxNeOTBdNTU5xy1qmNXjOdrtnZF5/D1z57A1se2cKyVcuj8UqSh0WIRFYzb4Nw7/TKAmklEktljL+n3b2ik42AnpKUnpRPFMqT3xT3HVTshVpTG4s2NpHM1tSXSqGEI+YWWKg088M6JpfrKUWvLKiMQQlBX0nKQlBpEx0lpH9uTBaSyV6BEDIRcARSWoTRDHRQ5Z0LvxICIxJRt1YjBLzpl1/Dtde+lZ844TyOOuJ4tsz1UGUfVfYZDgZYmxNzPCH3a857/bj/F4xmvw+GSb8AXKiFSG7scQlaN65wf+lq6K+jZNtDm4DkydShQ4cOhwI6Yt6hwyGAQMyeqrYOVpx++ul86vqvglcng+u4KzklGQ6HbkfHCGJ9ZymJ+wVlO7oN4xXPQAKtyIhCuwdNN89EMDNSdgDjCS+/UWPeX2W50R/bIOn5Dou6xz8R9tmiss366+N+Hz1mHMLei+WUEGEfkZ8lXEf/9wGu+XH6YWojn92l1PN836B0Z2nQYt/ytpO+7vZpK/52ZCyxD8LNRCwTBtR1jdGasO6Ukqx/2iW88Y/+lr/9L7/Ab/3OLzNVlJx2/Dk+mRds2/g9tn/v+8w9+ihCSmaOOYbDzjmL5Rs2cOVplzOsh/zLLZ+I8efBpTyUKWxUIaB5tR998FEmZ6bAWp+NnZi0LK8WkVRk7/mQeZ3kJLKQ6YxKuljwQPALn5ysNoa9QxNjvftKoi0Mhyb23cT2nTN3KaPlzJNjX8tcuPPXxuCKObhnhvYkVwpBIUBYg6Rw2d0FTPja51iYKl099SrLHl95G1upJNrYqPQba6nqCoVzT6+0xpgaEEz1FX/4+7/Ez/2H3+XCa36cU087gf7UFPWKU9i7eyHLMQAWEwl3szJFMBr5eceERRnvJyFk3NMYg1ShCKJ0ayYaDLwRQih0rdn+yP30JybYsGEDHTp06HCooCPmHTp06OBx+umn84G/+aCLQ/UZkaR3K7VGO4XVu6wmtQr/8poIrPCusinsN0rVrqSVTWTdH+H+DceLSBcJb7gikirhVfCmOz2MEshQvm1fEFkDkaTGGORMjVyMH+8PGvsvovTS1LTFyA7jTxprz/t9msq/aPxstDRCdEM2aRONGskoEtT3RYwR48YVvh379b6d+ZO7cNZQFt4w2rdWH1qkvN2uiP+mOUrzYNFaY7VGCkG/30dKgRKaz7z3f3DRFc/gWRdfwmHLD0dIyb0f/Rduf//fsveBB8aOZfXTnsaZP3cdRz79Yl5y0Yv44u1f5tGdW7J+OHIMPhO572P4aWrNHd/5Hs947hVsvOW7bDj5uKhM18Zk5NgrsPHeaOZlWNAm7hNUZAEoIZHKNki8sS7WO/bCwILVaK90O203BBq4M0yWBcv6PSrj6rcLXNx+VdcgoFAKYZ06LwCJdXH9OJU7jF8I6BWS0sJEoRzZBxZqw55B7YwKpUIWzkDoVHWBkMEFXzDUIKWgEC7eXBvjyL90yeOOXn8Y//Tht/M3f/85Hrz1y3zj69/mBa//VUx5NCHBZWONRk+h8Fyj+TeZR0+4rmHus7UrhHShPf5vay3WaKRU0fS4/aFNnHzyKaiQma5Dhw4dDgF0xLxDh0MArtzSUyN1H6xZ2cG5TQ4W5ti7fQurjjwagUVKhRQhdrTtrCwaxE/4asbODTS5HAPO1dUfF2KDrRXxJTaSxAYpJ56NnI/l2zK3ZrHIPlkrROrbUOYJHRo596Kw4NLPL7Z/ToFF67vw/YGupaDW5QW0AhkLXwRjiYnXKqjAYf82wjUIXgn4483YvVtz9P/x7ZAIzphL2OpuRt/jxvz+zWdSekKu69q7KbtM6lII+r0SK0tmZxf40l/8NoevmuDXf+4XOWz54VSzc3z1t36bLd/45pL93r5xI196069wwotfxPm/+itcedoVfOq2z7JrblfcR0pvaPAEMLdpzc8t0Ov32Xjzd9m7ey8zy2cINd7HzlHuc9Ei2+4PR1iVj/eYrSv6yrmuC2C2quM9BcmQpg3kNQ6sSKXaetIlfHPe3oZhXUeV3mARntArIbJnQLqQC5VhKKCvBFNAKSUSH5uu3DW31hH9yaIArFfynSFiaFzbrtSbT6gmFRLr6qhrdyqXZNKds9/r8bpX/ihWCL52w0l8/htfZvmFr8RmHgiBoDfn2sZ7JiflCd6ACBDrozsF3XoDpxAuhl5YF3vubGIujn3no/dz6dldfHmHDh0OLch979KhQ4cfdhiT4syf/OffejQ/OIREQ9sffQBoKm1KSYpCIX1Wp6BQ5WgkRCK51BrTSpg0BiKyy6TIjqW8LVf37OSJV3seGglpHts5jrlb7wkQSJEfg8TF14ugzNpwnlbyJ/IPtF/hsw5nH1q/Z/uIbPDjjBGZp0BznM3hilYDYswnmwJs/q1o/+/RNRzUPaP9JybEyt19aXzyJsbtk09d+t7/EtZO6+P2Taryvu0DKTdC5Kbhe6Opq5q6qnC8SCKVSq7XVnBYuYeP/N4b+Ikfv5KnX3wmJ2w4Ez0ccv1//MV9kvIc9/7TP/P1//SfkVLyvLOek/UjDDeU92tSwV07drL68FU8/sgWtm/ZRlmUhJWQq+Xul1FSTtZiqJwQroOJ8+gMcAt1KDsX1snonRiUcgik3cW2L9SWPcOK2UGFNgYdDUT+/K3rF/qjhKAnoV8IeoVzYe9JmCyDe7sz7g1rTVWb+OwJbdX+/k3LqbXCLdS1cb0NNcT9WiglKCyrVq9ksGcnE4VoPzayhZxUc0n7OgUPhOb9HeLLhQiVLEQ0EBSFpFAy1TX3z8HtD9/fJX7r0KHDIYdOMe/QoUMHjw0bNtDv99nxyGbsuZd5V3CXWgohkVJRFIJaD3HJuBzxltK7s1rnliqExBhN/mLcEJjjG69n0l7uHBcHPV6QDvtm2cOJQmps2jaOb6qmDbJhWy/XLTLb9BLw7Yy0n59nqb/HDGg/RfocIWmUOz6f5+Z3UREmEXgb63RbT6rx3y/SsZY0HQ0YYUrixAf1chEssiFemeSXviTRdgos2cUJRM+Pt50lO1sYtv09YK3BBIubUMnY4WEsfP2TH+ZFP/WTXHnZqZx43OUIKfn2H/0JO++4c4mejscDn/08a88/nxNf8mKecfKlfO2uG5O6mmH74zt48L7N7N6xmxWrV3LUhvWsPHwNpVLRRT2EazTsOK0LmdZw+lsI4Qi6H7fIDtM2aeL+NiPZrHLDmSB3ldcWLKFGuvtOev0jrEOTkXIg1iu3OBf00iebi2EyCP98cbHjM/2SqV6R1qEUTcOEtVgr0MbfC77vxpdycMYWV7ZRWKfiVxYGWrN8xQr27t5Fv4SFKgzakBZPlgAuf0b4eye/jVNSzHw2nAFQyhBGQDRoIESIYWB+z0727treJX7r0KHDIYeOmHfocAggV2meirYOViilOOXUU9nx6GasdQmTpAxulhahCqweYq11JZQIxCAytNiWAJfnLdDcjMg1iELzsAxur4Y7rUjJ6EKToQ3R9McecTsd/TNYCdK2EHPrzpWrb80+5wmfbH7urOfNX1rnDSdYAkttHSemi8aW7HcxTvH0c9voWyBMedy5GNlHIBzLt+kaBKISXMbzad3fuyWR8/HbWqPKNjRPNGIGEamSgsgbCJ4cMZu4S8Qlg4+11ujaJQoTUnPLlz7Pq979v1gxvZupyWl23HkX9/7TP+/n6EZx6/98Fxt+5Hkcvfoop5ZalxzMAIPBkO/dvBFjNCc97RRWrFrRMBSk67/v2bUjN1wYvo8RFyKWUNMmlR5r6c1jkCTl/J7MSbJs3a9BJY6Ks3Al1wohqbRGSYWUklJJCpnq0UeCLlwiOAtUxkSXR2MAK5AiuZfXJqjTju/WPkdGGJkxBiVAFRKBe5YtX76cHTt2+VJvFhGTueFJefL8STYpMRIBYwk5ONxzQluLlNKr/K50pJChAGB4dkgsLnxg2yObATrFvEOHDoccOlf2Dh0OAQRl96n4HMzEHHAl0x7e5EhYcGf2L9TGGIw1SETM4hwgsv+AqKILvFoLzZfb4HfaUM9jY1FNcoaBnCa06IIAIWV8CQ85jwOa7tTpHEH8S+RTNM7bfNP29Dz2u6n6xQbDbqH9uHnfNKcN14ZNRoDA54O3wBg3/XS2VFLOqaN4Rba9fj05sF6sy8itDeOzPru+cW7roT9NzTAo1bLhhT9ubpYc7aJkfvTgqFqObLLZRW9m0Y7jt9aHLmTUNhhlrAFjiDWrccYIg2Tn3iFr156FkJJ7/uEjiw1mv1DNzrLpE59CCMHhyw7H4gjcg/c9wNc+91XWH380F15xMStXr0zElrQ+8wzhYc23522pJ9WIzcgTyESsRVTxR4wd4Xi/NsLfIZGc9K7bxhjnzm5cmEMwAiBc1vdSSUrlyKrLoK4RxtCTglKJWJItnNVVh3DfTxaKfpFK20lvLwrZ38GFKFhT+zmSKFkgvEFRSAuS1E+rKSdKZudrag21Tmw73AvhkRXmK9gax675bK2l0JLgXeQaFdaR9JTgzd202x/ahBCCk08+eYkr2KFDhw4HHzpi3qFDhw4ZTj/9dLY9vMmRbk9ajTYg3cu2kgqEpdcrKHw5o8iDktQKUjpyk97aAUeOQrbrPN644U7uxWylJGVR+LJCZMQ59HZUS7Vkb8zjkLUTd12UM+cEf1SfXPSwEUY0SmPjpI1xOx4hTdmx+RQv3mMx8k0aeNbBsUQ4uetar+ImQ8pof/PTNK/LKBtfjCjGpuM+Y+igtZDFsTcbXOR8DY7ux2UMWms/Lm/UEdJntjeYukbrOroXSyFQheDca17C3/3dP9HrLwfg0RtvWmQ0+49Hv34TQghOPepkLE4pv/f793DF857J2qPWNsaU1P6s/JlX+d0MjFzF0Tn0CCQ6uItbaxlqnTKt+zhpYT0zTxaBhjEr9EPKZo1uOWIACudNpdkmS8WynmKqcM+JSrtwglKmsmqQ5bEQqc8KwBqMrsFalHCfUkJPuZh0H8pNId1zJCRXq2qDsQKLRMqSSlsqPUQb7Ug0xifEyydzdDz5fRaniOzOCwYgkqEi3CQW574uYgiQayWMdetD93LshuOYnJwce/06dOjQ4WBFR8w7dDgEYHjqFHOzKL04OHDaaaexZ8c25md3xRdVaw1SSFcuypdP0xlhC0pqek11L+FJNc/ix1vqZkoE5bZZL92WSjHZKyhkcilN5KSNQCJdcj47cp6m2t6sEY5TS706Nxr2sITSvZQIHrhji886fmOXMAa0T5AIdYhLDbx+sQ65XcK8Zx0NSiJNxXnUGBDU5nCNTWM8ec8aR1kXy2uC/G6bLS41yv2Hbf0c7UOehTz9TEQpGI5SvIKJyexcjLly3vrGoLVB15qzLv8RvvOVzyNlwXDPXuYee+yAej0OO++6C4CVUyuxFrY+spUjjj4SVag4wjjabJKCJ0W4zu3kd+NmJiYfyyxbFhufjeDU5sK7XIdtzTshecTYbC5F64PwynUoCZYZbHL7Xb+QLJsoWDM9weEzExy9cpLlU4Uz3vnlE54byevGee3EuvbBHV4JikKhAe3PpLD0CkWvKEFIjPbhAtbFoRvvuo+QCKnYsmU7K1etcn/72G9jjPdFSAaS4E2Qm0PitEbjoetboRSyKLwBKMxfuO+ENzaZxvXe/vAmzji9iy/v0KHDoYeOmHfocAjA+ljSp+pzMCNmZn94s3uJ1e7F0bmRurQcQgiqqnZurH464ksu6cW78Emqwne5W7oNyp9/yW4nfqu1RhtD7ZW8USZqo0tvyPoevm90IiI3DIxTv9Lmxa7wKHklxs2mGtgj3WyQWl8NaVHhOT9X+ixGQm3WTqKh8ZTjXPK9etweR/orUg1HUPwuNifa0dNhnBqeYoKb/Rrp/JiJaO0bzzt67UNfAylNhLy175jvRHt7aw4t+Hzb7m9jDI89cA8TM8sAqOfnxo/pAFHPzgL4sBDDXd+9gxNOO3HR/ccZHUw76zmtP2zj4KTk+nHnhpb8PAGBjEtPKMP5CynpF4pCSqf+ktZqKHGmPMENBNvaFDJhratJPjs01MZSetd2T1sTiQ2J+axB2ECsXYI5KVx5t0K5smrGuszt1nrXdj+ouh4yHM6DGSJJz6pa1xir4zPpa1/7DmdfdD7augSJxpd4XOTuS7eSN26FUnPRSAGR5Ofmk+CA4EeaXQsDRrPzkc2cccYZi66DDh06dDhY0RHzDh06dMhwyimnIIRgx8ObMLrG+BdUrbVzWZXKEYmomAUq5gkyZO6amQesoBELHuHJRvBIiF9bF3Na1xqtTfYi6zCSAM43tkjY9QhG6FqL/DXKesWTNummq5XsWgvqcurfmBNmp4rtekU7VyObfDq8zC8tP49NBNYi4Mmtu9lQzuEid8/GPDoQm33t947jSUYKm40hpLpKCbSayL0t0uwuZSYZM1wCqQvj9ePL5jq6FOcGkziiYLyxGN+QBYzRbL7jNowPvyinp/e7T0uh9ERfG3dvlb0eZa+M25vLINFvGX/bn/RvYd/RNd8wicT7KSRcFD4mnOgtk/cLgsIuUumyoIcLl2Fd+vslZF6XUsa+V8aye1CzY75ifqgp/QZjc3+PdI+F1ILuGioQChs9Qiy1gUpbR8zxpciyUBuXr8LnQLAGifbXt6DyRP2GG77FihMvYb7ylSjIqz+kcduwPjIYglEgLLaWsVGksmluLnJvAqfOW2OphwN2PPZQl/itQ4cOhyS6rOwdOhwCcErN/r/g76utgxmTk5Mcd9xx7Hj0Aeq6RkrpkxNZhFRI4RTEqIS1yDTWopSiDrWQsYml+mNcEuomU42JrIRzWjUWhAVVlBS4bNVVncl7Y65DO3P1uEsVd/EcIvTbZi/TNtsW981+BsUrJzPxINE+ePT8bXGfND3xD/erJwdxWzhHvk/e+LgzNsl320Aw+ns2QUGdHdfuYhO8+Ndj91tspvaZZHGJzYse2lD4vQJMIsCJuLq/pHDxz3VVccYVP8r6U89jz95ZVixfxtS6I5l75NGl+7gPrDzlJAB27N3J97+1kaJU+zgiKMkOZsR7x44fe/ZdvvwdgSXGmmvb3AeIGdulJ9yhlJqxNnqKWFyZRNc/IqlPhFZE9Tplb3el1GqXUh0loa41ZVHQL9y5rDFY4T0KvGlHChnrsAtvYKm0oXIlymOfjHWGgGAEElKihPAeTwaQrnwjBo3FGM0jj25n2F+LGVaunJpIZdCEcMnxBDJFQFgQIjf+GD9nyW/EWoM1IKQiGoSCsYDwrAklDA3bH9mMtbYrldahQ4dDEp1i3qHDIYCWF+eT/hzsOOOMM9jx8H1oY6kql9U4qE5IFRPBiUgS3Qt44d++y7Lwiqnw+7aVPZGOjwgvuFnmbH9QWQgXs9rQlYGogiWluUn09qG4NpiqHd3WZrJR+m/tNsK0W0p73qzNxugabWxrHyW9+hiJeZTsM4IeYnsXPR8xdj8n6kGHHztDvv/WBKfuWNzJtxuu0dKGiHCuxc6z1LbFr90S52sdkgwxuQEJ4gWy2a/Z79EAItL1WrHuWB6bd22su+zSxfuwn1h36SVYa/mnT/wTq9as4ulXXdJUyYlmGcjWfX4lZLZHwvhZFfgSZokfooTwbTTV3bwlbWwk5Km+uCfE2rg2hIw1y4Nq7Zpq3i+Nsfk1LQUoAUUhE3cVqWKAiHW/HeGutQ9/sRatLZU2DI2NbuxaO5Zea+NDYixYgQRKQIVZs8aVNMNy372bWXPkOuaHqUyeCYsC6R8FNhoeYv32+P8E23Jhb14Rn+Yt+Thkz6xwH1kLjz9wD9CVSuvQocOhiY6Yd+jQoUMLl19+OQ/d8W2Mrp23gXFxntaYWN4nZUvOY5oBa10W91BuygZ1KO00QqviC66PGQ4vqr7UUlUbqqqiXxYoJRtCc+4qvy+kfRJxyd2qRXu//Gf7BLk6nxOZqJwvRh/t6O92dGseI5tKy0naDY+ZzbFnSl3MSJ5o79gidA2LFOTmFduI6x9/+H5ckieA/Sfl7U37MNOMbHPVACS1tgyHNcIYPvrtB7HGcNLLXrJ/i24R9JYv49jnPQ+L5Tsbb+WIY470SnO67kCyD3j23VazI0kktz2MmLAa+wVCXihJT0lXlmyRoRjrSHntFfF8x9onUgNnPCqUV8ptcuPObSBgqT3BVwKquqJXSKZLhWy4xAca644z2XoKbvZhLJXWVNpirKTy5Nx4tTuUd7TWetd66dx1wJFy6Vb0sK75s//5d1z8Iz9FXbmEf3kqy0Ca3XmbT4v0V/BsidXP00VDODVdhOSNoQyke7ZqrX3ZOcHmjd/k9NPPYPXq1eMvSIcOHTocxOiIeYcOhwBcdt2n6HMISObXXHMN83NzPHbv90FAVWlC5mApVXQRzVVvay21dkR6MBzGhFA2ErqM1gXVSeaP4IwMYiPhNwZqDQaBUpZCNYlwbHCRv0K8c3AvDbR0hITHfjX7KKVsfoSIcxD+bivWuYKZfs9JUjjPaL/D676bb2fRsEJghYwxqmkcRLI2qpqOO1em0u0XwrV1zr9YXD1zownp0dz2EF8frrMlJPXDBidk2+jnYv1dvCdZRutceQx/Ne5LO2Lk2RczD54MzZP6rN9SUNU1Va0ZGMHs0LDi+OM5+SdfegAjaOKcN/0CxUSfOzbdwbEnHEshXU3uflFQSuVV6CXW9RJtJxvMeLNNNGjh3NdNFkoy3SuYLgtKKVveIM0WpF9Y0pdsy7l9qMYg/f2de1cE9b02OramjWVQG2YrzUKtIwHX2sWO6+iyH+LfPUnHIqREI9FGUwhLTwl6pQSrEVZTCkFfSYqM9BsM3o8dhOXGr3+fBbGcwcxxfok0Xw1z011K3mgjER+dHdtYO2l+0/ILbRgTkvc5Pf2Bjd/kuc+9Zsycd+jQocPBj46Yd+hwCCBPLvZkP/uMfT0IcO6557J69Woe+N43cczQUlc1xhikFBRFSs8RXirzeGutQ43oEDMrG3vnMqDI3+htRvJi3EAwhjhlT9jKqYrZcc5jPqulHMhqRpqDS23jO79PaE95wq1kIuQivmDLjKi7RE4N13Y/FkdUwngSExTZ2MMLu1NGA8G1jixk7NHajMIeiGtAnOuMvOaqvM0IawN524lMBUpthVOQnYFAuTnIj8jcem32hcjbHOlmfq1H+x16lfKvt0doG383xroYCW9tWpSAWnd2ISW61mjvFv2nX7gLawxn/8efZ81ZZ44/yRI47kdfwPE/+gIAepM9tj22PRr8Km2oY3iAI7hKCHrSqduFkrQNE8CiJDEOxWakVni3bpdVDeMNL0IIekrRU7Jxf6Q2EqmXwsVsa2sY1DULVc3ccEjlc0toa+krFUl2iAsPVRS0Md6w5fZ1CdjSUtAmlRSU+NroxhVCk7hYcV1rAqGVwiCFr1vu3fOVLLE2eQS4MmxB4ZdYBDt27eWP/+h9PP1l/57ZQZxJN8gGoRbZner+Dc+OKIzj+X5m3QvLKt4rjYVnCHEFQsCuxx5k5+OPcPXVVy96HTt06NDhYEZHzDt06NChBaUUz3nOc3jo+zcjpKOUw+EQo3VLHbb+pTJ/MxWRjBVKtBlhRlD98Q39N6lKJtT2tURiOD/QGCuQ+PJJvpVEX0NdY+GJdnINFvlPmWqyB8VbCq+GZ0qX8IQ9/C48+Y6l0TIf47B9nESZ06jGZhEp75jDmiS8oZaKlOE5zkG0EXjaad0c2VBXPJOM21nRc+Kcx/i7v8MWkf0cRwDz6yzA5vHrqT9N6bpNhm324wAMYLb5a27DyMXytFMwOjRsJ00SSiDrIZlhTVVV6LpmUBs+f+fjSKW48o//kKOeecX+9VMITv13r+Cit/yGS2xmLSceeSK/8No3svPxHYQY6nBP5SX4xnpYCNG4Gk5xV0yUBSFxmfX3ROFJvcC5wE/1SlZO9ukVrsKCNo5IF1Iw1BpjTVTtBdm5RXbHCm8y8WsmqOjGq8FKWLTRWG9cq4xBW+tc4IGykPSUoDbGe9tYCh+qEmqNAyhv65KecEssQlg0zp1eWEMpoVeE1O4mGhzyS25s5n4v3Dl+5//9nzz31W9gV72MQkqnlreWt81muHHfZPuJxi+ZJxHBs6hpTHF/i4ZXx/0bb6IoCq688srFVlCHDh06HNTosrJ36HAIYLw6+MTbOhRw9dVX85GPfIRqfo7+5BTG1xTvIZCqGFFunSKUUyDhYietixg11iQCngno1r/oE4lHoAEiustLTzK0sc5Q4Em7QGTdSIqg609oVyT1NvbM75D0fk90Y7cgazseKkQktbltIvbd5t9bf24/yBwWr/Lhw8ZlsHFk8+fbbDKzfASNPrrhBDfyrKWoYIvRZvIOQXL5ptkXx2MSSfcmk+QYENXV/Fgx8i+xb2GMY2zjY2+v4MQ+qhLnh+RT32iq9bdt/hPJpr9k2VJJIxFCUNeaudk5+hMTfPW+nfSU4vITV3P5O97O5s98ltvf/zfsvPOuMd0XHHHRBTztums57Jyz0XWNrmuKsodQguPWb+CinRdw22MbWbZsOo7EEgwLlqFuTo4MxiAp0SbVMlciGJtMpJHC7x/+UJ70a+PI9ERRxCzrewYVlXbtKZHWGSTS7BRwixLSnQ9n7NLGMtROMS+EiEkLU7iL73sw7llLISRCwlAbZzzwAfYufMX6vruYdIPwt5IAa9DWueJHIxxBFZcMDRhd0y/cPkp6E5i/X7WFv/u7T7P26GOZOeYc6nn/7BnnbtEy7oS7KSWHw0nlca4SZKjlbr2aLomeMsHwEIa06dabuOSSS1i2bNnoGurQoUOHQwAdMe/Q4RBAu0b2k23rUMA111yD1pqH7/gWx53zDBdD7jO0C//Cba3wWY0TgTQmqFGGwaB2yeJEgZDKucJDkjUTG830coecZPtvHHnCEREE7tw54Q6NtMhnJOIt91S3LSlbye00EYlGH6LSnJHtoNxnarnN+iCsGN+f1l/ptT4x7ZRtvs2mmySgqdQn1/M2UU/J4xrsszEXboRBaQ8GkDGKczjPWKLf7mP7wuTq6xIja12A0YjpJ3IvjjnGJmUzs000IITEGkM1HDI5PYU1huvv2sr3H93Nz15+PMdc/RyOveZqdm+6n+0bv8fsI48glGLZMcew5uwzmVq71h0/GPis3zDU8xRlSdHrcd7TzuXW229DLBMZP2zSwfb8WaDnwyeEsTFBWzR7BO+PbAmEUI2gUPeUK1lWek+QqqrjMy4ac1pzoTzp7hfKk3wovKv93mGNBCZLV1qxXxRRQbe4jOqFSh4m3ps+ereEs0lhMcY/b22IYRdYIZy7v/GkPIRXYPxKcyEXzrvHq9LWIPxzQ3kL0h13buIf/+UGfuQXf59d864d433pBY7sa5vKKGLDM6lpPov3pnXPPKX8es+MVGH1J+8cZ5ET1pkehACjNZs3fpN/92tvHrP6OnTo0OHQQEfMO3To0GEMjj/+eE488UQeuv1mjj/vcoSV1HVFNRyiigIpFUbXQU4EyFysHRFQReHUbrfVbSMoye44YW1MJheoQKQi1qllwe0XKTG6Tuq2NQ01VJCL06JJ8uLXid7ZyK/HscukFufbRb49i59u6NxZm7ZBb8YZBBwzsd6HWTTi18eR8nE9DUaLJn2Lemk8dWZ8ICnQI323gRC5PdMYSAaOXLXPZ2aEbKdr7X6Mjid8YzJjTNNukK+LxhUYlcUb7TZdj8cZI5qbs+2tfkql0LpmOBxQVxXWGHr9PmtmJpDCeYcopZg55miWHXtMTGxotMZCg5DnqKsKay1lv89P/9hP8oHP/A2rDluFUKrR3d07d6OUYnr5TDIQWafaKiFQSjBRqEh0jY+tNtaysDBEqcLlc8Cp00pKZkrFZKmYKJ03Sm0MlZaOkGYzKkQoV5imJoV9+O1S0C9c7gEVnwGCniqwGOaHNRbLismCnpIMtUvUJoRzZZ8sFCpLFuem3+f18FczbFvQFbUBi6KqK8AyU0qkCDkiJLoeUBQFwhofwuKNiTjD3G//zv/mqmvfwlyt3LVqPUfcmCTWam+H8gYrmwx9IruvwPo8FMnuldvLQjhMMIx5vxuEz9b+yL3fZ352D9dc0yV+69Chw6GLjph36HAIwFqv5D5FbR0quPrqq/mHj32SZ0qB1o78VcNhin3NGW5kxS42NLlYZwROuH2N1u5lWIS6xfmrd+5C7rIWyyZHSi+/JmmKufuyzN+OQxcb5FrEdpqkNE9iF1obj/hO3iL2OYENRC/qmznZay2kpWqRL9qH/NzZBIwq/iLOcTsUI7nphylzSbYC+bCZN8R+YYzHQjzBkgftG8GYkHsktO/HLEIh/h3/9Ntau4zph98jMVNnMDFu0c/PziGVpCxLLt6wEmOMi0OvKurhcL/GkkPXNVJKJicmOXrlMdx4842cc/E58fSb7riPjd/ayFkXncP0shny61kZw/J+QV85kr1QG7bu2MX3bruTXTt2U2vNzh27eMZzLmP12sPc/QFMlgW9QlF4Bd0Yy6CGeSHoSUWqpCCcy7rPy2CtQXqiDi4evZASK11oxvJ+yUQpGdSWucoZ1CpTo33M+kShKKVACUsh3f1fKukNDM44I6OXhYPyWd4tltq48JjaCCw6GY2EwKDQtWGiZ5nq9xnWGomlUCoq1RrL5z77VY47/SzUzBHUxt8rxkV8K+m8JqQQWAlCEz1EYHQVB4+UkKcimLGE98AIhqqYhyN7trm/JRbLpltvZGbZci666KIDXj8dOnTocLCgS/7WocMhgJDk6an6HCq45ppr2PrQZuZ2bIlkdrAwpBpWnov7l03v8hlKpAFjFCjCb4m0Z2TRxY5bjHV1fUPCsrSvb8RnNzYGtAgOrDIrvZaIpA0/4wtxejlukFp/3HjqmPZPH+HJms9QLpuJ2OKRnmwn48Go8tzMGj+enEeaEvlBRlzy3YMLsi/tl3+dDm0pztkf1ieLywaQxtWSspcyJNjs056PdA3CeEOzPklW4zq2y1aNOUma0MYnT6zV6E1rMlP+ibycm0soFsmY8CXylFNXjXfz7ynBMaunYv+fCCkPqIZDrLU886LLmZ+b56Yv3cQ3vnQTX/70l1lYGHDC6ScxMTmR5tL/ZywMtY1JCu+7exM3XH8TR2xYz/lXXszFVz+DVWtWccThaxwJF4JSKqZ7JaV0hLWvJDO9gpl+QSFkNISFqgCBouPj0L19jVobFirNUBvmK8NCbbACauP6NDuoGNYVc8OaShuWT5SudJkUzPQKQly2EuFaeaOavy5SugRxlXZXpzaO9BaywBhLrWsErk8GgbbORd9YqLXbjjc2GWuprGGoa979V//MsZf/O7RVjhg3jHDup4vb90Yqv14a5je/e0w0qWRMlBk8afLM9pb07AjUXfgHozWW+2/7Bs++6qpGxYsOHTp0ONTQPQE7dDgE0MWYPzFcddVVCCG499abOO0ZPxIJjNYarElqpBCISP6iPuy+c2/bzgoqcFnVG2667iU1ZOwOmdVdVvYmKQwqUzq0LaV7V/lM7Awh3k2VNCmOKfFc7E7G+byyPmZu8ozZkQRnKv24VZK3F8+eXAuanRiHrKttThzHm0vg7YPDnkFWtl4TtenYBjGP58kzrJN5MLSzhu8/whwEgqKD1Ssqi5llJ5wgxvy2RnWA54YxBraW0t82LEjh3NmVgIWFBXqyz6q+O0BKSV1VB96JFnRdMz0xzZVXX8muvbtZPrmM5VPL6PX7bPzORvorJgFvKBDBndz19u57HuCu797JyrVruOTqy1xpO2/ssMYwMVEyO3Tl3qy17J2vsRiUhOkVU0yWkolCUk1btuxdQOuUYFH7xI1CSvpSODdya+I9FJTuhUr7vwVDbVioan/Pu6mdrzTGwnRPUSiY8DHq2lgqHbKWp/snJY3z8fPClUOrjXODN6J0949131W6RlnDoNbMVRXW1PRUmYgwls/869c48cxzoZx2/NqEh0VIKhlvhlhGzk96Y9EIP/+5+4Y1LmwhuPg7+5PL6yCjAc+5x4fyacLCYH6Wh+66jV9747VPeg116NChww8zOmLeoUOHDotg9erVXHjhhTyw8ZuccfkLYjIkaxwpN/7FH8hI4yghtDhVyRJKGAUNrlnuCZvKk7lDJUgZOVNUnZCOuIdzRm8G/1IvRnth2//Gf5IC6ISw7EU7nLfBu5tKNI09iQzVHZcUV2tJ8ePgE1KlTODNqctU7bxpYFSltmN+G9e/dtspu32YFcdPUsr8MJKcGzsVcBHVfRwWYc6pa4ng5bulRHRE5T6p34xYAnISZ5tWmLQ9XL/ccyHQwcyY074cLgbZbQ317bXWTKjU/rj48QOFqWsoSy455emsnFqBkukEl5x0MQA7Zndy18N38ciOh+gpQSEFN37lZlRZcM4VF0NRuGzm1qKCQl4WmNq5lQf6O6id2myUYO+gQomSUkl6hWS6V1BISWUMQ+1rj1vB8lKxYqJk+/yQyaKgVzj39tlBzUKlWag1tXFGUGMMJrvfBI48F9bVLC+NpZC+4oKAfqlif232XLHWOawLC6UEIayraQ6UUrlyaQQ7jnum7BkMsNbSL51LvhDOVX7Xrlne+55/5GW/+g62DkXOs+MVN8Z6l32vuLfuP22ckt8Ih/HPHvd8kt77xRHydO94K6Z36bf+mWCt4YHv3YKuq65+eYcOHQ55dMS8Q4dDAC5W+alRug+VcmkBV199NX/6rv+NMdYr2RZd6yzJkW26NQf27P8ICrhShU+AVKO1IdX1Da7cIFSR3Ds9U3Lty8jM4wtuOMO4y5Grnw1Wv9RIQ+xym9W5vwOPt4FJJ3bv9hKjJ2jHrPuKTZ6Mt13f99nB/dgOofRa6FsgR+1zBdMINtGHNPIWG4lc2JFyKUOpaJO1LBo/GsMKrWZGi0zjd59osMhHK6KRZVwm/bHzIfKUb+PmKxhLUmtO/YXogSGCASicLR+bW8u11tQZGW97GjwRhCz4q6dXMdi+nbm9e6gX5sFaZNmjnJ5m2apVXHzyRWzdfjx///EPsfnB+1hxxGGc/LRT4lUTOMLbKxTaGIZVzd5aU2lnzHIqtbuHCxQLtWYFJcY6FXu5V9fnK81Q13GtaGuYq2oK6VT0hdqpygu1xlhLX0kmS8lQG3YOE0kPS8hYg7XSuZt71+94PXyfm1cpXCeXDNFiPTGWTPYV2ljQBiEF0jqDnrEWrd0aUFKilMICuxbgN//fP+fiF7+e7dWKSL6j0Q2BtU7xt14pF0IhlMVo48fgkrW5SurJaGdxhoFEynPLoE9uSbjPBHiDS0hqef93b2L90UdzyimnPOk11KFDhw4/zOiIeYcOhwC6OuZPHNdccw1vf/vb2frg3Rx+zEkuntOrvdIT5lxDbStEgbwb65IwFSivFAmEMQ3ympRyFztrAWEsQqZESnZJA0vqhbtMmYFANHsZsrGP6vuLq8DpJT4pZXGs4/oS+aMg3yXq9Lkcn4+gQWBHepHvmfoc2mm4stsxbdj4o6FKj7Sf9Sny0nwc3nCCbYx/P0wHY84WFEYc489aEvGKuM9+u8wveiFHN4iWMUbQHIeLfzZeWRfIokBY2L534LY/hc8Eay0L27ayZ9N9I9sGO7bDgw/QX7Walcccy3941c9z2+Zbuf2Ruz0BdtRPeSW6Nq4kWrUwpCddGInF1Trv9Vz5sLJwid0MLva7RDDdU1TaesKdDA4LlXOFnygUlbFU2hFyA5RCMFkqlzytTvkmgpdHkeIfUjZ33NoygIpzntZnuG9jSyLZ/QSWYVVhrUbKEmUFvVIxrKGuaspSIqUCoah1zR/+wd9Ql6tYfeIFDI1s3nZB8c7dU7wBynqFHOvsNlIor8A3S9OFaweptFsaiAVrQBbgybvxpNwawwPf/QYvuOaaRXM2dOjQocOhgi75W4cOHTosgcsuu4zJyUke2HgznqJEIiKVjMmMgKg0SukSSAkZiLvji7rWCCy9XsnkRJ+JiT69Xo+i8FmTvZswuAzPShCzQUuZJxvLX/oz4jjyXuuVWpvIk2j9G8hAMhC0SWauiqc+BqKfFLJ9v1Q71TD9LUiu0W7OfPZvmv9zaqqHotlA3sM2P4wEIX1CKHfcLgSx/FxDc2Xk0zh1uNYi7GvJI9FH3Oj9fqGWsyud5+rSJ03VNhtvDaZxfWw4yahhI7+K+R5xz+hqHFuOHgySZEwKyQidkp236kppPbJr/ik31AkhsFovuc9gx3Z2fO+7VHv3cvaGczhmzdGZO7XLLF5Id18qAWedfwY3fv5GrK79NXBjLJSrCb5nULNnoWJ2ULF3ULF7UDPn48EnCuUyqfu5rw3MVZqF2jA3rBnUmp6ULOuXzPRKJM4dPOTiiOvEh7JIIZgonMu69MYtJd18CpzxQFsBxqIk/nngyrFBZmqyBmO0Py4p2HVVU9c1hVT0ipLBsOKLX/kOmx7ZzUUveyMDnZkA/A0ZSXlQvP3zJzxvfI71OJhU8z5d+5DYMZSHDPHqYc2GEogxGaQ/757tW3hs891dmbQOHTp0oFPMO3Q4JGBskxA92bYOJfT7fZ75zGdy9x23wPN/OjIuY4xXrz2p8i7EgYyD9C/eYX/N0JXspddzpaaUtU4gNbX7viyotaGuLSH1VPvfxfRs0fjFvfGPasuZWjzCb92LuWmoZumYSMkaloDF+5OOFul8dnR/R1Zko/82HGn3OdoxX4t4jcYr4vnumVI8Quqb58hnJXojiOb29h+NXG6tfja7KpobWyYRMeZ6tJobO8oDmTvXRmbIgYaCKloDEFJSG8Nju+Y4cuX0CFF7IggZ6ev5eRCCidVr6C1fQTE1iSxKAHQ1pJ6bY7hzJ7vuupOVp53Ohcefz5bdW5kfzlNKyfKJ0sVzG8l0T3H8uadw1OplfPkLN3LuZRfSWzaFEM6lfb42WKOZG1ZoIymUYKAN2ivwpVIIa7AI+kpRFgpjLXuHQ0fupVPKZ3oFpRIMapit6njtw/Oy1paJUlIq6RX9dC2UzwQfjF1aGxfrbSTW1w63UlKblLyu0hYlnUIvBEh/XDWsnTptDfODIXMLQ/72bz7G+S9+E0L2kNYnawxCdrzO/t62xj87/LX34TvRy8WtkMaqCce6Z0PwJHFl5qTPfI+/x4UQ6LpyoSDWcP93vwnAc57znCe1djp06NDhYEBHzDt0OBTwFLqyjw9qPrhxzTXX8IW3vAVTD0GVpGzonmHZoEBZEO6FXin3IlprTUjyFlQ97WNdy7Kk1gZdmVh7PKhrmIxYC3BZ4CVCuXJVY9NzR+IrguzZ7KZ3R23QvIykpzNaxBjNOldso0t9iBUXSc1r1kInuu02k5L5eu+QZFp/KiFSre7kgB+031ElOfQ8eR03vRhagdv5kBrtOPd667XvMTtmk7XkXRDnOE12KLcVm5AyGixsmvZseKNnONBbr0GmbXvmMmuJD7UICbxS5QXhhfWggubXVKKU4Ot3beFFFx2PVOpJJ4CTysUeq/4Ea846B9XrUc/Ps/Puu5l79DGEgOn1R7PixBOYPOxw9GDA/ONbmF5/NOcfdzbfvPcbTJUF/UIxgVNve0pSSsFxx65DlQU3f3Mjs/MDKmNYtXol51x8NkpJZquK2QoOm+oxVSh6SjBf1dTaGaymytIRah9f3tMSYyy9wt3nIQxlqA2ThULgvF2stRRKUEpJv5D0i4Kecq7rgewqCTJb5Y44O6NdSPIIri13qwiMEBhhnGeNBKxgMBighHbly6RkUGkWqordu/eybM2RVKZtwsksX8ny5sk5Xh336yB7vtjwk2RGksENAfeMU8q5vAOpnKLwCRdNOvem277OWWefzdq1a5/U2unQoUOHgwEdMe/QoUOHfeDqq6/mzW9+Mw/f9V3WnXquF5dDvLHAYLDWK8PWYjFgpU+glMhqqFOttWF+boGyLLC+hJDExBdhISUuyZJ7Gy6UQiiZ3HWjoSVT7AMZtYGBuVfmFMualVlrcE6bMnLnTLrBElNsdTi3iPstQVJ9M2Ff4c/hei7Sv1qTIlab8xVOM46U5tmrW1uyfRbrXKvnAhByny4hMdlfo4W2JJ61aRu/pDnQmpjwjbTfOE1ykUYb29P12bfRoGkcsQ3GPWLA85dkxA7kDUlfuv1RXnDesaiyfNLEXBUFRmum161jx513ctfffYhHvvq1Edd21e+z/llXcvJP/zTLjjmGejBg/er1PPj4HdR66Am5c2cPmc8LYP2Rh7Pux65k76Bm96Diju/eyVc/+1WOO/k4jjl2HdOTfUICs5lSYoykNhYlnCv5lM9ybqxE9Utq7chzZZzCjoFCSgolmfTHCKCnHCl3LvYyWpByzwSDI/11DUZrn/neUNc1vX7pvEr8NXBJ4gIpFxTCxdNLKZiYnnTjLXoM9AKbH9zC6nXHYKzzhnEGtea6F41r61R6n80NbHBbd1TcWpfxPrrqS0lwC4lEXLkEgYG1Cxfz4Ui5dfktrHE10h/Y+A1+7tqfeVLrpkOHDh0OFnTEvEOHQwDOlf2pUboPNVd2gLPOOou1a9fyyO3fZP3p5/tswqCNiTGg1lr/u6dXmUotszjmoOQaC3VdI5Si3+9jrY/v1AajtWtbOOVLKonwmYyNMQhpEKblBeFfegMBdnGgrjeBtY2SvPxi5mQ8p4dhn1RGjKC822AQSIcu1orIvDaS27PrWyCHybCQehpIwUjMtbVgNFak/XNyuhhavHQ/EBr1wQVSjNlqo8LYJumx/3Fvk84tlupCViM9qv+BIWd16GNM79KDCckDMSYSrGjgCQaf5gHp90DaQzt+KI5wST6/8WGed84xqKJ4wuRcFYXL3m0M3333X3D3//mHLBFeE3owYPOn/5UHP/8FTn/dazn5J1+GtZbDl6/j4R33U0inlBdSuBrjOEV3UkkKCYUQlFJw0QVn8PDWXTz2wCN86dNf5tTTTmBYazZsWM/aNcujMlxIT6qVQBvoFZKJUiGFYK7SKOlqkWt/z031CpRIpLynRHQ5t9YyqPD3aTCcBaXZ3d+9skBJxdzcHAaDlD2Xn8KGy+EyxJeFMwJgoTYGpZT7CIExGmsq7r1zE0dsOBFDMAI1TT7Ce4iElRhizYPRJmzJDXLBiBdCD+Kyz4yQsXZ6fPa4uHVjk4Hu8QfuZff2x7syaR06dOjg0SV/69DhEICrq/sUfQ5BV3YpJS996Uu5/WufQQSXcoiExRFw2yA3oTyd8OR6ol9SFL4us3BacV1r55YuBFrXKZmTdEnWlFIIKR1pURKpVCQwSalycBTaE+mWKOY0/FSvOkE0fnMfm4hgy+01qPSB47X3if9DyUhfcuFurpuQSM690bvxyJCQzDEUZwAxutWPfLx+3o2Ju4xfniL7jG2OKAt7O0bjk40p3z3MV65vx6R4JCf80I7M582PfTQvfrN7eRKuNBa3JpWU4w8aM3qswWqN1sbHMDvjUFTYc0tK3pfWug4NhqR3AJ/57sM8vnueotdbxINhaQgpKXo9rLV887+/g7v//sOLkvIcpqrY+Ofv5rv/+90IIThy1TFo4xK+5UYhE2w31jL0+RvKwsWLr1m1nONPP4lzL7+IgbGYouQL19/E127+PgOjmSwUE6WiX0ikcOqxEo7w95RkonBquJ8slIC+kkyXihX9gonC3afGQlVrhrUGXIx5IV0b0qv67lbRMQGkEJaJib6/zslLRQuXMFAbGNQW16SktqCtwArJ/HABIQR337mJtRtOyZxhmmXZfJOMWonSyg7J3trJIcOzoFF2LdslJYm0I88GKSTf/fLHWb16Dc961rP2ea07dOjQ4VBAR8w7dOjQYT9w7bXXsmPrFjZv/EamDvm61iKoYRBctfGEMbzeGuNiP4VMKrEVEq0tVVVjrVNWhXRuoGVRUpYl/X4fifW1z70rtQwKfKhvnL0cW4u1mlhkSeScKxD3zN85Z59xx/SWLYSMngD+y8a8LMoH01t9205AJBl50LJnxNKrflIVmfFhbCP44HSCx0KDIHuiEYe1D77Y3hzd1b1qKr3nQuMIkU1a5no/OgkmtkkgQWPPnnkNBC+CnBjb9v4kV/TG9vz0eTu0ftrsMo2S/9B+cndnBIGw/fWX7mJYG3oTk1FJ3R8IKen1+wBs/vS/8tDnv7Dfxwbc/X/+Dw996ctMTyxjqr88xoJ7Lu7HAbWxzNcugdpQGxYqV05NG0s5McFRxx/DEces48JLz2Pn4zuQ1rmHl1Iy4UupTQhAa3RdIzFMlZJSCBROie9JSV9JSpU8Hoyfv5iE0y8Z108FVmGMK0lXFgUW0LpGKUG/7FEIYu5+Yy21Mc7Ymt1junZeNtoY5gcLwSTE3Xfdz/S6U2PcesMYJ4L7eXo6+C3xGda2dMWqFJlxJpJ9EdaRfz7JVIHAPaeSt0Vd13z/K5/k1a9+FX1//Tt06NDhUEdHzDt0OASQh5E+FZ9DERdccAFnnXUWd371U1FxUko6FTySMjc51lp0fHm21NowrJwiLqxzUZcykerhYOhfqh1RUsqRFakUIVmcNQZtNNY693lVqOi66sqNKYRUhPJb7RfrXOuKRJ62kr20stzwbiYYIojnMEs01YAnhvEU4ffIL8NBgfzK1rFuW4gHbkn47VO1nHeXQGwmN2PYpChH0pHpiSKRU8h+bxHwmEar0dd0bUY6G77KXc5bG8P6MjazQGRkHH99Y83o7FqHcR3I7SwaCyh85+Z/y+4F3vW525mvNL2JCYqy3Gd7RVnSm5gAAcPdu7n1T//nAfSmiVv/5E8xVcUp606mlDK3C4G1aGtZqA17B7X/qdm1ULHgCa3BMqh1rIc+HA4R1q08ib+fjaE2mtq4mu5KSgohmVDKl1Ur6BcF/aLEaEut3b3vPI2axptg0APhvEL8tQlk1yIoyx4Yja6GGB/Hro2mruvsOZxWqRCCWtfUWsfyioOFAdPT05RlGW8Ta5M9rnlhM2QGs1Afvqm6J6NYIOE53OMt3QvWGDA6PvPuvuXL7N25nde97nVP+Jp36NChw8GGjph36HAIwGYv8E/281TXLf5hgRCC6667jju/+WWGc7uj6l3rilhMSAhHlP1brzH+pdy45HBV7X6XUtDvpVrgxliGgyHWaOqq9jHmGqM1xmiqunYv5nWNrmqsdgqs9G6wgRylV2Mf906o2z2GhAmwtuku3OB0mZEhJ4X7JLeLLg+R/XBEIg+LiETdpu1RKd/P0yViH+l0a0fbUNERZGPzMbEhqV9GiHPlNQxBYMG6pGTCS/IiSuzBW8FfG++Sb0ydKZcHiNYhxoT64sl7Iyej1hJrRVtLDEMZZztpI7cdhDWa+pAMKjlRE1Ly8M55fv/jt/K9h3ZS9Hr0p6Yo+31UWSKVct4QZUnZ79OfmqLo9ajn5xBCct8/fxQ9GBz4vHgMdu7kwS9cz8rptdRGsmehZr7SDLWJ3TbWMjSWvcOKys+dsUSPEIsLHZiYmWSwsODyOwC1NlTaUBnDoK6pTUhG5z1KhKev0nmXGF/DG5w7uvTrQ1rn0l34xHTB1dtaDSJ3F091AdyzINwvBiEl/X6fsigolKRQyvXH37jDWrtSa0Jw++33cuSGE1ioFXVdOQNftKhkk9daF+OMODmSo0jmNSJSubwQNx+b8MahYJiwFm67/l847/zzOeecc57wNe/QoUOHgw0dMe/QoUOH/cQrX/lKhICNX/lUdCs12iVdCy/VxtrowomQUdWOCbe8i3WpJL1SRUInpUDXGmuc27uuKqqqwloTXUVrr+45xSu92CdlKneJbgqwuUtveuduubAuSarFyDdtP/GlSXse4+6VNkboZOt8Y1rMyG/T7TuMz8am8llw899svmkMaPXW9zMqg8H44WMWrDFYXTsVMErVBEbsk29p578ggzuvTGSmRaZHxmoTqQ7GA/e38R93jMiveSBU0UDhutMm5IubBbI1JLJI+dwLIO7SNPWE9Tc7NLz3K/fwvz9/O9/ZvJ3KCspej97EBL2JCcpeDwTs2bUdIJLxR776tUV7tb945IavOnJcLGPXQsXsUDOsjXf/tl6lBu2NFAKnUEshUUJQKMlEUXD/9+9hZrLHZE8xWUqm+iVl4e7TUkmGxlJZsKHIWTTMuKRnta7bVNbnQbDOy0ZKlA+LsNZQFAopC0fyAWEtUrhrra0h0HwECCmj8UoKV7Kt1s4jYjCo0LWhUCVCFnzyY1/komdfgzZgdI3A+qR0+UOgbcTyVSVoPh2ENzI048xFdGtveIcIGc03zihsfCiIwlrYvfUx7v32Dbz+Z3/2SV/zDh06dDiY0GVl79DhEEBbAXmybR2qOOyww3jRi17El2/4BOdc85MIK7D+xT64troXcBHFXm1MzJyMtUilEMLVNy9ETYV0L9xIrHUqaFUbjK69+6mIZCiQCq/PO3IeyqhhYn9GmJcVsX6555WuhXG8N34XlDvwJyS9pPuybskXNpxo0bnLM7I3XcZHjwmutuMbSvvkjDoTc/fdF9MkI2mk7qLFvvp/8thx950zugjRc/HU0s258AfEslAuH3jjmEV7lltOWgNebFiN0ILMIJE6Os7oMH7O82Oa3g3tc40aEJJ7NjEO//5tc9z7+L1YCzOy5t7rP8QpZ53HVRc9jX69m8LWnHbBlZQzM5i6Zvf994/v0wFg1913uy7JKXYtDClVnx6SOiS688Q0cEkpw30qEEpRSMFEIakGAy6+5FxKHyYicLXCneFNoAxgJRiDEQalBNoK0DXWu8WHKgyRvFqXKK1Q0hsDHLE33ljnhHJHsIUw6Y4SAK4to0EJ6XNXgBSShWrBV3CQFErEEmrD4YDvfOdujv2RX6WuaiYnJ2NIjAnr3M9F8CJpeEHk93S2XGICSGh53ISHRFaWMT433A0fjI4bv/RxyrLkFa94xZO+5h06dOhwMKFTzDt0OATQZWV/6nDdddfx2OZ7eeze70fSFhRER5RVUrfwRhFjAUMhAeviVYeVRmCQwtUrr7VzQdU+G7mQBcYKF0+azbsFjNHRNRUEUoZEUtLHnI8mIhsjcpKk4zYZXoxwx9f38S7Q4RPnJSTGa/bHNvohWi3k5zswZNp4w1Mgubg3NN6s08067flgcu0+0A5n+xAIVfrs6qFJ7woPniC5baFc4dKjckp73ksx5ojcMSLGnxvbmjIbFfdxWNToMXbfPBv36IENMid8foReSX+iT1EUgGXnwLLqilfymc9+nrf8p7fxyJbtDIYVjz10P6rsUc/NYZ9kDXSAwa5dAChRRPJdSImxMKg1g9p5GvSVZKJQTJY9yqKkUILl/ZKZsqAnFYcdtopdO3ZFddoY4+4vPw/B0OYUbctQuwRylXcVD88Egas0IMGXPiwcsUZQGwGhdJi7q8Fq79bu59ZaQsS5MRYplSfujqDXVcX8/ABdG5SSKCXoFa5O+re/fTsnnnE6VpSosnBhN9WQqq5TVYdYOaI5j9IbC0cud3JAyTw5wnMu7RTuEZEVSBfCGSG01nzvSx/jJS95CStXrnzS17xDhw4dDiZ0inmHDh06HACuueYa1q9fz/dv+CRHnXgG4F+ghXDKFe4F2hFpx+y0MQhhqa33ZkaijWXOKIwvBxbc0xPcd9pYjBnSk3201iipfDIqMEIjREFIz6SUdETNx7frloyck1VEeumP220gq2EbtBXWfJ+0Pe81UT1OLaTkVInaO5fdFLA6jkTm32UNNkh9xrr3l9BHt4GUVbrxtW8wem97q4Y7JE+spyHkEMCCVD4juYj7ZcugOS6budaTk5wgM443goVvXIh0Vqt+zD5hTDn9i9fHnyNexSXZem5UycmWb0t6l3ApYjJCZzBSKOUMB8OFOc598b/n8U3f55d/5x08+6pn8pIXKNZvOBHZ6y1x7v2H8tm9a1070pwZtCqdkiuWSqLDGpVgrbtvVKEQwLKVy7n15tuYW6ixusYaTb+QrDl8Ncceu55SCAa2QhRejTfWGdiscXHpoWICLn7cGo1SBUIIam9EsYCUGjDRaGbjNZBYW2MAJQhJ/aOnChaqqqKuNWWvpFCle47YirLXQwrLJz7+ZU6/8icxoqAQhmE1wFhBr1cCFl1phExx4CI7D7jb20ZDUfjS/2x9lYcFBGNSCNuJngk4xfzhO29j68P3c921f/kkrnSHDh06HJzoFPMOHQ4BuDjTp+ZziAvmKKV47Wtfy903fY6F+dlMEXdwr7LWx38Tw5+tdfHn1mjvFuv2Hy0tJUAo327t9CcrqIaVi2u2Tl2z1mC0i2UOlb6dYqmQKtRCJ8UGAzkRc+QgxDA31eZEcq1zpc1Jm/+9Gdpts7ad8psInI3xtbkCLGi1m9H4tov8uDXX7tY4Pbr9TR7eHdT8UMLO6BpdOxImsN7d2BENG8eTyYWN74N67WuvI+InLo1A1MMUxQk0SSnPYspH1G6b5txNZ7p242cnU7uzmPa4PXoKjHo0pAluz+b4CyF8eTK35vPF3WxfV0NWHX0iL37z/4/NOyp+6Tf+M7fffR/FxARTRx4xbiAHhBXHHw/Azj27qAYVOxaGzA5rFmpNpQ1DbSmkpFCSnpL0pKCUgkISE1tqY1m2cjnHnLCBWgjUxCSr16xkMBiya8dOjDVURoOEYW1YqB3hF1gKpZBSUZQlqlAgnAdM8GRBiJiQT1gD6AYxtpmxyJAMflIVntgDxj1vjHax50VRgnAx6f1eSVk4V/c777yfVceejpQS6/MbSKVQUqJ1dt5wRm8YDEaVfK02kJPyEUU9GdrcLRLWoYxr+tYv/DPHbtjAVVdd9aSvd4cOHTocbOiIeYcOPwC8973v5bzzzmN6epp169bxxje+kR07duz38e95z3u46KKLmJqaYmpqiosuuoj3v//9T7g/+cv+k/884W4cNHjd617H/Oxe7rn5yz5bvfFJ4CC8lBaFjLWUcV+DEGiNezE2Gnxit0ASHYEPExwqFzvlKZAxlwAOjKnBGkztEpBZn6Vb4NxulY9ldbHp6Q06VDWyi/CsgEi6x5G/jMgJO64tt83E9ZKzvMVPHFzFR79tfxMIu43bF9V7c0HeOndhbEjYF7rkCbY1zpU4I8qZ9SEbk02b/fcyxI9744v11yTkDTDGJ4zz18loty2dIzNkxBnKSfN4I8XIuKPXeZt0hws/5sjoMSAarvLjrkZ+iHPPlp6QOvfoUDbLVRVwyjVCRDdsU2sWKjj9ua/g2df9Jv/jz/43AIefe+4iZ9p/HHbuOQDMzS5Q2AkW5gYMKs1CbVjQhqEx9ArJTE+xeqpgpi/pK4GwUGvL3LB2JQmB1euP5MgN61l/3FEcecw6du7ayymnHeeML/4a1d7qMlHIlGVdqpiFH2solaLX63tbSHDxdqTcGBsnO1/LxsduK6VQskAKqKoacJUdhpWBoqAoe9R1xWAwQApBv1QoAX/11x/l1EuuZudCH7BUgwHDwQAQzC8sUFV1yxDj14lM96ht3/g28G7rjDDCJwb0MfgQFP+UnT15ijhX/MH8LHfe+Fmuu/bamAm/Q4cOHTokdE/GDh2eYrz97W/nta99LWvWrOEd73gHr3zlK/mLv/gLrrrqKubn5/d5/Nve9jauvfZaiqLgv/7X/8rb3vY2tNa85jWv4Xd+53f+PxhBh33hxBNP5FnPehZ33fjpjL9lpbVwL9JB1Y3lrGxKjpVUU4MX02i+Knv4F/ZAzp1a7uJetXYl1awOxNKptvHlWUqUzwCtfCknRsjXyBlbyLJ9xy7ZeESmk6d28nhy/At74IXGOOKSK8WZXh8U9yYDtYnENlomseNcHaaVgMpmZ7G+D4GAG42phyhhUdKZQ4ypMbpCG422oVfOc8GFCIRM2Z7wekUy1ZBPRpbIuaPY7sMWpIx9DWujbfiyZJ4qrasiRTKyNJGyqedkPlynttfA6EIQcVwjojlBVXVry33ctZWenBvj4oi1dhUEtHFjKsoeZa9PUZYM52eZ27UTetMsu/Tl7Ng9y3E/9mPjBrPfEEqx4QU/wu49u6gXKnqipCdKQFBrl8G8VJJeoeiXBaVSTPcUKycLZiYKZvoKaw3DWjPQGuPJ+kJl2DVfYQRse3wH/cKVRzPWGSb6hUJF7wo32eHeDPHgdV25LP1eJXcGOeL9CcKXvgsu36ESg9+mk4+5y12gqKoarSt6SjA9UVIUCmPgwYe38Pkv3sqpz3l1bEtr7eLl3UShVKoxL6Twy9cHxIzz1oj3mmmsBxfKYPz9ZKLBLJL+YPyyYK3h+1/7LMPBAj/zMz/zpK51hw4dOhys6GLMO3R4CvHAAw/w1re+lec///l8/OMfj6rAueeey6tf/Wr+5E/+hF/7tV9b9PjNmzfz1re+lSuvvJLPf/7z8fhf/MVf5BnPeAZvf/vbef3rX88xxxxzQP0KNcifChzqyd8Crr32Wl7zmtewY8tDrFp7NC4uG7AupjK4rUspMbha5c5925Mt4/gc2mC0J/WyiC/HriyXb9CaSP5cHXSbVHAhXY1sf15tBUb6zO1K+fJIqbSbNiZmaHel22yDnC2qPLcQElNFcr5kjLJr2YKLwwZHpPHjG9O2+z4rRxX3DRHr+Xfph2Bci+nY/G9jPHEQyivhwhN8r/yKZi1mR3CDPdv3PiMh4UfQ8HOTRQgRyPsmkqTo+p1fC5uOTf0WCJF5IeROCHG3SMF9m1n7YTKztqMzwdg5y/fwf4lAzmUMBQhr0QZSanTyEghGHK+aA/SnZ6iHQ3Stmd2xja/ds5UXnHcKR191FQ9+4QuL9mQpnPSTL2NyzRoevvd2ZqSkECVaKOoFTW+ioCwlE2W6H5Qkrt++cgaFhUBetUFK0NowqDW1FJx87tnc8PVv8eiOWU4/7QR63ihRhPsrjt+FnGjrk8QZnfl0pDkP5DUQeFf/3M2XjHMlqKohWEshBbWuvVu4SfefsPR7BcYIjK35h3/8Ihc//2VUtqSQBl0NscYgVYE1IYP+Ylc7two1DXHN0oKpbFq4q8KTIPdmkWE9+nvnu9d/lOc85zls2LDhCV3jDh06dDjY0SnmHTo8hfjgBz/IcDjkTW96U8NV75WvfCXr16/nPe95z5LHf+5zn0Nrzc/+7M82ji+Kgle84hXUdc0NN9xw4B3LvGWf7Gcp9+dDCS996UtZvnw5d9zwKUKsNhDJknNN97WrM4oW4vSFV7KFSOWUHJHH72vplyoeG04gAjkXElUUFEVBURa4ZFfGubprV7uZEH6AV+cKFeOARSTGAU0a2fB8FkExDmMMkiu45FU2qrfjVNYm2irtuF4EetlcbDZI3vmhDXV+qcznidy6Y0JyLv97rDEerplcZDRBJc86FVT1zEZg2/vb0TElzu8IeaxL3zpnI0w8DLnVrXD+0bAD4jwlJb2xofHJ/2v2Mu0hhaQsFEWp4ppyhg5NVVXoWjtXfZO8HBz5dMnhClVQlCVFUSCwfPY7m3hs5yxn/cJ/ZHr9URwoVp1+Gqe/5tXM7t3D7t27KIRmplDMSIVc0FSzNXv3VGzbtcCjO+aotXYkFWewdN4Hgul+yWSvZLrs0VfOWONUf4NVBSc+7VQeeHALSgrKwsWnI6D2yrCSgkIpiqKgLAqfAM5fsIzcBgNeuqdb18CTdGONv3edAaRXFCgJQ10hlfD9cMYrN9dww1e+xfHnPcNdD+1UeqEKZyTJSPLIPWptZkgZd98RjWRCuAR3VrTWKSCEbSrrFrCGrQ/cy4N3fIef7WqXd+jQocOi6Ih5hw5PIW688UYALrnkksb3Qgguvvhibr/9dnb5kj7j8JM/+ZPcdttt/NgYt87HHnsMcHGHHf7tMTU1xSte8Qru/Nqn0Lp2apmPDQ0v+46sGJoWjaAxhRdh57ZqvVIeXqatJwXhJb7hfoykNhZdVxhTU0dX9oxAW6fSO6KuY+ZwKYWPQVfxhb/tEj1K2kO/M2IRfhMqJrBbXH1tKtXjW8w+QiKEok0fQqbr9gnsIn8tZiCwxMl0tZz97yKUkRIikpjcuEGY/3ENB2W6bXfIvlv8MEdm3K/evCDGt3Vg2D8rWj77S+7l45BTWT5nSNDWUlUVVTWMCnBzyTfzU0gp6Pd79CYmKPuTzM4v8Ndf2Aj9CZ7xzney4sQT9nuEh517Dpe9/fcwwJbHH6FQBUIqBBYlLP1CUQroKYm0UFeGnXvm2LMwZL6yLNSWQW2oTSCsgslSUgpLX4qYFwBrMRYWFpz7+GRP4hwAQulAPz/Ro8AnXwSf6C3Ve48eTF4ZDyEmCFIpM78GXIw+McGe84yR1LU3vlEwHBpqY7j/vgc47Ih1zOsphHXx/Ua71JAhmWH7ukerbfgdZ2ToFTIaLiAYg0R8NgTDX9gopHRJJ71hS8T7yVWruPX6f2HFylW86EUv2u9r26FDhw6HGjpi3qHDU4gHH3yQmZmZsfVZjz76aAA2bdq06PEzMzOceeaZI8fv2LGDd7/73RRFweWXX37A/erqmP9gcO2117Jr2xYe3PjN6O4Z4szzuuNa2+j2C/5l2/okT5YsplOmLN7WkgRHR/Sd8OYJu6+HbLx7auBBwqu+1hh0Xft4X6ek57GqEAiEjG7JUTMN8dotOJEvuU/YTHpbitQlg8J4xHaXbKNNKryqmx2Xa73R4TwXfm3TPPJksVQbDbI7ZsfGcINKbpOBpUGVM2I7Wlc8l9KJYv7iaduSkaAxo20jgCdi4Y88SWGet8vaFFPu4qRbngPZfZHMMO4eUUpSliX9iUnue3QHf/av30EuW86Vf/qnnPaaV1MuW7boGCbWrObsN/48l//+O6As2bbtYcCgihIhSmpTIwuYmiqZKgUr+yVTSlFXwZDlkrcZ03T9lz7DeU9JJnsFk70CKWGhHrL57vs49+yTMBaq2l0nYfPpd79IIVBCoDJjjJu7dAGCR5TxSQLDnISYbSHC2rYopfz9bjFArQ3GGnqFixWXRYkUBX/8px/mjKt+gvlBlRLQ+ZCYwivsyse126y/TcOR8yQIxsZ4HcnWnt9XSp/pXSlUUSQDnd+nUAprQdea22/4JK965b9jYmJi0WvaoUOHDoc6uhjzDh32A7/7u7/L9u3bl9znZ37mZ9i1axczMzNjt09NTQEwOzt7QOceDoe8/OUvZ9u2bbzpTW9i3bp1i+57wglNpWkwGABdjPkPChdddBFPe9rTuOvGT3PMmRe7smkykJHmS29U1vz7tojxmNE/3P1m3Suz9KqtSxYn0Eb7doIq52JN61qjlKDf76Nr48m+aSjX4QVbaxuNA8SzgomqWXA7jgdGQpxf9YbmbcNLez6U8SR8yVrZ+baGu3owZtjAMUaOE5FwH/jaTLw9H0DYsj/tBVZmyUc30pLNr3QirY7/ChA2llqDGF2frqN3tLDRe8K1kkTL8WdPkfytHuUGlTgJdvTSZUYaKRJBD30y1jrXdaN9H1N2elrXxTtdN+YCISiKAvp97n10N7/3T9/g1Vc+jdNe/SpO+umf4rEbv86OO+5g7tFHEUIyvf4oVp9+OmsvvABZFOzZs5Od27dQ9vsgJFrXvrTYJNoMsRgKVTI3N8/W2VlUAUpNI6SKdc0tiWxiA+mVaKAwEm0NaM3cjp0cc8xFaXxxXkNYhDNAKCnBGrSpscbGkJUw1aFEXyizmIxx/ooJQeVL9xWFK3fmXOqh0s6YACCkoqorhLT87fs/yvThxzKx/hwsyht7JP2y9CMU1AYK73AlNOiYcM6gdY3xyQ0FFqNrQEWDSloWfhwyz8juPH2kkqmGvRDUdYVFcs+3vsqeHVu57rrr6NChQ4cOi6Mj5h067Af+6q/+ivvvv3/JfS655JIlVb+w7UDKxMzPz/Oyl72Mf/3Xf+Xyyy/nv//3/77fx3b4wUMIwXXXXcev//pvcOmeXUwvX+nVcFfDWPr6vUH9lsInhsMlixJeAbWGIIf7dvGZnw0gIyF3Lu44AmK0V7clVWVQKqmR0r39o1uF51Pd8qDsZyWSgvu6Y4zRJV5kzC2oailWNr2uGxt3y8je0ip5vkfK5EyLE7faGGXmmSwd4uCzMeckMKPhzb2WIOGCaGTZF/ZN4/PzNPcO/QzEJh+/M0jsy6Og2dYTQbt+fPgzlN0DfBZ294dL8ObLfiFzgT+p5jaUVfP7h+th05kKnythOBjw2Lbd/Nmnb+XM447g0pOP4IRLLmX9M69o9HNhfp7tO3cwN7cbiUEphdGaoihQsgAhGQ5rpALpE/stDCsqo5nqTzI1MUEpoba5kcwyNzfPY48+zp5de7DGUBk49uQNqEJx+y0bufzy8+mpAilEzBVRG6+GE4wsOHJvXK1wqfJ8DoaiKBHCJX0LM5B7noDLwm60piwVShVo49zoB5VhbmHIRE8yOTHNcKjRGm695Va+8KVv89xfeCe1dd4vofJAXdc+5wQ+Dj4ZCYw3vBltfPI4X87PAqh4/dLzJyWnE1Jl3ijCG3A8KZfCkXskWltu++JHOffc8zjvvPOeyLLs0KFDh0MGHTHv0GE/sJT7eY7f//3fj7HgbczNzQGMdXMfh8cee4wf//Ef56abbuKZz3wmH/vYx+j3+0sec++99zb+vuWWW7jgggtohBE+WXSCeQOvetWr+M3f/E02fvGfuejHXuNeiEUodZQIYKBk2r+Dh3hPAY0kSjFbs3VkIZW5Eljr4k9lJk8XReFevI1GikTsnduqYljVbl+fkMlGAp3KO6XzZqq9L3/UNDaJeGw+rmxrgyHGXRvkuHlUu43mebJvGj7p/rfWWmwvzYbavF+IWvbYXo3DvghzbDbrkKWpTCdHgxRX325V0HROD8ELoafRs8Fmv2cnEH41Nc9Idr1anhRhjXh1PvwMOS5cSbDak/LAwoPxJ50nKPux7JvNXMdF6qsqCgpjKHs99u7ew8ZNsHnHPLI/xbf/+q28/a2/xYrSsG2u5p8++nGOOXo9l132dGZmJh2Z1JqyN4EQCmugrmv6SlGqgqEeUmlNWRYUSuEtYVgruOP79/Dg5keYnZunKEvWrF3DylXLKUrF/ELF9Z/+Mk878yR6tubU49ehEQy1YVgHI5lAWYtSbpzuHtMuw3pjtq0vWShiIjxrbSzHF7OwD2p0XSMlFEWZ5szgxljgxjQYMqxqdm7fyh+987287NffyRwlSkkXsmIMuq6o6hpEEQ1qtU/KZy3IonAhLybVLc/vKRcHn3n2BC8BKX3uDG+UyGLKsWlejLFse3gT937rK/zJH/8xHTp06NBhaXTEvEOHpxDHH388t9xyC3v27GFZKz7ywQcfRErJ+vXr99nOHXfcwfOf/3w2bdrES17yEv7mb/7mScXmda7sPzgcfvjhvOENb+Ddf/lXnHnVTzA1s4wQp+0QXlhtJL3JfdmTEimo6xT/nUpM4emUiw3V2qR2hCP3Zakc4dfWl2gzICxl6ZIxWQqn0NW1V2WTmSC6JMMY8hx+5g73Wamu2NeMgIvm9wjnFZAwql03iX1OyFsGgQPSo8f9thTGnSsn50u10LI8hMkQIPJg632cPybVgtx6kg4WYmTOGkIrcbdm33xTi3nzJDqZjBgxZlqkT0j0JiVOwTUud4Ftj7ERS542Wa/6tk/kiLwjcapQ9Pt9BvPzWGOotWVaGB548CHMwizaWKToc95553LH7bdTVRULC4VTgRHs3TPHjp270Lqi3+tTKMH8wgKVqZGFYros6JXSe7VINt3zAI8/tpULLjmXyakJr0z7jx/LmiPX8I/v/2emS4VSgoWhZVgZlAzKsItL75elu8dMmpNgfDPWUkjnBZOWhyBU/hb+JjHGIJSgp3qJREN0XVeSWDt+YWGAkvC//uzvef61v8x8sdafzxF+l/QRhOy5C2gNxtV0QwgVDS/GOkOii0nPjV6WPJQlD5WwxiCkQgqf8A3iXAQlPeQkufEf/5Ij1h7B6173urHrr0OHDh06JHTJ3zp0eArx9Kc/HYCbbrqp8b21lptuuokzzzxzhLC3cccdd/DMZz6TTZs28cu//Mt8+MMfftIJc6zvw1PyeVI9OTjxG7/xG1hdc+tnP+zUJ+PLRdnE1oQQYMIcumzsYJy65WN7c6XT4kiaEyRddnchGswGay2DQYXRFUJAv1fS67kSVMNhxXBYIYT1WdgDsZI+Y7QrdxR5dpvQNX4mhTe6wmd7j3DvwNWWMOIEr4FmlvMxMc77iZjIKj9DbnXIOxYHvNjJwjYb+9T8jNDh/e9njNluehakKdi/OyzObWbgecIIvucZqQ5ZvJWPGxY+LtromrqqqKq6cX2t9cnGrIlJz4yFWuvoSt0MtE/nCip7oZSrHuDXe1CdtZOUKZSgpxR33H47Z551FkIopqeXMT2zzMVbD4foqsKaCmM1hSqwFuaqAQZLWRb0lAQLs3ML3P7dO7j8iguYmp5wWdl915QUFNJdp35Zsmb1Cl72ihcwrC2VtmjtM5crXzZOqeh9UnsDRDB61daR1l5ZeG+DbB0Kdy4Rkif4r7V193o0iuRrz1pMPWRqQmF0xeaHdjC94UKsNwBaXz8eIVCqiG7lLhwjrBX3M9UmNz6xZ1oG4wywMfFb9hwJYRbBHT+EOlhg60P38f2v/itvectvMTk5+eTWaIcOHTocAuiIeYcOTyF+6qd+irIseec739l4af3ABz7Aww8/zGtf+9olj9+7dy8vfOEL2bJlC7/3e7/HH/zBHxxQTHqHfxsceeSRvPGNb2TjFz7Cwt5d3hBivDEjKOGi