diff --git a/_preview/16/.buildinfo b/_preview/16/.buildinfo new file mode 100644 index 0000000..14a43e7 --- /dev/null +++ b/_preview/16/.buildinfo @@ -0,0 +1,4 @@ +# Sphinx build info version 1 +# This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done. +config: 0ec3bca3e7bc58a113dbe0cdd1762a60 +tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/_preview/16/README.html b/_preview/16/README.html new file mode 100644 index 0000000..7d3dfbb --- /dev/null +++ b/_preview/16/README.html @@ -0,0 +1,908 @@ + + + + + + + + + + + VAPOR Python Cookbook — VAPOR Python Cookbook + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
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VAPOR Python Cookbook

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nightly-build +DOI

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This Project Pythia Cookbook provides an overview of the VAPOR Python API with example workflows.

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Motivation

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The Visualization and Analysis Platform for Ocean, Atmosphere, and Solar Researchers (VAPOR) provides an interactive 3D visualization environment for exploratory visual analysis and the production of captivating animations and high-quality images. VAPOR runs on most UNIX and Windows systems equipped with modern 3D graphics cards.

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Authors

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Nihanth W. Cherukuru, Stanislaw ‘Stas’ Jarosynski, Philip Austin, Ian Franda

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Contributors

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Structure

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This cookbook is divided into three main sections. The “Quickstart” section is a good starting point for a general overview of VAPOR’s features and capabilities. The “Foundations” section gives more detailed examples for specific features in VAPOR. The “Example Workflows” section provides practical examples to see VAPOR in action and to gain an understanding of various workflows. Feel free to visit the sections that best fit your needs – it’s not necessary to follow them sequentially!

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VAPOR Foundations

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The foundation section gives a quick overview of the major components of VAPOR python. These include the funcationality to load/read data, set camera parameters, annotations, save animations and images, implementing renderes for data visualization.

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Additionally, the links below can serve as a helpful reference.

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Discussion forum for VAPOR.

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Use this to delve deeper into the python classes

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GUI version provides a graphical interface for VAPOR

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Example Workflows

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The example workflows section provides examples showing and end-end pipeline for analysis and visualization using VAPOR python.

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Running the Notebooks

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These notebooks cannot be run on Binder at the moment and need to be run on your machine.

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Running on Your 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/vapor-python-cookbook repository:

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     git clone https://github.com/ProjectPythia/vapor-python-cookbook.git
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  3. Move into the vapor-python-cookbook directory

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    cd vapor-python-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 vapor_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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At this point, you can interact with the notebooks! Make sure to check out the “Getting Started with Jupyter” content from the Pythia Foundations material if you are new to Jupyter or need a refresher.