+a+QGIN38Q0EMGW+dq6nItYWdoTF+PZSiSZjHVEw2lBrnZVVMtR1TVVV1PUw1kgPdczDy3Mjw3eD4Amv0jZJX3Rtjsc6ZJzOt9tszp0h/bs4cgId+pGdI56vTbZHW2kjjObJ8ti8tUiqA3HCeTk0HM8zgtUwEsRJCgdmHgWxvXSOfE6d67AYmWcycsWicyQa507lvUQsp5d+Vz5rvyNidW2iG3OT0CcYEzwrmgpswzSS2ZisD50AnGo+0UdXQzCaIsREW42wBqOHzM7OctiaNfR6PRefXpauhJvAG6DcNdBGM6wqhrrylQxgWNcMas1NN32XCy4+m6KQTon216f02csL4ch5r1CcduZJPL5lB3sGmoXaUBQKJWzKvi4l1rgyh6EMWpheJSyFTKXKmqa1tB6GtXZGvdzw5W1D2lj2zC64sBQhUUUPpRSf+JfrefrVL6A2vv0wl4T7PBhkwxrxyrz/LjxbYs6JfH0FLwpfri0tG1cqLxhq3LlcLDzxGNfejR/5C9Yftb6rXd6hQ4cO+4nOlb1Dh6cQGzZs4C1veQtvfetbee5zn8tP/dRPceedd/LHf/zHXHTRRbzhDW+I+87OzvKP//iPzMzM8OIXvxiAP/qjP+Kuu+7ihBNO4JhjjuEDH/jAyDkuvfRSTjzxxAPql1NAntTQGm11GMWv/dqv8a53vYvv/Ovfc8lLf84phsb40kSuvBnS0axA2gOMsSipMNZQKOkVOUfvtFcZAyFHCKyRGKEJpMolg7dembS+LJqMxLqu3fmEBCnduaJLukjacOR3mdu089IOe6QvhRg1GCUCQN5a9rtt7d/S3YUYWV/jOPSiSrxtnyFvY9TAEOagyWuDirtUH0SD6GBHW4kngSZJH9e7yFIFQjTjfCPrHx1Q82wHcF+OlJ4LRDJ0JyPrMXYY5wmiTYghbp/TNRDrlftU+flurv3W2grqund9FkJSFCX1YB4LVMMBZaGQ9QJ10UMCUkjqumLPnt1Yo1m2bBmlkkxPTTE/GDI/qBHWMhgsMLcwx0BUTIlUl9sI2L59F4cduSb2TYrs2WZ9eTHr5mVu9142HH0EUrj65tYaR4Sl8gYDVypO+9Vj/QS5ZI8+GdvIRfUk2YC2Yf6dwU7X9v/P3nnHW1KU6f9bVX3OuWkSw8CQJEdBkhIEI6CIougqq2tYdV1FfyrumkFXghGzsKKyYkIxYEDFQBBBECRJFCQjGYbJc8PprqrfHxX73DuIOiamHj+Hufec7urq6u7red7ned8XSfi7LRif6FPXDd1uBUgaYzjttF/wwx9fyqFHnMC4di3X8Lnfrvibdn87/PV1z6aMAS1j3N8PY9p/i1Jru7AuoqXgJGs7/pGVsQ+7lC41wRjL/XfcxO8vPpvPfe5zf7Q2SkFBQUGBQyHmBQVrGO973/tYf/31Of7443njG9/I+uuvz2tf+1qOOeaYlp3vwQcf5OUvfzmbbrppJOY/+tGPAFfE7eUvf/mM45900kl/MjEPX3rXBNbUOI82LFiwgDe/+c188lOf5nEHvIixOfMcaUYgpCd8Le7ms72FxSI94TEYT/gsrrCbrb2SLlX80mxsID0WQuElr5jpJmWRK+XUvKaxMWfUGjCuJnyrdZpT6IOK25qmV0XbFCsdJRsgbC8GyHPoZzZNqs7HmFnGdhn2iQwMkvIWjc6nHo9nM39BbsGf+XiRxGT7rRareRTy1liQCF+eAhDygd12YZ7+t7CWg+Pmh7YzbzNth/wyCDH9EhD6kiciDimXuVJOIdVaMzlVp1Zd4T6x6RqE+7IVIQnXxIZ92gEMkW0Uzj+cmJISu/Ih5syZw2xZgxqhQjF37jweeGARCxeuT6M1K5YvZ2x0lKm6wWBpGhOLH46NDGM0jA33YjXxpYuXMTo2Agi0sShvZ6h9RXLZmp9g6eJlrLvuPLQVyKCAS+XJs8G4hoNIKekp4R37lo6SSfEP19em83T2cRGDbhYwjfYquWDVlGFiYpKmnmCo18VYycqJmuM++HmqWevx0v85geV1F2Ma/2wbv6+vlB9sFjFg5nP6Axm3hpBeEOacR4VEmGwWxJIS58oRrhCl9beYFDibvf8bddFpJ7HpppuW3PKCgoKCPwGFmBcU/BVw2GGHtdTxmbDZZptNIxm/+c1v/prTKvgr461vfSsnnHACV535LfZ+4WFILMYalFVONUf4zkIiKmuCdn/uRgerurPUql6Hutbe7p72AyLjiX288/xlGzfwX55lrJ7caI0ApHI25WhbzZW9ARndBnkzok2oAweA7Lv9H+G1YeQ2o55piz9KkdNQD3NcO/DLzGp8+nn65/kB/owAlZfpo9vAH2Aw1hW5a2suSVkPNvEYSIljDw6QphrqE7hfs4CMJ2zOyi0ieVZKopSkUtLXK+gzNdVHqvxrQ7ofrdGuPaAU09YwTTMEWJI87e5/4e5FAf2mRjc1Vgi6Q8Msu/N2Rmavg1VDDA+PIIxis8025aZbbmHBggU0tQbl7pCpuqauawQuB1qbGiugrzXjU32G6TA20uH319zAbk/YKa6lsdAYtypuDSzauIrp9dQUquqgpAIDU02fqtfFWoG1GuuDXEImZVnHYFJq3xfFeJvyt0MNCaO1q+ouXBCt0QZTw0S/YWKqRsgOk7pDU8N1V13PyrrD3s97G0smNaaZcA4HpVaXWRBvpcF6IVibCHl4ZY+i9EEiKVX82xKuVbsvu3MFuNZ5cN+tN3Djpedy8skn0+l0pk+moKCgoGBGFGJeULAWYHVf1v7csQpmxvz58/mv//ovPvyR49j5GYcyNmd+yt8Mem2Ql3BfaK3xFnUcIRLWuC+6SrliWoAr6i68Rd0hFREL2nVg0aE6srOxG6PBuF7PjnwZtNVYUXnrsO9N7LcXUngFbXqhvxlt6gPsNYsHeEu0n1dU5zM1NSeIiHyE9nFbnwnAZPdhYhJRxbfZ7wPDtWIafxJmuPFn4ucizTLx5KTCZx7g1Y2azS7/dPq5kJEjSHGTGUTx1pjJWp9yoYUvCJhy1307L61dWzTtgkOBfMb7wzG+OHIcN6xFK3YgUgqBcFvJsBa+VoLWzhZutEFrzV03XMU2O+zoxpYVk5M1s2fNZtGixWht6dcaVVU88NASzjzzTJSCheuvy4IFCxgeVYz3J7nllttBN4yNdBnuKqQQrLPOHE+SvUouYLRbUSlXt2Gir1nVN6xYNc6yFSs5/fRf0Ov1WLliBVIqnvCEHdls04XO+SAkHSWjm8XZ7UMQItWRMNavkE8/McaC1XSUoFIKjWKy7rNyfIquFCyftNxyzySX/PJ8rrnsSp8I3+Wg//d+MDWmmfKk2V8Vn+Nuwz2WOTFCvQunqgdSHh+UCJmFbpRSpDoE6T50+ej+/GT6OxRqC/z6uyexxZZbrtb1VVBQUFAwMwoxLyhYC2CDzXQNjVWwevzXf/0Xn/70p/ntT7/Bvi9+ExJXiE2JkNdtnVQWVHN8z/PIYDxh88THGANSUKkK7Ym2wReIk8K1RApcNCNBrmCcdu9nllNHBiDI7NqTfUsqIBVhiUQtuF5z0h03i8Qs7haJSbYRM1BGwmjZIR+hOh4Uvkjv/tQRWof/kx+PXBUW09+OAYC4pA9Tyd6zWNF6w7aUZTuwuQ252i3r8XSIvF/dNG7v1ipV2ZZI5X7X2nUW6OekXDqlNKbGBDkcC0Imop7PKAsWDGRJODXW114I6nLqg24QQnDzVZfw4iPejbUwVRtWrlzJyHCX4eEeqqqwSJYuW8FPfvITdtt1Z8bGhpkYX8WNN97CynoFYkSxZMkStt12C8ZGulx24WXstOPWSAEmXhNnO3eF36DW6S6aO3cOz33hM9GNYWJ8gnlzx+j3Db8881dsuulCEK6NmbWaqdoFwDpevXbXXtAYTeOfO+XbioV6EB0pqKqKfgNT/T7CTjHS0fz6kpv40pd/TE2P3Z5+MM9912HIqueCFsZgdBODcxawWVX5mZ4152pICvn0v+O2fQcKr+xbi1Qy3cg+pzzlmrvcfa3d35p7b/kdN19+Pl/72teoqvIVs6CgoOBPQfmrWVBQULAGMXfuXN761rdy7Pvfzy4H/Cuz1l3PK9DG5WRGBV2irfXWWTwxl7gMV1/ATTgCJlH4Mm6EiuieUrWLkMWv2z5/fOC7tyNUBoGMPbbzvF9tQuu2dksvAY48mUQSUx50UkcJp+GP19Zz83m2fwvnkFPMVAQtKXRRjTe2NZbRoexWKlTm3AdJRW5J+ekwhBzbfMYzY3Dfmdl8Omfb2uXPDmet5jhp3KRw/smwjlAirO9eJrDGKcZTU1NUzqpBU9cgqljEzBiTDeJJdXvSMfCUz1Lmu+ALi0XyJlLhOGvp9np0pYWpFWw1VwKOyHa7XUSjfX63ZXx8FeecczZ7PGEP5s4dY/bsUbqdDZm77jp8+VtfY3ikx4HPfTrzxobo9Tpss/lz+MXPL+T+ex9g3fUXOBXb33/aOOeI65eOV8/dcyOkYJ25s7DgW8g567pzpQTXiaRbKcDgHl9BrQ3Gikhg3S3tUlyMAasU4/2Gfl8zPlWzfFzz5S9+l1tuX8z+r3s/Y/MWRCXeNI3LadeuVV1IK7CxDWMKksVwkM1IOdlzEwJH/hebXUX3J8EXdPO29aC958GA+Lcr/jWCX3/3C2yz7Xa85CUvecS3YUFBQUGBQyHmBQVrAQYr7f6lYxU8PA4//HA+9alP8duff4Mn/dtbnPpkLCoWQctU5jyhOFpEXUEoTSIzlmR9l8hYZMmNndzKUZW3oW0ULYIUVM9ocw15DlLSUq49wxZeNQe8Ok02miNcQsn4xb2dNvHI7pWQK+1U1cwOHazQWFw7rVQoKy6kEKQke4NP4kfYdnm66CggDt9Ca7s/gki+xaAOTnI9REKdK9Yh+JKPNRi4mIFiZ+eDTRn307X0/EyyQ2ajt7YQntQZd68hJTLPP/b/M1a4HGjrHByDlzfdTekDMXCvYH08RYAKOeXSFZaz1tI0mrruo5sadMPoOvNYdPsN7LDddlTSz9kaup0uxvYZHRnhZz/7KcuXLWO33XZn/rrz0bqPFJKly5axfMVytnvctqy/YA7rzB5huKOQStKRgv2e8UR+dsb57PWk3Zk1ZzaA609uNT0j0T4A1VUS43PNh7sV1gqmGsP4qnHGxkac0G9dlrkUrs+6EKANNMZ1YjAGam2oJL4YnMAKiXE6MysnG5aPT3H37Xfygx+cz9VX/Z6dn34wB77xnQhZxTaJoZ1cqFEQHhNjHOk28W/8dCXc6DCGv398AMT9zQihPOLzF3qRCyHT3woJaBvbdwYHhMT/DROCu2+8ilt++2u++c1v+p7tBQUFBQV/CgoxLyhYC2BsFDvXyFgFD4/Zs2fz9re/nfe+93/Y+RkvZs66C7EiyzHNRVqj0Z5bYg3WF1JyRMerv1gvWCd1etB2yoBAHtSt5C/OSDfpS3gkeyEoEN8z8T3jJyiswVWBT1/OwTr1XTgFzQrHIaJ2n3u6SUQxr7Y+SPgT6cYTPE/IM9KYjxmIqyOTzhHQ8pfHheKPMm8x+FNQ1fNds4CHsO3rkJPTGPggdzlMP1J6JyfcojVeTpZbhxg8L5G5GdriaHag1B4tEDttLbKqCJW5hQ8eGeNWtBKSQQN0yEMfnEMrl7x9WEL7NXcPCXTIJzeGptHeKSIYrgQ3XnUhh+yzO5UwaNlFT02xaMly5q+7gIOe9Uwma8NPf/pT5s+fh677hCriU5N96rpmnXlz2XLzDRgb6kR1VwC9bodnHLgvP/3J+Txl/70ZGxtFWG8zF+5fvBKOdNdFG+vmaAwrVq5iaLjHHX+4FykEG268kEpJ33LNUmv3UtLSaMuqqZpupbBWMGkNtdZM1Q2Llq9i1cQUp371J9xy8708/jmv4kUv+B/vdrEYq12dCWt9z/Coaft7ywVWDKu/rY3O7kER7lnife0+Etn6+EXyqQnh2ca7CfJr7+4tS3D5XPjtz/PYxz6WF73oRauZTUFBQUHBw2F6I9qCgoKCgr8Yb3zjG5k3by6//enXg1AVvyBDxhst6Ea7L9e+OFOoBxAKulnryMzQUBeEK8gU8jyl/9l9pY66V1SujbXx2EFPC3mmbh6ejGfbuPdlVNfdF3aJzZT65AB3RaUwGqxBWIMQFuWV0cEWWZFLE4haRvDDgmT/Jlu9dFReSISsELIT1WcpBEopqk4XpZQjMXG/7HjZMVsTyicy+Mq2CXOJ7dsGgyMRbSIfTd1BYc8PGdeIRwA/bmv9Vw+RzTHkkSvpKq0r6dpduZdCKgXWUNcN/X7t8p77ffp1Ta/bwwqBCWed3X+pC0C+RuHoaSaxonfWG93icq21SWqwMca1CURyx++uYOedtqejBFYImqZBAN1uh06ny5KlS+n3+8xfZx2GhnoMDw8BggeWLWKZXsrcdWbRHRplqnHj+m7sTGkLnQ77PnUPzjnzQq658nruufNelPD11cJLCrpeZXfPmguajYyN8uCiZdx+x3388rzLmOo3aCyNcWo5FjpKgRU0jaHfGBoDk7Vh2XifJSsnuX/JCu59YCUfeu9nUbM34/lv/zQbP3YPQq9xrRtMU7vgmA9kiKhih+VylvhY0G3gjsidUikIF65HevZlGDdEV/wfCeGf7cHgWuthQmAR/OG6y7ntmt9wzDHHRFW9oKCgoOBPQ1HMCwrWAsTe12torII/jrGxMd75znfyzne9i12f9RLmLNgwCcE+dxeISqPL/QYhLDJansOXami0Rgq8pdgRm0a7KlVBTQ/5uUGWj3GAnOv6z5Jq325vFa3SIlPL/Bxciyib7PfWBRNcdXeQvoq8kJU7lEgKn4gWdOELlyXiFvsnC2Jua2QRxqBNgyEPPoST8e+IrAo2TkVsadfRtpu9ETGTcv3HSa8bZvpW00bL3QA2n/PglgIwkUynLRMpskhvHSb71EaeZAfHFOlYItwT2kRLOSRibRHUdRPn2J+achkOwvnIrbbRLhNJHQNBnvhKwQBjTCTkSuLv61TxfXANBdCpOljTMNTt0Ot2qDqCvnHrXVUVQkgeWryMCy74FTtsvwNKOaV/5aqVrHroAVbVS5m/3lx6Qz1WrppgtCcRVYXO8rBrbRkaG+Npz3wSDy1awl33LOLqq2/kaU/bg9GxEX+qriicsIGHOnI+NDLEkw/YB2kN9927iKrTBRSN7x+uvZI9UTfU2jDcrcBqHloxwaq+pt9Ybr3pDr564jc54DVHMGeTnRHe3A4WXbtcciF9cMwTXdelIeXhp7ZnWRAoI+027znfuifcTWRxATT3bJt087YCaf4eC8Q9Prvumlr/N+DC0z7PzjvvwiGHHEJBQUFBwZ+HEtYsKFgL4CyPa+hVePkjxutf/3oWrLsuV/z4a+4NMZ3M+fRqT3JTkaZAfhyBce3Bam18NXaXEq6k6zUtpMwUzDRuLKbVOmD6J36W7TPISEObJRNatw3mjgqJUAohFFYoLCISBpcf648m0r9tcdmAacICECz0gVS6Y2RegOwcw/+B5arzatXn7L3V3cItkXzgvQGRsC2050JipqzjlWGCuyFep3wuvnAYNnaUm2l+YWy8ahusx6E3vZCZFTl/hTniAi3WGu/M8H8USCcQ2l1ZC422qKqLqjpJkfXnM5MiGoIj+X0VZhH6o0tVuWJiUvq2aHntC0Hd71NVFVW3y13XXcqee+1NR0qq7jDDo7Ppjc5Gozjj52dz2ve+y8YbbsT66y/AAhOTUyxfsZxlK5YxPFIxNjqMsdCf6iOEpTGuuFu/MdTaxmvZ7XVZuOH67Pr4HXn8no/jrDMv5KYbb8f6XHptcqeJey4r6VT022/5A5tstiEI0RpbG5hsNCsnneKtpOul3u12qZTippvv5osnfIuD3vq/zN7kcQirfUDMFTLUpnHrrCrXUSE+SymXvGk0Wutp1yHY28N1dOuf3as2BHIs0uXPYK1J3Qx9IKblDAnpKyHnXLg+9wG3X30Jd1x3OcceW9TygoKCgr8E5S9oQUFBwV8JIyMjvPvd7+b6X/+cpfffFVVg96U/ydgxFzgo0l4dVKGfNK6AkwkkwRh0o526rqS3crtXXnTLetvqjIjE/eFV32gjz7a3BILnpFcRyZ3fNpJCr/T5ba1XZoNSm2zuIkwpkgkhRPx/qKCKJ0Kb9lWe9Nqg/Nrp5DzfL/8p5tXGl7da+1f8WaT3BoMAM76y7dqE3pN1IfxK2ExFZwZGnqzryXKMJ/g+mhPV63Ds0DLeIoRBYEA36KZGG4NSlXt514Zri+bzmLP5KV+cLViryc4vUO4QVModC8RAU1Jro/U9a7NljVOIAwEUQrjChlIileLai3/Jrk/Ym7o2TPUNRii0FZzx8zOZPWcd/uX5z2eXnXdizuzZSCFYumwpqyaWMzRiWDB/Dn0NwtaM9ASdqmKqMUw1hiYUSiOQ0nRXzF1nDvsf9BRWrBjnJz/6BddddUO0eQf12aVoOGJ76423seNO27BsfILlq1Yx1a+pG0OjDf1G0/cuF7AoKekquOW2uzn5M1/jkLcex8iseYQEAQDT1Oimj1IdX3FdpOtvU0E9oxus0c6FkgVBsDamwljrOj5UlXL3sV9zP2DrZnMGFfe8Cpn9/RBEB0tKaRExYGiNCxpe+J3P8fjHP4HnPOc5gzdwQUFBQcGfgELMCwrWArjib3YNvf7eZ/PPhde+9rVssMEG/PbHX8FmJDyQ9EA6gxpncX3PnaKoI2E01nhy7g3PwrVtqqSgqpKKqmRWyCmS9AFybvMfbZsQtmTj8GVdejttyl2PRB3bIvgiI8pJC3Vt4JyabrA4BTa03crJrluWcIA0h8FzcAS1TeyDNNxSrKGlMENSrsm3i7Jym2SHNYnBgnhOIp6rkE5BVEq21l9JEc56+tyFdU4Bo12xMaux1qnI+SUIdQeS1T8FEZQvOBbWsFMpOpWiqiTWNOi6oakbhFSoqkOlKoQQPq9bu78LEFuCAVSVotvt0Ot1/fUIpDwEOAaudwiO+JdUMls/l3pRVZKqci3/dKNp6r679+N1ydbZB0dWLHmQTeeP0mhD3bj7ftXEJJ1Oj/nrrotFOGW632dichyrJxmb1WN4bAhtwOg+c2aNMGt0OD5b4dbSJhVirKSIRd+MBaUUO++2PQcfsh933nGvJ6H+vozXVXLTDbdy730PcelVN1JJxXCvR1VVSClotGHlZB+jNXXTUGtHkpevnOTEj3yBQ97yAUbmbewusl9LrWuXB68qVyMhkOegcPt5BOXcvedasBnjiua5l/VBD99ogaCem9Y1zO/FcIfmLhebLkgKxmQBL2tdAODWK3/NnTdcxbHHHtN6PgoKCgoK/nQUYl5QsBagTab+8lfBI8fQ0BBHH3001/36LO6+/oq2QuzzrqUnIwFhiY028Yt5sLEGW7vWhqZu0FojsL63MtHSrAL5+xMRCHecR66uiWxy4Y2c5EdFPSfu7XPK2DcE3TISYoUQrsCcbhpH3IPaGpU7YoXqMHIukOcKrIjjBpKebPA5KczjEAGRzJNIeVAlw8bSbyesxWpHsq11SqbAYHWNMQ3WNOD7TwurE5lWFVJVjnBZr3pLdx2lPyelJJ1KopS7nsKESt3uX3cPGYTVNHVN3e/T7/cBUJWi0+kk8o0LnCjllXBCOoRrJZZff6UEmAaj67hW+fPvAiN+XbyCLz3JjbROCKqqg5QSbTRT/Skab2EHvK1dIITFmgarNd1Oh8V33sxm2+9MB3d+RjeMT/a54447qbquwN/k5CSNdnbuyYlxJIZeR/micpaOgsqfkxDQyQi4uwvdta+k69uuPeGVXv2//95FdLsdt2VQiq2zqQtrufKK37Hfcw/glhvv8ATfBckMguVTNRbBULdCVYq+tiwdn+KMM37Fjk98CqPrbp45ZjzJNSYGe6YFysAH6xp0o4lWBU+kTQg0xACRQklX8b7RuvWMxCJyPpCSO2ECI28VlcyCVtH54IN5/clJzvnSR3nyk5/CM5/5TAoKCgoK/jIUYl5QUFDwV8arXvUqnvrUp3LB1z9BPTWeiCuOFBhjUFJFpTV8WU4V0J3t11rjiY3POW80k5OT9Ou6pfIKKV1vceFIUk6WW2ipzdmLMEH/xV8ny6xt7TsdidinQluB2rvji6h2WovPh5VY32ctBCustRitMU2N0S4HPRLoePjM6iuyT3PyLduegZA5G2YVSEY8LVI1amuDoo/fzgVBKilcb23hCKzypFSbcG1Sa7dg97c2KPnZ+nmyQyyM51bY5r2rQyG7cD38vAIhC9uZkC5gQ+u7VHNAhCsXbgAf7JGhNZ9In1njrO1aa0f2hBxY98yNkY2f3ndrHCqbG9PQ7/dp+o07F2uTSu6PZa2l6fcxRlN1u9x6xa/Yd599mNPRdIQB1UFrzdLly5kzew79fp/xiQkQ7vnpdhSjwz0qpTDW0ut2mDM65M45M1OA+9KjZDofcEGsjpKMditGuxVTq8a5+NdX8qSn7Ym1lrrRaKOZbDRTjeGO2+5iky02oTMySlVVYK0LEhjLZK1pws2NYPl4n6UrJxifGOeCcy5i5wNe4owg8bL6gI1wvd2n1aDQiZCHe8gKgdaapqlj8Cp3U4BzBQigUsrZ2YWNaR/IzIEiModDTDeQ2NAuzbtVooMk3KtC8qvvfJ5VSx7gpJO+UNTygoKCgjWAQswLCtYCBJK3Jl6lKvufDiklJ510EiuXPsRvvv9FR0AJfbxTZWOX3ymCw9VbjF2BrvyLr9Ehv1uCqNAaJien6Pf7mW1XRPW8RcoCAqHyv+YVnt0emW3dZIpaMrk68XvQUTFAdDO9PR1aiKwiVVBqXXGu1Bc7eY9jjnogoL4QXW49T2Mn0jgzfAV50hSUhEq4l8rU9zhePBMvVBrt7OXGeBKdgh9YZwsPzga30E55rJRCylA8LzgHjH/5BdQNRjeuXZZx/4ZCX03j1GZHyl2bMestzE3TeOImXQ551SHkh0thkfh8c2vQusZaQ6dSCGH8+Tg13+qauu4zMTHlgiV+jHBfOVVcxmCEC3x467RwynkoSGih9Tcj2P6De8HdMyLwdRcwkJK7b7mePbd/DD1pGBoZRVQdkJKVq1Yxf/469LoVQ70upmmo+w39RqOly9auOoK60VigUiKm3oR/lRKu53gmTFcxBQHqpuHssy7iyU/bk95Q17kKfO2GjpJMrljBpZdeyxbbbc3y5SuQSmKtod801I27J0KVhX7jUlJc5XPX3k/05sTAkNE1pqmTeh1s5+G58dc5EPKQx28a48aSzmGCdWkTFp+xbt29XXUqOp0KJQQjwyNUvS5SKVRVZXe0e9bD85JSO0iOEU/aw+cWxd03XctlZ3ydo48+mm222WY1z1pBQUFBwZ+C0i6toGAtgLHpi+maGKvgT8dWW23Fsccey9vf/na2evxTWbjVjkBSfl3Oa0ZqPek1xjr7s1K+LVqmPougIjvbKtZi0TEn1H2ZB6ES0ScNT9CNczhy4FTUQL5DsTJ3TEcoZxLfI28XTi0cpMax8Je1/gt+dlyb/xvYsCC2UvPqNcKRPeFVckfy1bRjuTRdk51zau8U5yJIinScR35y+aipz3rIxRU41TeEKkQYyQccRK6ae3WXSHIDGXKkzBidgipCRSux9OdrfCAgBDKEgErEuvQomNYuTUgFSLBOmXbrJkB0sFj6tXbWaBGCOBKkQvn+9c4xkdam6ihf8Mvlp6e8fRujPNZKEKZte8/cILFVWyTreCu2QVUKTMPYyBAjXVcETluXs71sfJL777+fzTbfAot19njdMDU1gUBTa402Uwx1NevPn40Rjh6HFTLW0lHZM+GfD+WvS2MsfW047+yL2WW37Zk/f7Z/ztx9p6Tkjjvu5opLr2Pvp+3NQw8u5porruUpT92DXqcLQtD0XZG9sa77arVyqs9It0OlFBddfA0LNtqExiqCKyKo6kB0DggERrjgR2xDJ/x9YDS6aRBS+G1dIMOby+PfAikFVUdSVRVGa2SlkN0uqt9H2Mqp+/5iBLOJW1NP9EW4mxNZj+UcEDT9Pj///LHssvMuvPWtb6WgoKCgYM2gEPOCgoKCvxEOP/xwvvWtb3HeVz/GC9/zBapul0j+rPWkyyvkCBBBhXVkTknX2zwo7N5rGlV1ELGHd8qhJhKAR242tYkgE2zi7meRGAB+AilvN/ybffrw43sFzivHWUyivbOQXgl369NS9i2u7/vgEUy7VZwjY8YpiqFXephlULsj6Y5sBYQ3t1vr1WGnHipZobXbSyKQ0qvkJPuvJVyXNFd3eNWy4rsDOUIb1iQEMVI6A9jYSzpboBDsyDzbQe0MQ7tgjiRcL7JjC6kSKfezFgNXMNw9Ta19EULtcuP9+1KqaXeXczUkwh+CTPmFDXeV0Q31xCp6Q8Pce/O1PG6XnRnuSJBDTDSWKavpDQ0xPj7O+MQEcmSIOcND1FMTNFMrGBkdYdnUKmbPUcyZNUS306FvfPDHWhqdQieVFHS80m/Cuvq4Qj3VZ3JikuuvvZnFi5YyMjbC8MgQ46smuOvO+9HGsNeT9+TaK6+jqiQv/Jdn0Ot1UV6ZV1IwOtzDAP3aMDYygrGCiclJvvO17/Os17/P3wN+Hfx1Nsb4NonBceLvHEEk8BpL0zTubhPCV1gXsUVduH7BxdCpKqSSjvALQV3X8UEwjV+N+PeGmPqQ35UuvuSdEV5J19ry6++fzEN338bPT7/MWfkLCgoKCtYIyl/UgoK1AKFy9poaq+DPQ1VVfPGLX2S33XbjsjNOYc/nv9rRXaN9QbNEVG2iWp4s6vgF2dM/TyqSAmstvi1VZr4OgrM1A2QTpl3K1bq/PVH1KmrIm3bzDQr74DgZg/f7tw/XJoDCxwAidcsU1fRrUJpbGjchLUBk+5qgsMcp+QJjxoLs+FxaQIIxzsqsdeOs4B0VbcRpruE83GihB3esJh8l/4F1jOpjtjTZYqXnMpyb9G2wrFeSw/Y+8BKDLWbgGqZgTMirDzZ7N4aMc81noyrZfi84L4L9QQiw+bULRDy4DtI1TN24UsBGEPrap2saYwjSEcy6P0lVVfR6Pe763eW87DlPomfGmdQSIwzj45Ocdc65Ti3XNfXEFIsenEAJzdCwQnYVetUkC+YvYPasEbSFTmNQEmoNWthYfT28QmBEB3IODA8P8ZxD9qepax584CFWrhxn6UNL6PaG2G2Pnbjr7gf59XkX8+Qn7caWm28MWGrtAhAucKawFvqNplLONbFyvM/lF1/OvPU3ppqzaWyOlu4tF0QKTpgUTQqKegowSdXxaRKNu9+lcEX7vJ3dtffzbfCMoV/3XTDEWlRVeZeBK6gX/xRkwZO2Qi7Ady8I6QfGWu6/4yYu/v7JvPMd72DnnXemoKCgoGDNoRDzgoK1ACHHfE2NVfDnY6edduKII47gAx/8IFs+/qks2GRLwhd7EcmoI7utlbagm8b3N/YQ2fd46+ipNgbpVTWsdRXPISNxQfWegYUPkkp/kFYwRqQc+ECmg4w+4FImELs20Y56nJ92+34StAZoTSgFBAYnGU7SpF1j0TL3hiM+lUsu94qj69OcthJShShGtDCnOSfnQAx0ZFONOeYiFHqbvphiRkKek/q0qEm5D/Zi2douz9sO1zIvAKh9b/I0Lz9+nFZ2XQMpzGfsCXn80R9PylQTQPj1E/g2Xvm5hACKtVGZFmT3jHXn5ooLanrdHsNDXR667Vr2eOy/07VT9I1i1fgkPz/zHHbZ/QkoIbDNFApNR04we6SLUIJaTrBgwVxmzx7zxzF0Kt9ezKczSOHUcuVt2fnVMVkQTACdTodNHrOQjnIdAlZONPzm179FScFLX/JMlFI0uvGBh+RoMNk5VlKyamKShx5azlf+73Re9p5PMmEV0uqsTaB0Lc4yUh4CIlpnrgc/O2MsuqldnQIhqSrZcjt0uxVN4+sNGBtJuZQKpSq0L+oXblopUu54clx49X2gFaE1mqYx/Pzzx7Llllvy3ve+l4KCgoKCNYtS/K2goKDgb4wjjjiC7bbdlvO+epyryBzt6dYrsSRSFVlVENACIYxSeCJf/kt9KA5mss9iRXAb7LJpPoFgDZJ1m9G1cLh8n3A8oiKauJ+dkUDHvdu/idTibPpm1pOF6WMJz4ICITQDn9vBn/05xvxyG0TwAUeJNXF93SGCmhhqtuNUSp/H7FqRhcry7WOL1kqERcqrsA+sifU0USikqlxLsWBP97biUDlbygople/LnpT7WCxO61h7ILHz1VyXXNHO3w6ODPAt0wZ/d0Xo/Mat8zI23Kf+AAOHDRX/pZQMDQ9z93UXscMOOzDaAVF1Ga8tZ/zsbB638y50K0V/apxK9ul1JXNHh5k7Opu5s+ciVUXdaMYnG/q+haDRhpDtUUlBVwmUdHZzp/5CYy21cRuF/vPhUnSVC+ysWDHB2T89nw03WMB+T9+TbqeDkpJKyrgGBsnyiZqlKydZOdkw2RhWTtVcffUNHPOuj3Lwa99O3VuIsBrjCxcKIf0zOnjX4m3loUWgS7uQUmCM9qkHkqFeh5GRIbrdDlXlfsePmQKxvmhdp0IIPGHPg1civfx5S5/aEJ4TKX3gxcJlPzmVe26+li+d/EWGhoam30MFBQUFBX8RimJeULAWYJBU/aVjFfxl6PV6fPGLX2Tvvffmt2d+h90OPBQQyd5qAxH16mmwmOJUM6m8WppR50CWnMrpCbnwRaS8EisDISVXuzOSnfO3MG5OIHNinp/QIGmeUXlP88z3ayu0NvsoqbXJYtse3K5O+fczzNcnnm/82OfXChHt24Fou+0VVgRiavxcA73OzemD0YoZzjmy9emBj0AGxeD+YnqgIs8BNjLF1cNWqTq8GfjE/yzcqgT1PN9v2pzt9PdjsCLmRudV9P0ZhS4C3lIdRpC+TkA6d3cv13WfqupgrOXXp5/C8Z86DhpNLYf56VlnsNXWWzM8NMSqVctB91G9Dp2OYtbwKCO9YXS3i5qaQEnBqvEJRkeG6FQVYDF+fS3ENBDXI95XYO+7K9mrQpV4/5xImKwNDzy4hF+ffylPe9qeLFy4LvGpsy74VWvDVAMrJ6eoGw1CUvs+8xeedwnfO+1cnvW2E+mNzXVBMhPuo+Q6yJ0nMYAW/pWud7oUAuPt51Iqel1XbT0o7VVVuQCRMb5KvMXqVJTQWItudCzaF+7goLSHWy/kkwv/R0H6dA+jNUvuu4tffeuzvPGNb+SJT3zitPuloKCgoOAvRyHmBQVrAYxpV1f+S8cq+Mux55578pa3vIX//exn2XzXfZi33kaeGOaSq//Wnr1lsdhGuy/guOrpNl4TkXEx963dfaF3Oai5dTuRvlAh3WZkLbPRD1zuRIsHme4Mdug0jWkINufVc3i3V8hfzxzSMx1lWsAozDHOUgiIxdhCdMK3LvPFyZKuLSD09s7YpPFrFUe1QT8Xg5y7dQ65Xj5tC+ty5IO9PPw3kN9pVn+xGs07BN+C2u+JcCsW4RXU1deJCIGgQVKe0hRa5NqTdPxexpgW2YvOgux44SeDa01mtabqVJz/jU/z2te8ko2GNeM13HDrjfSGRllvvfWZHF9OV1nmrzMbIxTdoQ4r+jUrmym00mg0Q13l27gpKtmlsTXGNCghQIISIqriAqi1L6jo52+spfIquTaWO++8jysvu5aDD34qY6PDWOOKyIW1M8Yw2RgmasPkVE2vW1FJgbWaa393C9/51tm88N3/S6PGoqslBneES0uxxraew3QN4gKDdfUSmqZBVR2qqqLqVFEdB9DaEX5rHXGnchXcrXFV252LoknPEL4OwcDfgpyUh57lutEY4Gef/wAbrL8+H/zgB1dz7xQUFBQU/KUoVvaCgoKCvxOOPfZYNtpwQ371tY/HQl2J+OU5u6FiM55sOzJujYlkKSi7qec3kRC4CtmBHIBSrqhT+DLvxsqt8y7fXWSqao5oBZ/BGt3qzf4I1yEqvSEROdjjjXbtyKL1Oz+WTXGIGQ/UJrvWGlxl8sGAgncktC0AUbkcHBJLXJds+GgFH1yRlkEgHyc793hx40UeaOsWz8G2cratV2FtlrZgHmbdI7G2xr+ydQ+fpRXIfAHp8xgw8G/E+dnsKDEikDkdBhbT+nxppSSzZ89i5QN3sucu2yNUh8kGLr/yGrbfYQdAY61m9kiHTkeiTZ+6nmBFfwV9OcXcOT3WmTXC0FBFr9ulUw2hOiPU1q1hpxL0KkmlRAxqhPaRQTm33qEScs9vuul2rr/mRg5+3tMZHR1x6r41uKr5lkZr1ztda4YqWG/uCKNDXZTq8NCipZzw8a/wnMM/ilGj/gYw/l52xF7rQJrFgJM8/W79GhlrqOvG54krVOWCSNpoED7v3BiapvYFC7XPJffqvJSu372/xqENn/AV/t3PXikPKr0UqOCAEJKrzvkBt197KSed9AXGxsZWc3cVFBQUFPylKIp5QcFaAPfFcs2NVbBmMDo6ykknncT+++/Pdb86gx2fcrBTvYTEIpE2q81uE9cRIvQ99wWnIsFIxaMC/RRWetuw9gxAASZ+7vmkO0Rmq03IgwWZrtci56m4V2vP1cvhfxQ2/mt87+1M4SeYcQcxqD4mldLafP7Zdjbfvn30uIr+PPJCcSmf2inQSVxPKxVnkSnLUZO20x0HMy2CtXkLtjbRb/08sA6DpxXnbhpn3Zcq7pi3Z8v59UDWwQDS9iYEFzK1PN4bwRURbuN4U7jAT1W5lIFOrwfCrePvb72L9TfYACmg6U9h9RSj3R5jnQ5D3YqJeoKxsR6jIz0qpWgwjA2NIWSHSlY0egqrayyaTtV1z4nxxRGtK6wGrr6Z76Tmcs+xnH/epdxx+70c+q8HMtTrZuss/DYCpRQdaxlBYIVCG8PUJCxaXvO+I/6XF/73MdRjC9y1My5gZvxBU0p5uB/Cv4OFGn1ALlwfX2lfNxoT2uop5VRt7XvRC2jqJirpgXTrJrRWy+8FEQMDbi1cxf/8yloLKxbfzy9P+TSvfOUrecYznjF4ExQUFBQUrEEUxbygYC1AyDFfU6+CNYf99tuP17zmNVz83c+zcumiSNyCpXT15NGTIu2VdtludxS3MDq2/nIpDU5Na7R2ZMFfVBvYUy5vZsWfXH5r+CKfyL/bRaae6SJR32zTOP1BfT2q03lOdfjdV59OZ55+itMUraEcgZbSvTLyniuTabh8Zwhk2lpi668WUx1YexudASJbkbS9aOVVB6KVBQ1Wg/CcaRvuhFR8Lo0E7QUIqraMJD6ccyBgFrOa57c97vRzac/Y2LS1KzYWFFnRXqYsUBT3sI6c11NTgGGo12HZshWMzp4LnS5aT7J4yVI6nR7jK5czOb6CoZ6iWymqjqLbUXS7itHhIYaHujiiXNHr9Oj1ughpaZpVdJVh1nCXSrbvrTwlovGFFpWUSODG39/BrTffyS67bMfZZ17kVGc/b3f/u3VttCP3tbZM9fvQTHLTg13e966P8OQXvx7mbg1GU/enqPuTNHWd1shCaD8X1sKEdIZs3YR/uFJQxxV/q2tnSRdSopuGuvHPc93Qn5pyJB3rzklKHzRxtSaETOsQnuNYm0IQW+0JLFq7vxln/t+HmTNrjE984hMz3TgFBQUFBWsQhZgXFKwFcNZNu4Zef++zefThox/9KHPnzOaCb3wq2skDORJ5jq7IyU1S8qwnRyLnRSK0i3IbOmu68W2UXMXqULwr5JdH+G/qwSotsnrnkf8GwmWtkwFFRuUG+H18r/1rIo5x3NCPPBFmEdqFheFsWoO4CCKpvi0d3a/BwwvT6Vi2ZckOhHvwRAZXIj+cI1wmvGxqoZaCJkHPtjOMNTCmzT6ets/A4bNt8zz81oqExRDT/68/rVOYQxqw1ebNn4NTg7WvbzA96hEKpM3YDg9vDUfS6fZYccdV7Lr9xswaMvSRTE1N0el0qCTMGqlYZ+4ooyM9GqHRomZ0dpexkSEm6pq+1ggpqaoKpQRa91HCMNSt6CqFFIqQ1y2FyzUXItz7Lq0DYGqq5tprbuKVr3oBu+++A7vssh2nf/9sfnX+5fT7dXRD1Nrlmmvr8sy1Mdxyv+Hj/3MMj3vys5i71Z6OLNdTgHCV81UV7+PgMGinJUy/QY11FnXrI0RN01DXjV9EkTovGP932f8svFU9qOVYi6vDZ/yzkwW3CC3TsvvOOju8tXD9r8/kpsvO57Of/V/mzZs3bY4FBQUFBWsWhZgXFBQU/J0xd+5cTjzxRG664kJuvuQXMWcciAw2EtEMlpRvHBhTi+iKQHdzWufIbCCNxrdPSj/b1hf4RIIN1upwIGKfcGswukE3jSs0Z61vgSyiih7nFBVcZua60xDIvxk494fb2TITh515z7hwqx9O5IXdspzsAcafFNl23vY08u7HjKEXAUJY5zQY4OeDansYQHiSGVV4MiV4YPqtyvLZtcMGe387JSBStNb0s0jLgAI+eMCZnDWt8IBwGwlgaHiESsFFp3+V/3j5s+lVlvsfWsmSpcsYGxmi2+syNDSM0IJet0u316MzpOh0u/QbzcTkJNpqtLA0uFzsemqCbkeglExBHZ+0nbsmLKkQnMBy+RXXseuu29PpOIv/5ltszDOf9SQWrD+fn55xPv2pPsboeG+HEnoXXrOCt735GPZ53svYau9n0TQGq7Uj45EceweESQFOO+1FDIRp3bj+5o0mBMjCYoc2a64lnPWOGWIOupQSpZQv+ua207FNWu5y8W33pMgudbhvBauWL+UXX/44//Iv/8ILXvACCgoKCgr++ig55gUFawHWpAW9WNn/Onje857HoYceys++fQIbbrcLo3MXACmTOpAvAVjRzuk2ToZDSmLuebCDT1PjgsLsf/RRgPixMQZ8myTHcX1F7ozYOcLhbOaOdIuoyDnl3CKEjfnvQJysyDimFRkpdie2+gWKwnam3tqUIzuNmAaF3lf0yqgkeKIqhMys1g9H9meoZB4JXkLsJx82sY4Nimyntl45QGAfQbAiHyssmTvPge1a64RvlZe5KPwIIkuXmOnRFq0TDe6K4OYYOIeBWETeFxyRxjLWtRSTSnHrNZeyx957sM5YhwcW9bnoN5fy+N33YGpiJZV01ctHZo1RI1i5cgLVaai6iqZpkNLVYlCyw+REn6Yep9e1VFUPC2jbuOCVSdMIjp+Okmjv8lixcpwH7n+IfZ+4a3ReaG3o9rpstfVjmD9vNj/+0Xk869lPptPtebu44dTvXMDpp5/H89/yIbpzN2KibrCmRkrln9cUBDMmrV0Ke6VgTljIPOgT7kprDcaK2EfeFY8z7vny6yyEs+RXVQVCUDcNTb/2+eYWhEqBsthqz2Ktyz13xhzr0zgMZ33xw1TScsIJJ8xwVxQUFBQU/DVQFPOCgrUAwTK5Jl4z2S4L1gxOOOEE5swa48zPvhfdnwI80c6Vvkwhzy+FIyCeNGWEIO5jBlXnrNWV3z5cW6fIDdqQJQiFkMrnMVucYdt6m3D4vxPhWlBZgzUNxjTuWEQaQqgKLt2oyCAgByUvqv6B0fnCZy0pNxCWoPIbYqswP48EN8/pSnZ7PdqvfIRUFd/OmKy+mmHcJJOKHMYK16VF1AcHaEMEhTfkzwtSVW+I6m/cfiBiYQFtXLGzROYSsbYzHXeG03RHSYXoYkAkzMfXJAjjhxoF8dxsWlshgHoVc9ZZgLaC31x2Fdtv/zh63Q69jkII6DfjWGXQpkEJy3C3ixISg3U5590OAsuK5cvoVIax0Z5rBZYFakIQqtYuWNRRKq5bpQSXXHw1T3ziLt5dQHx2rD+PdRfMY599d+PcX1wC1lKJmrf913H8/g/LeeGRJ9KbtyH4Am/SPx/umbOxVaUNFyG7D106gIm2//AK6SXBFRELF3pSbhrtCLcPwkkhfGcF7Sq0ax2LwAkhkKqK1vZAyoMKH9VziPP8zY9O4YaLz+YLn/88CxcunH4TFBQUFBT8VVCIeUFBQcE/CBYsWMD3v/99Ft11K7/6+ie8Ep3IeSisllqj5a2uRPy9zacCHbauopln9Yko56Qx3yPUJTApVzpT74FIJPJ3BfjK1y6fHWNBN5im77YPpIRADnzxsJivnOy2M89KxPMNxbjam8WzSuqjBau6E3wEAABkRElEQVSdSmu9WjtIQvP1mL56SevOFf80xMxkOpxjaGOHScXQkiNcMO3o8cMUgYmb58GY1oWzreuQW6TjkLmlfMaZZ3p8lgYRzj84MeJIwhUEjK22BhZQKm/lzoIGQQtWqqKqKiYn+1B1WTHR0O/30cZQ96cYHR1jZHSMTlfSG5FAw9hwl9GRYVRH0RvqMTQ05KqyNzVCWIZ6FVKKSGzdsyCoKnf8vu9dLoRFSUfKp6b6TE5Osd766+JrvWGxPl3Ah4eEZL3152OtYWJigg8c+3/s8KSD2P2Qw5Cq44MvzgEAIrZDw9pYnaEVNMnDVJb4nMzknpjp+gTlPTwnFtd6zVho6pqJVasw3lFQVVWqvyDTtYhWduGKyulGY4Fbr7yI875xPO9+97t50YteREFBQUHB3w6FmBcUrAVwhajW0OvvfTKPcuy+++588Ytf5Jpf/ZSrzz4NJWVU8QZV0Zb6ZgiyZSR/4Yu7I1kSpIzyYfhfPk6umgeVMRw7EB0bP3NUzanyAqkkUkmsEF55kwipvN3YkRHlBzU2qYPR5mutJ+ea1GbKzS0gUtiYuy6QeeVzkdM//28WBAgV7I2vVJ/6pqewwkxN2IifhS3bkQwR/zcTwZ8+XktljjtYYi69NY4Ie6dDaH8VlVVtop05Fu8bOG87Q0PzWJ1cZOXnbCDZMiqnD+MHmLYmMaqT3Svpo7T2lnAfWnRdI6VgqKOY7NfMHbHUVjA6Moy1hqrTo7EwObmMkeEes4dHGB0dojvaQUuLCSqwcES436/pdl2OdQhmQeoiILL5TDa+SBqCSgluufVeFm7yGLTB54+H+05QVco/f5YH7l/M5MQkp33/V/SrOczb6Tn0taLlgPD54eH+MPHZScvir45/1gSDT2IIhuRlFcJzmJUmAAxYHWtESKlACGfxF+5ZlFKgjR64R9zuUrr2b+52kFgheejeO/nRp4/gwAOfxbHHHvuI74KCgoKCgjWDQswLCtYCTC809Je9Cv66+Ld/+zfe/va3c/43T+Cu6y93anggf8JTxIwFWk92IxmXqkUEWgxQZCqzDfnguTs7EYVEhLOhomINSiqUqggsxFP1uG0kvkJhPfFT0WFtWgEfiyeM1lek9ucUq8hHpd0TWCzRSk97klHl9cWt8PNQSkYSGuaQq9MW07LTB4YabeR+jjNZ2Vu59PHypABC3vc9bw8XAiDYVAAsDBODIcExgY2VwL0gGwMKyRb/MM/nTKx75tOZtnmeQpHukcz5ENcwBBAsxgcPnPrseoXrRiPAEWuluOema9lsi02QaLq9Lk2jQSqapk/VhXXWHYMKtNAgoVEWg6A/pRlfsRJ0g0QzNtJBSRFNIe6aBWeFoNuRVEowXjcsmahpjGX5ykku/+2NbLX1JlSeqIa7WEqXkqF1gzaGX553KXff8xC/vuhaHv/C/8bY0Fas8S+d9Sq3WYE290rbmCwQFQJQWWglc8K4oFW6v5I7Bs/9BVjfg12k7aSSPmhGumfDfWJDwE6EmwyEYGp8JT/42FvZZKMNOfXUb6CUWv19VFBQUFDwV0Eh5gUFBQX/gPjQhz7EAQccwE9PfB8rF93r3hQphzcptCKRc5O+4LeKutkBghUVXhu3CQRcuo08u2nJfOBpiw3V1zEIq/04Se0ltG7zRBsfWLAW6qaJubciqPS6QTd1bA2V689ZdnckrsYm8hPaRIU559b+SFi9Y0BI6a3XgV8P/l+gyPZNb8mQOy3bpJrs37DkIh9qdYQ3EHLvGHAXKJEnZIVBuiCKcPPWWf5xxsgdyY2qfyLo03rDZ5BC+FfaN90bgV7n7xsXBrGpboGLE7QDdcFR0AoQ+ICG8oUEQt7z8MgIKxbfhxlfzON33IhuBaNjIyxesoS6MWizirlzegwNdTEYkGCkO75zC9RUSmCamqGuYKjnFOMsVEPIzRbC2dZ7HYkUglob+tpw3gVX8/i9d2O9uUN0K5GK1eGCRbU2WAR1rfnB987hQb0eT3ztx5kwXTCapu5jmiY5MHB52k2jaXSTgig6vXT+b7yewjsO2qp2fhXyLg3hGQZ3TzaNpj/p+qW7lmzZs0+qTRCeWxWdAD68pQ0/PuG9TC5dxA9/eDpz5syZds8UFBQUFPz1UYh5QcFaAGvXnJW9COZ/GyilOPXUU9lw/QX87H+PpJ4cdwQUPDlPzE+QCjppTwbw2nXIqU1Z4iI6sYVUTjENVlx/bNH6LStU5UlksAi3dNNAUH3f9VxpN9ogA6EXzu6uVCcS20CYg3psbCKJOcNNZNufpzb+34amrmma2uWPt3zDPofdpu2txRexS6Q65X4PUqJ4eD+HtOozfDwdUckkI8J+PZP/OxtcxHMPLcL9BFuD5qQ7pAHkgZjcvDxI0B2BHEgjsDb7NEEGZ4RUVJWi21H0uh2Ge106laLXqeh1FVXlrrsN96hwvbQD2e03msnJGqM1vW6FqjpccvqX+LdXvZTRToOqJBtvsgX33H0XWq9CqYbR0R4Add1ghaWxGmNdfrgSlqqSVJWg6qhpsn9YVWNTaYXhjmLdWT3mDHe4454lnHnmxWy00UJf7dwHObB0lEUJV3zN6obD3/wR9jrklWy7/ytw7co8KTfaB8B8fnfjcrV1RsSDIp5mlL8GZ9te+1ZaxcB9IKRTxhHC39PeCRLjO46ci/hQGe9UkFF9D4Gu87/9OW6+/Feceuo32HbbbSkoKCgo+PugtEsrKFgLsCYt6MXK/rfDvHnzOP3009lzzz35xZc+xDNedzRWKFfgCtcX2SEors4eq2lbokNBLGNNtKiGCs+BsLl2aI7MD6qsrvicCwZoJ15i8H2RPRlwyq0fS0pPIBw5kNLl6zpybBEWbxsPxBLIggvhnEQcPyOguSIeyUf09vpq8o7iKF+MC28bjuRNZI6BjMCGsbU2nswmohPzuW3mBIgzTaQqCZWBvicZPWrJLjKQcobjLomYh2s3SPuTJT4FE5Ld2auvhHGtdyvYSNaDnRkfoInjQjxnIZwjAQmKZKsO19Qag7aGptYoKbOODSIGPEQ+DXc1HcG2ltHRMcbHV7L8wbvZe88dEHIFyudEK9VBScPC9dahI3uMT66k0628Qi9QSlBJSSMkUoHqSJTyrpGBtcqr3/vdGe0qekpw+nd+ynXX3sKxH/gKI13Dcw5+GrvttLEj48a1S/vxj8/nW984g8cd9O/M3eEZ7nkzzt0Rrm0octhyb7QIdn6RB/925pGXcO9k93f2eaxwEJ7FUPnd+paKkviecAP4O9yNExws0l1cH6yw3HDR2fz6u//HBz/4QZ797GdTUFBQUPD3QyHmBQUFBf/A2GGHHTjllFM45JBDWHeTr/H4g1+JMY7sSnzxNf+FXuAqlWujMdZEhTmSBSEwxviCbEkplUI4PtfiCUk3DwqbsX5fG5RrEgEHr9w51dTxx9SSzVl3dbS2ByTyFIpl6XYOtnA16wAaY1OfdvDkgxZREYGEaoPNibU/z1A5OxJHL0tLpaKd2E3JEVphhXcgpDXxh47KdghaJHLeYttEi0J8K7kArGgr2tP2nUEpd+s1EAjIMC1o0Dq8JTfLDar9MQVBGASCRmfV/y0YFVqBOZUWfy9Ey7+Y3gLOWEs91adSgtFZs+h0O5x5wod5/ZteyfzeChpt6Tcdrrv2RjbeeGOGuxKsYKI/iRE29qIPQSXdNO4slCPqIVCVn3/WMS05ByxY4Z6dPR+/A7/5zY3M22JX1OgCPvmZU2hWLsJYkJ0e/YlxdtprH577zs8xJWchsBgMRjeea7vCasZYrE71EPKj2uzoQbhurXWYVOszm5FwANNqcRZs6eFzZ1037tpgPEkX8QAW69oXCmKhRH978+AdN/OTE4/mRYceyrve9S4KCgoKCv6+KMS8oGAtQLBzrqmxCv62eN7znsfRRx/N+973PuZvsjWb77IP1uJaRWmX2yqsMy8LIVBS+f7eEAi5IFNObfqyn/KEkz4bVLlBImGxsUJ43B/i/mGESNiD9dymMRFB2TPJqhtyrq1NtMQatIFKCJrG+F7nBolwFaita8mWzyMSXs+CXBstX8xLqdReDRvPzRiLNQ3RHp6RHoxt9S0P6rcQOdkLBfeCS6BNgUmrGv/NiTk2EPt4EtNIenIshKvQHr19HZJCLPxm7ZzxaRGY9LY/VrAcxHz+wOT8riZ47H3qQiu33s8j/G7CdcIwd/YsVLfHTVf8ioXrzWX/vR6DQGPtGHf+4T5uvfV2dt5pRyphkJ6UdrtVbAUmsj71Uol4jw4eHxmWZzDskAjwcw58AiPDXT7x6VN51TGfZcNtP0rXTqJlj6XLp1yrsd4QU9I5N1wBtzpEqnzOv412dWPzq5JHQrzLgPx3CIGf9jzTGCJ469MQUQkPoRWpJCa6O9qLkIo0ZjUHZPp0YuVSvvfR/2bbrbfmSyefPGMtgoKCgoKCvy0KMS8oWAsQ8nbX1FgFf3u85z3v4aqrruInXziGf/2fLzBng00x1lUaD63FrCdhUgqEdQXDYqa2/1bu7LagqvBeUnlbplurI7F2BCh86sl5JKFZ5fF4b6RibzHP1UNJCQgaY7FWE9t0iaC2JjKKcHZ9a12LLCFkZs61kdznpEJmYwRyCanneW6Bd8EC5WpvBeeBX0jnSgg50lngIomRnkSTfZY5AdwitkgqcZ/UPzrsn+haGifE0mSLimdbCj8vm50vidDlKmxidilAkM8pfmKJ/a4d6ZMMcjapUmRCZPvmgYl4HxmX/66kotvtMDE5wQXf/SLHfObjCPoIqViyuM+55/yGvffak5Few7rrDDPUG0bbOt5b3ueAAIyPa0TCSQpGhDW0g6eYTtOdg7DsutNjMMawbKqi1hIjhrEaRkaH/Va+TZ0xNHU/eChahdtSesVgutDqfn6kn4ssuOXvT5cDghRQVQqduV/ya5GGCM+vq9wufcE309T84OPvhP4Ep5/+A0ZHR2c4fkFBQUHB3xql+FtBQUHBPwGklHzlK19hqy234CfHH0F/1YqobkrpCm2pyuWfgyNXUjoCGFVycIqbNeimRusmE/bylnhES3pS1P1meCXVDFh3vfLn8liJBNoPnezh1hFya1wbqUACQ4E5LPG4gkFbtFNOtTGurRaOiCvhioFJCZWSTk2Uwr+kXwfp26dJYgsp305NKuWs7D5ogBB+XoFwhuMb8hZr+ezEgFruKdF0zTasrc0sLKuJdonWZ9k629YW2a+pBVs6so2bCoKdOVPUB45vcbUHtNbt6x4V4TQeAnJymkI1adymaVBSMDIyhKw6nPv1T/OSV7+Uxy6cAmuZ7Pf4/Q13s9nmWzA60mXOrCGGel2EktR13zkKECgpXd/trDWYFKEIYQgOZYGTFH+J2RZ5EKGvBd/89i/YdZ+nMN5USBHSL8LLB2iamqaeAkBbZ+3XWvt2aKF1nc0uU3IcPOxrpqvtq7O3nRFh7X2qisD3JzdRBY/3YbhGQYi3ZM+CjHGns7/ySe647jK++93T2GyzzWaaTEFBQUHB3wGFmBcUrAX4c3qVP9yr4O+DsbExfvCDH9BMrODsk45x5NaGaucQlGEhhf9ZRCIWvqxLKVGqQggFWcGqWDk6fHsHogqYkw0GtD4bHBkpDzkQ11CYSgZCHK3i4SV8n+faq+dhdMekEinObd+uHZRQrrI3QqKtpW5qBIam6WOt9oommeKb56a7/wR12hEeiVLKzU8oX7FeTuNR7lxN1p9aY7RrmeWOabxLwAUKQoCgXRk9f45y27lvB5ZfE9/iKhzcEeD8mpjsemUqsgjHJdsX39rLt7ib4RWGEqTc7UjKc8JJdruQkfFsHo7AarqdiqHhYe659ffUKxdxyP5bM9azTJku45Oa2265gw0Wrs9QBypV0Wio65qmrlstzOLYnsNGN31YyUjOA73GB2tcu7b8Myng0Jc8h1/88PuMVX2MTS6AEDjRTR9d14Tid6EHebKwm7htaBMYquH/0b+SM5L1kO7RDkhFR0pIs/AOGfycrN83hE7C9tJXbldKxZ7pV517Opf8+Ot88pOf5KlPfeofm2VBQUFBwd8QhZgXFKwFWFOt0sKr4O+HLbfckm9/+9vcevUlXHTaSc7a63NcQ9XtaA0nkcKYJ+0VN9dqSfre4Tm1cuPEL/8kgpjTjTxIk5NzYy3ahjZcJirDIS/bIlyJKqmQqiL06g5V4l3bL38sa6JqnQhjmCWxt7cxAiE7NA00BgzJLRB7tQ8ElKbzveAQCKPnn2StAr0nOhTPi+Q+W3Pw5MmTIdc+y5H3tGCGECyIhDKcs83s/wPXLkwoP6Xc/i4G5p+3ukvjm2nrMaMSb4lK+DSkOE0ixhBdDq6Ht2ZkeIg5c8YwQnDOlz/CG/7rNcwbkaA6LFnW52c/Oo/111ufefNm0/Sn0HXD+Kpx+pOrGBvpuXRxaxDCYoV1HQf80VrrTYwHxbk4lV1mM0xquLFww7W/Y4cdt6WqnO89FUR0gRfd6KiGG+0rr/uAjAn57iEIxWrW6RHAjZAcFHbgfrXxfrDpf9Yp92Etpl0FEdwiwl9/uOvGa/jZ59/Pq171Kt74xjf+mbMtKCgoKPhroRDzgoKCgn8y7L///nzsYx/jsp98nZsvOQchQhEzz0wCmZMpf1sKkUiGV2NdT2MZ1fLEa4JCnRTwqJxmL2udaognKcb3UHeBAkc7HQe1LR4oMqt4aFwmhIpE0B3akaBkiZ9OfkSYU5h1UKbxOep427wnwTaqxUG9HiC8q6FXYV7Gr12jTTo/L9tKKWOqQMaqk4IdrwVx20gpB4hYtFMLYuAiTCS+H8Mc7Rz7oHrHvvOBqGaXdBD5XJLAngqaTVsP2nfLzBtZep0uIyM9Gqu47rwfsesTHsfOW83Cqh6r6i6nf+/nbLPlFmyx2QY0E0uxzRT9qXGEbRgaqpBKoV3EZ4B0h2KBaRVaZFS018Ra0EZgjIi94c886zd88vjvse+/v4cl487K7u5xg9UNummcQm7zAJBJKRwmu25hbhaCHf2PsXR/l8dnqn0dbZq4tb7IetbmLl64kJbhr6LI10H41m/ueVyxZBHf/9jb2G3X3TjxxBOn56MXFBQUFPzdUYq/FRSsBXi4L9l/zlgFf3+85S1v4corr+TU//sg3eFRNn3cE327siy/2AYFHRCgrIhV1fEt1/A2d2NcDrqUsv3dP5ACTxZCuzLpbd7YoPW1i8cFBPVdIn3+e7BXS0eafYsna0FK1bJGW+FJUDYfVwQrEd+8+Jqbr59rvl+wBgelOie74STDuINCsk3OgfZ5ZVnc1vdPj2ccNrcx+JCcDETy7s7Fz9/n18tgW86nlBNsKVrScCzqF+dFdu4+IJDNO9qhvRUh5Whbr4InJi9az/rMz33Qmv3R3G/e4i2kRAnBj054L8vuvYVPf+EDDFUuv3v5ilX0Ol3WnTeCnlqGMA09JRmqKjod5W+CkFfti5ZlvNXdg+nypXoKiSWHZdMxXmWpJJz+g3P5+ncv4pmHf4YVdjimEQT3iLXWEXNEdD4EUh6CVKtbi9xHMECj2yv5MOO4D7z13j8z1rc/jH3LYzJ9fvyMlPuBLILx5Yv55rFvYLgj+d73vkuv11vdkQsKCgoK/o4oxLygYC2AFz3X2FgFf38IITjppJNYtmwZPzr+SJ57+AfZ+LF7uWriwrURC4TZkSzAE5hAzo0xkdgJ4dp9hfeSwppyc4O6ZxFYYSMJDsp1rvkmVVdE0mOsQCr3eTQVGwPS90k3kOfLz9QTO5ySO4yN80uKYuK6gbUoKX1gKmnvoc1ZJOyeiObcfHXPTCSgfi42Vr8fpGGZJd1XxBYI1/bLuxaEFPGYAgNRAc3WnPC2C5rYWNXM/wy+XV523DhOdt42kcZpZ2OnP9ut42drkgdrZnYYuLVVSjGxYjHS1hz3+Q8wq1eD7LF8SnPXH+5n3QXz6XUExlYIDb1Oh6pSKCVRQiKs/1dKDOnaWGtdjjlOFVY+mBTalkkR7gMTCbwB7rhrEV/96hnc8ofFHPjmj7KyGSIQeH9xEEBT114Qt0klH3AguHUYIMd5ZGoGRm4HfoibZhaJGHhq3a8QPBaDbdF86C3LQ/fFF6VzwowvX8I3jnodZmIZ5/7iF2y44YbTJ1ZQUFBQ8A+BQswLCgoK/knR7Xb59re/zaGHHsoPP30Ez37TB9l8573Q2iKM9oXSiAzTYqPdNxRHczZv34tauNZLsY+53zeQhUTWHYmW0QNtM+LuyWV4+X8CocKYqNIHHmN9hWlX6KsitIVCJAocVE03iZz9OGoStwFn8fWt4FzuuokqdcwFlxKjfc53RoRiCa1cJXfyfbbyiYa38oGnkbGM2Po0AytE6/MkUAusUMTWdGEN8FbmcC1J2+dv2FzhtqFAXNjYgk3F9CztAmEmt2O3pjadlLfPLtH+kBoQgyNCMNTrce8f7mKTTddnSPVRSlIjWD4+xWTdIEyfqgJhJMgKVzBPomSFrFL1+Hg8C0r6YwlLYyyiESDcdbS+MBtKRBPCAw8s5oILr+br3zkP2R1l16cfzBP335eVdad1Pwf0p6aomwbwz4ivuh4V7nzNrZ02xzwgNLB5i5kPhjOkkPE4IagSeX/G/909J/JHKz67jpQLhHLP16plS/jGUa+NpPyxj30sBQUFBQX/uCjEvKBgLcCaLNpWir/9YyEn5z/+zBEc9Mb3s+Wu+/hqzQYhB1VnmwhZrAHmlUZC7nciWKl9uY1qnPG/OwqekYQWWbQZ+Q5EQzji5CXaEC6ApPYFm26ykMfNHdOKdnhHpoUIR8jIkLWAbycV1P8s79hG0VFE3TdbnqSYkx0/3yB/NzAjYBrb8jDWxv7gYZaRQ8dfkkNAhOBIDDaItEbZsazIcvczi38g6dYvXLBE20ZjWvN3romZpi1I6S+xbV0m1kZXQ/gMG6+ZQNDtKISwLF+6hJHZcxnuVAx1BP1as2K8ZtWK5dT9KYQxKCWoqo7rd64kVcd3EjAWI7M+7j79olO5nPEwm/6U5m3v/AxW9hge7nH/vfezfMU4xgrG5s3nMdvuxMGHf5BJOY++lvSDKI0LFIU2ff3+JE3dYA0YX5sgOBumuQlad1y6BSKmLerDWeB9/QdjkLmDRRCPkqq1B408PAqiRcqldOsWSfn4Ms49t5DygoKCgn8GFGJeULAWwNVPWjOMuqSY/+MhJ+dnnHAkz37TB9li572jEiqFcFZg63NUvQ098mh/UY21SJtIQCxuRSLHoWc0GSFrURQRNG73GTbQiIzamtAzOqnYkdT51G/3Wdvzm+dFByKaq/sin0Nmx3fHNK1ieGEzd/7t+eVnkL8Xx4q/Z0Q7kPQBRZXsc+ujWq1CcQMIecLpI08Mzcw5/Em2jifTCi4gwvNvpv0NmEY2B1wRMgZoptPS1opYXwgQR/Qrqej1ekglGZo1l/FFV3vCXVHXlssuuISeNTx9r12olKISAmkBJVFdBTIEHdw9i78vLNBo69My3Fy1gPEV49y3aBX7vPQNLF/VZ8P91qczMofGpHtmBRZlXY55vF7GuIKAQN3v059KFvb4igUVW1eIXLJOK5HSAvJVnvFPZgg6hcBOvI9Dy7S0WQx+RDdCuv9aLhAfbFi5dDGnHv26QsoLCgoK/slQqrIXFBQUPAoQyPmzDzqIM44/glt++2v/5d0RCylCHmpQn33btOyLPYSK7eC++qdWU5kQHlX26bSSSLCDNTr03Q6qY1TBB3JlY6/1TJpNNuGMgAT7d55/ntvJ8/daEInYzDDvlhKcqcGtDdp8LCPlrQNnr/bOYV2cSu2CB/GiiPaoyV3udHMr8iOGI6VtieuchUWsy8F31fFFfC9ew+wV7o+YupCvo7Wx83x+jq3ZiORk6A51qTquD/zShx5iolYYDCsnDVdcfSsIwc6P34nRoR6NrrEYUILOUI9ut4usKvApF6F6fz4do0P7Mrc6X/3Gz9ll731R8zZjnU22pjMyG4COhK60dJVFiXSVLfiCbo6U66am7te+zZ/2bdFM1kqwfSWz080CLAPPiV+jhyPl+UlNs8T76xSezbw9ocicGrHSvwBrDSuXFFJeUFBQ8M+KQswLCtYCBN6ypl4F/5jIyflP/vdIbr3yoliFGwLRzciJJ+chvztUts4LjgX1GW+3DUgWamK1atJbtAqDhRzdbDsTiUYiHC533Wa0LxW7ctOQfo7EsXKqPU2hTieRlEl8HvIMEBl5i6c+wIfb9Cn/cJA0t9+KhfOsr2ovwRV78/3Fsd4hMKDWxkuRjO2RPPttQiu3EAQJS57W3iB873Lvmm8FbfI5mmye+X0wk24eennHHGdvq66UQgjJnb+/mut/+T0OeekhrJpqWLKqzxWXXc2OO23NerOG6HQlQ8MdeqM9RmaN0h3qYaWbrxISKd04mDQXJfza+WuzeNFifnHeVSzc60U+xSJvsNeetwtcGKyuMbrBGktT10xNTrmq+r4VmgucmOmXOA8qxVz3/CKHbR7hH0mRiHcYQODW0wUl8krz6di5Qh6nZy2rli0tpLygoKDgnxiFmBcUrAUIOeZr6lXwj4tBcn7LFRdG63S0kGciZEpNTuo5IpCufGRHAbTRtCiPHygQurBl/m8e1YnqubGkXZKEm3qjZwRdBMU8DJwqxM+kfrtNMoNxJOWZutwiO7SVWRsCFzMU/Bo4zjRNNM83t4kMJonarUxUZHOS3QqAZeTYT6LFAVvkeSbaHI3VrfdCICa3YDvul88jC6gMnLQAlJ+IFL4CeHYcpQSdSmKF5Jdf/yRvet/b2WRezWivy6233Ml6Gyxk/uy5DFUdpFB0u0N0q2HQYJoGYWyIT7j5aYs1At0IpmpFYxVSSiolqBScfd5VLNx2V1b2K6+Kz+yICNdJN7Vv52boT00yOTHh+tJn1dejXQEiWbemXYugdY9nyx+3EqR6gYOXJ1fbwzJbE4NjSjm3QajZ0LqCWTBKiOQ8WbmsKOUFBQUF/+woOeYFBQUFjzK0cs7/90gO+n8fYMtd94kETOCJdGYVF76QWF7ATeTEIkLEXuYEQmYBDBYZd0rkyNJmvILQnxqc0huqbYftXMsr0SbeYoDbSEmuqMeN8uPasF+uSLrj5udqsxMWeUG1GYhtKHYXiHsa133qFFkdox9hhFAlPZCptLZukqFQW9sDkBY/FLlL0QybXaeQ22zjHkqGQIQvnWYMSgVHRLouMYUhzDkeNh03z+GP+fnZ/eNjHbhK7B2qTsUdN1zLJptuxHYbSWYNScb7ghuvvYm9n7IPY90uPWVRskJPaVYsW+pcG0qgKknV66BCPQA3Oz74ya9w/kVX8ZjNNmPPPXfk7jv+wPW/u4kFm2zBrs//f7GP+yBy14arwu+CS1MT4xjj1PVQfb1VyR4cSY/rGroGZBe1dU9mtH2m50a0f25tYg3S9ThzbfUIgad8VJ+OIkMHhRQQWbVsCacefVgh5QUFBQX/5CjEvKBgrcBA3uhfOFbBPz4Gyfmz/t/72XLXfSMpUMq1RjMmKLESCCp5pgcKGFSXYaAYlbdZy0wszkmtDYTYkki5CHuS6pYFwgzRIp1ofZvZtOaRZkt814qoWIowaJxLrha73/K2Z5EDhxlGWZQ4oUTEV/c8ZMEL69RYKaTP63ekNuSPi2zctHebJ7tjpTWP87AgQmu1UOAty/eObeSCuhoIpc2P5KzT8eTz4Eogx9lkjA2jtle/qpRvxQe/+dHXeMmrDqGnDCun4P5Fy7FCsGDOGLOGu1SmwWhXdK3T7WCtCxzISiFQaAO2aZAY7r5vEbfe+SD/csypLL37Nm66/Vo23Pk5HHjgVphqGGvTvdeCn6LRjSv0hutRXvdrF7CwFq21T6swRKl74DqCq3YuZApk+HBK3H7wLmjdFpKkmmf3VpizkDLrTT+woR/dqemunZ6MRQxhfMVSTj2mkPKCgoKCRwMKMS8oWAtQ2qWtnWiT8/dw4P97P1vu8kSkUrHYV6N1zLmWQqBtVogqkDmJt/JGF25bTheJewQBO69HICC2KEtCsSMg0ivfRBXX72csxPZpRK6SSHNWmi2qzu7dVCTLfyxw1b2jxCyjCjwzUv5uUCyl3z65vG1bXY9Bh7QIsRmbTfTNGu3SAXzht6D8p3zuXJW1PuARxknELQRGRGa7NkZjtEFIifYKdtDgU5/4EG5Isq07l+R2iGTcbx0Kk+f0M8/Hd0K+paoUVVWxfMlDTK5cykabbsiicc3KvmTlsnHGZo0ihUQ0mv5UjdWWTqdLb6QX3Rz1VJ+pqXFf3V3S61VcfPm17LDz7uj+JMuWLmbTJz4fJQyNtDGwMxNigTefMlDXNU3doI2rd2C0ax8XOwJkwZHAk1PLPYEYzP6z036Y8dfVyfnG5/9LqcDaFBzxkFKmlnWhvkIs2AgTK5fyjaNfh1lVSHlBQUHBowElx7ygYC1AyTFfe5HnnP/8f9/L7VddhNZOWVW+SFfMMYasersnANFCG35PLCiQlkD0RNw/VYoOPDOgnRcdiG5ewCxumX0W34rHDXNqmYItkWRZfyzXHzq9j1dHI8HO1XA3eGY390XxggJN+2RygdV6m7kFV50MV9rN9W2XCFk527QVGGTKHbe+SrsJfbNN/NdVB28w1rp2Z0a7V1xDV61dSIWQCqkqVKcTC4eFKmnK5y2rqvLbhsDD9EJjuSI8/VFvr0ms5A6+v7jCIrj0jK+z77MO4LSvfZ8LrxnnoWWKW669ifXXXZeeMOh+P7Z/A6jrhsmJKSbHJ6nrBmst3W7leq8D2227Bb8652y+//7XcM6JRzK706eSNusZkMPN3Ogm5pNjLU3dUNcN2qR8chNqHZh4+/j1EFGZDgXoQl9xvwxZYCKLPomBIEEMfPhXuM9NKjQXn5vW+seEC6QQKKncPGR6tiZXLuMbRxWlvKCgoODRhELMCwoKCh7lCOT8oIOexU/+9z3ccdWvMcbSr10hNylVzElO5CJZplPl7WTnDQQ9OJ8NjgQbY5IFOpJbmQj6oJweFcu8NVVGysM7bdd0kO2TFZ2kaCciNLAfIirVbSU7O99p/6bj52O5sQNV9wEKKWOgIkiusZBbWBMpUapCVl2kUlleuLOquzXMTgCX/60bHclkiAi4HyWNgcaANjjiLxRWupesuoiqC7LC4AIEQlaoqkIqhVCO0AdiOBNERkgZ+DEQTiUdkR1ftYo/XHcpKx+4jWXLp/jCEW9ixb03s95667D9NpvRsX0kBiEV1geETOPIeGMatNUoJVCekAopGJszh/U23JChXpf9X3Aok1rOSMitvwd146qug3MR9Kf69Ps1Rqc2aMYMFs/zhNyvg4wdANot25yBZHorvTxkE7MBLKkPek7KbTieG9t62d8OuDhC6oPIrOuOlC/l60e9Dj2+lHN/UUh5QUFBwaMFxcpeULAWILZBWkNjFfzzYdDWvt8r38F2+x7kiAc4NdUridGCjXVkMhJLphGS9KPbx5FK7d3pjsiHgnMBSRRPNuuWNb4lseMt6oEYO8YTBMtIeKMAnR3Lhm2CfTvN1johe2BO7SrsQuSqftomZ0+WrJDbwJqQfyYAHNHyM3A2a698h3ZnLpc4qdbtAUU657B+A89jsODntujc2h9SCkwu54qUvhCDFfH3LFBh/conB7s/pqDTdV8nrjr7NB7/1H254pdns+N+L+aZL3ge1CsYmTNKpxJUiEg4GyGom5pKSYw1CAHdqqKjKrTWoCwnf+MMfvyLy3jSy97KHo95LFK0rnB2Hfx66AYXbJLopqHu92ma5DKILorgoMjWLS1AWDuRAkrtOz/bJ6UH5LNJAZnMSeEXV0o14DwJrhMH6Z+HEAzD3xNSSpbefxenffhwzOSKQsoLCgoKHmUoinlBwVqAloq4Bl4F/5wI5PzfXvISfvaF9/OrUz/j+jkTUhREsswqGXNrEcmqDqvP6RVeKTYW1xfaOvoncTm9zjqdFEAvxxOIdntYG4ln6NWd1PWkhkfSKYV3bof5xhnlE0w/RheyaL18XbZWDnVK+47UnHzPGWFxOfLSFw7zdmiBm2elnL082MiVkv69zF2Qr0EkeX74QPby08vyoadNJpD4sH5Ruc2bnSUHQlB78zUOayEHxpfC2dgNMDZ3HldffAl7Pu/lXH7WDzj4Rc+h1xEsWbSESgpX4E0pF8TRGms1wkKFYrjq0q06/m+M5PSfns8Ndy3loHf9H/M2fawvljadIIfzM0a7OUqFBZqmccXdfLszY0JqgyFXyt16JiId3BTpHiPep631zq5/3r7OeOdDXG9/34rgAkDEdQwF3UJYKRpXBN7dISMpv/3qi/nSO1/KWFdw/nnnFVJeUFBQ8ChDIeYFBQUFaxG63S5f+tKX+NSnPsWVZ36HMz75NiZWLMMY4/JvPVkLNttkX89HCXZ293OgJ7mC6nVb16LKagQmqdvCqYTR4h5s6DPMN5L55A32OeKhknaobR7mFYi1ILnK88BCPu8WNSN72/+e2mUNiuKheFprXXIS6y380hNyKWLKN9Za6qZxhfesxVqnnDuV27ZIXZyKZ4opV35wnfxrpkhBdBPkgbVQAC6rCB7oeQgKiEjXkUKipMwKyBHzzbudCoRgctVKhmbP53lv/wyLFy3nSc94OrN6NcMjwyx+6CGGK0lXqXjdlBQMdYdRVYeqUggLxoAR0NgpTjntZ+x16JtAqoeNgLjzcqQ8OAWaukZr7eophB7l4RWCPMEVkt99fpECmZ5prd0mFm0MjT+G9vb4EAQIwSSLy2EPPcrDPTqYOiD9/eLqEchofQhFCi/+4Vc59dg38KQn7s2ll1zCdtttt7oFKSgoKCj4J0Uh5gUFawFM+MK7Jl5FMf+nhxCCww8/nJ///OcsvvMmTjv2NTx45y2e8BqMTWpq0FSFJwx5q6aWetl2n7v6ZyF/2oJQqmURjoQq6fADc0zvBKLt1Pw2oQkzyHPUhQgqdR5AyA4T9s/UyfR2mk/uDgk2+rya+Uzaba6/Ay5vOKiftDg2IUPdtct2+cdae5dBIHItWX5Qo89Yo2i7CAJJdCpxe4629W/S/wf14Eq52gMiuAWy3OhA0oUQvvWe4OIffo2bL/ox3/3QG7n+gp/w1Gfsi7agpKWHYaRSCGvS2kQubF0AQwpUx6Kl4YgPf5E9Dn4FqxhFidVFIfzvxhXzk1JhrKU/OUnTNDTaeOeG9eubW/+TBSjOo0XIk5sjrFJIN7D+OoVAVp4m5BRz/wyFAm8iK5IY7OkQrRkhnz3WZZChJZqk7k/w4+Pfyzlf+QRve9vbOOOMHzNv3jwKCgoKCh59KDnmBQV/BXzlK1/hU5/6FDfeeCOzZ8/mBS94Ae9///v/rC9UV199NXvssQcvfOELOeWUU/6s+Vi75gh1sbI/erDffvtx2WWXccghh3Da+1/H/q85kq12fzKOLNpIFGJurJCBUSIIhawCzRYpJxvASv+7IxmuuJmNKbyxmFVrRoO6dLCcp1x0IXx+ODZ5zAdGkX7bmNs7DYkWJzu9V4JF2iQQqKByx3NLW/vFSBbz6cTZb5uTPJtvZ10RNiExRkdVNUyp3Tc7H741gzhWFOzj+gTWKSJ5F6TWd+E6h4m5oIELl/j6aSgpEUqGUQF88Aa6lWu9NzG+ituvuZh3f/x9rKpH6FaC0d4Ekpo7bvkDGyxcF92vERZk1aEx2t1PgBKCexY9xMc+93Vuu+tBrOyy9e77snC3Z7q2b60FyFY3s4oLIV0ruroGBFq7HuXh2hmT3A+DoYmEEIxxxQ5d6oD06+HcAS7QEVwbbkpSSrAWHQJacYysm4F3V8RuAv7cwz1tCMEh4YMgghUP3csPPv52Hrr7Vr7xjW/wkpe8hIKCgoKCRy8KMS8oWMP40Ic+xBFHHMF+++3Hcccdx2233cbxxx/PhRdeyEUXXcTw8PAjHmtycpJ/+7d/Y2pq6q8444K1GZtvvjkXXnghr3rVqzjt+CPZ83mvYs/nvQqpXG9l4fOk8Wqjy4EWNFq7wm4mKc6OqARbeiJ/XhBu5z4H1ThT32PQpyWVk1RqT3gCtQp9p0P+buCibjOTsejV+aCTch9JrvUqfn68QcV5kM9lyq8bNVf02/8Gspxbyt2YjtQJKSORF8iYN99oE9csndKgy8CTR9v+xATbfzhj7yII7eaCShwumIzBAJ8TLtpquvVV44X/3CC48qzT2OMZz2VSO1I+tzNFl3G0bpBW89Q9d0YZEEgw7r5SlURYyQWXXMEn/u+7PO3l/81um+9IY2V0U7TO0M7wS5K7fY65QGsd7wmTq9q5Wh6iFHEZU3ACkQWR0ITK7MZadOiLHiNUvuihTs3KQ6pGXkldymBV98Eu4dYiPBPBfRDujbtvvJLTP/EO5o6N8OsLL2S33XajoKCgoODRjULMCwrWIO68806OOuooDjzwQM4444yY77jLLrvw8pe/nOOPP553vOMdj3i8d7zjHdx8881/8bxSW6C/HKUq+6MPY2NjfPvb3+aDH/wg733ve3norlt4xn++h87QCFbbmGsuM8IiBUihCHnYThl3fbuD8md9/re7Z4wjZd7SG6qDh31hOn8W2X+BjPbOoIQHddwKtLDMpMjbljicK6erR65uB/U+H3TmZyur7i5sy/6Oz3e3mBRIyMbIxwpFyJIzIVsBm9Y5jAn4Int+sqFfe36uIfddSm/Ptl41D4ET4d01TjV2xNZEommFC7Wk3H+44TdnctsV53L4B96DrGpmd2FO1aDEMNdc/lsev9N2VKpCCosw7hpVlaKqOtx933185qRv8bx3fg7bnUUTFX/Smk2/2O4tY2itlnEF3/JrE8+vRcrDP+m6uMCFiPdty2aPdxzZsJ2/Dn7tgxof0iaiNR1i4bZwLCllTGUIZo+YsuCPe9U53+ecL3+Uvffai+9+9zTWW2+9wQUoKCgoKHgUouSYFxSsQZx66qn0+30OP/zwVruil770pWy00UZ86UtfesRj/exnP+OEE07g/e9//188L1cleM29Ch59EEJw5JFHcvrpp3P/jb/lux88jOUP3o0jPLZdxVsIQGLAt/YSkdiJLFc2VBxPPaEBIsNJhuIBYpvXPHOTmzbZFiHNuonno7THGBzcfxjJLdl5tA/V3jWoyfbhAl6BCPrzzGzw+T4xTz/mwqdzSX3NvYKPV5C96iqz9Q2UPVZux+dBG0e8XYQiVNl3+xtr0N6rHo4bLNfWuvzppu6j6zpWM9dx7m68pqn54f8ezd3XXsg7PvRWZg81bDRnhA1Gh+gISX/lOPWKlWz1mE2wDWB9mT5va2iaPhpBY2B8xTI6lXPc22wZV0vKB66j8YXY/Nn7Ym8ZIc9JfnBCRKdAIu2hzgL+JX10x7W2C8UG8UX9RPxZKYVSiqqqqKrKOQKUpJICoxvnHAh1A1r3Vxjf0tQ1Z5/8Yc78vw/y2v98Deecc3Yh5QUFBQVrEQoxLyhYg7j44osB2GuvvVrvCyHYY489uOGGG1i2bNkfHefBBx/kla98JS9/+ct54Qtf+FeZa0HBTDj44IP5zW9+w+ye4ltH/yd3XHtpS2W21lW4jiqtr6wucOQt5slKQarqLhFSIaTLRxZ+OyKRJKmIENhyIqwzvQINzzl1eJHs5OG/Qvi8YZsFArLcauGP6RPgZ1iZduu29HKfkZG88J5t/Wxa+6fjpyJtYY1DVfa8gFsMVpg20TdByg2U3JLagvkVjX27w5bWZ01LRTzteBF8Lrb2CrJ0RfvCR+H42liaqXGGh3vcf/e9vPM/3slN193Jtuutz7DqMTGxkot+dRF7PWFXhJEIFFXVQ8oOqvJmPavYZMF8Pvz+d/HrL7+f049+JStuunh6qkB+DcI88+tHMDJ4N4JJ5xH2y/fP+b4YGCeEQYRIFd6DC0EKWgER5dvcdSrlWt1J6YsOGoQ1GK2ptQHpSLtUCm0MlsxVAhhtGF++hNM++P+49pc/5Atf+AKf/exn6Xa7q1uIgoKCgoJHIQoxLyhYg7jrrrsYGxtj7ty50z7beOONAbj99tv/6Dj/8R//wdDQEMcff/wamVdQ3tbEqzjZH/3YfvvtueSSS3jyvk/kh594G1f87JtAyJuV3iVtUk61VAihUELEHHQIBcycyhsIcazsHihzYJNRXQ6to1JP7RaRigGBVHE9vCLlEo6C5bm+kFU4D2TaE1Si+pkp3X68SKzTOwOu6PRA+GztuF/qvR6GzSt+u9/DM2Utvv2WiS2+bCwm5oimNUnNDTnjMR88Kvi4SvDZuGJwheJ/2iq+jsEAZ9dWwWLttwv8VRvXb3v2vPlsvecBTE01HPDCF/PYx+3C0uWLWLJiERecexGP3/WxjA0NgbG+f7dECJUM+Vaga8s2G8zjQ+9+LY3WzNp4+0d2k4p0D6hK0et2GB7u0e12qJSk0+nS6/WoVOXugXBrCF8cEEe04z0UXAg+nzwUOhRYKqXoeiW82+nQ6XToVBIlg2/EeOcCvl86WFwwSioXjFKdKrobwv0b7qMH7riRb7znFUw+dA/nnnsu//mf//nI1qCgoKCg4FGFkmNeUPAIcMwxx7B48eKH3ebf//3fWbZsGWNjYzN+PjIyAsCqVasedpwTTzyRM844g3PPPZfZs2f/0ePm2GKLLVq/h6Jx2ffwvxiFl68dmDt3Lj/+8Y858sgj+chHPsLiO2/m6a9+J53ucMqTzQuW+R7c1hIJndGu8JaQuJZaUZl2pEda3zc9CqA+f9wGe3mye5MR3mgnzz53qq+I6rfJyGg8wB+5eSPfDg9MS8K32XOUk/FsfyF88TibnQ+x4rabYSo250hzGi203RJkleeB0E88nLDbzI/tCXpQ3ON2fg1TcT3/wUAKgctVF+2ABSCko5xu8l55x1nGK6UY7na499YbuPgHX+Swo97HwnW6SNGwbKLmgfvvZ7PHbMQWm2xIR1ZUoa6ANVgMpjG+IrvgwYeW8o3v/4xzL/otB77xg9CbjZzJsNC6SClpQarUts1aV+G+6lQxyNOfmmJycpL+1FQsDldVKoVabFjW1IEguDyUlPSGh9JnQNNomka7InDWIGVFp1O5tmyq3U7PrbGh6nTodLrUIf89c35cf+HP+fkXjuVxj9uJH3z/+zGAW1BQUFCw9qEQ84KCR4CTTz6ZO+6442G32WuvvVaTb+oQPhvMMcxxww038Na3vpW3ve1tPPnJT/7zJltQsIaglOLDH/4wu+yyC69+9atZct8dPPtNH2L2uhs4EiRlKq4lbbSWx1ZSUqBsqvodeoubUMlduArdJu9tDYg8lxmbKeeOWKZtfUKyt7CT5fDKPI87I0rCE243vN/Zets9kft6s3F2rPzRnuExt3bmj6ZtGpX59DchHjcLQMR9swPnU8ZadKP9evvtRFhfG+3pIcU8DBW7x9ushF4WHWiFMiyp9TzEImedjqKeGufMkz/Cf33gvQyNdlhnpMNm667P0sUPct1V13HAfk90wRhjMdIp7KHFmhQVAsFHjv8i191yN1s/7V95wVH/hVASax+OlWeBmsh/RauAHRbffs4R9Z6UVN0O/ckudV3T7Xb8WoQL5mz/nW7Xqeak/aVSLkDh78e630ebBu0k8WhlFwJUVcX71PhcdGst3e4Qqqpo6pqm0UAoAGc4/9TPcsmPvsrLX/5yPv/5z/9JHTsKCgoKCh59KMS8oOAR4JHYzwE++tGPcv/998/42fj4OMCMNneAuq556UtfysYbb8zhhx/OokWLAFiyZAng1O9FixYxMjIS1fdB3Hrrra3fr7jiCnbffffULmgNYE2NU/DPgxe/+MVsu+22HHLIIZz63n9n35cczmOf/GxiZXDp1dCQ+y1kJIOhonfwEmutI9sTXukOanpqsOas8khLzLgSiYSH3wNntODyn0XIfY+6byLsYUeXTB3vY2cJl34uIgUEUi+26W6TXOYeINOOdueqqY2Ctzte9kO046dggQm95fJzy4/vD2et8eQ7tdxCWL/2NjuWRevo/M7MA+E82zp+mHiweQeE+gHdToWSkpuuvZTdnvw0Npg/m6nGUokO1195DdddczV77L4TC2bPwjYGIRTCyjg36Ynsez70vzSzHsN+bz0CGYMLbQfCdAyo0ZCs/tmy2bg+7qSrToeq04kOgZAzHoIhrlCbJ+MiOAMc2ddeHddNQ9O4CvUyW0whBN3eECFAAO7ebeqaqlMhpWBqatIFJKR7Nh6653bO/MKx3HPTtXzyk5/k8MMPb611QUFBQcHaiZJjXlCwBrH55puzfPlyVqxYMe2zu+66CyklG2200Yz73n333VxxxRXcdNNNbLTRRixYsIAFCxbE/rWnnXYaCxYs4LjjjvuT51VyzAv+Uuy6665cfvnlPPfg5/DTzx/D6R97C8sevDfm1obcbxsKj3nLsVLKWZOtRUqFVI7YKakyi3Ag86nvM+SkK1mwo+qb3YjCM7pYTItkT7YW14Pdv2d9gTeZ5adba9BNg24ajNHO8mwM+B7YISc8uuqDRB8nG352dn6RvVaLkCuP36/Fy9oyf6rknv4lnE/8rwXrWneJ6SOQ81eR/zekDISAiJ8btPPUrRVZygLcdePv2Gzb7TFGIJCseHAxDz7wIM977tPZcuONqURFb2iEoaFhqo5CSoWxkit/fztveteHsPM2Y+tnvQbJn/A3RczwY5xfuyhfXLewTq3PBFb41n3+HtRaU9c1U/2GptZobWiamrru09Qaa10OupISVVVI/+/I2BiyqrAEN5Slrmt3H1oXiHIV7yVGGy7+wcl89V0vZcROct555/GWt7ylkPKCgoKCAqAo5gUFaxR77rkn3/3ud7nkkkvYb7/94vvWWi655BJ23HFHZs2aNeO+Cxcu5Kyzzpr2/v3338/LXvYy9ttvP971rndNyyMvKPhbYd111+WUU07hJS95CYcddhhfO+Jl7POi17PrAS9EKJkIX5BmraOpQkhUpXxVa9+X25hM6fWk3pqkYopAOoO4bFNmcRCzs7m53PSUTy1axNaT96CAk4YZGCFK1GaGbUJLsegayQqoDcjo6f0B0ply5tNnAhcl1zhVNSjd1opILtuW9jyokEho+Dfk+4f1tTmjDeGC4D6wYDNJv5VSMLAGISdeSskDd9zIRi9/EQ9N9NhwluWee29mk00XMtRTVHRcgEBarDBIAbfedg/vOfYzDC/YlO32fzULttgxhBP+OERyDoQWaGJa+72BE4iLlTsekoMiWM2NDRXxgxpvweADNKEOgEBKgeoomlo6F0ilUJVCG4tuGjdH7Um5MVnahnNG3HfrDZx50vtZdOctvOMd7+B//ud/GBoaeiRnX1BQUFCwlqAQ84KCNYhDDz2UI488ko997GM8/elPj1+MTznlFO655x7e9ra3rXbfoaEh9t9//2nvBxv9woULZ/z8kWBN9h8vfcwLnv3sZ3Pdddfxzne+k8997mPcfMnZ7P+aI5m/0ebJRm0syJYOi7au57OU0inXwWptjCeeYoBXSSwWmbNImPaz41MtSTtqylHJt+n3uIFNpDVXbZMVPXmsg1IfCXE2A7e/BW+fjkq9l9mTyN1mj2GmQfGdqTCbzUlnOli2fk7xz8lqChyYLMiR1i3OIiSQR14qssBAZhu3odVcqvo+PHsu99x5Lzs/dmOGFMybvy6/+fVF3PS7IQ4+aD+kNAjpxpAS/vuID3PAG49jeP4mkVA/Ep3YGM2Nl53HLb85h4Wbb8WNl12I1X3+5e0foztr3ZhO8bAm+HDJTVqXvB6IsUDsMuDvVePy8IV0wZJOpdDagIBO1UFIp7I3TQ1eGTfaVctXvvq60YZ+f4qLvvt/XPaTr7PTjjvxk+9eEl1QBQUFBQUFOQoxLyhYg9h000058sgjOeqoo3jGM57BoYceyo033shnPvMZnvCEJ3DYYYfFbVetWsX3v/99xsbGOOSQQ/6q8yrEvGBNY/bs2Zx44om8+MUv5jWveQ1ffffL2Pv5/8Eez30FnU4Xm/WAzomo9QqiEIG0CSohsMa1CNNaO1LkM5+BmLM+eOslCi4IueXxM29tT1XJwzE9rTZ+T9uiqgMFHAfpd07gB/T2PCjQsozjyXnuJfd2ahJZTIr39LFnREb83ZgyqsqtAIA/Vm6XliIQ9FDlnlRUbuAYeUgkKPRGa3rDIyy+924mttkYO9xho8csYLLZFjO+DJSh8j3SLbB0VZ+ROesytmDjlnr9MCcGCG687JecffJHaSZX8twXv5gbf3cl68wdYXJCufn7gm+5l4A8yOEDG6HqgCPOqTOA8tb8SoCsXGpFozW6MQir3b1ZKZQUXlk3LhddCurapT5o7fqVW2OQyvUrt75YwJ03XsXZX/wQKx66n/cfeyxve9vb6HQ6f/zaFhQUFBSslSjEvKBgDeN973sf66+/PscffzxvfOMbWX/99Xnta1/LMccc06q6++CDD/Lyl7+cTTfd9K9OzAsK/lp4ylOewtVXX81RRx3Fxz72MW6+9Bcc8J/vYeGW26OCMk4qHka0qItI9EKbq5C/a62labSrAm6tL9DmzeiDZdaBSMji53kOsiX0KccXojM2VC3PssCnsekB5CL9oIhtbST9eQ440Cb6IbqQWG5rm8Fca8efk6G87T8IFvfWNLLBRXBsu21tCHKkAIYN8/a7WCza2Lhv+/R9Kzzl1uzem3/HS//f4Szrwzr1JJoppoZmc+PVVzE1Nclwt4tSFXfddT9Llk9yyfm/5KmHraA7PHuGxZ0eiLCAaWrmrrse+x78/7j75uvZbLensmCbxzN7wUYI4V0W1pNuq30tAR/UkYJKueCQNhprbKqiLpPvQQqJwfqCbpLKfzI01KFTKSoh6GvDxFQfaw39fk1/qqZpat9r3lKpim6vh6oU1hgmV63gV986kavO+R5PfOI+fPGcn7PddtvNcN4FBQUFBQUJwj5cf6eCgoJ/aoSq7M96w4mss+E2a2TMxffcyE8/+3ouv/zyYsksaOGyyy7j1a9+Ndf97nfs8ZyXs++LXkunNxTk5FZOdIQnvK53dKqOHatnC+ErYjcE5Tcv8OXs24KcSbrq2m2VWEjZ3s8r6tFGjnWV3YE2sV7N7y1CbB3Zs8FWTiuNPKniYX7tfaetSWZpz39vxwbSHNL7OaEO598m5YDvIe7GlN52HeeVKf+Rwsc+6pbhoS6y6vCLr32aiSX3sv+/voK9d9oAgWayqZmaXMnQxFLO+P6ZnPnzX9Lv97FCsfUue7L3S/6LsXXWS4uTzmRGk0CwziMsxoAU1gcIbPa5Cy5USrpCg1L6iuoasNR1Q1030+4Rd5+5swzjKemK8KmqgxSCBcOS8cayYrJm5cpxJsbHEYDWDXV/inqqj1SK2fPXdS4Ro7n5txdy7pc/Sj2xgo98+MO84Q1veNgWmQUFBQUFBQFFMS8oWAtQrOwFfws8/vGP57LLLuO4447j2GOP5ZbLf8kz//M9bLz9bkivUrp+4QIh2hW0YyVwY7HS2a2tr7IulUIhMEa7970rPJBRa12f7NiGrc3BHGxWJT23trM6kpsjo75BxRY2I9rBT21ptx7z2nVW0G1gStOOGQikwPo0AC8KG5PliWdL5vuRizwnPIQX4j4pUuCmavxIokXaPQcmWOTjnLLzdAETzfCcdTjvW5/n1muv4LI99+T1//1m+lSs6nc56u0fYmqq4RVvfgsHPn03vv3Vb3DnEhiZt/7AutrsH9sKpAC+jZpzTEjvtQ8kN5xXpRTWgtENpmmofdE2ozX9ugYEVdUFX4hN4NwS2veQC0EKgLppwFoabZBSskIqVkxpjNZUlWJsbASMQUjJVL9m2ZIlzJo7D6UqVi5dxHmnfJrfXfgznvGMZ/KFL3yeTTfdlIKCgoKCgkeKQswLCgoKCtYYut0u73nPe3jBC17Af/zHf/D1o/6T3Z75Ip70kjcyPDLLE0hnL5fKkXGjG5enCyAVAoERrhCZMZ52SonyBFdYg9UGV8SrAUCoDlIKr6xbUJVPPQ+qr/tPLG6WVeuOlnaXcN4m15E1BwKMzxnPCbiNLDsUW/PvuvmGYmchEJAp5NGa704s/m6sidtYY7Cm8RZtFU3t0rdZM/EYTp13PDftH2YTWqohM2U9Fs3DkfyM37s2dCHlwM270QYF7HHQi5lYtphl997Gnbfeyque9wLmr7eAyYlxZGeIVx37GXbcfIwrr7qMAw58Eu98+0d5zB7XMPcxj/Mkm2jtF3kefDy+V/dx7e/CnKQvKNifmsRoTT05hbEGrQ3W30NKKZCSqurG6v5GuyZ6wWEhslZp4dhaO5XdGIMxmsUra6RU7r5REqEUUkl00zC+eAmjY7OQUvL7i87kl1/7JJWwfPnLX+YVr3hFaYFWUFBQUPAnoxDzgoK1AE4xXzNSd1HMCx4JdthhBy644AJOOOEEjjjiCO648gKe/qp3s8Vu+yCFRFhnHXdVr50FualrtG6QVvoiWsm6jiA1KEcglQKrMNZVwtaNxgjjiaqlnpwEa5BSUXU6CCkdyRICKUFrn+wdVHubK9dtqzrZe4Fs5xsEtTpUbif/RGRjxYJk2aj+fIhF6jzJN8aTYYPVdSTSJlRfJ5DxQNJdoMBmxxtU/108JBFt8uMhY9492b/5eVgLdd1gjGSo1+WpL3szl/3029x48Zk897B3MKamWLl4Ec849N+oOgo9tZjbb7uHzbbagrcd9Ra+ecpXueeehxiatQ67HfhiNtl+NwzWW899IEEIdFOnivFYT45xbckgOh9COzNXRV8hKxWDMSK4DmLKg0IpGQMzwQIfKtmHdATvgE8FB0PcQkgQlqmpPpPjEwyPjjG+fDE/+ezHuPny83nhC1/I8ccfz8KFCwdvnIKCgoKCgkeEQswLCtYC2DVoZS9VKQoeKZRSHH744Tz3uc/lta99Ld/+0JvY8YkHsPcLX8eCx2zlFPNQnA2Bqjqx6ndd11hrfRVsT9ICUfQSqhWeQJHlj1vfz1y6940xTE1NeoJeoVSVKdcMuKltfH+QQAd7/ExlWeI7gQnbfLzEklNf9mQfB2fZdsEC45V4wsHQdR+JRSP9+Wsk+Jx5kVWfJwYy0nGTfV2Q/P3Gr5WSEm0MSrp1NMYVx5NSYIX1Fnb/czgJ4YIak1N9pBTsuv/z2f6JB3DpGd/gnht+yyabbcZPT/seBxz0bIRumDJDnPDpU7j6kktYsNFGqErR9CeZPX899NQ4jbFMTTU+MCH93N0FjvZ60c4DrzoVQki0aZyLwZNmgcuZt7i5pxx1GWsM6Ma1RZMy3FchMOCLEMYifsntIHzu+eTEJLpuMM0UV5z9PS474xRmjY7w3e9+lxe84AV/7HEoKCgoKCh4WBRiXlBQUFDwV8Xmm2/OmWeeyde+9jX+53/+h/9764t47L4Hss+LXse6G2+OlK4vd7CuSymx1hEpY7SPKoU8ap9H7scOXDjli7t3HMkzSOXInisip6n7tSegLl9ZdSqvOSfrcaTTfvBE0pL9PUdeUC5AiESAA6nNc9Ld0NbPQ7gq39YihEqc2sviTtAWkYgbbTDaOFu3cFXG61hhPRzEnX8whEslsdbgCt27Obl1cGpyPNFwjjasK+kHAcImcq61QUpDpzfMvi98LdZoxpc+wIN/uIXPHPcR+uMrUL0htt7tibzmxW9l5YpVVN0hpOpggIm+WwvV6cb0AjefKs5RhHQG33vcGEvd7/s198TapzM4Uu5tGEICEqWc/R+/r7Pmh1x1d5JSSIx0Pd+NNl4xF/EeMbqhrvv0V63k6l/8gEvPOIV6cpzXve51HH300cybN+8RPwsFBQUFBQWrQyHmBQVrAUrxt4K/N4QQvOIVr+DFL34xJ598Mu9///s56S0vYKcnP5t9Dn0d8zfcNKmm0rocaSsQVnn7uPXt04LlmenV2PP3LVivpLv2WCBwJFYJT/q1wZg+UipCFXhVVYSe4CKyUrd3tKp7JTb/PBfHwffYzsMHcftsTfw+2jilPA8OCH/8quqgdZMdz9vjhQtCGK1Bu0CEDsQ2K0YXDmSNjtbtbLXcOpkUWHCuA0duhXD95YOy7JY+s/ALV6zPWE1oeTc6fwNG52/AFrs/BaEqBNZVMZ+apDM0ipDua4cM+/uxgguAYCuP8zEoKZFCphZ6vuibu/bJLSGlRGaOCClldB5Y/3sr5x+JrKRbGx98UCoUEHTnXE9NsmrlCn53/o+55IdfZXLVcl796ldz5JFHsskmm1BQUFBQULCmUIh5QcFaAMsatLKvmWEK1lJ0u10OO+wwXvnKV3LSSSfxwQ9+kM+/6Sc87mnPY58XvZZ1Fm4EeFu2Lz4W7eZSDuRrm0jaQ7u1GRVtBvOtvfrrleJgW7e+AJi1rpp3LMzmWWLMzQ7qvRRkJu/Uqz1sF6zxvthZKgznt4pVzgNbTHNJ1dG9uhse4JBXHki+lNFznR87F8+D40BWlT9sZuX3K2RjMMMnVcfgQ/o5+BFS0TRfaM2fh240pmkwxjkVpCfaxgcehEhKuFSqbQwIp4GNbgP3iUT7XHIhld8+eMy91V1KlC/qJkN6Q8wlNzFPPBBzhEVJ5dV4b5v3d4dUCmsNTV0zsWol1573I35z+ldYtWwx//7v/8573/teNttss+k3WUFBQUFBwV+IQswLCgoKCv7mGBoa4k1vehOvec1rOPHEE/nwhz/M5877Ebvs93z2eeF/Mmv++o4s+6JgQnghPSecgU55ldV6G7K1xhf18kqvt2WHIm85Qj45kCnryn9m4/5CWF84zJFnA0ifDx7yt0NOs6fjSWsPard1BNipu44MmoEe52Db7cn8yXc6ygcgXF649OquNgZrvFXftHuiJ4XezTIEMMJcw8JaVzGv9XncL+ZqWx8jcRXKQ6hDh6JtPuggqw4yixAILNI7EGJROY+88RnGxnxx6+sOBBNCXMfMXq6kQBsTi1pKnxIgpQsIaK1dPri1VJVCqcoXzhMo6YMgxsRAgPbq/NTkFJPjq7j+gp9x8elfZsXiB3nZy17Ge9/7XrbaaisKCgoKCgr+WijEvKBgLUDIkV1TYxUUrCkMDw/z3//937zuda/jhBNO4LjjjuPKc37Ars94Ifv8y2sYnTs/FuYK+ePRhe1V6djGLOme3glvIrGM3ui4Y54bHvYT2LxNmbekC+HynHVjW59rhC8iRktVDjntgRin/HcQnuwbk4i8P5JX1EUmqAuqSiFFByEEtda+7VcKNEghQDlCahuN8db0XJgProMYvACqjvI51z6QQQhM+H7fft/gyI+p5ngVOmTm++rlgZhHBNu8tT4TPAUhwuqGdTG+xZsQEpvVEPDhBJcTXjlFXElH2JumiW4DIUDrhv5UE3dUSlFVHXrdChCxyJ21BttoF1AQ0rXp8/nn/clJrrvgp1zyw6+w7MF7efGLX8z73vc+tt12WwoKCgoKCv7aKMS8oGAtQMkxL/hHx+joKO985zt5/etfz2c+8xk+/vGPc9XZ32O3Zx7K3s9/JcOz53k2KsBb2Il02v3XkeaUt5xJrYjsdxspJtlPQZ2POwX264l9INle0fUEW+sGYfxnoRib7y+eEs+FrwruhglENM6nNS/v0s6UZWNdjnggocor1kGtttaCzuzykvQ+obp52y2gvbsgk+d9rnk7aBHXQoD0Ofrgtw3iupBptsmlHwvcWWsd4Y5uB5ss/CQlvFV937qe5TLa7t2aW6Mx1iJdhj3VUJdQyd9KgTWgKonEYk1Nv2/oVBXCWhqvoIPvWW4bjNForfndhWdyyelfYvF9d/Ev//JCjjrqfey4444UFBQUFBT8rVCIeUHBWgC7Bol5UcwL/pqYPXs273nPe3jjG9/Ipz71KT75yU9y5VnfYbcDX8yez/t3hsfmIIT0BCsQ3KzImlfPQ0X0AClSfrclqNXGK9DW90X3owRrfMhlhuzGzzZK4rY7tgEjNEE9Djnq1lpoXAE33QoF5APYeB55ozZtHIHWvoJ62j2197JxzmmquY09Tj2TtJO6H8wEPrDhq5bnB4tk3FpkZokPxdmsTm3WRLa98PnybSk9FHYLOjquF7126QdKVf5fP56AUF3eGmiMs6YDSKmcdV0IGmOoehatNabR8bxt0zDVZITclaXHGIPRmhsu/gWX/vBLPHTPHTzvec/j6KN/zM4770xBQUFBQcHfGoWYFxQUFBT8w2Hu3LkcddRRvPnNb+bjH/84n/70p/ntz7/Nbs96Cbsf+K+MzFmHqCuLpPDOHDiy6IHIVOCdgdhananwwZ5t2zsEEVxEO31S3fF5547L21hwzH00QOr9z7mKHSm5Fb5CuC+AZsIYKf4gMmJvvEU92M9DrnU4WrCc5wp9yDHPq8RrE83pwVSPazuWBxlIKnn0KYT/WIzFV1DPtjUy5oELT/pdwTUTL5YAqqqi0+04dRuL9jZ/Y0xql+bnprz6bgjKv//cb2t04655o2NQIKUNCJqmz02X/pLLfvQVHrzzVg466CCO+eF32X333SkoKCgoKPh7oRDzgoK1AMXKXvDPinXWWYcPfOADvOUtb+GjH/0oJ5xwAhf/4EtsvfuT2OEpB7PFLvsgq9QiK9ink/rsiFsgp7mq3LKt52XGbGhf1iahkfxnxyIj1wHtquhZEbjAajNCmmvu0eLtB8nz1PPjDD6CKc/bTdhmQ4ZjyJaibn3+dxotculQiT7ub1u/Y0Vi4/lxQk66NljtC8VlY8W1EjAy1KHX61Ip12t9orY+n9+4YnZA0ziLebDih57lWEtd90G4nuPB4u6d9WidCsIJv47hOjx45y387ldncONFZ7Jy2RL2P+AAjv3219lrr70oKCgoKCj4e6MQ84KCtQDGgjF/fLtHOlZBwd8aCxYs4LjjjuPd7343p556Kl/84hf53kffyux567LDk57FY5/6PNbdaDNiezVfwl0gW7nTwaYe/d/QpucDknsgdbEom81pfJuUZxQ6Fmdr0W4hfPG3pGSnwnB+vtE5Hwi6oUWU2xXWvIItPG9v567n+2VF2El55+1Zi2y8+HPaqX28fBZhnxBIEK7/ucQihKVTVUil6FSKSgmm+hrb9LGiQ61BSUFjRWw/J7BUlSto51qtufm7CvSh+J0n3J7Mx6sSLom1WAFTq1by+9+cxQ0X/JR7br6O+euuy3+++pW86lWvYqeddqKgoKCgoOAfBYWYFxQUFBT802DevHm84Q1v4A1veANXXnklX/rSlzjllFO4+Idf4zHb7cwOTz6Ybfc+gKGR0aRYR7JrkuodBhR2RiJL/pYNhD2px+G/dsZdsjEzhTz2KPcENxDI9s6DOroY+MjPISPPaZ7B5D5wjgwS6dwN0H4/z40PpHywunwcL24bgh4uL1wqibASgaXX69JvNMuXPsTd11/Bb3/+HW64/NcAfOqsGxjpKiYaQz3VuMr3uolrZZxPH2sNWtvYti2tY7bi2TpaY7jrhiv53fk/5pbLf0lT9znwwAP5zIeP5uCDD6bb7VJQUFBQUPCPBmEH5YGCgoJHDa644gp233139nrlicxeuPUaGXP5fTdx8Zdfz+WXX85uu+22RsYsKPhLMDU1xemnn87JJ5/MmWeeSbc3xDZ77c+OTzmYjbfbhWSHdoTZ2DbJC2qz02r9v5GIJ6S2bP73P/L/ngMm8NY70z97uBEGiHRWoM0VgHOb5POJ8QDLNAYeCHgg3QN0O+WVZ8Q/KPzp+K46vPA55VKmnu5NPcmSP9zIdb8+h3O/fVLr2I/bYx+e+IznsXCXp2J7Y4D1lnQTybg1NhXvs/7nrM96K2c/s/evWHw/11/wE67/1U9Ycv9dbLnlVvzHf7yaV7ziFWy00UZ/dLULCgoKCgr+niiKeUHBWoCSY17waEav1+PQQw/l0EMP5c477+QrX/kKJ598Mqce/SMWbLQp2z/pOTz2Sc9m1vz1QGT9wm1OAINSHSqBR5kd/0ES130v80HFOdF7/5Md3CbPubYD78+EaZS5lXdufTk0pVTMq27n0IddU5G8MIYMbF4EQ7tobZ8b7nPbvZDOYi6loJKOmAdb+c2//TXXnnUa1118LnV/illz5/HaI49j532fwRLT9b3YrbOue1u6Df+zYLQr0ufa3tmQUp5MAukE/AeukNutV/yK687/EXdcewlDQ0Mc+qIX8epXv5onPelJ02z3BQUFBQUF/6goxLygoKCg4FGDTTbZhPe85z0cccQRnHfeeZx88smcdtoXueDbJ7L1bvuy3ZOfwxa77EPV6YKQSOFaZ8X88Yy8prxv92FQ1I2ZTtrb4rpFxCJpabx8WxtZZ9xiYKw8Y72d120BpZwX3vhIWaUkjc4LScxMSAcrrE/bLiSpC+H7sQuU7ycupURJAdL1Ue/XjhTfdMm5LL7nDkaGejxxr71YfvfN/PScX/H7pYYr7lzGA00a3FpXLd31MQ/547ltPZu/SGssEFgfGRHAA3+4mevO/xE3XvRzVi1fyp577cURn/sc//qv/8rs2bNnPPeCgoKCgoJ/ZBRiXlCwFqD0MS9Y2yCl5GlPexpPe9rTOP744/nmN7/JySefzOmfeAez581nu70PYKPH7skm2+1Kd3ikxa1DoTeZKda58CqlU9ojdc4qrkXFOpB9r3CHFmLBPh/s8rG4XF6oLXJ6p2pbphP4kHMthfA/G6yxCKnCSfjBwj/eKSBT7ngcTQSngO9BHhVqUEr5nuISKwSVFKy47w4u/N6XeOCePzBcKaTVPGa9eTz+CXuy5dZbc9j/exOrxDC3LV4Uzf+hb3zoIZ6nEOQF9UKrubbk70j8/Xf8njuuuYTbLj+Xu2/+Heuttx6vf+1reNWrXsUOO+zwCO6KgoKCgoKCf1wUYl5QsBZAA3oNEWq9ZoYpKPibYe7cuRx22GEcdthhXHPNNZx88sl873vf45KffBNVVWy8zePY+LFPYNPH7sHCLXdAqCqmL/si45G0hj7mMhSWM664nGtZ5kioy4n27b0G8rjBK8TWugZgwUrvyX/of97KFyfkfAeK7siq9P28rbUgFKpqSfQp2BDI/0y2bh80EDJVVVfKtVJztnUVe4pLLEPji/j6CUfxX+8+ms995D0cdNCzef6//CsbbLwx1sLi8T6X3rGEPyy513eCGCjaFiri+1z/sB4xbzwrmrfsgXu4/eqLuePaS7jrd5exavlSRkdH2X///Tnhox/g2c9+Np1O58+8KwoKCgoKCv6xUIh5QUFBQcFag5122olPfvKTfOITn+Cmm27i7LPP5qyzzuIXPz+VC7/zeYZHZ7Hx9rvxmJ32YLOd9mTuwsc43dq6TtqOyEo8J8YqG/uWCyGRIgXBcqu2hZZqLmySiY1XvkOpt7hPSLDOK7wTcq2Dii9QSqB8rnfID5citESzvl0crkBbJPw2BgwcKXd540LKSNArKdlwTg+s5ZLfXs1FP/gyzdQE/33UR9l/t204c4stue/ee1i40UY8sGKKa+9Zzq2LVlKbmIyfCrgZE6vbm6CWi0TSASZXLucP113G7VdfzJ3XXcpD9/4BKSWPf8ITeNGb38j+++/P3nvvXaqqFxQUFBQ8KlGIeUHBWoBiZS8oaEMIwTbbbMM222zDG97wBpqm4bLLLuOss87i7LPP5vxTPsU5dc3cBQvZZMc92HSnPdlsxz0ZmTPP1YWzxFxr2crb9r9L6QlpRq6FI8zWWpyYbDHaIqxBKRkJq7HG2+hFVLxDRfJQuE1KCRD3UUpgjEFKhfTW84BgmQ/KeAgCmJBT78deMNbFGMukhk3nDbPp3C7rDwsuvfIaLvrGp/jIRz/B9ttuw6yexOqG3XbdFW3hgeWTnH3jgyyfbLIggg8gWAtCupx4Pxfpgw5TkxPc/ftruOOa33DHNRdzzy2/wxrDVlttzb8+/znsv//+PO1pT2Pu3Ll/5buhoKCgoKDg749CzAsK1gKUquwFBQ+PqqrYa6+92GuvvXjve9/LypUrOf/88znrrLM466yz+PFnfgjABptvx+a77MUWO+/Npo/d3eWnB+VZCBptvGLtyHluSxdtpzlYXME2L7nLWHAOWpXoIimfwTJPTGWP1vUQiAtKfaoob7FWxKBA+KdbSeaPdpjVq1hnuMOW681iVk9htWZqcpLvfP1k3n/0Uey6w9ZgDatWTvDR4z7EbXfcwYvf9mF+ct39TGmfJy9JcwWskjGn3RrD/bffyM2XX8BtV1/MH669jKnJCeavuy7777cfB7zzLey///5suummf63LXFBQUFBQ8A+LQswLCgoKCgoGMDY2xkEHHcRBBx0EwL333svZZ5/tre8/59ff/7KvWu4s6ws22pTR2fOYt+4CNnjM5siqx7z1FjJ7/vqooTFmzZlDZ2QWy1eNs3LpQ4zNX5+lD9zDnPnrM2e9jRxxFc5qbgHT1Bx7yM7sse9T2XKrrVFKsf7CDdh2hx3ZfY8n8ocVmrseXMyyxQ8xsWoFs9dZl7pfc/HPvsd6m2/D0JwFNMaw7ubbU1WdqODff/uNzJq7DhvO6bHO/HWZMpJl41P84Y47eOieP7BQTXBpfzkP3Hcft992K6vGV/H8F7yIfffak4ceepCf/OSnfP3rX+OA57+EA5/3Bn6/uO+CdVkRemssk+OrWHTXLSy66zbuuuG33HPTtSy7/y5WrVjG0NAQT3rSk3jN0UdxwAEHsPPOO7cU/oKCgoKCgrURwtpiTC0oeLTiiiuuYPfdd2enl57I2Ppbr5ExV95/E9d8/fVcfvnl7LbbbmtkzIKCfyZYa7n++us566yzuOCCC7jmmmu47bbb6Pf7AIyOjrLJYzZlvfXWY2zWLEbHZtHtdtEGqk6HdddbyD333M38Beux6IH7uO2226mtYGR0FrPW35iheeux3gabcPdN1/LTL30yHnffJz+FJz3pyVx99VUYYxgdHWX+uusxe9Ys7rvvPhCC5zznYO688w/c9+Ai+nXD5b+9kompPtaC1g1bbbUV9cQqqk6HZQ/eh6oqjLFssOFGbLr5lmy84UIWzJ8PWOq65ve/v4FLfnMxE5NTDI2MseFj92DzPQ+grkax1rJyyYMsuvNWHrzrVhbddSuL77qNh+6+laUP3hfnvdFGG7H99tuz++67c8ABB7DPPvswNDT0t75sBQUFBQUF/9AoxLyg4FGMQMwf+28nMrqGiPmq+2/ium8UYl5QkKNpGm677TZuuOEGrr/++vjv9ddfz7JlywBnl998iy3Yeutt2XqbbdnGv7bcamvmzJ3DimXL+f2tt/KHP9zJ/ffeTVVVyE6X5ctXcNcdt3HtVVfwzW//gLnz5rjsc2+BF7EQnCvwVimff24MxthYcE1rAMtXvvIlHnzgAWbNmsVUf4r+1BR3330X9917LwhQqmLBgvXYcutt2HGnnXncrrvzwAP38/sbf8/1v7uea3/3O276/e+5/85bWLVieTy3rbbamh122J7tttuO7bffnu23355tt92WsbGxv8MVKSgoKCgo+OdCIeYFBY9iFGJeUPD3hbWW+++/v0XWw7933XVX3G7DjTZi4cINGBubxdjYGGOzZjF71mzGZo0xa9ZsxsbGGB2bxcjoGLNmzWLenDnMmj2bWbNnMTo6xsjIaCwOZ60j5U1TA4IVq8YZX7mSj330/7d3B61Ng2EAx59sh0K2zEuCmcgOO4x9gCpe9xVE8BOJn0UQQcSj38Mdrcw5GU6aV7Dd1nqYq3NMEBbIXH6/S0raPu31z5vkfRZv37yOb0dHERHx+MnTqO7WMZ1OYnlpObKlLL6nFCmlSM04Umri8/5+7H/ai+Pj44iIKIpiEd3nAb69vR2bm5u2LgOAa3CPOfTALFp8+Fs7Y6AXsiyLuq6jruvY2dn5472maWJ3d3cR6gcHB9E0TYzH49j7+CHe/3p9fu48jv/2Oyurq2cBn6/EdDqNlFI0zThOTk6u/M6rly8iy7IoiiKKooi1tbXF8U5RxP17dTx6+CC2trYWEb6+vn71fugAwLUIc+iB2fz33sptzAKuryiKGA6HMRwO/+nzk8lkEerNpWi/eC6lFIPBYBHal6P74jHPcw9eA4AbQJgDwH9gMBhEVVVRVVXXfwUAaJkwhx6wjzkAANxcwhx6wKXsAABwc7mxDAAAADpkxRx64LTFFfO25gAAAGeEOfTAbB5xOmtniyOXsgMAQLtcyg4AAAAdsmIOPfDj66i1le7p0aidQQAAQEQIc7jVyrKMPM/jy7vnrc7N8zzKsmx1JgAA9FU2n8/dMQq32Gg0isPDw1ZnlmUZGxsbrc4EAIC+EuYAAADQIQ9/AwAAgA4JcwAAAOiQMAcAAIAOCXMAAADokDAHAACADglzAAAA6JAwBwAAgA79BH4eZrVpPObqAAAAAElFTkSuQmCC", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "pca.modeplot()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's have a look at the second mode: " - ] - }, - { - "cell_type": "code", - "execution_count": 271, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "data": { - "text/plain": [ - "(
,\n", - " {'pc': ,\n", - " 'psd': ,\n", - " 'map': {'cb': ,\n", - " 'map': }})" - ] - }, - "execution_count": 271, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "pca.modeplot(index=1)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finally, let's have a look at the third mode:" - ] - }, - { - "cell_type": "code", - "execution_count": 272, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "data": { - "text/plain": [ - "(
,\n", - " {'pc': ,\n", - " 'psd': ,\n", - " 'map': {'cb': ,\n", - " 'map': }})" - ] - }, - "execution_count": 272, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "pca.modeplot(index=2)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "As you can see, the first three modes explain 60% of the variance." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## PCA analysis on the CESM Last Millennium Analysis" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The first step is the calculate precipitation $\\delta^{18}O$ for the all forcing simulations. The following section demonstrates how to get the data from JetStream2 and pre-process each file to save the needed variable and place them into a new `xarray.Dataset`. This process can be time-consuming. \n", - "\n", - "### Get the CESM Last Millennium Ensemble data from JetStream2\n", - "\n", - "Let's open the needed files for this analysis, which consists of various precipitation isotopes. All data have been made available on NSF JetStream2." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "URL = 'https://js2.jetstream-cloud.org:8001/' #Locate and read a file" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "path = f'pythia/cesmLME' # specify data location" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "fs = fsspec.filesystem(\"s3\", anon=True, client_kwargs=dict(endpoint_url=URL)) \n", - "pattern = f's3://{path}/*.nc'\n", - "files = sorted(fs.glob(pattern))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's open relevant files for the all forcing simulations ('LME.002') for the 850-1850 period:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECRC_H216Or.085001-184912.nc',\n", - " 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECRC_H218Or.085001-184912.nc',\n", - " 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECRL_H216OR.085001-184912.nc',\n", - " 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECRL_H218OR.085001-184912.nc',\n", - " 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECSC_H216Os.085001-184912.nc',\n", - " 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECSC_H218Os.085001-184912.nc',\n", - " 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECSL_H216OS.085001-184912.nc',\n", - " 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.PRECSL_H218OS.085001-184912.nc']" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "base_name = 'pythia/cesmLME/b.ie12.B1850C5CN.f19_g16.LME.002.cam.h0.'\n", - "time_period = '085001-184912'\n", - "\n", - "names = [name for name in files if base_name in name and time_period in name]\n", - "\n", - "names" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "fileset = [fs.open(file) for file in names]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Next, let's open these datasets and extract the needed variables into another `xarray.Dataset`. \n", - "\n", - "
\n", - "

Warning

\n", - " Note that this cell may take some time to run!\n", - "
" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CPU times: user 32.4 s, sys: 15.8 s, total: 48.2 s\n", - "Wall time: 6min 19s\n" - ] - } - ], - "source": [ - "%%time\n", - "for idx,item in enumerate(fileset):\n", - " ds_u = xr.open_dataset(item)\n", - " var_name = names[idx].split('.')[-3]\n", - " da = ds_u[var_name]\n", - " try:\n", - " ds[var_name]= da\n", - " except:\n", - " ds = da.to_dataset()\n", - " ds.attrs = ds_u.attrs \n", - " ds_u.close()\n", - " da.close()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "And we're done! Let's have a look at the data we will be working with:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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<xarray.Dataset> Size: 5GB\n",
-       "Dimensions:        (lat: 96, lon: 144, time: 12000)\n",
-       "Coordinates:\n",
-       "  * lat            (lat) float64 768B -90.0 -88.11 -86.21 ... 86.21 88.11 90.0\n",
-       "  * lon            (lon) float64 1kB 0.0 2.5 5.0 7.5 ... 350.0 352.5 355.0 357.5\n",
-       "  * time           (time) object 96kB 0850-02-01 00:00:00 ... 1850-01-01 00:0...\n",
-       "Data variables:\n",
-       "    PRECRC_H216Or  (time, lat, lon) float32 664MB ...\n",
-       "    PRECRC_H218Or  (time, lat, lon) float32 664MB ...\n",
-       "    PRECRL_H216OR  (time, lat, lon) float32 664MB ...\n",
-       "    PRECRL_H218OR  (time, lat, lon) float32 664MB ...\n",
-       "    PRECSC_H216Os  (time, lat, lon) float32 664MB ...\n",
-       "    PRECSC_H218Os  (time, lat, lon) float32 664MB ...\n",
-       "    PRECSL_H216OS  (time, lat, lon) float32 664MB ...\n",
-       "    PRECSL_H218OS  (time, lat, lon) float32 664MB ...\n",
-       "Attributes:\n",
-       "    Conventions:      CF-1.0\n",
-       "    source:           CAM\n",
-       "    case:             b.ie12.B1850C5CN.f19_g16.LME.002\n",
-       "    title:            UNSET\n",
-       "    logname:          tomas\n",
-       "    host:             r1i0n5\n",
-       "    Version:          $Name$\n",
-       "    revision_Id:      $Id$\n",
-       "    initial_file:     b.ie12.B1850CN.f19_g16.850cntl.001.cam.i.0850-01-01-000...\n",
-       "    topography_file:  /glade/p/cesmdata/cseg/inputdata/atm/cam/topo/consisten...
" - ], - "text/plain": [ - " Size: 5GB\n", - "Dimensions: (lat: 96, lon: 144, time: 12000)\n", - "Coordinates:\n", - " * lat (lat) float64 768B -90.0 -88.11 -86.21 ... 86.21 88.11 90.0\n", - " * lon (lon) float64 1kB 0.0 2.5 5.0 7.5 ... 350.0 352.5 355.0 357.5\n", - " * time (time) object 96kB 0850-02-01 00:00:00 ... 1850-01-01 00:0...\n", - "Data variables:\n", - " PRECRC_H216Or (time, lat, lon) float32 664MB ...\n", - " PRECRC_H218Or (time, lat, lon) float32 664MB ...\n", - " PRECRL_H216OR (time, lat, lon) float32 664MB ...\n", - " PRECRL_H218OR (time, lat, lon) float32 664MB ...\n", - " PRECSC_H216Os (time, lat, lon) float32 664MB ...\n", - " PRECSC_H218Os (time, lat, lon) float32 664MB ...\n", - " PRECSL_H216OS (time, lat, lon) float32 664MB ...\n", - " PRECSL_H218OS (time, lat, lon) float32 664MB ...\n", - "Attributes:\n", - " Conventions: CF-1.0\n", - " source: CAM\n", - " case: b.ie12.B1850C5CN.f19_g16.LME.002\n", - " title: UNSET\n", - " logname: tomas\n", - " host: r1i0n5\n", - " Version: $Name$\n", - " revision_Id: $Id$\n", - " initial_file: b.ie12.B1850CN.f19_g16.850cntl.001.cam.i.0850-01-01-000...\n", - " topography_file: /glade/p/cesmdata/cseg/inputdata/atm/cam/topo/consisten..." - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ds" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Select the tropical Central and South America region\n", - "\n", - "Let's look at the region bounded by 27°S-27°N and 70°W-150°W:" - ] - }, - { - "cell_type": "code", - "execution_count": 259, - "metadata": {}, - "outputs": [], - "source": [ - "ds_geo_all = ds.sel(lat=slice(-27,27), lon=slice(250,330))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Since the loading and pre-processing of the files take a long time, let's save a version of this dataset in netCDF for further use:" - ] - }, - { - "cell_type": "code", - "execution_count": 120, - "metadata": {}, - "outputs": [], - "source": [ - "#ds_geo.to_netcdf(path='../data/LME.002.cam.h0.precip_iso.085001-184912.nc')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "For model-data comparison, it might be useful to resample the model data on the proxy scales:" - ] - }, - { - "cell_type": "code", - "execution_count": 273, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The minimum time is: 909.9999999721545\n", - "The maximum time is: 1642.5572719757952\n", - "The resolution is: 19.798845189287587\n" - ] - } - ], - "source": [ - "print(\"The minimum time is: \"+str(np.min(mgs_common.series_list[0].time)))\n", - "print(\"The maximum time is: \"+str(np.max(mgs_common.series_list[0].time)))\n", - "print(\"The resolution is: \"+str(np.mean(np.diff(mgs_common.series_list[0].time))))" - ] - }, - { - "cell_type": "code", - "execution_count": 275, - "metadata": {}, - "outputs": [], - "source": [ - "ds_geo_time = ds_geo_all.sel(time=slice(\"0910-01-01 00:00:00\" ,\"1642-12-01 00:00:00\"))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "And resample to the proxy resolution:" - ] - }, - { - "cell_type": "code", - "execution_count": 276, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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<xarray.Dataset> Size: 1MB\n",
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-       "Coordinates:\n",
-       "  * lat            (lat) float64 224B -25.58 -23.68 -21.79 ... 21.79 23.68 25.58\n",
-       "  * lon            (lon) float64 264B 250.0 252.5 255.0 ... 325.0 327.5 330.0\n",
-       "  * time           (time) object 304B 0910-12-31 00:00:00 ... 1650-12-31 00:0...\n",
-       "Data variables:\n",
-       "    PRECRC_H216Or  (time, lat, lon) float32 140kB 2.702e-08 ... 6.263e-09\n",
-       "    PRECRC_H218Or  (time, lat, lon) float32 140kB 2.691e-08 ... 6.246e-09\n",
-       "    PRECRL_H216OR  (time, lat, lon) float32 140kB 3.247e-09 ... 4.477e-10\n",
-       "    PRECRL_H218OR  (time, lat, lon) float32 140kB 3.215e-09 ... 4.467e-10\n",
-       "    PRECSC_H216Os  (time, lat, lon) float32 140kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n",
-       "    PRECSC_H218Os  (time, lat, lon) float32 140kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n",
-       "    PRECSL_H216OS  (time, lat, lon) float32 140kB 1.908e-16 ... 2.612e-17\n",
-       "    PRECSL_H218OS  (time, lat, lon) float32 140kB 1.823e-16 ... 2.499e-17\n",
-       "Attributes:\n",
-       "    Conventions:      CF-1.0\n",
-       "    source:           CAM\n",
-       "    case:             b.ie12.B1850C5CN.f19_g16.LME.002\n",
-       "    title:            UNSET\n",
-       "    logname:          tomas\n",
-       "    host:             r1i0n5\n",
-       "    Version:          $Name$\n",
-       "    revision_Id:      $Id$\n",
-       "    initial_file:     b.ie12.B1850CN.f19_g16.850cntl.001.cam.i.0850-01-01-000...\n",
-       "    topography_file:  /glade/p/cesmdata/cseg/inputdata/atm/cam/topo/consisten...
" - ], - "text/plain": [ - " Size: 1MB\n", - "Dimensions: (lat: 28, lon: 33, time: 38)\n", - "Coordinates:\n", - " * lat (lat) float64 224B -25.58 -23.68 -21.79 ... 21.79 23.68 25.58\n", - " * lon (lon) float64 264B 250.0 252.5 255.0 ... 325.0 327.5 330.0\n", - " * time (time) object 304B 0910-12-31 00:00:00 ... 1650-12-31 00:0...\n", - "Data variables:\n", - " PRECRC_H216Or (time, lat, lon) float32 140kB 2.702e-08 ... 6.263e-09\n", - " PRECRC_H218Or (time, lat, lon) float32 140kB 2.691e-08 ... 6.246e-09\n", - " PRECRL_H216OR (time, lat, lon) float32 140kB 3.247e-09 ... 4.477e-10\n", - " PRECRL_H218OR (time, lat, lon) float32 140kB 3.215e-09 ... 4.467e-10\n", - " PRECSC_H216Os (time, lat, lon) float32 140kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n", - " PRECSC_H218Os (time, lat, lon) float32 140kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n", - " PRECSL_H216OS (time, lat, lon) float32 140kB 1.908e-16 ... 2.612e-17\n", - " PRECSL_H218OS (time, lat, lon) float32 140kB 1.823e-16 ... 2.499e-17\n", - "Attributes:\n", - " Conventions: CF-1.0\n", - " source: CAM\n", - " case: b.ie12.B1850C5CN.f19_g16.LME.002\n", - " title: UNSET\n", - " logname: tomas\n", - " host: r1i0n5\n", - " Version: $Name$\n", - " revision_Id: $Id$\n", - " initial_file: b.ie12.B1850CN.f19_g16.850cntl.001.cam.i.0850-01-01-000...\n", - " topography_file: /glade/p/cesmdata/cseg/inputdata/atm/cam/topo/consisten..." - ] - }, - "execution_count": 276, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ds_geo = ds_geo_time.resample(time='20A').mean()\n", - "\n", - "ds_geo" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Calculate Precipitation $\\delta^{18}$O" - ] - }, - { - "cell_type": "code", - "execution_count": 277, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CPU times: user 7.05 ms, sys: 9.2 ms, total: 16.3 ms\n", - "Wall time: 20.4 ms\n" - ] - } - ], - "source": [ - "%%time\n", - "p16O = ds_geo['PRECRC_H216Or'] + ds_geo['PRECSC_H216Os'] + ds_geo['PRECRL_H216OR'] + ds_geo['PRECSL_H216OS']\n", - "p18O = ds_geo['PRECRC_H218Or'] + ds_geo['PRECSC_H218Os'] + ds_geo['PRECRL_H218OR'] + ds_geo['PRECSL_H218OS']\n", - "\n", - "p16O = p16O.where(p16O > 1e-18, 1e-18)\n", - "p18O = p18O.where(p18O > 1e-18, 1e-18)\n", - "\n", - "d18Op = (p18O / p16O - 1)*1000" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Run PCA analysis\n", - "\n", - "Let's first standardize the data: " - ] - }, - { - "cell_type": "code", - "execution_count": 278, - "metadata": {}, - "outputs": [], - "source": [ - "d18Oa = (d18Op - d18Op.mean(dim='time'))/d18Op.std(dim='time')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create an EOF solver to do the EOF analysis." - ] - }, - { - "cell_type": "code", - "execution_count": 279, - "metadata": {}, - "outputs": [], - "source": [ - "solver = Eof(d18Oa, weights=None)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Retrieve the leading EOF, expressed as the covariance between the leading PC time series and the input d18O anomalies at each grid point." - ] - }, - { - "cell_type": "code", - "execution_count": 280, - "metadata": {}, - "outputs": [], - "source": [ - "eof1 = solver.eofsAsCovariance(neofs=3)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Plot the leading EOF expressed covariance" - ] - }, - { - "cell_type": "code", - "execution_count": 302, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "clevs = np.linspace(-1, 1, 20)\n", - "proj = ccrs.PlateCarree(central_longitude=290)\n", - "fig, ax = plt.subplots(figsize=[10,4], subplot_kw=dict(projection=proj))\n", - "ax.coastlines()\n", - "eof1[0].plot.contourf(ax=ax, levels = clevs, cmap=plt.cm.RdBu_r,\n", - " transform=ccrs.PlateCarree(), add_colorbar=True)\n", - "fig.axes[1].set_ylabel('')\n", - "fig.axes[1].set_yticks(np.arange(-1,1.2,0.2))\n", - "ax.set_title('EOF1 expressed as covariance', fontsize=16)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's have a look at the first three PCs:" - ] - }, - { - "cell_type": "code", - "execution_count": 282, - "metadata": {}, - "outputs": [], - "source": [ - "pcs = solver.pcs(npcs=3, pcscaling=1)" - ] - }, - { - "cell_type": "code", - "execution_count": 285, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'PC1 Time Series')" - ] - }, - "execution_count": 285, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(figsize=[20,4])\n", - "pcs[:, 0].plot(ax=ax, linewidth=1)\n", - "ax = plt.gca()\n", - "ax.axhline(0, color='k')\n", - "ax.set_ylim(-3, 3)\n", - "ax.set_xlabel('Year')\n", - "ax.set_ylabel('Normalized Units')\n", - "ax.set_title('PC1 Time Series', fontsize=16)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Model-Data Comparison\n", - "\n", - "Let's map the first EOF for the model and data and the first PC." - ] - }, - { - "cell_type": "code", - "execution_count": 345, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Create a figure\n", - "\n", - "fig = plt.figure(figsize=[20,8])\n", - "\n", - "# Define the GridSpec\n", - "gs = gridspec.GridSpec(1, 2, figure=fig)\n", - "\n", - "# Add a geographic map in the first subplot using Cartopy\n", - "\n", - "ax1 = fig.add_subplot(gs[0, 0], projection=ccrs.PlateCarree(central_longitude=290))\n", - "ax1.coastlines() # Add coastlines to the map\n", - "\n", - "# Plot the model results\n", - "norm = Normalize(vmin=-1, vmax=1)\n", - "eof1[0].plot.contourf(ax=ax1, levels = clevs, cmap=plt.cm.RdBu_r,\n", - " transform=ccrs.PlateCarree(), add_colorbar=True, norm=norm)\n", - "ax1.set_title('EOF1 expressed as covariance', fontsize=16)\n", - "fig.axes[1].set_ylabel('')\n", - "fig.axes[1].set_yticks(np.arange(-1,1.2,0.2))\n", - "\n", - "#Now let's scatter the proxy data\n", - "EOF = pca.eigvecs[:, 0]\n", - "ax1.scatter(filtered_df2['lon'],filtered_df2['lat'], c =EOF, cmap=plt.cm.RdBu_r, transform=ccrs.PlateCarree(), norm=norm, s=400, edgecolor='k', linewidth=3)\n", - "\n", - "## Let's plot the PCS!\n", - "PC = pca.pcs[:, 0]\n", - "\n", - "\n", - "ax2 = fig.add_subplot(gs[0, 1:],)\n", - "time_model = np.arange(910,1660,20)\n", - "ts1 = pyleo.Series(time = time_model, value = pcs[:, 0], time_name = 'Years', time_unit = 'CE', value_name='PC1', label = 'CESM-LEM',verbose=False)\n", - "ts2 = pyleo.Series(time = mgs_common.series_list[0].time, value = PC, time_name = 'Years', time_unit = 'CE', value_name='PC1', label = 'Proxy Data', verbose = False)\n", - "ts1.plot(ax=ax2, legend = True)\n", - "ts2.plot(ax=ax2, legend = True)\n", - "ax2.set_ylim([-1,1])\n", - "ax2.legend()\n", - "# Layout adjustments and display the figure\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Summary\n", - "\n", - "In this Cookbook, you learned to run PCA analysis on gridded and point datasets to allow for model-data comparison. Although this was focued on the paleoclimate domain, the technique is broadly applicable to the instrumental era." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Resources and references\n", - "\n", - "### Model Output\n", - "- CESM LME: Otto-Bliesner, B.L., E.C. Brady, J. Fasullo, A. Jahn, L. Landrum, S. Stevenson, N. Rosenbloom, A. Mai, G. Strand. Climate Variability and Change since 850 C.E. : An Ensemble Approach with the Community Earth System Model (CESM), Bulletin of the American Meteorological Society, 735-754 (May 2016 issue)\n", - " \n", - "### Proxy Compilations\n", - "- [Iso2k](https://lipdverse.org/project/iso2k/): Konecky, B. L., McKay, N. P., Churakova (Sidorova), O. V., Comas-Bru, L., Dassié, E. P., DeLong, K. L., Falster, G. M., Fischer, M. J., Jones, M. D., Jonkers, L., Kaufman, D. S., Leduc, G., Managave, S. R., Martrat, B., Opel, T., Orsi, A. J., Partin, J. W., Sayani, H. R., Thomas, E. K., Thompson, D. M., Tyler, J. J., Abram, N. J., Atwood, A. R., Cartapanis, O., Conroy, J. L., Curran, M. A., Dee, S. G., Deininger, M., Divine, D. V., Kern, Z., Porter, T. J., Stevenson, S. L., von Gunten, L., and Iso2k Project Members: The Iso2k database: a global compilation of paleo-δ18O and δ2H records to aid understanding of Common Era climate, Earth Syst. Sci. Data, 12, 2261–2288, [https://doi.org/10.5194/essd-12-2261-2020](https://doi.org/10.5194/essd-12-2261-2020), 2020.\n", - "\n", - "- [PAGES2kTemperature](https://lipdverse.org/project/pages2k/): PAGES2k Consortium. A global multiproxy database for temperature reconstructions of the Common Era. Sci. Data 4:170088 [doi: 10.1038/sdata.2017.88](https://doi.org/10.1038/sdata.2017.88) (2017).\n", - "\n", - "- CoralHydro2k: Walter, R. M., Sayani, H. R., Felis, T., Cobb, K. M., Abram, N. J., Arzey, A. K., Atwood, A. R., Brenner, L. D., Dassié, É. P., DeLong, K. L., Ellis, B., Emile-Geay, J., Fischer, M. J., Goodkin, N. F., Hargreaves, J. A., Kilbourne, K. H., Krawczyk, H., McKay, N. P., Moore, A. L., Murty, S. A., Ong, M. R., Ramos, R. D., Reed, E. V., Samanta, D., Sanchez, S. C., Zinke, J., and the PAGES CoralHydro2k Project Members: The CoralHydro2k database: a global, actively curated compilation of coral δ18O and Sr ∕ Ca proxy records of tropical ocean hydrology and temperature for the Common Era, Earth Syst. Sci. Data, 15, 2081–2116, [https://doi.org/10.5194/essd-15-2081-2023](https://doi.org/10.5194/essd-15-2081-2023), 2023.\n", - "\n", - "- SISAL: omas-Bru, L., Rehfeld, K., Roesch, C., Amirnezhad-Mozhdehi, S., Harrison, S. P., Atsawawaranunt, K., Ahmad, S. M., Brahim, Y. A., Baker, A., Bosomworth, M., Breitenbach, S. F. M., Burstyn, Y., Columbu, A., Deininger, M., Demény, A., Dixon, B., Fohlmeister, J., Hatvani, I. G., Hu, J., Kaushal, N., Kern, Z., Labuhn, I., Lechleitner, F. A., Lorrey, A., Martrat, B., Novello, V. F., Oster, J., Pérez-Mejías, C., Scholz, D., Scroxton, N., Sinha, N., Ward, B. M., Warken, S., Zhang, H., and SISAL Working Group members: SISALv2: a comprehensive speleothem isotope database with multiple age–depth models, Earth Syst. Sci. Data, 12, 2579–2606, [https://doi.org/10.5194/essd-12-2579-2020](https://doi.org/10.5194/essd-12-2579-2020), 2020.\n", - "\n", - "\n", - "### Software\n", - "\n", - "- [xarray](https://docs.xarray.dev/en/stable/): Hoyer, S., & Joseph, H. (2017). xarray: N-D labeled Arrays and Datasets in Python. Journal of Open Research Software, 5(1). https://doi.org/10.5334/jors.148\n", - "\n", - "- [Pyleoclim](https://pyleoclim-util.readthedocs.io/en/latest/):\n", - "\n", - "Khider, D., Emile-Geay, J., Zhu, F., James, A., Landers, J., Ratnakar, V., & Gil, Y. (2022). Pyleoclim: Paleoclimate timeseries analysis and visualization with Python. Paleoceanography and Paleoclimatology, 37, e2022PA004509. [https://doi.org/10.1029/2022PA004509](https://doi.org/10.1029/2022PA004509)\n", - "\n", - "Khider, D., Emile-Geay, J., Zhu, F., James, A., Landers, J., Kwan, M., Athreya, P., McGibbon, R., & Voirol, L. (2024). Pyleoclim: A Python package for the analysis and visualization of paleoclimate data (Version v1.0.0) [Computer software]. https://doi.org/10.5281/zenodo.1205661\n", - "\n", - "- [eofs](https://ajdawson.github.io/eofs/latest/): Dawson, A. (2016) ‘eofs: A Library for EOF Analysis of Meteorological, Oceanographic, and Climate Data’, Journal of Open Research Software, 4(1), p. e14. Available at: [https://doi.org/10.5334/jors.122](https://doi.org/10.5334/jors.122)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "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": "3.11.7" - }, - "nbdime-conflicts": { - "local_diff": [ - { - "diff": [ - { - "diff": [ - { - "key": 0, - "op": "addrange", - "valuelist": [ - "Python 3" - ] - }, - { - "key": 0, - "length": 1, - "op": "removerange" - } - ], - "key": "display_name", - "op": "patch" - } - ], - "key": "kernelspec", - "op": "patch" - } - ], - "remote_diff": [ - { - "diff": [ - { - "diff": [ - { - "key": 0, - "op": "addrange", - "valuelist": [ 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continue; - label.previousElementSibling.checked = true; - } - window.localStorage.setItem("sphinx-design-last-tab", syncId); -} - -document.addEventListener("DOMContentLoaded", ready, false); diff --git a/_preview/4/_static/basic.css b/_preview/4/_static/basic.css deleted file mode 100644 index 2af6139..0000000 --- a/_preview/4/_static/basic.css +++ /dev/null @@ -1,925 +0,0 @@ -/* - * basic.css - * ~~~~~~~~~ - * - * Sphinx stylesheet -- basic theme. - * - * :copyright: Copyright 2007-2024 by the Sphinx team, see AUTHORS. - * :license: BSD, see LICENSE for details. - * - */ - -/* -- main layout ----------------------------------------------------------- */ - -div.clearer { - clear: both; -} - -div.section::after { - display: block; - content: ''; - clear: left; -} - -/* -- relbar ---------------------------------------------------------------- */ - -div.related { - width: 100%; - font-size: 90%; -} - -div.related h3 { - display: none; -} - -div.related ul { - margin: 0; - padding: 0 0 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height: 1.7em; - opacity: 0; - transition: opacity 0.3s, border .3s, background-color .3s; - user-select: none; - padding: 0; - border: none; - outline: none; - border-radius: 0.4em; - /* The colors that GitHub uses */ - border: #1b1f2426 1px solid; - background-color: #f6f8fa; - color: #57606a; -} - -button.copybtn.success { - border-color: #22863a; - color: #22863a; -} - -button.copybtn svg { - stroke: currentColor; - width: 1.5em; - height: 1.5em; - padding: 0.1em; -} - -div.highlight { - position: relative; -} - -/* Show the copybutton */ -.highlight:hover button.copybtn, button.copybtn.success { - opacity: 1; -} - -.highlight button.copybtn:hover { - background-color: rgb(235, 235, 235); -} - -.highlight button.copybtn:active { - background-color: rgb(187, 187, 187); -} - -/** - * A minimal CSS-only tooltip copied from: - * https://codepen.io/mildrenben/pen/rVBrpK - * - * To use, write HTML like the following: - * - *

Short

- */ - .o-tooltip--left { - position: relative; - } - - .o-tooltip--left:after { - opacity: 0; - visibility: hidden; - position: absolute; - content: attr(data-tooltip); - padding: .2em; - font-size: .8em; - left: -.2em; - background: grey; - color: white; - white-space: nowrap; - z-index: 2; - border-radius: 2px; - transform: translateX(-102%) translateY(0); - transition: opacity 0.2s cubic-bezier(0.64, 0.09, 0.08, 1), transform 0.2s cubic-bezier(0.64, 0.09, 0.08, 1); -} - -.o-tooltip--left:hover:after { - display: block; - opacity: 1; - visibility: visible; - transform: translateX(-100%) translateY(0); - transition: opacity 0.2s cubic-bezier(0.64, 0.09, 0.08, 1), transform 0.2s cubic-bezier(0.64, 0.09, 0.08, 1); - transition-delay: .5s; -} - -/* By default the copy button shouldn't show up when printing a page */ -@media print { - button.copybtn { - display: none; - } -} diff --git a/_preview/4/_static/copybutton.js b/_preview/4/_static/copybutton.js deleted file mode 100644 index 2ea7ff3..0000000 --- a/_preview/4/_static/copybutton.js +++ /dev/null @@ -1,248 +0,0 @@ -// Localization support -const messages = { - 'en': { - 'copy': 'Copy', - 'copy_to_clipboard': 'Copy to clipboard', - 'copy_success': 'Copied!', - 'copy_failure': 'Failed to copy', - }, - 'es' : { - 'copy': 'Copiar', - 'copy_to_clipboard': 'Copiar al portapapeles', - 'copy_success': '¡Copiado!', - 'copy_failure': 'Error al copiar', - }, - 'de' : { - 'copy': 'Kopieren', - 'copy_to_clipboard': 'In die Zwischenablage kopieren', - 'copy_success': 'Kopiert!', - 'copy_failure': 'Fehler beim Kopieren', - }, - 'fr' : { - 'copy': 'Copier', - 'copy_to_clipboard': 'Copier dans le presse-papier', - 'copy_success': 'Copié !', - 'copy_failure': 'Échec de la copie', - }, - 'ru': { - 'copy': 'Скопировать', - 'copy_to_clipboard': 'Скопировать в буфер', - 'copy_success': 'Скопировано!', - 'copy_failure': 'Не удалось скопировать', - }, - 'zh-CN': { - 'copy': '复制', - 'copy_to_clipboard': '复制到剪贴板', - 'copy_success': '复制成功!', - 'copy_failure': '复制失败', - }, - 'it' : { - 'copy': 'Copiare', - 'copy_to_clipboard': 'Copiato negli appunti', - 'copy_success': 'Copiato!', - 'copy_failure': 'Errore durante la copia', - } -} - -let locale = 'en' -if( document.documentElement.lang !== undefined - && messages[document.documentElement.lang] !== undefined ) { - locale = document.documentElement.lang -} - -let doc_url_root = DOCUMENTATION_OPTIONS.URL_ROOT; -if (doc_url_root == '#') { - doc_url_root = ''; -} - -/** - * SVG files for our copy buttons - */ -let iconCheck = ` - ${messages[locale]['copy_success']} - - -` - -// If the user specified their own SVG use that, otherwise use the default -let iconCopy = ``; -if (!iconCopy) { - iconCopy = ` - ${messages[locale]['copy_to_clipboard']} - - - -` -} - -/** - * Set up copy/paste for code blocks - */ - -const runWhenDOMLoaded = cb => { - if (document.readyState != 'loading') { - cb() - } else if (document.addEventListener) { - document.addEventListener('DOMContentLoaded', cb) - } else { - document.attachEvent('onreadystatechange', function() { - if (document.readyState == 'complete') cb() - }) - } -} - -const codeCellId = index => `codecell${index}` - -// Clears selected text since ClipboardJS will select the text when copying -const clearSelection = () => { - if (window.getSelection) { - window.getSelection().removeAllRanges() - } else if (document.selection) { - document.selection.empty() - } -} - -// Changes tooltip text for a moment, then changes it back -// We want the timeout of our `success` class to be a bit shorter than the -// tooltip and icon change, so that we can hide the icon before changing back. -var timeoutIcon = 2000; -var timeoutSuccessClass = 1500; - -const temporarilyChangeTooltip = (el, oldText, newText) => { - el.setAttribute('data-tooltip', newText) - el.classList.add('success') - // Remove success a little bit sooner than we change the tooltip - // So that we can use CSS to hide the copybutton first - setTimeout(() => el.classList.remove('success'), timeoutSuccessClass) - setTimeout(() => el.setAttribute('data-tooltip', oldText), timeoutIcon) -} - -// Changes the copy button icon for two seconds, then changes it back -const temporarilyChangeIcon = (el) => { - el.innerHTML = iconCheck; - setTimeout(() => {el.innerHTML = iconCopy}, timeoutIcon) -} - -const addCopyButtonToCodeCells = () => { - // If ClipboardJS hasn't loaded, wait a bit and try again. This - // happens because we load ClipboardJS asynchronously. - if (window.ClipboardJS === undefined) { - setTimeout(addCopyButtonToCodeCells, 250) - return - } - - // Add copybuttons to all of our code cells - const COPYBUTTON_SELECTOR = 'div.highlight pre'; - const codeCells = document.querySelectorAll(COPYBUTTON_SELECTOR) - codeCells.forEach((codeCell, index) => { - const id = codeCellId(index) - codeCell.setAttribute('id', id) - - const clipboardButton = id => - `` - codeCell.insertAdjacentHTML('afterend', clipboardButton(id)) - }) - -function escapeRegExp(string) { - return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string -} - -/** - * Removes excluded text from a Node. - * - * @param {Node} target Node to filter. - * @param {string} exclude CSS selector of nodes to exclude. - * @returns {DOMString} Text from `target` with text removed. - */ -function filterText(target, exclude) { - const clone = target.cloneNode(true); // clone as to not modify the live DOM - if (exclude) { - // remove excluded nodes - clone.querySelectorAll(exclude).forEach(node => node.remove()); - } - return clone.innerText; -} - -// Callback when a copy button is clicked. Will be passed the node that was clicked -// should then grab the text and replace pieces of text that shouldn't be used in output -function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true, copyEmptyLines = true, lineContinuationChar = "", hereDocDelim = "") { - var regexp; - var match; - - // Do we check for line continuation characters and "HERE-documents"? - var useLineCont = !!lineContinuationChar - var useHereDoc = !!hereDocDelim - - // create regexp to capture prompt and remaining line - if (isRegexp) { - regexp = new RegExp('^(' + copybuttonPromptText + ')(.*)') - } else { - regexp = new RegExp('^(' + escapeRegExp(copybuttonPromptText) + ')(.*)') - } - - const outputLines = []; - var promptFound = false; - var gotLineCont = false; - var gotHereDoc = false; - const lineGotPrompt = []; - for (const line of textContent.split('\n')) { - match = line.match(regexp) - if (match || gotLineCont || gotHereDoc) { - promptFound = regexp.test(line) - lineGotPrompt.push(promptFound) - if (removePrompts && promptFound) { - outputLines.push(match[2]) - } else { - outputLines.push(line) - } - gotLineCont = line.endsWith(lineContinuationChar) & useLineCont - if (line.includes(hereDocDelim) & useHereDoc) - gotHereDoc = !gotHereDoc - } else if (!onlyCopyPromptLines) { - outputLines.push(line) - } else if (copyEmptyLines && line.trim() === '') { - outputLines.push(line) - } - } - - // If no lines with the prompt were found then just use original lines - if (lineGotPrompt.some(v => v === true)) { - textContent = outputLines.join('\n'); - } - - // Remove a trailing newline to avoid auto-running when pasting - if (textContent.endsWith("\n")) { - textContent = textContent.slice(0, -1) - } - return textContent -} - - -var copyTargetText = (trigger) => { - var target = document.querySelector(trigger.attributes['data-clipboard-target'].value); - - // get filtered text - let exclude = '.linenos'; - - let text = filterText(target, exclude); - return formatCopyText(text, '', false, true, true, true, '', '') -} - - // Initialize with a callback so we can modify the text before copy - const clipboard = new ClipboardJS('.copybtn', {text: copyTargetText}) - - // Update UI with error/success messages - clipboard.on('success', event => { - clearSelection() - temporarilyChangeTooltip(event.trigger, messages[locale]['copy'], messages[locale]['copy_success']) - temporarilyChangeIcon(event.trigger) - }) - - clipboard.on('error', event => { - temporarilyChangeTooltip(event.trigger, messages[locale]['copy'], messages[locale]['copy_failure']) - }) -} - -runWhenDOMLoaded(addCopyButtonToCodeCells) \ No newline at end of file diff --git a/_preview/4/_static/copybutton_funcs.js b/_preview/4/_static/copybutton_funcs.js deleted file mode 100644 index dbe1aaa..0000000 --- a/_preview/4/_static/copybutton_funcs.js +++ /dev/null @@ -1,73 +0,0 @@ -function escapeRegExp(string) { - return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string -} - -/** - * Removes excluded text from a Node. - * - * @param {Node} target Node to filter. - * @param {string} exclude CSS selector of nodes to exclude. - * @returns {DOMString} Text from `target` with text removed. - */ -export function filterText(target, exclude) { - const clone = target.cloneNode(true); // clone as to not modify the live DOM - if (exclude) { - // remove excluded nodes - clone.querySelectorAll(exclude).forEach(node => node.remove()); - } - return clone.innerText; -} - -// Callback when a copy button is clicked. Will be passed the node that was clicked -// should then grab the text and replace pieces of text that shouldn't be used in output -export function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true, copyEmptyLines = true, lineContinuationChar = "", hereDocDelim = "") { - var regexp; - var match; - - // Do we check for line continuation characters and "HERE-documents"? - var useLineCont = !!lineContinuationChar - var useHereDoc = !!hereDocDelim - - // create regexp to capture prompt and remaining line - if (isRegexp) { - regexp = new RegExp('^(' + copybuttonPromptText + ')(.*)') - } else { - regexp = new RegExp('^(' + escapeRegExp(copybuttonPromptText) + ')(.*)') - } - - const outputLines = []; - var promptFound = false; - var gotLineCont = false; - var gotHereDoc = false; - const lineGotPrompt = []; - for (const line of textContent.split('\n')) { - match = line.match(regexp) - if (match || gotLineCont || gotHereDoc) { - promptFound = regexp.test(line) - lineGotPrompt.push(promptFound) - if (removePrompts && promptFound) { - outputLines.push(match[2]) - } else { - outputLines.push(line) - } - gotLineCont = line.endsWith(lineContinuationChar) & useLineCont - if (line.includes(hereDocDelim) & useHereDoc) - gotHereDoc = !gotHereDoc - } else if (!onlyCopyPromptLines) { - outputLines.push(line) - } else if (copyEmptyLines && line.trim() === '') { - outputLines.push(line) - } - } - - // If no lines with the prompt were found then just use original lines - if (lineGotPrompt.some(v => v === true)) { - textContent = outputLines.join('\n'); - } - - // Remove a trailing newline to avoid auto-running when pasting - if (textContent.endsWith("\n")) { - textContent = textContent.slice(0, -1) - } - return textContent -} diff --git a/_preview/4/_static/custom.css b/_preview/4/_static/custom.css deleted file mode 100644 index 59f4313..0000000 --- a/_preview/4/_static/custom.css +++ /dev/null @@ -1,6 +0,0 @@ -.bd-main 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label.previousElementSibling.checked = true; - } - window.localStorage.setItem("sphinx-design-last-tab", syncId); -} - -document.addEventListener("DOMContentLoaded", ready, false); diff --git a/_preview/4/_static/doctools.js b/_preview/4/_static/doctools.js deleted file mode 100644 index 4d67807..0000000 --- a/_preview/4/_static/doctools.js +++ /dev/null @@ -1,156 +0,0 @@ -/* - * doctools.js - * ~~~~~~~~~~~ - * - * Base JavaScript utilities for all Sphinx HTML documentation. - * - * :copyright: Copyright 2007-2024 by the Sphinx team, see AUTHORS. - * :license: BSD, see LICENSE for details. - * - */ -"use strict"; - -const BLACKLISTED_KEY_CONTROL_ELEMENTS = new Set([ - "TEXTAREA", - "INPUT", - "SELECT", - "BUTTON", -]); - -const _ready = (callback) => { - if (document.readyState !== "loading") { - callback(); - } else { - document.addEventListener("DOMContentLoaded", callback); - } -}; - -/** - * Small JavaScript module for the documentation. - */ -const Documentation = { - init: () => { - Documentation.initDomainIndexTable(); - Documentation.initOnKeyListeners(); - }, - - /** - * i18n support - */ - TRANSLATIONS: {}, - PLURAL_EXPR: (n) => (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: (string) => { - const translated = Documentation.TRANSLATIONS[string]; - switch (typeof translated) { - case "undefined": - return string; // no translation - case "string": - return translated; // translation exists - default: - return translated[0]; // (singular, plural) translation tuple exists - } - }, - - ngettext: (singular, plural, n) => { - const translated = Documentation.TRANSLATIONS[singular]; - if (typeof translated !== "undefined") - return translated[Documentation.PLURAL_EXPR(n)]; - return n === 1 ? singular : plural; - }, - - addTranslations: (catalog) => { - Object.assign(Documentation.TRANSLATIONS, catalog.messages); - Documentation.PLURAL_EXPR = new Function( - "n", - `return (${catalog.plural_expr})` - ); - Documentation.LOCALE = catalog.locale; - }, - - /** - * helper function to focus on search bar - */ - focusSearchBar: () => { - document.querySelectorAll("input[name=q]")[0]?.focus(); - }, - - /** - * Initialise the domain index toggle buttons - */ - initDomainIndexTable: () => { - const toggler = (el) => { - const idNumber = el.id.substr(7); - const toggledRows = document.querySelectorAll(`tr.cg-${idNumber}`); - if (el.src.substr(-9) === "minus.png") { - el.src = `${el.src.substr(0, el.src.length - 9)}plus.png`; - toggledRows.forEach((el) => (el.style.display = "none")); - } else { - el.src = `${el.src.substr(0, el.src.length - 8)}minus.png`; - toggledRows.forEach((el) => (el.style.display = "")); - } - }; - - const togglerElements = document.querySelectorAll("img.toggler"); - togglerElements.forEach((el) => - el.addEventListener("click", (event) => toggler(event.currentTarget)) - ); - togglerElements.forEach((el) => (el.style.display = "")); - if (DOCUMENTATION_OPTIONS.COLLAPSE_INDEX) togglerElements.forEach(toggler); - }, - - initOnKeyListeners: () => { - // only install a listener if it is really needed - if ( - !DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS && - !DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS - ) - return; - - document.addEventListener("keydown", (event) => { - // bail for input elements - if (BLACKLISTED_KEY_CONTROL_ELEMENTS.has(document.activeElement.tagName)) return; - // bail with special keys - if (event.altKey || event.ctrlKey || event.metaKey) return; - - if (!event.shiftKey) { - switch (event.key) { - case "ArrowLeft": - if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; - - const prevLink = document.querySelector('link[rel="prev"]'); - if (prevLink && prevLink.href) { - window.location.href = prevLink.href; - event.preventDefault(); - } - break; - case "ArrowRight": - if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; - - const nextLink = document.querySelector('link[rel="next"]'); - if (nextLink && nextLink.href) { - window.location.href = nextLink.href; - event.preventDefault(); - } - break; - } - } - - // some keyboard layouts may need Shift to get / - switch (event.key) { - case "/": - if (!DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) break; - Documentation.focusSearchBar(); - event.preventDefault(); - } - }); - }, -}; - -// quick alias for translations -const _ = Documentation.gettext; - -_ready(Documentation.init); diff --git a/_preview/4/_static/documentation_options.js b/_preview/4/_static/documentation_options.js deleted file mode 100644 index dab586c..0000000 --- a/_preview/4/_static/documentation_options.js +++ /dev/null @@ -1,13 +0,0 @@ -const DOCUMENTATION_OPTIONS = { - VERSION: '', - LANGUAGE: 'en', - COLLAPSE_INDEX: false, - BUILDER: 'html', - FILE_SUFFIX: '.html', - LINK_SUFFIX: '.html', - HAS_SOURCE: true, - SOURCELINK_SUFFIX: '', - NAVIGATION_WITH_KEYS: false, - SHOW_SEARCH_SUMMARY: true, 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+++ /dev/null @@ -1 +0,0 @@ -logo_jupyterhubHub diff --git a/_preview/4/_static/language_data.js b/_preview/4/_static/language_data.js deleted file mode 100644 index 367b8ed..0000000 --- a/_preview/4/_static/language_data.js +++ /dev/null @@ -1,199 +0,0 @@ -/* - * language_data.js - * ~~~~~~~~~~~~~~~~ - * - * This script contains the language-specific data used by searchtools.js, - * namely the list of stopwords, stemmer, scorer and splitter. - * - * :copyright: Copyright 2007-2024 by the Sphinx team, see AUTHORS. - * :license: BSD, see LICENSE for details. - * - */ - -var stopwords = ["a", "and", "are", "as", "at", "be", "but", "by", "for", "if", "in", "into", "is", "it", "near", "no", "not", "of", "on", "or", "such", "that", "the", "their", "then", "there", "these", "they", "this", "to", "was", "will", "with"]; - - -/* Non-minified version is copied as a separate JS file, if available */ - -/** - * Porter Stemmer - */ -var Stemmer = function() { - - var step2list = { - ational: 'ate', - tional: 'tion', - enci: 'ence', - anci: 'ance', - izer: 'ize', - bli: 'ble', - alli: 'al', - entli: 'ent', - eli: 'e', - ousli: 'ous', - ization: 'ize', - ation: 'ate', - ator: 'ate', - alism: 'al', - iveness: 'ive', - fulness: 'ful', - ousness: 'ous', - aliti: 'al', - iviti: 'ive', - biliti: 'ble', - logi: 'log' - }; - - var step3list = { - icate: 'ic', - ative: '', - alize: 'al', - iciti: 'ic', - ical: 'ic', - ful: '', - ness: '' - }; - - var c = "[^aeiou]"; // consonant - var v = "[aeiouy]"; // vowel - var C = c + "[^aeiouy]*"; // consonant sequence - var V = v + "[aeiou]*"; // vowel sequence - - var mgr0 = "^(" + C + ")?" + V + C; // [C]VC... is m>0 - var meq1 = "^(" + C + ")?" + V + C + "(" + V + ")?$"; // [C]VC[V] is m=1 - var mgr1 = "^(" + C + ")?" + V + C + V + C; // [C]VCVC... is m>1 - var s_v = "^(" + C + ")?" + v; // vowel in stem - - this.stemWord = function (w) { - var stem; - var suffix; - var firstch; - var origword = w; - - if (w.length < 3) - return w; - - var re; - var re2; - var re3; - var re4; - - firstch = w.substr(0,1); - if (firstch == "y") - w = firstch.toUpperCase() + w.substr(1); - - // Step 1a - re = /^(.+?)(ss|i)es$/; - re2 = /^(.+?)([^s])s$/; - - if (re.test(w)) - w = w.replace(re,"$1$2"); - else if (re2.test(w)) - w = w.replace(re2,"$1$2"); - - // Step 1b - re = /^(.+?)eed$/; - re2 = /^(.+?)(ed|ing)$/; - if (re.test(w)) { - var fp = re.exec(w); - re = new RegExp(mgr0); - if (re.test(fp[1])) { - re = /.$/; - w = w.replace(re,""); - } - } - else if (re2.test(w)) { - var fp = re2.exec(w); - stem = fp[1]; - re2 = new RegExp(s_v); - if (re2.test(stem)) { - w = stem; - re2 = /(at|bl|iz)$/; - re3 = new RegExp("([^aeiouylsz])\\1$"); - re4 = new RegExp("^" + C + v + "[^aeiouwxy]$"); - if (re2.test(w)) - w = w + "e"; - else if (re3.test(w)) { - re = /.$/; - w = w.replace(re,""); - } - else if (re4.test(w)) - w = w + "e"; - } - } - - // Step 1c - re = /^(.+?)y$/; - if (re.test(w)) { - var fp = re.exec(w); - stem = fp[1]; - re = new RegExp(s_v); - if (re.test(stem)) - w = stem + "i"; - } - - // Step 2 - re = /^(.+?)(ational|tional|enci|anci|izer|bli|alli|entli|eli|ousli|ization|ation|ator|alism|iveness|fulness|ousness|aliti|iviti|biliti|logi)$/; - if (re.test(w)) { - var fp = re.exec(w); - stem = fp[1]; - suffix = fp[2]; - re = new RegExp(mgr0); - if (re.test(stem)) - w = stem + step2list[suffix]; - } - - // Step 3 - re = /^(.+?)(icate|ative|alize|iciti|ical|ful|ness)$/; - if (re.test(w)) { - var fp = re.exec(w); - stem = fp[1]; - suffix = fp[2]; - re = new RegExp(mgr0); - if (re.test(stem)) - w = stem + step3list[suffix]; - } - - // Step 4 - re = /^(.+?)(al|ance|ence|er|ic|able|ible|ant|ement|ment|ent|ou|ism|ate|iti|ous|ive|ize)$/; - re2 = /^(.+?)(s|t)(ion)$/; - if (re.test(w)) { - var fp = re.exec(w); - stem = fp[1]; - re = new RegExp(mgr1); - if (re.test(stem)) - w = stem; - } - else if (re2.test(w)) { - var fp = re2.exec(w); - stem = fp[1] + fp[2]; - re2 = new RegExp(mgr1); - if (re2.test(stem)) - w = stem; - } - - // Step 5 - re = /^(.+?)e$/; - if (re.test(w)) { - var fp = re.exec(w); - stem = fp[1]; - re = new RegExp(mgr1); - re2 = new RegExp(meq1); - re3 = new RegExp("^" + C + v + "[^aeiouwxy]$"); - if (re.test(stem) || (re2.test(stem) && !(re3.test(stem)))) - w = stem; - } - re = /ll$/; - re2 = new RegExp(mgr1); - if (re.test(w) && re2.test(w)) { - re = /.$/; - w = w.replace(re,""); - } - - // and turn initial Y back to y - if (firstch == "y") - w = firstch.toLowerCase() + w.substr(1); - return w; - } -} - diff --git a/_preview/4/_static/locales/ar/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/ar/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 15541a6a375f93efed3f410c2f892174ba91aaa0..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1541 zcmZvaJ!}+56vrn40$lhsA5n;v39lh z&UUPnK|(?lfROD&7suGxxK0yMQ@o*|gesy+5vu&(?mBh?qn-WTn|=G<|NZw~b#1&Y zus*}?#(shQ752{`;fA&4V5qyTPS`e-!60i}(%5{r(0^;D!zP`#V66yFspV7<>kvF5*86z5`j$ z=8ez}?gu^a8}Li;DtHLIQScsk0P*i2&-V)CK7WC%Q*07qAJ7GU4juvd{a%p0tQWim zeu4N7$oY#!{2XK-Ul-?ZLAIP{VE@?5Oee^5uV0WLc46~8yjT}6*2P}4uiOhI#i!V; zXZ>RTx%Xyl*phu;(K~`m+PV^FjkZeL1V5sYI1K7moHI9c!}v9+ja5U&{2;G|4YhWh zm^7}c{~g+Tn8?Tvl<2F47Nu9i{l>4L9=6uy?FAD0FiY3w(=eiIKTWvQbqOe&{(Wd5^qM9YH}dGcsaNzja& zq-k29Wt#nO;9At7wwrWQc-|J&abpO^Bu%@f8>dB@7kE5QPu!GiO4q{asH8bJN^P3Y zvv7uYJM=8C@P0OzYSB}gLot+ZNt#(-bAo@Zj6?Yfp?anYnoPQR?;I# z{we#%LHPn31obOfkF`-+I9KUX>gUj zW@~ diff --git a/_preview/4/_static/locales/ar/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ar/LC_MESSAGES/booktheme.po deleted file mode 100644 index 34d404c..0000000 --- a/_preview/4/_static/locales/ar/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ar\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "طباعة إلى PDF" - -msgid "Theme by the" -msgstr "موضوع بواسطة" - -msgid "Download source file" -msgstr "تنزيل ملف المصدر" - -msgid "open issue" -msgstr "قضية مفتوحة" - -msgid "Contents" -msgstr "محتويات" - -msgid "previous page" -msgstr "الصفحة السابقة" - -msgid "Download notebook file" -msgstr "تنزيل ملف دفتر الملاحظات" - -msgid "Copyright" -msgstr "حقوق النشر" - -msgid "Download this page" -msgstr "قم بتنزيل هذه الصفحة" - -msgid "Source repository" -msgstr "مستودع المصدر" - -msgid "By" -msgstr "بواسطة" - -msgid "repository" -msgstr "مخزن" - -msgid "Last updated on" -msgstr "آخر تحديث في" - -msgid "Toggle navigation" -msgstr "تبديل التنقل" - -msgid "Sphinx Book Theme" -msgstr "موضوع كتاب أبو الهول" - -msgid "suggest edit" -msgstr "أقترح تحرير" - -msgid "Open an issue" -msgstr "افتح قضية" - -msgid "Launch" -msgstr "إطلاق" - -msgid "Fullscreen mode" -msgstr "وضع ملء الشاشة" - -msgid "Edit this page" -msgstr "قم بتحرير هذه الصفحة" - -msgid "By the" -msgstr "بواسطة" - -msgid "next page" -msgstr "الصفحة التالية" diff --git a/_preview/4/_static/locales/bg/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/bg/LC_MESSAGES/booktheme.mo deleted file mode 100644 index da95120037f8d7c52ad1f166a7682ea55ca47a01..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1708 zcmaKqOKcQJ5QaOv0vkhkhC?jT2nh&cNkBwFYxY90B_t3AOpcMpyUpy7b@wpSL+}lZ zc_s=RKte*|C2`<_7URcy7jLdPR->G9h;qvTamgjhjlX8bj}R-P?fIs=y6dm{dw*ZQ z?5@DG8KWEHSBxzfKYoB0o|Q|4z)!5gYX#T^t^_xLtH5sX6L34Y5iEo2!IR(`P=OzV zHs>hFdG3I#!TVqr_zYYJPUie2U;izi{|U0*KVSh|x->h#2IP4+$a!{vO>jTB41AmO zFOci|8~haPLhws)C%7B@Hs=rEKFpioR`3nD2VA{8JAV*le@=j0?>TT6cp2OVJ_ot4 z*WiBe50LY0LeuQ=S0K-igY45ea0fUFvgOv1JgO3NWrRpO`@TbYDa&#J04 z8uLU~YT|f^4W5=k94AWjM}bBXBl{2ciBp+gq(T!1)p!vCDOMX z%z7FyzF${Td*=h+vjIf3x?r>F4C`bfVWiFnCdtcQkUma)U!h8cPEd+Dt17m5q+0w& zMKQ9KWTsza{bH(IICkV%?|gjko-YcyvBiPmP?e-b0iTC;FVH=*QuCr%+4AXuzT$!T zeUYc*Gb$?f>WZlb+AqligMlp^^|YVB*ODCc3;p#Z^6JGt6Ai^Bsl#*{m-qF^?6bU6 z%dKU(_p_dYpa*V5&_n77dhBk}xVz~t(j+x#hMF`X=r)bH5$d>$?h>`ABk5bs2r;-dTfq#Q2#?t@q|9teP3*uNPWy^ACfqd~8<8}Y{+a1%CJzCK zxEruG6KALRIVJ-U$3Yy!~NpG7AK|w8QyPuG1485SvTmo%i zrHNb3JL61fEcXDLQBPwL`;mLLOPayeL#0F0B5ju4Yr5-c6aTq5cjf(V=MS}!0~aLI KlK*|VZ0$SA#iddJ diff --git a/_preview/4/_static/locales/bg/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/bg/LC_MESSAGES/booktheme.po deleted file mode 100644 index 7420c19..0000000 --- a/_preview/4/_static/locales/bg/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: bg\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Печат в PDF" - -msgid "Theme by the" -msgstr "Тема от" - -msgid "Download source file" -msgstr "Изтеглете изходния файл" - -msgid "open issue" -msgstr "отворен брой" - -msgid "Contents" -msgstr "Съдържание" - -msgid "previous page" -msgstr "предишна страница" - -msgid "Download notebook file" -msgstr "Изтеглете файла на бележника" - -msgid "Copyright" -msgstr "Авторско право" - -msgid "Download this page" -msgstr "Изтеглете тази страница" - -msgid "Source repository" -msgstr "Хранилище на източника" - -msgid "By" -msgstr "От" - -msgid "repository" -msgstr "хранилище" - -msgid "Last updated on" -msgstr "Последна актуализация на" - -msgid "Toggle navigation" -msgstr "Превключване на навигацията" - -msgid "Sphinx Book Theme" -msgstr "Тема на книгата Sphinx" - -msgid "suggest edit" -msgstr "предложи редактиране" - -msgid "Open an issue" -msgstr "Отворете проблем" - -msgid "Launch" -msgstr "Стартиране" - -msgid "Fullscreen mode" -msgstr "Режим на цял екран" - -msgid "Edit this page" -msgstr "Редактирайте тази страница" - -msgid "By the" -msgstr "По" - -msgid "next page" -msgstr "Следваща страница" diff --git a/_preview/4/_static/locales/bn/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/bn/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 6b96639b726a2fa959a6419b6f8b7e0dfcce33ae..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1646 zcmbV~&5IOA7>8S2xE{WN>)mqrjbP_+ zD|`%n|9`+8@Gtlc{Cs5;eF=|2zkdOGUHYZ{3U0$*$xxrd?Ipj1NbvXay{#>+)sQwK zLc@BGr=Q8s@3s2pVyti%e$UVEm)Gmv@K$Kxb@iIkGQ)QH3Dc6%KAm>6q}ejje*L3r z>$oA5HgZzyAH?ybE$6p$-O1{5(WYr7xk%%tj7A!XA>+Uti*qA7X(KkWA+(Cd;*P4f zqC=@vB32^F^Nx(hvqTZ3#rXcw=x~uglc~-VqqA;wIBg~Bl-TQgnP|xqG73*IS+qW( zo6WWqDn6MsW0O!s$y282M*BKNku;Mh6WuA>9MAOkvTmve8r7pR%ZaLqqE6Ml~R{3$6RYz1^ zHxkvXiQSWlsf@*{*+H+Gm{gVVb|;J5)lr?D$ZJBS!OVxh8WP3p@HQnr8y3617^+0h zTGzYm>~GFKb#|8L(pyu`-gfp`;o|IhXQy$z<$9NR^WnYI&Q1wu?}S90&tc32?JEMg4wtZV(;LB0u<-^*y2)npB|JLL@f}SDrcO%Hi&xc%8I{oPgE$%7j?Kgl1>Fz ze@F9IjWZ|r@GsvuUE*t^AN05zoTs2{kFZmI~m25V-8`&>S^dPTx z$^cEyl^jJ+?oOKAsWhagj`qI>dC8~bzq_0hZSgC)LsF@U6+9F=tR`Ky;!WHMs_vF; z;&hv=3*2(}kGreju(wh1_KV>qMpKtu5HHORr>y#KY7MM6T^uJ&R^K(T 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zxu;CEAr^xgZM{%PrEqqD`$N&!KBKt)RPHp%tyA?Xw}`Se37c!8k8_eTqth`htw3AZ zm~1S1a92z`@RU9C@Xu~NJj63$#L LZS{&p7>oY^Ev$2? diff --git a/_preview/4/_static/locales/cs/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/cs/LC_MESSAGES/booktheme.po deleted file mode 100644 index c6ef469..0000000 --- a/_preview/4/_static/locales/cs/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: cs\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Tisk do PDF" - -msgid "Theme by the" -msgstr "Téma od" - -msgid "Download source file" -msgstr "Stáhněte si zdrojový soubor" - -msgid "open issue" -msgstr "otevřené číslo" - -msgid "Contents" -msgstr "Obsah" - -msgid "previous page" -msgstr "předchozí stránka" - -msgid "Download notebook file" -msgstr "Stáhnout soubor poznámkového bloku" - -msgid "Copyright" -msgstr "autorská práva" - -msgid "Download this page" -msgstr "Stáhněte si tuto stránku" - -msgid "Source repository" -msgstr "Zdrojové úložiště" - -msgid "By" -msgstr "Podle" - -msgid "repository" -msgstr "úložiště" - -msgid "Last updated on" -msgstr "Naposledy aktualizováno" - -msgid "Toggle navigation" -msgstr "Přepnout navigaci" - -msgid "Sphinx Book Theme" -msgstr "Téma knihy Sfinga" - -msgid "suggest edit" -msgstr "navrhnout úpravy" - -msgid "Open an issue" -msgstr "Otevřete problém" - -msgid "Launch" -msgstr "Zahájení" - -msgid "Fullscreen mode" -msgstr "Režim celé obrazovky" - -msgid "Edit this page" -msgstr "Upravit tuto stránku" - -msgid "By the" -msgstr "Podle" - -msgid "next page" -msgstr "další strana" diff --git a/_preview/4/_static/locales/da/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/da/LC_MESSAGES/booktheme.mo deleted file mode 100644 index f43157d70c63ff21b4385dc36cb73f5b14eb6b01..0000000000000000000000000000000000000000 GIT binary patch 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"Download notebook file" -msgstr "Notebook-Datei herunterladen" - -msgid "Copyright" -msgstr "Urheberrechte ©" - -msgid "Download this page" -msgstr "Laden Sie diese Seite herunter" - -msgid "Source repository" -msgstr "Quell-Repository" - -msgid "By" -msgstr "Durch" - -msgid "repository" -msgstr "Repository" - -msgid "Last updated on" -msgstr "Zuletzt aktualisiert am" - -msgid "Toggle navigation" -msgstr "Navigation umschalten" - -msgid "Sphinx Book Theme" -msgstr "Sphinx-Buch-Thema" - -msgid "suggest edit" -msgstr "vorschlagen zu bearbeiten" - -msgid "Open an issue" -msgstr "Öffnen Sie ein Problem" - -msgid "Launch" -msgstr "Starten" - -msgid "Fullscreen mode" -msgstr "Vollbildmodus" - -msgid "Edit this page" -msgstr "Bearbeite diese Seite" - -msgid "By the" -msgstr "Bis zum" - -msgid "next page" -msgstr "Nächste Seite" diff --git a/_preview/4/_static/locales/el/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/el/LC_MESSAGES/booktheme.mo deleted file mode 100644 index fca6e9355f314677f2890f5679fd79dd67a7a5a2..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1722 zcmZ{iPiS047{Euewt4U5n=fkKPHMz8X+JKcS{dGGPw+nU_c zCZPt>L)D-XMN9P{m<`*yO}BBoS3#I}@#Mj)Cp~!cBL2SFE!h-0?96ZHoA3Yk{@Ax; zMX{b{53_$`KhIu%fP=N`L8bVq-5d|WJ#ZJ?4|l_1_!N8@J_(C(AAASyg$6zb(>@oV z`1uSz3RmGC_yc?b-t6<2zWn$8{ZAG}N=-3*|lx#m@-51&_iV@GtlX{0B;& z|G|Us0FOuETkutwLXlsEZ^B>UVYqXrQitFhQ0g-9MK}YWfvbJC;B(wFD1G=Fz66IT z_E|X6=LsnC_o4J>9*)3IptM|SkT~LFKU;E^x(64jsmIx3FH7o|CH<3LOJ5JLNx{`F zvmIQ7ax;7w(hfIYb$phePOCsWALdpYv;G zOPqxDxMc1Trd2=DkykNltn8<_zIz?7*J?>AHYU*1VcDqDUXtp1RQ6I+)?vWC9+ax; z?Fa=g(0-ECjhcx404JfII61D)_Tt4R3KKsK<5_h!s`|lJua|GifioP~!B0M6o&VhxLBi1MZW0rDDj^PzkAoADB{_KUL1ZXW|5J z1>K9Em-u-XId|sNnX#?+BZm&>`i;#`&PJx7QxbSBs(F4es!LTbPE1;ScXB*`Y)dcp zg5;cu^J76NEc-#FppQ-YY3{TaRO_9ar-jjaZW8iNR~zWhPCd z!IGORj47br#qth1q_-xG*Y+m$QJl1ldYsi|#&y>pn)3O}2r<588%%~cb6DJv&M0zR z6Ju?!Gpp;aJ2H>n=Q;4)9QX)UBsQv>oVXExo49XqkvY35v_#)clq&D(UelG*<`bgE 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PDF" - -msgid "Theme by the" -msgstr "Temo de la" - -msgid "Download source file" -msgstr "Elŝutu fontodosieron" - -msgid "open issue" -msgstr "malferma numero" - -msgid "Contents" -msgstr "Enhavo" - -msgid "previous page" -msgstr "antaŭa paĝo" - -msgid "Download notebook file" -msgstr "Elŝutu kajeran dosieron" - -msgid "Copyright" -msgstr "Kopirajto" - -msgid "Download this page" -msgstr "Elŝutu ĉi tiun paĝon" - -msgid "Source repository" -msgstr "Fonto-deponejo" - -msgid "By" -msgstr "De" - -msgid "repository" -msgstr "deponejo" - -msgid "Last updated on" -msgstr "Laste ĝisdatigita la" - -msgid "Toggle navigation" -msgstr "Ŝalti navigadon" - -msgid "Sphinx Book Theme" -msgstr "Sfinksa Libro-Temo" - -msgid "suggest edit" -msgstr "sugesti redaktadon" - -msgid "Open an issue" -msgstr "Malfermu numeron" - -msgid "Launch" -msgstr "Lanĉo" - -msgid "Fullscreen mode" -msgstr "Plenekrana reĝimo" - -msgid "Edit this page" -msgstr "Redaktu ĉi tiun paĝon" - -msgid "By the" -msgstr "Per la" - -msgid "next page" -msgstr "sekva paĝo" diff --git a/_preview/4/_static/locales/es/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/es/LC_MESSAGES/booktheme.mo deleted file mode 100644 index ba2ee4dc22148ed53f2aeba32c5965654d4a5a2f..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1396 zcmZ9Kzi$;s5XU#z;m3pU!zKwxjKJWQQZ~wEO{|$=X8*l*5%yj3EgEC(L#m|@E3-CIKPyLHQ^!@|o{A*Bj z4$La`8F(5z16~6q{%=5u|2}vYjQ#o}@F?a_K{@|BDEE2^ehj_>C4c{bvhUD`U0&uv z*?$p~_`U+=+!`qRz6aYpfs%6BBl;4{Ji6po;@;mNp-!U9Icai#X`&;(C9e__T(%nW zw)>mpL*DQZy5tBcRcdJ)pH3yKo8BdMDdMNz4yGuRTJ{f|^^|Mp6HmSWQEwW{d*1tzb%mTC1mCsq-qL_43=ae|t-eKOjtW>vaY#^sij18-e zU>uxyy|KKi?sj^CYadPWVO!m;OXD8uC5dfPa>c40^|ZUw#21BS?P$vslng{1KTKV8 zUUWKW55MCO;ccWl{h{a&Tjjy}+WN}g`qfKU z27O|OlkJ*EIw63|wI$;gbyiY{oW}PitHT?6`vSSR$zizSGM^h)jP#AENrPMDiUxTd zX^w*p+XS-1RUfK2(ynf&aeQr2cfaHFPM;g=s}~jrYQqQVnr;8cCiiNY181d=I%iD{ zk_k)9C=?Vlg{(ANUY4?kat==RzrVWKpj=Q5{Q{y&B&juy+NY=9viqbpt^2(7Sd&X+ zE$PfxwdF+Wo=v7AO<8KlnjOl_?lY%ZD#GnhWgz3#*VABvZk(=zpIWX+tyOg}6^wXC zsg65u%fhre9yJUf6KusrthQzv+672++(cecEV5X4sri<+xahTU@tQ2Tj8rs5BN4#T iU!*-mQ^Nsab@xTRCJqKkd{;ciD^w4Rh!536LH!R)!cyS? diff --git a/_preview/4/_static/locales/es/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/es/LC_MESSAGES/booktheme.po deleted file mode 100644 index 5e0029e..0000000 --- a/_preview/4/_static/locales/es/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: es\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Imprimir en PDF" - -msgid "Theme by the" -msgstr "Tema por el" - -msgid "Download source file" -msgstr "Descargar archivo fuente" - -msgid "open issue" -msgstr "Tema abierto" - -msgid "Contents" -msgstr "Contenido" - -msgid "previous page" -msgstr "pagina anterior" - -msgid "Download notebook file" -msgstr "Descargar archivo de cuaderno" - -msgid "Copyright" -msgstr "Derechos de autor" - -msgid "Download this page" -msgstr "Descarga esta pagina" - -msgid "Source repository" -msgstr "Repositorio de origen" - -msgid "By" -msgstr "Por" - -msgid "repository" -msgstr "repositorio" - -msgid "Last updated on" -msgstr "Ultima actualización en" - -msgid "Toggle navigation" -msgstr "Navegación de palanca" - -msgid "Sphinx Book Theme" -msgstr "Tema del libro de la esfinge" - -msgid "suggest edit" -msgstr "sugerir editar" - -msgid "Open an issue" -msgstr "Abrir un problema" - -msgid "Launch" -msgstr "Lanzamiento" - -msgid "Fullscreen mode" -msgstr "Modo de pantalla completa" - -msgid "Edit this page" -msgstr "Edita esta página" - -msgid "By the" -msgstr "Por el" - -msgid "next page" -msgstr "siguiente página" diff --git a/_preview/4/_static/locales/et/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/et/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 983b82391f499b67a9046c15d0dd8744650ad925..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1341 zcmZ9Kzi%8x6vqb=^5gOYNC*@$VrY^ev%C-5~0q6cNoSQvQHcDIz*5N(ux8-*>yj7Nec{?37 zm@hCt!hG}w7K~$WDuqWK$8rQb2_6H_g2%xn@O|(C_#QX{&wyWnr$GYW22;<6py+%D zo&tXWPl7*z?}ESdeBSTB?Csw{@%I-v01qANzCR6$y#$KRMeqsu1$Y$v1AGho6Fdz5 z4az++J_JsIlKZFNIq(K3aoh#Zg45o90E(Y)LCNb!P;`Fo`2>{wpMm1IA0b zcW{Vb>7mpIdO`vjME%rCbb#Z zLB#9Ln`>&T^B1V~k&_R*YOAf;-PhM8wsB1jsl}?dyPU?psw`<|W?Y%XaN_8G>Z0@F zr*qN&8_XbscI- zgH4-*vBjDXO&n_1F3dRkd|7v|qf1VIJknP`Sstj{^T%OktXj#ancCu*yH}n+<|;=N z-jrOCj`OFMOqk`wddINU##;0GR19tBdvzi?e7zruw52+Aw>NT5Q%F&X%h*Lj=6f7z z8jNuq=-IE#jk<#c{m?m+L;rJ$825O_Nq(D^8CKl}zio+{#UD_z^uJ)WVl7Wi?YTr` zTRZHgk)aH+jLK4D)OfM3BNeE1ohJ(1utQX6H>rE`y-+P|2~e4t1fZw$r;!^}gUIe5 P_MW2m5}a<3ol*Y+f5$~k diff --git a/_preview/4/_static/locales/et/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/et/LC_MESSAGES/booktheme.po deleted file mode 100644 index 8680982..0000000 --- a/_preview/4/_static/locales/et/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: et\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Prindi PDF-i" - -msgid "Theme by the" -msgstr "Teema" - -msgid "Download source file" -msgstr "Laadige alla lähtefail" - -msgid "open issue" -msgstr "avatud küsimus" - -msgid "Contents" -msgstr "Sisu" - -msgid "previous page" -msgstr "eelmine leht" - -msgid "Download notebook file" -msgstr "Laadige sülearvuti fail alla" - -msgid "Copyright" -msgstr "Autoriõigus" - -msgid "Download this page" -msgstr "Laadige see leht alla" - -msgid "Source repository" -msgstr "Allikahoidla" - -msgid "By" -msgstr "Kõrval" - -msgid "repository" -msgstr "hoidla" - -msgid "Last updated on" -msgstr "Viimati uuendatud" - -msgid "Toggle navigation" -msgstr "Lülita navigeerimine sisse" - -msgid "Sphinx Book Theme" -msgstr "Sfinksiraamatu teema" - -msgid "suggest edit" -msgstr "soovita muuta" - -msgid "Open an issue" -msgstr "Avage probleem" - -msgid "Launch" -msgstr "Käivitage" - -msgid "Fullscreen mode" -msgstr "Täisekraanirežiim" - -msgid "Edit this page" -msgstr "Muutke seda lehte" - -msgid "By the" -msgstr "Autor" - -msgid "next page" -msgstr "järgmine leht" diff --git a/_preview/4/_static/locales/fi/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/fi/LC_MESSAGES/booktheme.mo deleted file mode 100644 index d8ac054597c924e3010f629caeac1c748b7211cd..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1368 zcmZ9KJ#5r46vquMU&lA4Af!r|g^wXX5kqz52B58kprWEjclYv|xbfLh>>S*}#K;Cr ztS2O9B*cCTVrBw~l?gF1AR)y6B`K}2;{5K}=lB1=7k@o5`BGq<#+lRCrOA1CaQ!^kKlhsTrZJIH9K_^ryK`_q_#3i5+EIO9achW2 zhLpr@X9L;b@gpA=I!S|AaF48UDwfs-T6Zp!8`{wJvUg?CqyH8|s=drrLSix20jamb zrP3JRD~PP@yO_j1<%2BqSOtouvxrOEOU3;he^6Fx?@JOZg|3?XUWo3*(Ha#V+1j$!k61sdlv~SpmKV48XD?rEHI0qB!<^bOz`&KTmRqe+kV}^cf!#bT&>G1)AQnFuaA9SXR zO>~T6=Ywl@%y^W>^xt9_kNV@0^m3c4B9BMrgfh( zuVp?S>46Ru!ccTe7eieYS*GF0;G*3eAeplXnZCllffvOWA=>i5w+5yH-zgk~ao1dl zs44(@M0}Rt9Mp|iQ#yrKbuAq3msY|P`l$x0E<_Em{7-o?CS$aPMpfmO5T&sTb;r2u H66VBTf3Z^G diff --git a/_preview/4/_static/locales/fi/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/fi/LC_MESSAGES/booktheme.po deleted file mode 100644 index 34dac21..0000000 --- a/_preview/4/_static/locales/fi/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: fi\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Tulosta PDF-tiedostoon" - -msgid "Theme by the" -msgstr "Teeman tekijä" - -msgid "Download source file" -msgstr "Lataa lähdetiedosto" - -msgid "open issue" -msgstr "avoin ongelma" - -msgid "Contents" -msgstr "Sisällys" - -msgid "previous page" -msgstr "Edellinen sivu" - -msgid "Download notebook file" -msgstr "Lataa muistikirjatiedosto" - -msgid "Copyright" -msgstr "Tekijänoikeus" - -msgid "Download this page" -msgstr "Lataa tämä sivu" - -msgid "Source repository" -msgstr "Lähteen arkisto" - -msgid "By" -msgstr "Tekijä" - -msgid "repository" -msgstr "arkisto" - -msgid "Last updated on" -msgstr "Viimeksi päivitetty" - -msgid "Toggle navigation" -msgstr "Vaihda navigointia" - -msgid "Sphinx Book Theme" -msgstr "Sphinx-kirjan teema" - -msgid "suggest edit" -msgstr "ehdottaa muokkausta" - -msgid "Open an issue" -msgstr "Avaa ongelma" - -msgid "Launch" -msgstr "Tuoda markkinoille" - -msgid "Fullscreen mode" -msgstr "Koko näytön tila" - -msgid "Edit this page" -msgstr "Muokkaa tätä sivua" - -msgid "By the" -msgstr "Mukaan" - -msgid "next page" -msgstr "seuraava sivu" diff --git a/_preview/4/_static/locales/fr/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/fr/LC_MESSAGES/booktheme.mo deleted file mode 100644 index f663d39f0faa76c5b9bd504c51252eef74cca5de..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1412 zcmZ{jJ!}+56vv0pm9t{vhm&8^IIO`h6wqyy*798~B-FLeKdo!!~aIl*+ zlr)i&DosjGX-Sm+nxs!ffzqWyh>mpmzuUEJBQe_9-_FOq|NFX^vnPL27*{aoG5^N= z4D;zRyf9{tD}_g$!Rs`57MuYuf@i>a@G^KEoCEvdEO-|@2Qqjbj4hvlV&_NjBk*VN zEI0-~27hn)XS@HRUH=P;-hW^RJaMA={W(z9^Pt$d0saAg1L9Gy@DjZ@;0NGaQ2bFR zmAVF8043f<@DuPZcoBRAia+0jpMpPtqW^1q{u?N9{{>2%|FrAZpu~0hRC7KD%K8iN z5_lUFyPKf+qrt170VU-UgXB+gDSn8C=pG)BP!}*oSBAtdL+nayq9N(OOB9IrIvT`P%K$}>uh8j13v0qZ;CRi75AO3oX*L*$lK06qM@nyU^}?vGk#|? zmL^cG3s$SSi7>stTuW6IGS6&j2uDVy3#y+NH@oiA@h}HB>+f7UZR}>YK)jOup(LluVV6L*Ln| zlGjyt&G}L2k*%l8&|h4l=Cgm((zQMpFVk1~#tn>=qIhM|}`x`)$>jU}ieUbVvBn#nWIG%|r{ z@(VpgvBl*|+YE)ZQEjFj&wG?C)!uDalV>RR`l$A11nWA{5XsPS+9@lOaXon+Y2Ue0 zE>oVUGO*E>4ZSkmuAAH}>yV{N!q_?5zAzp!&O#! TA2+cw{Vw>h7Yg+MtLz81? diff --git a/_preview/4/_static/locales/fr/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/fr/LC_MESSAGES/booktheme.po deleted file mode 100644 index 8991a1b..0000000 --- a/_preview/4/_static/locales/fr/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: fr\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Imprimer au format PDF" - -msgid "Theme by the" -msgstr "Thème par le" - -msgid "Download source file" -msgstr "Télécharger le fichier source" - -msgid "open issue" -msgstr "signaler un problème" - -msgid "Contents" -msgstr "Contenu" - -msgid "previous page" -msgstr "page précédente" - -msgid "Download notebook file" -msgstr "Télécharger le fichier notebook" - -msgid "Copyright" -msgstr "droits d'auteur" - -msgid "Download this page" -msgstr "Téléchargez cette page" - -msgid "Source repository" -msgstr "Dépôt source" - -msgid "By" -msgstr "Par" - -msgid "repository" -msgstr "dépôt" - -msgid "Last updated on" -msgstr "Dernière mise à jour le" - -msgid "Toggle navigation" -msgstr "Basculer la navigation" - -msgid "Sphinx Book Theme" -msgstr "Thème du livre Sphinx" - -msgid "suggest edit" -msgstr "suggestion de modification" - -msgid "Open an issue" -msgstr "Ouvrez un problème" - -msgid "Launch" -msgstr "lancement" - -msgid "Fullscreen mode" -msgstr "Mode plein écran" - -msgid "Edit this page" -msgstr "Modifier cette page" - -msgid "By the" -msgstr "Par le" - -msgid "next page" -msgstr "page suivante" diff --git a/_preview/4/_static/locales/hr/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/hr/LC_MESSAGES/booktheme.mo deleted file mode 100644 index eca4a1a2842830f06bd5f6235bf01d07bdd313d2..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1402 zcmZ9KJ!~9B6vu}+kmLvh)-Bbu!YZ&sL*)#Wq0oOW>)iY z#I7UJKoJQlD$3MIh{}~uqNJdrprN2bqC$d-|Jz;1r;K*?xAU?8_kVBZ_tmrCDzsP8 z*U*1Oe;xg+XYfKhe?}=h>H=QRffvE^;1%!!xCXugz6HJv4#8FMQ}7bV;EQ1F_z)DG zZ@?G8@4$=TWAG*L$BsXD^S^cDKS7E2FW3WDR@(nBfihkLMdxksC-6Fmt?DmO{`(sg z-~WN)YvpX4?<)8j#_OQu@i8cQeBP}`P-^oC6rIQ5W$*{^dGHvNe1GZqM>qcuD0MvZ zY`gv@DF5B)#v@RCe+FI!b5KeyIf$NkxPmU8B<^y9bfYDCNE01tQa`D+)KxSg*?1KH z%T4MpwK#{4ax`^Pw+`@7ELnZzY-Ae)KI#K+iZZI(?h9Kvos)Hu_nn*4eN*x2ba2UM z{M2MDO`uvAtTuBKA$>9&rK$>r--+ODxdTQVUeRy*EU zh&bB0JyN@EJkPZYCOUthcI(pE2XsrkjZ2=fYTmTp<}`LiQ88IPH-(M{K`cLrtve@i z+90*(xpAqpy(Aw}Q7~LGGJzF0;VkyI^8P*c0crzk0e zJ5}W`eCg#p>R8HV8p8`ORd-?8+@kgmPE(NjB4ZRZpsbXo1{+%JywM17c0!7$ZS zdp+04j?>}H5RL>u+?)6`B(!QC;nQ(E%YYHwOi5)9EgF2Tundr{ymsm2Z;f2mKh k(#nYgw(f}olqHrfw@Z7L48TfWxy6y8Q4`jSBkXa^hFIaGO(a}_Drr&ngPIpyPhwkKtCW1zS zxtWoenhB;xBBn-yn24D8zwTalu&Ao9Uv<5s{`Yli#|wdR9BT&a6V_?0r`xb$Ol}tf zQ|!UE3)}}zg45t0a0WaEo&}G9U2qD#3myOoJP3w{Pe6|I9NZ7S1owfj!NcI&h98>q z&yD>JoIl_+xD%H+@5zQ2!9%dS z4R3=dU_S)+f*T;`dD8G1$o{WD_Im?z{P&Ih5#&5yK-S?0$ohz#wGPuD`<((=a*oaa zSxfd~Z8_ffK#0nR_2t3u=fQPw4%YQ37D84vb8p87>(4#hjm4TkQX%F>m@;G}=B){2 zg2zWWayrd|Sg?;xZdD?U4b-=GDA#mOTgTo;H=zFxL#DkfRZ3zp(E*`1&83*aj(wjsI*=O>qg>UnQ5~j z=eV|BMg@s#m;L%pJ)5RENuwU=R0WMBhBiW7o#i}rlG4#5ZDUjRSa=`Plu#w%B`C$N z(;&2$llB909??3o&fn(z?J9F?WqD;KhDS6Yp*?cS)QjtnT^a+xb_X5}DL&Qs{# z?=7`&Y~6Fp_%(9vMKiF8HfcxR=o0auv z_q>s3y7KCU*_ODI6J+IW*=v!hp&aNkC~@B;F{`@wufgMIJ{Em)%}J(mRd82~uKPNE zu!45VT#b~I5H)6^M@|hh?PQ`$a((5ZmR_kKRwzf4qZ=wC=HgJvLU}~a#5@JmHKeM~ zcQ+dhueyjH6-vS(Hi{zy4lKXvX09`YYnog=urAe8uFQH2W~4-u2I{*$(n5sIJAG7C T@Rc+s5Lgrh10CRyRonjp5+F85 diff --git a/_preview/4/_static/locales/id/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/id/LC_MESSAGES/booktheme.po deleted file mode 100644 index b8d8d89..0000000 --- a/_preview/4/_static/locales/id/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: id\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Cetak ke PDF" - -msgid "Theme by the" -msgstr "Tema oleh" - -msgid "Download source file" -msgstr "Unduh file sumber" - -msgid "open issue" -msgstr "masalah terbuka" - -msgid "Contents" -msgstr "Isi" - -msgid "previous page" -msgstr "halaman sebelumnya" - -msgid "Download notebook file" -msgstr "Unduh file notebook" - -msgid "Copyright" -msgstr "hak cipta" - -msgid "Download this page" -msgstr "Unduh halaman ini" - -msgid "Source repository" -msgstr "Repositori sumber" - -msgid "By" -msgstr "Oleh" - -msgid "repository" -msgstr "gudang" - -msgid "Last updated on" -msgstr "Terakhir diperbarui saat" - -msgid "Toggle navigation" -msgstr "Alihkan navigasi" - -msgid "Sphinx Book Theme" -msgstr "Tema Buku Sphinx" - -msgid "suggest edit" -msgstr "menyarankan edit" - -msgid "Open an issue" -msgstr "Buka masalah" - -msgid "Launch" -msgstr "Meluncurkan" - -msgid "Fullscreen mode" -msgstr "Mode layar penuh" - -msgid "Edit this page" -msgstr "Edit halaman ini" - -msgid "By the" -msgstr "Oleh" - -msgid "next page" -msgstr "halaman selanjutnya" diff --git a/_preview/4/_static/locales/it/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/it/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 53ba476edd2df2a802917e9df402257ceca1a130..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1403 zcmZXSJ&aXF6vsyafhY1QYQiQS8W$5EU!j1vc?Gb$351Os-eM!oynD~ycVOPkWoGWm zTH9#}m5qrNiM6q@vN55xvLLatGO@6+(D*<1-gP%Hxii0e=Htvc|2Z#C?tf~~-bG(P z{{{Vh^sipSfOhD0WAK^77~TMnfQP_S;9+n9db5tC&9bmQINr7VD9+^sD7S+ zZ-HNfN5E&`3Gn-#Klk&$_V(|f-uE{+0Qc?d&L0KUUI5k4BKQM%1;keK2Z+!7i9yf* z1s(_g1vTGe`;B=I{0KY^u7H})r~P~cRhutC&HGzW&wmGM{6B(v?m2h{{0%$^{sW!` z4;<+7S_JjnwcfrBYTWn1Q(y(ER@tjRN(zMHIBUF`R@^(uqn+2D6ew@4L zg5J|zQb*pB(DY&Nai5y1VnoTv1fhfnT;$=ca`*|y1aBki?jP#?!}jLE+O4&f-Stc7 zFAjQPha1~9k0>L63$?T2m#CQ8m^hE`ZLAKj?(U1$r%jH-6<>r>d^Mu0Q^|un)>jR5 z9TALm*F@`vt0B(QhBFUgSr)TwUH`yMh9yxlG%Xix0~y&& z3LB-cB(8l-D%nxCMbU^4uPmkzD-_D^sYeYovZ|_hYt|6+raF6N+B(TUeM703ahwOj z!*UGfp34HuR+WV4?HsPL=1>m45R2fh*HNhPRL3xNJhx_&?Yu^?zAcKo|5pQ*LIIU4 z9%X=yZ5mFd5t*`cmL{7}b7xJ=^_*qP(gmDLw)@AXu2??D^RnquqSO=xr-aR>O-k3u a)*Q3l*@6-(xNK#4xqhOgLbT*tS;gN$Zm<*V0gr*F!6RT6JPeM4`#}XB0Byp@Am^!p`@mOV z7q|)@0zW4Fn)rVt_HU5uZGb6o$Bx$f{UF;tAm=#)eg-dtd%-^-*V_PDx7aDf37`|? zeoukD;5CqS=MqLB_wxkgxVgmt1?-0X4dj{qO1J@X+@W2qe$Rs(cQvs`6FUcTpOYZ# zd6M|6Adj4TU>#hW-}7v_@AidK;vhE9mlyZXi}UiVd9FvXkushE>ug^<53aoj8)J$8 zzT$crKWU3f+%VcIZ9^RVa^Sf|D{h)8T{2EVYGYN-m<~=w|xXST6$p^DKQdw8cB>C zxj87tTJ-|uo6xf+D2p+_=;?>@I%^v*stG0HugtZ28aJ+6Qc^pUp6gf-MYMWoTj~tg zX%+DUHR+isk=>R)j9gbir9vl=V(zQFO%D~)cU2G~TSm6(r@4MQuACYk8XnlX?>m1n zl?*mLUiMW+S_rt{mmE*`%Y4xZLS?ge#s||^w&DUuhxb&F9?*GH@U)weS8|?B-Ey=W zVXhhJO{GRkQQ(x)gC>{=GgAAp8D=l_%hoY_R?FV3>^s+=67+^$;pPAU diff --git a/_preview/4/_static/locales/iw/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/iw/LC_MESSAGES/booktheme.po deleted file mode 100644 index dede9cb..0000000 --- a/_preview/4/_static/locales/iw/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: iw\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "הדפס לקובץ PDF" - -msgid "Theme by the" -msgstr "נושא מאת" - -msgid "Download source file" -msgstr "הורד את קובץ המקור" - -msgid "open issue" -msgstr "בעיה פתוחה" - -msgid "Contents" -msgstr "תוכן" - -msgid "previous page" -msgstr "עמוד קודם" - -msgid "Download notebook file" -msgstr "הורד קובץ מחברת" - -msgid "Copyright" -msgstr "זכויות יוצרים" - -msgid "Download this page" -msgstr "הורד דף זה" - -msgid "Source repository" -msgstr "מאגר המקורות" - -msgid "By" -msgstr "על ידי" - -msgid "repository" -msgstr "מאגר" - -msgid "Last updated on" -msgstr "עודכן לאחרונה ב" - -msgid "Toggle navigation" -msgstr "החלף ניווט" - -msgid "Sphinx Book Theme" -msgstr "נושא ספר ספינקס" - -msgid "suggest edit" -msgstr "מציע לערוך" - -msgid "Open an issue" -msgstr "פתח גיליון" - -msgid "Launch" -msgstr "לְהַשִׁיק" - -msgid "Fullscreen mode" -msgstr "מצב מסך מלא" - -msgid "Edit this page" -msgstr "ערוך דף זה" - -msgid "By the" -msgstr "דרך" - -msgid "next page" -msgstr "עמוד הבא" diff --git a/_preview/4/_static/locales/ja/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/ja/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 1cefd29ce3cc08792667a82dc7ff47e9843107be..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1471 zcma))U2GIp6vr=uT2=%temyktnh+I|RZ$+uHv1sbO-LX%QhlH9-p&qe?;Yo((zoth z!EFJNkCxzqu~zx0SU`c+ubA-Uv++eAe7Tv~_Q5w};+y|7GulOC;?11-%{lkn^L6K! z-gVOq>v2dQu6IDn_Xk)2*RIXZZv;v211Zik;1ak4q&&ao z_TO@S&AKd35BL)Hd%6F@2|fYNfYiq|km|n!QoJ8>{U?y}t$^hJJGcehbZ=(g z0h0bQNasgDiZ_<)lR3|UkHUThq>)oh@}pU9hR|%O@9u?E>>&uvmlpL;i{?kUXs#3! zA=v{Ey4&tWeb61=55ZW{`(?Yv@$jH7*egl~LIyrQ+;Pvb>jB%X-jWSv)wooF7*^^a zA8{ID)$FU#tBQXZgSz8$*Rlm0s5t>b|D{&KM#HaqLP$QUYJ%;x{D6mU%?d<~D+xW6 z)jE6Cg@Yxz75=BO|)yDPjO+O|NI0-c}~bwE^u;+|UZ4dMBS zR^nOyBIPfpnG5^&>>F6!-~QYSg?zBZp>bD~cz^<)cN>-?`+2o)dAX*25Q`IlO*w3@i^0SgZ zRp#5b_7~Xl$+OE7hnZ=9YND2D&Y9*#)@d&!S7*EK+UR$U{>JE*(KAMC6J0ZU+C;M^ z`q*e3JZ1ERi7p!bh0&j-o|DW(-_lp~<^OPPo;J+|qu);tEd58ke>rs)FR!$Zu=w!h z&Y7=QE_`G(9#lEWlJgUtTT#-!nao^I&VIs{Z!N}0r&&CGVrBLi!p9%ph)+&2{5I%2 zK7KuJEq2#CZ}bHdEv5a=V6`%k-R^d(Xw}Jf>8QN5e!h zBbA`3bkQ)WS=dVKSy@;~B<{I88!P_b+$$|{a=-hV^ZNe(@4NG5)%+^MSdZvHd_rtS zROaA?v3M?Hcvu@=3&Ew}VsJIs26lk!z^&jKFbl2%PlD~B0GES0VHu=655Q&M6L2Xw z0j>n66Mjh6KPU5VAnE-CQ{cRL@%?s?<{cpA*#_Ef2kG3A zWc>t4Ehi1?A9+}fAZZd{dqh6EFS_D$EB?$Vqvj_EszTqMS+R^&H z>|hBG*9E~2DXE3jK7P0*&#?=d9aa}*QCWE|l@|R-n>7qsZZHEJ ziA7vbTyRv7*q)W%4{Te&r9dUHqRxq&PWR-~XN2b?TZYH_Y0^)(lvBrgj&;rK@7cLK zl{7ZpS8_#$YZ%z&7A;41@?634e4(?a`?}KyX3lw*^v?<}-6eA>??^kt5A-`ab<~n} zfWBto^Y9)w_0g!> zVBythE}X>$!Q{z_su`ZeFjL;phL~syBFa zXVlaiX8iI$xBl9S?ljH#2qeqqHLg5*5Kc5=W8s^|_vRD}$A^$29KXrU!@=^_j5Dv6%;4cA#sHtggl>eA))${_687xQDk?6`Kc@OWFO}WOS!3uO( zjPOmFMc3|`Ymgi(M~_AsRb8*l6oj5N!k1G#oNSsg^a1i?<=NZRz?N8C9`e*ob%^~2 D6Q!<* diff --git a/_preview/4/_static/locales/ko/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ko/LC_MESSAGES/booktheme.po deleted file mode 100644 index c9e13a4..0000000 --- a/_preview/4/_static/locales/ko/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ko\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "PDF로 인쇄" - -msgid "Theme by the" -msgstr "테마별" - -msgid "Download source file" -msgstr "소스 파일 다운로드" - -msgid "open issue" -msgstr "열린 문제" - -msgid "Contents" -msgstr "내용" - -msgid "previous page" -msgstr "이전 페이지" - -msgid "Download notebook file" -msgstr "노트북 파일 다운로드" - -msgid "Copyright" -msgstr "저작권" - -msgid "Download this page" -msgstr "이 페이지 다운로드" - -msgid "Source repository" -msgstr "소스 저장소" - -msgid "By" -msgstr "으로" - -msgid "repository" -msgstr "저장소" - -msgid "Last updated on" -msgstr "마지막 업데이트" - -msgid "Toggle navigation" -msgstr "탐색 전환" - -msgid "Sphinx Book Theme" -msgstr "스핑크스 도서 테마" - -msgid "suggest edit" -msgstr "편집 제안" - -msgid "Open an issue" -msgstr "이슈 열기" - -msgid "Launch" -msgstr "시작하다" - -msgid "Fullscreen mode" -msgstr "전체 화면으로보기" - -msgid "Edit this page" -msgstr "이 페이지 편집" - -msgid "By the" -msgstr "에 의해" - -msgid "next page" -msgstr "다음 페이지" diff --git a/_preview/4/_static/locales/lt/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/lt/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 4468ba04bc134a84fea5e3c973461cf02c9c2da3..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1413 zcmZvaJ*-qk6vsyag_RElKVp1=p+SgQ1!6(=Ws8Trm%IpJ!!Cq&-rn=>&feLX$$UJx zy>yfs3mYDtv7j(9R@&?)#@fol&{Y(AbXL(_rUwj`9qL(er@8vgIw=pko$cKo&XOVSm=ES z^8O^qK3oL({z?6$1#4Nz2(054oJ;=;JiGzE*_kpy=GszcBB+< zVRAov2m8<3><4U^|G(mLjYp;ti7%W@WK+ZsUk6=|lDOjTSmRV7txL4wTqQTPq1|wF zISlEQU>fNty(&qp7CIsI&UP&u6NiDw%84sTTvaj2>KHSL zUeFdvoa|j$6a9r=An&41F4Us$N7~+%m$|mVh$bZFtK3-hG;n2UNLsa}OO-T4EZt3u z>KyAVM0}tv?Q&E0p7b%7C80_}Cn&{@X_(sUMf(ENwtj7O_x!@A z=Ua`j?LqCSBNGbv%p0ZcvK)?7h?KfF2W#z1yZ3^!ag#!O)ec>uZP}5RHgsxTRkqCV zwIfYx^-K=RwAWmi#E!InzKz|B%X0Cvd)CU+U3uZ$a!agNntg;f8E)25tYny{XFsAC z9jD(SkfM$V#H6LA*|v6LHF0AnD>v~vCkoohO{LBB-b;69+sY(u|L3sMiR5g1`bhd5 zjq=k+;szC}%nlMS$9vjXC#gc)P6nF&q9-bfo{CjQZe*xbNYi^#C9ConpM%1oLFKH0 za&)0WJ=gQWZ5W!M$i7!O!aIl|0e?HQ2Ro%kmCL#^O7u6its3{(8W!QLNCjg(=>2Jsvw ClWZvf diff --git a/_preview/4/_static/locales/lt/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/lt/LC_MESSAGES/booktheme.po deleted file mode 100644 index 35eabd9..0000000 --- a/_preview/4/_static/locales/lt/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: lt\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Spausdinti į PDF" - -msgid "Theme by the" -msgstr "Tema" - -msgid "Download source file" -msgstr "Atsisiųsti šaltinio failą" - -msgid "open issue" -msgstr "atviras klausimas" - -msgid "Contents" -msgstr "Turinys" - -msgid "previous page" -msgstr "Ankstesnis puslapis" - -msgid "Download notebook file" -msgstr "Atsisiųsti nešiojamojo kompiuterio failą" - -msgid "Copyright" -msgstr "Autorių teisės" - -msgid "Download this page" -msgstr "Atsisiųskite šį puslapį" - -msgid "Source repository" -msgstr "Šaltinio saugykla" - -msgid "By" -msgstr "Iki" - -msgid "repository" -msgstr "saugykla" - -msgid "Last updated on" -msgstr "Paskutinį kartą atnaujinta" - -msgid "Toggle navigation" -msgstr "Perjungti naršymą" - -msgid "Sphinx Book Theme" -msgstr "Sfinkso knygos tema" - -msgid "suggest edit" -msgstr "pasiūlyti redaguoti" - -msgid "Open an issue" -msgstr "Atidarykite problemą" - -msgid "Launch" -msgstr "Paleiskite" - -msgid "Fullscreen mode" -msgstr "Pilno ekrano režimas" - -msgid "Edit this page" -msgstr "Redaguoti šį puslapį" - -msgid "By the" -msgstr "Prie" - -msgid "next page" -msgstr "Kitas puslapis" diff --git a/_preview/4/_static/locales/lv/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/lv/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 74aa4d8985d96a07c4c9be96f006f3b58d884342..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1404 zcmZ9K&5ImG7{*_dsL7ZQP5eMvump*E7&XB|oMjFhcNYS?IAk~8Yi8c*sqUVtras2( zdKwT<9)#7Cr{GC*^B|r)^?-kXCk3y9;7t%O;`2^-vdb1-{p+f(exK)k=-;oN`-(7L z!d%1r1@l$R&!4~zPs;uHG2 zUH=1$um8Z;!As|eUIA~m+y%w|6qJ5G0bd5c0G|fGYu|qlzJT=-lzP8`lHs4A_&D=q zlgkxQ>Rkt~f$z861tmufO5Zssk;}JoUbN-BWGj829FU-AF-2E~^e;o|NY;|8ctc5g z22*^U9FmJ@OFxKVl@HxMz@_4p=>umY+Zgar9e9&XBW=2mZRzw_Sr>WeT%jhWmHkCxl1EW^k%TQzfIrX3xkO4V3L9xG?DPIfe<4=WtdR+$hI z)4&^xB2Eo9w`s4@^IW-LqVor|S51w*uWpOC{VC6wR(CaQdfIncRMGG) zBv*eURUdB+Oli45Wvi9v9Ia6vne84ZIht?0o$f< A2mk;8 diff --git a/_preview/4/_static/locales/lv/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/lv/LC_MESSAGES/booktheme.po deleted file mode 100644 index ee1bd08..0000000 --- a/_preview/4/_static/locales/lv/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: lv\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Drukāt PDF formātā" - -msgid "Theme by the" -msgstr "Autora tēma" - -msgid "Download source file" -msgstr "Lejupielādēt avota failu" - -msgid "open issue" -msgstr "atklāts jautājums" - -msgid "Contents" -msgstr "Saturs" - -msgid "previous page" -msgstr "iepriekšējā lapa" - -msgid "Download notebook file" -msgstr "Lejupielādēt piezīmju grāmatiņu" - -msgid "Copyright" -msgstr "Autortiesības" - -msgid "Download this page" -msgstr "Lejupielādējiet šo lapu" - -msgid "Source repository" -msgstr "Avota krātuve" - -msgid "By" -msgstr "Autors" - -msgid "repository" -msgstr "krātuve" - -msgid "Last updated on" -msgstr "Pēdējoreiz atjaunināts" - -msgid "Toggle navigation" -msgstr "Pārslēgt navigāciju" - -msgid "Sphinx Book Theme" -msgstr "Sfinksa grāmatas tēma" - -msgid "suggest edit" -msgstr "ieteikt rediģēt" - -msgid "Open an issue" -msgstr "Atveriet problēmu" - -msgid "Launch" -msgstr "Uzsākt" - -msgid "Fullscreen mode" -msgstr "Pilnekrāna režīms" - -msgid "Edit this page" -msgstr "Rediģēt šo lapu" - -msgid "By the" -msgstr "Ar" - -msgid "next page" -msgstr "nākamā lapaspuse" diff --git a/_preview/4/_static/locales/ml/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/ml/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 2736e8fcf6f9e923c2403307f0b366086d37b335..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1883 zcmbW0%ZnUE9LGydG>*^22ObnFl0!U=*`!Gj=35eWDu@Vn6%SYIC#v~L=<+PV8oUUd{}t%`e}*gYclZSS_^!ZZxSjb`_!_(p zTd=uFh;ewl;wqeG{x{qKTbqR#gE5?hpTno&U(oq&;Si6(7JLc50p0#-xD$R4pMlrl zez^G_At=eHx!OEj&F+K95`^|`3%xs|tB0$dYp$lQaXj&eABB3jp*ug}eRDN&btbLg zC_?O6*AzH~{-A|&9)JdV{ljJRVAnvQRl4{_?