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a/_preview/16/_images/vapor_logo_bg.png b/_preview/16/_images/vapor_logo_bg.png new file mode 100644 index 0000000..b23fa41 Binary files /dev/null and b/_preview/16/_images/vapor_logo_bg.png differ diff --git a/_preview/16/_sources/README.md b/_preview/16/_sources/README.md new file mode 100644 index 0000000..bb2801d --- /dev/null +++ b/_preview/16/_sources/README.md @@ -0,0 +1,88 @@ +vapor logo in front of a wildfire data visualization + +# VAPOR Python Cookbook + +[![nightly-build](https://github.com/ProjectPythia/cookbook-template/actions/workflows/nightly-build.yaml/badge.svg)](https://github.com/ProjectPythia/cookbook-template/actions/workflows/nightly-build.yaml) +[![DOI](https://zenodo.org/badge/656355302.svg)](https://zenodo.org/badge/latestdoi/656355302) + +This Project Pythia Cookbook provides an overview of the VAPOR Python API with example workflows. + +## Motivation + +The Visualization and Analysis Platform for Ocean, Atmosphere, and Solar Researchers (VAPOR) provides an interactive 3D visualization environment for exploratory visual analysis and the production of captivating animations and high-quality images. VAPOR runs on most UNIX and Windows systems equipped with modern 3D graphics cards. + +## Authors + +[Nihanth W. Cherukuru](https://github.com/NihanthCW), [Stanislaw 'Stas' Jarosynski](https://github.com/StasJ), [Philip Austin](https://github.com/phaustin), [Ian Franda](github.com/ifranda) + +### Contributors + + + + + + + + + + +## Structure + +This cookbook is divided into three main sections. The "Quickstart" section is a good starting point for a general overview of VAPOR's features and capabilities. The "Foundations" section gives more detailed examples for specific features in VAPOR. The "Example Workflows" section provides practical examples to see VAPOR in action and to gain an understanding of various workflows. Feel free to visit the sections that best fit your needs -- it's not necessary to follow them sequentially! + +### VAPOR Foundations + +The foundation section gives a quick overview of the major components of VAPOR python. These include the funcationality to load/read data, set camera parameters, annotations, save animations and images, implementing renderes for data visualization. + +Additionally, the links below can serve as a helpful reference. + +::::{grid} +:gutter: 3 + +:::{grid-item-card} [Discussion Forum](https://vapor.discourse.group) +Discussion forum for VAPOR. +::: + +:::{grid-item-card} [Python API Reference](https://ncar.github.io/VaporDocumentationWebsite/pythonAPIReference/classReference.html) +Use this to delve deeper into the python classes +::: + +:::{grid-item-card} [VAPOR GUI](https://ncar.github.io/VaporDocumentationWebsite/vaporApplicationReference/quickStartGuide.html) +GUI version provides a graphical interface for VAPOR +::: + +:::: + +### Example Workflows + +The example workflows section provides examples showing and end-end pipeline for analysis and visualization using VAPOR python. + +## Running the Notebooks + +These notebooks cannot be run on Binder at the moment and need to be run on your machine. + +### Running on Your 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/vapor-python-cookbook` repository: + + ```bash + git clone https://github.com/ProjectPythia/vapor-python-cookbook.git + ``` + +1. Move into the `vapor-python-cookbook` directory + ```bash + cd vapor-python-cookbook + ``` +1. Create and activate your conda environment from the `environment.yml` file + ```bash + conda env create -f vapor_environment.yml + conda activate vapor-cookbook-dev + ``` +1. Move into the `notebooks` directory and start up Jupyterlab + ```bash + cd notebooks/ + jupyter lab + ``` +At this point, you can interact with the notebooks! Make sure to check out the “[Getting Started with Jupyter](https://foundations.projectpythia.org/foundations/getting-started-jupyter.html)” content from the [Pythia Foundations](https://foundations.projectpythia.org/landing-page.html) material if you are new to Jupyter or need a refresher. \ No newline at end of file diff --git a/_preview/16/_sources/notebooks/AGU_2023_example.ipynb b/_preview/16/_sources/notebooks/AGU_2023_example.ipynb new file mode 100644 index 0000000..10204ba --- /dev/null +++ b/_preview/16/_sources/notebooks/AGU_2023_example.ipynb @@ -0,0 +1,1027 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "acae1085-f71a-48d1-af7e-510bd9f16d1e", + "metadata": {}, + "source": [ + "# AGU 2023 Tutorial: Visualizing 2D and 3D Geoscience Data in Python\n", + "## Set \"homeDir\" to example data directory\n", + "## [Download example data here](https://drive.google.com/file/d/1ROJ4lSDjiZPy_iUefTFc372kOoLnr9aL/view?usp=sharing)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "c7c6bf55-28fc-402c-8894-1c9fd0aaa851", + "metadata": {}, + "outputs": [], + "source": [ + "#homeDir = \"/Users/pearse/Examples/AGU2023\"\n", + "homeDir = \"/Users/pearse/Downloads/AGU2023\"" + ] + }, + { + "cell_type": "markdown", + "id": "5cdcb29b-c90c-47df-b33b-595b19512344", + "metadata": {}, + "source": [ + "## Create a new Session" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ebb8a69f-910b-4c3e-9759-d887cc3bf93b", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.9.0\n", + "Python 3.9.18 (/Users/pearse/miniconda3/envs/3.9.1)\n", + "OpenGL 4.1 Metal - 83.1\n" + ] + } + ], + "source": [ + "from vapor import session\n", + "ses = session.Session()" + ] + }, + { + "cell_type": "markdown", + "id": "55f13b06-c733-415e-ab7c-54f78823d524", + "metadata": {}, + "source": [ + "## Find documentation" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "23e46a93-4f36-4993-b74f-b33cad1e2591", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Help on class Session in module vapor.session:\n", + "\n", + "class Session(cppyy.gbl.Session)\n", + " | Method resolution order:\n", + " | Session\n", + " | cppyy.gbl.Session\n", + " | cppyy.gbl.CPPInstance\n", + " | builtins.object\n", + " | \n", + " | Methods defined here:\n", + " | \n", + " | CreatePythonDataset(self)\n", + " | Creates a python dataset or returns one if it already exists for the current session.\n", + " | \n", + " | DeleteRenderer(self, renderer: vapor.renderer.Renderer)\n", + " | void Session::DeleteRenderer(String name)\n", + " | \n", + " | GetAxisAnnotations(self) -> vapor.annotations.AxisAnnotation\n", + " | \n", + " | GetCamera(self)\n", + " | \n", + " | GetDataset(self, name) -> vapor.dataset.Dataset\n", + " | \n", + " | GetDatasets(self)\n", + " | \n", + " | GetRenderer(self, name)\n", + " | \n", + " | GetRenderers(self) -> list[vapor.renderer.Renderer]\n", + " | \n", + " | GetSceneAnnotations(self) -> vapor.annotations.SceneAnnotation\n", + " | \n", + " | NewRenderer(self, Class: vapor.renderer.Renderer, datasetName: str) -> vapor.renderer.Renderer\n", + " | std::string Session::NewRenderer(String type, String dataset = \"\")\n", + " | \n", + " | OpenDataset(self, datasetType: str, files: list[str])\n", + " | Open a dataset of type datasetType from a list of files.\n", + " | A list of supported dataset types can be retrieved from Dataset.GetDatasetTypes()\n", + " | \n", + " | RenderToImage(self, fast=False) -> \n", + " | \n", + " | SetResolution(self, width, height)\n", + " | \n", + " | Show(self)\n", + " | \n", + " | __init__(self)\n", + " | Session::Session()\n", + " | Session::Session(const Session&)\n", + " | \n", + " | getAnimationParams(...)\n", + " | AnimationParams* __cppyy_internal::Dispatcher1::getAnimationParams()\n", + " | \n", + " | getGUIStateParams(...)\n", + " | GUIStateParams* __cppyy_internal::Dispatcher1::getGUIStateParams()\n", + " | \n", + " | getParamsDatasetInfo(...)\n", + " | void __cppyy_internal::Dispatcher1::getParamsDatasetInfo(std::string arg0, std::string* arg1, std::vector* arg2)\n", + " | \n", + " | getSettingsParams(...)\n", + " | SettingsParams* __cppyy_internal::Dispatcher1::getSettingsParams()\n", + " | \n", + " | getWinName(...)\n", + " | std::string __cppyy_internal::Dispatcher1::getWinName()\n", + " | \n", + " | loadAllParamsDatasets(...)\n", + " | void __cppyy_internal::Dispatcher1::loadAllParamsDatasets()\n", + " | \n", + " | ----------------------------------------------------------------------\n", + " | Data and other attributes defined here:\n", + " | \n", + " | __cpp_cross__ = 'Session'\n", + " | \n", + " | ----------------------------------------------------------------------\n", + " | Methods inherited from cppyy.gbl.Session:\n", + " | \n", + " | CloseAllDatasets(...)\n", + " | void Session::CloseAllDatasets()\n", + " | \n", + " | CloseDataset(...)\n", + " | void Session::CloseDataset(String name)\n", + " | \n", + " | GetDatasetNames(...)\n", + " | std::vector Session::GetDatasetNames()\n", + " | \n", + " | GetPythonWinName(...)\n", + " | std::string Session::GetPythonWinName()\n", + " | \n", + " | GetRendererNames(...)\n", + " | std::vector Session::GetRendererNames()\n", + " | \n", + " | GetTimesteps(...)\n", + " | int Session::GetTimesteps()\n", + " | \n", + " | Load(...)\n", + " | int Session::Load(String path)\n", + " | \n", + " | Render(...)\n", + " | int Session::Render(String imagePath, bool fast = false)\n", + " | \n", + " | Reset(...)\n", + " | void Session::Reset()\n", + " | \n", + " | Save(...)\n", + " | int Session::Save(String path)\n", + " | \n", + " | SetTimestep(...)\n", + " | void Session::SetTimestep(int ts)\n", + " | \n", + " | SetWaspMyBaseErrMsgFilePtrToSTDERR(...)\n", + " | static void Session::SetWaspMyBaseErrMsgFilePtrToSTDERR()\n", + " | \n", + " | __assign__(...)\n", + " | Session& Session::operator=(const Session&)\n", + " | \n", + " | ----------------------------------------------------------------------\n", + " | Data descriptors inherited from cppyy.gbl.Session:\n", + " | \n", + " | __dict__\n", + " | dictionary for instance variables (if defined)\n", + " | \n", + " | __weakref__\n", + " | list of weak references to the object (if defined)\n", + " | \n", + " | ----------------------------------------------------------------------\n", + " | Methods inherited from cppyy.gbl.CPPInstance:\n", + " | \n", + " | __add__(self, value, /)\n", + " | Return self+value.\n", + " | \n", + " | __bool__(self, /)\n", + " | True if self else False\n", + " | \n", + " | __destruct__(...)\n", + " | call the C++ destructor\n", + " | \n", + " | __dispatch__(...)\n", + " | dispatch to selected overload\n", + " | \n", + " | __eq__(self, value, /)\n", + " | Return self==value.\n", + " | \n", + " | __ge__(self, value, /)\n", + " | Return self>=value.\n", + " | \n", + " | __getitem__(...)\n", + " | pointer dereferencing\n", + " | \n", + " | __gt__(self, value, /)\n", + " | Return self>value.\n", + " | \n", + " | __hash__(self, /)\n", + " | Return hash(self).\n", + " | \n", + " | __invert__(self, /)\n", + " | ~self\n", + " | \n", + " | __le__(self, value, /)\n", + " | Return self<=value.\n", + " | \n", + " | __lt__(self, value, /)\n", + " | Return self" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "52c9a945-52b2-43df-8809-b667e6dbcaba", + "metadata": {}, + "source": [ + "## Apply a height variable" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "4c47303e-6495-4eab-b836-80f342658ec6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren.SetHeightVariableName(\"HGT\")\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "e48055d8-b782-465a-a833-3f3b8e4a6777", + "metadata": {}, + "source": [ + "## Create an interactive Visualizer with VaporVisualizerWidget()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "2d844d0b-a7fd-467b-8f48-785e6e99f540", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "408f2b3ced124c93ba7cae095b251a19", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aH…" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from jupyter_vapor_widget import *\n", + "viz = VaporVisualizerWidget(ses)\n", + "viz.Render()\n", + "viz" + ] + }, + { + "cell_type": "markdown", + "id": "c14ed9cd-af19-442c-965a-a26aac0ff444", + "metadata": {}, + "source": [ + "## Show a Transfer Function" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "2b41f7f7-554f-44f2-b377-9b253bec91f3", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from vapor import utils\n", + "utils.ShowMatPlotLibHistogram(ses, ren)" + ] + }, + { + "cell_type": "markdown", + "id": "b80e7285-c948-45ce-a75b-8ddfeec2576b", + "metadata": {}, + "source": [ + "## Apply opacity to a Transfer Function" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "bbe60999-6fec-4c02-9074-af46bfd4eb98", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt = utils.GetMatPlotLibHistogram(ses, ren)\n", + "opacities = [(0.2, 0), (0.8, 1)]\n", + "plt.plot(*zip(*opacities))\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "75dc52f2-3764-487e-b351-ab427747140e", + "metadata": {}, + "source": [ + "## Render the current Session in an interactive Visualizer" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "42b729b8-ebda-4479-a38a-c806c1920a88", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "408f2b3ced124c93ba7cae095b251a19", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aH…" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tf = ren.GetPrimaryTransferFunction()\n", + "tf.SetOpacityControlPoints(opacities)\n", + "viz.Render()\n", + "viz" + ] + }, + { + "cell_type": "markdown", + "id": "21a2081e-7b40-451c-8c78-c2a217052b1c", + "metadata": {}, + "source": [ + "## Load a builtin Transfer Function" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "7ca9a79d-c931-40dc-9b10-ca4210e13a5b", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "408f2b3ced124c93ba7cae095b251a19", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aH…" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tf.LoadBuiltinColormap(\"Sequential/BlackBody\")\n", + "viz.Render()\n", + "viz" + ] + }, + { + "cell_type": "markdown", + "id": "06e17cb5-2fa6-4b2a-a6b5-621a7c81ef1d", + "metadata": {}, + "source": [ + "## Load a Transfer Function that was configured in VAPOR" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "1e69a85e-64fa-489e-a90a-3d26447f10f0", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "408f2b3ced124c93ba7cae095b251a19", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aH…" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tf.LoadColormapFromFile( homeDir + \"/fireArea.tf3\")\n", + "viz.Render()\n", + "viz" + ] + }, + { + "cell_type": "markdown", + "id": "6d2318bf-05bf-4afa-b6a6-93876362c494", + "metadata": {}, + "source": [ + "## Interactive Sliders - Open visualizer_widget_example.ipynb" + ] + }, + { + "cell_type": "markdown", + "id": "11452b16-f820-408f-a9a7-42208d6c57ea", + "metadata": {}, + "source": [ + "## *** Back to VAPOR for DVR and Python Engine ***" + ] + }, + { + "cell_type": "markdown", + "id": "f9d7950e-0fb1-47b2-baaf-91392498c9ec", + "metadata": {}, + "source": [ + "## Timeseries Animation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c70ab08b-69fe-4edb-b16f-4bff8d6021e5", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "%%time\n", + "from vapor.animation import Animation\n", + "ses.Load( homeDir + \"/et_1.vs3\")\n", + "anim = Animation(ses)\n", + "timesteps = ses.GetTimesteps()\n", + "for ts in range(0, timesteps):\n", + " ses.SetTimestep(ts)\n", + " anim.CaptureFrame()\n", + "anim.ShowInteractive()" + ] + }, + { + "cell_type": "markdown", + "id": "20ecc23a-188d-409c-b1c0-f4138d4607a8", + "metadata": {}, + "source": [ + "## Keyframing" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "066fd9f1-8780-4f5e-8b90-3f6918d4616e", + "metadata": {}, + "outputs": [], + "source": [ + "# Import necessary modules\n", + "\n", + "from vapor import session, camera" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fcdbc4af-870d-4fee-83bc-94a77c608126", + "metadata": {}, + "outputs": [], + "source": [ + "# Acquire the camera settings from an initial session file\n", + "\n", + "ses1 = session.Session()\n", + "#ses1.Load(\"/Users/pearse/Examples/eastTroublesome/et_1.vs3\")\n", + "ses1.Load(homeDir + \"/et_1.vs3\")\n", + "#ses1.Load(\"~/Examples/eastTroublesome/et_1.vs3\")\n", + "\n", + "cam1 = ses1.GetCamera()\n", + "dir1 = cam1.GetDirection()\n", + "pos1 = cam1.GetPosition()\n", + "up1 = cam1.GetUp()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "14319fae-3f92-4216-a3e6-54cdb62eab51", + "metadata": {}, + "outputs": [], + "source": [ + "# Acquire the camera settings from a secondary session file that we will transition into\n", + "\n", + "ses2 = session.Session()\n", + "ses2.Load( homeDir + \"/et_2.vs3\")\n", + "cam2 = ses2.GetCamera()\n", + "dir2 = cam2.GetDirection()\n", + "pos2 = cam2.GetPosition()\n", + "up2 = cam2.GetUp()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5fc42064-a963-4651-8a62-b45da8934c53", + "metadata": {}, + "outputs": [], + "source": [ + "# Difference between camera positions on each axis\n", + "dPositionX = (pos2[0] - pos1[0])\n", + "dPositionY = (pos2[1] - pos1[1])\n", + "dPositionZ = (pos2[2] - pos1[2])\n", + "\n", + "# Difference between camera direction vectors on each axis\n", + "dDirectionX = (dir2[0] - dir1[0])\n", + "dDirectionY = (dir2[1] - dir1[1])\n", + "dDirectionZ = (dir2[2] - dir1[2])\n", + "\n", + "# Difference between camera up vectors on each axis\n", + "dUpX = (up2[0] - up1[0])\n", + "dUpY = (up2[1] - up1[1])\n", + "dUpZ = (up2[2] - up1[2])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f0c7c710-307d-48a9-a91d-9dcaae8ca9b4", + "metadata": {}, + "outputs": [], + "source": [ + "# Perform a linear interoplation between the Camera's start position, direction, and up vector\n", + "\n", + "steps=50\n", + "for i in range(0,steps):\n", + " position = [\n", + " pos1[0]+dPositionX*i/steps,\n", + " pos1[1]+dPositionY*i/steps,\n", + " pos1[2]+dPositionZ*i/steps\n", + " ]\n", + " cam1.SetPosition( position )\n", + "\n", + " direction = [\n", + " dir1[0]+dDirectionX*i/steps,\n", + " dir1[1]+dDirectionY*i/steps,\n", + " dir1[2]+dDirectionZ*i/steps\n", + " ]\n", + " cam1.SetDirection( direction )\n", + "\n", + " up = [\n", + " up1[0]+dUpX*i/steps,\n", + " up1[1]+dUpY*i/steps,\n", + " up1[2]+dUpZ*i/steps\n", + " ]\n", + " cam1.SetUp( up )\n", + " ses1.Render( homeDir + \"captures/\" + str(i) + \".png\")" + ] + }, + { + "cell_type": "markdown", + "id": "67500a31-57bd-44c1-b6f5-46c1ee3339eb", + "metadata": {}, + "source": [ + "## Camera Orbit" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "09425475-73b3-4e68-9dae-e84b7f49f181", + "metadata": {}, + "outputs": [], + "source": [ + "# Import necessary modules\n", + "\n", + "import cv2, os\n", + "from vapor import session, animation\n", + "from numpy import cross, eye, dot, radians, asarray, array\n", + "from scipy.linalg import expm, norm\n", + "UseValueFromSessionFile = None" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "987f0235-e3f6-4058-bb02-c83baa26a5a8", + "metadata": {}, + "outputs": [], + "source": [ + "# Configure various parameters for rotating the camera around the scene\n", + "session_path = homeDir + \"/et_2.vs3\"\n", + "output = \"rotation.mp4\"\n", + "video_framerate = 30\n", + "video_resolution = (640, 480)\n", + "data_timestep_framerate = 0 # set to zero to disable\n", + "duration = 4 # seconds\n", + "rotate_speed = 45 # deg/s\n", + "rotation_axis = [0,0,1] # Z (up)\n", + "rotation_center = UseValueFromSessionFile # Can be replaced with [x,y,z] coordinates here\n", + "save_individual_frames = False" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bb86efd1-bfec-4a39-91e0-8d636e9491ab", + "metadata": {}, + "outputs": [], + "source": [ + "# Configure our session according to the parameters that were defined above\n", + "\n", + "session_path, output = [os.path.expanduser(p) for p in (session_path, output)]\n", + "n_frames = video_framerate * duration\n", + "\n", + "ses = session.Session()\n", + "ses.Load(session_path)\n", + "ses.SetResolution(*video_resolution)\n", + "cam = ses.GetCamera()\n", + "pos, dir, up, tgt = [asarray(x) for x in [cam.GetPosition(), cam.GetDirection(), cam.GetUp(), cam.GetTarget()]]\n", + "if rotation_center:\n", + " tgt = asarray(rotation_center)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "17eee996-8dcd-469a-9359-61935ea74441", + "metadata": {}, + "outputs": [], + "source": [ + "# Define a function that returns a matrix exponential for rotating the camera \n", + "\n", + "def rotation_matrix(axis, theta):\n", + " return expm(cross(eye(3), axis / norm(axis) * theta))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f0cb3e4b-d2d3-4e27-ae0f-89ca25736a9e", + "metadata": {}, + "outputs": [], + "source": [ + "anim = animation.Animation(ses)\n", + "for i in range(0, n_frames):\n", + " print(f\"Rendering... [{'#'*round(40*i/(n_frames-1))}{' '*round(40*(1-i/(n_frames-1)))}] {100*(i+1)/n_frames:.0f}%\", end=\"\\r\" if i < n_frames-1 else \"\\n\")\n", + "\n", + " ses.SetTimestep(int(data_timestep_framerate * i / video_framerate))\n", + "\n", + " M = rotation_matrix(rotation_axis, radians(rotate_speed) * i / video_framerate)\n", + " cam.SetPosition(dot(M, pos - tgt) + tgt)\n", + " cam.SetDirection(dot(M, dir))\n", + " cam.SetUp(dot(M, up))\n", + " anim.CaptureFrame()\n", + " if save_individual_frames:\n", + " ses.Render(f\"{output}_{i:04}.png\")\n", + "\n", + "anim.SaveMP4(output, video_framerate)" + ] + } + ], + "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": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/animation_example.ipynb b/_preview/16/_sources/notebooks/animation_example.ipynb new file mode 100644 index 0000000..0263e49 --- /dev/null +++ b/_preview/16/_sources/notebooks/animation_example.ipynb @@ -0,0 +1,1147 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "7302f878", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Creating Animations\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5bcf1545", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:20:57.788000Z", + "iopub.status.busy": "2023-06-22T17:20:57.787644Z", + "iopub.status.idle": "2023-06-22T17:21:03.985120Z", + "shell.execute_reply": "2023-06-22T17:21:03.984393Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera\n", + "from vapor.animation import Animation" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "31f198b1", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:03.988515Z", + "iopub.status.busy": "2023-06-22T17:21:03.988098Z", + "iopub.status.idle": "2023-06-22T17:21:05.358196Z", + "shell.execute_reply": "2023-06-22T17:21:05.357375Z" + } + }, + "outputs": [], + "source": [ + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)\n", + "dimension = 2\n", + "U,V = data.GetDataVarNames(dimension)[0:2]\n", + "\n", + "ren:renderer.FlowRenderer = data.NewRenderer(renderer.FlowRenderer)\n", + "ren.SetFieldVariableNames([U, V])\n", + "ses.GetCamera().ViewAll()\n", + "ren.SetRenderType(ren.RenderType.RenderTypeStream)\n", + "ren.SetRenderRadiusScalar(3)\n", + "ren.SetRenderGeom3D(True)\n", + "ren.SetColorMapVariableName(U)\n", + "# ses.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9072c768", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:05.361476Z", + "iopub.status.busy": "2023-06-22T17:21:05.361217Z", + "iopub.status.idle": "2023-06-22T17:21:08.423264Z", + "shell.execute_reply": "2023-06-22T17:21:08.422643Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rendering Animation [ ] 0%\r", + "Rendering Animation [ ] 2%\r", + "Rendering Animation [# ] 2%\r", + "Rendering Animation [# 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+ "Rendering Animation [####################################### ] 98%\r", + "Rendering Animation [########################################] 100%\r" + ] + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "anim = Animation(ses)\n", + "for i in range(0, 200, 2):\n", + " ren.SetSteadyNumOfSteps(i)\n", + " anim.CaptureFrame()\n", + " print(f\"Rendering Animation [{'#'*round(i/5)}{' '*round(40-i/5)}] {(i+1)/2:.0f}%\", end=\"\\r\")\n", + "anim.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "58b0a457", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:08.426233Z", + "iopub.status.busy": "2023-06-22T17:21:08.425983Z", + "iopub.status.idle": "2023-06-22T17:21:08.522001Z", + "shell.execute_reply": "2023-06-22T17:21:08.521287Z" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": 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"execution": { + "iopub.execute_input": "2023-06-22T17:21:10.915042Z", + "iopub.status.busy": "2023-06-22T17:21:10.914700Z", + "iopub.status.idle": "2023-06-22T17:21:17.720271Z", + "shell.execute_reply": "2023-06-22T17:21:17.719545Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera, utils\n", + "\n", + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)\n", + "\n", + "ren = data.NewRenderer(renderer.TwoDDataRenderer)\n", + "ren.SetVariableName(data.GetDataVarNames(2)[1])\n", + "ses.GetCamera().ViewAll()" + ] + }, + { + "cell_type": "markdown", + "id": "a2340ea8", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Vapor Colorbars\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6e90c2b4", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:17.723767Z", + "iopub.status.busy": "2023-06-22T17:21:17.723393Z", + "iopub.status.idle": "2023-06-22T17:21:17.929019Z", + "shell.execute_reply": "2023-06-22T17:21:17.928428Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Show the basic colorbar annotation for a renderer\n", + "colorbar = ren.GetColorbarAnnotation()\n", + "colorbar.SetEnabled(True)\n", + "ses.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "36a9e297", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:17.931811Z", + "iopub.status.busy": "2023-06-22T17:21:17.931573Z", + "iopub.status.idle": "2023-06-22T17:21:18.193800Z", + "shell.execute_reply": "2023-06-22T17:21:18.193206Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Customized colorbar annotation\n", + "colorbar.SetSize((0.2, 0.25))\n", + "colorbar.SetTitle(\"Colorbar Title\")\n", + "colorbar.SetCornerPosition((0.95, 0.95))\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "f6d9bc27", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## MatPlotLib Colorbars\n", + "\n", + "You can customize the histograms as you would MatPlotLib's `pylab.colorbar`\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "11bd70af", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:18.197026Z", + "iopub.status.busy": "2023-06-22T17:21:18.196732Z", + "iopub.status.idle": "2023-06-22T17:21:18.480621Z", + "shell.execute_reply": "2023-06-22T17:21:18.479901Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "tf = ren.GetPrimaryTransferFunction()\n", + "tf.ShowMatPlotLibColorbar()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "4e83b1aa", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:18.484259Z", + "iopub.status.busy": "2023-06-22T17:21:18.483958Z", + "iopub.status.idle": "2023-06-22T17:21:18.587367Z", + "shell.execute_reply": "2023-06-22T17:21:18.586498Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# The MatPlotLib Colorbars are automatically synced to Vapor's transfer functions\n", + "tf.LoadBuiltinColormap(tf.ListBuiltinColormaps()[7])\n", + "ses.Show()\n", + "tf.ShowMatPlotLibColorbar()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "041fed42", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:18.792534Z", + "iopub.status.busy": "2023-06-22T17:21:18.792185Z", + "iopub.status.idle": "2023-06-22T17:21:18.796057Z", + "shell.execute_reply": "2023-06-22T17:21:18.795302Z" + } + }, + "outputs": [], + "source": [ + "colorbar.SetEnabled(False)" + ] + }, + { + "cell_type": "markdown", + "id": "373052ce", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## MatPlotLib Histograms\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "4c3575b4", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:18.799945Z", + "iopub.status.busy": "2023-06-22T17:21:18.799667Z", + "iopub.status.idle": "2023-06-22T17:21:19.127883Z", + "shell.execute_reply": "2023-06-22T17:21:19.127081Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "utils.ShowMatPlotLibHistogram(ses, ren)" + ] + }, + { + "cell_type": "markdown", + "id": "51bf226c", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "---\n", + "You can customize the histograms as you would `matplotlib.pyplot.hist`\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "3c3fa16b", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:19.131927Z", + "iopub.status.busy": "2023-06-22T17:21:19.131589Z", + "iopub.status.idle": "2023-06-22T17:21:19.539863Z", + "shell.execute_reply": "2023-06-22T17:21:19.539023Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt = utils.GetMatPlotLibHistogram(ses, ren, color =\"red\")\n", + "plt.xlabel(\"X-Axis\")\n", + "plt.ylabel(\"Y-Axis\")\n", + "plt.title(\"Title\\n\", fontweight=\"bold\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "4dc36e36", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Axis Annotations\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "fa7e0e9d", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:19.544879Z", + "iopub.status.busy": "2023-06-22T17:21:19.544524Z", + "iopub.status.idle": "2023-06-22T17:21:19.696477Z", + "shell.execute_reply": "2023-06-22T17:21:19.695622Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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ndHf2YuaKixkUe0SsdrXjpStw2I6ULlnD5ZThyraKo7BQTOFZJCC8nroiLNx4hSeg4KIRHEJgh38VyXjyDQCv/4POq2N62cTiAhgu5lCsbWJOxBUGcQUO25HS2hquDZOuLyUVFl4TCQivrY7NwsEw3dp+uNElygYOX0fBjUZw4BRt/jHfIesOD/g5Lh5rlWIDpAwXcyh2qkBzu1YaxEUcZhnKVuJwwBqOhEkPLiUVFl4HCQivs66IL1ynjh3cl4JLRnBh/hX8K/a2fmS7/yg9tLgymdoIhmsunWJBRBL/5AziEA4Pt4bjYdI9UobLLNwgYeEpJSC85rpgFjJXtWgHj0rBvhFkY6GrEJjxbxF+jZ/a4SvOlF3w2ezlb0vpF4lTbBGxaxCHcLgYKW1ZwzVh0o0pw20slCLSC5eA8PrLcn/4n0bHWCeMaCR/tpqCg0ZwHIEr+FfmFLsfcNsPlBi1cj5az5IGF2UyBHssEZcMYpE+LHE4FiltWcN+mPQqslB0GgkIbxVdsDX0WmkHlwtkeFZ1S2NWG8EagUsWcB38+j+yVX9n1AuEZntLQJZcJL8/PSIuGcQqfZgDbGWkdMQatlOGG8tnTslCMYWnkYDwFtIlsXD1ZXSu/CQU3IpAujGNXAm/LvBGfqZ8RUyagvWCaXwBRZW2LxGRNYiMO+zhkI+Ustbw4DCpsPDWlIDw1tIlsXBB3WJRflejA2EfCtZkrQOhyxaQLz2t4Fc3Vwz91OqvhV84JjtVzUjGC/JQ7BOR4hCUZEs4LBKHfKTUcgWle4RJhYW3oASEt5wuk4XFJQ2sKVru4gtk2AOXKLjNCNYukLWATf6x3jHThoTr4iG6PpctjyJ37aIWtEPEGofI46VtHLYSh6U1PCxMerVYKDqqBIS3onZhoYXauuLXgadeAAZbDDJUHTNGwW0IXM8/jmG7/wWjGBPZKZBpdkckqtniKBXu+HW8dBSHY9ZwMEx6ISxcKzGFR5WA8BbVCXzheMlo/0pGrnM0KLqZgg0juA6BHP968BvG/DYxZaIo0ahsuvXnTjFsVxWxBg2i0gzMErRSHU3HGvYqaPIw6fFY2FaPhRIgvSgJCG9dXWaMFFVcNBfjn/pB0WUKLiYFiwMLI7gKgYv869fRVAMOEfs92zwQSq6tKHtJ24vZegaxwOHB1rBVQVOHSY/HwrYpXJCw8HIkILyldbEsXNRCUHRvCvaNYBOBg/xrZRDBYe/YPp7QMYci/RMkRDsJ4RiSLeJwNFK6xhpuYiEiTYFdWSjJwqshAeGtrrOzcE1clE3+cUk4v6tZe7mFgn0j2HKBDAKX+JdFUGsQ7hYaRR3ly9fRXoRiIiIxjsWx6QGE7m2Ow2biMEMXZw0HWJjOTib0M4SfY8MaXi4LxRQeQwJC0XYWHlAv09TIEtsLV9twUfzaMS0KcuHQvhHcgMBG+jC//lUt9uvEVMq0hrKRzziDI+KyQazcoSulYRKHi9awEyZtpQzXlc+cjoVrJSzcXQJCEXBSX7j5LGN2sB0UZbcfSsFuLLRE4Dj/Oi2GnPfdJq7uo5iZeyZRZfUiEZsGMfIsvSU47CcOG9ZwS5h0bxYyX84mFkqA9OwSEIq8zh4jrbXD9VSpQbp9NQW5cChrBFcgsMojZhtr7O1YLGNn5HftCo3h1Fx9KUfEhkHs4xDNSGlhDWlB6dow6TFYuP659k1JgPS8EhCKki6QhbXqYtGeHSwPyX1bOCxNskTBnhEsY6EcAjv8G0kZAss5Qjp++Y5cBPcyNJJ6E7q9uvUXRMwN4ggOW5FShTiDHQyTDrEwfDOnZaEkCy9XAkJRprUs7KQJrdJrg3jtBOGmYCAbFC3NWUlBvkC0omA3FjqAQKY3o1UvM+YIDbudbNTcTbMyhdlNny+WKetiwuiccPAGsYPDyLCsjoaLlHLWkA+T0pThfm0Vq1nY0M7JQtFeEhCKSl2IL1yoJq3p27B9yt9q2QKZIkBKZxumYI1Adhh4BPL8a0GRp92ATQQwA7zhsDkj6anTIUwgtEFEj6Jk1CocJv5xdTR1pLTKGg6GSQ9kYa51LDxNslBM4V4SEIoYXQgLa9VXVWBsYZHSjD3sruWI6AIFFxHYyxdyRTQUfhzwVvyk7MzfnQ29+ba4uEjEYRwG1GU4rCOlXLvhUJg0ZyGQlZKOs7Dfa19IWHilJSAU8Rpn4SFNFGOnGLA7C/aRTQ26C6iCovtSsIPADv8a8GO+rrXBZ2LyyCQ5ICkX08tFImZ4o2OWcUgjpUvWsBEmbbIQVcpwFxYeddEZ0YklIBQ1dWm+sFcmU6jI9mWTdFODayi4AoHsAJSATPxjehCz7cUnXSc7A0B5E9d0QLp9RyguETHDYX5AEQLNSmmIm+xbw04FDZMyXCqfabXb126sA7MDGip2NoXjg0WsBISini6NhX2xtTaqBtVmCh5gBNn6Uv+2w79e+ehhP5dw9w9vs6qZxMUIxZRijLHTjHk5DlHHSwvOOXdFacdaQ76gtAqTFinDonym8yzD4tuIx563cEY6C08sAaFoQSMsbEVHucJRVSbnOK2jL58IZGpkls/LUXAxHLoagYUF7PCPfrTsdftzsV8da1yKMCnFA+FihGJqk3c2sfSICYcoDWILh8vWsC4obbEQSCnDQRb2Y6R7sVACpJcvAaFoWZfpC/tlMpmG7WB8UfQL8hRcMoKDCCz5x8KvYw39hAPI10x2MPeFBI2Ri2FMzC96aEWP6I/ImMfFSzs4HLaGwynDLSyMl7eSheXhoywUU3gpEhCKhrTIwm0lM+OIrROEjRlH7GY3KDoYEWUpOGIEawQW/m8RfgXzxv9GmZnsIJADsts7H9J7ORFNjUNw8dKAwyKkae2gNaRh0qXOik0srEOmYyw8wPMJCy9CAkLRqLb5wg1t9bmWjuUrYkhctLKD1QxlarA6aomCbDh0HIGc78y2mwYRGx9/QcE/pS1z7gsjFyMUiyAq4ImI2iAWGcScZ55kC5HSljWkYVKfMmx0VhzOwrXNhUfqLBSdRgJC0Qr1WXiMh1EMajwXyC8i45QHKgnnVlCQN4J9BLZCo6YiYvn6gL8w3DR1IBQ5F5NZNP6ojIiDBlF7PrUjpbSmtLSGa8OkFQsB0rZfszBewwALx4tId0kWiik8jQSEonW6EBY2loOpymTadrAfFOWXHu1QsNzOGMEmAssi0kakFDn52FVm+mhkbqlzap+naIxcZKBIMJbwWRnEEocLkdJe1rCylWtZiEgUloWRfFtYuEvhjARIzywBoWi1Vq9HWkZHhwpHj6Gyjc9fTSMgaXOABdNJwp4VBftGsFtc2uRfvLDuEjN25CfiOggBlcVFc0DqeBkVFOMVak1SiZVBZHHoxy9HSousIRMm3crC+E1tZmG6zuHCmWFJgPScEhCKtqjDwpMGSPt3/zE7GF+o4PCK1CCAslMC6FEwGkE2FtpCYCtTWHUZlszbkLgt0oR2RqRjxsXoFzki1gYxXDGa7jBLHC5YwyJMWrCQls8Mx0jZfGH6GpdYuKFwRgKkV0ICwmsr26WROvjPz8vpqcijoCQuyoq1gwupwSr/t4qC7crSDIEs/2r4Fd852zXB/lzYmy+pF7WRc3ZOltGvLMMRMUZNk0FcwmGMlPril4Y1pAnFGCblUoa+fAYHsbButB9kYUtbu+zFFJ5NAsLroz75+oO3cbHFwtoUdqKjJwNqvADWDgKVJ6PVNIdTsIyaNhCY+z+Gf50KUnZLvauoFy22aA0WiiwR6SVFHGYFNTkOF60hWaq0GSaNR9HyGXeivK3iEBZ2NJIsXJhBTOGFSUB45bWKf4uTrCXiiX3h2qBrr2uiYweRB0VrGi1RUBUbyzEcHYkFLPm3WD6KhjXsK7VJ9EpGPRQLIuoqIlrESzkcMtYQADSplFkIk9KUYcnC0FaxgoUAAolXNVSkY3cOkErVzHkkILyq2oV/nWnHiciycMAUrp5zndjD6woU1g4WQdGiQMbWGw0tjWEo2DKCLQS2+Mf5wqEyGVbzrIp7sW6UjNZE9KnEGTpYQLe3TB9mwVLGGhYmD9WBpEBmfxbmsdDxhopdkoUNSYD0DBIQXjEdiX+dE40QcZCFuZjaURvMQfuqNlbilHHRvh1kg6LIkDZEwdoIFgaxj0C6BQl+Gfk2+MIiLwhQO5jQSKFYENF9RVkhTHByBQ7L3GHbGhZgo2HSioUIecEdWeg0XkR6+IMAJUB6ORIQXhmdDIHseRdxOLQ2d8MUdo+N4bJlNSplOmmzph0EkJ03Ug0cBcNsyxQsYqEsArm46EKyEBURO5p9EwW7mkzKDkYoNoiYGcQ+DsvKUs4adsKk7mLBlc/sx8LlhopKi8nCYwRIRceQgPAK6FwIrK+hj8OaZ2dcawa5wwO4uGjPDlbODzn26NuYF2QLauqMYDCCPAI7/OMqZZqh0YKUzIrbFohdE3nVDI2FskQkIVAL8DiMl8FESjtZQ51ZQGtoypCUzxyRhen7oZRakSxsbl/znCZeYgqPIQHhResSEEi1iMNFFuam8NSd9fzK3bXZqt/WqUHa55Ca7jkK1hnBaAQXEdhIFib41bHQFhejEUTmBS2yqpnERQJFhoi1QUSFw1gv44ZxkdKGNeRShhtYGE1bxUL6xdQsHC+caQRID68gFVN4UgkIL1eXRsEoC3sIC/tHLaYJG8f35m+sx2aYARRptBwmnCU3iDZSzU84RsEEuSIX2EKg+2Zq+HXI3VfIvfm3xA4mLkYoUvNHiUgtZhjDuUNdjGlaQ6UDcVKYNKUMaYx0kIWt/sJEMoY3mwtnThYgFVO4uwSEl6iLRWBU3xourEc6ZgqLSdbVkXZGshUx5SEl//igaOj5U3FAh4I0HFobwREEsgvQ+MsZ84Vs7K5uogg+z0PREbGulylCpmjh0LUe5pFSzhpmYdIQFGXLZw5hYfyk2wtn2jpZgFS0rwSEl6XLRyBVB4clxnoBUv6Q3a7R///GzDneenaQBkUTjYyqtvAUZMOh4TWbLOzwz3LJwnD+zndIPl1Ya9vm2UHFdVC0iOimU1nLREoKWlpZSiOlDWuYhUlJyjArn1nJQv8TiSzM8bZXsvD0AVIxhftKQHhBOhkF+5HHtf+8WpHSPguJSlNYRUdXFI6OqLiMCslLdtCPsgU400gauqwpSGtnDEdHFoEF/8J5M+wNt2kCYf3tdDO1Do2WZAdVFfx0RFRkS8wgZjgMSUFPypQCNKU1zFaTIWFSo+HgVZTPrGShQr4e6crCmVMGSEVnlIDwUnRUCq7CSDF4rAeYt4YdFo7016/wiO6+tlnVsfW1ZXawwI8jWZE+bFGQhEPrZOECAv1r4j6dchfYb7HPm+hnAPAIdLt1DUWlicEyJjOINBxauEM2UlqzkIZJXbVnZCFI+cweLPRfWrtwJvuiKAv3CJBuOkpM4SkkILwIHYOCe3mowpp1xFrDMZh5U3jUBdty91Yn1bg0W8sOIg+K0gHGbKFgNIJ5rwXDvwp+ax9GkcanYhmLBMgZWtn0DAqrtGKI6EKmHRzGkUWktMgatsOkVfnMVhamcCjXUJEXzowkC9P3vDJAKq0UFysB4fm1OwX3DCNyM3f+5bHWkOJt0BSytaPWlz/s05tYE5euqVbtatjBdHEkNWhpV36bgiQcaslrf0wLgQX/qOFuLStTk49+NKaV3tWLzskpBpvoiJhCph0c0spSEinNsoZ1mLRTPjPMQv9deQSWzy+kLPRfzspkYR0gTV/mygBp+bOQVoozSUB4Tu2LwOPxr3WiFhFrazjAQt4UhrdlmnDVyqXksPwQ3urZukymniezg0WBjFPslKCABBIFaTi0NoINBBb8q7OG6SjuuuOrfrFMaJMIHRTaALBGA1A6D5mih0OVuuk97WxgSZOFJGWoEFYWXcPC7DkV9bN8I65snP+AZKF7u9WZiSm8EAkIz6YdKXgyBLbOW/9DHGchUVY1M9RQeGBqkMsFJgXClR30fZGgaOkFkVOQhkOpESwQWPGvgF+JvbEvxM4WoB6RL5bJiZiipiHdZlDhMJXS1NaQMjKxEClMWq7Htp6F7qgGC/1X2igi7X9jawOkYgqvkASE59FeFDwXAguxIdM6TMqysPZ2jUyhBkxjde9QYR/3rgLkqpF0NbXaDrIUTMe2KUiM4DICC/7V7rD/0ar7rHeBCY1MsUxGRG2yeCnFYSilUQBjDUnW0LPQzROtoRsWGQaMshDwScHiORUgAcx+4Uw7Wbg2QJq+2IGqGSkfvQQJCM+gXSi4IwIXr2fwkUwtHLZYSDaWAdJwrOun3nMJU/7AohFiXwX4dSgYCWfjUjXGlgjk+LcyNOr3x1cJeMiio3aON/eyWMYCEYfw8VKPQ0VQl0VKWWvYCpMya5MOsJCuwUZZ2C4i3ZAsHAyQrq2aKbShfLQ1lWhQAsJT6xIouPYaivF9LtZdxC0WdgpnDnmWxQGigVAPpLJMZq0d5CiYlcYU4VBqBPl8YWkNUZCPo6CN66UV240NT5wHawQREpRFLNRaC6tSvNTomDv0OLQ2RUrZrCEfJm2VkjZZGL6H9JYGQlMRKQVVkSzMw55DWbelAGnUNlO4rQFDtFkCwpPqcAoecuPfKx5L52GhWFvDERamKZumkIuOxihoeLFxtVJWG2xih4JUOQVpODQawcwmgkGg307IV7ZSkGAp80l8bs8i9E4QLlZG0HvErHY0tNIjBkuVRhkpraxhM0y6UErKs5BZjzQlBUkRaSdZmAdIyRe22hSS7etM4ViAVDKFx5KA8HQ6FwWP2qrfWWXNrGThKlM4HB1VBQJ2ezJUyw52FO1gn4JMvpCzhnUfYcBev6E+iTyG1x+gdawUDVDkiUj9X3KHCYchUoq8iKYTJi1Y6P6sabHQffyChQjAA5JTrIpI3XY2WRgOGQuQLpnCRtXMqMQUnlICwhPpQBptQOAply2N5yqIWFjDgpptFmatFLUpTOcN7GTqZY6jcmXRSstB0SUK5vnCJgKzNWgI/PgEYbzg/N7qfyIxOjrPKq4sCp8LzIgYQ6MhXppwiJQ79JHSyhr2wqSrWEgKZBILs0gpV0QKpGRhHSDluym6YktpFiSm8BIlIDyFTkzB451u4J8pQ8Qahx0WBpVOLjtLKzpaDtspiUgShI0B2Toy+Z4lCtLSmDJfWEVHIwJz/tUVpOHC66+lrJQBslYK6zKFwSw6KCoTj8xDoxGHEZBAHikl1jCyECjDpNjEQrceKbwRDCBhi0irZGHsLATXTZF9XcsB0vTl72oKRSeTgPDoOiUFN5xr1fz14E5PPSocjrCwqCDtmMJqfE7Ego5KWUBBj7YDpk/S+Eq5JvraDg6dIqdgDIdmUMwRmPGP84LNVWbyT4Do2ACkYhkLpWx4q+LiosQgZvAziH6xZQ1jBY1VCnmYdJmF2RXXLCT1rkURaWJemSz03xtJFuYvygBp+0scbaUgkp7Ci5OA8Li6WAruVW0Z52GJWOBwkYXh7Zb1uGmNTFEvs3UZGtt4om9V+QJst4NdCkYjGAOhNQIj/9hWCjrAKQVC3V76VF4TueicHyGii5pqDUAZBBxmwdIiUuqtYVFQijxMOsLCsJ1GPksWskWk4XNlyUJ0A6R5BWn60g5upZCewkuWgPCIOhkFz4LAzrSd9gkaJq1ZyCYLOVMYZw4BVeL/9kkTNqOg+fZYJhPVsoODFCwqZYgRbCGw00rBVs34QCiAUCzqNhe9EwGKiYjQWRJRGRIsdV4w1tFk1tBaq2JB6aEsjJFPAJZhIUkNNpKF7QApwsfutdi7722gaqarA02haGcJCC9RxzCCp+y5ZdsnwFlDun2QhWHuBMVmdDTt2qd8puRrjjqmR4LaQbp5mILUCBYIZFeZyU600FYPuO+fZAoDFwMUTfpJKp2FTJXri3DBUj+TjYnDnjXchYXU7cUPS1nYTha6HwAbIO222JOfaYNMJzSFEh3dWQLCY2mzHdzdCK6ZcKPYf5R9HLLWsMHC/CK5TGGYP+8gbBTRbFR/wW5b+r+cSWXvfPskOQVDRpBgkkEg6aBgfGE2IHOB6RBPvsDFAMVUGuMMYtakEIOlAYfJC1bW8FgsLIpIw6dNLMz4tz5ASibd0ErRlZjCC5KA8Ci6EAoOznY4K4oZ6L/aOolYREr7LAzz8QHSzBQiMMZ5FNtsq3c3aYs1y6qVC1ub5l7qC2s72A2K9imYAqE1Ak3bF9Lcof/4SekZTNEOGkuh6LbHZWUiDstgKYmUltbwZCyMAdIMin4YDZmyFaR+cK9qZlliCq+oBIT769gU3AuB+3ml5sw1EeuIaJ+FiwFS9E1hsJWOlLYoHFXK+ucpHPJpSYkKRY4t6VhWci5RMCUFraVGsIXAyL90oqXoqDVzCo0GLkYo+jipLg2iNarAYREpTfw7KgtV/JIbycLcDoYtfAWpApaqZs5mCkXHloDwUnQyCq7inxkbrht/nLqDCxzW1jBibZCFcQB9AVQJQmillp4s6I8a+ZRxXsu/Th8yxUVtTsfMDpJJhigYQ6M5Akv+LRXLlMqWWAsP44VfRMbd7ZVWlvyN4TCW3KGBhVXuhxOsIWVhtInQOvzAJvhe/jUsxJT/IHLzV+yiycLxACkqUwiAeLtFHcMUCiaPLQHhztpmB/ei4OI8Ixc3CL/OIQUXCxz2reEiC5HZvmQKQVeZUcbWtS0d+UhptgWLTtFyyGExmWcHmX4JdvoWBXMEFvwjXLTZVMyHTj+m2DWYlljzXyyU1p5/IV4K0jjofmj+uyfWEEZBh1Vaams4z9GKD7IQ3oCNBUgLbCwFSP0Pq6iauXRTKNHR3SQg3FOXTMH+wRvgNzIbJWIfh4ssTPOUXlBbZVqmMBySR0ebn1UDBH7jTpFGR+MLtqsvX4+0ExTtUJAGQq3JHltIegoXKBi3p/VlSHZQaUWJSA0ixSF5Wr23hnXWcCFMOsJCdxnWrk4W1gHSlBQksYlW1Uy7laL/67CLKSznFFN4TAkId9MZKbgZgeP8GxlX/zOl8zsoFunDuo8istC9jSxEHiB1tTA0LkpNIUBKZuroqNLW/9Vf1cu04KcVtmUSCQ7pQmhF+Wifgol8xtZGkCKQB2G/TjV1TSQW+reEiM4gguIw5A7DKjPxb5iUNVxm4eS/jSYLEf6q6CcLmx8vryAFNYt8W6H7ItiqmTjrqCk8QFIyc0oJCPfRZVLwEARu+Dz1IXl20IJ4xGgQa2tYlM8MsDCZQm/72iWj1SWW9TKuIKR+vax6/WuueoXNDtJpyuqYOFVBwUBHikCmcHRlN6H72goiQqPAIYyvL7WhYa+2hkMsnGeLqVk7M01gk4VGZ+nC1tJr4JKIdVshMs51WinGM4XFtN0DpWTm/BIQXrq2UXAzAveMkFb+j549GsRoDUE8RfGWZSGyZKF7qg6y8lFloim0qGtH8ygo3bJLA2KdNaRNF8Qg1jUyxTCWgtEIZiAkdTRp8hHlXRMAR0SCw5g7dJFSaxW1hutYaJk6UkwTwudhkoUg8BsPkBZVM27wFlNYZgrdXNnTfZeeUyglMxclAeEOOp4d7My8wQh2ELj4AdYmEdl6GVRE1CFhRyOlbMqwZqFVrt5BuyLArGoGy8Wi8al6aUtYJQUgMdL0Igzu5w6rHgn//4u4qN9YrtldB0UpBWk4NPKv01AIDoSRtUVnfWIeLRMFYPwuP4C6wzxSikC4VSx0JTAFC621q5OFI4ygVTOttWbWm8JeGFNKZq6CBITn0eVQcJcM4uKxRUQUiXyW5g4VgR/ylGFkIUAeQ5gVzuRVMw1TWFxnLAhJVxqTgSOFoyuVlXSS6GXRZeGH5tUxdDClYI3Admd9/hZ5/BPVL1YMfpJdEYfKgEZKMxaGXkNAL7IQSjH9hePJQjXFK1tVNeO+oKyVYpspbEhKZq6QBISH6sCVtTdMu5aCaxF4SAVN699oXUdKyJdyhzbPGtKUYWShi3/GRURjstBP6+xa2xSy0dGwMI27psrwBSJmlrGvhi+s35burcoOhiNsjIjScGikIBMgXbKGqHKBEY20gqbuI/TKrWEjTArY8BfMNLEsDPHPxEL/FS0mCxX5Mhe6KYAIORBTWK9Bs9hfX5vCvfsoqOR5FKeRgPAMGuj2W03BVVRbxcv+/IPDOjlC5DisreEiCwG0AqTW1qaQxEKL6GgCXuAoDZDWH24xlVg+gKIanExhnh1kg6LDFFzbRFH6QqfcCALB84WNpTWk7YZcmFQp3hdCZQ0VwFQWzihVJgvDpWcB0o7yyGe+izOF5AEXZbnNHqawr03RUdFBEhCeWiej4OEIHP/nxTYOtqaKQVF0cTjOwiJZWARIK6miodCvHhYX1rQhOqqUt0iOlK6DwsHygKhpliB0L3KDyNhBZovHZDgkGcFWH8Vo1UyhAoekUpSOcSy0tIKmZqG1TIx0mmL7hGOhVTYrnEEREXWXwVWQrq2a6ZvCAkj9hWZW9lFIdPTSJCA8qc5IwQNh2Rk/OIBNE1KCUhzGtyFMagF3g4VusxAkWRgDpJwpjL2G2lpDusMaBTJFsJQawRCJ7XCRf1h81d5As4Z1pSi1gy0K8n0UAw2FvVbCWCCD9CvoQqBZpJQNk+YshLJ1vjC0rTeKSKepFyCdquzgeNVM9vkXMoXlQjPkyNFCFYmOXrYEhKfTYNfgqmP3peDhWcOOWs31hUG0GLGGGQvdNFaheOJEESDNMnPUFLrOendBYa21ZAQp6rI4anVf0xrznP0vlaNvo3qliItW311GQXo46anIuJi2NPKR1cXT0/nB5aIzNQ51qimtw6QVC1HXzvi4qCEGMRaRTuEPDjZAGt9uq5o5xBS2m+uzr5Tro6ijo6zDE9t3YgkIL0gtOzhOwUGHd4hf7IzvK+ve4uKiyL0gtYZ9FoIUkcI2A6S+rKZtCkn7vAbm6Pz8dqUAGx6vsHKd7lwlkFKwlMRFi5YJeng0i61uQm7RNea8LcUbNfubpysW0pFdFhZLkioDaNsqnIFVvQApfctWzah8he6+KlMYNgYirumjGOsR9BNukGBydwkIT6RDgqKN8VuGHSlkuvZKqAtEFRelWygyY5i0zUJbsLAOkMayz/wRhmG5tSI62gees31KA7PvcmQHNL8R23pbtj1UQdHaF2YvcgRuYaG/fgBV4wRCcWkojUGgXTyqzUJb9BfC0IygSgHSaLTqbgoaIA1XlqpmkoHzv0GrTSEAsvqon//wPoqVq8wwM4iOJgHhKbR7anCbySvGbHaKrcEjKlYcRZUpRIVDzhpuYaE7SWguJJ2ICKbQLbembIqO+vt3SBPW9TJF4ahSiI9NjNu0tm0c1vjMuZUt0l0MK4tIB0pmwLHQpVlbV1iXj6btVZg07qpZqKDKXnsAxrrAM4BEviJAiuD/iuVmAhGTKYwjN5hCAPlCM262uo8ifW+HlcyQeSQ6emYJCM+vS6Dg4cFStD+IIreP/jLcxXqkuR3MrGEsn2FZ2Li8rGom+hpLM4XJFPp7OZSKgETGxXCPUyoAsnvbUhoj63a3fSHyoGi2vaJgmSms15cJWxYoGKX9o9qzQ1axMJSDOhYCCo1kIR8gVSotNxOIiPh20BRO1c/IWkTLpdqcI1Wje5XMHBIdFe0rAeHRtblGZi8KHo5AbswKO8gOVp4zXq3oaGUH/euYMmRZaL0H6QVI06Jhdk6ZwjBJVjKTm0JrSZowBj/pAmz+E65YsLQDKgSwlfCrymc6+UL2FOz2CDkGkKw1JBtbLFTT5C+vVUQKFZso2ACp+3hM1Qz1iLUprCljbRkdZaOUm0tmGjo8tinrjh5VAsLjanNQ9CwUHGDkOvNaK/5TjlOp3PDVOET1OrIQgF7JwipAOrsHNkVTSIaRkpmiTaLol4huL3Exx2Hsxx+8eQ30PFAtVM0c2EpYQFGXP2z3zL4mC+MTcEmy0H+wsQBp1mKPMkwKtE1hXT6KZrA0PqfwoJKZseioPIzi0iQgPKcuh4IbELjN6dZ2ghKxkywEeR1fxJThIAtVESDFDNdfz5nC5AJpZ71SaVeeJkypwYDD1opsSis7M3uYjsOCiKRkJpXPEM61KLi5XoYPnNaLzjRY6H14N1lIV5xJAdIpdkeoHI2HmUJvq5iSGeZvlJUlM0NfaCM6Ksw7rwSER9QhjYMbNE7BlTbR5ntbZ1/nNuLzJZxYIlIcFtHR/MUQC4HZFgFSKF8140whtLuD+vu37823dclMio4WaUKQiGjtDrUC5V+0ia2vlD6PsEuvYlm1Pgg7s/XiovXIQL56S2RhcFntZOGk0oozMUBKlpth2gpBOad4U8j1FA7XzvRKZnrfSauhcCdJdPR4kpLcs2lfO9h3ey0K1rviXgvr/otXZfJriwPosGJw/R97eDE/2Whdf4OtXlcvXL4wTKuUhbJKA8oqZaGtUmmjUu6GEusj3EYAvnjB401bijrljnXugbyIIbswCZRKK1aHvbE5XensH50bya/2uVK17atDo3UdTTEDrUGt/yt3cca0njB4Wb+eqse2A5jNV88xaSPCYKSNBgBdl9Va8tQOay0lJd0FAFDWwhq4ma2Btcr9Tvn/DW9zFU8sif00sUu1fqQJANdcosJnjFta0+Y68Z/QInGER9MukUOnAyk4clR+SM8CHhgjbbRoWzJAFRtDLpCPjpIX3hf6YytfqGCzZKHLR1oNZf3f8soWptDNXZrC2FkfM0AuTOq6CakRDANiB0UKn3J/y7caLTplMokiYWSrXnRDK0UqJwr/y4ys1h3tJAvdGesAKWIFKTWFQKwXhW2YQpopDB8pe359qI7Z4tLqpbrr6CjZNxodzdWPjortO40EhEfRju3zx6ZgJxBqGtvRBPa66KhTfB498gBpQBqiZUReL1O/KNoqChZaZMuQwlo2QAqrlNJQNvUUImQKYx+Ftr6hUFlYQGtYm5oolGLShAGW/jWGIpDMl9w2XvWYFhQBGG4eXVGQ7q2JOM7CMlmoab/85COoCFUzLkGYMnH+Qc2JkUWmMHwk5vn16UuxIyUz8eupS2b46Oia2lH2ENElSEKjZ9B4UPQYFLQNCtaB0Hp7sSvu5aKjdvG/eoY6QBq3xHiW8X/kMy8sGewPoTFSuFubdht9gDT+r9I+QKq0dYnGGBdF2gWAWECkFyDxUoToaIqakhtfLEGMezVfrFEEURfVCnsWFDTGshSMu0zRoV9FROlbf4rKpPq9NCobAqQAiscLxzyfD4SSheWsMfAbUwg0hlURgqXRFFpLRua7yMYjR0e5WCi7pa2hkd2nrIhWSEB4aq1dUDQfswMFG9uXjWBNx3wvA7licB+WdGTBP5C34HOENn/LsDAmCz0LQ7LQBhYiDHNIC2PKTCHgUoPK0o3uta74R94qrZAyhaSChirMA04j9pF1ge5/KQI7WUA6kq27YdFILyDDcLE+XMwR5pm/QEr/2v0iZJlCikyASQ3SpKAJbAvXRH6z1qjmYuLxyB+uWZqw2uVnGF+4dg1KRSskodH9tdev6qo/9nahYAeB7HYwbF646s7qM7R3ogqQ2jAmBj/9SJosZFOGMUaqwhMqfEMFLE0WxhZ7+ICb8q0USgHuYXo+U2iVTX0Uyvrl1jQBfR0dzdOEiLnAGCNVqvPV9SOobM0LfREp2BrPHqu0coe0/lgur4pGQR26ugHS1F9I1iANRaSAVll/fd1TGBeacSoeSVH0UUwpFurPyq4yA3IU11B47OiopAnPJQHhSXWkoOhmCrK0G3OHvJusjxqUbpw0Vr6D5P/Ia+Q5QiZlGFnoEoGRhf4P8ZAsNJg0ZuuSkpGomFMrBUKCMNJRW1czk5XMODRqN21VO0PThDFGGvKIHsTuCcFcr2GLiB0W+q+0WzJTnyUOcDjUedUM3ZtN1UoWksc5FVUzjkYuUwifDvQj1aTSi7ynECCEy1KDxALWJTNF+0Soo1leg7vC2+DDKJjvVpbPvkjJj2RnbWDAgUHRVRQsknPxAmoKttKEdXqPju+3WLT+Kw7Ps4YpqjXDGmAmsVMLO4cskPvfuUoZxhipcVnA1FAx+aipnmiysAiQkq4JHWEWUoZpjO+jUMpHR520Tu4QQIyOkjShh0R4UeYF61DqSvWLaFqHFCOLMCndyzK43JivD860UtSZQqSoaXqRzhsyiDQ16M9VRUTTlW2KjqIKbI7MQNKEI9FRTpImPJ3EEe6p/m/u5krRfmqQ3d6iYH0xfSNI+Vcfi+ojs5/RLP1bLW7ysYMCwfnN8HWDxCD65brgbR801Ayr8jBp4QtjrK1oqFBKWdeyH7opYgVpaPRTqb9eBX+pbDKFQGYKnXEMptD5hiI6Cmu954uN9nmkNDz6MIua1k6xtGVLqlN69Wxue5y58IXxKHY9Uvdt+O2kgjSYP84U+vZ5vnwUoWS07KMoXCCxhlk0sRUdXa4dJdFbuiVOvV8TxbjEUx5D8oWeWUMJ9/ZeswTXtRRsuMOmBaTb0668AgPVsP54to60NohkI2MNR3yhUVNWOOM8opqyClK/kVTNeNqpzBQCpSmM8bpoCsty01Rlo0IPvop+kRhEbxZJKLX/Q/ffNql8AUfKRT9XFI7W1aRsmQytjsn2kuVvUvkodXXEFMZj6PasXx6BcChcII2OFnYw/9dW1476YfFt9a+T/DJnFS75n3pdn9c4JMzGOjyxfceWgHA37WUHq2mbBw6kAHtXwlIwbon1mbSeMw6jHQ5+ZEW+FvaKi6n/Y6HI4nCOeEu0Y1hIh5UxUqUAbUi00/r/ncoAqZ5cgNR64GkfMtWk16KMl5KgqFJQysdCScAzRUeJG1sMhB4eKV0bHW1V3LRqR9Nea20F12ZcNJ7O+rLSrI8CiH0UB0VH2x+785208NZvohBdCQkIz6lD7OAqCrJ5wYEtzFEUgX5jA35x/Nr/WCh2cEgTh277nP9nfe6QYaFRk2+ocKnBIlmoQx4xQC5gUjfIx5hCpqFCaaWUohu1it2EiiYUEa1h2VZxyKpsvJOreFY4wshC1hHmf79wdCS9g/4t6SkEYI0hFDTpOuNROSwT1ThraAv+5R94ncfqNFEs6bC11kQnkuQIT6Fd7GBrimNQcOQQkORfJ2u4GLzlVOYIQeoktFIz4B79EE7ncoH+2UgKsQQwSxbOsBZqqvKFRk0aMzDBztCTLx40iMlCKG0BX0GqXM5qDoFTX3ljMSkDqLx81L3VYSFmrTHPymUHrXIJSFo7ipgOVKpOE6ZqUtLhMJ4aZNWycS3KFolDOkPnkLKzwuUXp5DMi/nC+DB6kF15zJOuMuO304XWOrWj9cMo/ArdQF1QmlQ1UbTShPHse6YJzYhXkcDp4RIQ7qNdikVtOWAoKDq4sc08VAOWDsnTfsWY+krW/h0QS2MQeOam8ZUyFkBYzox0qbm+BAdIjzqmcMbCNRUuslDZUEzhuykA665AGXc/dgicwm1v9lUzsadQK2WVJX0U2QPqlKu10bAWVnv/YrWyFjY0UfinAGlrZt+6EIgI47/V1hOdcBgmKQtt3jgBhGVBOWSmM/pHDxZ1UDZ272UIRFky46ForG8ojEuPuoZCBz6THvmrYo1MuMRUHWOrh1FwvYBME0VjJNsCeLjGH1gv9TK7S0B4dG22g/kkSQMVoeXGtRTsecfKBcYxnebCxcLRQvT+SRCbiDhbq8JtNnhB6wpRXE2p45N1D2YKR1J32GChW5NUWUxwaPRntr7q0ZWMurZCPSkz5wFSu2wKrWVMoXK92j766upLlVJwnNMK0Qu6tjfCOaUUvSvW9Zw6tMavEgu5opUwaxB031Obiyr4vARIY+nz66k1LBsKg030X6MNNZ+1C6wNIip6jRKnVKubcHEkrwZTpa3+9BIQ7qBj28GRoGi9cS8KrkIgGzitdy1qtskUunAoMqfouyYiDokXBI2UUmvokoVTm4Whcn8OzfUTMCsoWGX1BDN7bulJOZtRB0gPNIXGQkdTqAD3FGEFrWEsjY4CSC+4/ocDQ6b+e+eY5xRNIbu3NVtxeQvR0fzhEnGvG58P9tdUILBsosivRkHbVWQpaZp6J/oPrF9zDtF5JCA8rgbv/nsFRccpWF/hCAVHEMgGThc/Vy3653TyFYqencVhCm/VLHQXoABHxIKF7oodC53zApTBpDWC88uShSlAWpjCeOnWelNIb9AdU+icXzCFsDYtMeOY6p8WDIQwKQAaKa01/qxdVgXkWjaRvk37VkVHdUY14gvdAP+0XjJJ1wXSNGG09a00YWetNQBcN+EqZZFMa6GUxDYvTQLCM2iVg1wVFK2ObUc4y7erKdhBYF47k3N3OEY6w5KGOb92WnCKrmTGhtVHFcUhjZTa0KPuwqQTNF2StMVC5fwCAEBh9r32QEwWkgDp5K4sRl+tSyLGiKg7tZmhlJp8QtE/UYEzhTDKOrZZZY1y2FPGl8wUVCsKZ/zl51tqv1gcOKg6a1i8KC6DHuh3Ef7R6Chi7pddbs1Fg+FtYswLOsINpQndIqWKSxmGC8qS0WFjSBMyFSsb6mU6sc3B5dlEx5OA8FB1qLa7HWwdUmxszTBCwVZdTLG3BCcTNSXMJvBbV0Rqbbw5mXAPKUpm3FVFHPryex+gtIU1BIzyZTAZCy0wAZGFBtAWnoWWPm+PllN4wimo1QHSQETeFFqNeUZuCpX1JTPR/2VhUkK1mohopwkPKajplMywyviXQZRPE7pzYCK1M2GiKuE3kCbML6WRnCP1Mp2Q5kkDnnzhqHjKfSUgPLV2sYP1xsWg6GYKskawbRbD2RvwW9tNEdfRjlAMTtFqKGoQAw6hPSa9R7DEGiLlEdNf7Mr/j+VZGFopssIZG9oBY9TVf29hWjtUNdMyhXD1L4Up1EqFR9pCKwUoo6ADUcINswNFagcPDJluVuksl5oowmG2Hs+kCevTRRt2mfUyxSFhNimNObEEhMfSCezgqtQgfduhIEs41ghWZrFEoKnoiOGvhSrWyBRQpER05KtxGCOlsb8i3l9DvUx8scRCzArKYkLaDbhFSatkodVl3klZU1fNNDOFVitjbG0KYZTNTGHmsWYPtvRtD5hCHIGFdbFoprE0YTEgvs/PlL/te8Hd62WI1j6GYnHCzilEu0tAeFLtawfHT8ejjvOCfldFwQKx+QAegfzqptwf7zUdq7tnWTjqoUiIGA2iw6EDm7cOxBoC2vXdu5RhLCXtsNDCuuZCA2jM0Q4idBbC5wVNL0A6TS6VCLceSt8UQlvXKG2VNUpP2sDQTCGc4UWersv7KMov2VitlQmH1ClGloUb1q9hy2fKEpsCb615JjpPyA46hW7C8Ha4XmYqEoRD9TJ+ZEE4ZtHt+igpHL0CEhCeU4N2cKlHsN7CxTm5ORcjonU4lI2FOgTWFnCklBQ8HS3g4n9epKHCQzFem4bSFgGHfqRLEyIkDkkRjYlhUpcydPOHMxUstAaTBmBn11xoEAxifPhFKJxBcIHRdHqYFQFSrUn9TpkpVJO7sc4uQOp7Co1xPYXRFAKugsZm7jCYQlZsoc34OjWDRGzlC3vlpu16Ga9YL+MPzIhY18swotRkY5lLkdLaja3yZ1I4euESEB5FbABwsx085NTs2yLPl+0apmBhBAsXyIZPnWrsNf8CIMUybhrvC0lqEL5YpsRhTBMa7908HadAMRcmnfxzclOktGLhbKHgEIgZULSINC+cAepuCnpDt4ZtK8xu6/OcBUit9Y+WstbaqqcwN4UIWUNWbpgGTJt/h/u/hZEN41XXy/jtrbb6cBj7KKWh9WXqNdVosjefji0cLY8deSqvFI5eqgSEl661djC8Rf22ABizayUFVyEwblm1AJuDU1pxLaHRalUXy/h4qXURRKjgBRGtoV+WLYRJHfMCFD0Lbc7CgMDJ3w5pESktnFEWquqmsIYESCcEIzgUIE2mEK5qxn0Yq1UyhRqxUiZWzTChZlJcGpOFrRaIWh3UrWJnybn+oqakcLSe6BSFo87JsXxanjZntuiyJSA8mzpxUfaG1MEFu7BLfGvGdh1OQT52WvGv7w4bSpHSlCb0UExEjM2F8NenlHK2SbHW0IVJEboM85XdFOBo02UhLZxxhzkax/KZ2CkBwJhmgNRatmpGYdKAmY2rmnEnVmHV1YBAB4zEJFVVgBSrurhkIQKK6jVfqCirFHkUhuYYtsFTrlKVOGy6TO7gfQpHT64lPyo6WALC/XV4XJQcxU5V2sHivCz56LGrKLgWgcXbtfnCjmYb3aHnou+pD0R0xgqhjxBADJZGHLpimWgNnWLK0JXPhO9WTbAzVrDQL/0C30qfEGjJ+jLEFKYAKUsVwDoD6AOkk1/aOwRIadUMCP9aAVJq/pwvLNYOxSbzd2z4DWmkg+I42reDYs15Jcu4mwSEF6ENdnBzUHStFywPHzCCFIEL687Y4uL529lippASMRrE4AJV7I43FlAmWsNJaVI+6s6dWAigwUJloT3bMAFIbjMsQ5qu2JqymyK22E8hUuqW/uq3FU4aMD5AekPjprFaaYRqUg1F+EfbCgu1WIi2IwRnCjV9SiI3gFWzmIVETZsmr99WEbWyg6L9AKamjow3aSU8gwSE59EKH5RrcdUY+nbEhi5GRDsUXIXA5WRh+496nykM94VOpnB2t3q39CjFoVVFpNRl1RRcI4SJKcPwOl5czUKk2lHXXKimVuGMpaWkrqSC+kKHwNBZEUcGKJI6mnmObYUuHBorSPUNbW4amiwM1ZgLLARxsxhwhIt71w5bUFEacxyl51wMaqCVcJ2klfACJCDcWRvioi072AqB0i19O0gvqdM7T49lQ52bKVjvzT4XIZ8ZobYFAPco1bgSKZcpRB+Hk9LUGoYWPCCkDGMpaVCPhUVDhWehzQtnrOssDE4nJgujKbSWtthjCuuezqaqIPUBUg1t3CUnBJbJwj4L4/9Gaxj31odQtlE7yJpC91ZpRS3gbhHUfk89f8hSKyFXfTp2MUy9qDyD4spJQHgGndIOjgdFy2FhV0FBfswaBJK++wQ/1g6mpWSIZsz+9hq46KDIZgojDkn5KFwJprOGHoUhTBpV3bfGWBiLSPUEWjiT+UKSLIzLzWhtSWehNbZusY/fStZiH9ZdA5csdF9iKiitRFkIwAyYQpaC/uM0ymf8EqlbNdJ9D7CEG/6nRha76V7K9mdQiC5ZAsKja9wOjmzHkh08JCiKlRRkjWDTI1b8qxdjoxfG7tKkSj4sPTorpWBLImaZQuuLNetIKSzclhgmLcpHyemVcu86LPR5RlpEarLCGWNTZ6Ely83kyUI16SosmFrs9Y3J3JxdslADBrNLFvqUYV0sY6Bv6MLnsR3utGSnWI+N7qq9IPt6UVlmsfZMYUsns7hRm+pFJSx5jSUg3FMjNZCdEeyuFvaKk24LihapQdYm1hRkUdfziP61KSb0n2tNEekcBqvw+AitXJ+1I1oioi+ToaHRCoc3rJ6VsVZNSt908LLGKkVShu6SPFVio2GThfFhhJGF1mSFM5RwU/wszWRhfd9N3RQAZgOtNCaD2blAT8Qb2tw0BQvHCwxju2G9qw6Erq2X8QOUyseTZawXOSo0Eu0tAeElamRlUXYMBQmzkhnZTsKV2WxFswTrBekkg0bQUTDLMlZFpMYyNKcfsw6TaqVjT0WMo0YiusfQ0XgpxeGk9E0YZw3dDK6CxlpLq00Ki1fcvCkLlTHWlSAGFiploadYRBpzhNYVzkRraEiyMHCxsx43aei3RWch4LvsN7NwZKWYAn7RBZbWUJVBUf/2Etot9tAGj+gPsbLK2mVJQHhcbYuLRtV20JYD2NRaeYoaYHRjq1liMSLaouAIAmv+ZUVDXHYndjWQ8tE50tFBMRJRQ83+eRHaO0XiDmF9pWiIi8JlDaHgwqQhZWhCEC0uNUKUs1DF2lGEJyLBQTo0VNhQB2nzwhkaIHVP+aNt+JWsSzT6eygpnAEQ7OBaFrL8Y5/oVLztW8O4pSicSbtUxsU4Jk0SzeKxjeBCvPTQrnbB3iVLQLibjhEXbamTHayHdWKnbGqQzl8vnNahYGEE+wgs+LeugtQCpHwUgFIqQtER0UC5qKn1zyPUMVjqS0Yra+hWYXNhUtJZQb8t5h6fWOh8GWGhtTY2VGAOXYYeYyHySbspSNbQo9GYsrMwaabPpjichchx2LKGLPmYrKFaThaWAw50ivqsmGHqaDp/zIguSwLCi9NImUx427SD7K6OHaTbCcnK/N8IBQsj2ELgYgVN+kT5lvhIijn0OFTFMnOIkepoEAscxkgptYawiGFSn7ayJpbPuGthyhcDC5WyxaIzVhuSLLR1ESksrZ0xymrvC0PW0C9FXdxQXZf9NPlT3ZxjEalbcQYBgZtjpP0AaScvyMdCi8OrkGk11RqkXZeUoay7fUYJCI+obe2D9cbK/x1qB+NGNiiKjE8bKZjCql0EUteInHnNeloyJj2nVynHRRURGIiYDCKHw7CscngdwqSwCCnDeVJ0FWZOSmtg1pgi+DRgYJVJzYUul2lgJ5ILpM+FtSGOGt4uFM7cNG7FGcJC4KbBjQk354KF1lirrNXWmvCfsp0VDBZVpwlBrWFZC0PyhZypzqKmtPWwipSmFyP8uy6MFB1bAsJ9dGBcdK8zDtpBEDTWQdEiNZjtbVCwDocWRrCPQK7Xvlc4E/OCzhIqpU1sqAhQjEQkRTS6xiFCmYyx0QtCWwUFmjJ0q88YqKllpjgWGjxGxxRiMH7KwEUxLaAmkwiXF5HGNGGPhQDmmWehMS5Gao11PRXuG2xZQ5U/nlANPLO+1URB6dXJDqJKENLZstfxhSpfqHrXiNjBQs1bWALCy1Jtgzrry6BtOlk7OBgUzU9a2r56Y4eC0QiyCKwa7dmqGeYjxs535UJJdgbcAwXd4RqAtioSkRrEAofuwNCD7xFbh0kdC2MpKf+lcyy0mEhpafpRxEQcIuGoPyPuMKUVQxGpKtrGWRbqVEca+wuLy3e0s1trOHhTqJI1ZOtFozWsE4SsL1zdRMgW10jIUdSVgPD86sdFC3W6JhbtIJmk3E6DokVqEEXwk0WjtWw4NBpBFoEs/yj5lh/SZD0TtVLRHcLODooG2j+eULlKGNdfaCMOb0DPmEmXRUKggZ2UjmFSKG2smcLCpOMsNMqmchob/GRoLrR4THJ75IMrbVOy0AdRSY+/W3ctX4m0YKFKzSiehVZZaKtiXFTb9Dze+Bi+lSpZSCgYt/erZlxctEgQMiWjJHGYMoiKY96xJCi9zhIQHksHNk4UsuXbkUhsMztIL4BdApvupYfwaAxeEEsUjIFQyrwSh1V/IUJykZVWGvQJTXZ2UHREdK7OQGurrHvGrU04hLeDPlIKgGYNAcQwaUwZxjBpn4WugtT1F/q1ZUxYw1QDeIx7oUCaC232hIqYLHTVpGxDhSOiuuGa6wsWpjpSpcIPiK5ZFz5BioIaAFCTauUO61W5i4xdnS/Mkny5Hazjom4i8pJLHPaZpziCFoewlTjXpbVRtE0CwhNphHuduGhjvJu5tIPFUf3sYPbC2jooCoIuBDTWFHTHUgoyIdN0VInAVnMhvXL+S3Bx0XCzSy32PlmYiEhx6BJ0sDONlAKgWUNY2OALY8qwZiFdesZLaegbiIUyrprUv3HPjoCyodE+NhdONqFOG8TCmWol0kJ2njsstEq5NdicBfTPqQi/ChR7BRE7FohdGo2tmkmv+zWolXFcXqcmzX+wV5PA6S0vAeEOGvFnKyfktdZHrrKDdaUouNRgZhDHKFgbwRYCDdkSByx+fA01W8BXzSQuOpPnm/aUX8/D4dClD2MpTVY4Y+2kdLSGAKBgrL0RWgINlLXWKm1994NC3StNWehydNSKGJgJGv6xB0xFDG0unKp8YfUNtFholQWMX4PNAKSCNIZJPQ5ppNQVzqCsl2EfE9gqHwVIm0T+NtrBsl40xkVpgpCUwzAlo2yJaaMGlXnrguFjqkdmWxiaisu8MhIQnkGLjROF2LjoSJlM2ti1g7RGphMULQyiTbhiKMiGQ20KljIILPjXryClotnBcIgCYJQFoJXvoPDPOSI4dLlDWllaW0M3oasmhYVxiT5Vx0hNWI8tqMlC77pc74Q1gA6dErTRPk5DY6RtFqZam8BCa6wPxWqrAastjKnDpN4IOnuaF4uO146iQiAKX8hREIUdLKjWShDWJaNo1MgUZrGGonhBEQAB4ZG0tDLKbuqUyRQbO3YQoZ4zjiyZlxtEAk6zSEEaDk2OsMgj2jJlmN7mcdFWslATCtKIqDOL7mlFACx0B4duAEVgXLzUVblYZckzBnkWgv7h0vWFbnTNORAo+mkCjjostLNJtTPuWOX+12A2uKFd+Yx18dLYUOjMbWCeezq8tSv6KFr1MmkXt+ioP6TyWA6HZVyUTRBSho20Q+zCvGOCU7rpzygB4aWobpPo99F3dLgdZCehW2jMM00VUAdCQRoOjWwrXGArZQhCvn78eQ4UVFDuvq2Vj4gCvnIU8ERs4dDATJiSNbR2Um5hl1AvE14ssjBpjIWw8WmKNouROt14jLr5pWVfGH8cN92T+ea0Vri1MWXorKH7dfD8y3HogqIxfdhnYR2uTBSsmuuLoGhhB4tsXy8uSplKMdlamLRblbNOWw+UhUYvWQLCU2jHFGIrLtopk6HaZgfroGhRJsrmBTsUjEawhUDjG+xKHBZXG1V4C630bGcHRWcWrVK+asaqDg6hUVhDR0d3kVNcOdR6ulqlXZbNOHq6r2SEheGBTfEzqhnJbYaPmiYZYSEd7/ycMgZQWqWUobaxy1DRxWUMELwgDNnoztguJW0u/hJKRssiUl0Cj3xP3g6qHGnZ+Dz/l0KmvYhodbodvdfKqXxaUZr3L0wCwkO1tlLmwARhfWo2Vtgqk6Gvs/6Eyg4WMckiKAqSGoxgQ5eCWfjUpl0gwVLKPzqnv8hOsjBcV+immOOdMcymtAp1pLAtHMLAKv8nRbSGfmYCHfd1xfKZUErqMotcc4XSSvlFZqy2iM0NOhtasNDegLpJJime4luxMIuOKt+qrwEzG31j8ilDAxcmjdZQkaXX3O+NDWuTUy9Y184gz9IVC8EUacIyNThmB5XmsVecutMswfROdCF0yvikeMTLkYDwQnW8uGgxbcsOoqqR8WMi6urBhIJhME/BumqmRqC1PA4BsI+n8A+jsGQl7mgNfYLQuipQrQL5KhwCMNDG2knraA3d2UOY1NrCGoKyUAPGsCzUNyZz0zcmaPAspAtzu+npYqThVD1fWMcwldL+23MlqkZZ66pJXZTWwij3EKqAQ8+8yiA69tTdhOEDZjHSoo+CxjNZCvJ2MFTHlHFR2krfqhEtmFeMrL4lqDA+vlaK5WILlrGIVLJ9V04Cwv21oVKmv47aovpxUbZMprCDxYEtO9hJDRa7YnWMoyBNClIKRiMYB1D+kdnKdvtaJq285h5bjziDB6FrqFd6trNzOzUO4fxisIYkLqrCWdy9MscRShbyvnCEhcgX5r4Be7PMBXZYaBUBp7sva/9FAICKJs9Xk3praK2FUaSPIuugmBT9WbSWiaH8AwWhCpFS1gvWcj0VuqojrcBWhkx1g45oBDCVto55/W76pTBm/zGGIzOIzi4B4VUS1zvPKG6ssdHiHy0NpVto+3yxl6YGs6xh6JSgqAOhIA2HRiMYyZfZQTTbCnvlo0BqK8TsoKjhraGLfCqlrH/WUIZDXyQTrKHPGlo7KQ2aJgRcc6GFtcr/lWBgoSbKQrOGhdamUNkCC5Vu5gsVWcVbuUCndd8XAKUMYw0jDrW1JrjDUDiaykeR7GCtMkEYQRiMYGwZLClY28Fs2mAH05IxCkqrPC66kCBkK2XWwanOMgrbrpUEhEdXy8IcmCBsjOePoNAoymQyHDawhyLy2RgTU4OdiGgRDq2NYI3AMJ6JkdbKQqOOqY5hroPCIiQEvUEscAgDZw2NtZOeiqzhjfAICWutUZ6OQIYjo7S1Fmpa6wvNBJ3KPJdYWNfOKGWNUfOMBEXlrtV9MYCGUq7LMFlDZVxBqdIqukO4+C5ppUAeES16Del1lUWkDQoiDqqCoh07qGqDWHjEztuwcVulzHjffX6UxEivhgSEJ9Vgqm9DgnA8LoqKl3072DpjHRSlXfPlMFvS0VGQGsECgZR/bL3MQh2jBWiO0JpExNCw4AwixSE0YqQUBtEaIlgid203VJ2Ko9ZMw86UhaGIJqhioWftWhbOs2eh1naesxgpwire8VtSJoZJlTJmNkoD0NYYPWlrrKuR8cvNaA0NZxC9m8wXY+t980j8ixuLnkI/uktBxg66ierW+zytWL7tbFylnGpLy8qMTyvm8vwSEJ5fuyQI144symRQJQ7p9toO0kpR5hCSGqy9IAgFqRHsILDAIRr1MvFzOrlwKPIcoUeei5r6OCjB4Wxu6Mn3HWpEawi3/AsJk9Jv1X9vFQuDIeDaKnIWGr+86EoWurMpBULBFBp16cLo3lxhrNsSK2hya1jgUE1TDNhSKPLKnyCBCoGICUIVbGIjIpp/QpXsYNE+WLOtLgrVpAqGmVzDXY/SvjRmq2VMVxVebZ9EdHIJCK+MNicIW3FRcF6zWEqmL9YO9ikYI6IeftERgvRUcPlCBPjlmcLmdWqlZtczrjTNEcIT0UdNnUGkOITxZaUwINbQTGqK1i1+fAM9hXipsdYo8u35dnt/OeFHQZae2cZCo7KeilbtjFIwBrR8RhnfX6GMhVGYnDVkcYhJQVuQFUcpFJ2sST8IxTUwFAj0WyoKhh9Yww5mH1WnveR8qAKn/i1fI+PJ14t2tkpGR2pwDtNy6Y3oCBIQXh/V9NoWF/XbQ76wZQcHKVjMWVAwhkOpEWTzhfWKa722wmCE4tJrVhkACjoSMURNTYFDaN9oYZSd9GRJl72BTdgjKUOvnEg21c6473zyxx3oCwF7A5izW3LNQihVls/ElGGsJjXW2cQah7BWQdlQNeO+0KJepnw+sNuYlbHkCAQiwygF+0FR3g7C86+0kqxNRILlanRVsDxZ2o/l9LZUpWhRAsKdVXWyb9f4sYsLyhQbWSNYt8zvIkrHPgVb+UJmxZkBU+gWF52tN4VkiRlPxLxqJuHQ2T4XKfVpQoNYUOrg5BoNmbMWRAJIHem8IwsRbV99ZudmjFFkTJYyVOSFtu4bVCZmQm1Yd9SoSfl1wENbISLS2BgpjY4WvpAi0L+NnRVjFKR2sCgT9WO4etFOXHRUPV9oUxw6vuBaD/1atYKxC5WA8Dzq0GZzKz3WxEVtm3m0a4LtHRy3g6soWOcLy3b7lGK0yHFYa06pMe2f1mtNQURqEH28VN8A5hgphYaxChqxoJSGSQMUjVGTVdaqySgfHQUSmqx/ouFOLIxWL5k/DTNDKWU8AuPJVSCiq6aB0pjnzBpamwpKrYUxvigmdRzCERE2d4TcI5miki8MgVAQBLrXEV01Bbszh2JRh896cB0m5WZJHYQDCUJ7SOKQrVxlTtGZX0pPjy4B4enEgmeQc9yqofz2VfOwa8e0FOOiQ4PXU5DmC1kEFvzrV5CmWyFpolB+JW4DwCitlbXKuCSiN4h54hCeJXZSk+OfUfaGDtFRY63yK87Ucmt05yHLPVioK19YfHB6TqX8W2NSmJRaQ99ob2Kk1LrVt0OwFAFgGRRBilFrJS8YFgKtEQjS/0cpGMc37GB5LmoHWS7GYGkA3rJBbI2hRnCgZLQfRD18fTVZoW1HCQgP0gtf+MJP3fvpXaYawUsHfoMJwvptHDyIQz9+yQ4uzlBTMNIxa7HIEbhiAdJYO0pXH7VGKz1bbxOtMg6HrrJGQYe4qI+UGmMmNdXWMKywNvCNHY+FAfVNFiqlTEoQplBqrCZVys6zmoIdjDg0FhMppQkPo4C1Sk9FT30smamX0qb8i28LIwiKPWAoKDpiB2NcdKssF1PN2LZYSiO6OhIQXjeNYLLVgVesJtMpk+mcfSQoylIwhkOpEaxLSZE112cULKAYEBju1MrlaRwjIhFtwKHWMDNof6GxSvs1X9yN24SnRhgYFyAduNNaZWsWWmim3X6EhUpla3PHFGB+UqW0VTMiBV3K0D3jyX2l7sFTINaQ4NC60pgiXhqJGL59AErzhpjhH5AQiGAEgUS4rhdkKLhoB+nFRDvIxUXbP72quHSIdsNEFHZehgSEF6rNlTL5LvK6apw4vC6GXUemHLCJgtEIsgikjYZoc71YgDvYwRALzdoKIw6tyx3GClJfKWMQC0pTmtD3whufHdTawFpMrq0i+8dFfKHxLPS8G2ehMsmDlM9sUsqlQf29flbuwVChvtMHSJ1BjGFSag0ZHDr0IQDG/zVAG1pCeUhnoZl4o88RiMA8hLRfAcVIQfYnWypStrCDrSLSSilByAdFG8HPqlKme4qBMdI7cSYJCL1aN9N9D6H65H2HxlSrhF940bgwNnw6nvYLZ2HKZ8hsTPt8GtCgYNibKEiNYIHAgn91aNTmFtBdGfJVZiIRaRNFjcMYKYVGLCiNYVKHsJSqyYnmHo+b3qnwc0m+cJSFyqp6bW44nC3lC1P5TFh9BkpZrdU8Z9awhUMgGURjMU02PDoYMSjaKpypHxZYIxApHIoIRULBITuIXa3VUgdhB2mdktFVkvrSE+tapVu/4iu+4j3vec/999//0EMPffrTn37b295240Yi/eMe97j3v//9xpgf+IEfON81rlPLtC2n4BozNCcMffSLcVH2FIN2sH2RpqCg9S/8gW77bG66Ldba2cxxu/V7Z/df3BS3WHJ43DibeTY3840344ub7oWds13xrZ1vmnm285fcSGtm6/aa2c43rdtiZjt/yc437XzTvYX5ktsF8yVrZtgZ5ibMDPsluLf2JuwMO+sbVmmjJqNuWD1ZNRl9w6rJ6snoG1ZPVk/Qk9U37HQD4S0m7V/oCdMErXHjBqZJae3eqmlSxZYbN9Sk1TRhmtSklRvjXk9aTVPYopVW6oaGVn6XUmHkBK2L//wup0nDLTF6QyutXErSh6KVcjNnW0LuEIMULLbUdnBbXFSp4vbIJwjpA6HqwWMlo4MSOh5P18oR/tzP/dy3fdu3vfGNb/zUpz713Oc+933ve99jH/vYH/7hHwbw7Gc/+7/8l//yR3/0Rzdv3mSPdX+0/u7v/u7/+T//58d+7Mfi9v/7f//vZz7zGQCvfe1r3/e+973+9a//2Mc+9pKXvOQnf/Inv/M7v/MjH/kILZbpNxGOLKXWqmRpH8EP6K0RepiRjZPEuGjc2LKDi0HRmoJ5T2HZaI+8jhTEBbKKD6NwzfWxlSI2EUaDGFODzh0CoNbQWDPpGylMamwMkKZ7ZukLczG1M0O+MK7N7Xyhs0vKlcS6nooQlIzBUt9WEc+mQuwxFtqEGtFgBBXvDt1ssb7UjacrcbcDekUfBYgLRBUdRaygGfCC7a94tTpx0bJxYqfz2g5iS10rr3Kxuj4gfOITn/j85z//DW94wy//8i8D+KM/+qPnPve5r3jFKxwI77jjjre+9a0///M///DDD3cmue222z72sY994hOfqHe95S1v+amf+qn/7//7/wD8r//1v37yJ3/yh3/4hz/ykY8c59MwGumXGCwo3ZYdrJ+45OcnTxwkg5MdrAavo2C14lrZSpH3UfBEVG7BMx8gRdFcWCxDapWdNAw0zE0XKXUlMyHFlYVJw8LaMMoYZY22xri2Qgud/fvKliTFQSxEGOpZ6POFj4Hyn8mtPko+v1bznMKk1n99KWuYyFfiMPYRWmPVNMXGidRKAa6bgjAjFZRG/qXXIToa04fxKUs1BbPp97CD3C/KYFy0nSA8RaWM9E7sq+sDwgcffPCrvuqr6JbHPe5xf/VXf+Ve/6f/9J9GJnnCE57w+c9/vt7+jGc842lPe1qBvec85zmPf/zjN17u8dWplMFwByGNi3J7ywrSRTuYz8xQMD+qaLTnEch2FlbXamIRaYSiw56GiflCA+O5ZNC0hm4Z7lBNGktmWHdolC5wCOzJQuWWzw4sRJ0y9OUzM+Dv2XGRbhhDraEvogEYHCK4RoSiUwdFcAgsPywlYheBbkRhEykFVwVFRxT76JlrHjdtvTGypsyV0PUBYdQzn/nMr/7qr/6O7/iO5z//+d/1Xd+16tjbbrvt2c9+9h/8wR/8w3/4D//qr/7qQx/60F133XXz5s3bb78dwH333UcHK6We/vSnD87c76bfIVi5pJaVpCur1QlC/hCbDiGTZJyr7WDdO8+K+MWSglUrRV472nkwAgBgxgx3Lw5QNO4wpWNbYR4d1Wm5GXPTKH1DYyaxZVdNCpBWCsOwDObmIAtDjHGAhfFB9AZmglLarw/jvorIQqVViI669wCU+x61xjxTawi/3IANiKpwGAKkeVs9UzvqP2K9OmjtDmNGsAiHAolzcTxLwZY6drAWh8/mgjLHSRBKyegZdQ1B+N73vvfFL37x5z//+be+9a0f//jHxw/UWt+8efNrv/Zr3/3ud99///0vfelLf+RHfgTAW97ylic84QkAvvCFLxSH3Hbbbbtd9yZFGrFgWbVa20jtKEvHwlbamohMNLUZFC0oSBsKSbKQ2MFw/10MkPoi0hla6QDFonwUKqw1Q3EI7x0tkPoI4XoJNGLKMKNgxUJTNx0yLCx77f2tsWYhCAL82MfAaEBDzT4LqBTUnEgVU4bueRSWtFIYY5VbfVtZY2BMjUNY8him6BHdt+3Cre1F18qHRcQ60gqBIPnCBS9IJmwGRZsXRJZVy8UYxPiWBkgPiIsuJgjFPp5e1xCEL33pS7/8y7/8RS960Yc+9KE77rjjda973eCBxpgnPelJ8e0nPvGJr/zKr3zTm970zne+s3XILoUnzLRDY5r1n72jNl0w20fPRUGzMbQ1Anl2MB/TpCA5kOYODUVg3VzfXmsmj44C2ugZs/OIIUyKAoeTxhybKIAYJvX8Q0oZLrAQ3BbCQt1goRdhoXIx3NCbV4z1S5KahEDXAOitYR0mDdawjpTChqRgaDrMiKhcnY1Nj6HoZgoR+YcKgQgZQQQjCIAuH1NTkA2KlmcfsIN8mQzPqrWNEwcrzSl0PKquZ8b1oYce+vCHP/yud73rNa95DWXbWv3Gb/zGl33Zl91+++0PPvgggDoj6LZfLa2tlGHJWnpNLi7qXhfZwaJGpnHGMiLKUpC2T7guCGPNbG7Ghor6P9IvcTO9nmdr7Dynbgp60thlYa0N/RWuZeJm6KYgnRWhrSLb4psrzGznL6UttJVinq35ElyLhb2J2bVSuJ4K31BBeipiN4VRkw1NFFZNVmvfWaFif8UEPbkmCqtdn0PorNATpknp1EoB1wvhWim076nwtsztct0OZFjWTRFaILL/oiYd+ygwTVCuNyN0U7iODg8t5XswyOtEQaeagnF7XSNTqGUH8y3NetGluCjdmJm/ltFcL6mU2V3XyhE+8YlP/PznP29Cn+/999+vlHrKU57yuc99btuEj33sY92Lu+++G8Dtt9/+2c9+Nu6d5/mee+457JKPLv5ZgwMsjB2E5YTW5szL6mgo3jjzlx3YsoNkPN0b4qImMRJMvUxpW+Nr0l8/u4c0OaKm5WZmWGWVjglCHa0hNGBuOo8IoAiT+qf1BhdoTXgGxZIv9ElBFXJ+7RipV/CFGr5qxoRgKSbAaKjQL2FgJ+XaKmDmMmUYHljhrJ63hq5eRinMs4+UGhNtn9/lf64xRxiCrHSdNerIK5/EPpgimTygDIcCiYK1F6QnKihIdmXFotnVVHawKJOh4dDwuh8XPX2oU8zi4bo+IHzBC17wO7/zOy9+8Yt/8zd/02151rOeNc/z/fffPzjDjRs3vuqrvuov/uIvYq/hy172si984Qt33333o48+es8997ziFa/4rd/6rTj+ox/96Be/+MV9P8WIeh1zAAazff3O+uZipGUvBH1dxEXpnHRkfLgEHVynBgsviEDB0ho2GgqZAGkIjSJ1FlrSU2i0W7/Fx0sTDml01N3m3JZEvvh1RS6GPKJR1lZ/wadSl6iBfGE4+Ia2BoZjYSSiQ4KZy/KZ+JBe65OcAGCVb66wPlMIIEZKEx1jvDQSqCicCVuAhdVHUZXMMAgEIvl6FOysplYERcm5UReL1nYwvc6P5TQeF20lCFet1ibaXdcHhB/72Mf+8A//8IMf/OCb3/zme++997nPfe6b3vSmD3zgA4888giAb/qmb/rbf/tvA1BKffVXf/W3fuu3AvjjP/7jRx999D3vec8P/uAP3rhx46lPferdd9/94Q9/+Kd/+qe/+MUvfud3fue//tf/+i1vecujjz4K4J3vfOcHP/jBT3/607/3e7/3yle+EsA73vGOs35irxSEXB/zTDWisP0Zajrm2OvFRdNrYgrrlgmURCwjov7/ciNIuynodvZTxOf0urchI1j0FGqltDbaaNpKYa0yk75hYGBuwlXK5ClDhElpW0Uk4oY60pB4hC5+Lq4lo8NCHaahbRUhTWh1aJ+wgWcuiOKeNmFmTJMHXsQhUBvErOylMOImff/1UynK8hO6DCnZkmhH19RuUZBOzgZF2d7Bjh2ku5j46nJcdEcJHY+ta/X9PuUpT3nHO97x8pe//MlPfvJnPvOZX/qlX/qxH/sxB8Lf//3ff85znlOM//t//+//2Z/9WQQhgOc973l33XXXs571rMc97nH33XffT//0T7///e+P41/zmtfceeedT3va0/70T//0jjvucP8aB1eWyZsNyo3FluqtjZPbEHgKG23ca0kLhNtCmwUtYlMEt5pad3G12c7Fk3jDFuNfhwVl3MpnrrhmNnNMELocm+PcbG/SuCjZxdtBSkGkohtvBMsmiqrFnlW0hr5qxlVt+KSW3+JSXv7/lJ70Dbd30lPYMmmlJz25XZO6MenJ/aeh/Wvl//cx+oZ7cUPpSU2T0o/RNyalJzU9Rk2T0jeUvqGmG9CTf6EmpW/4BdPUY6AnqAnqBpR7oa3R5qa2s7KztrNyr82s7KyMUe61mWFmZWdY61+bGdbCzKFAZnY/fLilR62Fs4butTGILxz/EjUtYu1VxN5IKVaql4k/AgaBiEYQGKJgkRr0R1VB0cIOBmSShofwuAmaR1QqbvTWTcVhMRxK4qIkQUiHxY3pbc8RNitlKlup/v7t3wSQNR9EKyXf2kbF37nLBKEJhx8OwtkauqaMtfamgxOstcbvte717AkXiWjtTTtHws1mpl0TbhVQCr9w1DIFqREsMovIHUlL0akQCmY4rFlY8G8VCx+jb0QoOhYGEO7HQjsrY7T5EmWhQ6AyM2yioDIzrMFsYE1Co4OcMXCNgzUOAbdGnvsHQImICMX0G5//CHJfmO7XBRdrBKJKFjp4tCiIPCgKJBCG8eWaagmNAV2Jf/EQv9EivKDHAiMgTABTZLD79qBQAq8Rqq0qZQSEh+v6hEavnw5/TFLU2qhpugZuKW3+NZcgpDnFumvCXxuxg/2LoV4wvkXuAiMC+20kADCHkhl3Xw1tFVUHhVZWuyIa6BsaKTsYoqMh2OtrasL8NChKX8T7mEEMkGr6J2mKkU6wrkTFxT6rwhsaIw1RVIPHuNSnMs7skPIZ7R9Pb+GbCd3Vq8g25bspoKyLlKbEocPhNKkQF40hUwC0lMZf29TIFIIxhVmUlSufSQNijegGCsJ94ryappUdJNvrMpnyg1RaVdh5SCu9RE13kYDw0kXt4InFloyS14Z/DcYiFE2B5DWdpBcUrSOiVWc9XzUDwmCtstuTcXerefZPqNea4tBAw84IdNNGz7hJWuzNpG/MLttnAGDSCAWd4QQ5AjVUwUKVqmZuxn+MyhWTWvdCw85QU5kAjOJYmGUl6RFWwYYKUuvTfQCs8dWfsCqCDVYxOHS7HJYiEa1Fa7k16gsbyUJVcLGTLCwomGUQMwqSL4ckC4saGZXtWsgO5l0TvXpR6t7yuGg555gEdSeQgPAqabOxw3p/WReOtlZcKyplihfZxswglr321QWUFIwHVqWkCYFs1SgdnLEwtdhDKY15tirHodKzQWENpwmBfzfjujNuPkX7KJwIlrRVBc6iXYPzclTJFw6x0Fo1mS4LlVJmtv61dh33sGHVNVdBE8PqyQXmOHTMi8UykYhIgAT95Wn4wiyCVzxQkE0W0nAoyqxhTcGyfb5oHCSos9nr3DjGje4FZwc314suadVg0aESEB6k3/7t3z73JRxFLeaRAVx7IheNpCFQdmNuCsuWiWIqrpS0pKCp6mXy5g1eARlaGxPdYSCP1jDJ7M1wLIydFa7LELGtAiULlVXKqptmLtad0UbFO54GhaJzElBQvoLUGrceqSYsTDdmF9HV6LHQdUAC1kDBugfcu5+KsipZQ3e829LAYRYXdfzLTWG6sDpZW/jCxWQhKiOILGu4QEGaC6TjUQRFta2vpLaDAAbs4AjztjVOSCv9kSQgFA1p1dpspEciNUvEvaxrLIjoN+ZB0dpERgqyCMz4F+7IxX04Lrfm9wZ3qI0xGuTBTJp0UAAzXMoQBoMsZNdg06lFInuqn1YK3lv6MKlWCoGFLV+4wEIbKhZdVQVNGVqVrCEAq7w1bODQD4xEjD+XaApHMoVoJgtRuEAABDNNCrpPWVPQb+8ERdN3mAbH2fIvmR7Vt4MSF71CEhDeQhqE2eIwNv1Wt+6xtrKfw4tvu6aQiZQip6DfUtkRa808Z+RDuAlTIvqM3jxrpagFc08oVEpD33ApwxYLrVV8vrBwhC5H6F5TEFrKvxAmVZNjYWgrNEC+dCbHQmuVtgpQsLNv/1dKhcZBnzK0KllDAFZZY3s4tBYTYBVck6H/zrlMYat8t+ELkwVEA4FItTNFpwTy2CbFZNkv4X4Z0utlO9j3bYsB0iPFRQWTe0lAKFrWqvwil+2rl33hi26K/vo4IRsytcbUFCwQyHbWl+vahHdaExz6hWa8NSzCpC5H2GEhgEnDWA3cbLFQWT3HKzHQOl2VCiuuRSJCOVJqF9nkKmHckZ6F2iprlbZamdkgb7eHChlKZd0+O0dr6Cto3EMnXKTUfQA15Ti0UBOUyylOCG33ziYi/tD7jrBIFkacdBCI3AiCoyAtE2VTg3lQtNjbzA7ydpBef4qL8oiiDKYzi84tAaEo0yrmjRTv1JUyrBekfRH+LVlHJjtpCIoWcdeCgix0WcUqFUfEAodWaWWtK6LxJaP6hmOhVXrCjQ4LAdcgwbBQWz0Hi+b3kHXXaBEN4B2hD5PCrQaHyELFsTABV/uvPm2NNTvOzrkwqfJ3d19B47OGs8WUrKH7ACqU0iAUl8InICMUQUOAna4YaqRoYYt/wSEQKMOhRacEKi9It9ArC5WiTI3MaLHokobHS4LwvBIQXlvt2Ia4OC1ZGaDRXs2JOMV8hbbGrbPeFT0ipWCNwKUOxRgRdTMA8F17cTe1hrFMxgAwN5V1LiRjobJ00bUbShlXL6Os1rDW2kTBmCO0JFVJoVgvzA0XHY0U5X0hy0JrtaesifRy/6ugQxGptTRrWEVKrXeH1mQVpG47KBSdFkyhu2DyOk+tsQhEbgQxRsHAzrJSlJ43vBgrFuXLZPoLwZDtLPzS4D4dJS66owSElyvtnwKnLKy7o7nXqw4/6hVuEFspE8VyLsZF44HUDoKLiNYIbMEVWR2pS6t5HLo7MCl8ycKkDnveWdUxUgD6hnLeC2kK5oV2GSo1x853pWLIVEPNYQoVKmjIwwtdmlDN9Q+6wcJYhOO+FHf1CGFSX00a8oKpoLTGoVIhd0gMIlBCEXnKkBVbTlKuyl2FSetwKNZSkFhJd6VFUHRfO1jFRaMEaWeXgPAWknK9z+dQ57wtuza40Ewia4iIOgr2a0ejtNYJsWEbAB3GRmvYYSHMzSJGaq2eXYBUQ1ntDSLHQm3VTNsq0GwujI328FD0RaSqlWfiWJgeauEQaKDg/85SGtbMClN4BtMMPXlryOLQlclQgwh4jwiSei3qSMuLzC++Kh/tITDupUuJYomC8avN52eDohvsYKG9ymQkLnpUCQhFmTRrL7aq48NqZRU0ZlW3Rsm8cg3u9tKjpK3CE5GUziRruMhCZU2snVFWw9yc9A1rzUwcobbKQltX9aNU3VyorbJQc8j6Kag5NBfqaBMVFNRsPbhAHlLBiGVhelZGWOnGvQgpQ1ilMFs9JWvI49BATZlBBBAB2VprpiO2cGYRgfneZQrWqcF+UHSlHex3TYyXyUhc9JQSEIrOoBpdnW4KZDFSE4tFTW714uprtIMCWby0S2Xv/ygOkzV0FTTGLcytb9QsjHWkVvmaUucCnTtMRNSJtEtFpHqmLfY22cHYXOhYGBcj5T9XzUKrystwIdyQMkxhUmcNfb7TWAToKp87hLFWITOINC5qw91+5O+hOk2YvagQCCYcChr5zCHXp+BQUPQ4dlCQdgkSEN4q2itlmB6Cvl7LC2FXKvroqwmLWtOqT8N33Pco61ZZ89sJDqk1zMKknnmJhcqmnoq47gzg8KZoc6GxWgVDppQvnLHKP9kqRUeVnkmAVCl1MzZUuKxhai5Mi84MstATwL/JEOjjpYU1dN9QZg1N6KYwsBaYMoOoAvliUFSRepn6p1mToCrabCIQ4GObi16QnKh+1hLGg6K5eDuY9m4Mb0pc9NgSEIouS31ryCqvFC0zgvWKa/EsiiIwmxEALZapwqQ5C70ddE+Ygl+DLXeBN7P5NZRVs7lZF87AQGlFKagVcYpIRaSxuXB2j9gaZiH883oB126vCQJdmBQz9ATXVoHcGhIcQoVSGmsw+dBoJCIQ1iCNXPRXsmSACC1sQUSdAYyxdHF77eEKChZdg2xqcCQoOlIsWs3QaM/nPjgnMZG7S0B4Iu1Yw0nDWgBfSjoypqVUnZhm2zNxeCQVdrBFwdZDMyIUtdL+f40h1lBrpaw1kYXaGpovtNa4dWfcGmzKKmWNdoFGqw2Msq6DQitrtFUzAmMnnyx0jw6yrnzUpQyhlDI3AxQ1tPHLw7grhrZqRuivt2kxUgtYKAu4//zPLrFwBqYcirMNFTT+19R3ykNZFaxhiUNY45sbY/loJKJfqS1aQ8LFrrJbfN1lyFXQ8EaQ7g01okDpLLPYZpnVGw2KlhI7eAUlIDynWnQMyaB1WkW7vjSyBFXnjGE8Hy9VrqAjTqvUmiIYRmyCsBZLwX7lTvSI2cwGTRZaQ2tnVHjr+ccVzqRSUuCGhiucmauVuJXVWllrzQwSLCWFMwA0lIK9GX99FHyXYMQecYduAZgZLAtni8kgtFWEqhnXRGjjawMLo6yGCplCpSochngpDKZYKToBSFxEN19YoIKuH9dBIDZRMA+lskFRLs7JQO7EdlB0DAkI91Thw8a1gXwd7BW7tFIbknNKKZrOoTZRKQ3LY7JZyn8E1f31HTr2myicYqWMiqbQmpqF9FyRhVb5x1NYq2IRKS2cccnCQESfLCy67NlkobbWwkYKKv/tJwQqKGWtUnYuA6Q0UqqmBguVsllbBQBlYdxbBcwKsHpirGGBQ581TM+ySEHRif4uhbMUfxPp6jenXUQ6hMA0w3oKMq1+unzN1sjsbQe5qQST+0tAeES18LbN8J1eh4Rzi/hq9VYPVRLmYjlXUK1IFrYqSPn5jdFau/E9FsLUPRXBEfrCGTfY3W4d+eKKM458CNU0bGehhTJ5lz0ArbSBTVsUtLN61tAi0rUshJ2hp9RW4R5bqCdYk4VJQwdFD4cK0SAC1CNWmULAu8aOuDrSHgIxSsF8ME/BVUHRDXYwV9MOSlz0NBIQXnMdO16qlTYNd3gyVYto87Sj21mmurwg8iaKQRZao2iyMAZIjTaNPoobLlnY7yyEgdbK5MlCxNCoLz8FLSKFNUpN5O+OHguVC3/CRDam8hmEzgprkzUMHRQWxhu9DIdZcz3xiClTONpZWJKmQstWBI54wRYFCy3YwdMVvIhHPFQCwqutaNrWRmWV68S20ApwsTGOl1qpmbtz1UnBGC/Veek/9zYvUVlvDWuxsd/WI5n6a9kUOBxkobJZsjD6PxcgdU6xIGIRIA099doFSJWyyi0MGpcGdeUzCKFRIqWUttaG5vYQI4XrHgi97n4sZSEwG0zawijfYqgwu4oXN9iFSd2aboU1hLUFDkOmMBhEeCNooy8EkllsqwwktmOk8UVl1PalYH5heVC0SCXWHm6pib7p+biphHlHkYDwstSJRg6ibjEj6OJW9VlCJUu5nab9isRhPHDmTqihTVbfoef2J4gc7aBRq94Mg1psyXARUYRIac1C9ihnBCf/ApNyqCsDpLGglAmQup56M8ctWvsAqVJWwWqb8c8lCy2scdtjwF2BFpFy99lQ0+JZaLzFS4+xsDFlqKxxYVJqDSPqIg6Vf+C9Z14yiPFseaWM7bvD+nbf4B8Ys5iXrhxAQXp6MKwFOmSqLo9SsHWUcO5cEhBetOi6227LgetuLy43ynKUxj/jgLpkJhaFDiQI5+gUC8votyDuyq2P1piZSOyGgqBWZz0qFlZbwJrCSWmbd1MUAdKQPnSM1GkMFyBVpI+CBkiVzwRmyUK/4oxSCtYVzmjAV4rmLFTkmCmxEJSFCsZi8iwMPHMtEX65b1gLkyKlarI+HOoa6k0VFM2hSK+m/ruErSvJTGELgehkBFdQMKjTPt8Kiq5P6a0Y38CksHMHCQivpEbcYT1msPhFQ5mqnoe2Esa4aAyctuOimVks2FkAknWWPG6RuUaltB2Lry40XQTaFa9j7QwCLOsAKZQHmzYGkzahiZBWkEbyOVMYwqS9CtI6QKq1NvA4jJFKpWwqJSXJwkm5nkIbGgrDN+b/h2ehgvKdhcrAQCnHRfc3WKigCW9Dr4Wvi/HBUm8BU1A0PYajCCqogYc0IQNhxiTiAjFgBDFCwU5qcDAouocdlDKZU0pAeDqtKsKsSNQf7G3ieE/FojS08QtoLZw6jM+yhkuZwgKQKjxUwRNOaRVv2ywgvT+LLFqpTpqwYGEMkKZlaLgAaeymgJocBaG0sXZSsNZAaWMNbbGPUdPYYs+aQlpB6gKkc1WapJVyAVJPxJAsvAkUAdIJsOQPGsWxUEG5xKFvq9A+AQgXJlXe8Cr478SSqtEch2CJ6E+8MjHMwc9/+jCAL6LhW+Y7nRIcBdcFRVdIUHcpEhDurLVFK2kpjzXkczp2K2E5JzFw462E/Z76GPzsvKgnOapavhCVTaxNIQBjbccUOjo6U6jBV80oq4EUFFWTdqbQWmNRBkgVTFyGNOUILQBMShvfYkitt5mgyTpBJQu9p3R9+XoKjhAkTJp5wWDxsiaK2EroiOifOexy0+4kRYx0USV10g+lWiabD5yWa8oMe8HSUJY5yBPZQYmLHlUCwuOqhbcN2DvgGrZ3UBQulnZQkACpzyAWAdJ4+y3e+quK5m8McnW+sDlSh7LPYpmYYZX8I6Ywrs3dMYUxO+iwR9sKB9ddg74RA6TF0wrd2WkFaREgjW9hi9XXEB5aYSZosgZNi4XWtxha5QOr1v0Zo501pFlDikNlbbHWTFprzXlEhNOu+KOxqN6kKcMxBIaRCUtbKUhOvUzB5mXvkB0U7SYB4VUSazfrDorhwlEUHRQ6LBKZDc49HC0cJeTz0cvS8HGFo7nnoynDsnBUKa2BcV+olTZYWEptUKk6hgRIizEtUwjAElPogqWT0r5uNJjCSU2xasaZQg0zGCAtKkhLhTQhWzijwosphUlLFlqo1G7vmTdBGWuVxhz8XLSGPlIKNWU4pCUzwQISKCLj4pLYtUDD62b5TMcIkr3F4QsUHG+fB9BomcjHbMwOCh13kwSpL06a+/3OehjW/AOoZ1NLf11qpeqjqEPSZIb4WoUBbmQ8ixug8mFxsNuulQ4v4lFa6XRIvl1rpZR7NGD6UFrnn0unU2jAGzidX+Ra0WVr2MSkCc9NBFkBzv1REjfG7kZXvuu2xMcoGpi4xQtuIneA9V0Z1hoYE/xffO0HW2vgj7WwN2Fna2wYMMMawPiny3uvZ4DZHa60VRpQRk1WKasmv0UpCw2ljJrcCzfM71LK6glKWyirJigdIK7cSL/sp/9Px/9swP3if/So7ClLwclZuhGw1WOVdqZg+9+R2MErJ3GEl65WiU3hDtl6mXqM5joIWSmltNXFQs+xmlRDmWjgqnoZtyUaPufkSL+Ei69FE5klBakLXEwTOgtY18scHh09UMbayb8wrqfQ1ctMmDyn1GSsUVZNyltAZwon95ijMVNoYVsVpNatO1MlC2NclBaRBmuolAukKq0BZY1Rk8asrHalpK58JrSb0jDpBOUeWg/3SMLMHQa2WLLcWiqWWZUsrJDAFtGUhTNL4VC0KBjP0qZgPyjaWF+7+AhiB88vAeFJtXvh6Hj+b/PS29pi9zRhZF6RJuxHRz32fCVJ62Om6GikoOuvcHTUpBHi8AxiPzpqNAIFU3QUE0zeUxhqSn2mMLxttlK0qmYSEa0FzKS0R6O1yj9610DpmKqdAgsV3LKlLmuoWBb6hxPGlKEyvppU+WczWeXzgi5x6L4cj8MQDo037+x2v6aIlDFbWWfFAgJRwYxM2EgxrqFgdqlNVlWVPumQwRoZ0c4SEB5dizw7pHC0e97lNvzxhdY2pAkd9mKaML51GGu11WdOMT1yIW9A9I6PNMBpuOcBRthHU9jRgX6RTRy6CSdCyrqPgtLRVdCEfKEvH50wbTCFyb4rwOrYTTH7B+xqkixMvRO0oSJaw4KFClZbhAf1agVjrS6sIYBURKP8uqPeHYYANXlCoaLZwXU9c4wvZGpnFhGII1BwoFJ0l2yU0HFnSY5wf50+tBFTevHUWRqPSxO6TAszlVIKapc0YT0gpA813U7Sh+U8SiuS1VOqdgMNqexS00mLTGF9qYsarMRxaTz32oS0nc8gGhteu9yhJflCGwbH9OFQpnC2803rx6YcYQiQxmShAWKycIYxgAFmmJAmtDNsTBnSfKF1qUGXNYx5QZ8p9LtI1nCKGcGUO1STz9Kx2UFNM4hL/4X8X0ofAjR3mKUDhynIZBlHKEh/6Mupwd4usYNnlDjCQ7Xj4x2i2AiqO5EOXc97dUR0tEua0MDA0lCngqWu0acPDUBezHELGtFRo6GNoY32WmtnCoEQ/NQapuydLwKkCCykw7aV0tRytaO9AaGxgeQLTewpnNQEwMD0TeGMGWoaCZBCGUC7JvcpuUOlYF1o1P1isL7QP6hXAX59NaWUdRYv1BprFRZX84lDuKXEY2Wq9q+JR0xfxdpVZKufURaKpIm69UYQ4xTspgYriR28UIkjvAJirRuqH16kES0rpWOc21t7dlW5Q01mTWY0r9KkW9z4VBqa3ubbK/NX144Wd09XOxqnIp9U08sonWjlC+MwnRej1sPGXalT5GtRO0pfh7c22k1roxWMW5qm0O2l9tGZwhmmqCCNTtHVs0bXSO1grCZlfaGFtkoBumkNQ0Ep7w5J/afzbfG/sih08T/3tdAZgHJv8ovqLBTsBEXFDl6UBISnFh+QbPBp5J9Ch22LTRe+KZuEQ+PbcqQfE2mnaERUe5JFgKnYRKHDljCPLg7Jt9NYaHpBmyXiW9dHgcAwpbTWmvZRuC3osrBv/nQ+vq9W1JTiDSUFbTEm9lGAdFZYPspqPbRcHLVqpaABUkM6KBzebBoP8to3VIQX61joaZdex6Oy9glLQqZFPLP+L32Nnb0c/1gEkurQPByKIQpmWiqQGQ+KrpHQ8SgSEJ5C47+8m3/Nt6UJexM6Llb/YnVmN5NFo9HRYovyucBIoxqK9Yt0yKIp5C++YhjLQjRwyG6MPrU+o5MxnlKtAU6u0cAQtwdiDeFwiITP2Fzo93KZwtoUFm2F/j8bsoPWWcCULLTBEc7pxRoWJjuYrGHA4RTdIUNExdnB+F1VRGy6w5p/bQSiMIIhKdinYL9AJvsRl/9wuhFysYPnluQIjyI9tnhUSLexM+yWJiwuZlU3IQC3+jZtoihyh7SJAjCzdVk9Y2zKEda1o0YBdnYjZwuy7rbSYBoKY8owvo2Zwrp81JKjXOOESxa61GB8WoV/xFLoOGx+Aw07WGynSHalofXbYjtSWanf7mpH4R5nCG3Dk/w835SNBahFphAKBjbPFLoWh7juGrSfAW65GWMRH2rokoWuy9DAqvAbGNoz2HyhiW0VVk3KJQutVirkBa37y8O91YBvk4jkiI+kqH8X1dLf6Dwqinhj9lU30MXFPLdRcDA1uLVxEGIHjydxhDtoQ+JtrQ5JE2bj239puqBo7xrykCkbHQWbIwzR0SopmB1CE3usKQxB0XJZmfI6SYC0SBbG/1V0u9adyGfcVVeirlI3QJqtNQOgjo6S1yZNlZvCMIY3hST4mQVIabIwvPZFpFmmMPjCUD6qjZrC64m3hlp7+1gFS91/7m2+6ExpFpsLzUTlBaUI/i/PBdbWMI+aEiPI5gVXUXA8NchK7ODpJY7wUtQq5uy4RjJm6DEU9bB80VEbLiNbg3QuDlEa1tBnE7K1o26jSyu6VnpttQFpHAzrjpIyUQNiItGoF6VrzbCmMDauxbZCpXTa7f4/bW4j7rD5DVd0L7b7vQOpxKhYMkrlOusnBWOtayh0I41S/jVocz3869BTCBUfDGEUFCziWjPeCFprFEKLvXKT2BBj0D4oilhEqmkFKZT2HfSA0qw1DKt7GxvsYMiClu4QwSCiii4qa/i0XOfLZP40abtD1uctGkFsoGBxkeWuNUFRoeMRJSA8g/oNDCPk608bY6F0NRldPkdCGYVoQTryDFuKjjryxehoOLsfHBaUUbONwc+ZRFD9s3aLPgqdAq0wYflufxS0Do9kaARIXXDVd1MUi8u4y65xyH380gj6/9VNNC7W4FCFUGcWV4uM9D2EJDoaXhv/JHgVSIm40IyjUOKiY6f2D6RwrfEhWJoHSB1/XKdLjI5OHooYZSHgmu4BZJFSZDiEtSlGmr58i0bWbVgVbFYhsD1mEwXXpQZF55L8JI6lKmjJq/NnXmf1bV29LgbQF8WYThNFUTvKXBJXO0o6KPzMSmkd+ghjQ2FdMsP2UYQS0Fh3qvMBoUA0D5DSlbhjBWk4PM6ZABaRRgtK2f/CR9M1BYuVAQ4XjZfSFyZvz6c1NS46Gsa7iKiB74IwjkuuWCZ7gRgs5QOksXCGFpHSGGmKhdblM2FXLCjNakrzLb5KJQUzVfXfovjxZYCUBEJxDgoeFhTtHXvY3w0iQBzhFdKSj9wtOkoP9EuvKXQ66+F4Y81IyQyU6ZhCDYSNSHujWXT/Fy1vWJVUc+3whS801nq7CdRh0sIjZt9P7QgJBevuyZY2NCBq11BvDe2s96+tVcqv6w3AtcxrqLjcGqBsyAt6L1iZQhcsZQOk7jG7oV7G/+75sPmSLwTAWkOk0CgA7w7jRiDziEg2ccUfGTwSWmxrIzAb2S7AOYSCEhS9KAkI99HapV5Yqh2SJixm2Dc66i9DKW0BhTlNqI0yOvTDhRLQ8NqaGWk9T01WmQmcc/HVlCkEQKpGlUa20AwNkPqPxgVIackow0ISJoVbLzTUc6JdBdNpKEytkLrs6x9UUThKZZDShFAefPE3LdaO+jpSqEkp91mcpzdl+ah/AUD5mKeFe6hgHiBlk4WDLATgwqTKRXJD1hDW+tpRgkMVNyLPC+ZQXK0l8JTUGTCC2CkiWl/MIRI7uIsEhJeoEfLpA5ooXPauPjA8WQdoP6cX3in2SmY0eRjFoCkEtFWmMIWhfCYBj6QP3W26mSw0cWSWL3TfhH9V43DhO8wrSFk7qEnwlm5cnBz+kqwrNZnC/8aNIGlC459T4ctn/BLeVcnMBGWtNbCT2xJMofeLxBROnq+OdmCThaMsBFLKMP76BGvocBixl363bPqKSiiSb4f/1jr1KcP8qwe3wqHY2wuyw+JFNLYzVyXaLAHhEUXZgzbeOthjPBwsF95ceDbhYHSUZapWKkZH2ZIZo1wKKcNhqH/xT5bom8K6pzB4wVQ10wqQ9gtnEGKkgO8vdBY5WkMQHCL0FJbfAHGBVTNGzw4qzSz/ts01wpXAKPciBkt97ah77Z+AiKxkJvYXImKMmEId0n6aVM0YYPLPnneALBzhEgtRhklLaxgipSBx0fibFz1i+sbib/dImq1htjYjEG0jyEy7yQtKUPTsEhBeDY03UYxHR/3tck10FGlCRNuHBEtXOJr2OjT2TWG0fYA2gO/1Jq0UbIA0snB2bGvESGO+MJSMui8hWUOQvyEoEcvvlqkdVXF7f5Ga/Ktj9vbRWBSURkW/GF8X0dFJTa6PYsJkrFXw7RbOHXriKOW2GPhluAP8ygCpCUtu8xdJWAi4JxVmYVIgWUNEttVxUWspFdyjmg4JJDKMWbRoY0aQm3w87beDxA7uKAHhbto3Tdgn3+ISM6wXrKKjpS8sOgjLt8EUgmI13zhoCrXVhgIP2igUVTNWBacCo0ngtGChT/g1WIhwc6JlMhSHzh2CjGn+vDIWlhTMSlhdUauOMdJU5pr9jNbcyPK1aSb6EzfhcYY+Ukqio85SOOCRyCdxh5UpjFUzPsQZAqQhbMCbQgXFstA9m9CvY6OUZy+sdcMi/Oo0oUNgDhI18Bdbkz0jIcq2EcQeFBQ7eLESEJ5Ue0VHuWELKcO4y93CCB0dzFYtuqbgAbnFFLrUYA48Q6tmigCpzitIKQsxk3XUOBYCKMKk4HCInIi9z16shpNTsA6Etucph21YrQahiCYyL/o2n+rLoqPB/Fmr4Fyg1RbUFAZGZi9MKEPtB0hbLASQVZMit4YVDsEVzvj/v8FgcYcsIhAXT0Gxg/tKQHhc6SWfMa5dakdb2cTscK5kpt9HUZtCVz7q4UTKR+lCM62qGRogLSpIKQuLwhmWhUCZMgSJlCLgEISIaZj7ONWtqgiHUgrGL9DZwfpHQ1eMi4PrYS3FIlInWkqKPE04YaqjoykoGlcfTS3z4a1POqaqmTBnTcFFFrpN1iKFSak1BBDX1kmJwIKIaKcGqUHcnD48FIE4AgUXJBTcXQLCPbXLQ3oHo6Nh8IroaFEyQxsHfWtEu2Qmmzn0UXRMYTiFpj2FQKAgsqoZAxOrZlpthTFZ2CmcYVhojXLLyZAwKWiI2LtDUzg5N1X4vNkutnaUtP+TFFej/Z8OqL/b/pePVFkaGw1j8g9AyALafnQ0usDUU1ibQlo1owk417BQRRaSMKm3hhGHLlgKahCREdF/OcUfKwfUzvBOsfpxnImCEhQ9tQSE51ReurJP7WixvTaFrQmZ8zqw5aZwrkZGU1isuFb3FCLQkVbNkMXVygCpgVYq8g+LhTMsC5GHSa3NOiVosDRtrLjYetAES0GaHay/1TgD3TvCP1bRBTr5SGm5YBsTHfUNFW1TWFTNxABp4zJ4FgLISkkBYg2bOERFRP//D6ia8RrjHzYhkB22OwXFDh5DAsKjq4pGbveMG6Kj4cBOyUyWLwQS+VhrSJceLUyhrwaxMIF80RQaaAUbV/4ErZrBTKpDjUIKkMbFuAsWQmM2oMlCx8JJafc4wBhBdY3qNEwKNZlYvB9UREXZ0tG6cBQEgYgVNLogXLKDMS5aDdDVtOu4GBsq8g8V0oRKGS46GtOKU/YWEXixiCbenVsBUtVgYaqLgQ0R0WgNrTft7nsjOES43fvFZbh84Qp1ugwHEIi9KdiVUPA8EhDurFNGR+va0cUUYL9kpu6jYE1hP1OoQ3YtdtOTMWXVjIHRiAYuqyBFVim6zMIJk1tnM2xM4VBqDUFwiLA9FrU6sWndwt5RBCLkBUHqZVrFovHwOo7KfPlrlNrqI7cqQNbRUYTAacwOIvUsRv4lyLUCpCrMv56F6OMQkYgYCocuf1ENnIwhECPhULQpKGWiFygB4RlE8XZIdLQ9/0JD4YGm0J8lzxTCmrj6qGeeNfSRFHXVTBEg1aSC1CcLs0rRHgu9F8zDpKG1LrOGoDgETLhbjfylXTi5+AUCYClID6R2sOqjUNQUVsvWbLk/0rKauMQMfIthMzrqBiOViULHzgpUljM7XUwWurdosBAxTKoI/Fo4REVEUCiuUd9Lsa2ap6XgssQOHk8CwlNIN0zGBrGwZLODYfzoKjMbTCHtKQyTeFMIi7AGt2+lKKpmigBp0WLvWehbCRdY6ClYpQzBWUPU7tCPTHeZKTzCvvwyq1ZCEATGAdTtFUFROlVdQVMzTyMBsr6eEcWYJ0hzRbEr5QgtpnANhSlEli8sTWGwgwmBbRYq2llR4dDBMm5BQUTsyoPWM+UHEdgauYmCEhQ9pwSE++tInfX7lsyEugUbNsKWky+bQjeyMIUxaqqCKYwB0mJLFiAlLfZxi1U+WdhnYbR9BQvjB/e989ARmYh3tSkgOV9czXD3siySmT+PkNq4goL5DHwRTZ4p5KOpIFxsidbORAsYXgOxpjQiMI+OIuQFkbomeFPYShauYiFdcTuPlCK6Q1REBIHiBrXghx6oRhEIoeDVlIDwPGpFQUfKYQ4vmembwrq5vm8Ki0dSgKuagYcEHyAtWuzjFtpZ2GFhvpdJGYa4KIND5AYxagJsjkYQ+IWPEz9vERfNvKDfFYKiRUMFjYvGqYrXhVNcDJZGvGUb44MsSJowvkUorok35cIgpo0hBZhPnliINgvdl5j5QmTNFQjYI5YeBRHRhRliNHU45dZF1AqqdUpjpFniwiUgPJE2REcPLJkpsHc8Uxgvg5pCtmqGDZA6FsYW+0i7SU9wVaTrWVikDOn3X+AQYTsTDp1SBU2/BbCoHa24yKcG6VQFETWpo2mVko4HS13hKLvdL0ya1ddkEdE8HApaWUoDpHH2onBGBdY6FsbVtwMLwVpDcDgER0RWp0cgjklBsYMnkIDwKDokOrpXyQw7ZoMpXFxopmiloAFSWjWTwqHKxi2RhbFMhrKQdtmPs7BIGUZr6FGXu0NQBOa1o25X84tNdi2vmmlQMB7Vt4M0Lqqho/krOhfpz7fzNpg8r6JeBlWakB4IrjomOrxiuy0R6K154GiLhaBhUgD+CU15mpDGS/3pCou8pqdioFxlNdKEglddAsKzaTzCuXjsYB/FKlPYfzZT8fD64vFMfkweIK3XXYsspMvNUBYWRaTL+UL3JCDLWMOIQ5BgqSsrBRC7KVplMsw3UBm1Kk3ozqMyKFYUZIlYpAnrCtIaRZtF04RGgeLQRUddc33RTV+bwnAI8gBpHMywEL4EtAyTAuBwiMIgpuvco6eiw7/+KbYWiAoFL0gCwtOpHx09pGSmNWfRR0E30hfF67p8lDOFzElTgWgeIAW37hplobGqKJxxLAzLygyxEG7VsYY1RO4OEW978bEY8YcToNgR2/9XFo5qhcIattdaQ6OO1DEy/Fx4U8huaalODdav69QgORZjOcKsyz4kC0sWFuUzAKg1xAIOw5kP1cJXtwGB/aMASF7w0iQgPJYO6azfXDJzAlNIc4cjAdJ6Me6YLGwVzkQWQt+Yzc0RFqYVZAIa202EHocEge4LSnHR5BRbX34jQZjehnBoq7l+0Q4WcVHiO0sG1/m/tZ344DorTBVorRWHNXKEIQ04ykJQawgOh0ARCK1R1Efj6F8MfZL1l4zZhYJiB08pAeE5NQK8xZKZVh9FOMUOpjCs0N30ggsfQakiQNovnFnFQrKsWgqTTmqy1vcgpjXVchwC0O5dQUT/mct8Ifk4+cCi/70ygqjcXk3BllmsGMlU0xRXkl0q6SCcqvtvAb96jI9/kuho7KMIC82Us5EcIe2mWGYhSJgUZSthwiGaRCQf+gAtRlkPQyCEgpcpAeGh6gc8Vw1eWzKzaAqLXWtNIXkkRUbEtVUzNEDa6SzssNBao6yy1sIASitltFXGFhnB6AVdRJQ6xRKHPhc4wdEuekQAxBcu34xq/vm3iXnetA1SkNpBWi+aGUTaUdeoKa1+K/i9RaMFbT0cF4tAZC+WWQigsIYgkVJUOMRwEemIRrKMiwuHCgWvrgSER9RIdHRVycxaU5hHShdMIV191FUyhBXawr0st4PUJq5lYd1Z2Gch7akwthkmhYLjZZ01BHGHtI8wNVHowD8HxZEfR/ZYwSwQSl77UlKWgp3JKSbTGQkdldIRbxSNi/HMvopuwo7qnsKiaoYGSGOmtpyEZyFYawgOh+AItIjGtfU1BxtBCAUvWQLCU+uQkpl6y46ZwnD7Sc8p7ARIkdeIhuDnEAtnlJ2Fq1jIhkknBWuV83x11nDyTyZi2uqB3CM6TQCxhvxPiut8ZxEIUvNSULBjB+l3WxnELC7a7scfu/Pm5aBO9fpqxSGduCgqU9hJFmKAhWjgEBUR0xXuU0e67AKHzyUUvGgJCHdQh22HmEJ2++GZws7qo3qhaqYZIG19RrbKv15o7UAWajWZkBGM1tB5QdJQ4bKAOmucyJ9BUYdGF1cc9d9PWS+TIRDECIJYPeS5wyIoWttBf2weF82ImPnCrPqG/eksKi7AXaUJswltZQpzL7gQIMUCC9HCIQaIuE2Dj0/aEYE4gILjCwiIWhIQnkGr0orhkENNYX/1URXuccgBqYFoCkm9KKmpWUgW2pFk4WYWTpisf5YTYw1paDR00wdApgVlMiKi4N/AvWmpoTAzgiDhzREKUjuY+ij84Mw1bvCCh6uwhtRaVl4wBUgHWQhgEIfI0bUNiqueHTjsOIWCV0MCwovTYMlMS30PyprCdtVMuAyl2LVm6pTh5sKZtSwk6cCmNURVRAqSO/TxUgBFcz0w0kqI3GnVK79Q4KGKjoJU0HRW2Y5zehYiKyJF5RE1VOH/ClN+YAYxqhUdBTGFbIB0hIUAKmsIFofg0oE7PMi+rd0RCKHgBUhAuI/WRker1N2WPopiS9VrP2QKN1TNpF1ZgJRAUTFPsd+LhVrBqCwdGBiZrCFdYiYWkdJMITWIAOIuIG4B0OsmrIOW8bPHt3V0FCSeWVCwYwfrU2uoOi5aXlJFzb2cYtF3AQqzigBMBjKbimEhgIY1RP1vhTWIu2tl0vEUFBTtKAHhJWqzKexnCusxI1Uz/QCpZh9M4cG5JwuTBbRVKakzfKGaNHi7rK2eko8aRLL0dkwNTmlVnbGbFAlappJOEASiMoIINS8uIoqUR+SDotEOFmUyCqo2lDU+3Qp2I5+lL9dZWC0r46euq0YXTWGcpMNCdK1hGNA0iAfqYhEodnBHCQh305FKZvJTLJjC4owtU9hvpWADpMVi3LGClPbjF8lCbpG2LSz0Ac9GmJR2DfqsobVFpJQmAsMtuw6NakQLqIClqtHwuZq1o+AQiGAEkVJ96yjI2sH466GVqm1fKxzqx4/dT10dKYdAZg3uap0a/hw0QIp1LASLQ+TcOgSKm+pOhYJXVQLCs6lfMrNoCvvloyNnZE1hHSDttNjrbA3Saku1Hjf7qKY+C6EmA8uGSSdMGtYwTYRZpDTiEChbCcvQKJAvtEbQWH//jdAo+OhoVkeaiBisW01B9qTlNQQ72IqLqiplSI8dOUVHTUuXF8hE1aaQ7Co/cIuFyMKkaOEwTlJvLKts9gkXr5tEKHhpEhDuqVOawnrLoinMty9UzfAVpEvJwnJLVUQKrPCF3sNxKcMQ3gyrzwS3F5oIESKoGQ7r3gnSTZigCGBVdDRv+yuiozwCQZKCSI4wUXDRDmruwlQjrUguT3Xo2JLlbB9Vq18eJf+aAdI6XsqyEIw1RB+H5WfZuaR29WxCwQuUgPCc2ssU9h9Jsa1qphMgHUgWki1VEanFUE/FpCYLy6YM3a4iHEoLSkMTYYZDxz9qEIveibxxYig0imZ0VOVv8+xgjjqE8OkqChZ2sK4XJVcVAq373UPreplie9E+0VHLWSJnIUIpKXhrCHKq4xbO5OdaocPrYoSCR5KA8LK0zRS2Dt9cNTMSIGWThbSzMG3ZxEIAIylDag1pQWmBw5g7BFL6EACK3gk1AYhcjN9VHSDl2upVsUvXppBwLn8xRMHWjzKcNwEvknJH+LVEgqK8ceybQjKsTBaCsBCcNQSDQxyTiNu/TKHgJUtAuLMO7KOo9h7XFI4ESNluCpospGUyxtqiy95vWcnCmBrspwypNST+jy6xTTvoo3dMBhEAjZq6r4vpnWCe1p7/IKpKmbK/vkIg8joaJl/I9D+stoNnUVEyOjA+C5BimIXgI6VRexHxoO92lwYJoeBRJSC8OO1lCtlWik4FabYx+L9mN0WWLMzKZBxECzoCTHNhi4WednnKUCsYt2QMZw0j8GiktMBhaBZMBtERESFGqokdBFCsuNb8WZDbXN1iH/kXBxelNO4QJl9ImiVGgqItO5hv9wlChfS2/+kOVz86ypIP1ZZFFoK3hlH1JXT+ke35nQgFr4QEhPvrNKZwWytFS2wGMQ+Q8slCWjhTFJGWDRXeR2YsBFs7gzpMqvxqbZw1BFBHSgsc1n2EGREBCkUQO6iJF0xry7HliJSIIeaXY49HIOp84RIF2z/J1UpcBNN6wSpfXDQ2ETLdhFGt6Cg9ENzbdNKchSApwzBgEYdUx/8LYKdOeaHgCSQgvER1TGHfLx4eIK2ThXGd5SJZWBfOVEWkIyy0dU+Fu1TKQgDdalIUkdICh1rBkEXXENrnKRHhHsBU2MH8j4epfUeiDQ9cfz3TUNHMF3YpGCYctYPxN6H9W1N8EI7xJ7kX9wOkyFkIzhpiNQ6Poh0XixEKnkYCwqPoeKaQ3V7TcXOANBvQSBayhTO0iJSyECRqyrIQsSgmsBAATRlOgG1Uk06AhXLWMEZKaxwC8KU04LsmSB+hu56QLIS3g3RxgOx7rrvXc/ih4h/yeGlhBBG6LEJktWyWaAVF2ctDCLqCNE7EuGjrkF2w108T9k0hDmMhzofDfddLEwqeTALCC1XBts1VM2TAQQFSmixkC2faLCyjpkDZa1+sOwPkKUM0q0kBFJHSFg5pIJQSEeTBFEgLjeathBgKpHW6CdFAICojCII65NUx4ChIz85mB3sX3E4T7ht9ZSOijZFM3ekiC1GFScPI8FM4MhGPsV6oUPCUEhAeS/uawvZZRqtmihONBEhpgQztLKwLZ7iGiiYLmTpS+JSh9oHYRMrJPZCAqyaN1pBGSkG6IyIOW6lBT0Sg1UqIsYXWkJfMZMlCwj+0EYhgBEHCnu5wloLkXGVQtPw1yMtk+IvnEoTFVBl02/foxdb7anw5ug6Q1tMWLETbGobxRyHi8dbLFgqeWALC82jDQjOHVM2sCpAOdBY2WYisoSJjIdo9FQBi+YxHVyNMCsABz6+mbSOBQqSUwyECe9LjeWOaMOQFKRRB6mI63YR1KyFyYCyXzCC9LsKh6FKwTg3SC6DFosXl9etFizDmCXoQozpr0zgdyMJw1A5EPOrzIgSBZ5GA8Ihaa/Lq8WurZrZVkLZYmMYzhTMbWJjXzsCxjdCOK58BCZNqKGOtt4YuXkoKSrWCsQmHRbAUQG0Q4eKfXLGMu8KiWGaxm3BFyUwDgaAFpaRGtEPBeJa6RiYN5uwgi8PSCLZ3bVaRPhw0hcw8HAvRCJNWx5YTt9B4ysckCQXPJQHh2TRiCgstVs2MHMsmAhuHFJ2FReFM1VCxhoVuToTnVNBnNgFMmBQKBmWjIWmiKHEIIA6gi6uBEhGHFss4rSiZQfa2RiCCEUTM4dGqmeQOU/6PpgbJz45ZU40tk3Fx0fziezHS44nFXidACo6FGLOGtc7+XECh4BklIDyudjeFG6pmdkkW1l32fENFCJ9igIVAKCWlzq9IGQJMBQ3KSCng+yuA2H2fcocA4pjw0QFSGmPDXeiQYhk/kC2ZqfiHiL0GAlFXzVQUrFODdVCUFouST1Ntyam5CL9tUdMNa80sbm+xEGPW8BIkCDy7BITn1JGqZgYDpMXbERYWgzvNhR0Wwh1bAzK0VYCkDIGmNYyR0pgajIlDJAiFfgkSLy0XV3PjKBTj9zhcLEPOmL7VYle16FqGQITwJggpKQXDxsQ5SsG6UrTOBfJbGvwr8o5hY/WpB78dTnV0dNEUYpiFuAo4FAReiASER9c2sFGtrZrpXgwTIC0udbyIlDZUFCyEgxnHQroeKYC6rQIkZRgGMNbQXXDsryhw6IKlqbIUqImI+ACKHIqg0dGQF+zEkGvvwq67RvmHCoEIRo2OpElBDFAwzJyFQGPvIL2kwg7WV4vDILevlktpGizEBeNQKHg5EhCeWYOm8DQBUiyxECEpWDdU1DHSmC9EsIAI2IsszFoM0QuTIreG4WkSKVKKHIcIgVDSaIHYeghgQnriRAFFVFxcpXrFUTT4hzYCUYVDETJ/4CgYzpKlBosQaG0H6WtFjkrXX21cmzIcfx5ToU4nBt9u2GYhtiYOjyRB4KVJQHgKHW4Kh080FCAtSkMXC2daRaSDLIy99gz23PXkKUOQPkIA2kIrZWCpNYxjXKQ0thuC4DAPhCaDqOOzBmP7IIEigMhFVC0TfRUNFVnUscG/uJGJlxIjiBxyrBfMBzBB0XBqgsaixHTNkmwspQYxuYGLiwFSDLAQ57aGgsDLlIDw/NrXFLIB0gOThfSS9mJhqhqt84goOysQsoaxOhTIIqVuWIFDAFylDA2ZooYiKBcB2jLRijyz2Kjb6lGVz3QQiNwIgtSzdCgYT6cIDguDGK+Z+EjGAsarrxOEdTEqckodosUoaF99FuJ8OBQEXrIEhCdS3xRuY2FrVwt7+eR8snBlEWmPheEjlCwEawFJ7JR2VgB51hBZpFQDpoFDV0rjTWGeF6REBCmQSVAEirZ6p4UuQvr1LtSOMlnDAoEIGUEkR6iKOGpNQVoOQylIXWCGRsUzsrjgQzoo+uay002IyvaNmEIMsBAES8cmovDvSkhAeDrtHiAdqY4ZSRZuK5wZYCHTaw+2lBQLYVKgXIMGWMAh4k2TGMRWpQyFIkhdTGDzxsJRlLWjCXjI+YcKgcjxhsoIFsMK4LGpQTYoymYHaztYfxxgNxe4WYewMMxwFCIK/66WBISXouMFSEdYSE83WDjTYiFAFxfNWFi3VSC3gKjKagCmoHSCcivCYBiHOqAuIyL4SpnIRadthaPIKdKsmsltYisWGk9BKVgNK4FXpAbjBdRB0Y4dDNtBBxziERfVb6If1DgLw4lofHgjFIV/V1QCwkPVqTGptcEUHjtZ2C+c2cDC2F8IkGZBAABtMUTGyzSYD58iKyhFHilFhUMoZWDDs3njEqPh8xIigoMiSi7S735UWY4QJRFZ/oEgMI4pmgtpOBRjFFT0BRcULV4UdnCXAOlefKgziL3i0pUsJHMWPrjXmCG6BhIQXpBWMbU9yWiysNh4BBZmIdCixbBKGRZh0swygouUOsKxOARSZSkCO1tEBAtFgFaQrlJZS8IRkaQJE9VQIRCcEQQTNV1BQRoULS5m0Q7WqitlRipOT6bNLMwmuaRPJDqGBIQ7aEdTeHiAtD0zHw6lW47HQsQQKNNi2GYe/NsCk2ATh2BwSA0iKiL6KtMcigX/YoHMSB9F/TyKrFcvi5Q2+RcvvjCC4MtnFB1ZU9DPTyhIL4zDZP6JSiKS09UfP4sunk798OkuLBRdbwkIz6BzBUhrFnJbes2Fm1nIlpI2wqQV80jWECRSCpI4dGxzuUPtsRdWAycGMRIxPWiigmL63oq7Z7uPouWBykqTPP6ZbyktICoEgjOCyGGGhhekZ4nR1FZQlAK42HgW9WtH2THlXmGhqCsB4T7aJaq541S7s7Dqr9jMwixlCC5MCsK8ImuIGoe522sZxNQjEapATbht1lD023M0Uo1E/1ROQf4JTYR/YAiUIZC8Lo0gqKVr0ZHMRo+NA7KrzQmaXQ+xgy1reIESFoo6EhCeRycIkLZYWI/fkYUocIVEpMLzsWFS9MOhYRca7hAcDoNB9IegiJoiHYv8kYThwlE+lXBAOqdDtnpLFixtWkA0EIicUgXJRigY+yUK4hbOrwZeXzxQt/rIflv9BlMIYaGoLQHhblrr5I4dIEWDhf2Nh7AQw6WkSKQESDWpIXM2gVdP0sBhdHgtItY2EQCUw3b6Gt1TCfuPJEzfuWLuxTX8UPGPDhtEIHL80JIZtClIT9oPijKfbswCni2KuiRhoYiVgHBPnSBAum/hDDaxEFztDJzhWx8mLapJoxaA198b7sTUIKIiIjgopu+5qI6pAFmonSnM3eES/8AhEIRzIBhbBGRNwdov0gvLd6EeVnyQEcsY95FzHUUjTYfCQlEtAeE5tSFAOjbtisIZun2QhcXbYvAiC0HCpCDWkKugSdQEbb3HEA5RGMSKiGhA0alAY/iu1qlMs3Ex0lYRDYUcGpwrt1SdEqgomM2WO7z88sphi3Zwr7horc1t9fxswkJRLgHhztrRFLa0aAqrS1pmYT14dxYCPmVIw6StCpqioJSMTK/dK3A4nFT4KfgcZbNYFA0oxu9j88OYUMUYq/5Cnn84DIFpb07B9rB0ClSvW1qbQdxdrSTiIDKFhSIqAeGZtc0U7lU4U2OP3TjIQlAPx5TPLIdJEe5uI5HSDg5RGESUHhHEJlIoTi7GS/soliKiLTGxxMxvNYtIkeMKLL0WGRkomJm5LgX7QdENgdAR7ega10pYKIoSEO6vfatmxmc7Owvj+JHymXCegnBlQSm1htVgoIFDJATGbsKwI34LxP8lKLqzqPIH4lc3HVajZIaBHyr+oSpaKbJ0q4xgd2R5rj4Fq49TvOXtr2oMuAQJC0VOAsKj6AQsZA85Lwvh62V65TOgAOOsYRxQR0pN8p1AjsP4Njk/ZNtJUQz5Mjkoom6iCN/IYB+FLhnhztAMkxbAq7escIo7UbDxubKLBP92Wcfm4aqEorBQBAHhldZIA8YpWRgHtFKGYFoJ46mKXGCyhsgjpSwO0YmF5sNQszMf78dwN1IekESsEfTnKgwTXW6twT+sQSB2peBijcygHbwSEhaKBITH0mkCpCOFM52Gil1YiGDv0E0ZAkyYFJw1RB38rHAYRfEJFnJ5yJTuomWimVN0F8PeHAnA8idYLdz6y+XWuo4wTtgyiwUpO9WhIxQsP2I7KNrhJTir14+Ldr60kercftP9KgkLb3EJCI+oy2RhJ3y6jYX1FjZlWOwN3GKtIRMpLXDI5g7BQc5toWCLgwv4Ve0TCz++cd9TR+p4R9imY8ssUgQipxcbX215wXIXmrs6H2pEp7GKG9othIW3sgSEV0mHsLCz90gsRDdliDwKitwaomH1+jjkjko3RKZepuEU0949boy16yru0avyhcgRiGEjiJUUJJeH7tvSDnYMYkeXEEsVFt6yEhAeV/uawlUTdmjX37sXC+OWxTApCLHyXkNLkYkGDtFIHyIziBwR0YSi06IpHBTjCDn4geMfGJ4xCEROuOKoMpg5QMFGFLT5iTq6QilDYeGtKQHh0bU7C8eP2oWFCMkwloWoEoT1liJMioY1RDdSig4OYT0Sqq+5JiJyn9eplylmOEQ1CValDFsIjFuWMojojkl7+xSsr3atHaQbj03HzYvRCAtvQQkIL1F7JQuxBwuRkY8F5IowKRrWEI1IabiWZRyiHS9FOwTahGLUaaKjiynDMQSiQlqHgu2alxb2mL1YimqOAG9xxDakbZaw8FaTgPAUWmsKN094ShbmG0fDpPGoZrlpHikdxCEoaMM9kyUixqDIDtgs9j7Owg9j/EMbgXEMGw7FMAVLgtbXX9vcYTvY1161oIdIWHhLSUB4Ip0sWXhgcyHGWIhuyhDtMGnYstSMsRqHtr5ls0Q0yF7nMUnmuzpSvQz6JTPk9eEIjCPrr2gtBUeCoq0PNbL9oiQsvHUkILxc7chCVUX4DmQh3V6nDOk1jFTQoMXLLg7RLYqpQ6Z+ZPvOxn7buzhCLNXLoAG/cvsSAtGIhaIHuZ5TbGzpUbC/sdYlI1FYeItIQHg6bQiQXiEWopsyRNsaYisOSaNFaRDBhUxBymr8Z1n6aZitBResOrFEp3H+oY3AevwY0rZTMPsI3MZCfTu4Y1x0c71MNomw8BaQgPCkOgYLxw88Kgvp9ppYGMgasgeO4xDk87JERH6TLaDYSijuq/oUnTVI2VJSrEEgjkbB/oeqPshBasHsZKlEYeG1l4Dw1NqdhZ0Jt7EQbeaBt4DZdjJ+izUsDiyHNYOljEFEScR8O7m9FlD0Y46DxvpEpS9c4h/GEIge4UYwyZyXzMxc/AY7qMq9Fyph4fWWgPA6aF8WFmM6rnFVmBScNcRSpJQfVhXINAwiT0RUJTD1/ZdFY61iDe6RQ8D6wnzLWEEpN2C9EWyM6Z19MSh6DbKDtYSF11gCwjPolMlC9tgNLERgW71rMExKr6S/cRUOsWQQkRMRDBTLTFLhF2ulj9wg36KVZGpnOi32HP/omEbgtN4yOKx3DSzwWhQstMFh75ijPVzCwusqAeF5dJksBLnF12M6zAP4MClWWsN84zIOsWQQkRMRS1AEx0Uqem2L6t/E161B2hg2iEBk0OoPq2fj7d0IBQd3Fae+ZAkLr6UEhGfTJbAQh5XP4ABriNzetTf2cEinbecCk/pQBMfFNNimT7FKrQnZ2aqeiub4PgLBkWwJeL1jMWz72PG760pQU3RVJCA8p87OQoyVz7RYiAbzMGAN6fWsxSEqzzdSHQNy9zTkwsKWJuf8sWP5v47a1Y81DpsHttOHzPh+LHRg4zIFR7aj+oyDdvCi4qJRYgqvnwSEV09nYSGGU4adXR1rWG/nNmZAXZ6EIyIqm4jKKYaNqfwVu6rRb1BquIKGP2TQCLZmOB4Fr4GEhddMAsIza4MpxDlYWI/ZFibFMMmahi+8HjGIWCqNKZxiGjZ8+zZLlTUtjXigTgUNBhCIDGytwYszYNX2RV3R7GAhYeF1koDw/LoeLESPeUATk0PusLG9xCoqIha7kKOFrYtpoZHOSXXgOims3dzGP3oxrUNWWUlsouBedrBjxAfBeezIqrDw2khAeBG6ZBZiqZQUeSwUK7OGxXVuwyHaRhMVEcFBEUvlMH1ALurACtL61IsWED3UjcwDdvv4rnpvPQAHfKWXIGHh9ZCA8FK0jYWHTDvIQiylDNkBaxOKFGBYg0NwROxkBGsoosFFBDSCO2SzVhaRLowZQWBn18VS8HA7eDIJC6+BBIQXpGMUkfanbbEQe4RJMRwpxSYcYoCI3N6k+NlZLqILrV3UriNdGNlbla194EhMFTtRsNZxv8qzSlh41SUgvPI6BguxNWWINS35GEgcYsEFpl3cgTwR0YhztrhYHLVBi25ysHmgw796kmE68gjkTje0q95bD2Cvir28qyJh4ZWWgPCydKRkYX/mVSxEhTpstYbF3k62D13mLecCyRa2X7CT/6PfzG7R0fYuvnaG4cooAou9LQSiC7NxQI5rGwXH46Knp6mw8OpKQHhxOhcLsTVlWA87vMQGS4HNjkEE5+1qm5hfAB8axZo77zaNd9nXg8f5x+3dx+1xab8hO3gtJSy8ohIQXqLOwsLWDK2UIQasIdq0w2rvuGwQwXm7lk1Edcse6aDfFh0dcSetNoNNFTT9vds5txcFj20Hzyhh4VWUgPBCdVQWon1DHw+TYsAa1mP6tFscwOIQCxawOaYaydyFqw+4g73pt9ZtrqCpxxwPgfWAwTH1RZLBu1nH82YZhYVXTgLCy9VmFuJUKUM0WIiBSCkOxiG2EhHdzF/xtZxmebBx+LGD11eZ1ic6MwUXdSXsYJSw8GpJQHjR2txceLzyGQyESdmRe+EQbYOIJf/HQhFdLtbHHqhtFaStA9ciEAdHO0cQyA7r6ypWivYlLLxCEhBeus7IQqy0huBwuEsPBhayjz3UtSDXr4jhcqXHulOvLSJlD1nstcB6n7fNCLLDwmBem/842DbbySQsvCoSEF4BnYuFnRlYa4idIqWdMegaRHQ9ItZFRHktfp8tHb485viDio5EuCNRcFFXKyhaSFh4JSQgvBo6NgvRLZ/BHtYQu6GOnwpLHhFtKIIjCvuF7HtT3jtMelK87UXByzFwR5Kw8PIlILwyOioLF+c/3BqiESnFTtRE1yOGwSvCoYM3aPZL23xz3xQm3citRjHLxmGtkTiMgmv/8rhMrAoLL1wCwquky2QhDrOG4yM7BnFkJNpQDEeVGvzSBkbx2vaQpnDsKIr2dXjtfkdep6TgJUtYeMkSEF4xnZ2FWG8NsSsO+yPRICI3vpcjDIcvq/WtHuuBTWs4tHuQc22B6IkjopdpB6OEhRcrAeHV0yEsxMEpQ6y3hmhHSrEH5EYGowtFDOcIax3oWg5ZdAZrcLVq8CVQ8DrZwShh4WVKQHgltZmFuDBr2Brfh9yqwegewh4YDt+eIxw/nNXS0jPrDmwHLQ9CYHfmno5EwQu3g1HCwguUgPCq6uws7M+zCw5b4xc9X2t+9ig0bvQsHWsdfv8dWbymP2I9qA5FYHfynm5ZL0glLLw0CQivsE7DQiyFSbEpUor1OKwP2RoFzdT6bIOLq3V4ecjybItHbkLUDrzsjMf5KHhV7GCUsPCiJCC82joBC0fOssEaYgmH7FGbD3FqhEBLrfpC91qMdHCWDfzrHLUWgUtn6UkoKLpYCQivvA5kIU5lDbESh52jRkKgnXO1jq0nKbTLH/Ab7tmbU4adY3ekZjiqJ2FVLTGFlyMB4XXQISzE3tYQx8Ehe+DmpCCq2/1IRvBk9/LjZQ37Bx7DCGKYgregHRQWXogEhNdEp2QhlloL+rMt4hArDeLggWgfjgYDButlDtGqyOohicP+4dsQiHNT8BpIWHgJEhBeH40gqqPxMCkOtoboUg1bDSIGgp+DlTL1bOfSyBUcI3Y6cOCCxr3akRYfuCoSFp5dAsLrpkuzhjgYh9hERAxAEdy9/rw3pPH7+iKkN/Nv5DKEgvtKWHheCQivoQ5nIS4Jh+gaRAwQEWNQLGYrtO9datstfNChHoLAgcNHLkAouFrCwjNKQHg9dSALscYaDp5uEIfYahBHZijm6UzVmfzEGg/PHphBHJth5DKEghslLDyXBITXVqdnIQYylCN280CDiPyGvjYLeIICmb72LZ8ZnPPECByc8PCziEQjEhBeZx1YPoOVYdLxM+6IQ6wJdY58ER1m7MjIoy46s+osuyAQp6LgtZeYwrNIQHj9tYs1xFlxiOPk/9Z+KWcsIl114l34h4tE4K1gB4WFp9f1/606kqy1SqkHH3zwLz/3uXNfy5AOZKHTOAs3nHdw8vGPscHAnf728//7+tsBfPK+T9ONu68+s3bmYyBwfNq9TnelNc7Cr/+GbwCglHI3pWNe1LWVOMJbRYf7Qqy3hqvOO/y4RK/FSQdjp+zkhY4NyM13rx1LacKEozpxLPSWoiDEF55WAsJbSIenDJ1WFdGsPe+a5U+BTWm/DU7xou7BayO0uyMQQsGTSFh4MgkIbzmd0RriaDh0GvxUh3PxxNqWm1xTU7Nq2pOGQzecUSRaKwHhrahdWIhT4XD8FONR0/wsl9VBcWBJzsqymlUzr74woeCBElN4GgkIb1HtFSbF+kgpyN3t2ETEpvTeCTooilOcEn5Yz6ezIHDbea+fhIUnkIDwltYZrWG8AKzh8Voi4uCWieoCLuLWvHWFtg0n2nIqoeC+EhYeWwLCW137WkOcBIfYRMRwrkxX5e5yIBOuFgI3n10k2iYBoQjYzxriYBziVEQMJ810OVzchQMnftStUPB4ElN4VAkIRV47WkMcgMPNV0LvwtvOiyvYR8jq9Mt47rhkmlBQdHoJCEWZdrSG2AOH2MTmXaCYX8yl61yLtggCTyYxhceTgFBUal9riMNwiMOIiCNA8XJ09uYEoeCJJSw8kgSEIl77WkMcjEMcTERUN+4rx8ULScLt/uwIoaDovBIQipra3RpiDxxiDyLSiyl0IXQ8xoOKDueNIPDsElN4DAkIRQs6Hg5xMUSkat3rjwrIoz6fby/YCAVF11UCQtGQdo+UOu1iEHEcIha6cs+S3REzl2lPRaK9dOX+dV+WnvjEJ577Ek4nBXWkm5feNfsV/9tpyiumHT++3vVHQ3XL/nR2kZWHDu4tcYSidTpGpNRpr3hpVHG3PZ5ZPK+OAZXj/YEsCBRdoASEAGA3JZ+3HRV17333HXL4eXU8HOIIRHS6Nlw8HkuuRKpSBCmZ2VsCwrPps5/5zLkvQXR+PePrnw7gzz/zwLkvRHRV9fXf8A3nvgTRZev1r3/9Pffc8/DDD//Jn/zJq1/96g3DWruiHfwn/+SfHOfaRbeErLUHhhZEt7jir5D8IokYvfa1r3344Ye/93u/94477njDG95w8+bNl7/85auG9WewIpFIdDE60Y1VdLX02c9+9r3vfW98+4u/+Isf//jHVw0bmUEcoegQyS1MdKDkV0jU1DOe8Qxr7bd/+7fHLd/zPd9jjHn84x8/OGxwBgGh6BDJXUx0oORX6HBd2z7C22+/HcB9pDLzvvvuU0o9/elPHxw2OINIJBKJrrSuLQif8IQnAPjCF74Qt/z1X/81gNtuu21w2OAMIpFIJLrSurYgrKWUwkBhVWfY4AwikUgkukK6tiB88MEHAdB8nnvtto8MG5xBJBKJRFda1xaEd999N0IK0Okbv/Eb53m+5557BocNziASiUSiK61rC8J77733nnvuecUrXhG3vOpVr/roRz/6xS9+cXDY4AwikUgkEl2oXv3qVz/66KPf933f9y3f8i133XXXzZs3Yy/Ee97znps3by4O6+yKkvYJ0SGS2nfRgZJfIdGCXvOa19x7772PPPLIJz/5ye/+7u+O2ykIO8P6u5wEhKJDJHcx0YGSXyHR+SUgFB0iuYuJDpT8Ch2ua5sjFIlEIpFoRAJCkUgkEolEItGZJHEt0YGSX6HDJY5QJBKJRLe0BIQikUgkuqV149wXIBLd0nIL2IpEItHF6fWvf/0999zz8MMP/8mf/MmrX/3qDcMGZxBdG33FV3zFe97znvvvv/+hhx769Kc//ba3ve3GjfSH5uMe97j3v//9xpgf+IEfaM3w4Q9/uHjm+M/8zM/EvfIbdSvomc985u/8zu/8zd/8zZ//+Z+/733ve8xjHuO293+7qOSmJNpHr33tax9++OHv/d7vveOOO97whjfcvHnz5S9/+aphgzOIrpN+7dd+7c///M//+T//5//oH/2j173udY888siP/uiPul3PfvazP/vZz/63//bfHn300Q4If/d3f/dXf/VXv5Xoa77ma9wu+Y26FfQ1X/M1n/vc5z7wgQ988zd/86te9aq//Mu//PEf/3G3q/PbRSU3JdFu+uxnP/ve9743vv3FX/zFj3/846uGDc4gujZ64hOf+Bd/8Rf/4l/8i7jlF37hF/74j//Yvf5X/+pf/ct/+S8BPPzwwx0QfvKTn3zPe97D7pLfqFtB73//+//gD/4gvn3hC1/4kpe8BEu/XVRyUxLto2c84xnWWrqm6Pd8z/cYY+jzmPrDBmcQXW/91//6Xz/60Y8WG/sg/MxnPvNv/+2/rbfLb9QtogceeOANb3jDyEj2t0tuSpslVaOl3HOX7rvvvrjlvvvuU0o9/elPHxw2OIPoWuqZz3zmd33Xd33gAx94/vOf/+Y3v3nVsbfddtuzn/3sP/iDP/ibv/mb//2///e/+3f/zuWB5DfqVtCTnvSkpz71qQ899NCv//qvf/GLX/zLv/zL97///X/rb/0tOqb/2yU3pc2SqtFST3jCEwB84QtfiFv++q//GsBtt902OGxwBtG11Hvf+94Xv/jFn//859/61reuCj1prW/evPm1X/u17373u++///6XvvSlP/IjPwLgLW95i/xG3Qp6ylOeAuDtb3/7XXfddeeddz7vec/7wAc+8Mgjj7zxjW+MY/q/XXJT2iwB4bJcgfvi2g2dYYMziK6BXvrSl375l3/5i170og996EN33HHH6173usEDjTFPetKT4ttPfOITX/mVX/mmN73pne98Zz1YfqOun5z7/9Vf/dWf/dmfBXDPPffcfvvtd95555vf/OZHH33UjVn72yU3pUFJaLTUgw8+CICGzt1rt31k2OAMouuqhx566MMf/vC73vWu17zmNZRta/Ubv/EbX/ZlX3b77bfLb9StIGfRaAnMxz/+8cc+9rFf93VfR4d1frvkprRZAsJSd999N0K03ekbv/Eb53m+5557BocNziC6ZnriE5+odfoHdf/99yulXLxrmx772Me6F/IbdSvogQceeOihh5785CfHLdM0AXjooYcw9tslN6XNEhCWuvfee++5555XvOIVccurXvWqj370o1/84hcHhw3OILpOesELXvC5z33uhS98YdzyrGc9a57n+++/f3CGGzduPPWpT6Vd0i972cu+8IUv3H333fIbdStonuff/M3fpE//fsELXvDggw8+8MADg79dclMS7alXv/rVjz766Pd93/d9y7d8y1133XXz5s1Ydkwfbd8Z1tklupaapukTn/jEn/3Zn/2zf/bPnvWsZ/2bf/Nv/uZv/uanfuqn3N5v+qZvcg3yjzzyyE/8xE+411/2ZV8G8hv1tV/7tQ8//PCv/dqvffu3f/s//sf/+O1vf/vNmzd/6Id+yM0gv1G3gp7znOc8+uijP/MzP/Ot3/qtr3vd6x5++OE777wTS79dclMSHUuvec1r7r333kceeeSTn/wk/RuN/s51hvV3ia6lnvKUp/yH//AfPvOZzzz00EN33333XXfdFWObv//7v28rudwP/Y163vOe9z/+x//4y7/8y0cfffRTn/rU933f99H55TfqVtDLXvayP/qjP3rkkUceeOCBt7/97TEc2vntkpuSSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQikUgkEolEIpFIJBKJRCKRSCQSiUQi0S2r/z/ZimUR34NMowAAAABJRU5ErkJggg==", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "axis = ses.GetAxisAnnotations()\n", + "axis.SetAxisAnnotationEnabled(True)\n", + "ses.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "03dce64a", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:19.700615Z", + "iopub.status.busy": "2023-06-22T17:21:19.700287Z", + "iopub.status.idle": "2023-06-22T17:21:19.793560Z", + "shell.execute_reply": "2023-06-22T17:21:19.792191Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "axis.SetNumTics((5,5))\n", + "axis.SetAxisFontSize(24)\n", + "ses.Show()\n", + "\n", + "# This example dataset is not geo-referenced\n", + "# axis.SetLatLonAxesEnabled(True)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "09038e6a", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:19.799061Z", + "iopub.status.busy": "2023-06-22T17:21:19.798771Z", + "iopub.status.idle": "2023-06-22T17:21:19.802403Z", + "shell.execute_reply": "2023-06-22T17:21:19.801787Z" + } + }, + "outputs": [], + "source": [ + "axis.SetAxisAnnotationEnabled(False)" + ] + }, + { + "cell_type": "markdown", + "id": "218085fc", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Scene Annotations\n", + "\n", + "Scene annotations are other annotations and rendering options that apply to the entire rendering such as background color.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "01a69269", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:19.805100Z", + "iopub.status.busy": "2023-06-22T17:21:19.804874Z", + "iopub.status.idle": "2023-06-22T17:21:19.917193Z", + "shell.execute_reply": "2023-06-22T17:21:19.916663Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scene = ses.GetSceneAnnotations()\n", + "scene.SetBackgroundColor((1,1,1))\n", + "scene.SetUseDomainFrame(False)\n", + "ses.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a82f6951", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:19.920334Z", + "iopub.status.busy": "2023-06-22T17:21:19.920130Z", + "iopub.status.idle": "2023-06-22T17:21:20.022922Z", + "shell.execute_reply": "2023-06-22T17:21:20.022278Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scene.SetAxisArrowEnabled(True)\n", + "scene.SetAxisArrowSize(0.4)\n", + "\n", + "scene.SetTimeType(scene.TimeAnnotationType.Timestep)\n", + "scene.SetTimeColor((0,0,0))\n", + "scene.SetTimeLLX(0.7)\n", + "\n", + "ses.Show()" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/camera_example.ipynb b/_preview/16/_sources/notebooks/camera_example.ipynb new file mode 100644 index 0000000..e80a285 --- /dev/null +++ b/_preview/16/_sources/notebooks/camera_example.ipynb @@ -0,0 +1,320 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "17853a82", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Controlling the Camera\n" + ] + }, + { + "cell_type": "markdown", + "id": "edc0386a", + "metadata": {}, + "source": [ + "Vapor provides several functions to control the camera position and direction. Here are a few examples." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "66d6c5a3", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:21.992469Z", + "iopub.status.busy": "2023-06-22T17:21:21.992128Z", + "iopub.status.idle": "2023-06-22T17:21:28.483886Z", + "shell.execute_reply": "2023-06-22T17:21:28.483126Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera\n", + "\n", + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)\n", + "\n", + "ren = data.NewRenderer(renderer.VolumeIsoRenderer)\n", + "ren.SetIsoValues([-0.10, 0.2])\n", + "\n", + "# Show 3D orientation arrows.\n", + "ses.GetSceneAnnotations().SetAxisArrowEnabled(True)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1ff16cd4", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:28.487179Z", + "iopub.status.busy": "2023-06-22T17:21:28.486591Z", + "iopub.status.idle": "2023-06-22T17:21:28.490035Z", + "shell.execute_reply": "2023-06-22T17:21:28.489348Z" + } + }, + "outputs": [], + "source": [ + "cam = ses.GetCamera()" + ] + }, + { + "cell_type": "markdown", + "id": "a798e780", + "metadata": {}, + "source": [ + "### View All" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8dcf2c03", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:28.492904Z", + "iopub.status.busy": "2023-06-22T17:21:28.492667Z", + "iopub.status.idle": "2023-06-22T17:21:28.725646Z", + "shell.execute_reply": "2023-06-22T17:21:28.724880Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Help on method ViewAll in module vapor.camera:\n", + "\n", + "ViewAll() method of vapor.camera.Camera instance\n", + " Places the camera above the dataset looking down so that it is visible in its entirety.\n", + " This is the default view when opening a new dataset.\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "help(cam.ViewAll)\n", + "cam.ViewAll()\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "59f12f54", + "metadata": {}, + "source": [ + "### Align View" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "ac8b9555", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:28.728774Z", + "iopub.status.busy": "2023-06-22T17:21:28.728496Z", + "iopub.status.idle": "2023-06-22T17:21:28.791128Z", + "shell.execute_reply": "2023-06-22T17:21:28.790425Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Help on method AlignView in module vapor.camera:\n", + "\n", + "AlignView(axis: str) method of vapor.camera.Camera instance\n", + " Align camera looking down an axis\n", + " Axis format: [+-][XYZ]\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "help(cam.AlignView)\n", + "cam.AlignView(\"-X\")\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "d0f6032e", + "metadata": {}, + "source": [ + "### Zoom" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "8a64d276", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:28.793862Z", + "iopub.status.busy": "2023-06-22T17:21:28.793616Z", + "iopub.status.idle": "2023-06-22T17:21:28.902470Z", + "shell.execute_reply": "2023-06-22T17:21:28.901797Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Help on method Zoom in module vapor.camera:\n", + "\n", + "Zoom(fractionOfDistanceToTarget: float) method of vapor.camera.Camera instance\n", + " Moves the camera a fractionOfDistanceToTarget with positive zooming in and negative zooming out.\n", + "\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "help(cam.Zoom)\n", + "cam.Zoom(-0.4)\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "6abf0f67", + "metadata": {}, + "source": [ + "### Look At" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2fbb0bc7", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:28.905151Z", + "iopub.status.busy": "2023-06-22T17:21:28.904925Z", + "iopub.status.idle": "2023-06-22T17:21:28.986666Z", + "shell.execute_reply": "2023-06-22T17:21:28.985972Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Help on method LookAt in module vapor.camera:\n", + "\n", + "LookAt(camera_position: tuple[float, float, float], target: tuple[float, float, float], up: tuple[float, float, float] = (0, 0, 1)) method of vapor.camera.Camera instance\n", + " Moves the camera to camera_position facing target. up can be used to adjust the camera roll.\n", + "\n" + ] + }, + { + "data": { + "image/png": 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a2NpenYVy3HEymZhEfHh4+OWXXzp9HVbK/UjJvf3l4c1ISwFHSF+bcHp6ure3Z3WEupXQWkHolkrT6bTTGvH8/Hxvb8/NQm8cRlIw0jUaLwrdINSdoqZr9O7u7sOHD929Ak3kfpjk3v7y8GakpYAjpJdNuLq6Go/HsmNQfujvPK0cCGWhG4RqeY2dNaVTjyN+/fq1i23RRa111mwZh95KMVQmbhCEpmtU/2uCUGOA8Jlyb3+ReD/SUsZBss2tODk5OTg4MIWgNzZkBFaBPtLat0R9IS4ZaEWFjsPpdHp7e9vFRu3v78vqNhSEbmnoBmTopZDb7gahyUKdf3pjHx4e3r592/r2riX3YyT39heJ9yMtZRwkW9sK05EYmW/pVkKRurAOn7FsIU7OacXhZDLpIg51mSsTzt2uUIEYSUHr24AV/N4gNH2k//73v/tdbaLyP0Zyb3+ReD/SUsZBsp2tuLi4MMNpZqalNw5DHYOholAFKkIrBfVtM6LWxfDh5eWlzEK5OW7IRb4KWK+DCqwh8QahScHHx8fep8mo/I+R3NtfJN6PtJRxkGxhK0wKuqvoVhZD3jAwLVeBitCNQIvOjNarQzkJyJt/oQIx9OAmQWgNE+og7H10UMv9GMm9/UXi/UhOAcdJ15twfn6+v7/vTUHvOJkVGCpwvb3aOaOmt2tUxqF1ojKzFL31OLy6utLbG4m3UBzGvwfUzikFFs6J3PTqkffv37e4RRvL/QDJvf1F4v1ITgHHSaebcHx8/NNPP5k5ohFWadiwKFSBujBUCMoUtPoVf/z40eLSw7OzM2uVYSQLI/e4Gx6qCM2GJNIpqmV9gGTd+ILxliSngEOl00148+aNTkE3CN3zqsRrI7VOURjJQhmB8kfdo9juqju96H7lpkXyLxSECzEOKs8vM51O//GPf7S4Cc+U9QGSdeMLxluSnAIOle424erqSldFbhCGBgur6IQRKwjlJqjw+npvEFopaK7woCuqFntKj46Ofv7553hpGAl+ucn18gLKxfIMID1lNKkUVJkfIFk3vmC8Jckp4FDpaBNOT08PDw/1tBEzWXRlEDYsCkNBqJrVhSb25I3F8pzSdsfYXr9+fXBwYMXhWilobam1aToF//nPf7bY5lZkfYBk3fiC8ZYkp4BDpaNNuL6+dsvBSBY2CUJvClrbopyJM27x5M4xkVkoJ9Hc3Ny0+Jq8evVKxmGo6nWD0N1GKwUnk8m7d+9abGpbsj5Asm58wXhLklPAodLFJlxcXJiZolYKekNxgyCMhISOQCWu3uctCq0eUbdS1GVWFwGjT8xWOf3Ayjcu6JaDSim5If/617+2fCGqhnI/OnJvf6l4S1JUwNHS+ia8efPGzJl0//V2jXpHCtftMzS3a2eZQb28rMLtGnXpgJzP54+Pj12cvPvo6OjFixdmoUXDctBskS4Et3blqQ3kfmjk3v5S8ZakqICjpd1NcMvBhllYLa+g8Gahis6aUeHxwoVzuhlrpoy1Gs/tJu10Zd7p6enKixIbs9ms92tKNJH1oZF148vGu5KiAg6YdjdBL5kw02Rk8q2sCN0UlHGonJ7DULPjE2esLLSKQl0FetPx4eHh06dPbb1QES9fvtzb26vETNHpdPrrr79u4U+3KOtDI+vGl413JUUFHDAtbsLZ2Zm+vkSkHPROmamcMcLmI4VW5SRveLOw9q1GNzdkEJrbi6dr/rW+1rBgWR8aWTe+bOO+GwCsYE6z6bLul/WfWwK6D5YVodt52DALd3Z2dBaap10sFvrGfD438Tybzax4ns/n5leurq7SnKIJDAFBiNRFyjhvHDbR7mBhVVX6X5OCVVUtFguZdpWT05Y3b97c3d31fpEjYICo01NUQBdKW5tg9Yta3aFNJo5WTkUYD07VYLCwdhahy97RyNwZcz0Hd+DQzCZtd6FhYbI+NLJufNmoCFNkKoy+G9I/q19ULfdkrtTw8W43qWp8xhnTNeoWhVVV6SB0/5aVzfrJ9Y2LiwuGDIFtIgiRtMgMTyuuZJyEHh9JQYv1nBZZFOqcs/pIQ3/IKlJDGDIsD19tU0YQIl2vX792kylyj7w/8nj5vzboJrXGCKunFLSCUJeGpmu0qio5XrjSmzdv/vOf//z222/bf9mBoSEIka7xeFwt13nmtgoUhW7UqeUwi2SPG4oqXBfWPjIIrR5R/aN1p/fPmW38+eefj4+PP3/+3OmLnBGKKnSEIEQnqjaGOSPnCfOGnFrOP3OPCuTiymi0ns3csEYK5Rihu45CalIUWm07PT1t92L3ACwEIdLljTT3RuUr3dzkU80yrwqXhlbzTBCa+TJyEaG3+HNba/1fb8vPzs5SPv8nkDuCEOmyZsooJ9KUUxFaD1O+4FG+KPWmoJzVaf2iVRTKZfWhFJR/az6fuxtibaz8o+fn5yyrADpCECaqYgWFL89UdM27W0u5v2s9WC0nkDcOQ0+rlifOmLcsMnE0/ncjm6+UIguBjhCESNTR0ZG+EYo9wxtRKhyZzePQSkTrb1lFoY7ASDnoBmFoc0LRyBLDTPGlNnEEIRKlLzNrZUboRuRTxvpfbp6pQMdp1awuNGsKK7GaMJSC3r/ljUlvm6uqIguB1hGESNTOzk78Aet+xQ4lopupLm9daFgLCuMpGG9/k40iC4F2EYTIgzdL4o/c7MmtgAylWrVcFCpx6tHIr3jLvrUaXNf13t4e44VAiwhCJGqDPNOaj8eEHhZPwVAWxs+yppxO0Q22tH66GpRiTQXQHoIwXdWwJ45uecPdP2flVjwLzUihvDZhJDifb39/n7X2QCsIQuRBFkMtPufKcFqZheZhcsrMYrGQj5dPFWlM/B6TtfJ/DeccbEP+UoiuEYToyjMr2lDyuWEQebBq7wPUm4XmfvNX5CRSHYcbq50rAJv7zf86PDx81lahe0R4+lZMzAP64s02NwW9ueh9ErfAWvnnIqxK0Vpo4V4fWF402LqesPfBxniZudPcuL6+XqvlACwEIRLVJMPkkvbIwyK/opa7HOPNMKzqUN62LjroZqGVgu6d8n+5ZBzqH3d3dy8vLxu8ogD8CEIkajKZuF2CK3/L7UhUq1LQ+7vuk4S4WWgS0VsaRliP11EnE1FGoKQXVDR6WQE4CEIk6vv375EwU8upFgmtSI66o24hoWQ1QtXhulnoslLQykLzgL29vePj48gmAAhhskzSnjnfpADezk85W0QF8syUdO5klkqcAsZ6TEi1fBl69wlNg623zI3Guq7lv9aP6ulaFnJL67oejUbmX7dm1TeYOANshooQ6QqloPtj7fRwep8nEqvuM7h5Yz3Yut+7CZXDlIlWseje6faUmvpP1oXm/47HYwYLU1MP+4tsLghCpEsvTte3rdhzUzCSZyoQftb9bsg1p8JZqMLDh1b4ydmnoW5St8tU9pHu7u6enp62/DYApaNrFOnSQRiJPfdHJTJMdnha3aHmR/cB3h9DzZCqpzX1Id5xRCsg66d+UetHw9s7Kv/v/v5+u+8CUDwqQqRrPp/XgYpQLWdhHS7j5K9HnqcJGcwrRbbLm4JuyejtQbUqQvceOkiBdRGESNenT59krkQyzLpteB8Q+l0VDsXFYmFSUN9oGIrxDVyZiKHOUu9aQ/N/d3d3C5tBWjPShi7RNYqkrYwZN3XkPW7vqOwUdTtIzY3FYmH6JN3b8l/ZVPfD2puIso9UNY7D+ulc3qbLNFQp1nV9cHDQ0TsClIeKMHXVqpGnlD2/8SuHCb33hPLS/S1voEqyAbIWNP8adYMyUW+UuVEtr7tQq0LRpJ28PfKdqm00GjFrBmiIihBJm81meqnAysRamUDmRqQo1P+aElDeUEpZtaD3GrzyafUmxLNQ8paJKrAGo34qCuu6Ho1Guknmfr3EvtO3BivV9OhmgooQSbu9vXUjMHTbDZv4w+LcQcF4LegtDUM1ohLBbJFxqMKncKvEoovKN6FmNBqdnZ11/g4B+aMiROp0uuwsryJokm3V8vlilDitjPxXBabhKFEdmn/Vch+mHiPUpWH9NIZnxZvbVBWoCCUZeCqQgqYKlMydellhu+8FUCQqQqROL6Joknzxh638de8QYOjfhnVhk7HDla9APBHdctDcMxqNCps+CnSBihCpu7+/393dXSvPKrEcXjlFofWve0P/604Q1c+swt2VStSL3ueUiWs1r8lLEUpB3TAZgeYeRgqBlagIkbpv377JZXxbYP0tbxVYL9d/i8ViPp97b7uPd/+iCiy08PLG8M7yGdpMIo7HfNkFViAIM+AOOw3NdDp188kbWt7o2pic8+INv3XF/5ze2NB7XS3PP/RWhzICzW2mzABxBCEycHt7uzJFvGVcW8kn74wnYrwWjOSi8p00zlL5ru6kwqGo45CisBc1ayfywRGCPMxmM7NOzk0vXTQvlkcH3YftiOv8Kd8YoXoaGrRuL56WDFo/WqODlRgmlDfkH6qXO0K9cei2yvzoPnloyFBWh229C70gUdC1vI8QZGFFFdbM3d2dVUh5a75QIRh/cKSadP9oc7o6tGpE60kim6x8WViHO8lNEitn+PDVq1edvsVA1qgI0bm2vs5fXl6GLkIka0FvXaiWTyJqSj2TK4vlE4cunmZdWveEKF9FqJzx3dqZQeqmr/dhoddENsC6R7Zqb28v8iTAwBGEyMZkMhmPx7J3NJR/i8XC+l3rlGlqeY2EfoyVhWo5/Hac82s3DEK1XNhZwbyS+a34i1MtL96w2qMHC5u+0Omp6R1Fl+gazUM1+ImjSqnPnz/PZjOrR9HtxgwlitUR6u0Xjf+6258Z6vCMi/8hGYHubfNq1E7faSgLrRQHYKEiRIfqtr/IPz4+jkYj8/lu0kiJ02d7f1TholA5daGbHLVTAso2WLWgWxEqZwqMlW3ewK6dblK1HI0NWX2nACx8T0ROvnz5oueeuEVVpFZzM8Z9Bu+zhaa0NC/+IuXgIjABp17FvBrepFSB0nDL71S7susRqenLzQoVITLz48ePP/7xj7pus4q/2jc6aB6mlovChThrmlwUEelFrEVdKH+sl0+3XYmpm9bHd+3UhXWz8UIVKAq9WZhXZgC9oyJEZr5//z6dTmXxFK+l3DKxXjVMGCnmat+44Mo73f/rffwGVGC5IYDmCEJ0pe6sd+jm5sYszrMyLy6ehSvTyI3DUOxFGmP96bUa0DAazevfxYsPlIeuUWTp8fHRWrqwiJ5Wpl6+yrxavtx8vHe0Xu4RVSLja3FpQyX6Qld+A6gD6wWt202iUYkuVrXRbJosyNcZaBcVYTaymy/QqU+fPsmlFPEizKrk6nA9Zx7j/mId7v8MPa0bYyvrwtqpLEOJqHwX+62dirDUXARaRBCiE1v48v7hwwf37GVN4tDNKvd3Q+kVCtHmmRrJQjftIlY+WDF9BmiGrlFk7OHh4fDw0MzYXDz1eVqBYf2WTmjvRXerwGm19S/WYslgLTpFZY9oLXpNIy23IqoO947WyzndPCnjLwK6U9OFmxsqQmTs8+fP0+nUvfKRVYTVzWayuI+MPKAOV5bur1iZZAWbWxGG/m7tKxzlk1jUU6DO5/O+36sWMDqAjhCEyNvNzc1sNjOr7K28iYefN7q8AeZ9Km+Suem1siX1qprP+zC3qdbvKqXMPZPJpO83CkgX9XtO6ky6XLbfzuvr6/F4PBqNdpZVTxfks360bph/Te+ocya1/5+eat1WgWsErmxz7Qzj1U6nqBWHodA113uSN4zpdPrLL7+0/6L3IYtDIItGQmKMECW4v78/PDx07zeLJbRQYslgsy5sa6nFUoparJpQy2snTLxZH4hWz1695iKKSP3qLSX1/WX0i2osokAXCMKc8CkQ8uXLl5OTEzmxxZBZaP6vudMNQiXKvngWWr/oTcHaN6ZVO5M56+X1D6FyUKag/F9uP630+PjY1usMFImP1MykH4Q9tvDs7Gxvb09fszDUR1qJvtB1u0YN5fSLVst9pGpV76gbgcopCiNBaNWFZrqQ6RrV/85ms+l0+vbt245e8F4kfggk3jx4URGiHB8/fjw/P/d+DFXLfaGRijDeNdowCEO1oNS8HJRZGJlu430A02SAlfjmkpn0v2/23sLz8/O9vb3QxJlQRegtDZ8ThCvb2WIQeuvCIstBrfd9LCLltiGEihClubm50Vlo3R8p3XT4WT9uPwhV9HpMK4PQDUVGB4Em+OaSmcS/b6bTvPPz893dXTle6FaE3n9ldRhPwb4qwngWmnJwMpm8f/++kxe3b+nsZq6U24YQ3rDMJH6YJdU8PXdmNBqNRqMqMDvG2zsayUIVXUrYPAgj5aDyZeHCmRcaCUI9TaaYtYOupHYzS8ptQwhdo5mpWEHR2MePH09OTvb395VS5spK3jLOdIfKftH6aZmEuUctr6yQz+BGYPw9WisIF9FLZ3iz8OHhoeVXMyUcBWgXe1J+kv0ISLNhr169Ojw8NOed2bgWDJWGav0VFKEUVGuOEbpZqMvBx8fHm5ubTl/V3qW5s6XZKqzEe5afZA+2ZBumlLq8vJTnYPNGoJV/K7tGIynY5HXwpqBqsI4wHoQFDw1Kae5sabYKK/Ge5SfZgy3Zhml6+oxcVhEPwrUqQm8ErqwIVSAC9e2Fc46YeFGo10sMIQW1BPe3BJuEJnjP8pPswZZsw4zj4+ODgwMrC5sUgqGiUDkdpGpVFjZMwXhFKPOvrmszQebdu3edvoBJSXB/S7BJaIL3LD9pHmxptsrr4uLC6iZtEofK1ylahXtHVeMxQtVg7USkKNQ9ooOqBbUEd7kEm4QmeM/yk+bBlmarQk5OTuRZSZsUgpGKUD17jFCtqgjdotAaFyx+dowrwV0uwSahCd6zLCV4vCXYpJX0qGGkm3RlBMZT0PuCxLtG1XIKKnFx3VAKPj4+3t7edvgyJSy1vS619qAh3rMspXa8pdae5o6Ojv7whz/oRfehblLlXJhJPaNfVKvXWUcYSsGhDQq6ktrxkmoM1sLblqXUDrnU2rOu4+Nj01MarwuVb7JovF/U/ChrQeXLwoYVoekO/fjxY4cvSg6S2vGSagzWwtuWpdQOudTasxkdh961hhv0i6o1u0ZVdJhQ1oLT6fTDhw/dvAb5SWffS6clWBdvW5ZSO+RSa89zvH792ppH4y0K1TNONKo2Oteo7gu9v7//9ddfO9juXKWz76XTEqyLty1LSR1ySTWmRefn5/KE3U3GCFW4X9QIVYTxCNSnD/369Wt325updHa/dFqCdfG25Sqdoy6dlnTh+PjYnI/GJKJa7iZVaxaFtW8dofJ1h+oqcIBLI5pLZ/dLpyVYF29brtI56tJpSad0IlqnZ1OrziwTsjIC9boISsAmEtkDE2kGNsDblqtEjrpEmrFlp6en1olpVPiMoy5rdox6mhpq8u+3337reAuKksJOmEIbsDHeuVwlcuAl0owevX792gpFq0C0WDNidPh9+vRpq40uSwo7YQptwMZ453KVyIGXSDPS9PLlSzOmqAf8vn371nejCpTCTphCG4DBqZdXZ/clkWZg4HrfD3tvAJ5jp+8GIGN8CwZQAIIwV1VV8SUUAJ6PIASQPb4XAgPV75HP5w6S0uMOybGQOypCAMCgEYQAACBP9AUBUl+7JYdD7qgIAQCDRhBmjJlyAPB8BCEAbI7TSgA966UipAxFsra/c3I4FICKEAAwaAQhAADIFh1BgGXLuyhHRAGoCAEAg0YQ5o0VFADwTAQhAGyItRNAErZZEVJ9Igtb21E5IspARQgAGDSCEAAwaAQhmmI4BACQqO0MVDAcgoxwUKA5KkIAwKARhACwCQYLgIRsoX+GLiBkp+udloOiGFSEAIBBIwgBAINGEGI1xkIAAKnrdLiCsRBkiuMCTVARAgAGjSAEgLUxXgAkp7teGvp/kLWOdmCOi5JQEQIABo0gBAAMGkGIGAZCAADZ6GLQgoEQFIBDA3FUhACAQSMIAWA9DBkUhiBEEEc7gCEgCAEUrqoqhvQQQRACAAaNIIQf/aIAgPy02P9DVxIKw9GBECpCAFgDnSXlIQgBAINGEMKD77wAhoMgBDAILKJACEEIAAAK8vzvvHxrRqla2bc5QMpDRQgAAApCRQhEPHP35ugoEhUhAGDQCEIsYeEEgKEhCAEMCIso4CIIAQBAWTb+wss3ZQzBc/ZzjpEiURECAICyUBECcZvt6hwgpaIiBAAMGkGI37FwAsAwEYQAgEEjCAEMDqsJgfKte5DzoYCh2WCf5zApFRUhAAAoDhUhsNJauz3HSMGoCAEAg0YQgoUTAAaNIAQADBpBCGCgWEQBFK7hEc4HAYas+f7PkVIwKkIAAFAiKkKgiSaHAIdJ2agIAQCDRhAOGgsnAIAgBAAAhVo5sMHIB6A4UgaPinC46BcFAEUQAkAcXxmLRxACAAaNIAQwdJxrbeAIwoGitwcANIIQAACUK9ThQ0cQYOFgGSwqwiGiXxQADIIQAIL41jgEBCEAYNAIQgBQikUUA0YQDg5dPQAgEYQAgEEjCAtHbw8AYOhkEBKKQJx1jHDIDAEVIQD4MaA+EAQhAAAomunboZMHaIJDZmioCAEAg0YQAgAGjSAsHysoAABDV9c1WQg0p48XjpqBoCIEAA/WTgwHQQgAGDSCcCj4bgsAXnw4DgWjHcC6+PoIAAAAAAAAAChVAj3gZugqgbYAAIbm2bNG/6dW/9PGLAxSEADQh5aWT2yWhbUoBwEA6MPzglDm37pZSAQCABLQ6oL65lnoPpBcBAD0oe0zy2w8XsgYIQCgD20H4f82C7Qq+iMAANvyvCC0Yq9hClpIQQBAf9qoCDfIP92BWpGCAICePTsIN6sCAQAoTfOV9SwfBAAkg+sRAgAGbetBaEYHAQBIQHtBqAcLWznvKAAA27LdipByEACQGMYIAQBoUaRrlMmiAID0dFARerOQCAQAJGm7XaOMDgIAErOVk25TDgIAUtVNRejtHaUcBACkp/uuUZZMAAASxvIJAABaZ07AzZIJAEDaqAgBAIM27vC5uxkdNBUmw44AgOfrpiLcytV66XYFADxfl12jR3Vd/R5XLf5nCd0PAEATHZZuWw4nekoBABvILz6sfM1vAwAAKelyskyXyD8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFC2/wOSONXRp9ecaAAAAABJRU5ErkJggg==", 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b/_preview/16/_sources/notebooks/cloudfield_visualizer.ipynb new file mode 100644 index 0000000..9ba11c6 --- /dev/null +++ b/_preview/16/_sources/notebooks/cloudfield_visualizer.ipynb @@ -0,0 +1,754 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "618aa79a-1759-4291-b9f8-bcca4726fc19", + "metadata": {}, + "source": [ + "# Visualizing the cloud-capped boundary layer\n", + "\n", + "Data is from a large eddy simulation of trade cumulus clouds. \n", + "\n", + "* Single timestep at 12.5 m x, y, z grid spacing\n", + "\n", + "* Variable is QN -- cloud liquid water (g/kg)\n" + ] + }, + { + "cell_type": "markdown", + "id": "77b9292b-bffd-429a-ae29-d6dec2bb5377", + "metadata": {}, + "source": [ + "## link to data file\n", + "\n", + "The netcdf file: bomex_qv_qn.nc -- 527 Mbytes\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "d78190d9-d512-4943-a483-a0b1e743d2f5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/home/phil/mini39/envs/vapor)\n", + "OpenGL 4.6.0 NVIDIA 470.182.03\n" + ] + } + ], + "source": [ + "import xarray as xr\n", + "from pathlib import Path\n", + "from vapor import session, renderer, dataset, camera" + ] + }, + { + "cell_type": "markdown", + "id": "fb4e299a-35d2-47c7-80ab-e22f0722e035", + "metadata": {}, + "source": [ + "## adjust path to point to file " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "5bf95bdf-20e2-4f77-b7d0-0448afd3c660", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/phil/repos/vapor-python-cookbook/notebooks/bomex_qv_qn.nc\n" + ] + }, + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "the_file = Path().resolve() / 'bomex_qv_qn.nc'\n", + "print(the_file)\n", + "the_file.exists()" + ] + }, + { + "cell_type": "markdown", + "id": "10c3b053-28a9-4f1f-be2b-e414a9ce9d6b", + "metadata": {}, + "source": [ + "## Inspect the xarray dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "378873be-f4d4-48bd-a2d6-cf6e462a8082", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Coordinates:\n",
+       "  * x        (x) float32 0.0 12.5 25.0 37.5 ... 6.362e+03 6.375e+03 6.388e+03\n",
+       "  * y        (y) float32 0.0 12.5 25.0 37.5 ... 6.362e+03 6.375e+03 6.388e+03\n",
+       "  * z        (z) float32 12.5 25.0 37.5 50.0 ... 3.175e+03 3.188e+03 3.2e+03\n",
+       "  * time     (time) float32 0.1264\n",
+       "Data variables:\n",
+       "    p        (z) float32 ...\n",
+       "    QV       (time, z, y, x) float32 ...\n",
+       "    QN       (time, z, y, x) float32 ...
" + ], + "text/plain": [ + "\n", + "Dimensions: (x: 512, y: 512, z: 256, time: 1)\n", + "Coordinates:\n", + " * x (x) float32 0.0 12.5 25.0 37.5 ... 6.362e+03 6.375e+03 6.388e+03\n", + " * y (y) float32 0.0 12.5 25.0 37.5 ... 6.362e+03 6.375e+03 6.388e+03\n", + " * z (z) float32 12.5 25.0 37.5 50.0 ... 3.175e+03 3.188e+03 3.2e+03\n", + " * time (time) float32 0.1264\n", + "Data variables:\n", + " p (z) float32 ...\n", + " QV (time, z, y, x) float32 ...\n", + " QN (time, z, y, x) float32 ..." + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bomex_data = xr.open_dataset(the_file)\n", + "bomex_data" + ] + }, + { + "cell_type": "markdown", + "id": "c1d87ca5-c176-4925-94bc-0733b1553273", + "metadata": {}, + "source": [ + "## open as a Vapor dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "93e5516b-35bc-4803-bca5-9df5c08b5954", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ses = session.Session()\n", + "data = ses.OpenDataset(dataset.CF, [str(the_file)])\n", + "ses.Load('session.vs3')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "e37f2d19-17d7-4947-87d9-288af9094b95", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time Coordinate Variable Name: time\n", + "Coordinate Variable Names: ['time', 'x', 'y', 'z']\n", + "Dimensions:\n", + " time: 1\n", + " x: 512\n", + " y: 512\n", + " z: 256\n", + "Data Variables:\n", + " QN\n", + " Time Varying: True\n", + " Dimensionality: 3\n", + " Coordinates: ['x', 'y', 'z']\n", + " Data Range: [0.0, 2.0163745880126953]\n", + " QV\n", + " Time Varying: True\n", + " Dimensionality: 3\n", + " Coordinates: ['x', 'y', 'z']\n", + " Data Range: [2.760067939758301, 18.385417938232422]\n" + ] + } + ], + "source": [ + "print(\"Time Coordinate Variable Name:\", data.GetTimeCoordVarName())\n", + "print(\"Coordinate Variable Names:\", data.GetCoordVarNames())\n", + "\n", + "print(\"Dimensions:\")\n", + "for dim in data.GetDimensionNames():\n", + " print(f\" {dim}:\", data.GetDimensionLength(dim, 0))\n", + "\n", + "print(\"Data Variables:\")\n", + "for var in data.GetDataVarNames():\n", + " print(f\" {var}\")\n", + " print(f\" Time Varying:\", bool(data.IsTimeVarying(var)))\n", + " print(f\" Dimensionality:\", data.GetVarGeometryDim(var))\n", + " print(f\" Coordinates:\", data.GetVarCoordVars(var, True))\n", + " print(\" Data Range:\", data.GetDataRange(var))" + ] + }, + { + "cell_type": "markdown", + "id": "04ba2fb2-d97c-40a8-b827-1a80d39030e3", + "metadata": {}, + "source": [ + "## Show gridcells\n", + "\n", + "* Red: watervapor\n", + "* Grey: cloud liquid water\n", + " \n", + "Top view of cloud field, with condensation threshold set to 0.01 g/kg" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "18fccd35-65f9-4f92-8f45-598335b7c590", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dataset: 'bomex_qv_qn.nc'\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren = data.NewRenderer(renderer.VolumeIsoRenderer)\n", + "ren.SetVariableName(data.GetDataVarNames(3)[0]) # Set to first 3D data variable\n", + "ren.SetIsoValues([0.01])\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "0019a831-ed49-46aa-8232-78b55cd3e275", + "metadata": {}, + "source": [ + "## Create visualizer widget" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "79dc3a76-f365-4407-ac27-2c5f59ad246a", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "a0875f70bca24c8880ae98e5c683b6fd", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aH…" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from jupyter_vapor_widget import *\n", + "\n", + "viz = VaporVisualizerWidget(ses)\n", + "viz" + ] + }, + { + "cell_type": "markdown", + "id": "ebfacbea-9f44-4da2-84ea-8039c82e4008", + "metadata": {}, + "source": [ + "## Add a slider bar" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "39b742f4-0109-42a7-9782-433a7b8bbbc0", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "7f7f0ea611394d40b10867c4a88e0ca5", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDB…" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tf = ren.GetPrimaryTransferFunction()\n", + "dataRange = tf.GetMinMaxMapValue()\n", + "\n", + "def sliderChanged(change):\n", + " ren.SetIsoValues([change.new])\n", + " viz.Render(fast=True)\n", + "\n", + "slider = widgets.FloatSlider(value=ren.GetIsoValues()[0], min=dataRange[0], max=dataRange[1], step=(dataRange[1]-dataRange[0])/100)\n", + "slider.observe(sliderChanged, names='value')\n", + "\n", + "widgets.VBox([\n", + " viz,\n", + " widgets.HBox([widgets.Label(\"Iso value:\"), slider])\n", + "])" + ] + } + ], + "metadata": { + "jupytext": { + "notebook_metadata_filter": "all,-language_info,-toc,-latex_envs" + }, + "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": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/dataset_example.ipynb b/_preview/16/_sources/notebooks/dataset_example.ipynb new file mode 100644 index 0000000..2ad230a --- /dev/null +++ b/_preview/16/_sources/notebooks/dataset_example.ipynb @@ -0,0 +1,253 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "33299332", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Opening Datasets\n", + "\n", + "Vapor supports a variety of scientific data formats.