&D7b7KD1k z&HJ`jzT)e&M4gbqlB?mhqaXMpAZg<;-hlh5ZiX1=e36nUswzgb&SN${bnp4Gv=IQ6$P05hgaiFop^2w W+5FkQ^s?wV7=JSkIl3Km4aE({iDO&< diff --git a/_preview/4/_static/locales/ml/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ml/LC_MESSAGES/booktheme.po deleted file mode 100644 index d471277..0000000 --- a/_preview/4/_static/locales/ml/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,66 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ml\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "PDF- ലേക്ക് പ്രിന്റുചെയ്യുക" - -msgid "Theme by the" -msgstr "പ്രമേയം" - -msgid "Download source file" -msgstr "ഉറവിട ഫയൽ ഡൗൺലോഡുചെയ്യുക" - -msgid "open issue" -msgstr "തുറന്ന പ്രശ്നം" - -msgid "previous page" -msgstr "മുൻപത്തെ താൾ" - -msgid "Download notebook file" -msgstr "നോട്ട്ബുക്ക് ഫയൽ ഡൺലോഡ് ചെയ്യുക" - -msgid "Copyright" -msgstr "പകർപ്പവകാശം" - -msgid "Download this page" -msgstr "ഈ പേജ് ഡൗൺലോഡുചെയ്യുക" - -msgid "Source repository" -msgstr "ഉറവിട ശേഖരം" - -msgid "By" -msgstr "എഴുതിയത്" - -msgid "Last updated on" -msgstr "അവസാനം അപ്‌ഡേറ്റുചെയ്‌തത്" - -msgid "Toggle navigation" -msgstr "നാവിഗേഷൻ ടോഗിൾ ചെയ്യുക" - -msgid "Sphinx Book Theme" -msgstr "സ്ഫിങ്ക്സ് പുസ്തക തീം" - -msgid "suggest edit" -msgstr "എഡിറ്റുചെയ്യാൻ നിർദ്ദേശിക്കുക" - -msgid "Open an issue" -msgstr "ഒരു പ്രശ്നം തുറക്കുക" - -msgid "Launch" -msgstr "സമാരംഭിക്കുക" - -msgid "Edit this page" -msgstr "ഈ പേജ് എഡിറ്റുചെയ്യുക" - -msgid "By the" -msgstr "എഴുതിയത്" - -msgid "next page" -msgstr "അടുത്ത പേജ്" diff --git a/_preview/4/_static/locales/mr/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/mr/LC_MESSAGES/booktheme.mo deleted file mode 100644 index fe530100d7715cdc19a6f9db33a971665835f3c4..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1674 zcma))-D_M$7>7rVU#qnriYO?KB2uYGt)hetL1>ylCBZ;a@uD{;yVJ8rH#3KG&bG~6 zRisua;ze5NO^wW!;71IF+EldSwKo+61wrPsjrLTQ<5nO9X$iPPmDi?R5_3f- z*T>{OU(0+)Eh-V7av_#JZ?debq)w0ISz70aXmzZP)flf6MT$}#$xUxiX4T6wMQMt1 z(Km0ZR-GJZC$ForB1Kb1(Zq`;L9Q`#U}kc-zxUba8xuy?O4rH!QlXl%M)kR(o922< zwmNB9se1h2{8TbJJXfZ=I;_fMQnySy*I84JF64D%I@MVZ^O|z8Y|M6hW!g=qOu1M! zr7ps>8h>F-#@F%PT0TB5_dY$=5YC=={Zr0fboPp~>pX9~wCwsPo&DVPkH=Hao^bXY zXIEYSL*AVI()HhVc3C?6MacEOvlp1GgbA^$%){9gR+l%mHiEnj&-JixH&Y;SGbt{+ z{t03z?p+g;%KlU0jXnJ;6hm+E zO4d<`2T4o{Hn?Oyg$)#jm)Q^UYaHJCp>S-t$!CBi7ej)}A>Wy>@(p%y@Lc$O&cyp1 zdP#?v^I4GaH+|g|B8k!Ldl%Wfwrg(}`)i>kl#a*D@zz$^*>a1%2AcIZ5x;fu4@Sqm A6951J diff --git a/_preview/4/_static/locales/mr/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/mr/LC_MESSAGES/booktheme.po deleted file mode 100644 index f3694ac..0000000 --- a/_preview/4/_static/locales/mr/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,66 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: mr\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "पीडीएफवर मुद्रित करा" - -msgid "Theme by the" -msgstr "द्वारा थीम" - -msgid "Download source file" -msgstr "स्त्रोत फाइल डाउनलोड करा" - -msgid "open issue" -msgstr "खुला मुद्दा" - -msgid "previous page" -msgstr "मागील पान" - -msgid "Download notebook file" -msgstr "नोटबुक फाईल डाउनलोड करा" - -msgid "Copyright" -msgstr "कॉपीराइट" - -msgid "Download this page" -msgstr "हे पृष्ठ डाउनलोड करा" - -msgid "Source repository" -msgstr "स्त्रोत भांडार" - -msgid "By" -msgstr "द्वारा" - -msgid "Last updated on" -msgstr "अखेरचे अद्यतनित" - -msgid "Toggle navigation" -msgstr "नेव्हिगेशन टॉगल करा" - -msgid "Sphinx Book Theme" -msgstr "स्फिंक्स बुक थीम" - -msgid "suggest edit" -msgstr "संपादन सुचवा" - -msgid "Open an issue" -msgstr "एक मुद्दा उघडा" - -msgid "Launch" -msgstr "लाँच करा" - -msgid "Edit this page" -msgstr "हे पृष्ठ संपादित करा" - -msgid "By the" -msgstr "द्वारा" - -msgid "next page" -msgstr "पुढील पृष्ठ" diff --git a/_preview/4/_static/locales/ms/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/ms/LC_MESSAGES/booktheme.mo deleted file mode 100644 index f02603fa2522a40060bd3f1b5d65052c77530de6..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1213 zcmZXRJ8Km|6vs!6uj@1M0TG1}Eworov@58TBL2_ajS)TU%x`DrywA6>k!K8Y7V9F`8>~xM5BFh% zd;s@@AHhT5C-5lv6+91q2g&v)I0lYF`6PH1JO$nc$*v2Y0Pldu!3W?dC>w4z_m7+N zHb`+^fGzM9NcL|*vVRZ02ETwK;L`&&w?VSo0ms4TAm#b4;b-tP&Og8l;4hH$$Kizh zUTHW1Qhptf^p`=>djwK_>)<(X03HLMfK>lZ^ZpV{}g%EROCaZxzWLzM_G6K*tH6hX%sTdt($LUZL@kZi>& z4I{%>X6M;z?cd7EIOUBUu+=J4dW+9cF1<{ak_~s>uT$@tG%Y08Vne0ED+JMU%h%Z$ zic<%vtlUs0G-K1wUB*6INTU1FI=E=_I%q^eqhYw#(!$c*-uvW@iB{KW zFSU<)gG#o!N7S2DA(WoxaVD&jzH_fPA5HD)S)tvUw9%Z7O`>$#=2Ly;TZ=-c0nKak z(zRBKU_}wl8(X?I*VXXoI=7~I{oA>w`Q;9uyguDx%Y{TQY0E^;V^w*;2yki7=)(TYV{?8_pQ^c*8Iog%4v$iD&q$RjNP diff --git a/_preview/4/_static/locales/ms/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ms/LC_MESSAGES/booktheme.po deleted file mode 100644 index 65b7c60..0000000 --- a/_preview/4/_static/locales/ms/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,66 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ms\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Cetak ke PDF" - -msgid "Theme by the" -msgstr "Tema oleh" - -msgid "Download source file" -msgstr "Muat turun fail sumber" - -msgid "open issue" -msgstr "isu terbuka" - -msgid "previous page" -msgstr "halaman sebelumnya" - -msgid "Download notebook file" -msgstr "Muat turun fail buku nota" - -msgid "Copyright" -msgstr "hak cipta" - -msgid "Download this page" -msgstr "Muat turun halaman ini" - -msgid "Source repository" -msgstr "Repositori sumber" - -msgid "By" -msgstr "Oleh" - -msgid "Last updated on" -msgstr "Terakhir dikemas kini pada" - -msgid "Toggle navigation" -msgstr "Togol navigasi" - -msgid "Sphinx Book Theme" -msgstr "Tema Buku Sphinx" - -msgid "suggest edit" -msgstr "cadangkan edit" - -msgid "Open an issue" -msgstr "Buka masalah" - -msgid "Launch" -msgstr "Lancarkan" - -msgid "Edit this page" -msgstr "Edit halaman ini" - -msgid "By the" -msgstr "Oleh" - -msgid "next page" -msgstr "muka surat seterusnya" diff --git a/_preview/4/_static/locales/nl/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/nl/LC_MESSAGES/booktheme.mo deleted file mode 100644 index e59e7ecb308a7648cd23aa6342a9ad98a61d0009..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1356 zcmZXTJ5Los6vqcag)1TtUj+$cqf)Gju^^CJh(JODkqBZvyL;~La`(<`W@dTSmfC47 z`~-XfW8nv|v9q$Ewb8~-3*-OXUAP1%JNw%?Gxz+@WA4%Tz*~WF19KAdE9MmDt3JFi z2G0qBM-1V00UQPg!3l5(oCL3fx52Am6C4Mhfg>P+S3qC$CCGl>fS1Ad;4pXyj)5O) zey;7`>h*V!^?rj5u)n|h{RqhGNs#^A0Y8F|zya_lcoF;svhE*{ng4G|2HU zfE@n|kmKI2*9Rc$zXmzZceVWx9L4%m%`YJ5bp-OcA0YetTieIZSNl^S#~pwZ;4H`` z=N$Mv$HI25E$f~haMji1Jb17l9<0YPv;H+qxD=N#xwoeW*MWP;bwN40{S^!Qc%)BB zJTcmn_6{G#zRi--xzS!`5#mI~uCZ|uI< zDAG*t$pwyWGo=oR?puacPMao4a*|r@WQp<_L^SRBDmueDl}KS}Co^Ro_9^$SOcFwr zgiH{M*`~+`D{-(z*1_AHtn>rc54y^YwUxD{-u}$J2aUS0!RCHJbJ8P#`$euYJujnF zSx3J4d~-RN?VYnqyB67CNk=BmbTTJr!^}5Ul}<|3bx!KMv7VP!<-xMC9S1|vUApGO zd0Bln?`nCgDQBkV8|as@-IqkwS9EI1Sg6udX`Q7gMb~>RJ??afw3Uu~8!34iTBHBl zi0Od1qM24Aq+POY$n;EGCeKm6M7k&?+d-F=M@18=IxkHDla2^|PO9GX1u3ivbE1xT z+=^}4Zo{ONva*On--8-OUjI=r94V1Y}`N=IHv19Ut jbWAeLReX?b<52fDoT%;?`~gm~I(s23S;SN2irW1H>^?=m diff --git a/_preview/4/_static/locales/nl/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/nl/LC_MESSAGES/booktheme.po deleted file mode 100644 index 71bd1cd..0000000 --- a/_preview/4/_static/locales/nl/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: nl\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Afdrukken naar pdf" - -msgid "Theme by the" -msgstr "Thema door de" - -msgid "Download source file" -msgstr "Download het bronbestand" - -msgid "open issue" -msgstr "open probleem" - -msgid "Contents" -msgstr "Inhoud" - -msgid "previous page" -msgstr "vorige pagina" - -msgid "Download notebook file" -msgstr "Download notebookbestand" - -msgid "Copyright" -msgstr "auteursrechten" - -msgid "Download this page" -msgstr "Download deze pagina" - -msgid "Source repository" -msgstr "Bronopslagplaats" - -msgid "By" -msgstr "Door" - -msgid "repository" -msgstr "repository" - -msgid "Last updated on" -msgstr "Laatst geupdate op" - -msgid "Toggle navigation" -msgstr "Schakel navigatie" - -msgid "Sphinx Book Theme" -msgstr "Sphinx-boekthema" - -msgid "suggest edit" -msgstr "suggereren bewerken" - -msgid "Open an issue" -msgstr "Open een probleem" - -msgid "Launch" -msgstr "Lancering" - -msgid "Fullscreen mode" -msgstr "Volledig scherm" - -msgid "Edit this page" -msgstr "bewerk deze pagina" - -msgid "By the" -msgstr "Door de" - -msgid "next page" -msgstr "volgende bladzijde" diff --git a/_preview/4/_static/locales/no/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/no/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 6cd15c88de675226c00ca4d0430171075e5559ff..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1317 zcmZ9KJ#5r46vxeXdz6pzxm3a|d<+2!3{|TeDD*@{E2`eX#NxZWChjG6WIIQ@F#r=I zh=CaiW+cQ+7sSlefekSsA;E&g!2exRwZe-1i=UnMe;@gJZ0`$!aT;?1^9$w~%xAl> zV2tb*0*@HQvL74+N5JFYC^!M00?&abz$SPMTm}z=1ReoH&Bq}7c@7=|Ux8!bTW}nF zU-MIK->moFLDu^NHo!f5s_zejyq^Hs&w20zcpb!5@dLyoequQQ{ss?%e?g9WWG`|7 z&ww2NwR(RWJc|7Tkn_pGec+?o{vnrOx2I^Ydmn%A>ZL_zf>(PJ4kZLarm5`W=b%5)w zZL7>O-*ZGp<~Am=pnQ;J5vxG4v+R9LTr zb?c&Cq}r^>S&prfQchyH%5IfY$0kWe(x`z>RL~GHv=*x9EbCMvg`Y>jh2AfB-HRnbKxP z_EP0Mh336ZE1KHA=alg)i!%*zV<7HREar_#Z59h#6sa0`M0_gBf~5&B$u(bn(=RqnJ4d{?xCazSi7Dd36F5NEp? z<)YnpdLTAmS7{(1PP{Mcl94asi9}+1PF;uA{A!sWqQCgLP1e#J@rEvuCjIeG)u_ z_zHL&oC3+mBarlB@FchjQl1we?OzAU{{~3=--1+!&*l7gkoNrokAjC_hW4EWNq-dF z2i^p!UUxt$Ipw67YDs=blg_=fL9(w&^`%C>sF5z^AYYUllKnH&-R^8uf4W1;k81~m7!h)9ylfZ~^CgwY?O|s!8_53#eN#D}ib%4l zPdl`G0* zrR^Q^E{h@wml7v|6|*b@U!4i752bZbtMMX#mGW2nnJcq1vs2siW24t9Wnrs}c`9q% z!@$)v5lT<+ped}AzW!iwx;nnS&I;|8q^(Zrz=TRiH9p=@zH(RSC_`OqJWVR|NoGY- zoi?`RYFwxN(ABR`V3KC)moz_L=VO;ADlp!Wow9!{+QNF%d)$vmWXUlwR2&%HTrgJW19E;7l zzACcDJ`;)Rh+tW;2Q~|urlsI%&bL2qk_T%ViEOb+o5j!ziwCfPoA2cCtFji~wj$ZA z@p+raPIaI5KE$fLmvXo`p>N|Ts6=nA`!wj_O|+>xW d^Crc{P^+yKEfI-Mu31OGXlgVp$}sP%{Q=l!SrY&N diff --git a/_preview/4/_static/locales/pl/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/pl/LC_MESSAGES/booktheme.po deleted file mode 100644 index 1b7233f..0000000 --- a/_preview/4/_static/locales/pl/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: pl\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Drukuj do PDF" - -msgid "Theme by the" -msgstr "Motyw autorstwa" - -msgid "Download source file" -msgstr "Pobierz plik źródłowy" - -msgid "open issue" -msgstr "otwarty problem" - -msgid "Contents" -msgstr "Zawartość" - -msgid "previous page" -msgstr "Poprzednia strona" - -msgid "Download notebook file" -msgstr "Pobierz plik notatnika" - -msgid "Copyright" -msgstr "prawa autorskie" - -msgid "Download this page" -msgstr "Pobierz tę stronę" - -msgid "Source repository" -msgstr "Repozytorium źródłowe" - -msgid "By" -msgstr "Przez" - -msgid "repository" -msgstr "magazyn" - -msgid "Last updated on" -msgstr "Ostatnia aktualizacja" - -msgid "Toggle navigation" -msgstr "Przełącz nawigację" - -msgid "Sphinx Book Theme" -msgstr "Motyw książki Sphinx" - -msgid "suggest edit" -msgstr "zaproponuj edycję" - -msgid "Open an issue" -msgstr "Otwórz problem" - -msgid "Launch" -msgstr "Uruchomić" - -msgid "Fullscreen mode" -msgstr "Pełny ekran" - -msgid "Edit this page" -msgstr "Edytuj tę strone" - -msgid "By the" -msgstr "Przez" - -msgid "next page" -msgstr "Następna strona" diff --git a/_preview/4/_static/locales/pt/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/pt/LC_MESSAGES/booktheme.mo deleted file mode 100644 index d0ddb8728e1d5ef72dddc1537f66aa32251a83c8..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1364 zcmZ9KJ!lj`6vsyszs~RYi3A)AKVkhsL@peXm>dKW4Dqy|yM5Uk-JMxyXV09qrC4bb zE3pu<6hyS##>&dd!p6cz!N$T$|8I9gLWZ0D-MpQB@BjWY-^NCt35+9{h16S(zZ$SR;BglC^gY3_DkUjkg^8V2+RlY+YuTO%k z_iDYq0kY*B<9wX!0496Oy4Me+EOW5GJh*=z>>q1pUk_m-WvQ8UtRL(@Yuttj8%m$V z)DS=E`y_5yrAF9A~6$c zkJPKnb{@xB&k-4!*pS4W%Dl|ePxSZ1+Sg`TPO-L5pAr(~Q+BJKIyQ=8l12@5q`XEEL(9HWXSq&QBy}{>iJ+c4DOK2kgX}J`T^Gu%F2!T+4-5Z_m|FJY}CdEoncB%=^@}k z8Y^ukWUsGWM!t2s(+;k!?Q_axOXPwX)3c#AQBz*)YTuYsCd%P!Q>MPL5a&+CLEE|{ zYf6)r%dB;ILRNoUXN)}2l9$d-G{iJ)q}Wy`Tzm+v2(=>^C{+#@RV=2IURF*jcR$wy zD??aTpZLaCOMFYpAW1l*WLmt4v{B_@b0}L2&D+qT-&mnh(n=I7vDb-`%I7N94^{E1 zcxfdiIC)dNQVDLK6_Z`3WS+>>*=|gU60=F_bfO(LmX~0$I{o6U(^gh;I@l*sE7k*N z>oXB$Fttuh#-5x(d)$^9P*fEbsVm+tv!2x!?&s);C8;hsuS6ZkWkdpvO!dtuOAFi$ LL?J8GWh3H0!r)O_ diff --git a/_preview/4/_static/locales/pt/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/pt/LC_MESSAGES/booktheme.po deleted file mode 100644 index 1b27314..0000000 --- a/_preview/4/_static/locales/pt/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: pt\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Imprimir em PDF" - -msgid "Theme by the" -msgstr "Tema por" - -msgid "Download source file" -msgstr "Baixar arquivo fonte" - -msgid "open issue" -msgstr "questão aberta" - -msgid "Contents" -msgstr "Conteúdo" - -msgid "previous page" -msgstr "página anterior" - -msgid "Download notebook file" -msgstr "Baixar arquivo de notebook" - -msgid "Copyright" -msgstr "direito autoral" - -msgid "Download this page" -msgstr "Baixe esta página" - -msgid "Source repository" -msgstr "Repositório fonte" - -msgid "By" -msgstr "De" - -msgid "repository" -msgstr "repositório" - -msgid "Last updated on" -msgstr "Última atualização em" - -msgid "Toggle navigation" -msgstr "Alternar de navegação" - -msgid "Sphinx Book Theme" -msgstr "Tema do livro Sphinx" - -msgid "suggest edit" -msgstr "sugerir edição" - -msgid "Open an issue" -msgstr "Abra um problema" - -msgid "Launch" -msgstr "Lançamento" - -msgid "Fullscreen mode" -msgstr "Modo tela cheia" - -msgid "Edit this page" -msgstr "Edite essa página" - -msgid "By the" -msgstr "Pelo" - -msgid "next page" -msgstr "próxima página" diff --git a/_preview/4/_static/locales/ro/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/ro/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 3c36ab1df7c589ad82614599b8c91f072a25d4a6..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1390 zcmZ{jxo;Ce6vhX_5zG}5ZUr$kT#~s&fgHI>97~Z1L||yB#=9@;f%VL44!~(cNeM!T zzkmW7Bt%b&NVHTGv{Xn`NHmD=truc}813$F=kWX9`}X8CsJNO-Bou44rIk82E zW8ekwD0mG#0%~vyTm=t+&p?jz3S_U|fL!MXkn8*mPJmxQ*7*st&Nlprc^KsLXDc>A z&U>kv-vQZju7S_7m#oj;a^0f?p-U~+<-u`yunv38zH-h8DR$!Kd`AcS&)<;qgbk%n zVs?N_h8~GIYXX_z@lp(&&U!(#>;scql}cj+b*;T8mvv4X%iczp&|iz8r@bsxMq)nI z0il0S+cD35;)smw+mysr<%5hxssg3b8qA|fdg6M41IkG4eI&8uv_TLnms)LcbExO2 zuwDo22I6MX)8?U^<=i?w>XRs+vOBD)W3wzLY1Dn4sh}ZZ=wTRUXIW<`QaHM=ZLHEB z3GZW;5wavyf>i8XN#8^5U79nrN}tCR1WA7O>Nc7D^1!X_=B#5k}&OPu5mlqSjw% ze9!ggnq18PeE0wD`{?}IYPqW%0!Wn*zA9eO0NP-Sd!P*Z&(5Mvp+E_$mG57h;3yNf z@}T<)Q9@L?UQv!@t~hzGN|ByUi8HjaaJHLM9|{Y76xA;^5T@*t78+y)y;r5zA;cW% z6j3gq1Ltf%1{N7Mh$B&^tz>kF94xj(C8Xe$PteOytPUysU!2AvEWuE6Fj7Z>o*_qS K1txIYaExD}s9q8P diff --git a/_preview/4/_static/locales/ro/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ro/LC_MESSAGES/booktheme.po deleted file mode 100644 index 1783ad2..0000000 --- a/_preview/4/_static/locales/ro/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ro\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Imprimați în PDF" - -msgid "Theme by the" -msgstr "Tema de" - -msgid "Download source file" -msgstr "Descărcați fișierul sursă" - -msgid "open issue" -msgstr "problema deschisă" - -msgid "Contents" -msgstr "Cuprins" - -msgid "previous page" -msgstr "pagina anterioară" - -msgid "Download notebook file" -msgstr "Descărcați fișierul notebook" - -msgid "Copyright" -msgstr "Drepturi de autor" - -msgid "Download this page" -msgstr "Descarcă această pagină" - -msgid "Source repository" -msgstr "Depozit sursă" - -msgid "By" -msgstr "De" - -msgid "repository" -msgstr "repertoriu" - -msgid "Last updated on" -msgstr "Ultima actualizare la" - -msgid "Toggle navigation" -msgstr "Comutare navigare" - -msgid "Sphinx Book Theme" -msgstr "Tema Sphinx Book" - -msgid "suggest edit" -msgstr "sugerează editare" - -msgid "Open an issue" -msgstr "Deschideți o problemă" - -msgid "Launch" -msgstr "Lansa" - -msgid "Fullscreen mode" -msgstr "Modul ecran întreg" - -msgid "Edit this page" -msgstr "Editați această pagină" - -msgid "By the" -msgstr "Langa" - -msgid "next page" -msgstr "pagina următoare" diff --git a/_preview/4/_static/locales/ru/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/ru/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 6b8ca41f36ebf869818399a9584cdb15619bea78..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1722 zcmZ{iPiz!b9LJx6N>>C0{~WCHj6uL;MNkv6buUP3NFY{Oy-#-^yQABg$;>R!8?=By zpk6eZkcjo>ZEd^jw#)9`jK?>LiHQeq#*-Is-2D7zrnWZnvTr^!zxmDY_x*j}{=RSL zmx}cqdz}3X`vCjaLtI$99#)E<8sqXP+zofZ{csG9!)M_u@M&0v```y~4>WKujB{Rv zQs)c!1iS-x!|&l!u$%MeJpNn${3n!t_hA9<*pYp|2g>s}lsboC555U^!oQ&C`x}bB zF@i6^7vWp*ZFm@l@KtyR9)~}{gYZ5)1P?rt)qfX0&vOMzodC-FMW|sH%3Qy~Bk&LS zGTh71lK%!g2;Ya|(?xg`eg?&InL*;Bbw69Q%iLQRlGKxI@mH42FH8IruciMpY+9?w z*>bj97p>AWd<Owguyc8|lEQ8#P&TV@hv4PPLlNs2UpM=~=&K)EOs=bt|Yjv8id_3$EYFWp61Twd!?)O2Z^b@jo`zxOlo&{K$k6 z)k-?+UzGmEv~%I?>9doY?~lFqdLcKqSeXk!s4V?^=qzIFXM1NyDcB~ z^h;%Z?8rnx*}Ha_UXm-xW!tfr6}wJC zN81q@gr(9Fv3Bw)dp^0PldHtnY+u_Sxf$6W-wgO>O_L_|y0EwXD@jYPrM(BqO_Ddt zDEk#lk9`p%b*uDr%Zu6PU zG_bh>@urJlTp^1w`f2$AR}2{1AJVy&({OH-XdNXBVw1Appn{Ug&D59FU~!E~qO?uY z2%}Tqa+P*D{a@R!x0@kSMzqWv;2@B-rtEiw@7eZ-vn#fz?Gn!QP_`~@{!JJr^D>2; zYX|@P$s&z$lLI4H4zg!gP;s5$q8v^-E0ZiHHwb^e&1~CN%&|G1oY;Q{yqk7fcCfJk diff --git a/_preview/4/_static/locales/ru/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ru/LC_MESSAGES/booktheme.po deleted file mode 100644 index b1176b7..0000000 --- a/_preview/4/_static/locales/ru/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ru\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Распечатать в PDF" - -msgid "Theme by the" -msgstr "Тема от" - -msgid "Download source file" -msgstr "Скачать исходный файл" - -msgid "open issue" -msgstr "открытый вопрос" - -msgid "Contents" -msgstr "Содержание" - -msgid "previous page" -msgstr "Предыдущая страница" - -msgid "Download notebook file" -msgstr "Скачать файл записной книжки" - -msgid "Copyright" -msgstr "авторское право" - -msgid "Download this page" -msgstr "Загрузите эту страницу" - -msgid "Source repository" -msgstr "Исходный репозиторий" - -msgid "By" -msgstr "По" - -msgid "repository" -msgstr "хранилище" - -msgid "Last updated on" -msgstr "Последнее обновление" - -msgid "Toggle navigation" -msgstr "Переключить навигацию" - -msgid "Sphinx Book Theme" -msgstr "Тема книги Сфинкс" - -msgid "suggest edit" -msgstr "предложить редактировать" - -msgid "Open an issue" -msgstr "Открыть вопрос" - -msgid "Launch" -msgstr "Запуск" - -msgid "Fullscreen mode" -msgstr "Полноэкранный режим" - -msgid "Edit this page" -msgstr "Редактировать эту страницу" - -msgid "By the" -msgstr "Посредством" - -msgid "next page" -msgstr "Следующая страница" diff --git a/_preview/4/_static/locales/sk/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/sk/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 59bd0ddfa341477cf5ccfdc88f4c3e6127046f7a..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1393 zcmZ9KKWrRD6vijSKyrit=ARHoJeoj?1A-``v#uc6mLesxmAg<-Am(Iw==v>7a08THd<;rm`=IpY4k&eh2g>u`gW~ryD0Tk|O5J~fa_(Nc zzXDUK|0PiBy9|o{Iw-jZpgi{xC@mLFS&OFRlMGV#=>h3w2I;R1(UBqg;w6239ut!4 z2~6=jJ)|#^@o`MFWBGp7wHbaCb5`#=8`;KyKjqAuERSl#ePRozQ?f4d$hk4?nu1TZ zgR6YP4{gTW1S)mLYBMzv(*G~Fs-g&qXSOtPDXSYgM5@YEM^4FEtSg)3YP-Y%ZOMdC zvD)#*Ld4O|#+Dj1ex6GgOmu#x24!ySK3$V+!<;9qmRA}zH4R;s6--u7O{SxPiRJy+ zq;ulan3SHU##L?XQ}Ut8GDb>9C5YnoIEmfsY4-#60ct&J{JY}cT{?GeUcb3{a{tPk zZ+F_pc89Z)dlV7it+LR@u2Yh0A2{}J54XBkPtJL5!!G;orcGRGY}TWzBNIC}w9P8? zwMSvx*(oZoi|&^5lh7kuE|;PI&N?-J`)^o!txs1juXogY6?)ZEJ1#xCtJU@>=)Bnr zU1l0t--9arjh>CyA! zZ|R}^TYP-iOeo=k_sEUBK5*0V4ADZtsjcUv$Fb6dIjHA}(Ucy4hGb%cXdqT-thpkjw8w z94mEnM;EAFODWoF<;0UM`ZS%T+8S2)Skfe~=jnmos~5@rll9m4U7_dmM!H@|Co1(H Di}h+h diff --git a/_preview/4/_static/locales/sk/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/sk/LC_MESSAGES/booktheme.po deleted file mode 100644 index 6501288..0000000 --- a/_preview/4/_static/locales/sk/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: sk\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Tlač do PDF" - -msgid "Theme by the" -msgstr "Téma od" - -msgid "Download source file" -msgstr "Stiahnite si zdrojový súbor" - -msgid "open issue" -msgstr "otvorené vydanie" - -msgid "Contents" -msgstr "Obsah" - -msgid "previous page" -msgstr "predchádzajúca strana" - -msgid "Download notebook file" -msgstr "Stiahnite si zošit" - -msgid "Copyright" -msgstr "Autorské práva" - -msgid "Download this page" -msgstr "Stiahnite si túto stránku" - -msgid "Source repository" -msgstr "Zdrojové úložisko" - -msgid "By" -msgstr "Autor:" - -msgid "repository" -msgstr "Úložisko" - -msgid "Last updated on" -msgstr "Posledná aktualizácia dňa" - -msgid "Toggle navigation" -msgstr "Prepnúť navigáciu" - -msgid "Sphinx Book Theme" -msgstr "Téma knihy Sfinga" - -msgid "suggest edit" -msgstr "navrhnúť úpravu" - -msgid "Open an issue" -msgstr "Otvorte problém" - -msgid "Launch" -msgstr "Spustiť" - -msgid "Fullscreen mode" -msgstr "Režim celej obrazovky" - -msgid "Edit this page" -msgstr "Upraviť túto stránku" - -msgid "By the" -msgstr "Podľa" - -msgid "next page" -msgstr "ďalšia strana" diff --git a/_preview/4/_static/locales/sl/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/sl/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 87bf26de683cb18c73bd23c2b4c57ef6a02545ec..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1374 zcmZ9KyKfXR5XQ}$9PjWFC=#aOAvj*5h%UN@MVlwf1j4YtMW$vtK7Sz7QA(F{dy;VIIMJx(*A* z*7ZW*5ffN8gWJKa;9hV7oB|Jk$H0AH8=M61fIC3~cY(3y6OjEp2X}z4!0q5`a1Z#l z=EvIprQUx7Io@xu0dCk(-QNlFehOqi$H8~tMQ{`NqvlU=3--Uk-Qc>7LL34o!NcHb zkab@J`TGNq^T|Ly_ZVc|FG1Eh0$KkXa4+~CYpSj^k88a!&*8idy!V z`%t7QK_wv*NO67Y#^!v|yiY#BTT52)n;gGcMsD1kzd5`1{rs78jk>VS#g&{|GD5)F z+$e2lWVfe$pxC~*IM2jgT5~@lP4MDpz zCx-(XW@_w<9uAzh?%#>APv}sH5H9X{E*5diD#H~rZm5EBHe?#D`0z|yaZ3$VV*3d1 zf=gV-^ojji64%jMWljW5^x#&@4 diff --git a/_preview/4/_static/locales/sl/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/sl/LC_MESSAGES/booktheme.po deleted file mode 100644 index 3c7e3a8..0000000 --- a/_preview/4/_static/locales/sl/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: sl\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Natisni v PDF" - -msgid "Theme by the" -msgstr "Tema avtorja" - -msgid "Download source file" -msgstr "Prenesite izvorno datoteko" - -msgid "open issue" -msgstr "odprto vprašanje" - -msgid "Contents" -msgstr "Vsebina" - -msgid "previous page" -msgstr "Prejšnja stran" - -msgid "Download notebook file" -msgstr "Prenesite datoteko zvezka" - -msgid "Copyright" -msgstr "avtorske pravice" - -msgid "Download this page" -msgstr "Prenesite to stran" - -msgid "Source repository" -msgstr "Izvorno skladišče" - -msgid "By" -msgstr "Avtor" - -msgid "repository" -msgstr "odlagališče" - -msgid "Last updated on" -msgstr "Nazadnje posodobljeno dne" - -msgid "Toggle navigation" -msgstr "Preklopi navigacijo" - -msgid "Sphinx Book Theme" -msgstr "Tema knjige Sphinx" - -msgid "suggest edit" -msgstr "predlagajte urejanje" - -msgid "Open an issue" -msgstr "Odprite številko" - -msgid "Launch" -msgstr "Kosilo" - -msgid "Fullscreen mode" -msgstr "Celozaslonski način" - -msgid "Edit this page" -msgstr "Uredite to stran" - -msgid "By the" -msgstr "Avtor" - -msgid "next page" -msgstr "Naslednja stran" diff --git a/_preview/4/_static/locales/sr/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/sr/LC_MESSAGES/booktheme.mo deleted file mode 100644 index ec740f4852f3973fa72ed0c7f7cf59273b8dba41..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1679 zcmZ{i&2Jk;7>5TMpf#n12FigTrXZCM$qB70R5|j2(nPA%iiifpt=iZVd#SU#+K*9wix4UV%CCk|YD;tzleJn!xzyAg~$`^-$R zf|BP7d;(sF`{57pDcCFcOL6{NvA++c-k-1p_w32;FeHVeLgQ7^hJ zGdzy`B&?ZThjG)5bl^0MnyI@nssG*1CaqRf3ytygl3zFKtP{mL3F=O4>e~0%Ctj_o z-VO+GJncqNV$@vddL;4n-04|$KCc&=z>nP650};Xpy_&-^(oOd-!w}`WnaCJdz$wf zjh4}#bIENuu}cxpT#j>fzSPN!1fjX)`bi;sBz=@L8U~dHCrI%>FtxaRre1!}gb~>) zID-xfGsC|hn|!@gG`2jy9GHrZ5ik|B9M_xHwWbqBCa%6aKU+RIj0+tv zS~OvK#;f^t*K1Vt$ptqqoproMLSHL73QKdXBy?KkSwCEgD%uOOZB#uzt@CB|6;B_j z>SM1?mz2F>J33uW*U}Z+wmY_)ohZA>uESZ+w$lw|zev~9H9JUG(p9@{2io4t;AJmR@7g|5U2Qwul5jS5J6+fI7K$b?*B^Gym(vvm#N%kCu@EWomq3c>6awm HD*E*gL}ZXP diff --git a/_preview/4/_static/locales/sr/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/sr/LC_MESSAGES/booktheme.po deleted file mode 100644 index 773b8ad..0000000 --- a/_preview/4/_static/locales/sr/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: sr\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Испис у ПДФ" - -msgid "Theme by the" -msgstr "Тхеме би" - -msgid "Download source file" -msgstr "Преузми изворну датотеку" - -msgid "open issue" -msgstr "отворено издање" - -msgid "Contents" -msgstr "Садржај" - -msgid "previous page" -msgstr "Претходна страница" - -msgid "Download notebook file" -msgstr "Преузмите датотеку бележнице" - -msgid "Copyright" -msgstr "Ауторско право" - -msgid "Download this page" -msgstr "Преузмите ову страницу" - -msgid "Source repository" -msgstr "Изворно спремиште" - -msgid "By" -msgstr "Од стране" - -msgid "repository" -msgstr "спремиште" - -msgid "Last updated on" -msgstr "Последње ажурирање" - -msgid "Toggle navigation" -msgstr "Укључи / искључи навигацију" - -msgid "Sphinx Book Theme" -msgstr "Тема књиге Спхинк" - -msgid "suggest edit" -msgstr "предложи уређивање" - -msgid "Open an issue" -msgstr "Отворите издање" - -msgid "Launch" -msgstr "Лансирање" - -msgid "Fullscreen mode" -msgstr "Режим целог екрана" - -msgid "Edit this page" -msgstr "Уредите ову страницу" - -msgid "By the" -msgstr "Од" - -msgid "next page" -msgstr "Следећа страна" diff --git a/_preview/4/_static/locales/sv/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/sv/LC_MESSAGES/booktheme.mo deleted file mode 100644 index b07dc76ff21128244172d2e415cc899555d8b49d..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1365 zcmZ9Ky>App7{XZ}|d=zQVMY>d0>TJUwK!GS|siLHd(&c$~H~3(*Gryg$_j%@>d3o;WBZ2ZE>JsWR z)Jv%M7to-bct;3);v|}P!BgM~@H}`DTmmnGm%$If0eB9)11^FDo&i(GpFxiE5Ihb3 z0-geY1>Xk`IzH{jUv&LfAnW}L_P`@Y+Wm_l_m@D9a|Qez{0hWU@h8Z7e}laLACT8A z9Bq9sg6#KG@FQ>;^|ue&MB7Xc{&_$WV4fmrpPUX_NMBC1d<&HLVI2>ISM)cNT zDs_}z6(rVjoe=u}?s{cR90ejPCoU&(OT{EBpQ}W+2Kkatlh7xu)KFSXs3tL$x9(u73Q%I)?{Lst}rq*YU0sH7ocX*ad*9P6|q zKG0OVs2vT8zb&|U%F`w^(-Z1 zKF^i36kcC+hKrsX9@jHt-W)0~UWJ0RHRwJIJFG|WNq7Z50sn;0!@U&o7(5PV;9F4M{{RobKj41& z@a;;?!xtbeX@>OX{(5y6M3y47A9wJS8l@l7I~meb8I-3U@UzelnM(bH_d|LjeI~u4 zB&Ck5^3z4%s2P{8W=Y&H)T}#g2QKPq>k6~t+?)DDGB7*axf^C(bKPdqPja0`u~Boq zq#)vWxe(=r9;UshFg@+8T8M_W+gC58#_GuGB+rLNEoOcl%M6n_~Kv<@xsE9lI>D`3aM?=WN&Y5*v5);gzIlEkrgR(mY~Bt;NAGiw5m^ zmz~Tz+NOS)Pd_uI!*qJT)%&LPp{J%=sw%gu@~f)+wA%QnDo0iMT~%)Q%}sWAT~-@s zt8&XvWPPzJFLmFFj3kCLZVZKXbJg6qObpgpYXhKc{dPQvXD4*l1`&-oR|ZVWnD5S zLMPGk+4yL_MW)wWJ7GI+sWh)Cq}dE7ao%TGqX8uPK%$P%oUIVNaozG6uhIA~XTs-( z77E8j3VKIkNhd=@QrBItuMs9x^kr3kK4HautE;{2cexG}GQN=#P4;o6q{&7}8xZ++ zl w$ZZQ&WaeX;?9mtGBq&}escqTfGyJc(*W8(47(T)#0?{xcP9tpFr||Or2L57y?*IS* diff --git a/_preview/4/_static/locales/ta/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ta/LC_MESSAGES/booktheme.po deleted file mode 100644 index b48bdfa..0000000 --- a/_preview/4/_static/locales/ta/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,66 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ta\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "PDF இல் அச்சிடுக" - -msgid "Theme by the" -msgstr "வழங்கிய தீம்" - -msgid "Download source file" -msgstr "மூல கோப்பைப் பதிவிறக்குக" - -msgid "open issue" -msgstr "திறந்த பிரச்சினை" - -msgid "previous page" -msgstr "முந்தைய பக்கம்" - -msgid "Download notebook file" -msgstr "நோட்புக் கோப்பைப் பதிவிறக்கவும்" - -msgid "Copyright" -msgstr "பதிப்புரிமை" - -msgid "Download this page" -msgstr "இந்தப் பக்கத்தைப் பதிவிறக்கவும்" - -msgid "Source repository" -msgstr "மூல களஞ்சியம்" - -msgid "By" -msgstr "வழங்கியவர்" - -msgid "Last updated on" -msgstr "கடைசியாக புதுப்பிக்கப்பட்டது" - -msgid "Toggle navigation" -msgstr "வழிசெலுத்தலை நிலைமாற்று" - -msgid "Sphinx Book Theme" -msgstr "ஸ்பிங்க்ஸ் புத்தக தீம்" - -msgid "suggest edit" -msgstr "திருத்த பரிந்துரைக்கவும்" - -msgid "Open an issue" -msgstr "சிக்கலைத் திறக்கவும்" - -msgid "Launch" -msgstr "தொடங்க" - -msgid "Edit this page" -msgstr "இந்தப் பக்கத்தைத் திருத்தவும்" - -msgid "By the" -msgstr "மூலம்" - -msgid "next page" -msgstr "அடுத்த பக்கம்" diff --git a/_preview/4/_static/locales/te/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/te/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 0a5f4b46adfda1551ae6791c3c3782525b61be04..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1806 zcmbu8?`s@I7{^DgzpiR+74e1QD2kPOYU&G1LO_}((2{DPsaEjK=5D&TdYxHz_mbva zT2L$M3z1kXg(AcfwAS4~Neb5f0lujqQV?VieD5FN3qLcn=UrpK7cRH^*?DH3U*CQ1 zw_V$o1=qvek8yv`{W$mAxAEY*0dI#t!Motk@Lu>Ud<6aho$p_87u?C=2jJ6i2YeYi zzX^ChJOuB9$KXz=YA)3F59{^k(B)Z$4Y&rK|263Re}o(GCUki}y(4f1KFWF>z6o!@ z*Wm7LLQKL1xEEf7ufjj!vvA~2A@;zx;Pdc3_zYZw?)**o1l&$Dhu|Lg6r6|7{snaU zU4^f}Um%kFbGaHHtXJD1WeGz1>mHu2N2iC=&RtGZchR1B$iD?W+^g&V?%L)waXOPu z(25ZI7x~Geqr`+s7qcYp6yktc&|MR?r8b3{Gv-}+Jn5=|IXAtmr8XIhPLj(sij|mb zCj}Av%jqaDWG`(;g=$Nq#dOrut&Vs-Ra!<`CVAddVkS#8PDaigm=Z@q{7j`LPYRPQ ziX&+!(I@48SIcZiolwF*xU=VM^?@zFv*l@L zDz6jwvaMLG-4f{crQm*REN}ghN#a8coKPu>p z%YTFt$m|qAXTDh&g5gT~hljsJ*ry=A+<9Nb1sA(o5-xGw{Z;?6OlS@gI#jemLQG%z zrpf6>XY=H3-bW;Qrf>v2>%ZN4n4aM|U<|2-ZBn^mBghuhM0)Dv2+@ei()B(V2&(za uuMrF7ToguSy%w`N&3+IHSt#2LVBfiP)B5iT;9Jx)h5&elIS4O(ZT|-CPABOA diff --git a/_preview/4/_static/locales/te/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/te/LC_MESSAGES/booktheme.po deleted file mode 100644 index 952278f..0000000 --- a/_preview/4/_static/locales/te/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,66 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: te\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "PDF కి ముద్రించండి" - -msgid "Theme by the" -msgstr "ద్వారా థీమ్" - -msgid "Download source file" -msgstr "మూల ఫైల్‌ను డౌన్‌లోడ్ చేయండి" - -msgid "open issue" -msgstr "ఓపెన్ ఇష్యూ" - -msgid "previous page" -msgstr "ముందు పేజి" - -msgid "Download notebook file" -msgstr "నోట్బుక్ ఫైల్ను డౌన్లోడ్ చేయండి" - -msgid "Copyright" -msgstr "కాపీరైట్" - -msgid "Download this page" -msgstr "ఈ పేజీని డౌన్‌లోడ్ చేయండి" - -msgid "Source repository" -msgstr "మూల రిపోజిటరీ" - -msgid "By" -msgstr "ద్వారా" - -msgid "Last updated on" -msgstr "చివరిగా నవీకరించబడింది" - -msgid "Toggle navigation" -msgstr "నావిగేషన్‌ను టోగుల్ చేయండి" - -msgid "Sphinx Book Theme" -msgstr "సింహిక పుస్తక థీమ్" - -msgid "suggest edit" -msgstr "సవరించమని సూచించండి" - -msgid "Open an issue" -msgstr "సమస్యను తెరవండి" - -msgid "Launch" -msgstr "ప్రారంభించండి" - -msgid "Edit this page" -msgstr "ఈ పేజీని సవరించండి" - -msgid "By the" -msgstr "ద్వారా" - -msgid "next page" -msgstr "తరువాతి పేజీ" diff --git a/_preview/4/_static/locales/tg/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/tg/LC_MESSAGES/booktheme.mo deleted file mode 100644 index b21c6c6340194fdf35f7e5660deb42479c8dbff9..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1628 zcmaiyO^6gn6vxZY=tNE8S5Q|hA#9RE$8XSGCI@vF1jR*HLCB?drtIlBTh(+|t9#pZ z_b^Dr#19Y@K@`-J?Yg?{x;qOwd8{6D@{o&%oP^*d#K?f}Wpw_pnH1Q&v@ z3%&tK*FWF}u!PNBU}wRfz%8&Zfe!dP_zn0sxE@@yD9?KJ9kAteKMU^WF zJC>CiI~?GEE4d#GJ20M-!R?)~ z>>S<1-6l7a<}oHySZKVs&CQhc{Mbyqb88w7X3RqzI{&F#*USvhMoiLrM6s>Hk4E|6 zc@o%qM9F2t?V4KSrinZf?58}t0JXzb84{b#Mr}$-{y{=+V#Xn)X(lNzTPtR6wl32O zGdJL5Bs-5oxB+T`zIGRrAt`^lPLZT?M?g!0angPB{%GR5vxHp0oR8Arqi zbZiRp&%w__8!lf*NbDpe;WA2%r?Xi$atSF8VXr;q_FB@_W_A(5kPfr&0p+;^8?eY= pg1vVOUqyoB&tBYSn9xh&7BjPW`v%MukJU629MMs5Ow+8v{s(GpYQg{j diff --git a/_preview/4/_static/locales/tg/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/tg/LC_MESSAGES/booktheme.po deleted file mode 100644 index c33dc42..0000000 --- a/_preview/4/_static/locales/tg/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: tg\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "Чоп ба PDF" - -msgid "Theme by the" -msgstr "Мавзӯъи аз" - -msgid "Download source file" -msgstr "Файли манбаъро зеркашӣ кунед" - -msgid "open issue" -msgstr "барориши кушод" - -msgid "Contents" -msgstr "Мундариҷа" - -msgid "previous page" -msgstr "саҳифаи қаблӣ" - -msgid "Download notebook file" -msgstr "Файли дафтарро зеркашӣ кунед" - -msgid "Copyright" -msgstr "Ҳуқуқи муаллиф" - -msgid "Download this page" -msgstr "Ин саҳифаро зеркашӣ кунед" - -msgid "Source repository" -msgstr "Анбори манбаъ" - -msgid "By" -msgstr "Бо" - -msgid "repository" -msgstr "анбор" - -msgid "Last updated on" -msgstr "Last навсозӣ дар" - -msgid "Toggle navigation" -msgstr "Гузаришро иваз кунед" - -msgid "Sphinx Book Theme" -msgstr "Сфинкс Мавзӯи китоб" - -msgid "suggest edit" -msgstr "пешниҳод вироиш" - -msgid "Open an issue" -msgstr "Масъаларо кушоед" - -msgid "Launch" -msgstr "Оғоз" - -msgid "Fullscreen mode" -msgstr "Ҳолати экрани пурра" - -msgid "Edit this page" -msgstr "Ин саҳифаро таҳрир кунед" - -msgid "By the" -msgstr "Бо" - -msgid "next page" -msgstr "саҳифаи оянда" diff --git a/_preview/4/_static/locales/th/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/th/LC_MESSAGES/booktheme.mo deleted file mode 100644 index abede98aa11b163e580a26b545980ace31e61ccf..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1766 zcma)*-)|K~6vqcarB^@&)CU_K663GrYB9uM>wQ7mgal$EMW46#4trN`XEwWgD~&H; 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cLPeiV0|6qlnFzL#U0qn`*`iT?nxl@xb2Mx-{rpyeF$L|PmGL73Xj zjT&US*r9DL+Oc6=XyNi4J`IP)4~3RpiSp}N5WkMWZ=`O(hjnrBo?i;ppCMASYj{fI qV*6MBqwc03(drtRAFXAoSBd=B?a4S*sk|OB^ZqtY{YJQZ;_45RC*i9A diff --git a/_preview/4/_static/locales/th/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/th/LC_MESSAGES/booktheme.po deleted file mode 100644 index 9d24294..0000000 --- a/_preview/4/_static/locales/th/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: th\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "พิมพ์เป็น PDF" - -msgid "Theme by the" -msgstr "ธีมโดย" - -msgid "Download source file" -msgstr "ดาวน์โหลดไฟล์ต้นฉบับ" - -msgid "open issue" -msgstr "เปิดปัญหา" - -msgid "Contents" -msgstr "สารบัญ" - -msgid "previous page" -msgstr "หน้าที่แล้ว" - -msgid "Download notebook file" -msgstr "ดาวน์โหลดไฟล์สมุดบันทึก" - -msgid "Copyright" -msgstr "ลิขสิทธิ์" - -msgid "Download this page" -msgstr "ดาวน์โหลดหน้านี้" - -msgid "Source repository" -msgstr "ที่เก็บซอร์ส" - -msgid "By" -msgstr "โดย" - -msgid "repository" -msgstr "ที่เก็บ" - -msgid "Last updated on" -msgstr "ปรับปรุงล่าสุดเมื่อ" - -msgid "Toggle navigation" -msgstr "ไม่ต้องสลับช่องทาง" - -msgid "Sphinx Book Theme" -msgstr "ธีมหนังสือสฟิงซ์" - -msgid "suggest edit" -msgstr "แนะนำแก้ไข" - -msgid "Open an issue" -msgstr "เปิดปัญหา" - -msgid "Launch" -msgstr "เปิด" - -msgid "Fullscreen mode" -msgstr "โหมดเต็มหน้าจอ" - -msgid "Edit this page" -msgstr "แก้ไขหน้านี้" - -msgid "By the" -msgstr "โดย" - -msgid "next page" -msgstr "หน้าต่อไป" diff --git a/_preview/4/_static/locales/tl/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/tl/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 8df1b73310e0c606251d1abff7e6033d1f6b273f..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1273 zcmZ{iJ#P~+7{?8ixA4}MHz7bWh@lJz6qYJggw!_(YD=U9)PcpxxsJ)jKAr8h8TbH< zl>mt^fEW=h3@|dWP{DwN#01}fk%9knmnKyup2YV%`|Ricw;%r;A9>CYr_e5-eL%a2 z_Gk|th%ew?a0@&DeghAKKfp8KZ;;mh1;@cLOg;`?0Z)LpKw38o9s}=zN5K_v43vGY z_s5_1`!7J!c@37pw;-+m2-5n`;Ct{ph(FuhSLAyJ(z;h52j75~!7cDS_y;@-j*b-m zC%}W~-v&p)J0SUA0Z)SpJPAGlY2GGy4txoc|92qy`UKMYuOOYrFAzsE2s#`3PH_Yc zHrRgZAP%9?9w{GbQ&0{H+8gOp(7q^W|Kx>&wCSAbj3LR`Ob>tV+mg-Nw3lhs_H53s zo5YHk8|!7$+74gUi5w0)8?u(%HR#*g@l+_u=40)Val5-HoaZ5pg_kk6hAoOEtD7`fpKHxt1^q`P0PmGs4|~w zYF}CuMg<%mawMf%5;BoQ3pVSzGB;`7b(Ndbym+ll7=Ee3C$CPI*s^AIft_~oQ`+M| zjoMMlC845tP)?QC3^N9mW&fLyY9mxPB*L)jFaumd3$>sZlm_4E_)y1P<99=X&7mSu zQF#bj7^^11I1!U-GjxO_E86t}@}&6i_@% diff --git a/_preview/4/_static/locales/tl/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/tl/LC_MESSAGES/booktheme.po deleted file mode 100644 index 20e0d07..0000000 --- a/_preview/4/_static/locales/tl/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,66 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: tl\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "I-print sa PDF" - -msgid "Theme by the" -msgstr "Tema ng" - -msgid "Download source file" -msgstr "Mag-download ng file ng pinagmulan" - -msgid "open issue" -msgstr "bukas na isyu" - -msgid "previous page" -msgstr "Nakaraang pahina" - -msgid "Download notebook file" -msgstr "Mag-download ng file ng notebook" - -msgid "Copyright" -msgstr "Copyright" - -msgid "Download this page" -msgstr "I-download ang pahinang ito" - -msgid "Source repository" -msgstr "Pinagmulan ng imbakan" - -msgid "By" -msgstr "Ni" - -msgid "Last updated on" -msgstr "Huling na-update noong" - -msgid "Toggle navigation" -msgstr "I-toggle ang pag-navigate" - -msgid "Sphinx Book Theme" -msgstr "Tema ng Sphinx Book" - -msgid "suggest edit" -msgstr "iminumungkahi i-edit" - -msgid "Open an issue" -msgstr "Magbukas ng isyu" - -msgid "Launch" -msgstr "Ilunsad" - -msgid "Edit this page" -msgstr "I-edit ang pahinang ito" - -msgid "By the" -msgstr "Sa pamamagitan ng" - -msgid "next page" -msgstr "Susunod na pahina" diff --git a/_preview/4/_static/locales/tr/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/tr/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 029ae18afb5360a8c238a052e8d3971761759d3d..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1373 zcmZ{izi%8x6vqdWKynFz!~~?sQXUOIiX{o62)3@sVLOWA2n!$dC&=i7J19yL{j6T0W2%?d)gY?96-L@67yl{`g~s z_CESD`XA_*&>y~r7uw0!mBOP=;q?Z120RHafv3P_@ICND@LjMEo(I1M&w>oT4aSc5 zLCNz7d<%R6o&kRZ&w(7D`FN2cjBk&jSbMQ3yvf}|L z^-dgb=PiL35fdohSHUH48x$WIDEhw##oq%^>ihtT&YwW>`D+*d4$8W}!FRxeF7BOZ z>s|syPtwI-fS96gfHHp*lr0wzl2>wx9;q$97n`h;HKI?N=#nP7WUs~N1$3mG*A#z? zP4-{T@J)1V%lv%Rpus~iXZ5ACk!=k4s2XpwJgPPKoh_YC$-2lp&J{E^B_9n3SNjqF zXE5d_P^B|g>#2!IeHd=kWf?}E+0w+NtTuIsR9C5voRYJMYdgx-R~05`OD2Sx)s{CF zNgQphZK&MIp`-&XC zw^i0&m&u0nldwXznunqP*($Z4{f{ku(5I`PtoGDUdp(}*+f>_seb0WLJ~cMw0*C6= zkV`YBTo=V`U#;;tvZvIAMh7gN?Gt7i9EQ538>@@sDR7=_PxgBv?;s7aXZ*rps`o&(U<3tx~U_1rqYg?0^K7|^E%RsJ#t%4f8 zo6h$Ap{&BCl*;`;;xXGI&@B^nMMIv5kwyPFiiuV?c-PnoHwMdQd*;PnG+qT~k=xL= f7*f}zXhDUuwVFPIQ2d!&RZ>YE8iRKH#ZJBgJpfrQ diff --git a/_preview/4/_static/locales/tr/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/tr/LC_MESSAGES/booktheme.po deleted file mode 100644 index a77eb02..0000000 --- a/_preview/4/_static/locales/tr/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: tr\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "PDF olarak yazdır" - -msgid "Theme by the" -msgstr "Tarafından tema" - -msgid "Download source file" -msgstr "Kaynak dosyayı indirin" - -msgid "open issue" -msgstr "Açık konu" - -msgid "Contents" -msgstr "İçindekiler" - -msgid "previous page" -msgstr "önceki sayfa" - -msgid "Download notebook file" -msgstr "Defter dosyasını indirin" - -msgid "Copyright" -msgstr "Telif hakkı" - -msgid "Download this page" -msgstr "Bu sayfayı indirin" - -msgid "Source repository" -msgstr "Kaynak kod deposu" - -msgid "By" -msgstr "Tarafından" - -msgid "repository" -msgstr "depo" - -msgid "Last updated on" -msgstr "Son güncelleme tarihi" - -msgid "Toggle navigation" -msgstr "Gezinmeyi değiştir" - -msgid "Sphinx Book Theme" -msgstr "Sfenks Kitap Teması" - -msgid "suggest edit" -msgstr "düzenleme öner" - -msgid "Open an issue" -msgstr "Bir sorunu açın" - -msgid "Launch" -msgstr "Başlatmak" - -msgid "Fullscreen mode" -msgstr "Tam ekran modu" - -msgid "Edit this page" -msgstr "Bu sayfayı düzenle" - -msgid "By the" -msgstr "Tarafından" - -msgid "next page" -msgstr "sonraki Sayfa" diff --git a/_preview/4/_static/locales/uk/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/uk/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 16ab78909cfbaba7fa199f47fdfc2934426ac699..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1681 zcmZvaO>7%Q6vv0QKx#^WmXAw-X;52=V^7yhotb5Kwlue- zPJ@uD1fdWPh|e20*TKPc;zZ)a@r}d@A+B8DUJjM|f4dvvq>McK+j;xuef*#QJbLI0 zf%O{p5cY4_Z(`qj3JD;1Tdg@Fj3P=dZc__x$`9$oc*S3*fo^agnKo4Zexd+ydwLFH++H&9h3nhscvH3nP?w=Ry$GKV8 zSFn*%JcrG*?O#Zh&hS|fa-{PW7iaO4wx+~;Mq8zAjF)gW3jCTCm(0hyZoI10#;R#! zZps@$UG17A`bVb!y$DvicD z(UqEbKZJv)We~@S5))CN5yZ%eOXK2NmM>DFi34k*S#d3_1^TwU$hA$?)Ql48Q%+|+ zO&Q;>E2+I(f$!M>Nwm6cv+4}z$&!STx)qotFS{>%ocO*%l?t7p6!W2~*y81C@dFjb zh*pwW{vziurkM*@FJB$o{eEubY#|r6I5iuplC&t`Oj!2O`(TSv<;z`$dL~;A5u^%qBgBK^s=!h>rLI6)qdpT zRwLUoA{Qc+BL{@CNd#$~fM}{TM=rgzQV%n0sfS7&;BP2WpLe~9L#0ZLy!)G(eLtS} z@uTBCHyGACc;3gei{}G8S6;vi>pu7*_yBwvdd_{ zw7^~PH24qrDR`oXv3~FiknZO|ioXGV2*%(?;Gf{z;NRf8;J+FBUg~@w04eVRNO2|b zJ#Z2H7+e8i$-yFT-pWp-6LJ_r(sdMXnvv>}ceKb;S{N^_PkZu%7R~=ky6bpCK9k3g z$k@3h{CHRvY(#lWzU!1jHmVk6McE}TRVZeZy2@wWis)VkD)Nisnai;32Hdk9!Ny8% zh>H8iNjnI6>?(vD=Y%)au3|&?BFFX~vq4Jm5 zMX&72MShO7Oqazq!O}OM=}4bej#Cj_+Vieshc22(u^4vLDC*N`;`w6URZ%80h#W^i znt)vNS978mS`#JfvhV|x$n#E9i<(+#yWIJS^JCrbgJ(X=jVKuk8Cugzp2+hMT?f31 z?aE=i4%v6}~kli>l;GC(nmw+%Pw3ODBSPc^>(>sY>MA6>D7i z*MdBkUV01)pAYlSw$Ly6$pRnzWH`t4n!cr5?Pa~wuCipkz0CC=x@BmuW3xx+mX7tR z*NZtNFp)tbr@2L4}dj%B? z$~?F1e_~CYdU3r0$=I6uq5ePVO_Bn=P}riFSZ}qf6oE57w5w3K+FoX+hEW?y<4|&p zx|p)Aw=sGx%}Vw#el49X^(ARiaRizwH+vA!fH?=_BQ=JATO9Uo!rm6_g(Z9Fvrf~J ziFzY}!KTjO`w9hS|3mkKY2Z8hBsWpwH*$FgF5fip{lMp#&N|*Vkp4MHrJJsNw1%8D c^9?3>eEmE8GP@z_uy-`khW>?G>aA{%rxd0lq5uE@ diff --git a/_preview/4/_static/locales/ur/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/ur/LC_MESSAGES/booktheme.po deleted file mode 100644 index 2f77426..0000000 --- a/_preview/4/_static/locales/ur/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,66 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: ur\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "پی ڈی ایف پرنٹ کریں" - -msgid "Theme by the" -msgstr "کے ذریعہ تھیم" - -msgid "Download source file" -msgstr "سورس فائل ڈاؤن لوڈ کریں" - -msgid "open issue" -msgstr "کھلا مسئلہ" - -msgid "previous page" -msgstr "سابقہ ​​صفحہ" - -msgid "Download notebook file" -msgstr "نوٹ بک فائل ڈاؤن لوڈ کریں" - -msgid "Copyright" -msgstr "کاپی رائٹ" - -msgid "Download this page" -msgstr "اس صفحے کو ڈاؤن لوڈ کریں" - -msgid "Source repository" -msgstr "ماخذ ذخیرہ" - -msgid "By" -msgstr "بذریعہ" - -msgid "Last updated on" -msgstr "آخری بار تازہ کاری ہوئی" - -msgid "Toggle navigation" -msgstr "نیویگیشن ٹوگل کریں" - -msgid "Sphinx Book Theme" -msgstr "سپنکس بک تھیم" - -msgid "suggest edit" -msgstr "ترمیم کی تجویز کریں" - -msgid "Open an issue" -msgstr "ایک مسئلہ کھولیں" - -msgid "Launch" -msgstr "لانچ کریں" - -msgid "Edit this page" -msgstr "اس صفحے میں ترمیم کریں" - -msgid "By the" -msgstr "کی طرف" - -msgid "next page" -msgstr "اگلا صفحہ" diff --git a/_preview/4/_static/locales/vi/LC_MESSAGES/booktheme.mo b/_preview/4/_static/locales/vi/LC_MESSAGES/booktheme.mo deleted file mode 100644 index 2bb32555c3ea0dab08ed37b71cb863fbe75698c6..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1431 zcmZvb&x;&I6vr#s{2bR9catc(#OK8%htWiG2(!#(H#@MntBVvV&v#)!JFr^_{KP>F`@nJV05}OA1gF4b;9KAkunA6pAA*NK z3BCmSiq}An^CkEqxCxGf--9oMKUe&tTK}_}KL%Ov30MQi#>)GLK%P&59Onf13wRdX z3;qSN-ajCp`xj*0y?e@hC&AY-KMlSLE>x7&{%7EEtZ#xGrw?+zzkx4+4=O$aInLi8 z=P?fP6X0=>=PmFs_%X6t9{djXqq7H;REU`#e&m%Dv(|WNyu(A%OLe5YIB!2Su?;$8te4By zUZxct%bjIsvow_dS@cRfN`gp=xsLV-{cPIG;@E|$l!jJqM~a2OdCHPb;AMxb!8|je z5+5Wu5E#l0;esOMR|IFK`YgJ+E?Oq}qlDRK7TFmDND~hLNUKno*_5*I#duC ze1pUH?uya95XS7fK6vqb$6da&5d>$e(Tqr%5FL8(*`2r*YiH`^Z>aE(?ll6i#v)Y{nLNAmS zVZLM|@+Cqff{+L(H9>+X*h#n|&YXJarQWrDsNf1G{?EIRgwekJ?VFu>|Np%Cx20*2 zVQfXTBHkmmBW^Fl3uEes3ZOb zQk?;C9XJZE1)qXHfzuJ+M)Utfc@-qRPhbpOu_D~R9;Cb#q&h!?W$*w<>pw>P43chB zQ^;m;Gx8RY{OyX^7V!v3^?n6uod9Y7@6r5Kko@OC(isEk+)qHNR|2Y~glBh97KqDQIoyw}Q#g=trLPD*?? 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P`(Y`Xeqh$BP|E%Rvo4ks diff --git a/_preview/4/_static/locales/zh_TW/LC_MESSAGES/booktheme.po b/_preview/4/_static/locales/zh_TW/LC_MESSAGES/booktheme.po deleted file mode 100644 index beecb07..0000000 --- a/_preview/4/_static/locales/zh_TW/LC_MESSAGES/booktheme.po +++ /dev/null @@ -1,75 +0,0 @@ - -msgid "" -msgstr "" -"Project-Id-Version: Sphinx-Book-Theme\n" -"MIME-Version: 1.0\n" -"Content-Type: text/plain; charset=UTF-8\n" -"Content-Transfer-Encoding: 8bit\n" -"Language: zh_TW\n" -"Plural-Forms: nplurals=2; plural=(n != 1);\n" - -msgid "Print to PDF" -msgstr "列印成 PDF" - -msgid "Theme by the" -msgstr "佈景主題作者:" - -msgid "Download source file" -msgstr "下載原始檔" - -msgid "open issue" -msgstr "公開的問題" - -msgid "Contents" -msgstr "目錄" - -msgid "previous page" -msgstr "上一頁" - -msgid "Download notebook file" -msgstr "下載 Notebook 檔案" - -msgid "Copyright" -msgstr "Copyright" - -msgid "Download this page" -msgstr "下載此頁面" - -msgid "Source repository" -msgstr "來源儲存庫" - -msgid "By" -msgstr "作者:" - -msgid "repository" -msgstr "儲存庫" - -msgid "Last updated on" -msgstr "最後更新時間:" - -msgid "Toggle navigation" -msgstr "顯示或隱藏導覽列" - -msgid "Sphinx Book Theme" -msgstr "Sphinx Book 佈景主題" - -msgid "suggest edit" -msgstr "提出修改建議" - -msgid "Open an issue" -msgstr "開啟議題" - -msgid "Launch" -msgstr "啟動" - -msgid "Fullscreen mode" -msgstr "全螢幕模式" - -msgid "Edit this page" -msgstr "編輯此頁面" - -msgid "By the" -msgstr "作者:" - -msgid "next page" -msgstr "下一頁" diff --git a/_preview/4/_static/minus.png b/_preview/4/_static/minus.png deleted file mode 100644 index d96755fdaf8bb2214971e0db9c1fd3077d7c419d..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 90 zcmeAS@N?(olHy`uVBq!ia0vp^+#t*WBp7;*Yy1LIik>cxAr*|t7R?Mi>2?kWtu=nj kDsEF_5m^0CR;1wuP-*O&G^0G}KYk!hp00i_>zopr08q^qX#fBK diff --git a/_preview/4/_static/mystnb.4510f1fc1dee50b3e5859aac5469c37c29e427902b24a333a5f9fcb2f0b3ac41.css b/_preview/4/_static/mystnb.4510f1fc1dee50b3e5859aac5469c37c29e427902b24a333a5f9fcb2f0b3ac41.css deleted file mode 100644 index 3356631..0000000 --- a/_preview/4/_static/mystnb.4510f1fc1dee50b3e5859aac5469c37c29e427902b24a333a5f9fcb2f0b3ac41.css +++ /dev/null @@ -1,2342 +0,0 @@ -/* Variables */ -:root { - --mystnb-source-bg-color: #f7f7f7; 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-} - -div.highlight .-Color[class*=-C41] { - color: #00D75F -} - -div.highlight .-Color[class*=-BGC41] { - background-color: #00D75F -} - -div.highlight .-Color[class*=-C42] { - color: #00D787 -} - -div.highlight .-Color[class*=-BGC42] { - background-color: #00D787 -} - -div.highlight .-Color[class*=-C43] { - color: #00D7AF -} - -div.highlight .-Color[class*=-BGC43] { - background-color: #00D7AF -} - -div.highlight .-Color[class*=-C44] { - color: #00D7D7 -} - -div.highlight .-Color[class*=-BGC44] { - background-color: #00D7D7 -} - -div.highlight .-Color[class*=-C45] { - color: #00D7FF -} - -div.highlight .-Color[class*=-BGC45] { - background-color: #00D7FF -} - -div.highlight .-Color[class*=-C46] { - color: #00FF00 -} - -div.highlight .-Color[class*=-BGC46] { - background-color: #00FF00 -} - -div.highlight .-Color[class*=-C47] { - color: #00FF5F -} - -div.highlight .-Color[class*=-BGC47] { - background-color: #00FF5F -} - -div.highlight .-Color[class*=-C48] { - color: #00FF87 -} - -div.highlight .-Color[class*=-BGC48] { - background-color: #00FF87 -} - -div.highlight .-Color[class*=-C49] { - color: #00FFAF -} - -div.highlight .-Color[class*=-BGC49] { - background-color: #00FFAF -} - -div.highlight .-Color[class*=-C50] { - color: #00FFD7 -} - -div.highlight .-Color[class*=-BGC50] { - background-color: #00FFD7 -} - -div.highlight .-Color[class*=-C51] { - color: #00FFFF -} - -div.highlight .-Color[class*=-BGC51] { - background-color: #00FFFF -} - -div.highlight .-Color[class*=-C52] { - color: #5F0000 -} - -div.highlight .-Color[class*=-BGC52] { - background-color: #5F0000 -} - -div.highlight .-Color[class*=-C53] { - color: #5F005F -} - -div.highlight .-Color[class*=-BGC53] { - background-color: #5F005F -} - -div.highlight .-Color[class*=-C54] { - color: #5F0087 -} - -div.highlight .-Color[class*=-BGC54] { - background-color: #5F0087 -} - -div.highlight .-Color[class*=-C55] { - color: #5F00AF -} - -div.highlight .-Color[class*=-BGC55] { - background-color: #5F00AF -} - -div.highlight .-Color[class*=-C56] { - color: #5F00D7 -} - -div.highlight .-Color[class*=-BGC56] { - background-color: #5F00D7 -} - -div.highlight .-Color[class*=-C57] { - color: #5F00FF -} - -div.highlight .-Color[class*=-BGC57] { - background-color: #5F00FF -} - -div.highlight .-Color[class*=-C58] { - color: #5F5F00 -} - -div.highlight .-Color[class*=-BGC58] { - background-color: #5F5F00 -} - -div.highlight .-Color[class*=-C59] { - color: #5F5F5F -} - -div.highlight .-Color[class*=-BGC59] { - background-color: #5F5F5F -} - -div.highlight .-Color[class*=-C60] { - color: #5F5F87 -} - -div.highlight .-Color[class*=-BGC60] { - background-color: #5F5F87 -} - -div.highlight .-Color[class*=-C61] { - color: #5F5FAF -} - -div.highlight .-Color[class*=-BGC61] { - background-color: #5F5FAF -} - -div.highlight .-Color[class*=-C62] { - color: #5F5FD7 -} - -div.highlight .-Color[class*=-BGC62] { - background-color: #5F5FD7 -} - -div.highlight .-Color[class*=-C63] { - color: #5F5FFF -} - -div.highlight .-Color[class*=-BGC63] { - background-color: #5F5FFF -} - -div.highlight .-Color[class*=-C64] { - color: #5F8700 -} - -div.highlight .-Color[class*=-BGC64] { - background-color: #5F8700 -} - -div.highlight .-Color[class*=-C65] { - color: #5F875F -} - -div.highlight .-Color[class*=-BGC65] { - background-color: #5F875F -} - -div.highlight .-Color[class*=-C66] { - color: #5F8787 -} - -div.highlight .-Color[class*=-BGC66] { - background-color: #5F8787 -} - -div.highlight .-Color[class*=-C67] { - color: #5F87AF -} - -div.highlight .-Color[class*=-BGC67] { - background-color: #5F87AF -} - -div.highlight .-Color[class*=-C68] { - color: #5F87D7 -} - -div.highlight .-Color[class*=-BGC68] { - background-color: #5F87D7 -} - -div.highlight .-Color[class*=-C69] { - color: #5F87FF -} - -div.highlight .-Color[class*=-BGC69] { - background-color: #5F87FF -} - -div.highlight .-Color[class*=-C70] { - color: #5FAF00 -} - -div.highlight .-Color[class*=-BGC70] { - background-color: #5FAF00 -} - -div.highlight .-Color[class*=-C71] { - color: #5FAF5F -} - -div.highlight .-Color[class*=-BGC71] { - background-color: #5FAF5F -} - -div.highlight .-Color[class*=-C72] { - color: #5FAF87 -} - -div.highlight .-Color[class*=-BGC72] { - background-color: #5FAF87 -} - -div.highlight .-Color[class*=-C73] { - color: #5FAFAF -} - -div.highlight .-Color[class*=-BGC73] { - background-color: #5FAFAF -} - -div.highlight .-Color[class*=-C74] { - color: #5FAFD7 -} - -div.highlight .-Color[class*=-BGC74] { - background-color: #5FAFD7 -} - -div.highlight .-Color[class*=-C75] { - color: #5FAFFF -} - -div.highlight .-Color[class*=-BGC75] { - background-color: #5FAFFF -} - -div.highlight .-Color[class*=-C76] { - color: #5FD700 -} - -div.highlight .-Color[class*=-BGC76] { - background-color: #5FD700 -} - -div.highlight .-Color[class*=-C77] { - color: #5FD75F -} - -div.highlight .-Color[class*=-BGC77] { - background-color: #5FD75F -} - -div.highlight .-Color[class*=-C78] { - color: #5FD787 -} - -div.highlight .-Color[class*=-BGC78] { - background-color: #5FD787 -} - -div.highlight .-Color[class*=-C79] { - color: #5FD7AF -} - -div.highlight .-Color[class*=-BGC79] { - background-color: #5FD7AF -} - -div.highlight .-Color[class*=-C80] { - color: #5FD7D7 -} - -div.highlight .-Color[class*=-BGC80] { - background-color: #5FD7D7 -} - -div.highlight .-Color[class*=-C81] { - color: #5FD7FF -} - -div.highlight .-Color[class*=-BGC81] { - background-color: #5FD7FF -} - -div.highlight .-Color[class*=-C82] { - color: #5FFF00 -} - -div.highlight .-Color[class*=-BGC82] { - background-color: #5FFF00 -} - -div.highlight .-Color[class*=-C83] { - color: #5FFF5F -} - -div.highlight .-Color[class*=-BGC83] { - background-color: #5FFF5F -} - -div.highlight .-Color[class*=-C84] { - color: #5FFF87 -} - -div.highlight .-Color[class*=-BGC84] { - background-color: #5FFF87 -} - -div.highlight .-Color[class*=-C85] { - color: #5FFFAF -} - -div.highlight .-Color[class*=-BGC85] { - background-color: #5FFFAF -} - -div.highlight .-Color[class*=-C86] { - color: #5FFFD7 -} - -div.highlight .-Color[class*=-BGC86] { - background-color: #5FFFD7 -} - -div.highlight .-Color[class*=-C87] { - color: #5FFFFF -} - -div.highlight .-Color[class*=-BGC87] { - background-color: #5FFFFF -} - -div.highlight .-Color[class*=-C88] { - color: #870000 -} - -div.highlight .-Color[class*=-BGC88] { - background-color: #870000 -} - -div.highlight .-Color[class*=-C89] { - color: #87005F -} - -div.highlight .-Color[class*=-BGC89] { - background-color: #87005F -} - -div.highlight .-Color[class*=-C90] { - color: #870087 -} - -div.highlight .-Color[class*=-BGC90] { - background-color: #870087 -} - -div.highlight .-Color[class*=-C91] { - color: #8700AF -} - -div.highlight .-Color[class*=-BGC91] { - background-color: #8700AF -} - -div.highlight .-Color[class*=-C92] { - color: #8700D7 -} - -div.highlight .-Color[class*=-BGC92] { - background-color: #8700D7 -} - -div.highlight .-Color[class*=-C93] { - color: #8700FF -} - -div.highlight .-Color[class*=-BGC93] { - background-color: #8700FF -} - -div.highlight .-Color[class*=-C94] { - color: #875F00 -} - -div.highlight .-Color[class*=-BGC94] { - background-color: #875F00 -} - -div.highlight .-Color[class*=-C95] { - color: #875F5F -} - -div.highlight .-Color[class*=-BGC95] { - background-color: #875F5F -} - -div.highlight .-Color[class*=-C96] { - color: #875F87 -} - -div.highlight .-Color[class*=-BGC96] { - background-color: #875F87 -} - -div.highlight .-Color[class*=-C97] { - color: #875FAF -} - -div.highlight .-Color[class*=-BGC97] { - background-color: #875FAF -} - -div.highlight .-Color[class*=-C98] { - color: #875FD7 -} - -div.highlight .-Color[class*=-BGC98] { - background-color: #875FD7 -} - -div.highlight .-Color[class*=-C99] { - color: #875FFF -} - -div.highlight .-Color[class*=-BGC99] { - background-color: #875FFF -} - -div.highlight .-Color[class*=-C100] { - color: #878700 -} - -div.highlight .-Color[class*=-BGC100] { - background-color: #878700 -} - -div.highlight .-Color[class*=-C101] { - color: #87875F -} - -div.highlight .-Color[class*=-BGC101] { - background-color: #87875F -} - -div.highlight .-Color[class*=-C102] { - color: #878787 -} - -div.highlight .-Color[class*=-BGC102] { - background-color: #878787 -} - -div.highlight .-Color[class*=-C103] { - color: #8787AF -} - -div.highlight .-Color[class*=-BGC103] { - background-color: #8787AF -} - -div.highlight .-Color[class*=-C104] { - color: #8787D7 -} - -div.highlight .-Color[class*=-BGC104] { - background-color: #8787D7 -} - -div.highlight .-Color[class*=-C105] { - color: #8787FF -} - -div.highlight .-Color[class*=-BGC105] { - background-color: #8787FF -} - -div.highlight .-Color[class*=-C106] { - color: #87AF00 -} - -div.highlight .-Color[class*=-BGC106] { - background-color: #87AF00 -} - -div.highlight .-Color[class*=-C107] { - color: #87AF5F -} - -div.highlight .-Color[class*=-BGC107] { - background-color: #87AF5F -} - -div.highlight .-Color[class*=-C108] { - color: #87AF87 -} - -div.highlight .-Color[class*=-BGC108] { - background-color: #87AF87 -} - -div.highlight .-Color[class*=-C109] { - color: #87AFAF -} - -div.highlight .-Color[class*=-BGC109] { - background-color: #87AFAF -} - -div.highlight .-Color[class*=-C110] { - color: #87AFD7 -} - -div.highlight .-Color[class*=-BGC110] { - background-color: #87AFD7 -} - -div.highlight .-Color[class*=-C111] { - color: #87AFFF -} - -div.highlight .-Color[class*=-BGC111] { - background-color: #87AFFF -} - -div.highlight .-Color[class*=-C112] { - color: #87D700 -} - -div.highlight .-Color[class*=-BGC112] { - background-color: #87D700 -} - -div.highlight .-Color[class*=-C113] { - color: #87D75F -} - -div.highlight .-Color[class*=-BGC113] { - background-color: #87D75F -} - -div.highlight .-Color[class*=-C114] { - color: #87D787 -} - -div.highlight .-Color[class*=-BGC114] { - background-color: #87D787 -} - -div.highlight .-Color[class*=-C115] { - color: #87D7AF -} - -div.highlight .-Color[class*=-BGC115] { - background-color: #87D7AF -} - -div.highlight .-Color[class*=-C116] { - color: #87D7D7 -} - -div.highlight .-Color[class*=-BGC116] { - background-color: #87D7D7 -} - -div.highlight .-Color[class*=-C117] { - color: #87D7FF -} - -div.highlight .-Color[class*=-BGC117] { - background-color: #87D7FF -} - -div.highlight .-Color[class*=-C118] { - color: #87FF00 -} - -div.highlight .-Color[class*=-BGC118] { - background-color: #87FF00 -} - -div.highlight .-Color[class*=-C119] { - color: #87FF5F -} - -div.highlight .-Color[class*=-BGC119] { - background-color: #87FF5F -} - -div.highlight .-Color[class*=-C120] { - color: #87FF87 -} - -div.highlight .-Color[class*=-BGC120] { - background-color: #87FF87 -} - -div.highlight .-Color[class*=-C121] { - color: #87FFAF -} - -div.highlight .-Color[class*=-BGC121] { - background-color: #87FFAF -} - -div.highlight .-Color[class*=-C122] { - color: #87FFD7 -} - -div.highlight .-Color[class*=-BGC122] { - background-color: #87FFD7 -} - -div.highlight .-Color[class*=-C123] { - color: #87FFFF -} - -div.highlight .-Color[class*=-BGC123] { - background-color: #87FFFF -} - -div.highlight .-Color[class*=-C124] { - color: #AF0000 -} - -div.highlight .-Color[class*=-BGC124] { - background-color: #AF0000 -} - -div.highlight .-Color[class*=-C125] { - color: #AF005F -} - -div.highlight .-Color[class*=-BGC125] { - background-color: #AF005F -} - -div.highlight .-Color[class*=-C126] { - color: #AF0087 -} - -div.highlight .-Color[class*=-BGC126] { - background-color: #AF0087 -} - -div.highlight .-Color[class*=-C127] { - color: #AF00AF -} - -div.highlight .-Color[class*=-BGC127] { - background-color: #AF00AF -} - -div.highlight .-Color[class*=-C128] { - color: #AF00D7 -} - -div.highlight .-Color[class*=-BGC128] { - background-color: #AF00D7 -} - -div.highlight .-Color[class*=-C129] { - color: #AF00FF -} - -div.highlight .-Color[class*=-BGC129] { - background-color: #AF00FF -} - -div.highlight .-Color[class*=-C130] { - color: #AF5F00 -} - -div.highlight .-Color[class*=-BGC130] { - background-color: #AF5F00 -} - -div.highlight .-Color[class*=-C131] { - color: #AF5F5F -} - -div.highlight .-Color[class*=-BGC131] { - background-color: #AF5F5F -} - -div.highlight .-Color[class*=-C132] { - color: #AF5F87 -} - -div.highlight .-Color[class*=-BGC132] { - background-color: #AF5F87 -} - -div.highlight .-Color[class*=-C133] { - color: #AF5FAF -} - -div.highlight .-Color[class*=-BGC133] { - background-color: #AF5FAF -} - -div.highlight .-Color[class*=-C134] { - color: #AF5FD7 -} - -div.highlight .-Color[class*=-BGC134] { - background-color: #AF5FD7 -} - -div.highlight .-Color[class*=-C135] { - color: #AF5FFF -} - -div.highlight .-Color[class*=-BGC135] { - background-color: #AF5FFF -} - -div.highlight .-Color[class*=-C136] { - color: #AF8700 -} - -div.highlight .-Color[class*=-BGC136] { - background-color: #AF8700 -} - -div.highlight .-Color[class*=-C137] { - color: #AF875F -} - -div.highlight .-Color[class*=-BGC137] { - background-color: #AF875F -} - -div.highlight .-Color[class*=-C138] { - color: #AF8787 -} - -div.highlight .-Color[class*=-BGC138] { - background-color: #AF8787 -} - -div.highlight .-Color[class*=-C139] { - color: #AF87AF -} - -div.highlight .-Color[class*=-BGC139] { - background-color: #AF87AF -} - -div.highlight .-Color[class*=-C140] { - color: #AF87D7 -} - -div.highlight .-Color[class*=-BGC140] { - background-color: #AF87D7 -} - -div.highlight .-Color[class*=-C141] { - color: #AF87FF -} - -div.highlight .-Color[class*=-BGC141] { - background-color: #AF87FF -} - -div.highlight .-Color[class*=-C142] { - color: #AFAF00 -} - -div.highlight .-Color[class*=-BGC142] { - background-color: #AFAF00 -} - -div.highlight .-Color[class*=-C143] { - color: #AFAF5F -} - -div.highlight .-Color[class*=-BGC143] { - background-color: #AFAF5F -} - -div.highlight .-Color[class*=-C144] { - color: #AFAF87 -} - -div.highlight .-Color[class*=-BGC144] { - background-color: #AFAF87 -} - -div.highlight .-Color[class*=-C145] { - color: #AFAFAF -} - -div.highlight .-Color[class*=-BGC145] { - background-color: #AFAFAF -} - -div.highlight .-Color[class*=-C146] { - color: #AFAFD7 -} - -div.highlight .-Color[class*=-BGC146] { - background-color: #AFAFD7 -} - -div.highlight .-Color[class*=-C147] { - color: #AFAFFF -} - -div.highlight .-Color[class*=-BGC147] { - background-color: #AFAFFF -} - -div.highlight .-Color[class*=-C148] { - color: #AFD700 -} - -div.highlight .-Color[class*=-BGC148] { - background-color: #AFD700 -} - -div.highlight .-Color[class*=-C149] { - color: #AFD75F -} - -div.highlight .-Color[class*=-BGC149] { - background-color: #AFD75F -} - -div.highlight .-Color[class*=-C150] { - color: #AFD787 -} - -div.highlight .-Color[class*=-BGC150] { - background-color: #AFD787 -} - -div.highlight .-Color[class*=-C151] { - color: #AFD7AF -} - -div.highlight .-Color[class*=-BGC151] { - background-color: #AFD7AF -} - -div.highlight .-Color[class*=-C152] { - color: #AFD7D7 -} - -div.highlight .-Color[class*=-BGC152] { - background-color: #AFD7D7 -} - -div.highlight .-Color[class*=-C153] { - color: #AFD7FF -} - -div.highlight .-Color[class*=-BGC153] { - background-color: #AFD7FF -} - -div.highlight .-Color[class*=-C154] { - color: #AFFF00 -} - -div.highlight .-Color[class*=-BGC154] { - background-color: #AFFF00 -} - -div.highlight .-Color[class*=-C155] { - color: #AFFF5F -} - -div.highlight .-Color[class*=-BGC155] { - background-color: #AFFF5F -} - -div.highlight .-Color[class*=-C156] { - color: #AFFF87 -} - -div.highlight .-Color[class*=-BGC156] { - background-color: #AFFF87 -} - -div.highlight .-Color[class*=-C157] { - color: #AFFFAF -} - -div.highlight .-Color[class*=-BGC157] { - background-color: #AFFFAF -} - -div.highlight .-Color[class*=-C158] { - color: #AFFFD7 -} - -div.highlight .-Color[class*=-BGC158] { - background-color: #AFFFD7 -} - -div.highlight .-Color[class*=-C159] { - color: #AFFFFF -} - -div.highlight .-Color[class*=-BGC159] { - 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e?e.split(",").map((t=>Mt(t))).join(","):null},we={find:(t,e=document.documentElement)=>[].concat(...Element.prototype.querySelectorAll.call(e,t)),findOne:(t,e=document.documentElement)=>Element.prototype.querySelector.call(e,t),children:(t,e)=>[].concat(...t.children).filter((t=>t.matches(e))),parents(t,e){const i=[];let n=t.parentNode.closest(e);for(;n;)i.push(n),n=n.parentNode.closest(e);return i},prev(t,e){let i=t.previousElementSibling;for(;i;){if(i.matches(e))return[i];i=i.previousElementSibling}return[]},next(t,e){let i=t.nextElementSibling;for(;i;){if(i.matches(e))return[i];i=i.nextElementSibling}return[]},focusableChildren(t){const e=["a","button","input","textarea","select","details","[tabindex]",'[contenteditable="true"]'].map((t=>`${t}:not([tabindex^="-"])`)).join(",");return this.find(e,t).filter((t=>!Wt(t)&&Bt(t)))},getSelectorFromElement(t){const e=ye(t);return e&&we.findOne(e)?e:null},getElementFromSelector(t){const e=ye(t);return e?we.findOne(e):null},getMultipleElementsFromSelector(t){const e=ye(t);return e?we.find(e):[]}},Ee=(t,e="hide")=>{const i=`click.dismiss${t.EVENT_KEY}`,n=t.NAME;fe.on(document,i,`[data-bs-dismiss="${n}"]`,(function(i){if(["A","AREA"].includes(this.tagName)&&i.preventDefault(),Wt(this))return;const s=we.getElementFromSelector(this)||this.closest(`.${n}`);t.getOrCreateInstance(s)[e]()}))},Ae=".bs.alert",Te=`close${Ae}`,Ce=`closed${Ae}`;class Oe extends ve{static get NAME(){return"alert"}close(){if(fe.trigger(this._element,Te).defaultPrevented)return;this._element.classList.remove("show");const t=this._element.classList.contains("fade");this._queueCallback((()=>this._destroyElement()),this._element,t)}_destroyElement(){this._element.remove(),fe.trigger(this._element,Ce),this.dispose()}static jQueryInterface(t){return this.each((function(){const e=Oe.getOrCreateInstance(this);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t](this)}}))}}Ee(Oe,"close"),Qt(Oe);const xe='[data-bs-toggle="button"]';class ke extends ve{static get NAME(){return"button"}toggle(){this._element.setAttribute("aria-pressed",this._element.classList.toggle("active"))}static jQueryInterface(t){return this.each((function(){const e=ke.getOrCreateInstance(this);"toggle"===t&&e[t]()}))}}fe.on(document,"click.bs.button.data-api",xe,(t=>{t.preventDefault();const e=t.target.closest(xe);ke.getOrCreateInstance(e).toggle()})),Qt(ke);const Le=".bs.swipe",Se=`touchstart${Le}`,De=`touchmove${Le}`,$e=`touchend${Le}`,Ie=`pointerdown${Le}`,Ne=`pointerup${Le}`,Pe={endCallback:null,leftCallback:null,rightCallback:null},Me={endCallback:"(function|null)",leftCallback:"(function|null)",rightCallback:"(function|null)"};class je extends be{constructor(t,e){super(),this._element=t,t&&je.isSupported()&&(this._config=this._getConfig(e),this._deltaX=0,this._supportPointerEvents=Boolean(window.PointerEvent),this._initEvents())}static get Default(){return Pe}static get DefaultType(){return Me}static get NAME(){return"swipe"}dispose(){fe.off(this._element,Le)}_start(t){this._supportPointerEvents?this._eventIsPointerPenTouch(t)&&(this._deltaX=t.clientX):this._deltaX=t.touches[0].clientX}_end(t){this._eventIsPointerPenTouch(t)&&(this._deltaX=t.clientX-this._deltaX),this._handleSwipe(),Xt(this._config.endCallback)}_move(t){this._deltaX=t.touches&&t.touches.length>1?0:t.touches[0].clientX-this._deltaX}_handleSwipe(){const t=Math.abs(this._deltaX);if(t<=40)return;const e=t/this._deltaX;this._deltaX=0,e&&Xt(e>0?this._config.rightCallback:this._config.leftCallback)}_initEvents(){this._supportPointerEvents?(fe.on(this._element,Ie,(t=>this._start(t))),fe.on(this._element,Ne,(t=>this._end(t))),this._element.classList.add("pointer-event")):(fe.on(this._element,Se,(t=>this._start(t))),fe.on(this._element,De,(t=>this._move(t))),fe.on(this._element,$e,(t=>this._end(t))))}_eventIsPointerPenTouch(t){return this._supportPointerEvents&&("pen"===t.pointerType||"touch"===t.pointerType)}static isSupported(){return"ontouchstart"in document.documentElement||navigator.maxTouchPoints>0}}const Fe=".bs.carousel",He=".data-api",Be="ArrowLeft",We="ArrowRight",ze="next",Re="prev",qe="left",Ve="right",Ye=`slide${Fe}`,Ke=`slid${Fe}`,Qe=`keydown${Fe}`,Xe=`mouseenter${Fe}`,Ue=`mouseleave${Fe}`,Ge=`dragstart${Fe}`,Je=`load${Fe}${He}`,Ze=`click${Fe}${He}`,ti="carousel",ei="active",ii=".active",ni=".carousel-item",si=ii+ni,oi={[Be]:Ve,[We]:qe},ri={interval:5e3,keyboard:!0,pause:"hover",ride:!1,touch:!0,wrap:!0},ai={interval:"(number|boolean)",keyboard:"boolean",pause:"(string|boolean)",ride:"(boolean|string)",touch:"boolean",wrap:"boolean"};class li extends ve{constructor(t,e){super(t,e),this._interval=null,this._activeElement=null,this._isSliding=!1,this.touchTimeout=null,this._swipeHelper=null,this._indicatorsElement=we.findOne(".carousel-indicators",this._element),this._addEventListeners(),this._config.ride===ti&&this.cycle()}static get Default(){return ri}static get DefaultType(){return ai}static get NAME(){return"carousel"}next(){this._slide(ze)}nextWhenVisible(){!document.hidden&&Bt(this._element)&&this.next()}prev(){this._slide(Re)}pause(){this._isSliding&&jt(this._element),this._clearInterval()}cycle(){this._clearInterval(),this._updateInterval(),this._interval=setInterval((()=>this.nextWhenVisible()),this._config.interval)}_maybeEnableCycle(){this._config.ride&&(this._isSliding?fe.one(this._element,Ke,(()=>this.cycle())):this.cycle())}to(t){const e=this._getItems();if(t>e.length-1||t<0)return;if(this._isSliding)return void fe.one(this._element,Ke,(()=>this.to(t)));const i=this._getItemIndex(this._getActive());if(i===t)return;const n=t>i?ze:Re;this._slide(n,e[t])}dispose(){this._swipeHelper&&this._swipeHelper.dispose(),super.dispose()}_configAfterMerge(t){return t.defaultInterval=t.interval,t}_addEventListeners(){this._config.keyboard&&fe.on(this._element,Qe,(t=>this._keydown(t))),"hover"===this._config.pause&&(fe.on(this._element,Xe,(()=>this.pause())),fe.on(this._element,Ue,(()=>this._maybeEnableCycle()))),this._config.touch&&je.isSupported()&&this._addTouchEventListeners()}_addTouchEventListeners(){for(const t of we.find(".carousel-item img",this._element))fe.on(t,Ge,(t=>t.preventDefault()));const t={leftCallback:()=>this._slide(this._directionToOrder(qe)),rightCallback:()=>this._slide(this._directionToOrder(Ve)),endCallback:()=>{"hover"===this._config.pause&&(this.pause(),this.touchTimeout&&clearTimeout(this.touchTimeout),this.touchTimeout=setTimeout((()=>this._maybeEnableCycle()),500+this._config.interval))}};this._swipeHelper=new je(this._element,t)}_keydown(t){if(/input|textarea/i.test(t.target.tagName))return;const e=oi[t.key];e&&(t.preventDefault(),this._slide(this._directionToOrder(e)))}_getItemIndex(t){return this._getItems().indexOf(t)}_setActiveIndicatorElement(t){if(!this._indicatorsElement)return;const e=we.findOne(ii,this._indicatorsElement);e.classList.remove(ei),e.removeAttribute("aria-current");const i=we.findOne(`[data-bs-slide-to="${t}"]`,this._indicatorsElement);i&&(i.classList.add(ei),i.setAttribute("aria-current","true"))}_updateInterval(){const t=this._activeElement||this._getActive();if(!t)return;const e=Number.parseInt(t.getAttribute("data-bs-interval"),10);this._config.interval=e||this._config.defaultInterval}_slide(t,e=null){if(this._isSliding)return;const i=this._getActive(),n=t===ze,s=e||Gt(this._getItems(),i,n,this._config.wrap);if(s===i)return;const o=this._getItemIndex(s),r=e=>fe.trigger(this._element,e,{relatedTarget:s,direction:this._orderToDirection(t),from:this._getItemIndex(i),to:o});if(r(Ye).defaultPrevented)return;if(!i||!s)return;const a=Boolean(this._interval);this.pause(),this._isSliding=!0,this._setActiveIndicatorElement(o),this._activeElement=s;const l=n?"carousel-item-start":"carousel-item-end",c=n?"carousel-item-next":"carousel-item-prev";s.classList.add(c),qt(s),i.classList.add(l),s.classList.add(l),this._queueCallback((()=>{s.classList.remove(l,c),s.classList.add(ei),i.classList.remove(ei,c,l),this._isSliding=!1,r(Ke)}),i,this._isAnimated()),a&&this.cycle()}_isAnimated(){return this._element.classList.contains("slide")}_getActive(){return we.findOne(si,this._element)}_getItems(){return we.find(ni,this._element)}_clearInterval(){this._interval&&(clearInterval(this._interval),this._interval=null)}_directionToOrder(t){return Kt()?t===qe?Re:ze:t===qe?ze:Re}_orderToDirection(t){return Kt()?t===Re?qe:Ve:t===Re?Ve:qe}static jQueryInterface(t){return this.each((function(){const e=li.getOrCreateInstance(this,t);if("number"!=typeof t){if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}else e.to(t)}))}}fe.on(document,Ze,"[data-bs-slide], [data-bs-slide-to]",(function(t){const e=we.getElementFromSelector(this);if(!e||!e.classList.contains(ti))return;t.preventDefault();const i=li.getOrCreateInstance(e),n=this.getAttribute("data-bs-slide-to");return n?(i.to(n),void i._maybeEnableCycle()):"next"===_e.getDataAttribute(this,"slide")?(i.next(),void i._maybeEnableCycle()):(i.prev(),void i._maybeEnableCycle())})),fe.on(window,Je,(()=>{const t=we.find('[data-bs-ride="carousel"]');for(const e of t)li.getOrCreateInstance(e)})),Qt(li);const ci=".bs.collapse",hi=`show${ci}`,di=`shown${ci}`,ui=`hide${ci}`,fi=`hidden${ci}`,pi=`click${ci}.data-api`,mi="show",gi="collapse",_i="collapsing",bi=`:scope .${gi} .${gi}`,vi='[data-bs-toggle="collapse"]',yi={parent:null,toggle:!0},wi={parent:"(null|element)",toggle:"boolean"};class Ei extends ve{constructor(t,e){super(t,e),this._isTransitioning=!1,this._triggerArray=[];const i=we.find(vi);for(const t of i){const e=we.getSelectorFromElement(t),i=we.find(e).filter((t=>t===this._element));null!==e&&i.length&&this._triggerArray.push(t)}this._initializeChildren(),this._config.parent||this._addAriaAndCollapsedClass(this._triggerArray,this._isShown()),this._config.toggle&&this.toggle()}static get Default(){return yi}static get DefaultType(){return wi}static get NAME(){return"collapse"}toggle(){this._isShown()?this.hide():this.show()}show(){if(this._isTransitioning||this._isShown())return;let t=[];if(this._config.parent&&(t=this._getFirstLevelChildren(".collapse.show, .collapse.collapsing").filter((t=>t!==this._element)).map((t=>Ei.getOrCreateInstance(t,{toggle:!1})))),t.length&&t[0]._isTransitioning)return;if(fe.trigger(this._element,hi).defaultPrevented)return;for(const e of t)e.hide();const e=this._getDimension();this._element.classList.remove(gi),this._element.classList.add(_i),this._element.style[e]=0,this._addAriaAndCollapsedClass(this._triggerArray,!0),this._isTransitioning=!0;const i=`scroll${e[0].toUpperCase()+e.slice(1)}`;this._queueCallback((()=>{this._isTransitioning=!1,this._element.classList.remove(_i),this._element.classList.add(gi,mi),this._element.style[e]="",fe.trigger(this._element,di)}),this._element,!0),this._element.style[e]=`${this._element[i]}px`}hide(){if(this._isTransitioning||!this._isShown())return;if(fe.trigger(this._element,ui).defaultPrevented)return;const t=this._getDimension();this._element.style[t]=`${this._element.getBoundingClientRect()[t]}px`,qt(this._element),this._element.classList.add(_i),this._element.classList.remove(gi,mi);for(const t of this._triggerArray){const e=we.getElementFromSelector(t);e&&!this._isShown(e)&&this._addAriaAndCollapsedClass([t],!1)}this._isTransitioning=!0,this._element.style[t]="",this._queueCallback((()=>{this._isTransitioning=!1,this._element.classList.remove(_i),this._element.classList.add(gi),fe.trigger(this._element,fi)}),this._element,!0)}_isShown(t=this._element){return t.classList.contains(mi)}_configAfterMerge(t){return t.toggle=Boolean(t.toggle),t.parent=Ht(t.parent),t}_getDimension(){return this._element.classList.contains("collapse-horizontal")?"width":"height"}_initializeChildren(){if(!this._config.parent)return;const t=this._getFirstLevelChildren(vi);for(const e of t){const t=we.getElementFromSelector(e);t&&this._addAriaAndCollapsedClass([e],this._isShown(t))}}_getFirstLevelChildren(t){const e=we.find(bi,this._config.parent);return we.find(t,this._config.parent).filter((t=>!e.includes(t)))}_addAriaAndCollapsedClass(t,e){if(t.length)for(const i of t)i.classList.toggle("collapsed",!e),i.setAttribute("aria-expanded",e)}static jQueryInterface(t){const e={};return"string"==typeof t&&/show|hide/.test(t)&&(e.toggle=!1),this.each((function(){const i=Ei.getOrCreateInstance(this,e);if("string"==typeof t){if(void 0===i[t])throw new TypeError(`No method named "${t}"`);i[t]()}}))}}fe.on(document,pi,vi,(function(t){("A"===t.target.tagName||t.delegateTarget&&"A"===t.delegateTarget.tagName)&&t.preventDefault();for(const t of we.getMultipleElementsFromSelector(this))Ei.getOrCreateInstance(t,{toggle:!1}).toggle()})),Qt(Ei);const Ai="dropdown",Ti=".bs.dropdown",Ci=".data-api",Oi="ArrowUp",xi="ArrowDown",ki=`hide${Ti}`,Li=`hidden${Ti}`,Si=`show${Ti}`,Di=`shown${Ti}`,$i=`click${Ti}${Ci}`,Ii=`keydown${Ti}${Ci}`,Ni=`keyup${Ti}${Ci}`,Pi="show",Mi='[data-bs-toggle="dropdown"]:not(.disabled):not(:disabled)',ji=`${Mi}.${Pi}`,Fi=".dropdown-menu",Hi=Kt()?"top-end":"top-start",Bi=Kt()?"top-start":"top-end",Wi=Kt()?"bottom-end":"bottom-start",zi=Kt()?"bottom-start":"bottom-end",Ri=Kt()?"left-start":"right-start",qi=Kt()?"right-start":"left-start",Vi={autoClose:!0,boundary:"clippingParents",display:"dynamic",offset:[0,2],popperConfig:null,reference:"toggle"},Yi={autoClose:"(boolean|string)",boundary:"(string|element)",display:"string",offset:"(array|string|function)",popperConfig:"(null|object|function)",reference:"(string|element|object)"};class Ki extends ve{constructor(t,e){super(t,e),this._popper=null,this._parent=this._element.parentNode,this._menu=we.next(this._element,Fi)[0]||we.prev(this._element,Fi)[0]||we.findOne(Fi,this._parent),this._inNavbar=this._detectNavbar()}static get Default(){return Vi}static get DefaultType(){return Yi}static get NAME(){return Ai}toggle(){return this._isShown()?this.hide():this.show()}show(){if(Wt(this._element)||this._isShown())return;const t={relatedTarget:this._element};if(!fe.trigger(this._element,Si,t).defaultPrevented){if(this._createPopper(),"ontouchstart"in document.documentElement&&!this._parent.closest(".navbar-nav"))for(const t of[].concat(...document.body.children))fe.on(t,"mouseover",Rt);this._element.focus(),this._element.setAttribute("aria-expanded",!0),this._menu.classList.add(Pi),this._element.classList.add(Pi),fe.trigger(this._element,Di,t)}}hide(){if(Wt(this._element)||!this._isShown())return;const t={relatedTarget:this._element};this._completeHide(t)}dispose(){this._popper&&this._popper.destroy(),super.dispose()}update(){this._inNavbar=this._detectNavbar(),this._popper&&this._popper.update()}_completeHide(t){if(!fe.trigger(this._element,ki,t).defaultPrevented){if("ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.off(t,"mouseover",Rt);this._popper&&this._popper.destroy(),this._menu.classList.remove(Pi),this._element.classList.remove(Pi),this._element.setAttribute("aria-expanded","false"),_e.removeDataAttribute(this._menu,"popper"),fe.trigger(this._element,Li,t)}}_getConfig(t){if("object"==typeof(t=super._getConfig(t)).reference&&!Ft(t.reference)&&"function"!=typeof t.reference.getBoundingClientRect)throw new TypeError(`${Ai.toUpperCase()}: Option "reference" provided type "object" without a required "getBoundingClientRect" method.`);return t}_createPopper(){if(void 0===e)throw new TypeError("Bootstrap's dropdowns require Popper (https://popper.js.org)");let t=this._element;"parent"===this._config.reference?t=this._parent:Ft(this._config.reference)?t=Ht(this._config.reference):"object"==typeof this._config.reference&&(t=this._config.reference);const i=this._getPopperConfig();this._popper=Dt(t,this._menu,i)}_isShown(){return this._menu.classList.contains(Pi)}_getPlacement(){const t=this._parent;if(t.classList.contains("dropend"))return Ri;if(t.classList.contains("dropstart"))return qi;if(t.classList.contains("dropup-center"))return"top";if(t.classList.contains("dropdown-center"))return"bottom";const e="end"===getComputedStyle(this._menu).getPropertyValue("--bs-position").trim();return t.classList.contains("dropup")?e?Bi:Hi:e?zi:Wi}_detectNavbar(){return null!==this._element.closest(".navbar")}_getOffset(){const{offset:t}=this._config;return"string"==typeof t?t.split(",").map((t=>Number.parseInt(t,10))):"function"==typeof t?e=>t(e,this._element):t}_getPopperConfig(){const t={placement:this._getPlacement(),modifiers:[{name:"preventOverflow",options:{boundary:this._config.boundary}},{name:"offset",options:{offset:this._getOffset()}}]};return(this._inNavbar||"static"===this._config.display)&&(_e.setDataAttribute(this._menu,"popper","static"),t.modifiers=[{name:"applyStyles",enabled:!1}]),{...t,...Xt(this._config.popperConfig,[t])}}_selectMenuItem({key:t,target:e}){const i=we.find(".dropdown-menu .dropdown-item:not(.disabled):not(:disabled)",this._menu).filter((t=>Bt(t)));i.length&&Gt(i,e,t===xi,!i.includes(e)).focus()}static jQueryInterface(t){return this.each((function(){const e=Ki.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named "${t}"`);e[t]()}}))}static clearMenus(t){if(2===t.button||"keyup"===t.type&&"Tab"!==t.key)return;const e=we.find(ji);for(const i of e){const e=Ki.getInstance(i);if(!e||!1===e._config.autoClose)continue;const n=t.composedPath(),s=n.includes(e._menu);if(n.includes(e._element)||"inside"===e._config.autoClose&&!s||"outside"===e._config.autoClose&&s)continue;if(e._menu.contains(t.target)&&("keyup"===t.type&&"Tab"===t.key||/input|select|option|textarea|form/i.test(t.target.tagName)))continue;const o={relatedTarget:e._element};"click"===t.type&&(o.clickEvent=t),e._completeHide(o)}}static dataApiKeydownHandler(t){const e=/input|textarea/i.test(t.target.tagName),i="Escape"===t.key,n=[Oi,xi].includes(t.key);if(!n&&!i)return;if(e&&!i)return;t.preventDefault();const s=this.matches(Mi)?this:we.prev(this,Mi)[0]||we.next(this,Mi)[0]||we.findOne(Mi,t.delegateTarget.parentNode),o=Ki.getOrCreateInstance(s);if(n)return t.stopPropagation(),o.show(),void o._selectMenuItem(t);o._isShown()&&(t.stopPropagation(),o.hide(),s.focus())}}fe.on(document,Ii,Mi,Ki.dataApiKeydownHandler),fe.on(document,Ii,Fi,Ki.dataApiKeydownHandler),fe.on(document,$i,Ki.clearMenus),fe.on(document,Ni,Ki.clearMenus),fe.on(document,$i,Mi,(function(t){t.preventDefault(),Ki.getOrCreateInstance(this).toggle()})),Qt(Ki);const Qi="backdrop",Xi="show",Ui=`mousedown.bs.${Qi}`,Gi={className:"modal-backdrop",clickCallback:null,isAnimated:!1,isVisible:!0,rootElement:"body"},Ji={className:"string",clickCallback:"(function|null)",isAnimated:"boolean",isVisible:"boolean",rootElement:"(element|string)"};class Zi extends be{constructor(t){super(),this._config=this._getConfig(t),this._isAppended=!1,this._element=null}static get Default(){return Gi}static get DefaultType(){return Ji}static get NAME(){return Qi}show(t){if(!this._config.isVisible)return void Xt(t);this._append();const e=this._getElement();this._config.isAnimated&&qt(e),e.classList.add(Xi),this._emulateAnimation((()=>{Xt(t)}))}hide(t){this._config.isVisible?(this._getElement().classList.remove(Xi),this._emulateAnimation((()=>{this.dispose(),Xt(t)}))):Xt(t)}dispose(){this._isAppended&&(fe.off(this._element,Ui),this._element.remove(),this._isAppended=!1)}_getElement(){if(!this._element){const t=document.createElement("div");t.className=this._config.className,this._config.isAnimated&&t.classList.add("fade"),this._element=t}return this._element}_configAfterMerge(t){return t.rootElement=Ht(t.rootElement),t}_append(){if(this._isAppended)return;const t=this._getElement();this._config.rootElement.append(t),fe.on(t,Ui,(()=>{Xt(this._config.clickCallback)})),this._isAppended=!0}_emulateAnimation(t){Ut(t,this._getElement(),this._config.isAnimated)}}const tn=".bs.focustrap",en=`focusin${tn}`,nn=`keydown.tab${tn}`,sn="backward",on={autofocus:!0,trapElement:null},rn={autofocus:"boolean",trapElement:"element"};class an extends be{constructor(t){super(),this._config=this._getConfig(t),this._isActive=!1,this._lastTabNavDirection=null}static get Default(){return on}static get DefaultType(){return rn}static get NAME(){return"focustrap"}activate(){this._isActive||(this._config.autofocus&&this._config.trapElement.focus(),fe.off(document,tn),fe.on(document,en,(t=>this._handleFocusin(t))),fe.on(document,nn,(t=>this._handleKeydown(t))),this._isActive=!0)}deactivate(){this._isActive&&(this._isActive=!1,fe.off(document,tn))}_handleFocusin(t){const{trapElement:e}=this._config;if(t.target===document||t.target===e||e.contains(t.target))return;const i=we.focusableChildren(e);0===i.length?e.focus():this._lastTabNavDirection===sn?i[i.length-1].focus():i[0].focus()}_handleKeydown(t){"Tab"===t.key&&(this._lastTabNavDirection=t.shiftKey?sn:"forward")}}const ln=".fixed-top, .fixed-bottom, .is-fixed, .sticky-top",cn=".sticky-top",hn="padding-right",dn="margin-right";class un{constructor(){this._element=document.body}getWidth(){const t=document.documentElement.clientWidth;return Math.abs(window.innerWidth-t)}hide(){const t=this.getWidth();this._disableOverFlow(),this._setElementAttributes(this._element,hn,(e=>e+t)),this._setElementAttributes(ln,hn,(e=>e+t)),this._setElementAttributes(cn,dn,(e=>e-t))}reset(){this._resetElementAttributes(this._element,"overflow"),this._resetElementAttributes(this._element,hn),this._resetElementAttributes(ln,hn),this._resetElementAttributes(cn,dn)}isOverflowing(){return this.getWidth()>0}_disableOverFlow(){this._saveInitialAttribute(this._element,"overflow"),this._element.style.overflow="hidden"}_setElementAttributes(t,e,i){const n=this.getWidth();this._applyManipulationCallback(t,(t=>{if(t!==this._element&&window.innerWidth>t.clientWidth+n)return;this._saveInitialAttribute(t,e);const s=window.getComputedStyle(t).getPropertyValue(e);t.style.setProperty(e,`${i(Number.parseFloat(s))}px`)}))}_saveInitialAttribute(t,e){const i=t.style.getPropertyValue(e);i&&_e.setDataAttribute(t,e,i)}_resetElementAttributes(t,e){this._applyManipulationCallback(t,(t=>{const i=_e.getDataAttribute(t,e);null!==i?(_e.removeDataAttribute(t,e),t.style.setProperty(e,i)):t.style.removeProperty(e)}))}_applyManipulationCallback(t,e){if(Ft(t))e(t);else for(const i of we.find(t,this._element))e(i)}}const fn=".bs.modal",pn=`hide${fn}`,mn=`hidePrevented${fn}`,gn=`hidden${fn}`,_n=`show${fn}`,bn=`shown${fn}`,vn=`resize${fn}`,yn=`click.dismiss${fn}`,wn=`mousedown.dismiss${fn}`,En=`keydown.dismiss${fn}`,An=`click${fn}.data-api`,Tn="modal-open",Cn="show",On="modal-static",xn={backdrop:!0,focus:!0,keyboard:!0},kn={backdrop:"(boolean|string)",focus:"boolean",keyboard:"boolean"};class Ln extends ve{constructor(t,e){super(t,e),this._dialog=we.findOne(".modal-dialog",this._element),this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._isShown=!1,this._isTransitioning=!1,this._scrollBar=new un,this._addEventListeners()}static get Default(){return xn}static get DefaultType(){return kn}static get NAME(){return"modal"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||this._isTransitioning||fe.trigger(this._element,_n,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._isTransitioning=!0,this._scrollBar.hide(),document.body.classList.add(Tn),this._adjustDialog(),this._backdrop.show((()=>this._showElement(t))))}hide(){this._isShown&&!this._isTransitioning&&(fe.trigger(this._element,pn).defaultPrevented||(this._isShown=!1,this._isTransitioning=!0,this._focustrap.deactivate(),this._element.classList.remove(Cn),this._queueCallback((()=>this._hideModal()),this._element,this._isAnimated())))}dispose(){fe.off(window,fn),fe.off(this._dialog,fn),this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}handleUpdate(){this._adjustDialog()}_initializeBackDrop(){return new Zi({isVisible:Boolean(this._config.backdrop),isAnimated:this._isAnimated()})}_initializeFocusTrap(){return new an({trapElement:this._element})}_showElement(t){document.body.contains(this._element)||document.body.append(this._element),this._element.style.display="block",this._element.removeAttribute("aria-hidden"),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.scrollTop=0;const e=we.findOne(".modal-body",this._dialog);e&&(e.scrollTop=0),qt(this._element),this._element.classList.add(Cn),this._queueCallback((()=>{this._config.focus&&this._focustrap.activate(),this._isTransitioning=!1,fe.trigger(this._element,bn,{relatedTarget:t})}),this._dialog,this._isAnimated())}_addEventListeners(){fe.on(this._element,En,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():this._triggerBackdropTransition())})),fe.on(window,vn,(()=>{this._isShown&&!this._isTransitioning&&this._adjustDialog()})),fe.on(this._element,wn,(t=>{fe.one(this._element,yn,(e=>{this._element===t.target&&this._element===e.target&&("static"!==this._config.backdrop?this._config.backdrop&&this.hide():this._triggerBackdropTransition())}))}))}_hideModal(){this._element.style.display="none",this._element.setAttribute("aria-hidden",!0),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._isTransitioning=!1,this._backdrop.hide((()=>{document.body.classList.remove(Tn),this._resetAdjustments(),this._scrollBar.reset(),fe.trigger(this._element,gn)}))}_isAnimated(){return this._element.classList.contains("fade")}_triggerBackdropTransition(){if(fe.trigger(this._element,mn).defaultPrevented)return;const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._element.style.overflowY;"hidden"===e||this._element.classList.contains(On)||(t||(this._element.style.overflowY="hidden"),this._element.classList.add(On),this._queueCallback((()=>{this._element.classList.remove(On),this._queueCallback((()=>{this._element.style.overflowY=e}),this._dialog)}),this._dialog),this._element.focus())}_adjustDialog(){const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._scrollBar.getWidth(),i=e>0;if(i&&!t){const t=Kt()?"paddingLeft":"paddingRight";this._element.style[t]=`${e}px`}if(!i&&t){const t=Kt()?"paddingRight":"paddingLeft";this._element.style[t]=`${e}px`}}_resetAdjustments(){this._element.style.paddingLeft="",this._element.style.paddingRight=""}static jQueryInterface(t,e){return this.each((function(){const i=Ln.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===i[t])throw new TypeError(`No method named "${t}"`);i[t](e)}}))}}fe.on(document,An,'[data-bs-toggle="modal"]',(function(t){const e=we.getElementFromSelector(this);["A","AREA"].includes(this.tagName)&&t.preventDefault(),fe.one(e,_n,(t=>{t.defaultPrevented||fe.one(e,gn,(()=>{Bt(this)&&this.focus()}))}));const i=we.findOne(".modal.show");i&&Ln.getInstance(i).hide(),Ln.getOrCreateInstance(e).toggle(this)})),Ee(Ln),Qt(Ln);const Sn=".bs.offcanvas",Dn=".data-api",$n=`load${Sn}${Dn}`,In="show",Nn="showing",Pn="hiding",Mn=".offcanvas.show",jn=`show${Sn}`,Fn=`shown${Sn}`,Hn=`hide${Sn}`,Bn=`hidePrevented${Sn}`,Wn=`hidden${Sn}`,zn=`resize${Sn}`,Rn=`click${Sn}${Dn}`,qn=`keydown.dismiss${Sn}`,Vn={backdrop:!0,keyboard:!0,scroll:!1},Yn={backdrop:"(boolean|string)",keyboard:"boolean",scroll:"boolean"};class Kn extends ve{constructor(t,e){super(t,e),this._isShown=!1,this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._addEventListeners()}static get Default(){return Vn}static get DefaultType(){return Yn}static get NAME(){return"offcanvas"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||fe.trigger(this._element,jn,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._backdrop.show(),this._config.scroll||(new un).hide(),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.classList.add(Nn),this._queueCallback((()=>{this._config.scroll&&!this._config.backdrop||this._focustrap.activate(),this._element.classList.add(In),this._element.classList.remove(Nn),fe.trigger(this._element,Fn,{relatedTarget:t})}),this._element,!0))}hide(){this._isShown&&(fe.trigger(this._element,Hn).defaultPrevented||(this._focustrap.deactivate(),this._element.blur(),this._isShown=!1,this._element.classList.add(Pn),this._backdrop.hide(),this._queueCallback((()=>{this._element.classList.remove(In,Pn),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._config.scroll||(new un).reset(),fe.trigger(this._element,Wn)}),this._element,!0)))}dispose(){this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}_initializeBackDrop(){const t=Boolean(this._config.backdrop);return new Zi({className:"offcanvas-backdrop",isVisible:t,isAnimated:!0,rootElement:this._element.parentNode,clickCallback:t?()=>{"static"!==this._config.backdrop?this.hide():fe.trigger(this._element,Bn)}:null})}_initializeFocusTrap(){return new an({trapElement:this._element})}_addEventListeners(){fe.on(this._element,qn,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():fe.trigger(this._element,Bn))}))}static jQueryInterface(t){return this.each((function(){const e=Kn.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t](this)}}))}}fe.on(document,Rn,'[data-bs-toggle="offcanvas"]',(function(t){const e=we.getElementFromSelector(this);if(["A","AREA"].includes(this.tagName)&&t.preventDefault(),Wt(this))return;fe.one(e,Wn,(()=>{Bt(this)&&this.focus()}));const i=we.findOne(Mn);i&&i!==e&&Kn.getInstance(i).hide(),Kn.getOrCreateInstance(e).toggle(this)})),fe.on(window,$n,(()=>{for(const t of we.find(Mn))Kn.getOrCreateInstance(t).show()})),fe.on(window,zn,(()=>{for(const t of we.find("[aria-modal][class*=show][class*=offcanvas-]"))"fixed"!==getComputedStyle(t).position&&Kn.getOrCreateInstance(t).hide()})),Ee(Kn),Qt(Kn);const Qn={"*":["class","dir","id","lang","role",/^aria-[\w-]*$/i],a:["target","href","title","rel"],area:[],b:[],br:[],col:[],code:[],dd:[],div:[],dl:[],dt:[],em:[],hr:[],h1:[],h2:[],h3:[],h4:[],h5:[],h6:[],i:[],img:["src","srcset","alt","title","width","height"],li:[],ol:[],p:[],pre:[],s:[],small:[],span:[],sub:[],sup:[],strong:[],u:[],ul:[]},Xn=new Set(["background","cite","href","itemtype","longdesc","poster","src","xlink:href"]),Un=/^(?!javascript:)(?:[a-z0-9+.-]+:|[^&:/?#]*(?:[/?#]|$))/i,Gn=(t,e)=>{const i=t.nodeName.toLowerCase();return e.includes(i)?!Xn.has(i)||Boolean(Un.test(t.nodeValue)):e.filter((t=>t instanceof RegExp)).some((t=>t.test(i)))},Jn={allowList:Qn,content:{},extraClass:"",html:!1,sanitize:!0,sanitizeFn:null,template:"

"},Zn={allowList:"object",content:"object",extraClass:"(string|function)",html:"boolean",sanitize:"boolean",sanitizeFn:"(null|function)",template:"string"},ts={entry:"(string|element|function|null)",selector:"(string|element)"};class es extends be{constructor(t){super(),this._config=this._getConfig(t)}static get Default(){return Jn}static get DefaultType(){return Zn}static get NAME(){return"TemplateFactory"}getContent(){return Object.values(this._config.content).map((t=>this._resolvePossibleFunction(t))).filter(Boolean)}hasContent(){return this.getContent().length>0}changeContent(t){return this._checkContent(t),this._config.content={...this._config.content,...t},this}toHtml(){const t=document.createElement("div");t.innerHTML=this._maybeSanitize(this._config.template);for(const[e,i]of Object.entries(this._config.content))this._setContent(t,i,e);const e=t.children[0],i=this._resolvePossibleFunction(this._config.extraClass);return i&&e.classList.add(...i.split(" ")),e}_typeCheckConfig(t){super._typeCheckConfig(t),this._checkContent(t.content)}_checkContent(t){for(const[e,i]of Object.entries(t))super._typeCheckConfig({selector:e,entry:i},ts)}_setContent(t,e,i){const n=we.findOne(i,t);n&&((e=this._resolvePossibleFunction(e))?Ft(e)?this._putElementInTemplate(Ht(e),n):this._config.html?n.innerHTML=this._maybeSanitize(e):n.textContent=e:n.remove())}_maybeSanitize(t){return this._config.sanitize?function(t,e,i){if(!t.length)return t;if(i&&"function"==typeof i)return i(t);const n=(new window.DOMParser).parseFromString(t,"text/html"),s=[].concat(...n.body.querySelectorAll("*"));for(const t of s){const i=t.nodeName.toLowerCase();if(!Object.keys(e).includes(i)){t.remove();continue}const n=[].concat(...t.attributes),s=[].concat(e["*"]||[],e[i]||[]);for(const e of n)Gn(e,s)||t.removeAttribute(e.nodeName)}return n.body.innerHTML}(t,this._config.allowList,this._config.sanitizeFn):t}_resolvePossibleFunction(t){return Xt(t,[this])}_putElementInTemplate(t,e){if(this._config.html)return e.innerHTML="",void e.append(t);e.textContent=t.textContent}}const is=new Set(["sanitize","allowList","sanitizeFn"]),ns="fade",ss="show",os=".tooltip-inner",rs=".modal",as="hide.bs.modal",ls="hover",cs="focus",hs={AUTO:"auto",TOP:"top",RIGHT:Kt()?"left":"right",BOTTOM:"bottom",LEFT:Kt()?"right":"left"},ds={allowList:Qn,animation:!0,boundary:"clippingParents",container:!1,customClass:"",delay:0,fallbackPlacements:["top","right","bottom","left"],html:!1,offset:[0,6],placement:"top",popperConfig:null,sanitize:!0,sanitizeFn:null,selector:!1,template:'',title:"",trigger:"hover focus"},us={allowList:"object",animation:"boolean",boundary:"(string|element)",container:"(string|element|boolean)",customClass:"(string|function)",delay:"(number|object)",fallbackPlacements:"array",html:"boolean",offset:"(array|string|function)",placement:"(string|function)",popperConfig:"(null|object|function)",sanitize:"boolean",sanitizeFn:"(null|function)",selector:"(string|boolean)",template:"string",title:"(string|element|function)",trigger:"string"};class fs extends ve{constructor(t,i){if(void 0===e)throw new TypeError("Bootstrap's tooltips require Popper (https://popper.js.org)");super(t,i),this._isEnabled=!0,this._timeout=0,this._isHovered=null,this._activeTrigger={},this._popper=null,this._templateFactory=null,this._newContent=null,this.tip=null,this._setListeners(),this._config.selector||this._fixTitle()}static get Default(){return ds}static get DefaultType(){return us}static get NAME(){return"tooltip"}enable(){this._isEnabled=!0}disable(){this._isEnabled=!1}toggleEnabled(){this._isEnabled=!this._isEnabled}toggle(){this._isEnabled&&(this._activeTrigger.click=!this._activeTrigger.click,this._isShown()?this._leave():this._enter())}dispose(){clearTimeout(this._timeout),fe.off(this._element.closest(rs),as,this._hideModalHandler),this._element.getAttribute("data-bs-original-title")&&this._element.setAttribute("title",this._element.getAttribute("data-bs-original-title")),this._disposePopper(),super.dispose()}show(){if("none"===this._element.style.display)throw new Error("Please use show on visible elements");if(!this._isWithContent()||!this._isEnabled)return;const t=fe.trigger(this._element,this.constructor.eventName("show")),e=(zt(this._element)||this._element.ownerDocument.documentElement).contains(this._element);if(t.defaultPrevented||!e)return;this._disposePopper();const i=this._getTipElement();this._element.setAttribute("aria-describedby",i.getAttribute("id"));const{container:n}=this._config;if(this._element.ownerDocument.documentElement.contains(this.tip)||(n.append(i),fe.trigger(this._element,this.constructor.eventName("inserted"))),this._popper=this._createPopper(i),i.classList.add(ss),"ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.on(t,"mouseover",Rt);this._queueCallback((()=>{fe.trigger(this._element,this.constructor.eventName("shown")),!1===this._isHovered&&this._leave(),this._isHovered=!1}),this.tip,this._isAnimated())}hide(){if(this._isShown()&&!fe.trigger(this._element,this.constructor.eventName("hide")).defaultPrevented){if(this._getTipElement().classList.remove(ss),"ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.off(t,"mouseover",Rt);this._activeTrigger.click=!1,this._activeTrigger[cs]=!1,this._activeTrigger[ls]=!1,this._isHovered=null,this._queueCallback((()=>{this._isWithActiveTrigger()||(this._isHovered||this._disposePopper(),this._element.removeAttribute("aria-describedby"),fe.trigger(this._element,this.constructor.eventName("hidden")))}),this.tip,this._isAnimated())}}update(){this._popper&&this._popper.update()}_isWithContent(){return Boolean(this._getTitle())}_getTipElement(){return this.tip||(this.tip=this._createTipElement(this._newContent||this._getContentForTemplate())),this.tip}_createTipElement(t){const e=this._getTemplateFactory(t).toHtml();if(!e)return null;e.classList.remove(ns,ss),e.classList.add(`bs-${this.constructor.NAME}-auto`);const i=(t=>{do{t+=Math.floor(1e6*Math.random())}while(document.getElementById(t));return t})(this.constructor.NAME).toString();return e.setAttribute("id",i),this._isAnimated()&&e.classList.add(ns),e}setContent(t){this._newContent=t,this._isShown()&&(this._disposePopper(),this.show())}_getTemplateFactory(t){return this._templateFactory?this._templateFactory.changeContent(t):this._templateFactory=new es({...this._config,content:t,extraClass:this._resolvePossibleFunction(this._config.customClass)}),this._templateFactory}_getContentForTemplate(){return{[os]:this._getTitle()}}_getTitle(){return this._resolvePossibleFunction(this._config.title)||this._element.getAttribute("data-bs-original-title")}_initializeOnDelegatedTarget(t){return this.constructor.getOrCreateInstance(t.delegateTarget,this._getDelegateConfig())}_isAnimated(){return this._config.animation||this.tip&&this.tip.classList.contains(ns)}_isShown(){return this.tip&&this.tip.classList.contains(ss)}_createPopper(t){const e=Xt(this._config.placement,[this,t,this._element]),i=hs[e.toUpperCase()];return Dt(this._element,t,this._getPopperConfig(i))}_getOffset(){const{offset:t}=this._config;return"string"==typeof t?t.split(",").map((t=>Number.parseInt(t,10))):"function"==typeof t?e=>t(e,this._element):t}_resolvePossibleFunction(t){return Xt(t,[this._element])}_getPopperConfig(t){const e={placement:t,modifiers:[{name:"flip",options:{fallbackPlacements:this._config.fallbackPlacements}},{name:"offset",options:{offset:this._getOffset()}},{name:"preventOverflow",options:{boundary:this._config.boundary}},{name:"arrow",options:{element:`.${this.constructor.NAME}-arrow`}},{name:"preSetPlacement",enabled:!0,phase:"beforeMain",fn:t=>{this._getTipElement().setAttribute("data-popper-placement",t.state.placement)}}]};return{...e,...Xt(this._config.popperConfig,[e])}}_setListeners(){const t=this._config.trigger.split(" ");for(const e of t)if("click"===e)fe.on(this._element,this.constructor.eventName("click"),this._config.selector,(t=>{this._initializeOnDelegatedTarget(t).toggle()}));else if("manual"!==e){const t=e===ls?this.constructor.eventName("mouseenter"):this.constructor.eventName("focusin"),i=e===ls?this.constructor.eventName("mouseleave"):this.constructor.eventName("focusout");fe.on(this._element,t,this._config.selector,(t=>{const e=this._initializeOnDelegatedTarget(t);e._activeTrigger["focusin"===t.type?cs:ls]=!0,e._enter()})),fe.on(this._element,i,this._config.selector,(t=>{const e=this._initializeOnDelegatedTarget(t);e._activeTrigger["focusout"===t.type?cs:ls]=e._element.contains(t.relatedTarget),e._leave()}))}this._hideModalHandler=()=>{this._element&&this.hide()},fe.on(this._element.closest(rs),as,this._hideModalHandler)}_fixTitle(){const t=this._element.getAttribute("title");t&&(this._element.getAttribute("aria-label")||this._element.textContent.trim()||this._element.setAttribute("aria-label",t),this._element.setAttribute("data-bs-original-title",t),this._element.removeAttribute("title"))}_enter(){this._isShown()||this._isHovered?this._isHovered=!0:(this._isHovered=!0,this._setTimeout((()=>{this._isHovered&&this.show()}),this._config.delay.show))}_leave(){this._isWithActiveTrigger()||(this._isHovered=!1,this._setTimeout((()=>{this._isHovered||this.hide()}),this._config.delay.hide))}_setTimeout(t,e){clearTimeout(this._timeout),this._timeout=setTimeout(t,e)}_isWithActiveTrigger(){return Object.values(this._activeTrigger).includes(!0)}_getConfig(t){const e=_e.getDataAttributes(this._element);for(const t of Object.keys(e))is.has(t)&&delete e[t];return t={...e,..."object"==typeof t&&t?t:{}},t=this._mergeConfigObj(t),t=this._configAfterMerge(t),this._typeCheckConfig(t),t}_configAfterMerge(t){return t.container=!1===t.container?document.body:Ht(t.container),"number"==typeof t.delay&&(t.delay={show:t.delay,hide:t.delay}),"number"==typeof t.title&&(t.title=t.title.toString()),"number"==typeof t.content&&(t.content=t.content.toString()),t}_getDelegateConfig(){const t={};for(const[e,i]of Object.entries(this._config))this.constructor.Default[e]!==i&&(t[e]=i);return t.selector=!1,t.trigger="manual",t}_disposePopper(){this._popper&&(this._popper.destroy(),this._popper=null),this.tip&&(this.tip.remove(),this.tip=null)}static jQueryInterface(t){return this.each((function(){const e=fs.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named "${t}"`);e[t]()}}))}}Qt(fs);const ps=".popover-header",ms=".popover-body",gs={...fs.Default,content:"",offset:[0,8],placement:"right",template:'',trigger:"click"},_s={...fs.DefaultType,content:"(null|string|element|function)"};class bs extends fs{static get Default(){return gs}static get 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100644 index 28755c2..0000000 --- a/_preview/4/_static/scripts/bootstrap.js.LICENSE.txt +++ /dev/null @@ -1,5 +0,0 @@ -/*! - * Bootstrap v5.3.3 (https://getbootstrap.com/) - * Copyright 2011-2024 The Bootstrap Authors (https://github.com/twbs/bootstrap/graphs/contributors) - * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE) - */ diff --git a/_preview/4/_static/scripts/bootstrap.js.map b/_preview/4/_static/scripts/bootstrap.js.map deleted file mode 100644 index e9e8158..0000000 --- a/_preview/4/_static/scripts/bootstrap.js.map +++ /dev/null @@ -1 +0,0 @@ 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(element.nodeName || '').toLowerCase() : null;\n}","export default function getWindow(node) {\n if (node == null) {\n return window;\n }\n\n if (node.toString() !== '[object Window]') {\n var ownerDocument = node.ownerDocument;\n return ownerDocument ? ownerDocument.defaultView || window : window;\n }\n\n return node;\n}","import getWindow from \"./getWindow.js\";\n\nfunction isElement(node) {\n var OwnElement = getWindow(node).Element;\n return node instanceof OwnElement || node instanceof Element;\n}\n\nfunction isHTMLElement(node) {\n var OwnElement = getWindow(node).HTMLElement;\n return node instanceof OwnElement || node instanceof HTMLElement;\n}\n\nfunction isShadowRoot(node) {\n // IE 11 has no ShadowRoot\n if (typeof ShadowRoot === 'undefined') {\n return false;\n }\n\n var OwnElement = getWindow(node).ShadowRoot;\n return node instanceof OwnElement || node instanceof ShadowRoot;\n}\n\nexport { isElement, isHTMLElement, isShadowRoot };","import getNodeName from \"../dom-utils/getNodeName.js\";\nimport { isHTMLElement } from \"../dom-utils/instanceOf.js\"; // This modifier takes the styles prepared by the `computeStyles` modifier\n// and applies them to the HTMLElements such as popper and arrow\n\nfunction applyStyles(_ref) {\n var state = _ref.state;\n Object.keys(state.elements).forEach(function (name) {\n var style = state.styles[name] || {};\n var attributes = state.attributes[name] || {};\n var element = state.elements[name]; // arrow is optional + virtual elements\n\n if (!isHTMLElement(element) || !getNodeName(element)) {\n return;\n } // Flow doesn't support to extend this property, but it's the most\n // effective way to apply styles to an HTMLElement\n // $FlowFixMe[cannot-write]\n\n\n Object.assign(element.style, style);\n Object.keys(attributes).forEach(function (name) {\n var value = attributes[name];\n\n if (value === false) {\n element.removeAttribute(name);\n } else {\n element.setAttribute(name, value === true ? '' : value);\n }\n });\n });\n}\n\nfunction effect(_ref2) {\n var state = _ref2.state;\n var initialStyles = {\n popper: {\n position: state.options.strategy,\n left: '0',\n top: '0',\n margin: '0'\n },\n arrow: {\n position: 'absolute'\n },\n reference: {}\n };\n Object.assign(state.elements.popper.style, initialStyles.popper);\n state.styles = initialStyles;\n\n if (state.elements.arrow) {\n Object.assign(state.elements.arrow.style, initialStyles.arrow);\n }\n\n return function () {\n Object.keys(state.elements).forEach(function (name) {\n var element = state.elements[name];\n var attributes = state.attributes[name] || {};\n var styleProperties = Object.keys(state.styles.hasOwnProperty(name) ? state.styles[name] : initialStyles[name]); // Set all values to an empty string to unset them\n\n var style = styleProperties.reduce(function (style, property) {\n style[property] = '';\n return style;\n }, {}); // arrow is optional + virtual elements\n\n if (!isHTMLElement(element) || !getNodeName(element)) {\n return;\n }\n\n Object.assign(element.style, style);\n Object.keys(attributes).forEach(function (attribute) {\n element.removeAttribute(attribute);\n });\n });\n };\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'applyStyles',\n enabled: true,\n phase: 'write',\n fn: applyStyles,\n effect: effect,\n requires: ['computeStyles']\n};","import { auto } from \"../enums.js\";\nexport default function getBasePlacement(placement) {\n return placement.split('-')[0];\n}","export var max = Math.max;\nexport var min = Math.min;\nexport var round = Math.round;","export default function getUAString() {\n var uaData = navigator.userAgentData;\n\n if (uaData != null && uaData.brands && Array.isArray(uaData.brands)) {\n return uaData.brands.map(function (item) {\n return item.brand + \"/\" + item.version;\n }).join(' ');\n }\n\n return navigator.userAgent;\n}","import getUAString from \"../utils/userAgent.js\";\nexport default function isLayoutViewport() {\n return !/^((?!chrome|android).)*safari/i.test(getUAString());\n}","import { isElement, isHTMLElement } from \"./instanceOf.js\";\nimport { round } from \"../utils/math.js\";\nimport getWindow from \"./getWindow.js\";\nimport isLayoutViewport from \"./isLayoutViewport.js\";\nexport default function getBoundingClientRect(element, includeScale, isFixedStrategy) {\n if (includeScale === void 0) {\n includeScale = false;\n }\n\n if (isFixedStrategy === void 0) {\n isFixedStrategy = false;\n }\n\n var clientRect = element.getBoundingClientRect();\n var scaleX = 1;\n var scaleY = 1;\n\n if (includeScale && isHTMLElement(element)) {\n scaleX = element.offsetWidth > 0 ? round(clientRect.width) / element.offsetWidth || 1 : 1;\n scaleY = element.offsetHeight > 0 ? round(clientRect.height) / element.offsetHeight || 1 : 1;\n }\n\n var _ref = isElement(element) ? getWindow(element) : window,\n visualViewport = _ref.visualViewport;\n\n var addVisualOffsets = !isLayoutViewport() && isFixedStrategy;\n var x = (clientRect.left + (addVisualOffsets && visualViewport ? visualViewport.offsetLeft : 0)) / scaleX;\n var y = (clientRect.top + (addVisualOffsets && visualViewport ? visualViewport.offsetTop : 0)) / scaleY;\n var width = clientRect.width / scaleX;\n var height = clientRect.height / scaleY;\n return {\n width: width,\n height: height,\n top: y,\n right: x + width,\n bottom: y + height,\n left: x,\n x: x,\n y: y\n };\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\"; // Returns the layout rect of an element relative to its offsetParent. Layout\n// means it doesn't take into account transforms.\n\nexport default function getLayoutRect(element) {\n var clientRect = getBoundingClientRect(element); // Use the clientRect sizes if it's not been transformed.\n // Fixes https://github.com/popperjs/popper-core/issues/1223\n\n var width = element.offsetWidth;\n var height = element.offsetHeight;\n\n if (Math.abs(clientRect.width - width) <= 1) {\n width = clientRect.width;\n }\n\n if (Math.abs(clientRect.height - height) <= 1) {\n height = clientRect.height;\n }\n\n return {\n x: element.offsetLeft,\n y: element.offsetTop,\n width: width,\n height: height\n };\n}","import { isShadowRoot } from \"./instanceOf.js\";\nexport default function contains(parent, child) {\n var rootNode = child.getRootNode && child.getRootNode(); // First, attempt with faster native method\n\n if (parent.contains(child)) {\n return true;\n } // then fallback to custom implementation with Shadow DOM support\n else if (rootNode && isShadowRoot(rootNode)) {\n var next = child;\n\n do {\n if (next && parent.isSameNode(next)) {\n return true;\n } // $FlowFixMe[prop-missing]: need a better way to handle this...\n\n\n next = next.parentNode || next.host;\n } while (next);\n } // Give up, the result is false\n\n\n return false;\n}","import getWindow from \"./getWindow.js\";\nexport default function getComputedStyle(element) {\n return getWindow(element).getComputedStyle(element);\n}","import getNodeName from \"./getNodeName.js\";\nexport default function isTableElement(element) {\n return ['table', 'td', 'th'].indexOf(getNodeName(element)) >= 0;\n}","import { isElement } from \"./instanceOf.js\";\nexport default function getDocumentElement(element) {\n // $FlowFixMe[incompatible-return]: assume body is always available\n return ((isElement(element) ? element.ownerDocument : // $FlowFixMe[prop-missing]\n element.document) || window.document).documentElement;\n}","import getNodeName from \"./getNodeName.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport { isShadowRoot } from \"./instanceOf.js\";\nexport default function getParentNode(element) {\n if (getNodeName(element) === 'html') {\n return element;\n }\n\n return (// this is a quicker (but less type safe) way to save quite some bytes from the bundle\n // $FlowFixMe[incompatible-return]\n // $FlowFixMe[prop-missing]\n element.assignedSlot || // step into the shadow DOM of the parent of a slotted node\n element.parentNode || ( // DOM Element detected\n isShadowRoot(element) ? element.host : null) || // ShadowRoot detected\n // $FlowFixMe[incompatible-call]: HTMLElement is a Node\n getDocumentElement(element) // fallback\n\n );\n}","import getWindow from \"./getWindow.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport { isHTMLElement, isShadowRoot } from \"./instanceOf.js\";\nimport isTableElement from \"./isTableElement.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport getUAString from \"../utils/userAgent.js\";\n\nfunction getTrueOffsetParent(element) {\n if (!isHTMLElement(element) || // https://github.com/popperjs/popper-core/issues/837\n getComputedStyle(element).position === 'fixed') {\n return null;\n }\n\n return element.offsetParent;\n} // `.offsetParent` reports `null` for fixed elements, while absolute elements\n// return the containing block\n\n\nfunction getContainingBlock(element) {\n var isFirefox = /firefox/i.test(getUAString());\n var isIE = /Trident/i.test(getUAString());\n\n if (isIE && isHTMLElement(element)) {\n // In IE 9, 10 and 11 fixed elements containing block is always established by the viewport\n var elementCss = getComputedStyle(element);\n\n if (elementCss.position === 'fixed') {\n return null;\n }\n }\n\n var currentNode = getParentNode(element);\n\n if (isShadowRoot(currentNode)) {\n currentNode = currentNode.host;\n }\n\n while (isHTMLElement(currentNode) && ['html', 'body'].indexOf(getNodeName(currentNode)) < 0) {\n var css = getComputedStyle(currentNode); // This is non-exhaustive but covers the most common CSS properties that\n // create a containing block.\n // https://developer.mozilla.org/en-US/docs/Web/CSS/Containing_block#identifying_the_containing_block\n\n if (css.transform !== 'none' || css.perspective !== 'none' || css.contain === 'paint' || ['transform', 'perspective'].indexOf(css.willChange) !== -1 || isFirefox && css.willChange === 'filter' || isFirefox && css.filter && css.filter !== 'none') {\n return currentNode;\n } else {\n currentNode = currentNode.parentNode;\n }\n }\n\n return null;\n} // Gets the closest ancestor positioned element. Handles some edge cases,\n// such as table ancestors and cross browser bugs.\n\n\nexport default function getOffsetParent(element) {\n var window = getWindow(element);\n var offsetParent = getTrueOffsetParent(element);\n\n while (offsetParent && isTableElement(offsetParent) && getComputedStyle(offsetParent).position === 'static') {\n offsetParent = getTrueOffsetParent(offsetParent);\n }\n\n if (offsetParent && (getNodeName(offsetParent) === 'html' || getNodeName(offsetParent) === 'body' && getComputedStyle(offsetParent).position === 'static')) {\n return window;\n }\n\n return offsetParent || getContainingBlock(element) || window;\n}","export default function getMainAxisFromPlacement(placement) {\n return ['top', 'bottom'].indexOf(placement) >= 0 ? 'x' : 'y';\n}","import { max as mathMax, min as mathMin } from \"./math.js\";\nexport function within(min, value, max) {\n return mathMax(min, mathMin(value, max));\n}\nexport function withinMaxClamp(min, value, max) {\n var v = within(min, value, max);\n return v > max ? max : v;\n}","import getFreshSideObject from \"./getFreshSideObject.js\";\nexport default function mergePaddingObject(paddingObject) {\n return Object.assign({}, getFreshSideObject(), paddingObject);\n}","export default function getFreshSideObject() {\n return {\n top: 0,\n right: 0,\n bottom: 0,\n left: 0\n };\n}","export default function expandToHashMap(value, keys) {\n return keys.reduce(function (hashMap, key) {\n hashMap[key] = value;\n return hashMap;\n }, {});\n}","import getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getLayoutRect from \"../dom-utils/getLayoutRect.js\";\nimport contains from \"../dom-utils/contains.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport getMainAxisFromPlacement from \"../utils/getMainAxisFromPlacement.js\";\nimport { within } from \"../utils/within.js\";\nimport mergePaddingObject from \"../utils/mergePaddingObject.js\";\nimport expandToHashMap from \"../utils/expandToHashMap.js\";\nimport { left, right, basePlacements, top, bottom } from \"../enums.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar toPaddingObject = function toPaddingObject(padding, state) {\n padding = typeof padding === 'function' ? padding(Object.assign({}, state.rects, {\n placement: state.placement\n })) : padding;\n return mergePaddingObject(typeof padding !== 'number' ? padding : expandToHashMap(padding, basePlacements));\n};\n\nfunction arrow(_ref) {\n var _state$modifiersData$;\n\n var state = _ref.state,\n name = _ref.name,\n options = _ref.options;\n var arrowElement = state.elements.arrow;\n var popperOffsets = state.modifiersData.popperOffsets;\n var basePlacement = getBasePlacement(state.placement);\n var axis = getMainAxisFromPlacement(basePlacement);\n var isVertical = [left, right].indexOf(basePlacement) >= 0;\n var len = isVertical ? 'height' : 'width';\n\n if (!arrowElement || !popperOffsets) {\n return;\n }\n\n var paddingObject = toPaddingObject(options.padding, state);\n var arrowRect = getLayoutRect(arrowElement);\n var minProp = axis === 'y' ? top : left;\n var maxProp = axis === 'y' ? bottom : right;\n var endDiff = state.rects.reference[len] + state.rects.reference[axis] - popperOffsets[axis] - state.rects.popper[len];\n var startDiff = popperOffsets[axis] - state.rects.reference[axis];\n var arrowOffsetParent = getOffsetParent(arrowElement);\n var clientSize = arrowOffsetParent ? axis === 'y' ? arrowOffsetParent.clientHeight || 0 : arrowOffsetParent.clientWidth || 0 : 0;\n var centerToReference = endDiff / 2 - startDiff / 2; // Make sure the arrow doesn't overflow the popper if the center point is\n // outside of the popper bounds\n\n var min = paddingObject[minProp];\n var max = clientSize - arrowRect[len] - paddingObject[maxProp];\n var center = clientSize / 2 - arrowRect[len] / 2 + centerToReference;\n var offset = within(min, center, max); // Prevents breaking syntax highlighting...\n\n var axisProp = axis;\n state.modifiersData[name] = (_state$modifiersData$ = {}, _state$modifiersData$[axisProp] = offset, _state$modifiersData$.centerOffset = offset - center, _state$modifiersData$);\n}\n\nfunction effect(_ref2) {\n var state = _ref2.state,\n options = _ref2.options;\n var _options$element = options.element,\n arrowElement = _options$element === void 0 ? '[data-popper-arrow]' : _options$element;\n\n if (arrowElement == null) {\n return;\n } // CSS selector\n\n\n if (typeof arrowElement === 'string') {\n arrowElement = state.elements.popper.querySelector(arrowElement);\n\n if (!arrowElement) {\n return;\n }\n }\n\n if (!contains(state.elements.popper, arrowElement)) {\n return;\n }\n\n state.elements.arrow = arrowElement;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'arrow',\n enabled: true,\n phase: 'main',\n fn: arrow,\n effect: effect,\n requires: ['popperOffsets'],\n requiresIfExists: ['preventOverflow']\n};","export default function getVariation(placement) {\n return placement.split('-')[1];\n}","import { top, left, right, bottom, end } from \"../enums.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport getWindow from \"../dom-utils/getWindow.js\";\nimport getDocumentElement from \"../dom-utils/getDocumentElement.js\";\nimport getComputedStyle from \"../dom-utils/getComputedStyle.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getVariation from \"../utils/getVariation.js\";\nimport { round } from \"../utils/math.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar unsetSides = {\n top: 'auto',\n right: 'auto',\n bottom: 'auto',\n left: 'auto'\n}; // Round the offsets to the nearest suitable subpixel based on the DPR.\n// Zooming can change the DPR, but it seems to report a value that will\n// cleanly divide the values into the appropriate subpixels.\n\nfunction roundOffsetsByDPR(_ref, win) {\n var x = _ref.x,\n y = _ref.y;\n var dpr = win.devicePixelRatio || 1;\n return {\n x: round(x * dpr) / dpr || 0,\n y: round(y * dpr) / dpr || 0\n };\n}\n\nexport function mapToStyles(_ref2) {\n var _Object$assign2;\n\n var popper = _ref2.popper,\n popperRect = _ref2.popperRect,\n placement = _ref2.placement,\n variation = _ref2.variation,\n offsets = _ref2.offsets,\n position = _ref2.position,\n gpuAcceleration = _ref2.gpuAcceleration,\n adaptive = _ref2.adaptive,\n roundOffsets = _ref2.roundOffsets,\n isFixed = _ref2.isFixed;\n var _offsets$x = offsets.x,\n x = _offsets$x === void 0 ? 0 : _offsets$x,\n _offsets$y = offsets.y,\n y = _offsets$y === void 0 ? 0 : _offsets$y;\n\n var _ref3 = typeof roundOffsets === 'function' ? roundOffsets({\n x: x,\n y: y\n }) : {\n x: x,\n y: y\n };\n\n x = _ref3.x;\n y = _ref3.y;\n var hasX = offsets.hasOwnProperty('x');\n var hasY = offsets.hasOwnProperty('y');\n var sideX = left;\n var sideY = top;\n var win = window;\n\n if (adaptive) {\n var offsetParent = getOffsetParent(popper);\n var heightProp = 'clientHeight';\n var widthProp = 'clientWidth';\n\n if (offsetParent === getWindow(popper)) {\n offsetParent = getDocumentElement(popper);\n\n if (getComputedStyle(offsetParent).position !== 'static' && position === 'absolute') {\n heightProp = 'scrollHeight';\n widthProp = 'scrollWidth';\n }\n } // $FlowFixMe[incompatible-cast]: force type refinement, we compare offsetParent with window above, but Flow doesn't detect it\n\n\n offsetParent = offsetParent;\n\n if (placement === top || (placement === left || placement === right) && variation === end) {\n sideY = bottom;\n var offsetY = isFixed && offsetParent === win && win.visualViewport ? win.visualViewport.height : // $FlowFixMe[prop-missing]\n offsetParent[heightProp];\n y -= offsetY - popperRect.height;\n y *= gpuAcceleration ? 1 : -1;\n }\n\n if (placement === left || (placement === top || placement === bottom) && variation === end) {\n sideX = right;\n var offsetX = isFixed && offsetParent === win && win.visualViewport ? win.visualViewport.width : // $FlowFixMe[prop-missing]\n offsetParent[widthProp];\n x -= offsetX - popperRect.width;\n x *= gpuAcceleration ? 1 : -1;\n }\n }\n\n var commonStyles = Object.assign({\n position: position\n }, adaptive && unsetSides);\n\n var _ref4 = roundOffsets === true ? roundOffsetsByDPR({\n x: x,\n y: y\n }, getWindow(popper)) : {\n x: x,\n y: y\n };\n\n x = _ref4.x;\n y = _ref4.y;\n\n if (gpuAcceleration) {\n var _Object$assign;\n\n return Object.assign({}, commonStyles, (_Object$assign = {}, _Object$assign[sideY] = hasY ? '0' : '', _Object$assign[sideX] = hasX ? '0' : '', _Object$assign.transform = (win.devicePixelRatio || 1) <= 1 ? \"translate(\" + x + \"px, \" + y + \"px)\" : \"translate3d(\" + x + \"px, \" + y + \"px, 0)\", _Object$assign));\n }\n\n return Object.assign({}, commonStyles, (_Object$assign2 = {}, _Object$assign2[sideY] = hasY ? y + \"px\" : '', _Object$assign2[sideX] = hasX ? x + \"px\" : '', _Object$assign2.transform = '', _Object$assign2));\n}\n\nfunction computeStyles(_ref5) {\n var state = _ref5.state,\n options = _ref5.options;\n var _options$gpuAccelerat = options.gpuAcceleration,\n gpuAcceleration = _options$gpuAccelerat === void 0 ? true : _options$gpuAccelerat,\n _options$adaptive = options.adaptive,\n adaptive = _options$adaptive === void 0 ? true : _options$adaptive,\n _options$roundOffsets = options.roundOffsets,\n roundOffsets = _options$roundOffsets === void 0 ? true : _options$roundOffsets;\n var commonStyles = {\n placement: getBasePlacement(state.placement),\n variation: getVariation(state.placement),\n popper: state.elements.popper,\n popperRect: state.rects.popper,\n gpuAcceleration: gpuAcceleration,\n isFixed: state.options.strategy === 'fixed'\n };\n\n if (state.modifiersData.popperOffsets != null) {\n state.styles.popper = Object.assign({}, state.styles.popper, mapToStyles(Object.assign({}, commonStyles, {\n offsets: state.modifiersData.popperOffsets,\n position: state.options.strategy,\n adaptive: adaptive,\n roundOffsets: roundOffsets\n })));\n }\n\n if (state.modifiersData.arrow != null) {\n state.styles.arrow = Object.assign({}, state.styles.arrow, mapToStyles(Object.assign({}, commonStyles, {\n offsets: state.modifiersData.arrow,\n position: 'absolute',\n adaptive: false,\n roundOffsets: roundOffsets\n })));\n }\n\n state.attributes.popper = Object.assign({}, state.attributes.popper, {\n 'data-popper-placement': state.placement\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'computeStyles',\n enabled: true,\n phase: 'beforeWrite',\n fn: computeStyles,\n data: {}\n};","import getWindow from \"../dom-utils/getWindow.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar passive = {\n passive: true\n};\n\nfunction effect(_ref) {\n var state = _ref.state,\n instance = _ref.instance,\n options = _ref.options;\n var _options$scroll = options.scroll,\n scroll = _options$scroll === void 0 ? true : _options$scroll,\n _options$resize = options.resize,\n resize = _options$resize === void 0 ? true : _options$resize;\n var window = getWindow(state.elements.popper);\n var scrollParents = [].concat(state.scrollParents.reference, state.scrollParents.popper);\n\n if (scroll) {\n scrollParents.forEach(function (scrollParent) {\n scrollParent.addEventListener('scroll', instance.update, passive);\n });\n }\n\n if (resize) {\n window.addEventListener('resize', instance.update, passive);\n }\n\n return function () {\n if (scroll) {\n scrollParents.forEach(function (scrollParent) {\n scrollParent.removeEventListener('scroll', instance.update, passive);\n });\n }\n\n if (resize) {\n window.removeEventListener('resize', instance.update, passive);\n }\n };\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'eventListeners',\n enabled: true,\n phase: 'write',\n fn: function fn() {},\n effect: effect,\n data: {}\n};","var hash = {\n left: 'right',\n right: 'left',\n bottom: 'top',\n top: 'bottom'\n};\nexport default function getOppositePlacement(placement) {\n return placement.replace(/left|right|bottom|top/g, function (matched) {\n return hash[matched];\n });\n}","var hash = {\n start: 'end',\n end: 'start'\n};\nexport default function getOppositeVariationPlacement(placement) {\n return placement.replace(/start|end/g, function (matched) {\n return hash[matched];\n });\n}","import getWindow from \"./getWindow.js\";\nexport default function getWindowScroll(node) {\n var win = getWindow(node);\n var scrollLeft = win.pageXOffset;\n var scrollTop = win.pageYOffset;\n return {\n scrollLeft: scrollLeft,\n scrollTop: scrollTop\n };\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getWindowScroll from \"./getWindowScroll.js\";\nexport default function getWindowScrollBarX(element) {\n // If has a CSS width greater than the viewport, then this will be\n // incorrect for RTL.\n // Popper 1 is broken in this case and never had a bug report so let's assume\n // it's not an issue. I don't think anyone ever specifies width on \n // anyway.\n // Browsers where the left scrollbar doesn't cause an issue report `0` for\n // this (e.g. Edge 2019, IE11, Safari)\n return getBoundingClientRect(getDocumentElement(element)).left + getWindowScroll(element).scrollLeft;\n}","import getComputedStyle from \"./getComputedStyle.js\";\nexport default function isScrollParent(element) {\n // Firefox wants us to check `-x` and `-y` variations as well\n var _getComputedStyle = getComputedStyle(element),\n overflow = _getComputedStyle.overflow,\n overflowX = _getComputedStyle.overflowX,\n overflowY = _getComputedStyle.overflowY;\n\n return /auto|scroll|overlay|hidden/.test(overflow + overflowY + overflowX);\n}","import getParentNode from \"./getParentNode.js\";\nimport isScrollParent from \"./isScrollParent.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nexport default function getScrollParent(node) {\n if (['html', 'body', '#document'].indexOf(getNodeName(node)) >= 0) {\n // $FlowFixMe[incompatible-return]: assume body is always available\n return node.ownerDocument.body;\n }\n\n if (isHTMLElement(node) && isScrollParent(node)) {\n return node;\n }\n\n return getScrollParent(getParentNode(node));\n}","import getScrollParent from \"./getScrollParent.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport getWindow from \"./getWindow.js\";\nimport isScrollParent from \"./isScrollParent.js\";\n/*\ngiven a DOM element, return the list of all scroll parents, up the list of ancesors\nuntil we get to the top window object. This list is what we attach scroll listeners\nto, because if any of these parent elements scroll, we'll need to re-calculate the\nreference element's position.\n*/\n\nexport default function listScrollParents(element, list) {\n var _element$ownerDocumen;\n\n if (list === void 0) {\n list = [];\n }\n\n var scrollParent = getScrollParent(element);\n var isBody = scrollParent === ((_element$ownerDocumen = element.ownerDocument) == null ? void 0 : _element$ownerDocumen.body);\n var win = getWindow(scrollParent);\n var target = isBody ? [win].concat(win.visualViewport || [], isScrollParent(scrollParent) ? scrollParent : []) : scrollParent;\n var updatedList = list.concat(target);\n return isBody ? updatedList : // $FlowFixMe[incompatible-call]: isBody tells us target will be an HTMLElement here\n updatedList.concat(listScrollParents(getParentNode(target)));\n}","export default function rectToClientRect(rect) {\n return Object.assign({}, rect, {\n left: rect.x,\n top: rect.y,\n right: rect.x + rect.width,\n bottom: rect.y + rect.height\n });\n}","import { viewport } from \"../enums.js\";\nimport getViewportRect from \"./getViewportRect.js\";\nimport getDocumentRect from \"./getDocumentRect.js\";\nimport listScrollParents from \"./listScrollParents.js\";\nimport getOffsetParent from \"./getOffsetParent.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport { isElement, isHTMLElement } from \"./instanceOf.js\";\nimport getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport contains from \"./contains.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport rectToClientRect from \"../utils/rectToClientRect.js\";\nimport { max, min } from \"../utils/math.js\";\n\nfunction getInnerBoundingClientRect(element, strategy) {\n var rect = getBoundingClientRect(element, false, strategy === 'fixed');\n rect.top = rect.top + element.clientTop;\n rect.left = rect.left + element.clientLeft;\n rect.bottom = rect.top + element.clientHeight;\n rect.right = rect.left + element.clientWidth;\n rect.width = element.clientWidth;\n rect.height = element.clientHeight;\n rect.x = rect.left;\n rect.y = rect.top;\n return rect;\n}\n\nfunction getClientRectFromMixedType(element, clippingParent, strategy) {\n return clippingParent === viewport ? rectToClientRect(getViewportRect(element, strategy)) : isElement(clippingParent) ? getInnerBoundingClientRect(clippingParent, strategy) : rectToClientRect(getDocumentRect(getDocumentElement(element)));\n} // A \"clipping parent\" is an overflowable container with the characteristic of\n// clipping (or hiding) overflowing elements with a position different from\n// `initial`\n\n\nfunction getClippingParents(element) {\n var clippingParents = listScrollParents(getParentNode(element));\n var canEscapeClipping = ['absolute', 'fixed'].indexOf(getComputedStyle(element).position) >= 0;\n var clipperElement = canEscapeClipping && isHTMLElement(element) ? getOffsetParent(element) : element;\n\n if (!isElement(clipperElement)) {\n return [];\n } // $FlowFixMe[incompatible-return]: https://github.com/facebook/flow/issues/1414\n\n\n return clippingParents.filter(function (clippingParent) {\n return isElement(clippingParent) && contains(clippingParent, clipperElement) && getNodeName(clippingParent) !== 'body';\n });\n} // Gets the maximum area that the element is visible in due to any number of\n// clipping parents\n\n\nexport default function getClippingRect(element, boundary, rootBoundary, strategy) {\n var mainClippingParents = boundary === 'clippingParents' ? getClippingParents(element) : [].concat(boundary);\n var clippingParents = [].concat(mainClippingParents, [rootBoundary]);\n var firstClippingParent = clippingParents[0];\n var clippingRect = clippingParents.reduce(function (accRect, clippingParent) {\n var rect = getClientRectFromMixedType(element, clippingParent, strategy);\n accRect.top = max(rect.top, accRect.top);\n accRect.right = min(rect.right, accRect.right);\n accRect.bottom = min(rect.bottom, accRect.bottom);\n accRect.left = max(rect.left, accRect.left);\n return accRect;\n }, getClientRectFromMixedType(element, firstClippingParent, strategy));\n clippingRect.width = clippingRect.right - clippingRect.left;\n clippingRect.height = clippingRect.bottom - clippingRect.top;\n clippingRect.x = clippingRect.left;\n clippingRect.y = clippingRect.top;\n return clippingRect;\n}","import getWindow from \"./getWindow.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport isLayoutViewport from \"./isLayoutViewport.js\";\nexport default function getViewportRect(element, strategy) {\n var win = getWindow(element);\n var html = getDocumentElement(element);\n var visualViewport = win.visualViewport;\n var width = html.clientWidth;\n var height = html.clientHeight;\n var x = 0;\n var y = 0;\n\n if (visualViewport) {\n width = visualViewport.width;\n height = visualViewport.height;\n var layoutViewport = isLayoutViewport();\n\n if (layoutViewport || !layoutViewport && strategy === 'fixed') {\n x = visualViewport.offsetLeft;\n y = visualViewport.offsetTop;\n }\n }\n\n return {\n width: width,\n height: height,\n x: x + getWindowScrollBarX(element),\n y: y\n };\n}","import getDocumentElement from \"./getDocumentElement.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport getWindowScroll from \"./getWindowScroll.js\";\nimport { max } from \"../utils/math.js\"; // Gets the entire size of the scrollable document area, even extending outside\n// of the `` and `` rect bounds if horizontally scrollable\n\nexport default function getDocumentRect(element) {\n var _element$ownerDocumen;\n\n var html = getDocumentElement(element);\n var winScroll = getWindowScroll(element);\n var body = (_element$ownerDocumen = element.ownerDocument) == null ? void 0 : _element$ownerDocumen.body;\n var width = max(html.scrollWidth, html.clientWidth, body ? body.scrollWidth : 0, body ? body.clientWidth : 0);\n var height = max(html.scrollHeight, html.clientHeight, body ? body.scrollHeight : 0, body ? body.clientHeight : 0);\n var x = -winScroll.scrollLeft + getWindowScrollBarX(element);\n var y = -winScroll.scrollTop;\n\n if (getComputedStyle(body || html).direction === 'rtl') {\n x += max(html.clientWidth, body ? body.clientWidth : 0) - width;\n }\n\n return {\n width: width,\n height: height,\n x: x,\n y: y\n };\n}","import getBasePlacement from \"./getBasePlacement.js\";\nimport getVariation from \"./getVariation.js\";\nimport getMainAxisFromPlacement from \"./getMainAxisFromPlacement.js\";\nimport { top, right, bottom, left, start, end } from \"../enums.js\";\nexport default function computeOffsets(_ref) {\n var reference = _ref.reference,\n element = _ref.element,\n placement = _ref.placement;\n var basePlacement = placement ? getBasePlacement(placement) : null;\n var variation = placement ? getVariation(placement) : null;\n var commonX = reference.x + reference.width / 2 - element.width / 2;\n var commonY = reference.y + reference.height / 2 - element.height / 2;\n var offsets;\n\n switch (basePlacement) {\n case top:\n offsets = {\n x: commonX,\n y: reference.y - element.height\n };\n break;\n\n case bottom:\n offsets = {\n x: commonX,\n y: reference.y + reference.height\n };\n break;\n\n case right:\n offsets = {\n x: reference.x + reference.width,\n y: commonY\n };\n break;\n\n case left:\n offsets = {\n x: reference.x - element.width,\n y: commonY\n };\n break;\n\n default:\n offsets = {\n x: reference.x,\n y: reference.y\n };\n }\n\n var mainAxis = basePlacement ? getMainAxisFromPlacement(basePlacement) : null;\n\n if (mainAxis != null) {\n var len = mainAxis === 'y' ? 'height' : 'width';\n\n switch (variation) {\n case start:\n offsets[mainAxis] = offsets[mainAxis] - (reference[len] / 2 - element[len] / 2);\n break;\n\n case end:\n offsets[mainAxis] = offsets[mainAxis] + (reference[len] / 2 - element[len] / 2);\n break;\n\n default:\n }\n }\n\n return offsets;\n}","import getClippingRect from \"../dom-utils/getClippingRect.js\";\nimport getDocumentElement from \"../dom-utils/getDocumentElement.js\";\nimport getBoundingClientRect from \"../dom-utils/getBoundingClientRect.js\";\nimport computeOffsets from \"./computeOffsets.js\";\nimport rectToClientRect from \"./rectToClientRect.js\";\nimport { clippingParents, reference, popper, bottom, top, right, basePlacements, viewport } from \"../enums.js\";\nimport { isElement } from \"../dom-utils/instanceOf.js\";\nimport mergePaddingObject from \"./mergePaddingObject.js\";\nimport expandToHashMap from \"./expandToHashMap.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport default function detectOverflow(state, options) {\n if (options === void 0) {\n options = {};\n }\n\n var _options = options,\n _options$placement = _options.placement,\n placement = _options$placement === void 0 ? state.placement : _options$placement,\n _options$strategy = _options.strategy,\n strategy = _options$strategy === void 0 ? state.strategy : _options$strategy,\n _options$boundary = _options.boundary,\n boundary = _options$boundary === void 0 ? clippingParents : _options$boundary,\n _options$rootBoundary = _options.rootBoundary,\n rootBoundary = _options$rootBoundary === void 0 ? viewport : _options$rootBoundary,\n _options$elementConte = _options.elementContext,\n elementContext = _options$elementConte === void 0 ? popper : _options$elementConte,\n _options$altBoundary = _options.altBoundary,\n altBoundary = _options$altBoundary === void 0 ? false : _options$altBoundary,\n _options$padding = _options.padding,\n padding = _options$padding === void 0 ? 0 : _options$padding;\n var paddingObject = mergePaddingObject(typeof padding !== 'number' ? padding : expandToHashMap(padding, basePlacements));\n var altContext = elementContext === popper ? reference : popper;\n var popperRect = state.rects.popper;\n var element = state.elements[altBoundary ? altContext : elementContext];\n var clippingClientRect = getClippingRect(isElement(element) ? element : element.contextElement || getDocumentElement(state.elements.popper), boundary, rootBoundary, strategy);\n var referenceClientRect = getBoundingClientRect(state.elements.reference);\n var popperOffsets = computeOffsets({\n reference: referenceClientRect,\n element: popperRect,\n strategy: 'absolute',\n placement: placement\n });\n var popperClientRect = rectToClientRect(Object.assign({}, popperRect, popperOffsets));\n var elementClientRect = elementContext === popper ? popperClientRect : referenceClientRect; // positive = overflowing the clipping rect\n // 0 or negative = within the clipping rect\n\n var overflowOffsets = {\n top: clippingClientRect.top - elementClientRect.top + paddingObject.top,\n bottom: elementClientRect.bottom - clippingClientRect.bottom + paddingObject.bottom,\n left: clippingClientRect.left - elementClientRect.left + paddingObject.left,\n right: elementClientRect.right - clippingClientRect.right + paddingObject.right\n };\n var offsetData = state.modifiersData.offset; // Offsets can be applied only to the popper element\n\n if (elementContext === popper && offsetData) {\n var offset = offsetData[placement];\n Object.keys(overflowOffsets).forEach(function (key) {\n var multiply = [right, bottom].indexOf(key) >= 0 ? 