\n", + "This notebook shows how to open a dataset and query its metadata.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "a22bafe0", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:30.933739Z", + "iopub.status.busy": "2023-06-22T17:21:30.933410Z", + "iopub.status.idle": "2023-06-22T17:21:36.222668Z", + "shell.execute_reply": "2023-06-22T17:21:36.221974Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0e974684", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:36.225866Z", + "iopub.status.busy": "2023-06-22T17:21:36.225514Z", + "iopub.status.idle": "2023-06-22T17:21:36.228918Z", + "shell.execute_reply": "2023-06-22T17:21:36.228297Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Supported dataset types: ['vdc', 'wrf', 'cf', 'mpas', 'bov', 'ugrid']\n" + ] + } + ], + "source": [ + "print(\"Supported dataset types:\", dataset.Dataset.GetDatasetTypes())" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7e514e56", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:36.231619Z", + "iopub.status.busy": "2023-06-22T17:21:36.231392Z", + "iopub.status.idle": "2023-06-22T17:21:37.327308Z", + "shell.execute_reply": "2023-06-22T17:21:37.326663Z" + } + }, + "outputs": [], + "source": [ + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)\n", + "\n", + "# Examples of opening real data\n", + "#\n", + "# data = ses.OpenDataset(dataset.WRF, [\"data/wrf_out.0001\", \"data/wrf_out.0002\"])\n", + "# data = ses.OpenDataset(dataset.VDC, [\"master.vdc\"])\n", + "# data = ses.OpenDataset(dataset.MPAS, [\"x1.static.nc\", \"diag.2021-03-04_10.30.00.nc\"])" + ] + }, + { + "cell_type": "markdown", + "id": "7e3b1ecc", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Dump the dataset metadata\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "38ef1644", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:37.330358Z", + "iopub.status.busy": "2023-06-22T17:21:37.330139Z", + "iopub.status.idle": "2023-06-22T17:21:37.565596Z", + "shell.execute_reply": "2023-06-22T17:21:37.564969Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Time Coordinate Variable Name: \n", + "Coordinate Variable Names: ['__regCoord_64_x', '__regCoord_64_y', '__regCoord_64_z']\n", + "Dimensions:\n", + " __regDim_64: 64\n", + "Data Variables:\n", + " U10\n", + " Time Varying: False\n", + " Dimensionality: 2\n", + " Coordinates: ['__regCoord_64_x', '__regCoord_64_y']\n", + " Data Range: [-1.9993805885314941, 1.9994730949401855]\n", + " V10\n", + " Time Varying: False\n", + " Dimensionality: 2\n", + " Coordinates: ['__regCoord_64_x', '__regCoord_64_y']\n", + " Data Range: [-0.2711198925971985, 0.2711198925971985]\n", + " V\n", + " Time Varying: False\n", + " Dimensionality: 3\n", + " Coordinates: ['__regCoord_64_x', '__regCoord_64_y', '__regCoord_64_z']\n", + " Data Range: [-0.3319709300994873, 0.3319709300994873]\n" + ] + } + ], + "source": [ + "print(\"Time Coordinate Variable Name:\", data.GetTimeCoordVarName())\n", + "print(\"Coordinate Variable Names:\", data.GetCoordVarNames())\n", + "\n", + "print(\"Dimensions:\")\n", + "for dim in data.GetDimensionNames():\n", + " print(f\" {dim}:\", data.GetDimensionLength(dim, 0))\n", + "\n", + "print(\"Data Variables:\")\n", + "for var in data.GetDataVarNames():\n", + " print(f\" {var}\")\n", + " print(f\" Time Varying:\", bool(data.IsTimeVarying(var)))\n", + " print(f\" Dimensionality:\", data.GetVarGeometryDim(var))\n", + " print(f\" Coordinates:\", data.GetVarCoordVars(var, True))\n", + " print(\" Data Range:\", data.GetDataRange(var))" + ] + }, + { + "cell_type": "markdown", + "id": "0dd146e8", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Render the first 2D variable as a wireframe\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "ffc35679", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:37.568708Z", + "iopub.status.busy": "2023-06-22T17:21:37.568424Z", + "iopub.status.idle": "2023-06-22T17:21:37.887192Z", + "shell.execute_reply": "2023-06-22T17:21:37.886576Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren = data.NewRenderer(renderer.WireFrameRenderer)\n", + "ren.SetVariableName(data.GetDataVarNames(2)[0]) # Set to first 2D data variable\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + }, + "vscode": { + "interpreter": { + "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49" + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/flow_example.ipynb b/_preview/16/_sources/notebooks/flow_example.ipynb new file mode 100644 index 0000000..2304a62 --- /dev/null +++ b/_preview/16/_sources/notebooks/flow_example.ipynb @@ -0,0 +1,493 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "ee98c56d", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Advecting Flow Paths\n", + "\n", + "Vapor can advect and render flow paths through your data.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "7533c1a2", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:39.854271Z", + "iopub.status.busy": "2023-06-22T17:21:39.853971Z", + "iopub.status.idle": "2023-06-22T17:21:46.140430Z", + "shell.execute_reply": "2023-06-22T17:21:46.139618Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera\n", + "\n", + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)" + ] + }, + { + "cell_type": "markdown", + "id": "af2c8e31", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Default advection\n", + "\n", + "When you create a Flow renderer, the default advection will create a regularly dispersed grid of seed points and simulate a streamline advection in 2D or 3D, depending on the provided variables.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "fe673a1a", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:46.144664Z", + "iopub.status.busy": "2023-06-22T17:21:46.144287Z", + "iopub.status.idle": "2023-06-22T17:21:46.476511Z", + "shell.execute_reply": "2023-06-22T17:21:46.475881Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Use first 2 2D variables as our U,V for the flow advection\n", + "dimension = 2\n", + "U,V = data.GetDataVarNames(dimension)[0:2]\n", + "\n", + "ren:renderer.FlowRenderer = data.NewRenderer(renderer.FlowRenderer)\n", + "ren.SetFieldVariableNames([U, V])\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "638edb4b", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Rendering techniques\n", + "\n", + "The rendering of the flow paths can be configured. A few examples are shown below.\n", + "Call help(renderer.FlowRenderer) to see additional options.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "b9d14c16", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:46.479431Z", + "iopub.status.busy": "2023-06-22T17:21:46.479193Z", + "iopub.status.idle": "2023-06-22T17:21:46.630855Z", + "shell.execute_reply": "2023-06-22T17:21:46.630223Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren.SetRenderType(ren.RenderType.RenderTypeStream)\n", + "ren.SetRenderRadiusScalar(3)\n", + "ren.SetRenderGeom3D(True)\n", + "ren.SetColorMapVariableName(U)\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "48dd8c68", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "Rather than rendering the flow lines, you can also render the sample points that are taken along the flow path individually.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d08da687", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:46.633492Z", + "iopub.status.busy": "2023-06-22T17:21:46.633267Z", + "iopub.status.idle": "2023-06-22T17:21:46.691538Z", + "shell.execute_reply": "2023-06-22T17:21:46.690949Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren.SetRenderType(ren.RenderType.RenderTypeSamples)\n", + "ses.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "01ea2056", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:46.694219Z", + "iopub.status.busy": "2023-06-22T17:21:46.694028Z", + "iopub.status.idle": "2023-06-22T17:21:46.820968Z", + "shell.execute_reply": "2023-06-22T17:21:46.820377Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren.SetRenderGlyphType(ren.GlpyhType.GlpyhTypeArrow)\n", + "ren.SetRenderRadiusScalar(7)\n", + "ses.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "8ee31fbb", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:46.823965Z", + "iopub.status.busy": "2023-06-22T17:21:46.823519Z", + "iopub.status.idle": "2023-06-22T17:21:46.826861Z", + "shell.execute_reply": "2023-06-22T17:21:46.826229Z" + } + }, + "outputs": [], + "source": [ + "# Reset the rendering style for the next section\n", + "ren.SetRenderRadiusScalar(3)\n", + "ren.SetRenderType(ren.RenderType.RenderTypeStream)" + ] + }, + { + "cell_type": "markdown", + "id": "31ff75c3", + "metadata": { + "region_name": "md" + }, + "source": [ + "\n", + "## Seeding the advection\n", + "\n", + "The seeds from which the advected particles start can be configured in a variety of manners.\n", + "Call help(renderer.FlowRenderer) to see additional options.\n" + ] + }, + { + "cell_type": "markdown", + "id": "c24a1331", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "### Uniform Distribution\n", + "\n", + "This is the default. It creates a uniformly distributed grid of seed points over the area/volume of the advected region.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "40d26013", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:46.829533Z", + "iopub.status.busy": "2023-06-22T17:21:46.829301Z", + "iopub.status.idle": "2023-06-22T17:21:47.056742Z", + "shell.execute_reply": "2023-06-22T17:21:47.056106Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seeding a [5, 5] grid over ([20.0, 20.0, 0.0], [40.0, 40.0, 0.0])\n" + ] + }, + { + "data": { + "image/png": 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ZEAgEfOksVB3yESmKpijKQ/+9/8brryWiG297aMToPWvrB9TURf1+MnTSDTJ0ffbb0888+ZivbvacK+4btc9PyypqyipKS6PEOTGDDEYmI9Ogd6c/e+vlf8n6vsIuAEUpY+i1DGHMARHNfn/+3nvvS+SGC32KQ36JJG8qqWIqijJt6pTTTv2r984LL7/xpz8/rLq2X3VteSBAuk6GTrquvTTx8Wsv/cd2N377k3PLKqpLozWlFb6iYjIZ2SZZFtkmfbnis1lTn3n+sVuyuK/Q16EoZQy9liGMOfBsbGysrIi2t7VXVpQz0e8TSSIiopTOU4qy9NNPDz9kXM+bzzzv8kN/9bvqmvrq2qgXh7rmdnV1PPf0w7ffeNl2t/+r//v7Yb8bXxatiVZFo5Uky2SZZJlkMWKM3n978nXnHpWVHYW+DkUJsg2fS4OnYd1ax2StzY2OyVqbm7xrKmzOdYenGG9q15d92XzCSeN7f8sJp/xj8luLFn/Z1WbxTQZf18GXN/K5yzrOufSb1vW95dH3Hnn9y9c+1Oau48uTfPFmPn8jn/0lf2MZf/qtzeMvvncn7yj0dShKGcOfDxnCH1/g2diwPharam9rj0ajbe1tze3K2JF7cCKbU0JxCoNSKuUoivLCxKcuv3ir9ZgefmZKff+BtfUDYzUBg5Gmka5TKpV6ZcJDt11/4df9uDMuuXvU3vtHK6tLo7GSKPn86U8QvWk1Xyz7bN5bz7/yxPU7f7+hz0FRyhh6LUMYc+Bp2thQWVHZ1t4ejZa3t7W//d4He+29zx5D+gtEDpGimP6wX1VIVbVPlyw86pc/3ebbH39+Zrx2QKymf6xGNk0ydG9mqTX11QnXXXziN/zcWx5+p7SiuqS8ujRaVFxOjuPdsI0YI8ukZYvmfjT71akTb9uJew59DIpSxtBrGcKYA09z40YvAr0jwksvu+JXRx2z19771NfHZW/ijO7IhZLBSFUsVVXuu/Pf99yx7SnQh597O17TP17br7pGMi3SdNJ1Mgz6aM70c08+4psb8J8n5peUVxeXVxeXSeFiMs3uDxFNsiz69MN3P35v0vQXcee23R+KUsbQaxnCmAMiWjjnnaFD9ygIhdsSSnl5eXtb+4UXX/LMs8++PnXmnnvvE60sk0QiTpZFKYNCIVJVUhXlzZlTTz/pT1/d2kMT347X9KuM10djPk5kmWQzMpn78QezTjvukG9uyZF/OvfAI04qLo8Xl1WUlFMwTHZ3Fnqh+PH7M2654PBv3gjs0lCUMoZeyxDGXD6b9Myj5ZWxPYYMquw/gHSNaXprV6q+/8BNmzf/89LLHn/iCSKaOnP2qDH7VFWEJJFEImZRIpEsiUZUjRSVNW7YcNdtN74w4fGvbvzep2ZWxOor4/XVNYWhIDHDO1/qLpg/7/RjD/jWtl14y+RYzaDi8lhJWVlxGRUGt4pDXeMfvPPqPVdt5/pF2NWhKGUMvZYhjLm+bO5j/1ENdujfr/ie25k36VnvBfcVhIKFoWBhMBgMBQtDwaBcGSfbsTVd07VIUREFArqqJxT96uv+9dDDj3jf9cZbs/feZ99wOH33GZ3xRKIrWFJKRIpKqqK8+NxTV1585nZ/9Mn/uPKQI46prqmrri0LhkjTKaUSM2jtqpV/Pnz4d2n8lffOKimNFZdVFZeXlpRRoIAsixgjTSOTkaHTyQdhAO9WUJQyhl7LEMZcX8ZXv0c6c5mlmpZuMK37oTNTN+3Dxl/0XbejNqZf+YPEObkOOS45LrmO65BuuaIoFpaXkabpup5U9bseeOimf291F7TZ73+49z77CYJQGCBOlNQolUq5QqC8wq8opKrWZ58uPvqwH35dAy79131j9vlxdW3/8qrSwnB6Lsxe1f/bwLvqvtklZbGS8lhJWSRcQq5AtkW2Sb8dgwG8W0FRyhh6LUMYc30Z//xdkkSSfSTLJIrph+OQaZHlcNMymGkw0zAt3bIN02aWZdm2ZdmWbdsud1xuu9zl9OvDD05vUSpwXNdxHO/ZddxQUZFUFiXTYpqu6frSZctfmzr99nvu/2pjPlr4qeu6e+0z1i+QRaTolErpHV3KwCEVhkGqSoqiPnL/rXf/55qv251//uv+oaN/XFVdXxkv27cu81F3zQNzw8WxcElVpDQUKaUjh2EA71ZQlDKGXssQxlyftXryo1VlJYUBv7hNEIoCyTJJPpIkEgUSRJJkkiSSZRJEclyybbJt4kQuT6+6Kwjph0+mgiAVFBInchxyXbId27Q1Zm1oap48dcZl137LpXtLln4+dtQe3utOg5iSXLmmdeCQIaEwqSppqjn7ramnn/i7b97IQy9+OP4PX3v4+N1dds/cG8/a//tvB/oUFKWModcyhDHX9130199XlpdVlhVXlJVUlpZUlpWUlZb4AwFBlCRREMTuIJRkEkQSuzNPlEiUSBBJFIkTESfviQtE3plR13Ecx3G/bNj4zvvzL7j86u/SmAnPvzxqzF7Dhw3gRC6RY5GSUlpbWnhhvN+AkKaSrjqNG9bffet1Lz335M7sFdhtoShlDL2WIYy5XdeZxx1dVhwpK46UFEdKiyMlJcVFoWAoGAwHC4OFBf5AIB2EgkjEvSjkRO2JVHsi1d6VbNm0uWXz5tZNbbc/8Mj/9HOfnPDy8JF7jh4zUOIkC2Q6lErpHR0dbQofsketKJCmkqamJj718LVXXLBzdh12ZyhKkG24rR9k4Jrr/7P4s9Wcc4Nzh3PD4S0d+keLV74xZ+maVivp8JYkX92svTJ1dq5bCrseFCXINow5yMyE519e+WWDzbnLuc25YvHGNv3N2QtemvreJ6s2aZy367yhzV7ZkLzh1u1MvQH4OihKkG0Yc5CxSa9Pb2hqYw53OHc4TzDesMl46fV3npg4ee7CL5q6eMLhzUn+ZbP57kdfHn/y9i80BNgGihJkG8YcfB8z336vLaFzzh3OGeftOl/Xqk18eToRvfbGvE9Wbe5y+GaDr2vnyzcYDzw5KdfthV0AihJkG8YcfE/vf7BQt7jBufeRYbvO17Xqjz3zMhE98sxrb81bvqrZ6nR4Y4p/0cI/WaNccNlNuW4y9GkoSpBtGHPw/X28eBnnXOfc4dzivF3j61pSd9zzoPdfJ742e97SpkaFb2J8XSdf0WhPemtRbhsMfRmKEmQbxhx8f3PnvMc5T3R2mC53OWecd6h8Q3PHvd0XZtz3+CuT31nyyVq1i/Mmla/ezJeuN267/9ncNhv6JhQlyDaMOfj+XnvttU2b2w2Tb+pQNIubnLucd2luQ0vioce2pN1jz73x9kdrVm/mbTZvSPDPm/ni1dpFV2HRXdgKihJkG8Yc7BBzPvhYt3hSd1TGU7rLObc579T4+pbUE8++0vudz0/54MPlm1t03mLwNR38s438jfnrTzz94ly1HPoaFCXINow52FEWf7rS5bxTMTnnSd3x5pF2aHxdq/bsS9N7v/PE8ee+PmvpkjX6Zoc3KPzzTXzxev70ax/mquXQp6AoQbZhzMGO8uxzL638ssHifHOnanPOXO5p1/naFv2lV1/f5v0PT5w5fe7qpRt5s8VXJ/jyFr5orXnT3U/lpPHQd6AoQbZhzMEONGPmOw7niWQqkdJUVbM41zk3OFcM3rw5+das97/6LY+/NOfNBU0rN/Mmxtd28RVN/KMV7edfdnP2Gw99BIoSZBvGHOxA06a8bhm6lkp2dbQxXW3c0OBybnJucq6avGlzauKLk7f7jROnfjxveVeTzlv09AeHb3604dSzrshy+6EvQFGCbMOYgx1oxrSptmmoqWSis4NpauOG9V+s2Whxrtvc4Tyh8w2tyWeef22733vVTQ9Mmb186XrW7vINCl+5mS9az1+d9flfTj0/y3sBuYWiBNmGMQc70BszprmWqaYSqa5OQ1MaG9ZPnjqzcVOXbnOTc4vzLp03tKrPvTLj67bw2PNvzpi35tMNvNnia5J8eStftI4/P2Pp8eMxrTRfoChBtmHMwQ705hszuG2pyYSS6DJUZcP6tUT0zuwPEprj8PS19p06X9+qv/T6O9+wncdefG/G/I1LG3mjyVcn+Gct/KO1/JXZDePP+1e2dgVyBkUJsg1jDnagt2a+wV1bSXZtbFjnmKy1ucn7+keLljqce1NJne77kT6+9fWFX/X4K/NmLmj+rJk3GHxlJ1/cxBes428vbjvn0lt2/q5AzqAoQbZhzMGO8u6015pXfca5oXVsevvNmZzzREf7A/fdR0RPPfvC56vWeCsXai7nnLdrvLG16/mXtv95YW+Pv/LB1A+aF6zn6wz+ZZKv3MyXNPC3Pm79+wXX7/x9ghxAUcqYkOsG7Ko454KA3oNMTHriv+FQMBwKFoVDkaKi2gGDKBhyNE1RVObwyvr+ajLVsGHjiFGjiWjKlNf3//GPgoVBoTAoEolEKqNkIjllyuTTTjn+W3/WA8/Nq6mtq6mpra4jQydDJ02n9g5l5uRnbr36jJ2/r5A9KEoZQ69lCGOuL2t8+KqkxlI6SzLzkKszX+e9fcpDKU1PaUZKMxTLOfSc6zLeVPOCN4mIOPkjpeFg0B8KUihEApHtkOUYpqtqWmlJiVhYqCtqIqVedNmVz0yYSESvvvzSwQcf5Pf7uzQeKQ4XyERESZ0SieTTTz12xSXnfZef/tDEd6rrBtTU9Y9VU0ojXSdm0A/6YwDvVlCUMibnugEAO1710P7VokiGSaZtvnxHUjOSupHSjKTODrj0zu++nbLB/cpEkTgnwyTLNee8oOiGohuKwRRmKYZ10PhLvuOmYoMHpl/JBeQ45LiUTLq2Yzs2sxwm+KP96knT9ERXV1K54robvRQkIkEQvOpmax1uUVg1eGGBEC4k240c+5eTLKZde9Xl3/rTxx97EBE9/Py7sZoB5bH6qjgVFH73bgDYzSEIYXfDX7uLEipJIskyBQt8RaFySSwXRbIdMhifcp9imEmdJTU9qRlJzfjF5Xd97bY6kySJJInk81NR0FdcVCqJpaJIskyWQ8ziS2YYhqmZpmbammkbpmVatmlZpmWbtmM67q/HX+Btye3o9F4wqcBxHNtxNja1FBWFKyqrimprijjZXV2qpn2ydNkTz058/JmJPU0QRVEUReJExMMB4a1Zc/fZb7+ikC8UIomCp/zt9OLikvPPOfO79Mzf/vgzIrrn6Xerquur4vUZ9i/AbgfH0RnCWYg+646TjhpUVT6oqnxQdWWgIECSlA4zL8B8PvLJJEkkCKQZpOmml4iq7h04HvjPO3o29dgl4/vHKwbEK+riVZI/QKJIkkiSRLJMPj/Jvu6vyCT7SPaRKJFlkWWRZZPLue2ajmu5W6YwSLJcEAwJwRAFQySK5Dhku9x2dctWVf2pic9fePnV2+zO669NOvjggwRB2LRpc78BA4lo3kefjN1rjE8mmSilOalUcuaM6Sef+OfsdC/0WShKGUOvZQhjbldx1R9/OSgWHRSPDopFY2XF5PORLKdzUZJIEkgUSRRIEMmySDe5biR0ltSNhMaSujHuvC1377zsr8fUVUXrqqK1scraeFVxpEgSRcHLV1lOB6EgkOhtUyZJJkkiUdrSGk5EInGBOHcdx3EcZrvtidQHCz859uTTttv+zxbMG7nvDwxVX71m9agxe3pf/HDJqjFjB8tEMlHK4KlUcv68ucf89lc7rxuh70NRyhh6LUMYc7uos3/zs0HxysHxikHVFYPjFZIkdeeWQLLUHWkyyTJxTjoj3VA0ltSN7g8a2SEX3NSztZN/e1isvLSyvLQyWl4ZLSstLi4uChWHQ+FQUJBkQZRIkkjYEoScyCaB2W7z5vaGxuYNTc3Lv1h910OPb7ep70x5dY/Bg2qGDCKddaTUCc+/dNa56akxjz376l577ztiWK2PiBPpjBLJ5PRpU0898bid2nvQl6EoZQy9liGMud3GtX8+clA8OjgWHVJTWRYp2joOt36tMdINS2dJnaV0I6UbKY3tf/o33eH6b386uqCgwDsSJE6mbT/47Evf2qQXn3p06JDBQ4cM9hdHXFVTNe3Nd+ccc9wJvd8z8aUpe++9z8ABMYFIIErplEgkJz771D8vPOv79QfsqlCUMoZeyxDG3O7qot8fOqSmakhN1ZDaqppoWa8slEiWSer1mhNpBumMMVNjpuo9G6bGTI1Zh55x2f/6o6dNfLyouLgoUlxVVRUbPJg0jWmaqmqvTpl66j+2c5nEpClv7LPvfhXR0oBEDlFCpa5E8oF777j1pmt2QEfArgZFKWPotQxhzOWJM39z0OCaqkG1scE1VYNqYn6/bzu5KEkkS+lPBG2HmEWmRZZt2A6zbO9hWLbjcpfI5eQSuVzgRIIoFQYLCwqDBYXBgmCwKBIRI8XkD5DDXU1TVW3lqi8fferZBx978uua99a7c/fZd7+CgC8gk0mUSFIikbzt39c+eO/t2ewl6AtQlDKGXssQxlzeuuKEowdWVw6oqRpQHaurioreJFJJIkkiSSZZSr8Wez17L0SRBJEEMf2CiESJOBEXyCXiRC4nxzUdbjlcZ2zii6+cffG3H1bO//iTffYZIxHZRCanZJJSya5rLjt/4jPb/+gRdlcoShnDdYQA/5vrn3p1m69cduIx1RXl8Yry6ory6sryeEW5KEmiKAnpIBRJ7B2EQq8sFIiTy8n2Hg5vbmtf+eW6z1evueTq73pH0Llz3iuOFA0bMkAikgWKFJHAi2648aaicPCh/963o/ceYDeEPx8yhD++4Fudf8IxZcWR0uJIaSRSWlLk8/klSZJkWZJkUZIkWeYktLR1eI/Wtvb7n5iQ2Q+aOnXqT370w8JwxOf3iUQmJyVlJBLJgfVVO3aPoC9DUYJsw43eoU/5ZOlym/O2Lt10ucM5c3lrp/HpynW5bhdkD4pSxsRcNwAAdoC16xqaWzrDRQWdnappEwkULgpEK2Kz5i3JddMAYDeFP76gr3lr1vudKVNlXGFcs7ju8ATjGzdrb81ZmOumQTagKEG2YcxBH/TBR0uYy5Oawzk3XW5ynmB8Qxubs2BlrpsGOx2KEmQbxhz0TUs++9zlvL1Lczh3Odc57zL5hjb2xrsf5bppsHOhKGUMnxEC7FYaN6wzTTsgu4nOTscy/URhH0WK/CNHjnp58hu5bh1AX4QgBNi92IxbhiTwro42WZY7N2/iRBE/FRUV/vBHP37ymedz3T6APgdBCLBbEQRBEAXiZNuOd7PvTZu6XKJwgCJFRYf84tBHH386120E6FsQhAC7FVEURUHkxIm4t679yhXLk4pFRKECKopEfnnEkY898WyumwnQhyAIAXYrgiAIgkCcBEH0svCl555auWK57RIRBQvESCRy2OFHPP5UhnexAdj9IAgBdiulhbI3e9C72xYncl33pRefW7lilUgkERUWiJFI5NDDDn/8SRwXAsD3gJnK0KeMP/5Ps6e8vG7ZYq53cSORbG/9YO77nPOOtk0Xnn8+Eb3w0ivr1zdw1+Gc25yndGdjS8eNN/8n1w2HHQZFKWNYfQJ2Q5NPPPI3T0zJdSu28tatFx9y4b+//3befvZB74XgLygMhcLBYCgYDIUKQ8FgKBKhSBnphqppa9dtGDNsCLmWKIjhcJiI/u/3v/t0ySKqr7WJJKJwgeg44T8ff2JTU9O9d9/x/RsGsOvCrcozhBu992XGjWekmKVYdsq2k4aZMszDH5qUwXb4hBtMzUjoRpfGkqadYObB1z+SWZP4e88yTU8yO2XaimYouq7oxmHn3fA/b6dxafqVr4DCEZJlcpyeh2m5CrMNw6geMIAsO6VoK1d9+YP9f+p9x9JPlowaM6azva2kvMIlEogSKZZIdF1x2SXPPv21a//CrgJFKWM4IoTdUCBYECgKRn0+8klkmK5hdt54hpeISdNKMuuXD7z8nTbk9/kLAxViaYVPJsclw9SevC6hs4RhJgwzobNDr/3vd21TOBgoLqooKKzw+8mySTdIN7R3nlWZqZqOatmawTSD6cz85ZlXfNN2pO7/Z7lLisodx3bSbMdtTmiDBw0oi8dcTdU0/aOFSw458rc93yqK6ekzq9c2DhhQ4xKFwwHXjVx/wy2BQOCxRx76rvsCsHtBEMLuJvmv03RVlyXJ57NJlkgSxcJASaiwRBJIksi0ybQSt56d1FlCZwmdJQ12+AOvbHdTbkoVRZEkkXw+KghQsLCwKFTok2Oyj5hJGlMm3NylGQlVT2jG83MX3zXlva9tViJFokiFNvl8JIkkSVRcVFhWXCj7ov4ASTIZjAxGpqUvmKqZtm7ZpmWblmVatuW4lssth9suVzs6ve05nBraulzHDQWDoWBhuChcHI8XDwyRwYzOLlXTX3hl0t/Pv7h3E7zZpJz48uXLCgoLKivL/SJFIoWCIFx59b8CgcAD992z434PALsMHEdnCGch+rhLD9p3aFXZ0MqyYVWlhbIsS6IkCiRJ5JNJlkiWSRRIEEhnruHFoZnQWcJgScM88sEta9Cfd9iPR9ZUjKqPj+pXHSrwp7fg95Pfn84zSSTOSdVJMxKanlDTzwdcsW2oXP6X3wzpVzuwJjagurI6Wip6i9f7fOQLkCyTJJIokiyT7CfZR5K3or1AROQSuTz93EP2UTBI/gC5nByXHIds17Rc3bIXLv7k4F//7qt9suzTT0aMHpPobJ82bXo03m+vvfcJh4OiTCJRMmmkUsk7b/vPnXfcujN+HZAFKEoZQ69lCGNu13Lhz/cZVlk2PFY2Ih4NBvw+WRJEIZ00opAOIRLIYJbBEoaZNMwEsxIG+2Bt02WvbTnOu/J3B42qj4/qXz2sLi72BGH6WSQv22yHNN3RjIRm9Bx3HnjpnV9t1RUnHlMXq6yNVVZXVdRUlpdGwpIkCz4fyT4Su4NQFEmSSJRJkknsfb2TQFwgEmyXHMexHUdj1pwPF875cMGd92//JOeM6dN+Om6cIIotzc0DBg+ZM3f+D3+wr2uZQmGhSJRKsWQicdWVlz71xGM7tvMhO1CUMoZeyxDG3C7t4kN+MCJWPjxWNqKq3C+JPkkUvFOg3rMkkSwR58RM5n0cyKyEYSaZefCtz/Tezs3HHzmyLjayLta/skzYNhel9KGn7ZDOHO80rM6SBkvpbMXG1r/d/sR22/aPY38br4yWlxaXRopKI0XFReFQOBQKhUPhUEGgoOdthmk1tXU2tXU0tmxet2HjDXfe/617PXXK5J//7OeCQM3NLQMHD7nv3nuO+d3R5eXlbUkWjRYTUTKhd3Z1Du5f8706F3IERSlj6LUMYcztTi4/9Icj49GRsfIhFaWyJPhkuTvGuh8+mWyXmKUxMz1TxjAThnnYTVsOnsb/4scj62Mj62Ij62OxkiKSpPR5VJ+PZJl8Msky+XxeLpLBkjpL6kzRWcowFYMddO7/PIP0fzV96pSf//xn3OUNGzYMHT7i+YkTfv6zn5WWlba1tQXC0eJIge1SMqGuXbvmB/uM2dmNgR0ORSljmCwDQDfM/HCrf/76gNHV0ZHVFbWlEZ8sCV4Q+mQqDAQjoaDfF5dlMkwyzOTj1yZ0I6GxLp29tXTVOY9u+XDxnCN/OqIuNqI+PqI+XhYp6g5CmWSZ/D4KFUZkX0SWSRC8TVmznlEMM2Uw1TA1ZmrMUpn5y7Ov2YG7GZSJiDhx02TU62ZsxGnZss/22nufUEAIF4X69es/Y+asXx768x34owH6MgQhwLYuf31Oz+vTf7rXqOqKUbWVo+tiJeFC0Ysx7zgvEioqKy6SpVqXk85+PLT/2UcckNBZQjO6NP1nV97Xe5vn//bgYfXxoXWxoXXxqrJikmWSZZJ96dOnoUK5uKhElktkmUSJTJOYRczS576sMUtjJrNsZjvMspltM8thlv3CjFmPvjz1O+7RO5NfrK2rH9CvXvZRqktduXIlEXHOXc4FURJl34SnHw8EAnvuNTogU1FR0di99prw3EvH/en3O7BXAfosHEdnCGch8tM/fzVudH1sdH18RF2VJHdPQE0/d78wLdIMS9MTmpHQjC5VT2jGwVdv9Rneab/62dD6+JDa2MCaqkE1VYFAoHsLMkkyydKWZ++FN3fGcsi2yXLIdmzbMW3Hctxez45lu1wQBFEkQSRB9F4EQ+G6ujqxtIwY01UtpWpVA4Z6zVjw8cJ999m7K6l++unSZ5556sx/nDN21FCHyGBuIpGY9MpLZ54xPhfdDJlAUcoYei1DGHNARDcf+8vR/eKj6+O10VJhSyhKW82a0RmpuuFdXKEZCd1M6uyQq+7dZlNn/f6Xg2piA2uqaqsqaqui5cUR0fuosicIpa2fvesrxO6MFLu/TgIJApF36YVAgkBcIGZZzFSZNX/BwsN/98eeH/rKpNd/sv9Pi4pC7W2b62vjzz730p577j186AAiUnQ7mUg++8yTl1x0flb7FDKFopQx9FqGMOZgG2cc9pPR/eKj+1WPqo+VhILbTh/1rq8QRGIm6aZhMC8RkzpL6MbBl9y23W2ec+xvaqsqqivKy0qKy0sj5SXFZSUlwWChIEqiJAmiKIiSkE7B7iz08o8ETgIXBE6CS4JuWh8u/vS5Vyc/9vTE3tv/07HH3nLzLTXV8bb2tlgsTkSTXp/+gx/+qLy8xC9SUrOSicTDDz5w3bVXZaMH4ftBUcoYei1DGHPwzS486uej6uOj6mOj6mOBnqvvvXk33vRR74Vuks5Y+uIKQzFMhZkLv1h37t1PfeuPOPn3R0bC4UhRKBIOR4rCReFwpKjIdl3Tti3bST8cx7Kdsy+79us2subLVQP6929ra6uIxb2vzH5//j777FdQIIpESdVMJhJ33n7r7bftgDuGw06FopQx9FqGMObgf3LlHw4dVZ+eRCpuuaCie95N+rWPWHqajGqYCjMVw3swxWC/PPPKHd6q//z7lt8fc0y/fvVtbe2V3UFIRB8vXrrnnqMkIpcomWLJZOKGf13z0IMP7PAGwA6EopQx9FqGMObg+7jq2COG18dH9Kse0a9G9vt7XW7o2zKh1EtH2/Gur9CZqRumxpjOTN1gOjN1xnTDPOIf33iT7m+zauWKQYMGtbW3Vcaqe774p2P//M/Lrhw7aigROUTJpJFIJgbUxb7vbsPOhKKUMfRahjDmYAe6/Lgjh/evHVofH1gTKy0uEtJXVvSKQ2/ijHcLN1Ek2yHGiJm8OxGZ5ZiOa9res2s6jml7D9d2XW/6qNA9j1QQBV+gIBAM+wrD4ZKy0aNGtba2xmpqezfpmQkv7LnX3iOHDSIim1Mioa1YvuyA/X+Qox6Cb4eilDH0WoYw5mCnuvKk3w+siQ2ojQ2oiVdXVUiyLKSniXbfCq4nFNNf9K61kIhEclxyXLJdclzHcWyXkyB1R6BIokSCKPv9QqSEfAXkcMt2N7e11dT126YNz7/48r577zVw4AAiMizq6up6c+YbJ/zlT7noD/h2KEoZQ69lCGMOsuwff/pNTWV5dUV5TWW0prK8ujIaKgiIoiikb/bd+7IKudfzVlNJt7wgwbFdw3GZ7W7uSMx4651zz7/gqz908qRXDzn4YBKoMFSkGk4ymXxjxrST/vqX7O8+fCsUpYyh1zKEMQd9xFnHHlVTGS2JFBVHikoiRcXFkZJIpLg4UhyJiN59akSJk0BE3tUU3sMl4aMlS9+d9+FNt9/9DRt/Y/q0Aw/8KXc5CUJBMKQYTiqZnDb19VNP/mu29g++KxQlyDbO+be/CWAXN/ON6aahaUrSNLTmzZ2c85RuN7a2//ehR3PdNNgWilLGxG9/CwDkK1EQRUHknIgTN1KbO1LhAilSFPn1b3573wPbX/UQYJeDIASAryUIgiAKRJwT58SXfvpJW5cSLpQjkchvj/7dFVdek+sGAkDu4CwE7N6mvvzcpx++39m4lnNT7dhkMb21uZGI3pn9flunwjlPKGz9hpYT/npSrlsKaShKGcMyTABARHTeGaf+bP8fFRYUFITCkdKyfnV1JdU1xHSzs4NpWjBSKggiER104LhZs+eOGbtncXHQtouuu/5Gv9//yMMP5rr5AJlDEMJuaNavD9RsR7PtBW2d/178ecbbWXrm75PMTDFrdkPLTbMXf58mrbz5rIRmJHR26H++/Sai32zFU/9J6YaiG6ta2k+7+b8Zb+fz97zlDAUhECwsKCgoLCgsCAQLCoRQmIIRYszq6tR0PZlK1e0x3FRSjm1537i5ucHeoz8VSpFIUBDoyquu8fv99993z/fcL4BcwVzbDGGmcl/mjj9GtR3NcXTX1VxXsWzVslXbUW2nRTfOeXfhd9wOv+UfZNuWaauum7KdJDOThpk0zNlrm26a9V03kt7UlDtJM0hnKdNKWa63fm+SmYdd//D/tp1Vb5LLSTNINyxXUJmp6kw1DM0wVctWmb1o5ZeX3vnId9qU1khERALJBeS45DrkuOQ45HKTi4ZpJVKputpa8vtdXe9KKZdd/a8HH3mUiB579JFDf/GLeCym2UJhoS+Z1FOp5O23/eeuO7a/hgZkB4pSxnBECLubTSf8upNZkiiEfXKpT5YlURAF7nIvGjXHPbhfXLFsxbIU057TuOm2j1d83aYczZBEwef3lRT4SnwyiSKZlm2Y+9VVjv/ByJRlJU07ZVqHPzTp25ulaCSKFA4WFQSKCgqquUsaI2Yln70pYVhJ3UhqRlIzDrvm/m/ZTmcyvZBFJOwrDJaIUol3xxnTItMhyz5w3zGn/+FIg5mGaerMZLZj2i5zXMvhluNaLl+7sSm9qfZOIiISLDngOK7jOI7ruq7T1t5ZVl5eFq+OVFZw3dA6O3Vdf3riC14KElFhYaEoipy42tUmCFWRSKEg0AUXXOzz+W79983f3hUAfQz+fMgQ/vjqs+78ydiBkfCgolBRgc8nS7IkSoIoi4Isid4/SZZIFBzTVixbsWzFtNLPpp2y7GOnvt+zqVf+9IuRlaWxSMgf8HmRuuUOZ5JIskyWbVt2kllJgyUM0ztkPPLBV7dp0uOn/nZMXdXo2iqfJFJBAQX86aUKAwEK+MnnI8chzSDNSOksqRtJnXm5eOhX1u+ddOP5e9TG96iLST4/FRSmb64miuTzkc9PPj+JInntFEUSBHJccjg5nFzOXTIdbveeUiFKJMpclAsKAnJBARUUkCyljwtNRzNtTTdenzb95DPO6t2G5ydOOPDAn0bLoy0dqfXr140ePTYU9KUUI5lM3vafW+668/Yd/BuF7wZFKWPotQxhzO0qLtl7+JCS8JCSooElYVmSvCyURUEWRVkQJFEgQSRRIMdRzO5QtB3FTsfkHybN9rbz7yN+MiZWPjpWXlzol0XRJ0miTya/TD5f+hCNc2ImM8yUaSWZ9zA/bmi54MW3e7fnyqN/PqZ/zZj62OB4VPT7KRAgWd6yiq+3xr3jkm6QZqi6kdRYSjdShpkyzLaU+ocbtkxLOeU3vxhQXTmguqp/dWX/mnhlRYUoy2L67qPdWSjLJPlIlkmUSZJJkkmUtrRGEEmQSBDJ5eS65DiO6zqOYzuubtmvTJ05/qzztturn322fOTI4SnN6urYtH5D41577hks9CdSRiLR1b8uvt1vgZ0NRSlj6LUMYcztok4ZNWiPssiwssiwsuJiv08WBUkUZUGQRUESBFkUBO8YizhLx6GjWLZi24rtpCz76OfeJKLTfjhyTDw6pqZiz9pKv98nS6Io9iSZRD6ZfDK5LjGbMTPJrGT3weLrS764bca83u254S9Heuva968sS6/c6y004a1o770ggZhFzDQN00tElZkpw1QM8xcX3PTVfbzk5D/GK8qrK8rjFeWlJcWlJSUlpaWC5N22WyZxy9XDriByQXIF0XG5oqobGpsbGhsbNjY1bGy895Env64PH33gnoEDB44cs2dpWfnmzZura+s++mjBXnuOFXy+ri5FSSWv/9e1jzyMy+2zDUUpY+i1DGHM7Tau+tHooWWRYWWReKgwfQZVknySKEuSJHvLyoskiK7tHSk6KctWLDtl2SnT+s0TU4noooP2HVNTMbamYnBFqU+W5PSiuz2L0cveSVRipmGkp9skDTNpsDWbu0558KXejbn+L0eO7lc9sl/1wFhU6MlCWdqyhK+3ZqHtELPIMI1ei/eqhqkYbF3z5lNv2PaE6o5ywnF/Oun4P9dUx2tqqoMlpUoytXzlFz/8ybjzzzvv72ecPmDIHi6nVEpNpVJ333nHbbdiUfusQlHKGHotQxhzu6sL9x0+PFoyIloyoKTIJ4k+WZQlye+TJZ+UTjWfRIJAtqOZVopZSdNKMivFzKak9udnphPRtUeOG1tbObauqqY04vNScJtQ9MlkmGQwwzAThpnUWdIwkzpLGeyomx/r3Zir/nT4yPr48H7x4fXVst+/ZV17Wd72teOSwcgwmWEqBtNMS2eWZlo6M3XTWr6m4awbv9flDa8++3hFZVW8Ol5bXe0vLibDMHS9M5GqHrgHEf3lz3++7tqrBwwYQKLsEqVSeiqVeuyxR66+8vLv80Phf4KilDH0WoYw5vLEufuNGFlZOrqqbEi0xOeT/LLs88miTyKfnD5WkyRyXTItjVlJZnqhmGTWe6s3XjNtHhHd9n+/GFsfG9svVhYOiV6abhONouRlmNGdiEmDJXWW0Izf3rDVCcazjjpoWL/qPWrje9TF66qiQu8V7aWeLXv/lEmWiVlkWmRaFrMMy2a2zSyHWbZpO8yyLcexXe643OHkuK7jci6I3k3VSBQFQRQkKVhYGAoWBgsLS8vKyqpiVBAkw9B1Qzf0BR8v+uVvf+817LJL/3nKSScNHDSova0tEq2SRUqpLJVKvvTiC+ee/Y8c/NryEopSxtBrGcKYy08XjRs7Ol4+Oh4dXFHqTUOVeuJQFtMvbKc7F9OhmDTM5z5e8dCcxWcctN+YfvGx/eJj+8WDBYEtx4hyr4CUJDIY6aahs5RupHSW0llKN97+5PNrJkzdpj3n/uHwwXXxwbXxwXXx/tUxaUsQSiR5W+vOyPRqhd0vvMV7OSeXtjyT4C3bS6JIgkiiRIWFFPCT45DtkGlrlqMbbO4H84/6v+N6N+OSiy/+2yknDxo8uL2tbXVD86jRo4IBWdHMVCo1bdqUU08+MXu/oTyGopQx9FqGMOaAiK44ZL8x1RVjq6N1pREvF7tDUeqON4ksm5ilGaZ3kxrv08HJS764880Pzzl83Nj+8bH9a0b3i/v8vi1ZuOWFRJJEOiODuTpL6UZSZyndUAxTMaykwY6+ZtuPA8cffdjA2nhdVUVtvLK2qqI2VinJsihJQs/KvT3PorQl8LwXgrhl8V5BIBLJcWzH6ZlHOmnazL/949ztdsXyz5YOHzlK0cxEonPduvWjRo0uLipUDTuVTMarynf6bwJQlL4H9FqGMObgq2741f5jayrG1FZWFoV8siTKvWaBeq99MjGTDEs3WO9ZM++sWHv9a7PP//XPRvevHtO/evSAGp/f333qVUyvO98zK9WbKcMsxqyUN1mmexLpoefd8HVtG/+HX0fLSqJlpRVlJdGy0mhZaTgUKigoKCgsDBQU+Hw+EkQuiJwEb/1elwTbdRs2Nq5eu3712vVfrl33+IQXvm7jzz31WFlp6bCRo+v69W/bvLkiFp89+729x44OF5ckOjvnzl/wqyMO2zldDlugKGUMvZYhjDn4Vrf+7udjayvH1FWVhQrl3seIUq9nwySD6d2JmNTNpMHeW7numpffPuc3Px9ZHx9RHx9ZHy8pCm6JQ1lMTyKVfeTzkU8mKz2JVDVMlZmqwVTDVA2mGeaL78x74KVpO28fr7vysh/ut291dbxfXV1RZYWRVDqTSnVdv9dfm/SzAw8MF5cw00mmUhsaGvbZe+zOawYQitL3gF7LEMYc/E9OGbfn2Loq71FUWCDK3Yd3Uq90lMT0bFJmpZiZMqykYaYMc9LHy26f/C4R3XLS0SP6xUfUVw+IVwjpLPTmy/RcXOFLb9O2yTDJME3GVMPUDKYapsZMw7INyzZM+71FS2966Jnvs0cvPP14RUVFdTxeHY+FKyrJ0A1dSylaZf1A7w1LFi0cu9feRGTapCipVCp1+23/ufuuO79vV8LXQFHKGHotQxhz8H2c9rN9xtbHxtTFxtZXhQoCQu9jRFnaMomGWcRM20tExpK6mTLYqua2E+94iojO+u0hQ+vjQ+trhvWrqakqF+ReM0ilXqdkpe6vMItshyzbtRzdsg3T1rtz0XZd23Ftx7Ec74VrOw4ngQRR8G7VJoiyz1cQCAQC/oJAoChSHI4Ul5SV+SIRMgxmGLpuLFu+Ytwhv+zZx6WfLBk1Zmxne1txeZRzSqU0RUk99eQTl1/2z9x1/O4MRSlj6LUMYczBDvT3g38wtl9sTH18bH28MNB9qNf7ukPv2XLIMLnBUrqZYqZiMEU3UwZ7de7iuye9RUTn/enIQTWxgbXxQbWxgbVxyZsjs1U0dl9Z0fMs+UgUyeXpeaSuS47LHdd2XE5C92wakQRJkmUp0H1POMclh3PHNQymG8aKzz9/7MlnHntqq0PMZUs/HTFqVGdbW5fKBvSr5USKaqRSqalTp4w/9eQc9fTuDEUpY+i1DGHMwc5zxi9+NLo+Nrpf9eh+8eJwcMu1870DUpKIyDuVahmmYpgpnSkGSxlM0VlzR+L4Gx7wtnbV344dVBsfWBevrqyIV0Z9fr8gyaIkCz256N22W5C2xF7PJNLeM0iJyHFd13Vdx3K46bim7c567/0/nrD9Req9IOxKaslEQtW04UMHE5GqW6lU8vxzz5o4cWJ2OjN/oChlDMswAfQ5D7w5f5uv3H7y0aP7V4/uX1NVVpz+ILBnPmo45CuJlMpyqSST45DOyDB1g/3yh3uqzNSY5T2va2g84OSLem/zwlOOi1VGY5UV0bKycChUFA6Fw6FwKFRYWCh0B6E3g9SbSupyau/obGxuaWxuWblq9fW33vkNuzDphYlGqquztbkkWmmowptz3zeZMXbMqFChz2HCyJGjiRCE0Ffgz4cM4Y8vyKHrjv/1sLr48Prq4fVxyefrdZFGr8sQvX+63LvWwjVN1QtFw1SZpTGmGiaznTc/WHTHUy/uqIYd98c/nHj8n2NVVbGqyorqanJdJaV8+PGiQw47/OSTTrz8sksHDt4jpRpKKvXWW2+ecPyfd9TPBUJR+h7QaxnCmIO+45TDDxheXz2svnp4v5oB1ZXClsmo3Z8F9r7vmiyT7RAziVmO5Rjd910zbIdZNrNsw7KZZVu2a7uu7TiO4y79/MvNHZ0/2nvPY884j4ievv+OlKYrqrZ67fpf/PzAQMAfCPiDoXC4KBKORGJVVaHyCjINizFd05paWofvuS8RXXLxRaefdlr/fv1IkjXDVBTl85Urf3rA/rnuvN0HilLG0GsZwpiDvuys3x06qDY2sDo2sLZqYE28oCAgbCcUpS2fEfY82643s5Qc13Hc7tmk6Reuy7d8fCiKJIiBgD/gDwQCfrkwSMEQOZxM02DMMAxN0++4575b77zba9JfTzjh6quuHDBwQFdHZ0l5lFmuoiiKkrrrjjvuuOO23HbX7gFFKWPotQxhzMEu57zjjhpYGx9YGx9YVz2wtlqSZUGSxJ6LK9K3Ie1OxC3zRbd+Tk+fEYkEIoFc13tw1zW9GTSWveTTpU8+M+HpCc9t04APP5j3gx/9OJXo/GJNw/DhIwJ+n6KoiqJMnDjhogvPz0mf7E5QlDKGyTIA+eKOCa9t9+vnnPCHqmhZZbS8KlpeGS2vrIhGy8sF0buCUBREURB6Lijccg+29Awal3szSVs3bV746WeLPv3sznsf+LoGiKJARJzzpg3rVEUZPmJERXmpJEt//stfmhsbbr/jzp204wDfDH8+ZAh/fEG+OeH/jvb5fI7jOq779AuvZLCFN2e+sd+++4bDoc2b2+I1tVOnzxg2bPjA/vVKMjF37txfHvGrHd7mvIKiBNnGOc91E+Brja+p2VGbuuWHo3fIds4et8PutPncecfvkO3cddFpO2Q738WVl14y5ZUXP5wzq6Wp0WZGS+NGInr04Yc++/QTzrmaSjQ2Nt1//3+z