1 : -1;\n var axis = [top, bottom].indexOf(key) >= 0 ? 'y' : 'x';\n overflowOffsets[key] += offset[axis] * multiply;\n });\n }\n\n return overflowOffsets;\n}","import getOppositePlacement from \"../utils/getOppositePlacement.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getOppositeVariationPlacement from \"../utils/getOppositeVariationPlacement.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\nimport computeAutoPlacement from \"../utils/computeAutoPlacement.js\";\nimport { bottom, top, start, right, left, auto } from \"../enums.js\";\nimport getVariation from \"../utils/getVariation.js\"; // eslint-disable-next-line import/no-unused-modules\n\nfunction getExpandedFallbackPlacements(placement) {\n if (getBasePlacement(placement) === auto) {\n return [];\n }\n\n var oppositePlacement = getOppositePlacement(placement);\n return [getOppositeVariationPlacement(placement), oppositePlacement, getOppositeVariationPlacement(oppositePlacement)];\n}\n\nfunction flip(_ref) {\n var state = _ref.state,\n options = _ref.options,\n name = _ref.name;\n\n if (state.modifiersData[name]._skip) {\n return;\n }\n\n var _options$mainAxis = options.mainAxis,\n checkMainAxis = _options$mainAxis === void 0 ? true : _options$mainAxis,\n _options$altAxis = options.altAxis,\n checkAltAxis = _options$altAxis === void 0 ? true : _options$altAxis,\n specifiedFallbackPlacements = options.fallbackPlacements,\n padding = options.padding,\n boundary = options.boundary,\n rootBoundary = options.rootBoundary,\n altBoundary = options.altBoundary,\n _options$flipVariatio = options.flipVariations,\n flipVariations = _options$flipVariatio === void 0 ? true : _options$flipVariatio,\n allowedAutoPlacements = options.allowedAutoPlacements;\n var preferredPlacement = state.options.placement;\n var basePlacement = getBasePlacement(preferredPlacement);\n var isBasePlacement = basePlacement === preferredPlacement;\n var fallbackPlacements = specifiedFallbackPlacements || (isBasePlacement || !flipVariations ? [getOppositePlacement(preferredPlacement)] : getExpandedFallbackPlacements(preferredPlacement));\n var placements = [preferredPlacement].concat(fallbackPlacements).reduce(function (acc, placement) {\n return acc.concat(getBasePlacement(placement) === auto ? computeAutoPlacement(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding,\n flipVariations: flipVariations,\n allowedAutoPlacements: allowedAutoPlacements\n }) : placement);\n }, []);\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var checksMap = new Map();\n var makeFallbackChecks = true;\n var firstFittingPlacement = placements[0];\n\n for (var i = 0; i < placements.length; i++) {\n var placement = placements[i];\n\n var _basePlacement = getBasePlacement(placement);\n\n var isStartVariation = getVariation(placement) === start;\n var isVertical = [top, bottom].indexOf(_basePlacement) >= 0;\n var len = isVertical ? 'width' : 'height';\n var overflow = detectOverflow(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n altBoundary: altBoundary,\n padding: padding\n });\n var mainVariationSide = isVertical ? isStartVariation ? right : left : isStartVariation ? bottom : top;\n\n if (referenceRect[len] > popperRect[len]) {\n mainVariationSide = getOppositePlacement(mainVariationSide);\n }\n\n var altVariationSide = getOppositePlacement(mainVariationSide);\n var checks = [];\n\n if (checkMainAxis) {\n checks.push(overflow[_basePlacement] <= 0);\n }\n\n if (checkAltAxis) {\n checks.push(overflow[mainVariationSide] <= 0, overflow[altVariationSide] <= 0);\n }\n\n if (checks.every(function (check) {\n return check;\n })) {\n firstFittingPlacement = placement;\n makeFallbackChecks = false;\n break;\n }\n\n checksMap.set(placement, checks);\n }\n\n if (makeFallbackChecks) {\n // `2` may be desired in some cases – research later\n var numberOfChecks = flipVariations ? 3 : 1;\n\n var _loop = function _loop(_i) {\n var fittingPlacement = placements.find(function (placement) {\n var checks = checksMap.get(placement);\n\n if (checks) {\n return checks.slice(0, _i).every(function (check) {\n return check;\n });\n }\n });\n\n if (fittingPlacement) {\n firstFittingPlacement = fittingPlacement;\n return \"break\";\n }\n };\n\n for (var _i = numberOfChecks; _i > 0; _i--) {\n var _ret = _loop(_i);\n\n if (_ret === \"break\") break;\n }\n }\n\n if (state.placement !== firstFittingPlacement) {\n state.modifiersData[name]._skip = true;\n state.placement = firstFittingPlacement;\n state.reset = true;\n }\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'flip',\n enabled: true,\n phase: 'main',\n fn: flip,\n requiresIfExists: ['offset'],\n data: {\n _skip: false\n }\n};","import getVariation from \"./getVariation.js\";\nimport { variationPlacements, basePlacements, placements as allPlacements } from \"../enums.js\";\nimport detectOverflow from \"./detectOverflow.js\";\nimport getBasePlacement from \"./getBasePlacement.js\";\nexport default function computeAutoPlacement(state, options) {\n if (options === void 0) {\n options = {};\n }\n\n var _options = options,\n placement = _options.placement,\n boundary = _options.boundary,\n rootBoundary = _options.rootBoundary,\n padding = _options.padding,\n flipVariations = _options.flipVariations,\n _options$allowedAutoP = _options.allowedAutoPlacements,\n allowedAutoPlacements = _options$allowedAutoP === void 0 ? allPlacements : _options$allowedAutoP;\n var variation = getVariation(placement);\n var placements = variation ? flipVariations ? variationPlacements : variationPlacements.filter(function (placement) {\n return getVariation(placement) === variation;\n }) : basePlacements;\n var allowedPlacements = placements.filter(function (placement) {\n return allowedAutoPlacements.indexOf(placement) >= 0;\n });\n\n if (allowedPlacements.length === 0) {\n allowedPlacements = placements;\n } // $FlowFixMe[incompatible-type]: Flow seems to have problems with two array unions...\n\n\n var overflows = allowedPlacements.reduce(function (acc, placement) {\n acc[placement] = detectOverflow(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding\n })[getBasePlacement(placement)];\n return acc;\n }, {});\n return Object.keys(overflows).sort(function (a, b) {\n return overflows[a] - overflows[b];\n });\n}","import { top, bottom, left, right } from \"../enums.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\n\nfunction getSideOffsets(overflow, rect, preventedOffsets) {\n if (preventedOffsets === void 0) {\n preventedOffsets = {\n x: 0,\n y: 0\n };\n }\n\n return {\n top: overflow.top - rect.height - preventedOffsets.y,\n right: overflow.right - rect.width + preventedOffsets.x,\n bottom: overflow.bottom - rect.height + preventedOffsets.y,\n left: overflow.left - rect.width - preventedOffsets.x\n };\n}\n\nfunction isAnySideFullyClipped(overflow) {\n return [top, right, bottom, left].some(function (side) {\n return overflow[side] >= 0;\n });\n}\n\nfunction hide(_ref) {\n var state = _ref.state,\n name = _ref.name;\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var preventedOffsets = state.modifiersData.preventOverflow;\n var referenceOverflow = detectOverflow(state, {\n elementContext: 'reference'\n });\n var popperAltOverflow = detectOverflow(state, {\n altBoundary: true\n });\n var referenceClippingOffsets = getSideOffsets(referenceOverflow, referenceRect);\n var popperEscapeOffsets = getSideOffsets(popperAltOverflow, popperRect, preventedOffsets);\n var isReferenceHidden = isAnySideFullyClipped(referenceClippingOffsets);\n var hasPopperEscaped = isAnySideFullyClipped(popperEscapeOffsets);\n state.modifiersData[name] = {\n referenceClippingOffsets: referenceClippingOffsets,\n popperEscapeOffsets: popperEscapeOffsets,\n isReferenceHidden: isReferenceHidden,\n hasPopperEscaped: hasPopperEscaped\n };\n state.attributes.popper = Object.assign({}, state.attributes.popper, {\n 'data-popper-reference-hidden': isReferenceHidden,\n 'data-popper-escaped': hasPopperEscaped\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'hide',\n enabled: true,\n phase: 'main',\n requiresIfExists: ['preventOverflow'],\n fn: hide\n};","import getBasePlacement from \"../utils/getBasePlacement.js\";\nimport { top, left, right, placements } from \"../enums.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport function distanceAndSkiddingToXY(placement, rects, offset) {\n var basePlacement = getBasePlacement(placement);\n var invertDistance = [left, top].indexOf(basePlacement) >= 0 ? -1 : 1;\n\n var _ref = typeof offset === 'function' ? offset(Object.assign({}, rects, {\n placement: placement\n })) : offset,\n skidding = _ref[0],\n distance = _ref[1];\n\n skidding = skidding || 0;\n distance = (distance || 0) * invertDistance;\n return [left, right].indexOf(basePlacement) >= 0 ? {\n x: distance,\n y: skidding\n } : {\n x: skidding,\n y: distance\n };\n}\n\nfunction offset(_ref2) {\n var state = _ref2.state,\n options = _ref2.options,\n name = _ref2.name;\n var _options$offset = options.offset,\n offset = _options$offset === void 0 ? [0, 0] : _options$offset;\n var data = placements.reduce(function (acc, placement) {\n acc[placement] = distanceAndSkiddingToXY(placement, state.rects, offset);\n return acc;\n }, {});\n var _data$state$placement = data[state.placement],\n x = _data$state$placement.x,\n y = _data$state$placement.y;\n\n if (state.modifiersData.popperOffsets != null) {\n state.modifiersData.popperOffsets.x += x;\n state.modifiersData.popperOffsets.y += y;\n }\n\n state.modifiersData[name] = data;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'offset',\n enabled: true,\n phase: 'main',\n requires: ['popperOffsets'],\n fn: offset\n};","import computeOffsets from \"../utils/computeOffsets.js\";\n\nfunction popperOffsets(_ref) {\n var state = _ref.state,\n name = _ref.name;\n // Offsets are the actual position the popper needs to have to be\n // properly positioned near its reference element\n // This is the most basic placement, and will be adjusted by\n // the modifiers in the next step\n state.modifiersData[name] = computeOffsets({\n reference: state.rects.reference,\n element: state.rects.popper,\n strategy: 'absolute',\n placement: state.placement\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'popperOffsets',\n enabled: true,\n phase: 'read',\n fn: popperOffsets,\n data: {}\n};","import { top, left, right, bottom, start } from \"../enums.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getMainAxisFromPlacement from \"../utils/getMainAxisFromPlacement.js\";\nimport getAltAxis from \"../utils/getAltAxis.js\";\nimport { within, withinMaxClamp } from \"../utils/within.js\";\nimport getLayoutRect from \"../dom-utils/getLayoutRect.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\nimport getVariation from \"../utils/getVariation.js\";\nimport getFreshSideObject from \"../utils/getFreshSideObject.js\";\nimport { min as mathMin, max as mathMax } from \"../utils/math.js\";\n\nfunction preventOverflow(_ref) {\n var state = _ref.state,\n options = _ref.options,\n name = _ref.name;\n var _options$mainAxis = options.mainAxis,\n checkMainAxis = _options$mainAxis === void 0 ? true : _options$mainAxis,\n _options$altAxis = options.altAxis,\n checkAltAxis = _options$altAxis === void 0 ? false : _options$altAxis,\n boundary = options.boundary,\n rootBoundary = options.rootBoundary,\n altBoundary = options.altBoundary,\n padding = options.padding,\n _options$tether = options.tether,\n tether = _options$tether === void 0 ? true : _options$tether,\n _options$tetherOffset = options.tetherOffset,\n tetherOffset = _options$tetherOffset === void 0 ? 0 : _options$tetherOffset;\n var overflow = detectOverflow(state, {\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding,\n altBoundary: altBoundary\n });\n var basePlacement = getBasePlacement(state.placement);\n var variation = getVariation(state.placement);\n var isBasePlacement = !variation;\n var mainAxis = getMainAxisFromPlacement(basePlacement);\n var altAxis = getAltAxis(mainAxis);\n var popperOffsets = state.modifiersData.popperOffsets;\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var tetherOffsetValue = typeof tetherOffset === 'function' ? tetherOffset(Object.assign({}, state.rects, {\n placement: state.placement\n })) : tetherOffset;\n var normalizedTetherOffsetValue = typeof tetherOffsetValue === 'number' ? {\n mainAxis: tetherOffsetValue,\n altAxis: tetherOffsetValue\n } : Object.assign({\n mainAxis: 0,\n altAxis: 0\n }, tetherOffsetValue);\n var offsetModifierState = state.modifiersData.offset ? state.modifiersData.offset[state.placement] : null;\n var data = {\n x: 0,\n y: 0\n };\n\n if (!popperOffsets) {\n return;\n }\n\n if (checkMainAxis) {\n var _offsetModifierState$;\n\n var mainSide = mainAxis === 'y' ? top : left;\n var altSide = mainAxis === 'y' ? bottom : right;\n var len = mainAxis === 'y' ? 'height' : 'width';\n var offset = popperOffsets[mainAxis];\n var min = offset + overflow[mainSide];\n var max = offset - overflow[altSide];\n var additive = tether ? -popperRect[len] / 2 : 0;\n var minLen = variation === start ? referenceRect[len] : popperRect[len];\n var maxLen = variation === start ? -popperRect[len] : -referenceRect[len]; // We need to include the arrow in the calculation so the arrow doesn't go\n // outside the reference bounds\n\n var arrowElement = state.elements.arrow;\n var arrowRect = tether && arrowElement ? getLayoutRect(arrowElement) : {\n width: 0,\n height: 0\n };\n var arrowPaddingObject = state.modifiersData['arrow#persistent'] ? state.modifiersData['arrow#persistent'].padding : getFreshSideObject();\n var arrowPaddingMin = arrowPaddingObject[mainSide];\n var arrowPaddingMax = arrowPaddingObject[altSide]; // If the reference length is smaller than the arrow length, we don't want\n // to include its full size in the calculation. If the reference is small\n // and near the edge of a boundary, the popper can overflow even if the\n // reference is not overflowing as well (e.g. virtual elements with no\n // width or height)\n\n var arrowLen = within(0, referenceRect[len], arrowRect[len]);\n var minOffset = isBasePlacement ? referenceRect[len] / 2 - additive - arrowLen - arrowPaddingMin - normalizedTetherOffsetValue.mainAxis : minLen - arrowLen - arrowPaddingMin - normalizedTetherOffsetValue.mainAxis;\n var maxOffset = isBasePlacement ? -referenceRect[len] / 2 + additive + arrowLen + arrowPaddingMax + normalizedTetherOffsetValue.mainAxis : maxLen + arrowLen + arrowPaddingMax + normalizedTetherOffsetValue.mainAxis;\n var arrowOffsetParent = state.elements.arrow && getOffsetParent(state.elements.arrow);\n var clientOffset = arrowOffsetParent ? mainAxis === 'y' ? arrowOffsetParent.clientTop || 0 : arrowOffsetParent.clientLeft || 0 : 0;\n var offsetModifierValue = (_offsetModifierState$ = offsetModifierState == null ? void 0 : offsetModifierState[mainAxis]) != null ? _offsetModifierState$ : 0;\n var tetherMin = offset + minOffset - offsetModifierValue - clientOffset;\n var tetherMax = offset + maxOffset - offsetModifierValue;\n var preventedOffset = within(tether ? mathMin(min, tetherMin) : min, offset, tether ? mathMax(max, tetherMax) : max);\n popperOffsets[mainAxis] = preventedOffset;\n data[mainAxis] = preventedOffset - offset;\n }\n\n if (checkAltAxis) {\n var _offsetModifierState$2;\n\n var _mainSide = mainAxis === 'x' ? top : left;\n\n var _altSide = mainAxis === 'x' ? bottom : right;\n\n var _offset = popperOffsets[altAxis];\n\n var _len = altAxis === 'y' ? 'height' : 'width';\n\n var _min = _offset + overflow[_mainSide];\n\n var _max = _offset - overflow[_altSide];\n\n var isOriginSide = [top, left].indexOf(basePlacement) !== -1;\n\n var _offsetModifierValue = (_offsetModifierState$2 = offsetModifierState == null ? void 0 : offsetModifierState[altAxis]) != null ? _offsetModifierState$2 : 0;\n\n var _tetherMin = isOriginSide ? _min : _offset - referenceRect[_len] - popperRect[_len] - _offsetModifierValue + normalizedTetherOffsetValue.altAxis;\n\n var _tetherMax = isOriginSide ? _offset + referenceRect[_len] + popperRect[_len] - _offsetModifierValue - normalizedTetherOffsetValue.altAxis : _max;\n\n var _preventedOffset = tether && isOriginSide ? withinMaxClamp(_tetherMin, _offset, _tetherMax) : within(tether ? _tetherMin : _min, _offset, tether ? _tetherMax : _max);\n\n popperOffsets[altAxis] = _preventedOffset;\n data[altAxis] = _preventedOffset - _offset;\n }\n\n state.modifiersData[name] = data;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'preventOverflow',\n enabled: true,\n phase: 'main',\n fn: preventOverflow,\n requiresIfExists: ['offset']\n};","export default function getAltAxis(axis) {\n return axis === 'x' ? 'y' : 'x';\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getNodeScroll from \"./getNodeScroll.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport isScrollParent from \"./isScrollParent.js\";\nimport { round } from \"../utils/math.js\";\n\nfunction isElementScaled(element) {\n var rect = element.getBoundingClientRect();\n var scaleX = round(rect.width) / element.offsetWidth || 1;\n var scaleY = round(rect.height) / element.offsetHeight || 1;\n return scaleX !== 1 || scaleY !== 1;\n} // Returns the composite rect of an element relative to its offsetParent.\n// Composite means it takes into account transforms as well as layout.\n\n\nexport default function getCompositeRect(elementOrVirtualElement, offsetParent, isFixed) {\n if (isFixed === void 0) {\n isFixed = false;\n }\n\n var isOffsetParentAnElement = isHTMLElement(offsetParent);\n var offsetParentIsScaled = isHTMLElement(offsetParent) && isElementScaled(offsetParent);\n var documentElement = getDocumentElement(offsetParent);\n var rect = getBoundingClientRect(elementOrVirtualElement, offsetParentIsScaled, isFixed);\n var scroll = {\n scrollLeft: 0,\n scrollTop: 0\n };\n var offsets = {\n x: 0,\n y: 0\n };\n\n if (isOffsetParentAnElement || !isOffsetParentAnElement && !isFixed) {\n if (getNodeName(offsetParent) !== 'body' || // https://github.com/popperjs/popper-core/issues/1078\n isScrollParent(documentElement)) {\n scroll = getNodeScroll(offsetParent);\n }\n\n if (isHTMLElement(offsetParent)) {\n offsets = getBoundingClientRect(offsetParent, true);\n offsets.x += offsetParent.clientLeft;\n offsets.y += offsetParent.clientTop;\n } else if (documentElement) {\n offsets.x = getWindowScrollBarX(documentElement);\n }\n }\n\n return {\n x: rect.left + scroll.scrollLeft - offsets.x,\n y: rect.top + scroll.scrollTop - offsets.y,\n width: rect.width,\n height: rect.height\n };\n}","import getWindowScroll from \"./getWindowScroll.js\";\nimport getWindow from \"./getWindow.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nimport getHTMLElementScroll from \"./getHTMLElementScroll.js\";\nexport default function getNodeScroll(node) {\n if (node === getWindow(node) || !isHTMLElement(node)) {\n return getWindowScroll(node);\n } else {\n return getHTMLElementScroll(node);\n }\n}","export default function getHTMLElementScroll(element) {\n return {\n scrollLeft: element.scrollLeft,\n scrollTop: element.scrollTop\n };\n}","import { modifierPhases } from \"../enums.js\"; // source: https://stackoverflow.com/questions/49875255\n\nfunction order(modifiers) {\n var map = new Map();\n var visited = new Set();\n var result = [];\n modifiers.forEach(function (modifier) {\n map.set(modifier.name, modifier);\n }); // On visiting object, check for its dependencies and visit them recursively\n\n function sort(modifier) {\n visited.add(modifier.name);\n var requires = [].concat(modifier.requires || [], modifier.requiresIfExists || []);\n requires.forEach(function (dep) {\n if (!visited.has(dep)) {\n var depModifier = map.get(dep);\n\n if (depModifier) {\n sort(depModifier);\n }\n }\n });\n result.push(modifier);\n }\n\n modifiers.forEach(function (modifier) {\n if (!visited.has(modifier.name)) {\n // check for visited object\n sort(modifier);\n }\n });\n return result;\n}\n\nexport default function orderModifiers(modifiers) {\n // order based on dependencies\n var orderedModifiers = order(modifiers); // order based on phase\n\n return modifierPhases.reduce(function (acc, phase) {\n return acc.concat(orderedModifiers.filter(function (modifier) {\n return modifier.phase === phase;\n }));\n }, []);\n}","import getCompositeRect from \"./dom-utils/getCompositeRect.js\";\nimport getLayoutRect from \"./dom-utils/getLayoutRect.js\";\nimport listScrollParents from \"./dom-utils/listScrollParents.js\";\nimport getOffsetParent from \"./dom-utils/getOffsetParent.js\";\nimport orderModifiers from \"./utils/orderModifiers.js\";\nimport debounce from \"./utils/debounce.js\";\nimport mergeByName from \"./utils/mergeByName.js\";\nimport detectOverflow from \"./utils/detectOverflow.js\";\nimport { isElement } from \"./dom-utils/instanceOf.js\";\nvar DEFAULT_OPTIONS = {\n placement: 'bottom',\n modifiers: [],\n strategy: 'absolute'\n};\n\nfunction areValidElements() {\n for (var _len = arguments.length, args = new Array(_len), _key = 0; _key < _len; _key++) {\n args[_key] = arguments[_key];\n }\n\n return !args.some(function (element) {\n return !(element && typeof element.getBoundingClientRect === 'function');\n });\n}\n\nexport function popperGenerator(generatorOptions) {\n if (generatorOptions === void 0) {\n generatorOptions = {};\n }\n\n var _generatorOptions = generatorOptions,\n _generatorOptions$def = _generatorOptions.defaultModifiers,\n defaultModifiers = _generatorOptions$def === void 0 ? [] : _generatorOptions$def,\n _generatorOptions$def2 = _generatorOptions.defaultOptions,\n defaultOptions = _generatorOptions$def2 === void 0 ? DEFAULT_OPTIONS : _generatorOptions$def2;\n return function createPopper(reference, popper, options) {\n if (options === void 0) {\n options = defaultOptions;\n }\n\n var state = {\n placement: 'bottom',\n orderedModifiers: [],\n options: Object.assign({}, DEFAULT_OPTIONS, defaultOptions),\n modifiersData: {},\n elements: {\n reference: reference,\n popper: popper\n },\n attributes: {},\n styles: {}\n };\n var effectCleanupFns = [];\n var isDestroyed = false;\n var instance = {\n state: state,\n setOptions: function setOptions(setOptionsAction) {\n var options = typeof setOptionsAction === 'function' ? setOptionsAction(state.options) : setOptionsAction;\n cleanupModifierEffects();\n state.options = Object.assign({}, defaultOptions, state.options, options);\n state.scrollParents = {\n reference: isElement(reference) ? listScrollParents(reference) : reference.contextElement ? listScrollParents(reference.contextElement) : [],\n popper: listScrollParents(popper)\n }; // Orders the modifiers based on their dependencies and `phase`\n // properties\n\n var orderedModifiers = orderModifiers(mergeByName([].concat(defaultModifiers, state.options.modifiers))); // Strip out disabled modifiers\n\n state.orderedModifiers = orderedModifiers.filter(function (m) {\n return m.enabled;\n });\n runModifierEffects();\n return instance.update();\n },\n // Sync update – it will always be executed, even if not necessary. This\n // is useful for low frequency updates where sync behavior simplifies the\n // logic.\n // For high frequency updates (e.g. `resize` and `scroll` events), always\n // prefer the async Popper#update method\n forceUpdate: function forceUpdate() {\n if (isDestroyed) {\n return;\n }\n\n var _state$elements = state.elements,\n reference = _state$elements.reference,\n popper = _state$elements.popper; // Don't proceed if `reference` or `popper` are not valid elements\n // anymore\n\n if (!areValidElements(reference, popper)) {\n return;\n } // Store the reference and popper rects to be read by modifiers\n\n\n state.rects = {\n reference: getCompositeRect(reference, getOffsetParent(popper), state.options.strategy === 'fixed'),\n popper: getLayoutRect(popper)\n }; // Modifiers have the ability to reset the current update cycle. The\n // most common use case for this is the `flip` modifier changing the\n // placement, which then needs to re-run all the modifiers, because the\n // logic was previously ran for the previous placement and is therefore\n // stale/incorrect\n\n state.reset = false;\n state.placement = state.options.placement; // On each update cycle, the `modifiersData` property for each modifier\n // is filled with the initial data specified by the modifier. This means\n // it doesn't persist and is fresh on each update.\n // To ensure persistent data, use `${name}#persistent`\n\n state.orderedModifiers.forEach(function (modifier) {\n return state.modifiersData[modifier.name] = Object.assign({}, modifier.data);\n });\n\n for (var index = 0; index < state.orderedModifiers.length; index++) {\n if (state.reset === true) {\n state.reset = false;\n index = -1;\n continue;\n }\n\n var _state$orderedModifie = state.orderedModifiers[index],\n fn = _state$orderedModifie.fn,\n _state$orderedModifie2 = _state$orderedModifie.options,\n _options = _state$orderedModifie2 === void 0 ? {} : _state$orderedModifie2,\n name = _state$orderedModifie.name;\n\n if (typeof fn === 'function') {\n state = fn({\n state: state,\n options: _options,\n name: name,\n instance: instance\n }) || state;\n }\n }\n },\n // Async and optimistically optimized update – it will not be executed if\n // not necessary (debounced to run at most once-per-tick)\n update: debounce(function () {\n return new Promise(function (resolve) {\n instance.forceUpdate();\n resolve(state);\n });\n }),\n destroy: function destroy() {\n cleanupModifierEffects();\n isDestroyed = true;\n }\n };\n\n if (!areValidElements(reference, popper)) {\n return instance;\n }\n\n instance.setOptions(options).then(function (state) {\n if (!isDestroyed && options.onFirstUpdate) {\n options.onFirstUpdate(state);\n }\n }); // Modifiers have the ability to execute arbitrary code before the first\n // update cycle runs. They will be executed in the same order as the update\n // cycle. This is useful when a modifier adds some persistent data that\n // other modifiers need to use, but the modifier is run after the dependent\n // one.\n\n function runModifierEffects() {\n state.orderedModifiers.forEach(function (_ref) {\n var name = _ref.name,\n _ref$options = _ref.options,\n options = _ref$options === void 0 ? {} : _ref$options,\n effect = _ref.effect;\n\n if (typeof effect === 'function') {\n var cleanupFn = effect({\n state: state,\n name: name,\n instance: instance,\n options: options\n });\n\n var noopFn = function noopFn() {};\n\n effectCleanupFns.push(cleanupFn || noopFn);\n }\n });\n }\n\n function cleanupModifierEffects() {\n effectCleanupFns.forEach(function (fn) {\n return fn();\n });\n effectCleanupFns = [];\n }\n\n return instance;\n };\n}\nexport var createPopper = /*#__PURE__*/popperGenerator(); // eslint-disable-next-line import/no-unused-modules\n\nexport { detectOverflow };","export default function debounce(fn) {\n var pending;\n return function () {\n if (!pending) {\n pending = new Promise(function (resolve) {\n Promise.resolve().then(function () {\n pending = undefined;\n resolve(fn());\n });\n });\n }\n\n return pending;\n };\n}","export default function mergeByName(modifiers) {\n var merged = modifiers.reduce(function (merged, current) {\n var existing = merged[current.name];\n merged[current.name] = existing ? Object.assign({}, existing, current, {\n options: Object.assign({}, existing.options, current.options),\n data: Object.assign({}, existing.data, current.data)\n }) : current;\n return merged;\n }, {}); // IE11 does not support Object.values\n\n return Object.keys(merged).map(function (key) {\n return merged[key];\n });\n}","import { popperGenerator, detectOverflow } from \"./createPopper.js\";\nimport eventListeners from \"./modifiers/eventListeners.js\";\nimport popperOffsets from \"./modifiers/popperOffsets.js\";\nimport computeStyles from \"./modifiers/computeStyles.js\";\nimport applyStyles from \"./modifiers/applyStyles.js\";\nimport offset from \"./modifiers/offset.js\";\nimport flip from \"./modifiers/flip.js\";\nimport preventOverflow from \"./modifiers/preventOverflow.js\";\nimport arrow from \"./modifiers/arrow.js\";\nimport hide from \"./modifiers/hide.js\";\nvar defaultModifiers = [eventListeners, popperOffsets, computeStyles, applyStyles, offset, flip, preventOverflow, arrow, hide];\nvar createPopper = /*#__PURE__*/popperGenerator({\n defaultModifiers: defaultModifiers\n}); // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper, popperGenerator, defaultModifiers, detectOverflow }; // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper as createPopperLite } from \"./popper-lite.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport * from \"./modifiers/index.js\";","import { popperGenerator, detectOverflow } from \"./createPopper.js\";\nimport eventListeners from \"./modifiers/eventListeners.js\";\nimport popperOffsets from \"./modifiers/popperOffsets.js\";\nimport computeStyles from \"./modifiers/computeStyles.js\";\nimport applyStyles from \"./modifiers/applyStyles.js\";\nvar defaultModifiers = [eventListeners, popperOffsets, computeStyles, applyStyles];\nvar createPopper = /*#__PURE__*/popperGenerator({\n defaultModifiers: defaultModifiers\n}); // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper, popperGenerator, defaultModifiers, detectOverflow };","/*!\n * Bootstrap v5.3.3 (https://getbootstrap.com/)\n * Copyright 2011-2024 The Bootstrap Authors (https://github.com/twbs/bootstrap/graphs/contributors)\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n */\nimport * as Popper from '@popperjs/core';\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/data.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n/**\n * Constants\n */\n\nconst elementMap = new Map();\nconst Data = {\n set(element, key, instance) {\n if (!elementMap.has(element)) {\n elementMap.set(element, new Map());\n }\n const instanceMap = elementMap.get(element);\n\n // make it clear we only want one instance per element\n // can be removed later when multiple key/instances are fine to be used\n if (!instanceMap.has(key) && instanceMap.size !== 0) {\n // eslint-disable-next-line no-console\n console.error(`Bootstrap doesn't allow more than one instance per element. Bound instance: ${Array.from(instanceMap.keys())[0]}.`);\n return;\n }\n instanceMap.set(key, instance);\n },\n get(element, key) {\n if (elementMap.has(element)) {\n return elementMap.get(element).get(key) || null;\n }\n return null;\n },\n remove(element, key) {\n if (!elementMap.has(element)) {\n return;\n }\n const instanceMap = elementMap.get(element);\n instanceMap.delete(key);\n\n // free up element references if there are no instances left for an element\n if (instanceMap.size === 0) {\n elementMap.delete(element);\n }\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/index.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst MAX_UID = 1000000;\nconst MILLISECONDS_MULTIPLIER = 1000;\nconst TRANSITION_END = 'transitionend';\n\n/**\n * Properly escape IDs selectors to handle weird IDs\n * @param {string} selector\n * @returns {string}\n */\nconst parseSelector = selector => {\n if (selector && window.CSS && window.CSS.escape) {\n // document.querySelector needs escaping to handle IDs (html5+) containing for instance /\n selector = selector.replace(/#([^\\s\"#']+)/g, (match, id) => `#${CSS.escape(id)}`);\n }\n return selector;\n};\n\n// Shout-out Angus Croll (https://goo.gl/pxwQGp)\nconst toType = object => {\n if (object === null || object === undefined) {\n return `${object}`;\n }\n return Object.prototype.toString.call(object).match(/\\s([a-z]+)/i)[1].toLowerCase();\n};\n\n/**\n * Public Util API\n */\n\nconst getUID = prefix => {\n do {\n prefix += Math.floor(Math.random() * MAX_UID);\n } while (document.getElementById(prefix));\n return prefix;\n};\nconst getTransitionDurationFromElement = element => {\n if (!element) {\n return 0;\n }\n\n // Get transition-duration of the element\n let {\n transitionDuration,\n transitionDelay\n } = window.getComputedStyle(element);\n const floatTransitionDuration = Number.parseFloat(transitionDuration);\n const floatTransitionDelay = Number.parseFloat(transitionDelay);\n\n // Return 0 if element or transition duration is not found\n if (!floatTransitionDuration && !floatTransitionDelay) {\n return 0;\n }\n\n // If multiple durations are defined, take the first\n transitionDuration = transitionDuration.split(',')[0];\n transitionDelay = transitionDelay.split(',')[0];\n return (Number.parseFloat(transitionDuration) + Number.parseFloat(transitionDelay)) * MILLISECONDS_MULTIPLIER;\n};\nconst triggerTransitionEnd = element => {\n element.dispatchEvent(new Event(TRANSITION_END));\n};\nconst isElement = object => {\n if (!object || typeof object !== 'object') {\n return false;\n }\n if (typeof object.jquery !== 'undefined') {\n object = object[0];\n }\n return typeof object.nodeType !== 'undefined';\n};\nconst getElement = object => {\n // it's a jQuery object or a node element\n if (isElement(object)) {\n return object.jquery ? object[0] : object;\n }\n if (typeof object === 'string' && object.length > 0) {\n return document.querySelector(parseSelector(object));\n }\n return null;\n};\nconst isVisible = element => {\n if (!isElement(element) || element.getClientRects().length === 0) {\n return false;\n }\n const elementIsVisible = getComputedStyle(element).getPropertyValue('visibility') === 'visible';\n // Handle `details` element as its content may falsie appear visible when it is closed\n const closedDetails = element.closest('details:not([open])');\n if (!closedDetails) {\n return elementIsVisible;\n }\n if (closedDetails !== element) {\n const summary = element.closest('summary');\n if (summary && summary.parentNode !== closedDetails) {\n return false;\n }\n if (summary === null) {\n return false;\n }\n }\n return elementIsVisible;\n};\nconst isDisabled = element => {\n if (!element || element.nodeType !== Node.ELEMENT_NODE) {\n return true;\n }\n if (element.classList.contains('disabled')) {\n return true;\n }\n if (typeof element.disabled !== 'undefined') {\n return element.disabled;\n }\n return element.hasAttribute('disabled') && element.getAttribute('disabled') !== 'false';\n};\nconst findShadowRoot = element => {\n if (!document.documentElement.attachShadow) {\n return null;\n }\n\n // Can find the shadow root otherwise it'll return the document\n if (typeof element.getRootNode === 'function') {\n const root = element.getRootNode();\n return root instanceof ShadowRoot ? root : null;\n }\n if (element instanceof ShadowRoot) {\n return element;\n }\n\n // when we don't find a shadow root\n if (!element.parentNode) {\n return null;\n }\n return findShadowRoot(element.parentNode);\n};\nconst noop = () => {};\n\n/**\n * Trick to restart an element's animation\n *\n * @param {HTMLElement} element\n * @return void\n *\n * @see https://www.charistheo.io/blog/2021/02/restart-a-css-animation-with-javascript/#restarting-a-css-animation\n */\nconst reflow = element => {\n element.offsetHeight; // eslint-disable-line no-unused-expressions\n};\nconst getjQuery = () => {\n if (window.jQuery && !document.body.hasAttribute('data-bs-no-jquery')) {\n return window.jQuery;\n }\n return null;\n};\nconst DOMContentLoadedCallbacks = [];\nconst onDOMContentLoaded = callback => {\n if (document.readyState === 'loading') {\n // add listener on the first call when the document is in loading state\n if (!DOMContentLoadedCallbacks.length) {\n document.addEventListener('DOMContentLoaded', () => {\n for (const callback of DOMContentLoadedCallbacks) {\n callback();\n }\n });\n }\n DOMContentLoadedCallbacks.push(callback);\n } else {\n callback();\n }\n};\nconst isRTL = () => document.documentElement.dir === 'rtl';\nconst defineJQueryPlugin = plugin => {\n onDOMContentLoaded(() => {\n const $ = getjQuery();\n /* istanbul ignore if */\n if ($) {\n const name = plugin.NAME;\n const JQUERY_NO_CONFLICT = $.fn[name];\n $.fn[name] = plugin.jQueryInterface;\n $.fn[name].Constructor = plugin;\n $.fn[name].noConflict = () => {\n $.fn[name] = JQUERY_NO_CONFLICT;\n return plugin.jQueryInterface;\n };\n }\n });\n};\nconst execute = (possibleCallback, args = [], defaultValue = possibleCallback) => {\n return typeof possibleCallback === 'function' ? possibleCallback(...args) : defaultValue;\n};\nconst executeAfterTransition = (callback, transitionElement, waitForTransition = true) => {\n if (!waitForTransition) {\n execute(callback);\n return;\n }\n const durationPadding = 5;\n const emulatedDuration = getTransitionDurationFromElement(transitionElement) + durationPadding;\n let called = false;\n const handler = ({\n target\n }) => {\n if (target !== transitionElement) {\n return;\n }\n called = true;\n transitionElement.removeEventListener(TRANSITION_END, handler);\n execute(callback);\n };\n transitionElement.addEventListener(TRANSITION_END, handler);\n setTimeout(() => {\n if (!called) {\n triggerTransitionEnd(transitionElement);\n }\n }, emulatedDuration);\n};\n\n/**\n * Return the previous/next element of a list.\n *\n * @param {array} list The list of elements\n * @param activeElement The active element\n * @param shouldGetNext Choose to get next or previous element\n * @param isCycleAllowed\n * @return {Element|elem} The proper element\n */\nconst getNextActiveElement = (list, activeElement, shouldGetNext, isCycleAllowed) => {\n const listLength = list.length;\n let index = list.indexOf(activeElement);\n\n // if the element does not exist in the list return an element\n // depending on the direction and if cycle is allowed\n if (index === -1) {\n return !shouldGetNext && isCycleAllowed ? list[listLength - 1] : list[0];\n }\n index += shouldGetNext ? 1 : -1;\n if (isCycleAllowed) {\n index = (index + listLength) % listLength;\n }\n return list[Math.max(0, Math.min(index, listLength - 1))];\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/event-handler.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst namespaceRegex = /[^.]*(?=\\..*)\\.|.*/;\nconst stripNameRegex = /\\..*/;\nconst stripUidRegex = /::\\d+$/;\nconst eventRegistry = {}; // Events storage\nlet uidEvent = 1;\nconst customEvents = {\n mouseenter: 'mouseover',\n mouseleave: 'mouseout'\n};\nconst nativeEvents = new Set(['click', 'dblclick', 'mouseup', 'mousedown', 'contextmenu', 'mousewheel', 'DOMMouseScroll', 'mouseover', 'mouseout', 'mousemove', 'selectstart', 'selectend', 'keydown', 'keypress', 'keyup', 'orientationchange', 'touchstart', 'touchmove', 'touchend', 'touchcancel', 'pointerdown', 'pointermove', 'pointerup', 'pointerleave', 'pointercancel', 'gesturestart', 'gesturechange', 'gestureend', 'focus', 'blur', 'change', 'reset', 'select', 'submit', 'focusin', 'focusout', 'load', 'unload', 'beforeunload', 'resize', 'move', 'DOMContentLoaded', 'readystatechange', 'error', 'abort', 'scroll']);\n\n/**\n * Private methods\n */\n\nfunction makeEventUid(element, uid) {\n return uid && `${uid}::${uidEvent++}` || element.uidEvent || uidEvent++;\n}\nfunction getElementEvents(element) {\n const uid = makeEventUid(element);\n element.uidEvent = uid;\n eventRegistry[uid] = eventRegistry[uid] || {};\n return eventRegistry[uid];\n}\nfunction bootstrapHandler(element, fn) {\n return function handler(event) {\n hydrateObj(event, {\n delegateTarget: element\n });\n if (handler.oneOff) {\n EventHandler.off(element, event.type, fn);\n }\n return fn.apply(element, [event]);\n };\n}\nfunction bootstrapDelegationHandler(element, selector, fn) {\n return function handler(event) {\n const domElements = element.querySelectorAll(selector);\n for (let {\n target\n } = event; target && target !== this; target = target.parentNode) {\n for (const domElement of domElements) {\n if (domElement !== target) {\n continue;\n }\n hydrateObj(event, {\n delegateTarget: target\n });\n if (handler.oneOff) {\n EventHandler.off(element, event.type, selector, fn);\n }\n return fn.apply(target, [event]);\n }\n }\n };\n}\nfunction findHandler(events, callable, delegationSelector = null) {\n return Object.values(events).find(event => event.callable === callable && event.delegationSelector === delegationSelector);\n}\nfunction normalizeParameters(originalTypeEvent, handler, delegationFunction) {\n const isDelegated = typeof handler === 'string';\n // TODO: tooltip passes `false` instead of selector, so we need to check\n const callable = isDelegated ? delegationFunction : handler || delegationFunction;\n let typeEvent = getTypeEvent(originalTypeEvent);\n if (!nativeEvents.has(typeEvent)) {\n typeEvent = originalTypeEvent;\n }\n return [isDelegated, callable, typeEvent];\n}\nfunction addHandler(element, originalTypeEvent, handler, delegationFunction, oneOff) {\n if (typeof originalTypeEvent !== 'string' || !element) {\n return;\n }\n let [isDelegated, callable, typeEvent] = normalizeParameters(originalTypeEvent, handler, delegationFunction);\n\n // in case of mouseenter or mouseleave wrap the handler within a function that checks for its DOM position\n // this prevents the handler from being dispatched the same way as mouseover or mouseout does\n if (originalTypeEvent in customEvents) {\n const wrapFunction = fn => {\n return function (event) {\n if (!event.relatedTarget || event.relatedTarget !== event.delegateTarget && !event.delegateTarget.contains(event.relatedTarget)) {\n return fn.call(this, event);\n }\n };\n };\n callable = wrapFunction(callable);\n }\n const events = getElementEvents(element);\n const handlers = events[typeEvent] || (events[typeEvent] = {});\n const previousFunction = findHandler(handlers, callable, isDelegated ? handler : null);\n if (previousFunction) {\n previousFunction.oneOff = previousFunction.oneOff && oneOff;\n return;\n }\n const uid = makeEventUid(callable, originalTypeEvent.replace(namespaceRegex, ''));\n const fn = isDelegated ? bootstrapDelegationHandler(element, handler, callable) : bootstrapHandler(element, callable);\n fn.delegationSelector = isDelegated ? handler : null;\n fn.callable = callable;\n fn.oneOff = oneOff;\n fn.uidEvent = uid;\n handlers[uid] = fn;\n element.addEventListener(typeEvent, fn, isDelegated);\n}\nfunction removeHandler(element, events, typeEvent, handler, delegationSelector) {\n const fn = findHandler(events[typeEvent], handler, delegationSelector);\n if (!fn) {\n return;\n }\n element.removeEventListener(typeEvent, fn, Boolean(delegationSelector));\n delete events[typeEvent][fn.uidEvent];\n}\nfunction removeNamespacedHandlers(element, events, typeEvent, namespace) {\n const storeElementEvent = events[typeEvent] || {};\n for (const [handlerKey, event] of Object.entries(storeElementEvent)) {\n if (handlerKey.includes(namespace)) {\n removeHandler(element, events, typeEvent, event.callable, event.delegationSelector);\n }\n }\n}\nfunction getTypeEvent(event) {\n // allow to get the native events from namespaced events ('click.bs.button' --> 'click')\n event = event.replace(stripNameRegex, '');\n return customEvents[event] || event;\n}\nconst EventHandler = {\n on(element, event, handler, delegationFunction) {\n addHandler(element, event, handler, delegationFunction, false);\n },\n one(element, event, handler, delegationFunction) {\n addHandler(element, event, handler, delegationFunction, true);\n },\n off(element, originalTypeEvent, handler, delegationFunction) {\n if (typeof originalTypeEvent !== 'string' || !element) {\n return;\n }\n const [isDelegated, callable, typeEvent] = normalizeParameters(originalTypeEvent, handler, delegationFunction);\n const inNamespace = typeEvent !== originalTypeEvent;\n const events = getElementEvents(element);\n const storeElementEvent = events[typeEvent] || {};\n const isNamespace = originalTypeEvent.startsWith('.');\n if (typeof callable !== 'undefined') {\n // Simplest case: handler is passed, remove that listener ONLY.\n if (!Object.keys(storeElementEvent).length) {\n return;\n }\n removeHandler(element, events, typeEvent, callable, isDelegated ? handler : null);\n return;\n }\n if (isNamespace) {\n for (const elementEvent of Object.keys(events)) {\n removeNamespacedHandlers(element, events, elementEvent, originalTypeEvent.slice(1));\n }\n }\n for (const [keyHandlers, event] of Object.entries(storeElementEvent)) {\n const handlerKey = keyHandlers.replace(stripUidRegex, '');\n if (!inNamespace || originalTypeEvent.includes(handlerKey)) {\n removeHandler(element, events, typeEvent, event.callable, event.delegationSelector);\n }\n }\n },\n trigger(element, event, args) {\n if (typeof event !== 'string' || !element) {\n return null;\n }\n const $ = getjQuery();\n const typeEvent = getTypeEvent(event);\n const inNamespace = event !== typeEvent;\n let jQueryEvent = null;\n let bubbles = true;\n let nativeDispatch = true;\n let defaultPrevented = false;\n if (inNamespace && $) {\n jQueryEvent = $.Event(event, args);\n $(element).trigger(jQueryEvent);\n bubbles = !jQueryEvent.isPropagationStopped();\n nativeDispatch = !jQueryEvent.isImmediatePropagationStopped();\n defaultPrevented = jQueryEvent.isDefaultPrevented();\n }\n const evt = hydrateObj(new Event(event, {\n bubbles,\n cancelable: true\n }), args);\n if (defaultPrevented) {\n evt.preventDefault();\n }\n if (nativeDispatch) {\n element.dispatchEvent(evt);\n }\n if (evt.defaultPrevented && jQueryEvent) {\n jQueryEvent.preventDefault();\n }\n return evt;\n }\n};\nfunction hydrateObj(obj, meta = {}) {\n for (const [key, value] of Object.entries(meta)) {\n try {\n obj[key] = value;\n } catch (_unused) {\n Object.defineProperty(obj, key, {\n configurable: true,\n get() {\n return value;\n }\n });\n }\n }\n return obj;\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/manipulator.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nfunction normalizeData(value) {\n if (value === 'true') {\n return true;\n }\n if (value === 'false') {\n return false;\n }\n if (value === Number(value).toString()) {\n return Number(value);\n }\n if (value === '' || value === 'null') {\n return null;\n }\n if (typeof value !== 'string') {\n return value;\n }\n try {\n return JSON.parse(decodeURIComponent(value));\n } catch (_unused) {\n return value;\n }\n}\nfunction normalizeDataKey(key) {\n return key.replace(/[A-Z]/g, chr => `-${chr.toLowerCase()}`);\n}\nconst Manipulator = {\n setDataAttribute(element, key, value) {\n element.setAttribute(`data-bs-${normalizeDataKey(key)}`, value);\n },\n removeDataAttribute(element, key) {\n element.removeAttribute(`data-bs-${normalizeDataKey(key)}`);\n },\n getDataAttributes(element) {\n if (!element) {\n return {};\n }\n const attributes = {};\n const bsKeys = Object.keys(element.dataset).filter(key => key.startsWith('bs') && !key.startsWith('bsConfig'));\n for (const key of bsKeys) {\n let pureKey = key.replace(/^bs/, '');\n pureKey = pureKey.charAt(0).toLowerCase() + pureKey.slice(1, pureKey.length);\n attributes[pureKey] = normalizeData(element.dataset[key]);\n }\n return attributes;\n },\n getDataAttribute(element, key) {\n return normalizeData(element.getAttribute(`data-bs-${normalizeDataKey(key)}`));\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/config.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Class definition\n */\n\nclass Config {\n // Getters\n static get Default() {\n return {};\n }\n static get DefaultType() {\n return {};\n }\n static get NAME() {\n throw new Error('You have to implement the static method \"NAME\", for each component!');\n }\n _getConfig(config) {\n config = this._mergeConfigObj(config);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n _configAfterMerge(config) {\n return config;\n }\n _mergeConfigObj(config, element) {\n const jsonConfig = isElement(element) ? Manipulator.getDataAttribute(element, 'config') : {}; // try to parse\n\n return {\n ...this.constructor.Default,\n ...(typeof jsonConfig === 'object' ? jsonConfig : {}),\n ...(isElement(element) ? Manipulator.getDataAttributes(element) : {}),\n ...(typeof config === 'object' ? config : {})\n };\n }\n _typeCheckConfig(config, configTypes = this.constructor.DefaultType) {\n for (const [property, expectedTypes] of Object.entries(configTypes)) {\n const value = config[property];\n const valueType = isElement(value) ? 'element' : toType(value);\n if (!new RegExp(expectedTypes).test(valueType)) {\n throw new TypeError(`${this.constructor.NAME.toUpperCase()}: Option \"${property}\" provided type \"${valueType}\" but expected type \"${expectedTypes}\".`);\n }\n }\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap base-component.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst VERSION = '5.3.3';\n\n/**\n * Class definition\n */\n\nclass BaseComponent extends Config {\n constructor(element, config) {\n super();\n element = getElement(element);\n if (!element) {\n return;\n }\n this._element = element;\n this._config = this._getConfig(config);\n Data.set(this._element, this.constructor.DATA_KEY, this);\n }\n\n // Public\n dispose() {\n Data.remove(this._element, this.constructor.DATA_KEY);\n EventHandler.off(this._element, this.constructor.EVENT_KEY);\n for (const propertyName of Object.getOwnPropertyNames(this)) {\n this[propertyName] = null;\n }\n }\n _queueCallback(callback, element, isAnimated = true) {\n executeAfterTransition(callback, element, isAnimated);\n }\n _getConfig(config) {\n config = this._mergeConfigObj(config, this._element);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n\n // Static\n static getInstance(element) {\n return Data.get(getElement(element), this.DATA_KEY);\n }\n static getOrCreateInstance(element, config = {}) {\n return this.getInstance(element) || new this(element, typeof config === 'object' ? config : null);\n }\n static get VERSION() {\n return VERSION;\n }\n static get DATA_KEY() {\n return `bs.${this.NAME}`;\n }\n static get EVENT_KEY() {\n return `.${this.DATA_KEY}`;\n }\n static eventName(name) {\n return `${name}${this.EVENT_KEY}`;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/selector-engine.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst getSelector = element => {\n let selector = element.getAttribute('data-bs-target');\n if (!selector || selector === '#') {\n let hrefAttribute = element.getAttribute('href');\n\n // The only valid content that could double as a selector are IDs or classes,\n // so everything starting with `#` or `.`. If a \"real\" URL is used as the selector,\n // `document.querySelector` will rightfully complain it is invalid.\n // See https://github.com/twbs/bootstrap/issues/32273\n if (!hrefAttribute || !hrefAttribute.includes('#') && !hrefAttribute.startsWith('.')) {\n return null;\n }\n\n // Just in case some CMS puts out a full URL with the anchor appended\n if (hrefAttribute.includes('#') && !hrefAttribute.startsWith('#')) {\n hrefAttribute = `#${hrefAttribute.split('#')[1]}`;\n }\n selector = hrefAttribute && hrefAttribute !== '#' ? hrefAttribute.trim() : null;\n }\n return selector ? selector.split(',').map(sel => parseSelector(sel)).join(',') : null;\n};\nconst SelectorEngine = {\n find(selector, element = document.documentElement) {\n return [].concat(...Element.prototype.querySelectorAll.call(element, selector));\n },\n findOne(selector, element = document.documentElement) {\n return Element.prototype.querySelector.call(element, selector);\n },\n children(element, selector) {\n return [].concat(...element.children).filter(child => child.matches(selector));\n },\n parents(element, selector) {\n const parents = [];\n let ancestor = element.parentNode.closest(selector);\n while (ancestor) {\n parents.push(ancestor);\n ancestor = ancestor.parentNode.closest(selector);\n }\n return parents;\n },\n prev(element, selector) {\n let previous = element.previousElementSibling;\n while (previous) {\n if (previous.matches(selector)) {\n return [previous];\n }\n previous = previous.previousElementSibling;\n }\n return [];\n },\n // TODO: this is now unused; remove later along with prev()\n next(element, selector) {\n let next = element.nextElementSibling;\n while (next) {\n if (next.matches(selector)) {\n return [next];\n }\n next = next.nextElementSibling;\n }\n return [];\n },\n focusableChildren(element) {\n const focusables = ['a', 'button', 'input', 'textarea', 'select', 'details', '[tabindex]', '[contenteditable=\"true\"]'].map(selector => `${selector}:not([tabindex^=\"-\"])`).join(',');\n return this.find(focusables, element).filter(el => !isDisabled(el) && isVisible(el));\n },\n getSelectorFromElement(element) {\n const selector = getSelector(element);\n if (selector) {\n return SelectorEngine.findOne(selector) ? selector : null;\n }\n return null;\n },\n getElementFromSelector(element) {\n const selector = getSelector(element);\n return selector ? SelectorEngine.findOne(selector) : null;\n },\n getMultipleElementsFromSelector(element) {\n const selector = getSelector(element);\n return selector ? SelectorEngine.find(selector) : [];\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/component-functions.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst enableDismissTrigger = (component, method = 'hide') => {\n const clickEvent = `click.dismiss${component.EVENT_KEY}`;\n const name = component.NAME;\n EventHandler.on(document, clickEvent, `[data-bs-dismiss=\"${name}\"]`, function (event) {\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n if (isDisabled(this)) {\n return;\n }\n const target = SelectorEngine.getElementFromSelector(this) || this.closest(`.${name}`);\n const instance = component.getOrCreateInstance(target);\n\n // Method argument is left, for Alert and only, as it doesn't implement the 'hide' method\n instance[method]();\n });\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap alert.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$f = 'alert';\nconst DATA_KEY$a = 'bs.alert';\nconst EVENT_KEY$b = `.${DATA_KEY$a}`;\nconst EVENT_CLOSE = `close${EVENT_KEY$b}`;\nconst EVENT_CLOSED = `closed${EVENT_KEY$b}`;\nconst CLASS_NAME_FADE$5 = 'fade';\nconst CLASS_NAME_SHOW$8 = 'show';\n\n/**\n * Class definition\n */\n\nclass Alert extends BaseComponent {\n // Getters\n static get NAME() {\n return NAME$f;\n }\n\n // Public\n close() {\n const closeEvent = EventHandler.trigger(this._element, EVENT_CLOSE);\n if (closeEvent.defaultPrevented) {\n return;\n }\n this._element.classList.remove(CLASS_NAME_SHOW$8);\n const isAnimated = this._element.classList.contains(CLASS_NAME_FADE$5);\n this._queueCallback(() => this._destroyElement(), this._element, isAnimated);\n }\n\n // Private\n _destroyElement() {\n this._element.remove();\n EventHandler.trigger(this._element, EVENT_CLOSED);\n this.dispose();\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Alert.getOrCreateInstance(this);\n if (typeof config !== 'string') {\n return;\n }\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](this);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nenableDismissTrigger(Alert, 'close');\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Alert);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap button.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$e = 'button';\nconst DATA_KEY$9 = 'bs.button';\nconst EVENT_KEY$a = `.${DATA_KEY$9}`;\nconst DATA_API_KEY$6 = '.data-api';\nconst CLASS_NAME_ACTIVE$3 = 'active';\nconst SELECTOR_DATA_TOGGLE$5 = '[data-bs-toggle=\"button\"]';\nconst EVENT_CLICK_DATA_API$6 = `click${EVENT_KEY$a}${DATA_API_KEY$6}`;\n\n/**\n * Class definition\n */\n\nclass Button extends BaseComponent {\n // Getters\n static get NAME() {\n return NAME$e;\n }\n\n // Public\n toggle() {\n // Toggle class and sync the `aria-pressed` attribute with the return value of the `.toggle()` method\n this._element.setAttribute('aria-pressed', this._element.classList.toggle(CLASS_NAME_ACTIVE$3));\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Button.getOrCreateInstance(this);\n if (config === 'toggle') {\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$6, SELECTOR_DATA_TOGGLE$5, event => {\n event.preventDefault();\n const button = event.target.closest(SELECTOR_DATA_TOGGLE$5);\n const data = Button.getOrCreateInstance(button);\n data.toggle();\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Button);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/swipe.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$d = 'swipe';\nconst EVENT_KEY$9 = '.bs.swipe';\nconst EVENT_TOUCHSTART = `touchstart${EVENT_KEY$9}`;\nconst EVENT_TOUCHMOVE = `touchmove${EVENT_KEY$9}`;\nconst EVENT_TOUCHEND = `touchend${EVENT_KEY$9}`;\nconst EVENT_POINTERDOWN = `pointerdown${EVENT_KEY$9}`;\nconst EVENT_POINTERUP = `pointerup${EVENT_KEY$9}`;\nconst POINTER_TYPE_TOUCH = 'touch';\nconst POINTER_TYPE_PEN = 'pen';\nconst CLASS_NAME_POINTER_EVENT = 'pointer-event';\nconst SWIPE_THRESHOLD = 40;\nconst Default$c = {\n endCallback: null,\n leftCallback: null,\n rightCallback: null\n};\nconst DefaultType$c = {\n endCallback: '(function|null)',\n leftCallback: '(function|null)',\n rightCallback: '(function|null)'\n};\n\n/**\n * Class definition\n */\n\nclass Swipe extends Config {\n constructor(element, config) {\n super();\n this._element = element;\n if (!element || !Swipe.isSupported()) {\n return;\n }\n this._config = this._getConfig(config);\n this._deltaX = 0;\n this._supportPointerEvents = Boolean(window.PointerEvent);\n this._initEvents();\n }\n\n // Getters\n static get Default() {\n return Default$c;\n }\n static get DefaultType() {\n return DefaultType$c;\n }\n static get NAME() {\n return NAME$d;\n }\n\n // Public\n dispose() {\n EventHandler.off(this._element, EVENT_KEY$9);\n }\n\n // Private\n _start(event) {\n if (!this._supportPointerEvents) {\n this._deltaX = event.touches[0].clientX;\n return;\n }\n if (this._eventIsPointerPenTouch(event)) {\n this._deltaX = event.clientX;\n }\n }\n _end(event) {\n if (this._eventIsPointerPenTouch(event)) {\n this._deltaX = event.clientX - this._deltaX;\n }\n this._handleSwipe();\n execute(this._config.endCallback);\n }\n _move(event) {\n this._deltaX = event.touches && event.touches.length > 1 ? 0 : event.touches[0].clientX - this._deltaX;\n }\n _handleSwipe() {\n const absDeltaX = Math.abs(this._deltaX);\n if (absDeltaX <= SWIPE_THRESHOLD) {\n return;\n }\n const direction = absDeltaX / this._deltaX;\n this._deltaX = 0;\n if (!direction) {\n return;\n }\n execute(direction > 0 ? this._config.rightCallback : this._config.leftCallback);\n }\n _initEvents() {\n if (this._supportPointerEvents) {\n EventHandler.on(this._element, EVENT_POINTERDOWN, event => this._start(event));\n EventHandler.on(this._element, EVENT_POINTERUP, event => this._end(event));\n this._element.classList.add(CLASS_NAME_POINTER_EVENT);\n } else {\n EventHandler.on(this._element, EVENT_TOUCHSTART, event => this._start(event));\n EventHandler.on(this._element, EVENT_TOUCHMOVE, event => this._move(event));\n EventHandler.on(this._element, EVENT_TOUCHEND, event => this._end(event));\n }\n }\n _eventIsPointerPenTouch(event) {\n return this._supportPointerEvents && (event.pointerType === POINTER_TYPE_PEN || event.pointerType === POINTER_TYPE_TOUCH);\n }\n\n // Static\n static isSupported() {\n return 'ontouchstart' in document.documentElement || navigator.maxTouchPoints > 0;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap carousel.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$c = 'carousel';\nconst DATA_KEY$8 = 'bs.carousel';\nconst EVENT_KEY$8 = `.${DATA_KEY$8}`;\nconst DATA_API_KEY$5 = '.data-api';\nconst ARROW_LEFT_KEY$1 = 'ArrowLeft';\nconst ARROW_RIGHT_KEY$1 = 'ArrowRight';\nconst TOUCHEVENT_COMPAT_WAIT = 500; // Time for mouse compat events to fire after touch\n\nconst ORDER_NEXT = 'next';\nconst ORDER_PREV = 'prev';\nconst DIRECTION_LEFT = 'left';\nconst DIRECTION_RIGHT = 'right';\nconst EVENT_SLIDE = `slide${EVENT_KEY$8}`;\nconst EVENT_SLID = `slid${EVENT_KEY$8}`;\nconst EVENT_KEYDOWN$1 = `keydown${EVENT_KEY$8}`;\nconst EVENT_MOUSEENTER$1 = `mouseenter${EVENT_KEY$8}`;\nconst EVENT_MOUSELEAVE$1 = `mouseleave${EVENT_KEY$8}`;\nconst EVENT_DRAG_START = `dragstart${EVENT_KEY$8}`;\nconst EVENT_LOAD_DATA_API$3 = `load${EVENT_KEY$8}${DATA_API_KEY$5}`;\nconst EVENT_CLICK_DATA_API$5 = `click${EVENT_KEY$8}${DATA_API_KEY$5}`;\nconst CLASS_NAME_CAROUSEL = 'carousel';\nconst CLASS_NAME_ACTIVE$2 = 'active';\nconst CLASS_NAME_SLIDE = 'slide';\nconst CLASS_NAME_END = 'carousel-item-end';\nconst CLASS_NAME_START = 'carousel-item-start';\nconst CLASS_NAME_NEXT = 'carousel-item-next';\nconst CLASS_NAME_PREV = 'carousel-item-prev';\nconst SELECTOR_ACTIVE = '.active';\nconst SELECTOR_ITEM = '.carousel-item';\nconst SELECTOR_ACTIVE_ITEM = SELECTOR_ACTIVE + SELECTOR_ITEM;\nconst SELECTOR_ITEM_IMG = '.carousel-item img';\nconst SELECTOR_INDICATORS = '.carousel-indicators';\nconst SELECTOR_DATA_SLIDE = '[data-bs-slide], [data-bs-slide-to]';\nconst SELECTOR_DATA_RIDE = '[data-bs-ride=\"carousel\"]';\nconst KEY_TO_DIRECTION = {\n [ARROW_LEFT_KEY$1]: DIRECTION_RIGHT,\n [ARROW_RIGHT_KEY$1]: DIRECTION_LEFT\n};\nconst Default$b = {\n interval: 5000,\n keyboard: true,\n pause: 'hover',\n ride: false,\n touch: true,\n wrap: true\n};\nconst DefaultType$b = {\n interval: '(number|boolean)',\n // TODO:v6 remove boolean support\n keyboard: 'boolean',\n pause: '(string|boolean)',\n ride: '(boolean|string)',\n touch: 'boolean',\n wrap: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Carousel extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._interval = null;\n this._activeElement = null;\n this._isSliding = false;\n this.touchTimeout = null;\n this._swipeHelper = null;\n this._indicatorsElement = SelectorEngine.findOne(SELECTOR_INDICATORS, this._element);\n this._addEventListeners();\n if (this._config.ride === CLASS_NAME_CAROUSEL) {\n this.cycle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$b;\n }\n static get DefaultType() {\n return DefaultType$b;\n }\n static get NAME() {\n return NAME$c;\n }\n\n // Public\n next() {\n this._slide(ORDER_NEXT);\n }\n nextWhenVisible() {\n // FIXME TODO use `document.visibilityState`\n // Don't call next when the page isn't visible\n // or the carousel or its parent isn't visible\n if (!document.hidden && isVisible(this._element)) {\n this.next();\n }\n }\n prev() {\n this._slide(ORDER_PREV);\n }\n pause() {\n if (this._isSliding) {\n triggerTransitionEnd(this._element);\n }\n this._clearInterval();\n }\n cycle() {\n this._clearInterval();\n this._updateInterval();\n this._interval = setInterval(() => this.nextWhenVisible(), this._config.interval);\n }\n _maybeEnableCycle() {\n if (!this._config.ride) {\n return;\n }\n if (this._isSliding) {\n EventHandler.one(this._element, EVENT_SLID, () => this.cycle());\n return;\n }\n this.cycle();\n }\n to(index) {\n const items = this._getItems();\n if (index > items.length - 1 || index < 0) {\n return;\n }\n if (this._isSliding) {\n EventHandler.one(this._element, EVENT_SLID, () => this.to(index));\n return;\n }\n const activeIndex = this._getItemIndex(this._getActive());\n if (activeIndex === index) {\n return;\n }\n const order = index > activeIndex ? ORDER_NEXT : ORDER_PREV;\n this._slide(order, items[index]);\n }\n dispose() {\n if (this._swipeHelper) {\n this._swipeHelper.dispose();\n }\n super.dispose();\n }\n\n // Private\n _configAfterMerge(config) {\n config.defaultInterval = config.interval;\n return config;\n }\n _addEventListeners() {\n if (this._config.keyboard) {\n EventHandler.on(this._element, EVENT_KEYDOWN$1, event => this._keydown(event));\n }\n if (this._config.pause === 'hover') {\n EventHandler.on(this._element, EVENT_MOUSEENTER$1, () => this.pause());\n EventHandler.on(this._element, EVENT_MOUSELEAVE$1, () => this._maybeEnableCycle());\n }\n if (this._config.touch && Swipe.isSupported()) {\n this._addTouchEventListeners();\n }\n }\n _addTouchEventListeners() {\n for (const img of SelectorEngine.find(SELECTOR_ITEM_IMG, this._element)) {\n EventHandler.on(img, EVENT_DRAG_START, event => event.preventDefault());\n }\n const endCallBack = () => {\n if (this._config.pause !== 'hover') {\n return;\n }\n\n // If it's a touch-enabled device, mouseenter/leave are fired as\n // part of the mouse compatibility events on first tap - the carousel\n // would stop cycling until user tapped out of it;\n // here, we listen for touchend, explicitly pause the carousel\n // (as if it's the second time we tap on it, mouseenter compat event\n // is NOT fired) and after a timeout (to allow for mouse compatibility\n // events to fire) we explicitly restart cycling\n\n this.pause();\n if (this.touchTimeout) {\n clearTimeout(this.touchTimeout);\n }\n this.touchTimeout = setTimeout(() => this._maybeEnableCycle(), TOUCHEVENT_COMPAT_WAIT + this._config.interval);\n };\n const swipeConfig = {\n leftCallback: () => this._slide(this._directionToOrder(DIRECTION_LEFT)),\n rightCallback: () => this._slide(this._directionToOrder(DIRECTION_RIGHT)),\n endCallback: endCallBack\n };\n this._swipeHelper = new Swipe(this._element, swipeConfig);\n }\n _keydown(event) {\n if (/input|textarea/i.test(event.target.tagName)) {\n return;\n }\n const direction = KEY_TO_DIRECTION[event.key];\n if (direction) {\n event.preventDefault();\n this._slide(this._directionToOrder(direction));\n }\n }\n _getItemIndex(element) {\n return this._getItems().indexOf(element);\n }\n _setActiveIndicatorElement(index) {\n if (!this._indicatorsElement) {\n return;\n }\n const activeIndicator = SelectorEngine.findOne(SELECTOR_ACTIVE, this._indicatorsElement);\n activeIndicator.classList.remove(CLASS_NAME_ACTIVE$2);\n activeIndicator.removeAttribute('aria-current');\n const newActiveIndicator = SelectorEngine.findOne(`[data-bs-slide-to=\"${index}\"]`, this._indicatorsElement);\n if (newActiveIndicator) {\n newActiveIndicator.classList.add(CLASS_NAME_ACTIVE$2);\n newActiveIndicator.setAttribute('aria-current', 'true');\n }\n }\n _updateInterval() {\n const element = this._activeElement || this._getActive();\n if (!element) {\n return;\n }\n const elementInterval = Number.parseInt(element.getAttribute('data-bs-interval'), 10);\n this._config.interval = elementInterval || this._config.defaultInterval;\n }\n _slide(order, element = null) {\n if (this._isSliding) {\n return;\n }\n const activeElement = this._getActive();\n const isNext = order === ORDER_NEXT;\n const nextElement = element || getNextActiveElement(this._getItems(), activeElement, isNext, this._config.wrap);\n if (nextElement === activeElement) {\n return;\n }\n const nextElementIndex = this._getItemIndex(nextElement);\n const triggerEvent = eventName => {\n return EventHandler.trigger(this._element, eventName, {\n relatedTarget: nextElement,\n direction: this._orderToDirection(order),\n from: this._getItemIndex(activeElement),\n to: nextElementIndex\n });\n };\n const slideEvent = triggerEvent(EVENT_SLIDE);\n if (slideEvent.defaultPrevented) {\n return;\n }\n if (!activeElement || !nextElement) {\n // Some weirdness is happening, so we bail\n // TODO: change tests that use empty divs to avoid this check\n return;\n }\n const isCycling = Boolean(this._interval);\n this.pause();\n this._isSliding = true;\n this._setActiveIndicatorElement(nextElementIndex);\n this._activeElement = nextElement;\n const directionalClassName = isNext ? CLASS_NAME_START : CLASS_NAME_END;\n const orderClassName = isNext ? CLASS_NAME_NEXT : CLASS_NAME_PREV;\n nextElement.classList.add(orderClassName);\n reflow(nextElement);\n activeElement.classList.add(directionalClassName);\n nextElement.classList.add(directionalClassName);\n const completeCallBack = () => {\n nextElement.classList.remove(directionalClassName, orderClassName);\n nextElement.classList.add(CLASS_NAME_ACTIVE$2);\n activeElement.classList.remove(CLASS_NAME_ACTIVE$2, orderClassName, directionalClassName);\n this._isSliding = false;\n triggerEvent(EVENT_SLID);\n };\n this._queueCallback(completeCallBack, activeElement, this._isAnimated());\n if (isCycling) {\n this.cycle();\n }\n }\n _isAnimated() {\n return this._element.classList.contains(CLASS_NAME_SLIDE);\n }\n _getActive() {\n return SelectorEngine.findOne(SELECTOR_ACTIVE_ITEM, this._element);\n }\n _getItems() {\n return SelectorEngine.find(SELECTOR_ITEM, this._element);\n }\n _clearInterval() {\n if (this._interval) {\n clearInterval(this._interval);\n this._interval = null;\n }\n }\n _directionToOrder(direction) {\n if (isRTL()) {\n return direction === DIRECTION_LEFT ? ORDER_PREV : ORDER_NEXT;\n }\n return direction === DIRECTION_LEFT ? ORDER_NEXT : ORDER_PREV;\n }\n _orderToDirection(order) {\n if (isRTL()) {\n return order === ORDER_PREV ? DIRECTION_LEFT : DIRECTION_RIGHT;\n }\n return order === ORDER_PREV ? DIRECTION_RIGHT : DIRECTION_LEFT;\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Carousel.getOrCreateInstance(this, config);\n if (typeof config === 'number') {\n data.to(config);\n return;\n }\n if (typeof config === 'string') {\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$5, SELECTOR_DATA_SLIDE, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (!target || !target.classList.contains(CLASS_NAME_CAROUSEL)) {\n return;\n }\n event.preventDefault();\n const carousel = Carousel.getOrCreateInstance(target);\n const slideIndex = this.getAttribute('data-bs-slide-to');\n if (slideIndex) {\n carousel.to(slideIndex);\n carousel._maybeEnableCycle();\n return;\n }\n if (Manipulator.getDataAttribute(this, 'slide') === 'next') {\n carousel.next();\n carousel._maybeEnableCycle();\n return;\n }\n carousel.prev();\n carousel._maybeEnableCycle();\n});\nEventHandler.on(window, EVENT_LOAD_DATA_API$3, () => {\n const carousels = SelectorEngine.find(SELECTOR_DATA_RIDE);\n for (const carousel of carousels) {\n Carousel.getOrCreateInstance(carousel);\n }\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Carousel);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap collapse.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$b = 'collapse';\nconst DATA_KEY$7 = 'bs.collapse';\nconst EVENT_KEY$7 = `.${DATA_KEY$7}`;\nconst DATA_API_KEY$4 = '.data-api';\nconst EVENT_SHOW$6 = `show${EVENT_KEY$7}`;\nconst EVENT_SHOWN$6 = `shown${EVENT_KEY$7}`;\nconst EVENT_HIDE$6 = `hide${EVENT_KEY$7}`;\nconst EVENT_HIDDEN$6 = `hidden${EVENT_KEY$7}`;\nconst EVENT_CLICK_DATA_API$4 = `click${EVENT_KEY$7}${DATA_API_KEY$4}`;\nconst CLASS_NAME_SHOW$7 = 'show';\nconst CLASS_NAME_COLLAPSE = 'collapse';\nconst CLASS_NAME_COLLAPSING = 'collapsing';\nconst CLASS_NAME_COLLAPSED = 'collapsed';\nconst CLASS_NAME_DEEPER_CHILDREN = `:scope .${CLASS_NAME_COLLAPSE} .${CLASS_NAME_COLLAPSE}`;\nconst CLASS_NAME_HORIZONTAL = 'collapse-horizontal';\nconst WIDTH = 'width';\nconst HEIGHT = 'height';\nconst SELECTOR_ACTIVES = '.collapse.show, .collapse.collapsing';\nconst SELECTOR_DATA_TOGGLE$4 = '[data-bs-toggle=\"collapse\"]';\nconst Default$a = {\n parent: null,\n toggle: true\n};\nconst DefaultType$a = {\n parent: '(null|element)',\n toggle: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Collapse extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._isTransitioning = false;\n this._triggerArray = [];\n const toggleList = SelectorEngine.find(SELECTOR_DATA_TOGGLE$4);\n for (const elem of toggleList) {\n const selector = SelectorEngine.getSelectorFromElement(elem);\n const filterElement = SelectorEngine.find(selector).filter(foundElement => foundElement === this._element);\n if (selector !== null && filterElement.length) {\n this._triggerArray.push(elem);\n }\n }\n this._initializeChildren();\n if (!this._config.parent) {\n this._addAriaAndCollapsedClass(this._triggerArray, this._isShown());\n }\n if (this._config.toggle) {\n this.toggle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$a;\n }\n static get DefaultType() {\n return DefaultType$a;\n }\n static get NAME() {\n return NAME$b;\n }\n\n // Public\n toggle() {\n if (this._isShown()) {\n this.hide();\n } else {\n this.show();\n }\n }\n show() {\n if (this._isTransitioning || this._isShown()) {\n return;\n }\n let activeChildren = [];\n\n // find active children\n if (this._config.parent) {\n activeChildren = this._getFirstLevelChildren(SELECTOR_ACTIVES).filter(element => element !== this._element).map(element => Collapse.getOrCreateInstance(element, {\n toggle: false\n }));\n }\n if (activeChildren.length && activeChildren[0]._isTransitioning) {\n return;\n }\n const startEvent = EventHandler.trigger(this._element, EVENT_SHOW$6);\n if (startEvent.defaultPrevented) {\n return;\n }\n for (const activeInstance of activeChildren) {\n activeInstance.hide();\n }\n const dimension = this._getDimension();\n this._element.classList.remove(CLASS_NAME_COLLAPSE);\n this._element.classList.add(CLASS_NAME_COLLAPSING);\n this._element.style[dimension] = 0;\n this._addAriaAndCollapsedClass(this._triggerArray, true);\n this._isTransitioning = true;\n const complete = () => {\n this._isTransitioning = false;\n this._element.classList.remove(CLASS_NAME_COLLAPSING);\n this._element.classList.add(CLASS_NAME_COLLAPSE, CLASS_NAME_SHOW$7);\n this._element.style[dimension] = '';\n EventHandler.trigger(this._element, EVENT_SHOWN$6);\n };\n const capitalizedDimension = dimension[0].toUpperCase() + dimension.slice(1);\n const scrollSize = `scroll${capitalizedDimension}`;\n this._queueCallback(complete, this._element, true);\n this._element.style[dimension] = `${this._element[scrollSize]}px`;\n }\n hide() {\n if (this._isTransitioning || !this._isShown()) {\n return;\n }\n const startEvent = EventHandler.trigger(this._element, EVENT_HIDE$6);\n if (startEvent.defaultPrevented) {\n return;\n }\n const dimension = this._getDimension();\n this._element.style[dimension] = `${this._element.getBoundingClientRect()[dimension]}px`;\n reflow(this._element);\n this._element.classList.add(CLASS_NAME_COLLAPSING);\n this._element.classList.remove(CLASS_NAME_COLLAPSE, CLASS_NAME_SHOW$7);\n for (const trigger of this._triggerArray) {\n const element = SelectorEngine.getElementFromSelector(trigger);\n if (element && !this._isShown(element)) {\n this._addAriaAndCollapsedClass([trigger], false);\n }\n }\n this._isTransitioning = true;\n const complete = () => {\n this._isTransitioning = false;\n this._element.classList.remove(CLASS_NAME_COLLAPSING);\n this._element.classList.add(CLASS_NAME_COLLAPSE);\n EventHandler.trigger(this._element, EVENT_HIDDEN$6);\n };\n this._element.style[dimension] = '';\n this._queueCallback(complete, this._element, true);\n }\n _isShown(element = this._element) {\n return element.classList.contains(CLASS_NAME_SHOW$7);\n }\n\n // Private\n _configAfterMerge(config) {\n config.toggle = Boolean(config.toggle); // Coerce string values\n config.parent = getElement(config.parent);\n return config;\n }\n _getDimension() {\n return this._element.classList.contains(CLASS_NAME_HORIZONTAL) ? WIDTH : HEIGHT;\n }\n _initializeChildren() {\n if (!this._config.parent) {\n return;\n }\n const children = this._getFirstLevelChildren(SELECTOR_DATA_TOGGLE$4);\n for (const element of children) {\n const selected = SelectorEngine.getElementFromSelector(element);\n if (selected) {\n this._addAriaAndCollapsedClass([element], this._isShown(selected));\n }\n }\n }\n _getFirstLevelChildren(selector) {\n const children = SelectorEngine.find(CLASS_NAME_DEEPER_CHILDREN, this._config.parent);\n // remove children if greater depth\n return SelectorEngine.find(selector, this._config.parent).filter(element => !children.includes(element));\n }\n _addAriaAndCollapsedClass(triggerArray, isOpen) {\n if (!triggerArray.length) {\n return;\n }\n for (const element of triggerArray) {\n element.classList.toggle(CLASS_NAME_COLLAPSED, !isOpen);\n element.setAttribute('aria-expanded', isOpen);\n }\n }\n\n // Static\n static jQueryInterface(config) {\n const _config = {};\n if (typeof config === 'string' && /show|hide/.test(config)) {\n _config.toggle = false;\n }\n return this.each(function () {\n const data = Collapse.getOrCreateInstance(this, _config);\n if (typeof config === 'string') {\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$4, SELECTOR_DATA_TOGGLE$4, function (event) {\n // preventDefault only for elements (which change the URL) not inside the collapsible element\n if (event.target.tagName === 'A' || event.delegateTarget && event.delegateTarget.tagName === 'A') {\n event.preventDefault();\n }\n for (const element of SelectorEngine.getMultipleElementsFromSelector(this)) {\n Collapse.getOrCreateInstance(element, {\n toggle: false\n }).toggle();\n }\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Collapse);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dropdown.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$a = 'dropdown';\nconst DATA_KEY$6 = 'bs.dropdown';\nconst EVENT_KEY$6 = `.${DATA_KEY$6}`;\nconst DATA_API_KEY$3 = '.data-api';\nconst ESCAPE_KEY$2 = 'Escape';\nconst TAB_KEY$1 = 'Tab';\nconst ARROW_UP_KEY$1 = 'ArrowUp';\nconst ARROW_DOWN_KEY$1 = 'ArrowDown';\nconst RIGHT_MOUSE_BUTTON = 2; // MouseEvent.button value for the secondary button, usually the right button\n\nconst EVENT_HIDE$5 = `hide${EVENT_KEY$6}`;\nconst EVENT_HIDDEN$5 = `hidden${EVENT_KEY$6}`;\nconst EVENT_SHOW$5 = `show${EVENT_KEY$6}`;\nconst EVENT_SHOWN$5 = `shown${EVENT_KEY$6}`;\nconst EVENT_CLICK_DATA_API$3 = `click${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst EVENT_KEYDOWN_DATA_API = `keydown${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst EVENT_KEYUP_DATA_API = `keyup${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst CLASS_NAME_SHOW$6 = 'show';\nconst CLASS_NAME_DROPUP = 'dropup';\nconst CLASS_NAME_DROPEND = 'dropend';\nconst CLASS_NAME_DROPSTART = 'dropstart';\nconst CLASS_NAME_DROPUP_CENTER = 'dropup-center';\nconst CLASS_NAME_DROPDOWN_CENTER = 'dropdown-center';\nconst SELECTOR_DATA_TOGGLE$3 = '[data-bs-toggle=\"dropdown\"]:not(.disabled):not(:disabled)';\nconst SELECTOR_DATA_TOGGLE_SHOWN = `${SELECTOR_DATA_TOGGLE$3}.${CLASS_NAME_SHOW$6}`;\nconst SELECTOR_MENU = '.dropdown-menu';\nconst SELECTOR_NAVBAR = '.navbar';\nconst SELECTOR_NAVBAR_NAV = '.navbar-nav';\nconst SELECTOR_VISIBLE_ITEMS = '.dropdown-menu .dropdown-item:not(.disabled):not(:disabled)';\nconst PLACEMENT_TOP = isRTL() ? 'top-end' : 'top-start';\nconst PLACEMENT_TOPEND = isRTL() ? 'top-start' : 'top-end';\nconst PLACEMENT_BOTTOM = isRTL() ? 'bottom-end' : 'bottom-start';\nconst PLACEMENT_BOTTOMEND = isRTL() ? 'bottom-start' : 'bottom-end';\nconst PLACEMENT_RIGHT = isRTL() ? 'left-start' : 'right-start';\nconst PLACEMENT_LEFT = isRTL() ? 'right-start' : 'left-start';\nconst PLACEMENT_TOPCENTER = 'top';\nconst PLACEMENT_BOTTOMCENTER = 'bottom';\nconst Default$9 = {\n autoClose: true,\n boundary: 'clippingParents',\n display: 'dynamic',\n offset: [0, 2],\n popperConfig: null,\n reference: 'toggle'\n};\nconst DefaultType$9 = {\n autoClose: '(boolean|string)',\n boundary: '(string|element)',\n display: 'string',\n offset: '(array|string|function)',\n popperConfig: '(null|object|function)',\n reference: '(string|element|object)'\n};\n\n/**\n * Class definition\n */\n\nclass Dropdown extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._popper = null;\n this._parent = this._element.parentNode; // dropdown wrapper\n // TODO: v6 revert #37011 & change markup https://getbootstrap.com/docs/5.3/forms/input-group/\n this._menu = SelectorEngine.next(this._element, SELECTOR_MENU)[0] || SelectorEngine.prev(this._element, SELECTOR_MENU)[0] || SelectorEngine.findOne(SELECTOR_MENU, this._parent);\n this._inNavbar = this._detectNavbar();\n }\n\n // Getters\n static get Default() {\n return Default$9;\n }\n static get DefaultType() {\n return DefaultType$9;\n }\n static get NAME() {\n return NAME$a;\n }\n\n // Public\n toggle() {\n return this._isShown() ? this.hide() : this.show();\n }\n show() {\n if (isDisabled(this._element) || this._isShown()) {\n return;\n }\n const relatedTarget = {\n relatedTarget: this._element\n };\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$5, relatedTarget);\n if (showEvent.defaultPrevented) {\n return;\n }\n this._createPopper();\n\n // If this is a touch-enabled device we add extra\n // empty mouseover listeners to the body's immediate children;\n // only needed because of broken event delegation on iOS\n // https://www.quirksmode.org/blog/archives/2014/02/mouse_event_bub.html\n if ('ontouchstart' in document.documentElement && !this._parent.closest(SELECTOR_NAVBAR_NAV)) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.on(element, 'mouseover', noop);\n }\n }\n this._element.focus();\n this._element.setAttribute('aria-expanded', true);\n this._menu.classList.add(CLASS_NAME_SHOW$6);\n this._element.classList.add(CLASS_NAME_SHOW$6);\n EventHandler.trigger(this._element, EVENT_SHOWN$5, relatedTarget);\n }\n hide() {\n if (isDisabled(this._element) || !this._isShown()) {\n return;\n }\n const relatedTarget = {\n relatedTarget: this._element\n };\n this._completeHide(relatedTarget);\n }\n dispose() {\n if (this._popper) {\n this._popper.destroy();\n }\n super.dispose();\n }\n update() {\n this._inNavbar = this._detectNavbar();\n if (this._popper) {\n this._popper.update();\n }\n }\n\n // Private\n _completeHide(relatedTarget) {\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$5, relatedTarget);\n if (hideEvent.defaultPrevented) {\n return;\n }\n\n // If this is a touch-enabled device we remove the extra\n // empty mouseover listeners we added for iOS support\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.off(element, 'mouseover', noop);\n }\n }\n if (this._popper) {\n this._popper.destroy();\n }\n this._menu.classList.remove(CLASS_NAME_SHOW$6);\n this._element.classList.remove(CLASS_NAME_SHOW$6);\n this._element.setAttribute('aria-expanded', 'false');\n Manipulator.removeDataAttribute(this._menu, 'popper');\n EventHandler.trigger(this._element, EVENT_HIDDEN$5, relatedTarget);\n }\n _getConfig(config) {\n config = super._getConfig(config);\n if (typeof config.reference === 'object' && !isElement(config.reference) && typeof config.reference.getBoundingClientRect !== 'function') {\n // Popper virtual elements require a getBoundingClientRect method\n throw new TypeError(`${NAME$a.toUpperCase()}: Option \"reference\" provided type \"object\" without a required \"getBoundingClientRect\" method.`);\n }\n return config;\n }\n _createPopper() {\n if (typeof Popper === 'undefined') {\n throw new TypeError('Bootstrap\\'s dropdowns require Popper (https://popper.js.org)');\n }\n let referenceElement = this._element;\n if (this._config.reference === 'parent') {\n referenceElement = this._parent;\n } else if (isElement(this._config.reference)) {\n referenceElement = getElement(this._config.reference);\n } else if (typeof this._config.reference === 'object') {\n referenceElement = this._config.reference;\n }\n const popperConfig = this._getPopperConfig();\n this._popper = Popper.createPopper(referenceElement, this._menu, popperConfig);\n }\n _isShown() {\n return this._menu.classList.contains(CLASS_NAME_SHOW$6);\n }\n _getPlacement() {\n const parentDropdown = this._parent;\n if (parentDropdown.classList.contains(CLASS_NAME_DROPEND)) {\n return PLACEMENT_RIGHT;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPSTART)) {\n return PLACEMENT_LEFT;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPUP_CENTER)) {\n return PLACEMENT_TOPCENTER;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPDOWN_CENTER)) {\n return PLACEMENT_BOTTOMCENTER;\n }\n\n // We need to trim the value because custom properties can also include spaces\n const isEnd = getComputedStyle(this._menu).getPropertyValue('--bs-position').trim() === 'end';\n if (parentDropdown.classList.contains(CLASS_NAME_DROPUP)) {\n return isEnd ? PLACEMENT_TOPEND : PLACEMENT_TOP;\n }\n return isEnd ? PLACEMENT_BOTTOMEND : PLACEMENT_BOTTOM;\n }\n _detectNavbar() {\n return this._element.closest(SELECTOR_NAVBAR) !== null;\n }\n _getOffset() {\n const {\n offset\n } = this._config;\n if (typeof offset === 'string') {\n return offset.split(',').map(value => Number.parseInt(value, 10));\n }\n if (typeof offset === 'function') {\n return popperData => offset(popperData, this._element);\n }\n return offset;\n }\n _getPopperConfig() {\n const defaultBsPopperConfig = {\n placement: this._getPlacement(),\n modifiers: [{\n name: 'preventOverflow',\n options: {\n boundary: this._config.boundary\n }\n }, {\n name: 'offset',\n options: {\n offset: this._getOffset()\n }\n }]\n };\n\n // Disable Popper if we have a static display or Dropdown is in Navbar\n if (this._inNavbar || this._config.display === 'static') {\n Manipulator.setDataAttribute(this._menu, 'popper', 'static'); // TODO: v6 remove\n defaultBsPopperConfig.modifiers = [{\n name: 'applyStyles',\n enabled: false\n }];\n }\n return {\n ...defaultBsPopperConfig,\n ...execute(this._config.popperConfig, [defaultBsPopperConfig])\n };\n }\n _selectMenuItem({\n key,\n target\n }) {\n const items = SelectorEngine.find(SELECTOR_VISIBLE_ITEMS, this._menu).filter(element => isVisible(element));\n if (!items.length) {\n return;\n }\n\n // if target isn't included in items (e.g. when expanding the dropdown)\n // allow cycling to get the last item in case key equals ARROW_UP_KEY\n getNextActiveElement(items, target, key === ARROW_DOWN_KEY$1, !items.includes(target)).focus();\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Dropdown.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n static clearMenus(event) {\n if (event.button === RIGHT_MOUSE_BUTTON || event.type === 'keyup' && event.key !== TAB_KEY$1) {\n return;\n }\n const openToggles = SelectorEngine.find(SELECTOR_DATA_TOGGLE_SHOWN);\n for (const toggle of openToggles) {\n const context = Dropdown.getInstance(toggle);\n if (!context || context._config.autoClose === false) {\n continue;\n }\n const composedPath = event.composedPath();\n const isMenuTarget = composedPath.includes(context._menu);\n if (composedPath.includes(context._element) || context._config.autoClose === 'inside' && !isMenuTarget || context._config.autoClose === 'outside' && isMenuTarget) {\n continue;\n }\n\n // Tab navigation through the dropdown menu or events from contained inputs shouldn't close the menu\n if (context._menu.contains(event.target) && (event.type === 'keyup' && event.key === TAB_KEY$1 || /input|select|option|textarea|form/i.test(event.target.tagName))) {\n continue;\n }\n const relatedTarget = {\n relatedTarget: context._element\n };\n if (event.type === 'click') {\n relatedTarget.clickEvent = event;\n }\n context._completeHide(relatedTarget);\n }\n }\n static dataApiKeydownHandler(event) {\n // If not an UP | DOWN | ESCAPE key => not a dropdown command\n // If input/textarea && if key is other than ESCAPE => not a dropdown command\n\n const isInput = /input|textarea/i.test(event.target.tagName);\n const isEscapeEvent = event.key === ESCAPE_KEY$2;\n const isUpOrDownEvent = [ARROW_UP_KEY$1, ARROW_DOWN_KEY$1].includes(event.key);\n if (!isUpOrDownEvent && !isEscapeEvent) {\n return;\n }\n if (isInput && !isEscapeEvent) {\n return;\n }\n event.preventDefault();\n\n // TODO: v6 revert #37011 & change markup https://getbootstrap.com/docs/5.3/forms/input-group/\n const getToggleButton = this.matches(SELECTOR_DATA_TOGGLE$3) ? this : SelectorEngine.prev(this, SELECTOR_DATA_TOGGLE$3)[0] || SelectorEngine.next(this, SELECTOR_DATA_TOGGLE$3)[0] || SelectorEngine.findOne(SELECTOR_DATA_TOGGLE$3, event.delegateTarget.parentNode);\n const instance = Dropdown.getOrCreateInstance(getToggleButton);\n if (isUpOrDownEvent) {\n event.stopPropagation();\n instance.show();\n instance._selectMenuItem(event);\n return;\n }\n if (instance._isShown()) {\n // else is escape and we check if it is shown\n event.stopPropagation();\n instance.hide();\n getToggleButton.focus();\n }\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_KEYDOWN_DATA_API, SELECTOR_DATA_TOGGLE$3, Dropdown.dataApiKeydownHandler);\nEventHandler.on(document, EVENT_KEYDOWN_DATA_API, SELECTOR_MENU, Dropdown.dataApiKeydownHandler);\nEventHandler.on(document, EVENT_CLICK_DATA_API$3, Dropdown.clearMenus);\nEventHandler.on(document, EVENT_KEYUP_DATA_API, Dropdown.clearMenus);\nEventHandler.on(document, EVENT_CLICK_DATA_API$3, SELECTOR_DATA_TOGGLE$3, function (event) {\n event.preventDefault();\n Dropdown.getOrCreateInstance(this).toggle();\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Dropdown);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/backdrop.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$9 = 'backdrop';\nconst CLASS_NAME_FADE$4 = 'fade';\nconst CLASS_NAME_SHOW$5 = 'show';\nconst EVENT_MOUSEDOWN = `mousedown.bs.${NAME$9}`;\nconst Default$8 = {\n className: 'modal-backdrop',\n clickCallback: null,\n isAnimated: false,\n isVisible: true,\n // if false, we use the backdrop helper without adding any element to the dom\n rootElement: 'body' // give the choice to place backdrop under different elements\n};\nconst DefaultType$8 = {\n className: 'string',\n clickCallback: '(function|null)',\n isAnimated: 'boolean',\n isVisible: 'boolean',\n rootElement: '(element|string)'\n};\n\n/**\n * Class definition\n */\n\nclass Backdrop extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n this._isAppended = false;\n this._element = null;\n }\n\n // Getters\n static get Default() {\n return Default$8;\n }\n static get DefaultType() {\n return DefaultType$8;\n }\n static get NAME() {\n return NAME$9;\n }\n\n // Public\n show(callback) {\n if (!this._config.isVisible) {\n execute(callback);\n return;\n }\n this._append();\n const element = this._getElement();\n if (this._config.isAnimated) {\n reflow(element);\n }\n element.classList.add(CLASS_NAME_SHOW$5);\n this._emulateAnimation(() => {\n execute(callback);\n });\n }\n hide(callback) {\n if (!this._config.isVisible) {\n execute(callback);\n return;\n }\n this._getElement().classList.remove(CLASS_NAME_SHOW$5);\n this._emulateAnimation(() => {\n this.dispose();\n execute(callback);\n });\n }\n dispose() {\n if (!this._isAppended) {\n return;\n }\n EventHandler.off(this._element, EVENT_MOUSEDOWN);\n this._element.remove();\n this._isAppended = false;\n }\n\n // Private\n _getElement() {\n if (!this._element) {\n const backdrop = document.createElement('div');\n backdrop.className = this._config.className;\n if (this._config.isAnimated) {\n backdrop.classList.add(CLASS_NAME_FADE$4);\n }\n this._element = backdrop;\n }\n return this._element;\n }\n _configAfterMerge(config) {\n // use getElement() with the default \"body\" to get a fresh Element on each instantiation\n config.rootElement = getElement(config.rootElement);\n return config;\n }\n _append() {\n if (this._isAppended) {\n return;\n }\n const element = this._getElement();\n this._config.rootElement.append(element);\n EventHandler.on(element, EVENT_MOUSEDOWN, () => {\n execute(this._config.clickCallback);\n });\n this._isAppended = true;\n }\n _emulateAnimation(callback) {\n executeAfterTransition(callback, this._getElement(), this._config.isAnimated);\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/focustrap.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$8 = 'focustrap';\nconst DATA_KEY$5 = 'bs.focustrap';\nconst EVENT_KEY$5 = `.${DATA_KEY$5}`;\nconst EVENT_FOCUSIN$2 = `focusin${EVENT_KEY$5}`;\nconst EVENT_KEYDOWN_TAB = `keydown.tab${EVENT_KEY$5}`;\nconst TAB_KEY = 'Tab';\nconst TAB_NAV_FORWARD = 'forward';\nconst TAB_NAV_BACKWARD = 'backward';\nconst Default$7 = {\n autofocus: true,\n trapElement: null // The element to trap focus inside of\n};\nconst DefaultType$7 = {\n autofocus: 'boolean',\n trapElement: 'element'\n};\n\n/**\n * Class definition\n */\n\nclass FocusTrap extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n this._isActive = false;\n this._lastTabNavDirection = null;\n }\n\n // Getters\n static get Default() {\n return Default$7;\n }\n static get DefaultType() {\n return DefaultType$7;\n }\n static get NAME() {\n return NAME$8;\n }\n\n // Public\n activate() {\n if (this._isActive) {\n return;\n }\n if (this._config.autofocus) {\n this._config.trapElement.focus();\n }\n EventHandler.off(document, EVENT_KEY$5); // guard against infinite focus loop\n EventHandler.on(document, EVENT_FOCUSIN$2, event => this._handleFocusin(event));\n EventHandler.on(document, EVENT_KEYDOWN_TAB, event => this._handleKeydown(event));\n this._isActive = true;\n }\n deactivate() {\n if (!this._isActive) {\n return;\n }\n this._isActive = false;\n EventHandler.off(document, EVENT_KEY$5);\n }\n\n // Private\n _handleFocusin(event) {\n const {\n trapElement\n } = this._config;\n if (event.target === document || event.target === trapElement || trapElement.contains(event.target)) {\n return;\n }\n const elements = SelectorEngine.focusableChildren(trapElement);\n if (elements.length === 0) {\n trapElement.focus();\n } else if (this._lastTabNavDirection === TAB_NAV_BACKWARD) {\n elements[elements.length - 1].focus();\n } else {\n elements[0].focus();\n }\n }\n _handleKeydown(event) {\n if (event.key !== TAB_KEY) {\n return;\n }\n this._lastTabNavDirection = event.shiftKey ? TAB_NAV_BACKWARD : TAB_NAV_FORWARD;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/scrollBar.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst SELECTOR_FIXED_CONTENT = '.fixed-top, .fixed-bottom, .is-fixed, .sticky-top';\nconst SELECTOR_STICKY_CONTENT = '.sticky-top';\nconst PROPERTY_PADDING = 'padding-right';\nconst PROPERTY_MARGIN = 'margin-right';\n\n/**\n * Class definition\n */\n\nclass ScrollBarHelper {\n constructor() {\n this._element = document.body;\n }\n\n // Public\n getWidth() {\n // https://developer.mozilla.org/en-US/docs/Web/API/Window/innerWidth#usage_notes\n const documentWidth = document.documentElement.clientWidth;\n return Math.abs(window.innerWidth - documentWidth);\n }\n hide() {\n const width = this.getWidth();\n this._disableOverFlow();\n // give padding to element to balance the hidden scrollbar width\n this._setElementAttributes(this._element, PROPERTY_PADDING, calculatedValue => calculatedValue + width);\n // trick: We adjust positive paddingRight and negative marginRight to sticky-top elements to keep showing fullwidth\n this._setElementAttributes(SELECTOR_FIXED_CONTENT, PROPERTY_PADDING, calculatedValue => calculatedValue + width);\n this._setElementAttributes(SELECTOR_STICKY_CONTENT, PROPERTY_MARGIN, calculatedValue => calculatedValue - width);\n }\n reset() {\n this._resetElementAttributes(this._element, 'overflow');\n this._resetElementAttributes(this._element, PROPERTY_PADDING);\n this._resetElementAttributes(SELECTOR_FIXED_CONTENT, PROPERTY_PADDING);\n this._resetElementAttributes(SELECTOR_STICKY_CONTENT, PROPERTY_MARGIN);\n }\n isOverflowing() {\n return this.getWidth() > 0;\n }\n\n // Private\n _disableOverFlow() {\n this._saveInitialAttribute(this._element, 'overflow');\n this._element.style.overflow = 'hidden';\n }\n _setElementAttributes(selector, styleProperty, callback) {\n const scrollbarWidth = this.getWidth();\n const manipulationCallBack = element => {\n if (element !== this._element && window.innerWidth > element.clientWidth + scrollbarWidth) {\n return;\n }\n this._saveInitialAttribute(element, styleProperty);\n const calculatedValue = window.getComputedStyle(element).getPropertyValue(styleProperty);\n element.style.setProperty(styleProperty, `${callback(Number.parseFloat(calculatedValue))}px`);\n };\n this._applyManipulationCallback(selector, manipulationCallBack);\n }\n _saveInitialAttribute(element, styleProperty) {\n const actualValue = element.style.getPropertyValue(styleProperty);\n if (actualValue) {\n Manipulator.setDataAttribute(element, styleProperty, actualValue);\n }\n }\n _resetElementAttributes(selector, styleProperty) {\n const manipulationCallBack = element => {\n const value = Manipulator.getDataAttribute(element, styleProperty);\n // We only want to remove the property if the value is `null`; the value can also be zero\n if (value === null) {\n element.style.removeProperty(styleProperty);\n return;\n }\n Manipulator.removeDataAttribute(element, styleProperty);\n element.style.setProperty(styleProperty, value);\n };\n this._applyManipulationCallback(selector, manipulationCallBack);\n }\n _applyManipulationCallback(selector, callBack) {\n if (isElement(selector)) {\n callBack(selector);\n return;\n }\n for (const sel of SelectorEngine.find(selector, this._element)) {\n callBack(sel);\n }\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap modal.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$7 = 'modal';\nconst DATA_KEY$4 = 'bs.modal';\nconst EVENT_KEY$4 = `.${DATA_KEY$4}`;\nconst DATA_API_KEY$2 = '.data-api';\nconst ESCAPE_KEY$1 = 'Escape';\nconst EVENT_HIDE$4 = `hide${EVENT_KEY$4}`;\nconst EVENT_HIDE_PREVENTED$1 = `hidePrevented${EVENT_KEY$4}`;\nconst EVENT_HIDDEN$4 = `hidden${EVENT_KEY$4}`;\nconst EVENT_SHOW$4 = `show${EVENT_KEY$4}`;\nconst EVENT_SHOWN$4 = `shown${EVENT_KEY$4}`;\nconst EVENT_RESIZE$1 = `resize${EVENT_KEY$4}`;\nconst EVENT_CLICK_DISMISS = `click.dismiss${EVENT_KEY$4}`;\nconst EVENT_MOUSEDOWN_DISMISS = `mousedown.dismiss${EVENT_KEY$4}`;\nconst EVENT_KEYDOWN_DISMISS$1 = `keydown.dismiss${EVENT_KEY$4}`;\nconst EVENT_CLICK_DATA_API$2 = `click${EVENT_KEY$4}${DATA_API_KEY$2}`;\nconst CLASS_NAME_OPEN = 'modal-open';\nconst CLASS_NAME_FADE$3 = 'fade';\nconst CLASS_NAME_SHOW$4 = 'show';\nconst CLASS_NAME_STATIC = 'modal-static';\nconst OPEN_SELECTOR$1 = '.modal.show';\nconst SELECTOR_DIALOG = '.modal-dialog';\nconst SELECTOR_MODAL_BODY = '.modal-body';\nconst SELECTOR_DATA_TOGGLE$2 = '[data-bs-toggle=\"modal\"]';\nconst Default$6 = {\n backdrop: true,\n focus: true,\n keyboard: true\n};\nconst DefaultType$6 = {\n backdrop: '(boolean|string)',\n focus: 'boolean',\n keyboard: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Modal extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._dialog = SelectorEngine.findOne(SELECTOR_DIALOG, this._element);\n this._backdrop = this._initializeBackDrop();\n this._focustrap = this._initializeFocusTrap();\n this._isShown = false;\n this._isTransitioning = false;\n this._scrollBar = new ScrollBarHelper();\n this._addEventListeners();\n }\n\n // Getters\n static get Default() {\n return Default$6;\n }\n static get DefaultType() {\n return DefaultType$6;\n }\n static get NAME() {\n return NAME$7;\n }\n\n // Public\n toggle(relatedTarget) {\n return this._isShown ? this.hide() : this.show(relatedTarget);\n }\n show(relatedTarget) {\n if (this._isShown || this._isTransitioning) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$4, {\n relatedTarget\n });\n if (showEvent.defaultPrevented) {\n return;\n }\n this._isShown = true;\n this._isTransitioning = true;\n this._scrollBar.hide();\n document.body.classList.add(CLASS_NAME_OPEN);\n this._adjustDialog();\n this._backdrop.show(() => this._showElement(relatedTarget));\n }\n hide() {\n if (!this._isShown || this._isTransitioning) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$4);\n if (hideEvent.defaultPrevented) {\n return;\n }\n this._isShown = false;\n this._isTransitioning = true;\n this._focustrap.deactivate();\n this._element.classList.remove(CLASS_NAME_SHOW$4);\n this._queueCallback(() => this._hideModal(), this._element, this._isAnimated());\n }\n dispose() {\n EventHandler.off(window, EVENT_KEY$4);\n EventHandler.off(this._dialog, EVENT_KEY$4);\n this._backdrop.dispose();\n this._focustrap.deactivate();\n super.dispose();\n }\n handleUpdate() {\n this._adjustDialog();\n }\n\n // Private\n _initializeBackDrop() {\n return new Backdrop({\n isVisible: Boolean(this._config.backdrop),\n // 'static' option will be translated to true, and booleans will keep their value,\n isAnimated: this._isAnimated()\n });\n }\n _initializeFocusTrap() {\n return new FocusTrap({\n trapElement: this._element\n });\n }\n _showElement(relatedTarget) {\n // try to append dynamic modal\n if (!document.body.contains(this._element)) {\n document.body.append(this._element);\n }\n this._element.style.display = 'block';\n this._element.removeAttribute('aria-hidden');\n this._element.setAttribute('aria-modal', true);\n this._element.setAttribute('role', 'dialog');\n this._element.scrollTop = 0;\n const modalBody = SelectorEngine.findOne(SELECTOR_MODAL_BODY, this._dialog);\n if (modalBody) {\n modalBody.scrollTop = 0;\n }\n reflow(this._element);\n this._element.classList.add(CLASS_NAME_SHOW$4);\n const transitionComplete = () => {\n if (this._config.focus) {\n this._focustrap.activate();\n }\n this._isTransitioning = false;\n EventHandler.trigger(this._element, EVENT_SHOWN$4, {\n relatedTarget\n });\n };\n this._queueCallback(transitionComplete, this._dialog, this._isAnimated());\n }\n _addEventListeners() {\n EventHandler.on(this._element, EVENT_KEYDOWN_DISMISS$1, event => {\n if (event.key !== ESCAPE_KEY$1) {\n return;\n }\n if (this._config.keyboard) {\n this.hide();\n return;\n }\n this._triggerBackdropTransition();\n });\n EventHandler.on(window, EVENT_RESIZE$1, () => {\n if (this._isShown && !this._isTransitioning) {\n this._adjustDialog();\n }\n });\n EventHandler.on(this._element, EVENT_MOUSEDOWN_DISMISS, event => {\n // a bad trick to segregate clicks that may start inside dialog but end outside, and avoid listen to scrollbar clicks\n EventHandler.one(this._element, EVENT_CLICK_DISMISS, event2 => {\n if (this._element !== event.target || this._element !== event2.target) {\n return;\n }\n if (this._config.backdrop === 'static') {\n this._triggerBackdropTransition();\n return;\n }\n if (this._config.backdrop) {\n this.hide();\n }\n });\n });\n }\n _hideModal() {\n this._element.style.display = 'none';\n this._element.setAttribute('aria-hidden', true);\n this._element.removeAttribute('aria-modal');\n this._element.removeAttribute('role');\n this._isTransitioning = false;\n this._backdrop.hide(() => {\n document.body.classList.remove(CLASS_NAME_OPEN);\n this._resetAdjustments();\n this._scrollBar.reset();\n EventHandler.trigger(this._element, EVENT_HIDDEN$4);\n });\n }\n _isAnimated() {\n return this._element.classList.contains(CLASS_NAME_FADE$3);\n }\n _triggerBackdropTransition() {\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED$1);\n if (hideEvent.defaultPrevented) {\n return;\n }\n const isModalOverflowing = this._element.scrollHeight > document.documentElement.clientHeight;\n const initialOverflowY = this._element.style.overflowY;\n // return if the following background transition hasn't yet completed\n if (initialOverflowY === 'hidden' || this._element.classList.contains(CLASS_NAME_STATIC)) {\n return;\n }\n if (!isModalOverflowing) {\n this._element.style.overflowY = 'hidden';\n }\n this._element.classList.add(CLASS_NAME_STATIC);\n this._queueCallback(() => {\n this._element.classList.remove(CLASS_NAME_STATIC);\n this._queueCallback(() => {\n this._element.style.overflowY = initialOverflowY;\n }, this._dialog);\n }, this._dialog);\n this._element.focus();\n }\n\n /**\n * The following methods are used to handle overflowing modals\n */\n\n _adjustDialog() {\n const isModalOverflowing = this._element.scrollHeight > document.documentElement.clientHeight;\n const scrollbarWidth = this._scrollBar.getWidth();\n const isBodyOverflowing = scrollbarWidth > 0;\n if (isBodyOverflowing && !isModalOverflowing) {\n const property = isRTL() ? 'paddingLeft' : 'paddingRight';\n this._element.style[property] = `${scrollbarWidth}px`;\n }\n if (!isBodyOverflowing && isModalOverflowing) {\n const property = isRTL() ? 'paddingRight' : 'paddingLeft';\n this._element.style[property] = `${scrollbarWidth}px`;\n }\n }\n _resetAdjustments() {\n this._element.style.paddingLeft = '';\n this._element.style.paddingRight = '';\n }\n\n // Static\n static jQueryInterface(config, relatedTarget) {\n return this.each(function () {\n const data = Modal.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](relatedTarget);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$2, SELECTOR_DATA_TOGGLE$2, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n EventHandler.one(target, EVENT_SHOW$4, showEvent => {\n if (showEvent.defaultPrevented) {\n // only register focus restorer if modal will actually get shown\n return;\n }\n EventHandler.one(target, EVENT_HIDDEN$4, () => {\n if (isVisible(this)) {\n this.focus();\n }\n });\n });\n\n // avoid conflict when clicking modal toggler while another one is open\n const alreadyOpen = SelectorEngine.findOne(OPEN_SELECTOR$1);\n if (alreadyOpen) {\n Modal.getInstance(alreadyOpen).hide();\n }\n const data = Modal.getOrCreateInstance(target);\n data.toggle(this);\n});\nenableDismissTrigger(Modal);\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Modal);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap offcanvas.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$6 = 'offcanvas';\nconst DATA_KEY$3 = 'bs.offcanvas';\nconst EVENT_KEY$3 = `.${DATA_KEY$3}`;\nconst DATA_API_KEY$1 = '.data-api';\nconst EVENT_LOAD_DATA_API$2 = `load${EVENT_KEY$3}${DATA_API_KEY$1}`;\nconst ESCAPE_KEY = 'Escape';\nconst CLASS_NAME_SHOW$3 = 'show';\nconst CLASS_NAME_SHOWING$1 = 'showing';\nconst CLASS_NAME_HIDING = 'hiding';\nconst CLASS_NAME_BACKDROP = 'offcanvas-backdrop';\nconst OPEN_SELECTOR = '.offcanvas.show';\nconst EVENT_SHOW$3 = `show${EVENT_KEY$3}`;\nconst EVENT_SHOWN$3 = `shown${EVENT_KEY$3}`;\nconst EVENT_HIDE$3 = `hide${EVENT_KEY$3}`;\nconst EVENT_HIDE_PREVENTED = `hidePrevented${EVENT_KEY$3}`;\nconst EVENT_HIDDEN$3 = `hidden${EVENT_KEY$3}`;\nconst EVENT_RESIZE = `resize${EVENT_KEY$3}`;\nconst EVENT_CLICK_DATA_API$1 = `click${EVENT_KEY$3}${DATA_API_KEY$1}`;\nconst EVENT_KEYDOWN_DISMISS = `keydown.dismiss${EVENT_KEY$3}`;\nconst SELECTOR_DATA_TOGGLE$1 = '[data-bs-toggle=\"offcanvas\"]';\nconst Default$5 = {\n backdrop: true,\n keyboard: true,\n scroll: false\n};\nconst DefaultType$5 = {\n backdrop: '(boolean|string)',\n keyboard: 'boolean',\n scroll: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Offcanvas extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._isShown = false;\n this._backdrop = this._initializeBackDrop();\n this._focustrap = this._initializeFocusTrap();\n this._addEventListeners();\n }\n\n // Getters\n static get Default() {\n return Default$5;\n }\n static get DefaultType() {\n return DefaultType$5;\n }\n static get NAME() {\n return NAME$6;\n }\n\n // Public\n toggle(relatedTarget) {\n return this._isShown ? this.hide() : this.show(relatedTarget);\n }\n show(relatedTarget) {\n if (this._isShown) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$3, {\n relatedTarget\n });\n if (showEvent.defaultPrevented) {\n return;\n }\n this._isShown = true;\n this._backdrop.show();\n if (!this._config.scroll) {\n new ScrollBarHelper().hide();\n }\n this._element.setAttribute('aria-modal', true);\n this._element.setAttribute('role', 'dialog');\n this._element.classList.add(CLASS_NAME_SHOWING$1);\n const completeCallBack = () => {\n if (!this._config.scroll || this._config.backdrop) {\n this._focustrap.activate();\n }\n this._element.classList.add(CLASS_NAME_SHOW$3);\n this._element.classList.remove(CLASS_NAME_SHOWING$1);\n EventHandler.trigger(this._element, EVENT_SHOWN$3, {\n relatedTarget\n });\n };\n this._queueCallback(completeCallBack, this._element, true);\n }\n hide() {\n if (!this._isShown) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$3);\n if (hideEvent.defaultPrevented) {\n return;\n }\n this._focustrap.deactivate();\n this._element.blur();\n this._isShown = false;\n this._element.classList.add(CLASS_NAME_HIDING);\n this._backdrop.hide();\n const completeCallback = () => {\n this._element.classList.remove(CLASS_NAME_SHOW$3, CLASS_NAME_HIDING);\n this._element.removeAttribute('aria-modal');\n this._element.removeAttribute('role');\n if (!this._config.scroll) {\n new ScrollBarHelper().reset();\n }\n EventHandler.trigger(this._element, EVENT_HIDDEN$3);\n };\n this._queueCallback(completeCallback, this._element, true);\n }\n dispose() {\n this._backdrop.dispose();\n this._focustrap.deactivate();\n super.dispose();\n }\n\n // Private\n _initializeBackDrop() {\n const clickCallback = () => {\n if (this._config.backdrop === 'static') {\n EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED);\n return;\n }\n this.hide();\n };\n\n // 'static' option will be translated to true, and booleans will keep their value\n const isVisible = Boolean(this._config.backdrop);\n return new Backdrop({\n className: CLASS_NAME_BACKDROP,\n isVisible,\n isAnimated: true,\n rootElement: this._element.parentNode,\n clickCallback: isVisible ? clickCallback : null\n });\n }\n _initializeFocusTrap() {\n return new FocusTrap({\n trapElement: this._element\n });\n }\n _addEventListeners() {\n EventHandler.on(this._element, EVENT_KEYDOWN_DISMISS, event => {\n if (event.key !== ESCAPE_KEY) {\n return;\n }\n if (this._config.keyboard) {\n this.hide();\n return;\n }\n EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED);\n });\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Offcanvas.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](this);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$1, SELECTOR_DATA_TOGGLE$1, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n if (isDisabled(this)) {\n return;\n }\n EventHandler.one(target, EVENT_HIDDEN$3, () => {\n // focus on trigger when it is closed\n if (isVisible(this)) {\n this.focus();\n }\n });\n\n // avoid conflict when clicking a toggler of an offcanvas, while another is open\n const alreadyOpen = SelectorEngine.findOne(OPEN_SELECTOR);\n if (alreadyOpen && alreadyOpen !== target) {\n Offcanvas.getInstance(alreadyOpen).hide();\n }\n const data = Offcanvas.getOrCreateInstance(target);\n data.toggle(this);\n});\nEventHandler.on(window, EVENT_LOAD_DATA_API$2, () => {\n for (const selector of SelectorEngine.find(OPEN_SELECTOR)) {\n Offcanvas.getOrCreateInstance(selector).show();\n }\n});\nEventHandler.on(window, EVENT_RESIZE, () => {\n for (const element of SelectorEngine.find('[aria-modal][class*=show][class*=offcanvas-]')) {\n if (getComputedStyle(element).position !== 'fixed') {\n Offcanvas.getOrCreateInstance(element).hide();\n }\n }\n});\nenableDismissTrigger(Offcanvas);\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Offcanvas);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/sanitizer.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n// js-docs-start allow-list\nconst ARIA_ATTRIBUTE_PATTERN = /^aria-[\\w-]*$/i;\nconst DefaultAllowlist = {\n // Global attributes allowed on any supplied element below.\n '*': ['class', 'dir', 'id', 'lang', 'role', ARIA_ATTRIBUTE_PATTERN],\n a: ['target', 'href', 'title', 'rel'],\n area: [],\n b: [],\n br: [],\n col: [],\n code: [],\n dd: [],\n div: [],\n dl: [],\n dt: [],\n em: [],\n hr: [],\n h1: [],\n h2: [],\n h3: [],\n h4: [],\n h5: [],\n h6: [],\n i: [],\n img: ['src', 'srcset', 'alt', 'title', 'width', 'height'],\n li: [],\n ol: [],\n p: [],\n pre: [],\n s: [],\n small: [],\n span: [],\n sub: [],\n sup: [],\n strong: [],\n u: [],\n ul: []\n};\n// js-docs-end allow-list\n\nconst uriAttributes = new Set(['background', 'cite', 'href', 'itemtype', 'longdesc', 'poster', 'src', 'xlink:href']);\n\n/**\n * A pattern that recognizes URLs that are safe wrt. XSS in URL navigation\n * contexts.\n *\n * Shout-out to Angular https://github.com/angular/angular/blob/15.2.8/packages/core/src/sanitization/url_sanitizer.ts#L38\n */\n// eslint-disable-next-line unicorn/better-regex\nconst SAFE_URL_PATTERN = /^(?!javascript:)(?:[a-z0-9+.-]+:|[^&:/?#]*(?:[/?#]|$))/i;\nconst allowedAttribute = (attribute, allowedAttributeList) => {\n const attributeName = attribute.nodeName.toLowerCase();\n if (allowedAttributeList.includes(attributeName)) {\n if (uriAttributes.has(attributeName)) {\n return Boolean(SAFE_URL_PATTERN.test(attribute.nodeValue));\n }\n return true;\n }\n\n // Check if a regular expression validates the attribute.\n return allowedAttributeList.filter(attributeRegex => attributeRegex instanceof RegExp).some(regex => regex.test(attributeName));\n};\nfunction sanitizeHtml(unsafeHtml, allowList, sanitizeFunction) {\n if (!unsafeHtml.length) {\n return unsafeHtml;\n }\n if (sanitizeFunction && typeof sanitizeFunction === 'function') {\n return sanitizeFunction(unsafeHtml);\n }\n const domParser = new window.DOMParser();\n const createdDocument = domParser.parseFromString(unsafeHtml, 'text/html');\n const elements = [].concat(...createdDocument.body.querySelectorAll('*'));\n for (const element of elements) {\n const elementName = element.nodeName.toLowerCase();\n if (!Object.keys(allowList).includes(elementName)) {\n element.remove();\n continue;\n }\n const attributeList = [].concat(...element.attributes);\n const allowedAttributes = [].concat(allowList['*'] || [], allowList[elementName] || []);\n for (const attribute of attributeList) {\n if (!allowedAttribute(attribute, allowedAttributes)) {\n element.removeAttribute(attribute.nodeName);\n }\n }\n }\n return createdDocument.body.innerHTML;\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/template-factory.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$5 = 'TemplateFactory';\nconst Default$4 = {\n allowList: DefaultAllowlist,\n content: {},\n // { selector : text , selector2 : text2 , }\n extraClass: '',\n html: false,\n sanitize: true,\n sanitizeFn: null,\n template: '
'\n};\nconst DefaultType$4 = {\n allowList: 'object',\n content: 'object',\n extraClass: '(string|function)',\n html: 'boolean',\n sanitize: 'boolean',\n sanitizeFn: '(null|function)',\n template: 'string'\n};\nconst DefaultContentType = {\n entry: '(string|element|function|null)',\n selector: '(string|element)'\n};\n\n/**\n * Class definition\n */\n\nclass TemplateFactory extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n }\n\n // Getters\n static get Default() {\n return Default$4;\n }\n static get DefaultType() {\n return DefaultType$4;\n }\n static get NAME() {\n return NAME$5;\n }\n\n // Public\n getContent() {\n return Object.values(this._config.content).map(config => this._resolvePossibleFunction(config)).filter(Boolean);\n }\n hasContent() {\n return this.getContent().length > 0;\n }\n changeContent(content) {\n this._checkContent(content);\n this._config.content = {\n ...this._config.content,\n ...content\n };\n return this;\n }\n toHtml() {\n const templateWrapper = document.createElement('div');\n templateWrapper.innerHTML = this._maybeSanitize(this._config.template);\n for (const [selector, text] of Object.entries(this._config.content)) {\n this._setContent(templateWrapper, text, selector);\n }\n const template = templateWrapper.children[0];\n const extraClass = this._resolvePossibleFunction(this._config.extraClass);\n if (extraClass) {\n template.classList.add(...extraClass.split(' '));\n }\n return template;\n }\n\n // Private\n _typeCheckConfig(config) {\n super._typeCheckConfig(config);\n this._checkContent(config.content);\n }\n _checkContent(arg) {\n for (const [selector, content] of Object.entries(arg)) {\n super._typeCheckConfig({\n selector,\n entry: content\n }, DefaultContentType);\n }\n }\n _setContent(template, content, selector) {\n const templateElement = SelectorEngine.findOne(selector, template);\n if (!templateElement) {\n return;\n }\n content = this._resolvePossibleFunction(content);\n if (!content) {\n templateElement.remove();\n return;\n }\n if (isElement(content)) {\n this._putElementInTemplate(getElement(content), templateElement);\n return;\n }\n if (this._config.html) {\n templateElement.innerHTML = this._maybeSanitize(content);\n return;\n }\n templateElement.textContent = content;\n }\n _maybeSanitize(arg) {\n return this._config.sanitize ? sanitizeHtml(arg, this._config.allowList, this._config.sanitizeFn) : arg;\n }\n _resolvePossibleFunction(arg) {\n return execute(arg, [this]);\n }\n _putElementInTemplate(element, templateElement) {\n if (this._config.html) {\n templateElement.innerHTML = '';\n templateElement.append(element);\n return;\n }\n templateElement.textContent = element.textContent;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap tooltip.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$4 = 'tooltip';\nconst DISALLOWED_ATTRIBUTES = new Set(['sanitize', 'allowList', 'sanitizeFn']);\nconst CLASS_NAME_FADE$2 = 'fade';\nconst CLASS_NAME_MODAL = 'modal';\nconst CLASS_NAME_SHOW$2 = 'show';\nconst SELECTOR_TOOLTIP_INNER = '.tooltip-inner';\nconst SELECTOR_MODAL = `.${CLASS_NAME_MODAL}`;\nconst EVENT_MODAL_HIDE = 'hide.bs.modal';\nconst TRIGGER_HOVER = 'hover';\nconst TRIGGER_FOCUS = 'focus';\nconst TRIGGER_CLICK = 'click';\nconst TRIGGER_MANUAL = 'manual';\nconst EVENT_HIDE$2 = 'hide';\nconst EVENT_HIDDEN$2 = 'hidden';\nconst EVENT_SHOW$2 = 'show';\nconst EVENT_SHOWN$2 = 'shown';\nconst EVENT_INSERTED = 'inserted';\nconst EVENT_CLICK$1 = 'click';\nconst EVENT_FOCUSIN$1 = 'focusin';\nconst EVENT_FOCUSOUT$1 = 'focusout';\nconst EVENT_MOUSEENTER = 'mouseenter';\nconst EVENT_MOUSELEAVE = 'mouseleave';\nconst AttachmentMap = {\n AUTO: 'auto',\n TOP: 'top',\n RIGHT: isRTL() ? 'left' : 'right',\n BOTTOM: 'bottom',\n LEFT: isRTL() ? 'right' : 'left'\n};\nconst Default$3 = {\n allowList: DefaultAllowlist,\n animation: true,\n boundary: 'clippingParents',\n container: false,\n customClass: '',\n delay: 0,\n fallbackPlacements: ['top', 'right', 'bottom', 'left'],\n html: false,\n offset: [0, 6],\n placement: 'top',\n popperConfig: null,\n sanitize: true,\n sanitizeFn: null,\n selector: false,\n template: '
' + '
' + '
' + '
',\n title: '',\n trigger: 'hover focus'\n};\nconst DefaultType$3 = {\n allowList: 'object',\n animation: 'boolean',\n boundary: '(string|element)',\n container: '(string|element|boolean)',\n customClass: '(string|function)',\n delay: '(number|object)',\n fallbackPlacements: 'array',\n html: 'boolean',\n offset: '(array|string|function)',\n placement: '(string|function)',\n popperConfig: '(null|object|function)',\n sanitize: 'boolean',\n sanitizeFn: '(null|function)',\n selector: '(string|boolean)',\n template: 'string',\n title: '(string|element|function)',\n trigger: 'string'\n};\n\n/**\n * Class definition\n */\n\nclass Tooltip extends BaseComponent {\n constructor(element, config) {\n if (typeof Popper === 'undefined') {\n throw new TypeError('Bootstrap\\'s tooltips require Popper (https://popper.js.org)');\n }\n super(element, config);\n\n // Private\n this._isEnabled = true;\n this._timeout = 0;\n this._isHovered = null;\n this._activeTrigger = {};\n this._popper = null;\n this._templateFactory = null;\n this._newContent = null;\n\n // Protected\n this.tip = null;\n this._setListeners();\n if (!this._config.selector) {\n this._fixTitle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$3;\n }\n static get DefaultType() {\n return DefaultType$3;\n }\n static get NAME() {\n return NAME$4;\n }\n\n // Public\n enable() {\n this._isEnabled = true;\n }\n disable() {\n this._isEnabled = false;\n }\n toggleEnabled() {\n this._isEnabled = !this._isEnabled;\n }\n toggle() {\n if (!this._isEnabled) {\n return;\n }\n this._activeTrigger.click = !this._activeTrigger.click;\n if (this._isShown()) {\n this._leave();\n return;\n }\n this._enter();\n }\n dispose() {\n clearTimeout(this._timeout);\n EventHandler.off(this._element.closest(SELECTOR_MODAL), EVENT_MODAL_HIDE, this._hideModalHandler);\n if (this._element.getAttribute('data-bs-original-title')) {\n this._element.setAttribute('title', this._element.getAttribute('data-bs-original-title'));\n }\n this._disposePopper();\n super.dispose();\n }\n show() {\n if (this._element.style.display === 'none') {\n throw new Error('Please use show on visible elements');\n }\n if (!(this._isWithContent() && this._isEnabled)) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, this.constructor.eventName(EVENT_SHOW$2));\n const shadowRoot = findShadowRoot(this._element);\n const isInTheDom = (shadowRoot || this._element.ownerDocument.documentElement).contains(this._element);\n if (showEvent.defaultPrevented || !isInTheDom) {\n return;\n }\n\n // TODO: v6 remove this or make it optional\n this._disposePopper();\n const tip = this._getTipElement();\n this._element.setAttribute('aria-describedby', tip.getAttribute('id'));\n const {\n container\n } = this._config;\n if (!this._element.ownerDocument.documentElement.contains(this.tip)) {\n container.append(tip);\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_INSERTED));\n }\n this._popper = this._createPopper(tip);\n tip.classList.add(CLASS_NAME_SHOW$2);\n\n // If this is a touch-enabled device we add extra\n // empty mouseover listeners to the body's immediate children;\n // only needed because of broken event delegation on iOS\n // https://www.quirksmode.org/blog/archives/2014/02/mouse_event_bub.html\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.on(element, 'mouseover', noop);\n }\n }\n const complete = () => {\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_SHOWN$2));\n if (this._isHovered === false) {\n this._leave();\n }\n this._isHovered = false;\n };\n this._queueCallback(complete, this.tip, this._isAnimated());\n }\n hide() {\n if (!this._isShown()) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, this.constructor.eventName(EVENT_HIDE$2));\n if (hideEvent.defaultPrevented) {\n return;\n }\n const tip = this._getTipElement();\n tip.classList.remove(CLASS_NAME_SHOW$2);\n\n // If this is a touch-enabled device we remove the extra\n // empty mouseover listeners we added for iOS support\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.off(element, 'mouseover', noop);\n }\n }\n this._activeTrigger[TRIGGER_CLICK] = false;\n this._activeTrigger[TRIGGER_FOCUS] = false;\n this._activeTrigger[TRIGGER_HOVER] = false;\n this._isHovered = null; // it is a trick to support manual triggering\n\n const complete = () => {\n if (this._isWithActiveTrigger()) {\n return;\n }\n if (!this._isHovered) {\n this._disposePopper();\n }\n this._element.removeAttribute('aria-describedby');\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_HIDDEN$2));\n };\n this._queueCallback(complete, this.tip, this._isAnimated());\n }\n update() {\n if (this._popper) {\n this._popper.update();\n }\n }\n\n // Protected\n _isWithContent() {\n return Boolean(this._getTitle());\n }\n _getTipElement() {\n if (!this.tip) {\n this.tip = this._createTipElement(this._newContent || this._getContentForTemplate());\n }\n return this.tip;\n }\n _createTipElement(content) {\n const tip = this._getTemplateFactory(content).toHtml();\n\n // TODO: remove this check in v6\n if (!tip) {\n return null;\n }\n tip.classList.remove(CLASS_NAME_FADE$2, CLASS_NAME_SHOW$2);\n // TODO: v6 the following can be achieved with CSS only\n tip.classList.add(`bs-${this.constructor.NAME}-auto`);\n const tipId = getUID(this.constructor.NAME).toString();\n tip.setAttribute('id', tipId);\n if (this._isAnimated()) {\n tip.classList.add(CLASS_NAME_FADE$2);\n }\n return tip;\n }\n setContent(content) {\n this._newContent = content;\n if (this._isShown()) {\n this._disposePopper();\n this.show();\n }\n }\n _getTemplateFactory(content) {\n if (this._templateFactory) {\n this._templateFactory.changeContent(content);\n } else {\n this._templateFactory = new TemplateFactory({\n ...this._config,\n // the `content` var has to be after `this._config`\n // to override config.content in case of popover\n content,\n extraClass: this._resolvePossibleFunction(this._config.customClass)\n });\n }\n return this._templateFactory;\n }\n _getContentForTemplate() {\n return {\n [SELECTOR_TOOLTIP_INNER]: this._getTitle()\n };\n }\n _getTitle() {\n return this._resolvePossibleFunction(this._config.title) || this._element.getAttribute('data-bs-original-title');\n }\n\n // Private\n _initializeOnDelegatedTarget(event) {\n return this.constructor.getOrCreateInstance(event.delegateTarget, this._getDelegateConfig());\n }\n _isAnimated() {\n return this._config.animation || this.tip && this.tip.classList.contains(CLASS_NAME_FADE$2);\n }\n _isShown() {\n return this.tip && this.tip.classList.contains(CLASS_NAME_SHOW$2);\n }\n _createPopper(tip) {\n const placement = execute(this._config.placement, [this, tip, this._element]);\n const attachment = AttachmentMap[placement.toUpperCase()];\n return Popper.createPopper(this._element, tip, this._getPopperConfig(attachment));\n }\n _getOffset() {\n const {\n offset\n } = this._config;\n if (typeof offset === 'string') {\n return offset.split(',').map(value => Number.parseInt(value, 10));\n }\n if (typeof offset === 'function') {\n return popperData => offset(popperData, this._element);\n }\n return offset;\n }\n _resolvePossibleFunction(arg) {\n return execute(arg, [this._element]);\n }\n _getPopperConfig(attachment) {\n const defaultBsPopperConfig = {\n placement: attachment,\n modifiers: [{\n name: 'flip',\n options: {\n fallbackPlacements: this._config.fallbackPlacements\n }\n }, {\n name: 'offset',\n options: {\n offset: this._getOffset()\n }\n }, {\n name: 'preventOverflow',\n options: {\n boundary: this._config.boundary\n }\n }, {\n name: 'arrow',\n options: {\n element: `.${this.constructor.NAME}-arrow`\n }\n }, {\n name: 'preSetPlacement',\n enabled: true,\n phase: 'beforeMain',\n fn: data => {\n // Pre-set Popper's placement attribute in order to read the arrow sizes properly.\n // Otherwise, Popper mixes up the width and height dimensions since the initial arrow style is for top placement\n this._getTipElement().setAttribute('data-popper-placement', data.state.placement);\n }\n }]\n };\n return {\n ...defaultBsPopperConfig,\n ...execute(this._config.popperConfig, [defaultBsPopperConfig])\n };\n }\n _setListeners() {\n const triggers = this._config.trigger.split(' ');\n for (const trigger of triggers) {\n if (trigger === 'click') {\n EventHandler.on(this._element, this.constructor.eventName(EVENT_CLICK$1), this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context.toggle();\n });\n } else if (trigger !== TRIGGER_MANUAL) {\n const eventIn = trigger === TRIGGER_HOVER ? this.constructor.eventName(EVENT_MOUSEENTER) : this.constructor.eventName(EVENT_FOCUSIN$1);\n const eventOut = trigger === TRIGGER_HOVER ? this.constructor.eventName(EVENT_MOUSELEAVE) : this.constructor.eventName(EVENT_FOCUSOUT$1);\n EventHandler.on(this._element, eventIn, this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context._activeTrigger[event.type === 'focusin' ? TRIGGER_FOCUS : TRIGGER_HOVER] = true;\n context._enter();\n });\n EventHandler.on(this._element, eventOut, this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context._activeTrigger[event.type === 'focusout' ? TRIGGER_FOCUS : TRIGGER_HOVER] = context._element.contains(event.relatedTarget);\n context._leave();\n });\n }\n }\n this._hideModalHandler = () => {\n if (this._element) {\n this.hide();\n }\n };\n EventHandler.on(this._element.closest(SELECTOR_MODAL), EVENT_MODAL_HIDE, this._hideModalHandler);\n }\n _fixTitle() {\n const title = this._element.getAttribute('title');\n if (!title) {\n return;\n }\n if (!this._element.getAttribute('aria-label') && !this._element.textContent.trim()) {\n this._element.setAttribute('aria-label', title);\n }\n this._element.setAttribute('data-bs-original-title', title); // DO NOT USE IT. Is only for backwards compatibility\n this._element.removeAttribute('title');\n }\n _enter() {\n if (this._isShown() || this._isHovered) {\n this._isHovered = true;\n return;\n }\n this._isHovered = true;\n this._setTimeout(() => {\n if (this._isHovered) {\n this.show();\n }\n }, this._config.delay.show);\n }\n _leave() {\n if (this._isWithActiveTrigger()) {\n return;\n }\n this._isHovered = false;\n this._setTimeout(() => {\n if (!this._isHovered) {\n this.hide();\n }\n }, this._config.delay.hide);\n }\n _setTimeout(handler, timeout) {\n clearTimeout(this._timeout);\n this._timeout = setTimeout(handler, timeout);\n }\n _isWithActiveTrigger() {\n return Object.values(this._activeTrigger).includes(true);\n }\n _getConfig(config) {\n const dataAttributes = Manipulator.getDataAttributes(this._element);\n for (const dataAttribute of Object.keys(dataAttributes)) {\n if (DISALLOWED_ATTRIBUTES.has(dataAttribute)) {\n delete dataAttributes[dataAttribute];\n }\n }\n config = {\n ...dataAttributes,\n ...(typeof config === 'object' && config ? config : {})\n };\n config = this._mergeConfigObj(config);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n _configAfterMerge(config) {\n config.container = config.container === false ? document.body : getElement(config.container);\n if (typeof config.delay === 'number') {\n config.delay = {\n show: config.delay,\n hide: config.delay\n };\n }\n if (typeof config.title === 'number') {\n config.title = config.title.toString();\n }\n if (typeof config.content === 'number') {\n config.content = config.content.toString();\n }\n return config;\n }\n _getDelegateConfig() {\n const config = {};\n for (const [key, value] of Object.entries(this._config)) {\n if (this.constructor.Default[key] !== value) {\n config[key] = value;\n }\n }\n config.selector = false;\n config.trigger = 'manual';\n\n // In the future can be replaced with:\n // const keysWithDifferentValues = Object.entries(this._config).filter(entry => this.constructor.Default[entry[0]] !== this._config[entry[0]])\n // `Object.fromEntries(keysWithDifferentValues)`\n return config;\n }\n _disposePopper() {\n if (this._popper) {\n this._popper.destroy();\n this._popper = null;\n }\n if (this.tip) {\n this.tip.remove();\n this.tip = null;\n }\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Tooltip.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n}\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Tooltip);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap popover.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$3 = 'popover';\nconst SELECTOR_TITLE = '.popover-header';\nconst SELECTOR_CONTENT = '.popover-body';\nconst Default$2 = {\n ...Tooltip.Default,\n content: '',\n offset: [0, 8],\n placement: 'right',\n template: '
' + '
' + '

' + '
' + '
',\n trigger: 'click'\n};\nconst DefaultType$2 = {\n ...Tooltip.DefaultType,\n content: '(null|string|element|function)'\n};\n\n/**\n * Class definition\n */\n\nclass Popover extends Tooltip {\n // Getters\n static get Default() {\n return Default$2;\n }\n static get DefaultType() {\n return DefaultType$2;\n }\n static get NAME() {\n return NAME$3;\n }\n\n // Overrides\n _isWithContent() {\n return this._getTitle() || this._getContent();\n }\n\n // Private\n _getContentForTemplate() {\n return {\n [SELECTOR_TITLE]: this._getTitle(),\n [SELECTOR_CONTENT]: this._getContent()\n };\n }\n _getContent() {\n return this._resolvePossibleFunction(this._config.content);\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Popover.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n}\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Popover);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap scrollspy.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$2 = 'scrollspy';\nconst DATA_KEY$2 = 'bs.scrollspy';\nconst EVENT_KEY$2 = `.${DATA_KEY$2}`;\nconst DATA_API_KEY = '.data-api';\nconst EVENT_ACTIVATE = `activate${EVENT_KEY$2}`;\nconst EVENT_CLICK = `click${EVENT_KEY$2}`;\nconst EVENT_LOAD_DATA_API$1 = `load${EVENT_KEY$2}${DATA_API_KEY}`;\nconst CLASS_NAME_DROPDOWN_ITEM = 'dropdown-item';\nconst CLASS_NAME_ACTIVE$1 = 'active';\nconst SELECTOR_DATA_SPY = '[data-bs-spy=\"scroll\"]';\nconst SELECTOR_TARGET_LINKS = '[href]';\nconst SELECTOR_NAV_LIST_GROUP = '.nav, .list-group';\nconst SELECTOR_NAV_LINKS = '.nav-link';\nconst SELECTOR_NAV_ITEMS = '.nav-item';\nconst SELECTOR_LIST_ITEMS = '.list-group-item';\nconst SELECTOR_LINK_ITEMS = `${SELECTOR_NAV_LINKS}, ${SELECTOR_NAV_ITEMS} > ${SELECTOR_NAV_LINKS}, ${SELECTOR_LIST_ITEMS}`;\nconst SELECTOR_DROPDOWN = '.dropdown';\nconst SELECTOR_DROPDOWN_TOGGLE$1 = '.dropdown-toggle';\nconst Default$1 = {\n offset: null,\n // TODO: v6 @deprecated, keep it for backwards compatibility reasons\n rootMargin: '0px 0px -25%',\n smoothScroll: false,\n target: null,\n threshold: [0.1, 0.5, 1]\n};\nconst DefaultType$1 = {\n offset: '(number|null)',\n // TODO v6 @deprecated, keep it for backwards compatibility reasons\n rootMargin: 'string',\n smoothScroll: 'boolean',\n target: 'element',\n threshold: 'array'\n};\n\n/**\n * Class definition\n */\n\nclass ScrollSpy extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n\n // this._element is the observablesContainer and config.target the menu links wrapper\n this._targetLinks = new Map();\n this._observableSections = new Map();\n this._rootElement = getComputedStyle(this._element).overflowY === 'visible' ? null : this._element;\n this._activeTarget = null;\n this._observer = null;\n this._previousScrollData = {\n visibleEntryTop: 0,\n parentScrollTop: 0\n };\n this.refresh(); // initialize\n }\n\n // Getters\n static get Default() {\n return Default$1;\n }\n static get DefaultType() {\n return DefaultType$1;\n }\n static get NAME() {\n return NAME$2;\n }\n\n // Public\n refresh() {\n this._initializeTargetsAndObservables();\n this._maybeEnableSmoothScroll();\n if (this._observer) {\n this._observer.disconnect();\n } else {\n this._observer = this._getNewObserver();\n }\n for (const section of this._observableSections.values()) {\n this._observer.observe(section);\n }\n }\n dispose() {\n this._observer.disconnect();\n super.dispose();\n }\n\n // Private\n _configAfterMerge(config) {\n // TODO: on v6 target should be given explicitly & remove the {target: 'ss-target'} case\n config.target = getElement(config.target) || document.body;\n\n // TODO: v6 Only for backwards compatibility reasons. Use rootMargin only\n config.rootMargin = config.offset ? `${config.offset}px 0px -30%` : config.rootMargin;\n if (typeof config.threshold === 'string') {\n config.threshold = config.threshold.split(',').map(value => Number.parseFloat(value));\n }\n return config;\n }\n _maybeEnableSmoothScroll() {\n if (!this._config.smoothScroll) {\n return;\n }\n\n // unregister any previous listeners\n EventHandler.off(this._config.target, EVENT_CLICK);\n EventHandler.on(this._config.target, EVENT_CLICK, SELECTOR_TARGET_LINKS, event => {\n const observableSection = this._observableSections.get(event.target.hash);\n if (observableSection) {\n event.preventDefault();\n const root = this._rootElement || window;\n const height = observableSection.offsetTop - this._element.offsetTop;\n if (root.scrollTo) {\n root.scrollTo({\n top: height,\n behavior: 'smooth'\n });\n return;\n }\n\n // Chrome 60 doesn't support `scrollTo`\n root.scrollTop = height;\n }\n });\n }\n _getNewObserver() {\n const options = {\n root: this._rootElement,\n threshold: this._config.threshold,\n rootMargin: this._config.rootMargin\n };\n return new IntersectionObserver(entries => this._observerCallback(entries), options);\n }\n\n // The logic of selection\n _observerCallback(entries) {\n const targetElement = entry => this._targetLinks.get(`#${entry.target.id}`);\n const activate = entry => {\n this._previousScrollData.visibleEntryTop = entry.target.offsetTop;\n this._process(targetElement(entry));\n };\n const parentScrollTop = (this._rootElement || document.documentElement).scrollTop;\n const userScrollsDown = parentScrollTop >= this._previousScrollData.parentScrollTop;\n this._previousScrollData.parentScrollTop = parentScrollTop;\n for (const entry of entries) {\n if (!entry.isIntersecting) {\n this._activeTarget = null;\n this._clearActiveClass(targetElement(entry));\n continue;\n }\n const entryIsLowerThanPrevious = entry.target.offsetTop >= this._previousScrollData.visibleEntryTop;\n // if we are scrolling down, pick the bigger offsetTop\n if (userScrollsDown && entryIsLowerThanPrevious) {\n activate(entry);\n // if parent isn't scrolled, let's keep the first visible item, breaking the iteration\n if (!parentScrollTop) {\n return;\n }\n continue;\n }\n\n // if we are scrolling up, pick the smallest offsetTop\n if (!userScrollsDown && !entryIsLowerThanPrevious) {\n activate(entry);\n }\n }\n }\n _initializeTargetsAndObservables() {\n this._targetLinks = new Map();\n this._observableSections = new Map();\n const targetLinks = SelectorEngine.find(SELECTOR_TARGET_LINKS, this._config.target);\n for (const anchor of targetLinks) {\n // ensure that the anchor has an id and is not disabled\n if (!anchor.hash || isDisabled(anchor)) {\n continue;\n }\n const observableSection = SelectorEngine.findOne(decodeURI(anchor.hash), this._element);\n\n // ensure that the observableSection exists & is visible\n if (isVisible(observableSection)) {\n this._targetLinks.set(decodeURI(anchor.hash), anchor);\n this._observableSections.set(anchor.hash, observableSection);\n }\n }\n }\n _process(target) {\n if (this._activeTarget === target) {\n return;\n }\n this._clearActiveClass(this._config.target);\n this._activeTarget = target;\n target.classList.add(CLASS_NAME_ACTIVE$1);\n this._activateParents(target);\n EventHandler.trigger(this._element, EVENT_ACTIVATE, {\n relatedTarget: target\n });\n }\n _activateParents(target) {\n // Activate dropdown parents\n if (target.classList.contains(CLASS_NAME_DROPDOWN_ITEM)) {\n SelectorEngine.findOne(SELECTOR_DROPDOWN_TOGGLE$1, target.closest(SELECTOR_DROPDOWN)).classList.add(CLASS_NAME_ACTIVE$1);\n return;\n }\n for (const listGroup of SelectorEngine.parents(target, SELECTOR_NAV_LIST_GROUP)) {\n // Set triggered links parents as active\n // With both

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