1p7dEopSxvDnQ4bwx1df9sG++zHuMtdlxE2BG5wbjvuFqsYDgfOWr/zu21l73OGa5ai2Y3BX51xznA2Kdva7CzNoUvs1f1NMU7Vd1XUV02pNan96YkoG2yGi1DM3KgZLMVt1XMUwV2xoGX/Psxlsx5z/msaYzkzFIYOZBjMN0zSYuXFTu245f7/635k1bxsvPPtUVWVFZWVlVUVFaWUFkaApamdSqa3vd9ONNxz1m98MHzmSSFA1Q1GVpZ9++otDDt4hPzcPoShlDL2WIYy5vmzDuHEiCZIoiJJoipxxbjiO4bqG6zLODXINzg3XNbg7vXnTixuav247+ilHS4IgiYIoS4ZAmuOolq1atua6uuNqjqM6zrTVGx9esupbm8TvvoBEgQoCxDkxS2OmwswUs1KGqdqOYtkrWjvOe/7Nb9/O2w+TJJIokiyTS6Qzx2CKbig6UyxHNW2FmR9/vvaC/247UWU7m1o3l0SRJJkKgmQ7ZJrETDJNZjqa7TDLMS3LtCxmWqZlmbZjudxyuO04tu04jmM5jqIZKU13ORUGg8Fg0B8o8Pv9gYDf7/cH/H6/3xcMhUvLo9FohRwOE2MmMwzGNM2I9x/ktWHZ0k9GjBqTSnQWFZcy01ZURUml7r3nnltv/c+3th+2gaKUMfRahjDm+qzFP/ihKAiiQJIg+GRJlkVJFERBkASSBFGWRUEUGLkG54xvSUTddXXH1R1nVVK5ekn6qHHDn38li4IkCn6/7Pf7ZFGQRFEUBPJJJAim62qOo5i2almqaSuWrdq2ajmdhjl+2txtWsVu+rssimKBnwr86XuYiSJJIjkO2a5jO4plpwwzZXg3ETVnLl9zy/R5X907/sodJIkkiRQIUCCQXrNCFNO3STMdYpZtMNUwFMO7gt5SmNWeSImicNQ/t0oXvmgaSSLJMvkLt2qSLJMc6L7vmkBEZFlkO+QSudx1XMfLQpe7guCS6AqCd3s2Lkh+vy/g9/v9fgr4ye8nIrJcx7INxhhjzc0tjz/1zG133dPThndnvX3AuHGGbmxo3jR0j8GOS4qqqIr6+uuTTz9t/I4cFnkARSlj6LUMYcz1cSfE43UFBfXBwn6hwlhBQCRBEkgSRVkSZVmUJe8hyJIoS5IsiRbnuuvojuPFoea4huPorqs7ju66JcGC4RUlIZ8kC6IkCj6f7PdJPlkWJZFEgUSBBJFsW7ds7/DOS0TNdlTbntPQesucJUR08xE/GVNXNaa2MhoulEVR8lJHksjvI7+PfDJJInEigxGzNNNSmKV0P6umtaSh9eKJM4jo/F8fOKo+NnJA3Yj+NeHCgnQuyjL5/OT3kyxvOWQURDItYparM9UwNN1QdUMzTM20VGZ+uHz1pqTSvyZeVxOvraqojVWUlxRLoiDIPkH2C5JEgpjeNVHovrJCTl9BIQqUzj+JBJGo+8oKl3uXUvQwbJdZzpTpM045/cyv/prmzH533Lhxqqq0dymtra3Dhw8PhwpV3VAU5eEH/3vllVdmedjs0lCUMoZeyxDG3K7or3U1A0KFA0LBAUWhaIG/Ow5FWRIlUZDF7mdBkETBFcjwDhNdV3dcw3U0x9UdR3cczXZqyiJDo8WSJMrClm+U06vJiyR5t6j2stBRbUftTkfVtBds3HTdWx9dftiPRldHx9RWDqos9/llQZbTB2SiSLK4ZZ1CyybT5patmraXi2p3OiY09sfbniSiq449Yni/6hH9a4cPqPX5fN0Hdt6yvT7y+dLR5T2YScwm07JMS2WWbtq6aWmmpZuWxizDtF5++31HkCrLSyvLSyvLSivKyyrLS0uKiyPFEX+gUBAFT/fNSCUuiK4gcEHkJHoZmEwpzS2tzS2tTS2tZ1982df9Oh598P7+/frt9YOfFJeUdLVv/sdZZ586/rRhw4ZXx6s0VVmzevXosXtma2jsDlCUMoZeyxDG3G7jvOGDBhWFBhWFBkVCkih4x3ySKMiS6GVbz4NEweg+XvTiUPOebYcJNKKipDJU2P1mySeJorz1KoOOS7atWY5q2Yplex83Kqa1riN16nMzzz54v9G1lWNqK8fUVvllSez5LslbekJKLz0hSWTaZFrci8PuXFQNs1PVbc6P/td/ieiq448a2q96WL+aof1qQ6FgryAUu29JKtOW9Qtlsm1vs65p66alm7ZhWrplGabFTNuwLGbahmlNmfX+IeN+9PszLvw+HX7aqacc9etfVVRUVFZEK6LRwpJSW9e6kmpFLE5E770764Bx4wxmfLZs+bMTJt5555075LecD1CUMoZeyxDG3G7s9GEDBkfCgyOhIcVFIb8si6LUE4e9opEkkQTBdrw4dHXX0RxXsx3VcTTbiRT4R1SWyrLkkyRZlnxbErE7ikSBLJssWzHTiZg+5jOtlxZ/8fD7S276/cGja6tG1lXVlZdIPnmrBXvTD4l8Mgmid1ttbppeIirMUpmpMlNl1qIvG/758AtEdN7/HTGkNrZHbWxQbaw+Xilu93Zr8tZ3XJNlsl2vkWR1J6LlmLZtWY5pO6Ztm7bj3YDNcVzb5Y7rOu5Wk/hln1/2+WS/3+/z+/2+goLCwnBRSUlpcUWUXNc1mbei4VXXXn//gw8R0fvvzd5/3DjOKamoqqpOfu21M844PTfjYFeDopQx9FqGMObyyl+H9h9SHB5SUrRHaaQiGPjqwaLUcwAnCuS4WjodHdXuPjtq2f1Li+pKimRZkiVJ3upgUUy/cDhZlmumjxe7A9JWTKslqX68rmlUXWxkXWxEfby8KNSdiNKWUOy5m6goeEvbE7O0dCh6izGZGrO+2NgcKy/7zSW3ENGFf/ntgOpY/5pYv+qqfjWxwoJC0VvLtycIRan7BmwSid03YxNFEr1PBwWyHXJc76NBcrntcHfrq9kkn0/yBcjnJ7+PJJlcl1wixzGYyRhjjM2ZO+/3f9qyDMW8uXN+/JNxhqYWBEOapiuqumzZsoN+/rPs/sJ3SShKGUOvZQhjLs/9dfiAoWWRYWXFw8ojZYUBWZJ8cvrIzyd3h6JPIlkiTmQ7zHZU2zsd6ng557ruqOpopCAgy1I6R3vSVJbIW1zJcsiynXQc2oqZngW6vq2zLByctWLtyPr4iPr48Pp4JBT8SihuvR6TZXvRaDNLM02NWRrz1mMyddPa1JlsS6TOvPl+b+8uPOmPtbGqunhVdVVFvLKisqJMFCVBkkVJEkRRFCVB7I7D9Jya3jcjFbftLC44nFyenkNjOtxy+KrVq5+d+Nx9/31om/fOnfPeT8YdYKhKV0qNxapMy1YURVXV/z7wwI033pCF3+yuC0UpY+i1DGHMwTb+NnbIiIqSERWlIypLwwF/TyiK3mrycq+H7ZBlG1s+JrRV01ZNKxoqGFJVJkuS5J0C9XUvRu+Tyecjn0wkeLNAbWaqzFK6z38qzGzuTMqS9MHqjcPrq0f0qx5aHy8tCm+1SKH01WcpfeBo2rZpaT2zZpilmabOLMO0VqxZHwgETr96y3UX4487pry0NFpWWl5WUl5aWlZWGg6Hg8FgKBgsKAwKPVdcdHM5JRStvSvRumlzS+umxubmq2+4Zbsd+M+LLvzRD/eriEb3+9FPfIEC3WCqqgQCBaFQSFUURVGuuurKRx55ZOf+FndlKEoZQ69lCGMOvtX5PxkzsqpsZKxseFVZzyGjsNWRn0yyRIJAlk2mZZi2alpq+tlSTGtYbVVlcZHYOxGl7m/3Zqhyb91d0zEs1TTT38ss73neyrUtXcrQ+vjQ+uo96qsHxCtFuee051ejsfvMqreWr2lx0zJMSzctw7QMZhmmaZiWzkzTtk3LMW171gcfDxnQ7+9XfK8DteuuvGzEiJHRimhFNFoRjUajUSEQUFNqIBgWXLuzs4NZbk1NtZJKzpkz54hfHbmjfju7HxSljKHXMoQxBxm47rAfja6OjopHa0qLvGjsnhraHWzeMxGZFpk2SyeirZqWZtpUUDCyrqrA7+v+3E7szsWeFzKJojf/k0xb605E1fQ+I7QWrlo/YkDdmws/G1wbH1wXH1wb71ddJUrSltUKpd6fNfb+gLCnVRZZtu3NlLG85+4pM+llC73pM9x1ucO5y7njbukBQRQkn1+W/T6/z7sBTSDgD0dKysrLfaEisrxPDk1F0zXDGDR4cHtb26efLh03bn/bshctXjzupwfm5je3K0BRyhiWYQLInqvemN/7n6ftP3Z0TcWo6uiIeEVJMCBLktA7DgsDgXBhQJLKJImIk+WQaVuW1aVq3UeNtiOKI+tihQX+dFz1zCktCFA4FJTloE+ukH3eCVUy7f3HDtOYPXaPAZppaczalEit29S+6PM1g+pqZn6wsH9NfEBNrH9tdf/aeElxRBIl0WuS2CsOJYkKC2VJlEUpmJ410/MsEhfIdclxyXWJE3Eil5ze02cEQfL5yXtIMnHXe79lOWpnO2NmSlGefnaCS8Lxf/kLceKci5IkihInS9XUbP/CID8gCAFy5sG5n2zzlbMP2ndkdcXI6oqRNRXhAr/cc+TnnUcNBnxyqESWSuTuzwtN2zGtpKJ7Z1O9g7/h/apLI+FeV1l4Z1Z9VFjok+ViWS7ufeDIrJ/sOVJn1g9HD9WZpTNTY+aKL9fqzHzhjdmPT5ox/o9H1cYq6+JVdfGq2nhVbaxKlGVRFLtnzYiCKAmSKAjSlikzPbNmBJEkUfLW8u3GXe4w5uqGN33GcRzHdQ3LfW3K1NPPPMt7z3333C2KInHOuXegQ6Igjho5Knu/G8gnCEKAPuTudz7e5ivnH/qjUTUVI2oqR9RWhQr84pZLJtLRKEVCEVmOyFL6hmqmRczWNEM10/NCVdOqqojWVUUFudcHgb3SsUCWCyS51Atd07vuwnRMa/+9R998/nidmYZlM8s2LHtTW8eG5k2GZb8xZ/6P99nzz2f/8+T/+220vKystCQSDhcVhYvC4UhRUVFROBgM+gMBf6AgEAjIPn/vPepIpDoSyU1tba2tmxubmxs2bHzsqWe22evS0jJRFDnnnPOuzs6Ojs6SkmKc94OdBEEI0KfdPnP+Nl85//D9R9ZVjaiNjayPFRUWbH3VhESBAIWCQVkObrlqwiLTsgzduwe3NzVUM63qmpqaqqi05SL6Xo9QUIpIRZJU5J0OFUWyHe9aDm7ZhuWM229vw7LXfTCTWZZp2WbPs2lpup5IpT5c/Kkoijfeef//ur8XnXdOQWFhwC9LksiJU/rUqMi5d6YVYMfDX1gZwufS0Hece+RPR9bHR9TFhtXFyopC3XNepO1cPtHrnCqZlumFIkvfaFQzrVBxyYCaWCAQkNJX1vd8NNjrjjO9n8XuWa+WRZbtWJZp2ZZlm45j2d7DtmzHcbxVK1zXdV1OLhEnoSfWJEmWvMkzPp93CxpfQWG0vFyUfZvb2ubP//CAAw6IRCKdnZ2VsXguO7pvQ1HKGHotQxhz0Mf95+TfDauPD6+PD4xXdl+z8dXrJbqPJrecVrVM09pyu9HuR2EoXF1VUVxcLEo9V9anr6/vXsJJ2rKWU+9/Ct3LOQkCcU6OQ5wo/alh9/9BkkRSgIjSc2dcTpxMy9IN4+133i0KhwYOHjJo8KD2zW3RqlgOu7SPQ1HKGHotQxhzsMu59Nhf7VEXH1IbG1wbqywrESRp6+sltk5H75jP5emA7J2LzGKW3fsRKiqqjJZXRsu905iCKAqCN49GTM+m8darIG/xJoF7K1d01x9O5HCh+9Yz3OWu7XLLdho2bKyoiFZEK4rKotw02jq7cET4DVCUMoZeyxDGHOweLjj210Pq4oNq44PrqutiFZLc++Rnr0SUeh1KSjKRQJbt3SLHtmzDcrxENC3btm3Lti3bti3bsu3eFxd69+OWZFn0jim7b8amaJoo+/x+v9/n8/n9Ab+/qLgkGo2WV0RJlBzGGGMGY48+/uTF/7w0p73Vp6EoZQy9liGMOdiNnXr0L/vXVPWvjvWvifeviVWUl0mSJEryloNI8SufFHoB6S3kKwhEnGybLJtcTo7rum76KntODieH855rCwVREiRJkn3eB4Siz0f+ABGRaXnr2jPG5n/40VHH/CGHHbJLQFHKGHotQxhzkIdO+t0R/WridfFYvKoiVlkRr6osKgp7ASmIkijJgiCIoigIgtCTiD2XFYrS1jfm7v2/j0Ak9FrW3rUd17Cc5pbmhx557N77H8jZDu9SUJQyhl7LEMYcwDZOPe4PZaUlZSXF3nN5aUlpSXFROFxUVOTz+0kUBUHkPRfaC1s+IHRJcDm5Lu/o6GhubW3YsGHF51/8+7Y7c7o3ux4UJcg2znFJEwD0IShKGfvKymEAAAD5BEEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUEIAAB5DUE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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren.SetSeedGenMode(ren.FlowSeedMode.UNIFORM)\n", + "rake = ren.GetRakeRegion()\n", + "defaultRakeExtents = rake.GetExtents()\n", + "rake.SetExtents((20, 20), (40, 40))\n", + "print(f\"Seeding a {ren.GetGridNumOfSeeds()} grid over {rake.GetExtents()}\")\n", + "ses.Show()\n", + "rake.SetExtents(*defaultRakeExtents)" + ] + }, + { + "cell_type": "markdown", + "id": "101518bc", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "### Random Distribution\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a7b16bc8", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:47.059731Z", + "iopub.status.busy": "2023-06-22T17:21:47.059483Z", + "iopub.status.idle": "2023-06-22T17:21:47.119473Z", + "shell.execute_reply": "2023-06-22T17:21:47.118849Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seeding 50 random points over ([0.0, 0.0, 0.0], [63.0, 63.0, 63.0])\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren.SetSeedGenMode(ren.FlowSeedMode.RANDOM)\n", + "print(f\"Seeding {ren.GetRandomNumOfSeeds()} random points over {rake.GetExtents()}\")\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "6456066e", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "### Biased Distribution\n", + "\n", + "This generates a random list of seed points however they are biased by a given variable.\n", + "The number of seed points can be higher or lower based on the value of the `RakeBiasVariable`.\n", + "You can set the `RakeBiasStrength` to a negative value to invert the bias.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d16e89b9", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:47.122371Z", + "iopub.status.busy": "2023-06-22T17:21:47.122118Z", + "iopub.status.idle": "2023-06-22T17:21:47.191623Z", + "shell.execute_reply": "2023-06-22T17:21:47.191104Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seeding 50 random points biased by V10 over ([0.0, 0.0, 0.0], [63.0, 63.0, 63.0])\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren.SetSeedGenMode(ren.FlowSeedMode.RANDOM_BIAS)\n", + "ren.SetRakeBiasVariable(V)\n", + "ren.SetRakeBiasStrength(1)\n", + "print(f\"Seeding {ren.GetRandomNumOfSeeds()} random points biased by {ren.GetRakeBiasVariable()} over {rake.GetExtents()}\")\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "ae7135cc", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "### Manual List\n", + "\n", + "You can pass in a manually created list of seeds using a basic text file format.\n", + "The code below generates an example seed file and passes it to Vapor.\n", + "The full documentation for the seed file format can be found on Vapor's website.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "ede7fe83", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:47.194692Z", + "iopub.status.busy": "2023-06-22T17:21:47.194336Z", + "iopub.status.idle": "2023-06-22T17:21:47.240073Z", + "shell.execute_reply": "2023-06-22T17:21:47.239479Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "with open(\"flow_seeds.txt\", \"w\") as f:\n", + " print(\"# X, Y, Z, T (optional)\", file=f)\n", + " print(\"10, 10, 0\", file=f)\n", + " print(\"20, 20, 0\", file=f)\n", + "\n", + "ren.SetSeedGenMode(ren.FlowSeedMode.LIST)\n", + "ren.SetSeedInputFilename(\"flow_seeds.txt\")\n", + "ses.Show()" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/how-to-cite.md b/_preview/16/_sources/notebooks/how-to-cite.md new file mode 100644 index 0000000..67bc7be --- /dev/null +++ b/_preview/16/_sources/notebooks/how-to-cite.md @@ -0,0 +1,7 @@ +# How to Cite This Cookbook + +The material in Project Pythia's VAPOR python 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/vapor-python-cookbook) and archived on Zenodo. This DOI will always resolve to the latest release of the book source: + +[![DOI](https://zenodo.org/badge/656355302.svg)](https://zenodo.org/badge/latestdoi/656355302) diff --git a/_preview/16/_sources/notebooks/keyframing_example.ipynb b/_preview/16/_sources/notebooks/keyframing_example.ipynb new file mode 100644 index 0000000..91d0c7e --- /dev/null +++ b/_preview/16/_sources/notebooks/keyframing_example.ipynb @@ -0,0 +1,416 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Keyframing with Vapor" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In this notebook, we will create an animation where our camera moves to view our visualization from different angles. We will achieve this using an animation technique called keyframing. This technique involves selecting several key scenes, known as keyframes, and then having the computer generate the intermediate frames between these keyframes. This process creates a smooth transition from one keyframe to the next, resulting in a fluid animation." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Setup and data download" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.9.2\n", + "Python 3.9.19 (/opt/anaconda3/envs/vapor-cookbook-dev)\n", + "OpenGL 4.1 Metal - 83.1\n" + ] + } + ], + "source": [ + "from vapor import session, dataset, renderer\n", + "from vapor.animation import Animation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The following cell will download the data from NCAR's [Research Data Archives](https://rda.ucar.edu/datasets/ds897.7/dataaccess/#)." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data file already exists at ./data/wrfout_d02_2005-08-29_02.nc, skipping download and extraction.\n" + ] + } + ], + "source": [ + "import os\n", + "import requests\n", + "import zipfile\n", + "url = 'https://data.rda.ucar.edu/ds897.7/Katrina.zip'\n", + "extract_to = './data'\n", + "zip_name = \"Katrina.zip\"\n", + "data_file = './data/wrfout_d02_2005-08-29_02.nc'\n", + "\n", + "# Check if the data file already exists\n", + "if not os.path.exists(data_file):\n", + " # Download zip\n", + " with requests.get(url, stream=True) as r:\n", + " r.raise_for_status()\n", + " with open(zip_name, 'wb') as f:\n", + " for chunk in r.iter_content(chunk_size=8192):\n", + " f.write(chunk)\n", + " # Extract the file\n", + " with zipfile.ZipFile(zip_name, 'r') as zip_ref:\n", + " zip_ref.extractall(extract_to)\n", + "\n", + " # Clean up the zip file\n", + " os.remove(zip_name)\n", + "\n", + " print(f\"Data downloaded and extracted to {data_file}\")\n", + "else:\n", + " print(f\"Data file already exists at {data_file}, skipping download and extraction.\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create keyframes" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To begin creating our animation, we first create our keyframes. Each keyframe corresponds to a specific moment in our animation, defined by the camera's position and orientation. We can create these keyframes using either Python or the Vapor application, and save them as session files. For the purpose of this notebook, we'll input our camera information directly in Python, but in practice, it's easier to fine-tune the camera settings within the application." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First we'll create our static visualization. A detailed guide on how this is created can be found in the quickstart notebook" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "ses = session.Session()\n", + "data = ses.OpenDataset(dataset.WRF, [\"data/wrfout_d02_2005-08-29_02.nc\"])\n", + "land = data.NewRenderer(renderer.ImageRenderer)\n", + "land.GetTransform().SetTranslations([0,0,100])\n", + "land.SetHeightVariableName(\"HGT\")\n", + "wind = data.NewRenderer(renderer.TwoDDataRenderer)\n", + "wind.SetVariableName(\"U10\")\n", + "clouds = data.NewRenderer(renderer.VolumeRenderer) # Render clouds\n", + "clouds.SetVariableName(\"QCLOUD\")\n", + "clouds_tf = clouds.GetTransferFunction(\"QCLOUD\")\n", + "clouds_tf.LoadBuiltinColormap(\"Sequential/BlackWhite\")\n", + "clouds_tf.SetColorRGBList([(r, g, b) for r, g, b, _ in \n", + " list(reversed(clouds_tf.GetMatPlotLibColormap().colors))])\n", + "clouds_tf.SetOpacityControlPoints([[0,0],[0.00001,0.01], [0.0001, 0.1], [0.0010,0.9]])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we'll define the camera settings for each of our keyframes. These numbers are tricky to get right in Python, so it is recommended that they are selected within the application." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "positions = [\n", + " [-1190444.44426004, 1882360.85954653, 770176.40842364], # Keyframe 1\n", + " [-1172384.15238047, 2813172.26639064, 355291.41877028], # Keyframe 2\n", + " [-968784.32993129, 3056725.58106798, -34317.16158186], # ...\n", + " [-733144.08018801, 2929790.21696698, -32984.22588893],\n", + " [-691781.20449513, 2442083.68616993, -47289.68751812]\n", + "]\n", + "\n", + "targets = [\n", + " [-420811.28125, 2737271.75, 5699.78515597],\n", + " [-420811.28125, 2737271.75, 15699.78515597],\n", + " [-420811.28125, 2737271.75, 15699.78515597],\n", + " [-420811.28125, 2737271.75, 15699.78515597],\n", + " [-420811.28125, 2737271.75, 15699.78515597]\n", + "]\n", + "\n", + "ups = [\n", + " [0.41853764, 0.35630071, 0.83538976],\n", + " [ 0.39861183, -0.08972356, 0.91272027],\n", + " [-0.08058301, 0.02890014, 0.99632884],\n", + " [-0.080583, 0.02890014, 0.99632884],\n", + " [-0.0964622, -0.0632074, 0.99332767]\n", + "]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we will save each of these camera settings to a session file to represent our keyframes." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "os.makedirs(\"keyframes\", exist_ok=True) # Make directory for keyframes if it doesn't exist\n", + "for i, position, target, up in zip(range(1, len(positions)+1), positions, targets, ups):\n", + " ses.GetCamera().LookAt(position, target, up)\n", + " ses.Save(f\"./keyframes/keyframe{i}.vs3\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create helper function for linear interpolation of key frames" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This function generates an animation using keyframing from a list of session paths and a corresponding list of integers that describe the number of frames between each keyframe. It creates and returns an animation that can be displayed." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# Function to create animation based on a number of keyframes defined in session_paths.\n", + "def animate_keyframes(session_paths, steps):\n", + " # Load key frames as sessions\n", + " key_frames = []\n", + " for path in session_paths:\n", + " ses = session.Session()\n", + " ses.Load(path)\n", + " key_frames.append(ses)\n", + "\n", + " # Visualization will use renderers from first session in list. Other sessions are only for camera angles\n", + " primary_session = key_frames[0]\n", + " anim = Animation(primary_session)\n", + " cam = primary_session.GetCamera()\n", + " total_frames = sum(steps)\n", + " \n", + " # Interpolate camera information between each key frame\n", + " n = 0\n", + " for i in range(len(key_frames) - 1):\n", + " start = key_frames[i]\n", + " end = key_frames[i+1]\n", + " frames = steps[i]\n", + " # Get starting information\n", + " cam1 = start.GetCamera()\n", + " dir1 = cam1.GetDirection()\n", + " pos1 = cam1.GetPosition()\n", + " up1 = cam1.GetUp()\n", + "\n", + " # Get ending information\n", + " cam2 = end.GetCamera()\n", + " dir2 = cam2.GetDirection()\n", + " pos2 = cam2.GetPosition()\n", + " up2 = cam2.GetUp()\n", + "\n", + " # Difference between camera positions on each axis\n", + " dPositionX = (pos2[0] - pos1[0])\n", + " dPositionY = (pos2[1] - pos1[1])\n", + " dPositionZ = (pos2[2] - pos1[2])\n", + "\n", + " # Difference between camera direction vectors on each axis\n", + " dDirectionX = (dir2[0] - dir1[0])\n", + " dDirectionY = (dir2[1] - dir1[1])\n", + " dDirectionZ = (dir2[2] - dir1[2])\n", + "\n", + " # Difference between camera up vectors on each axis\n", + " dUpX = (up2[0] - up1[0])\n", + " dUpY = (up2[1] - up1[1])\n", + " dUpZ = (up2[2] - up1[2])\n", + "\n", + " # Linear interpolation between start and end\n", + " for j in range(frames):\n", + " position = [\n", + " pos1[0]+dPositionX*j/frames,\n", + " pos1[1]+dPositionY*j/frames,\n", + " pos1[2]+dPositionZ*j/frames\n", + " ]\n", + " cam.SetPosition( position )\n", + "\n", + " direction = [\n", + " dir1[0]+dDirectionX*j/frames,\n", + " dir1[1]+dDirectionY*j/frames,\n", + " dir1[2]+dDirectionZ*j/frames\n", + " ]\n", + " cam.SetDirection( direction )\n", + "\n", + " up = [\n", + " up1[0]+dUpX*j/frames,\n", + " up1[1]+dUpY*j/frames,\n", + " up1[2]+dUpZ*j/frames\n", + " ]\n", + " cam.SetUp( up )\n", + " anim.CaptureFrame()\n", + " \n", + " # Print status\n", + " print(f\"Rendering Animation [{'#'*round((j+n)*40/total_frames)}{' '*round(40-((j+n)*40/total_frames))}] {(j+1+n)*100/total_frames:.0f}%\", end=\"\\r\")\n", + " n += steps[i]\n", + " return anim\n", + " " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Generate Animation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Specify the paths to your session files (keyframes) and the number of interpolation steps between each keyframe." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "sessions = [\n", + " \"keyframes/keyframe1.vs3\",\n", + " \"keyframes/keyframe2.vs3\",\n", + " \"keyframes/keyframe3.vs3\",\n", + " \"keyframes/keyframe4.vs3\",\n", + " \"keyframes/keyframe5.vs3\",\n", + "]\n", + "steps = [40,30,30,30]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Generate and Display Animation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create the animation using the defined keyframes and steps, then display it." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dataset: 'wrfout_d02_2005-08-29_02.nc'\n", + "Dataset: 'wrfout_d02_2005-08-29_02.nc'\n", + "Dataset: 'wrfout_d02_2005-08-29_02.nc'\n", + "Dataset: 'wrfout_d02_2005-08-29_02.nc'\n", + "Dataset: 'wrfout_d02_2005-08-29_02.nc'\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "UNSUPPORTED (log once): POSSIBLE ISSUE: unit 5 GLD_TEXTURE_INDEX_3D is unloadable and bound to sampler type (Float) - using zero texture because texture unloadable\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rendering Animation [########################################] 100%\r" + ] + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "anim = animate_keyframes(sessions, steps)\n", + "anim.Show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "vapor", + "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": "3.9.19" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/_preview/16/_sources/notebooks/notebook-template.ipynb b/_preview/16/_sources/notebooks/notebook-template.ipynb new file mode 100644 index 0000000..dff961b --- /dev/null +++ b/_preview/16/_sources/notebooks/notebook-template.ipynb @@ -0,0 +1,387 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's start here! If you can directly link to an image relevant to your notebook, such as [canonical logos](https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg), do so here at the top of your notebook. You can do this with Markdown syntax,\n", + "\n", + "> `![](http://link.com/to/image.png \"image alt text\")`\n", + "\n", + "or edit this cell to see raw HTML `img` demonstration. This is preferred if you need to shrink your embedded image. **Either way be sure to include `alt` text for any embedded images to make your content more accessible.**\n", + "\n", + "\"Project" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Project Pythia Notebook Template\n", + "\n", + "Next, title your notebook appropriately with a top-level Markdown header, `#`. Do not use this level header anywhere else in the notebook. Our book build process will use this title in the navbar, table of contents, etc. Keep it short, keep it descriptive. Follow this with a `---` cell to visually distinguish the transition to the prerequisites section." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Overview\n", + "If you have an introductory paragraph, lead with it here! Keep it short and tied to your material, then be sure to continue into the required list of topics below,\n", + "\n", + "1. This is a numbered list of the specific topics\n", + "1. These should map approximately to your main sections of content\n", + "1. Or each second-level, `##`, header in your notebook\n", + "1. Keep the size and scope of your notebook in check\n", + "1. And be sure to let the reader know up front the important concepts they'll be leaving with" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Prerequisites\n", + "This section was inspired by [this template](https://github.com/alan-turing-institute/the-turing-way/blob/master/book/templates/chapter-template/chapter-landing-page.md) of the wonderful [The Turing Way](https://the-turing-way.netlify.app) Jupyter Book.\n", + "\n", + "Following your overview, tell your reader what concepts, packages, or other background information they'll **need** before learning your material. Tie this explicitly with links to other pages here in Foundations or to relevant external resources. Remove this body text, then populate the Markdown table, denoted in this cell with `|` vertical brackets, below, and fill out the information following. In this table, lay out prerequisite concepts by explicitly linking to other Foundations material or external resources, or describe generally helpful concepts.\n", + "\n", + "Label the importance of each concept explicitly as **helpful/necessary**.\n", + "\n", + "| Concepts | Importance | Notes |\n", + "| --- | --- | --- |\n", + "| [Intro to Cartopy](https://foundations.projectpythia.org/core/cartopy/cartopy.html) | Necessary | |\n", + "| [Understanding of NetCDF](https://foundations.projectpythia.org/core/data-formats/netcdf-cf.html) | Helpful | Familiarity with metadata structure |\n", + "| Project management | Helpful | |\n", + "\n", + "- **Time to learn**: estimate in minutes. For a rough idea, use 5 mins per subsection, 10 if longer; add these up for a total. Safer to round up and overestimate.\n", + "- **System requirements**:\n", + " - Populate with any system, version, or non-Python software requirements if necessary\n", + " - Otherwise use the concepts table above and the Imports section below to describe required packages as necessary\n", + " - If no extra requirements, remove the **System requirements** point altogether" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Imports\n", + "Begin your body of content with another `---` divider before continuing into this section, then remove this body text and populate the following code cell with all necessary Python imports **up-front**:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:49.397346Z", + "iopub.status.busy": "2023-06-22T17:21:49.397015Z", + "iopub.status.idle": "2023-06-22T17:21:49.404929Z", + "shell.execute_reply": "2023-06-22T17:21:49.404314Z" + } + }, + "outputs": [], + "source": [ + "import sys" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Your first content section" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This is where you begin your first section of material, loosely tied to your objectives stated up front. Tie together your notebook as a narrative, with interspersed Markdown text, images, and more as necessary," + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:49.408360Z", + "iopub.status.busy": "2023-06-22T17:21:49.408082Z", + "iopub.status.idle": "2023-06-22T17:21:49.411749Z", + "shell.execute_reply": "2023-06-22T17:21:49.411099Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Hello world!\n" + ] + } + ], + "source": [ + "# as well as any and all of your code cells\n", + "print(\"Hello world!\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### A content subsection\n", + "Divide and conquer your objectives with Markdown subsections, which will populate the helpful navbar in Jupyter Lab and here on the Jupyter Book!" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:49.415204Z", + "iopub.status.busy": "2023-06-22T17:21:49.414943Z", + "iopub.status.idle": "2023-06-22T17:21:49.418072Z", + "shell.execute_reply": "2023-06-22T17:21:49.417360Z" + } + }, + "outputs": [], + "source": [ + "# some subsection code\n", + "new = \"helpful information\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Another content subsection\n", + "Keep up the good work! A note, *try to avoid using code comments as narrative*, and instead let them only exist as brief clarifications where necessary." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Your second content section\n", + "Here we can move on to our second objective, and we can demonstrate" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Subsection to the second section\n", + "\n", + "#### a quick demonstration\n", + "\n", + "##### of further and further\n", + "\n", + "###### header levels" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "as well $m = a * t / h$ text! Similarly, you have access to other $\\LaTeX$ equation [**functionality**](https://jupyter-notebook.readthedocs.io/en/stable/examples/Notebook/Typesetting%20Equations.html) via MathJax (demo below from link),\n", + "\n", + "\\begin{align}\n", + "\\dot{x} & = \\sigma(y-x) \\\\\n", + "\\dot{y} & = \\rho x - y - xz \\\\\n", + "\\dot{z} & = -\\beta z + xy\n", + "\\end{align}" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Check out [**any number of helpful Markdown resources**](https://www.markdownguide.org/basic-syntax/) for further customizing your notebooks and the [**Jupyter docs**](https://jupyter-notebook.readthedocs.io/en/stable/examples/Notebook/Working%20With%20Markdown%20Cells.html) for Jupyter-specific formatting information. Don't hesitate to ask questions if you have problems getting it to look *just right*." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Last Section\n", + "\n", + "If you're comfortable, and as we briefly used for our embedded logo up top, you can embed raw html into Jupyter Markdown cells (edit to see):" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "

Info

\n", + " Your relevant information here!\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Feel free to copy this around and edit or play around with yourself. Some other `admonitions` you can put in:" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "

Success

\n", + " We got this done after all!\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "

Warning

\n", + " Be careful!\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "
\n", + "

Danger

\n", + " Scary stuff be here.\n", + "
" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We also suggest checking out Jupyter Book's [brief demonstration](https://jupyterbook.org/content/metadata.html#jupyter-cell-tags) on adding cell tags to your cells in Jupyter Notebook, Lab, or manually. Using these cell tags can allow you to [customize](https://jupyterbook.org/interactive/hiding.html) how your code content is displayed and even [demonstrate errors](https://jupyterbook.org/content/execute.html#dealing-with-code-that-raises-errors) without altogether crashing our loyal army of machines!" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Summary\n", + "Add one final `---` marking the end of your body of content, and then conclude with a brief single paragraph summarizing at a high level the key pieces that were learned and how they tied to your objectives. Look to reiterate what the most important takeaways were.\n", + "\n", + "### What's next?\n", + "Let Jupyter book tie this to the next (sequential) piece of content that people could move on to down below and in the sidebar. However, if this page uniquely enables your reader to tackle other nonsequential concepts throughout this book, or even external content, link to it here!" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Resources and references\n", + "Finally, be rigorous in your citations and references as necessary. Give credit where credit is due. Also, feel free to link to relevant external material, further reading, documentation, etc. Then you're done! Give yourself a quick review, a high five, and send us a pull request. A few final notes:\n", + " - `Kernel > Restart Kernel and Run All Cells...` to confirm that your notebook will cleanly run from start to finish\n", + " - `Kernel > Restart Kernel and Clear All Outputs...` before committing your notebook, our machines will do the heavy lifting\n", + " - Take credit! Provide author contact information if you'd like; if so, consider adding information here at the bottom of your notebook\n", + " - Give credit! Attribute appropriate authorship for referenced code, information, images, etc.\n", + " - Only include what you're legally allowed: **no copyright infringement or plagiarism**\n", + " \n", + "Thank you for your contribution!" + ] + } + ], + "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": "3.9.16" + }, + "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": [ + "Python3" + ] + }, + { + "key": 0, + "length": 1, + "op": "removerange" + } + ], + "key": "display_name", + "op": "patch" + } + ], + "key": "kernelspec", + "op": "patch" + } + ] + }, + "toc-autonumbering": false + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_preview/16/_sources/notebooks/numpy_example.ipynb b/_preview/16/_sources/notebooks/numpy_example.ipynb new file mode 100644 index 0000000..d12a926 --- /dev/null +++ b/_preview/16/_sources/notebooks/numpy_example.ipynb @@ -0,0 +1,179 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "61af4593", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Rendering Numpy data with Vapor\n", + "\n", + "Vapor supports rendering 2D and 3D numpy data.\n", + "In order to pass Numpy data to Vapor, create a data set of the type `vapor.dataset.PYTHON`\n", + "This can also be done with the convenience function `Session.CreatePythonDataset()`.\n", + "You can add numpy arrays as variables to that dataset by using `Dataset.AddNumpyData`.\n", + "\n", + "These variables can then be rendered normally using any of Vapor's renderers.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "17e68bd7", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:50.975269Z", + "iopub.status.busy": "2023-06-22T17:21:50.974858Z", + "iopub.status.idle": "2023-06-22T17:21:56.494162Z", + "shell.execute_reply": "2023-06-22T17:21:56.493369Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera\n", + "import numpy as np\n", + "\n", + "ses = session.Session()\n", + "data = ses.CreatePythonDataset()" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5e466a5e", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:56.497556Z", + "iopub.status.busy": "2023-06-22T17:21:56.497175Z", + "iopub.status.idle": "2023-06-22T17:21:56.687988Z", + "shell.execute_reply": "2023-06-22T17:21:56.687423Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[ 0 1 2 ... 61 62 63]\n", + " [ 64 65 66 ... 125 126 127]\n", + " [ 128 129 130 ... 189 190 191]\n", + " ...\n", + " [3904 3905 3906 ... 3965 3966 3967]\n", + " [3968 3969 3970 ... 4029 4030 4031]\n", + " [4032 4033 4034 ... 4093 4094 4095]]\n" + ] + } + ], + "source": [ + "\n", + "# Create a 2D numpy array and add it to vapor's dataset\n", + "\n", + "np_array = np.arange(64**2).reshape((64,64))\n", + "data.AddNumpyData(\"variable_name\", np_array)\n", + "\n", + "print(np_array)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "eda1cfb8", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:56.691786Z", + "iopub.status.busy": "2023-06-22T17:21:56.691536Z", + "iopub.status.idle": "2023-06-22T17:21:56.847149Z", + "shell.execute_reply": "2023-06-22T17:21:56.846568Z" + } + }, + "outputs": [], + "source": [ + "\n", + "# Create a renderer for the data\n", + "\n", + "ren = data.NewRenderer(renderer.WireFrameRenderer)\n", + "ren.SetVariableName(\"variable_name\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "504d4074", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:56.850473Z", + "iopub.status.busy": "2023-06-22T17:21:56.850264Z", + "iopub.status.idle": "2023-06-22T17:21:56.978290Z", + "shell.execute_reply": "2023-06-22T17:21:56.977612Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "# Show the rendering\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/quickstart.ipynb b/_preview/16/_sources/notebooks/quickstart.ipynb new file mode 100644 index 0000000..1a9778a --- /dev/null +++ b/_preview/16/_sources/notebooks/quickstart.ipynb @@ -0,0 +1,633 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Quickstart" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This guide aims to help new users get started with VAPOR's Python API, showcasing a typical workflow using an example dataset. We will cover some of the key features of the VAPOR API, and explain some of the essential concepts specific to 3D visualization in VAPOR." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Creating visualization in VAPOR can be divided into 4 steps, which we will go through in this notebook. \n", + "1. **Import Data**\n", + "\n", + "2. **Select and Apply Renderers**\n", + "\n", + "3. **Annotate**\n", + "\n", + "4. **Export**" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Setup" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Import VAPOR" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To begin, we will import the vapor modules we will be using." + ] + }, + { + "cell_type": "code", + "execution_count": 211, + "metadata": {}, + "outputs": [], + "source": [ + "from vapor import session, renderer, dataset\n", + "from vapor.animation import Animation\n", + "from vapor.dataset import Dataset" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Initialize Session" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "3D visualizations in VAPOR are managed using [sessions](https://ncar.github.io/VaporDocumentationWebsite/pythonAPIReference/userModules/vapor.session.html). A session captures all the necessary information to recreate a visualization, including dataset details, rendering settings, and camera positions. In this notebook, we'll create a new visualization within a session. Later, we can save this session to a file, allowing it to be opened in VAPOR's GUI application or another Python script." + ] + }, + { + "cell_type": "code", + "execution_count": 212, + "metadata": {}, + "outputs": [], + "source": [ + "ses = session.Session()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Load Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Once we've created our session, we'll want to load our dataset. Vapor supports a number of scientific data formats, which can be viewed with `Dataset.GetDatasetTypes()`" + ] + }, + { + "cell_type": "code", + "execution_count": 213, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['vdc', 'wrf', 'cf', 'mpas', 'bov', 'ugrid']" + ] + }, + "execution_count": 213, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Dataset.GetDatasetTypes()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In this example, we will be using data from the WRF model of Hurricane Katrina from 2005. The following cell will download the data from NCAR's [Research Data Archives](https://rda.ucar.edu/datasets/ds897.7/dataaccess/#)." + ] + }, + { + "cell_type": "code", + "execution_count": 214, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data file already exists at ./data/wrfout_d02_2005-08-29_02.nc, skipping download and extraction.\n" + ] + } + ], + "source": [ + "import os\n", + "import requests\n", + "import zipfile\n", + "url = 'https://data.rda.ucar.edu/ds897.7/Katrina.zip'\n", + "extract_to = './data'\n", + "zip_name = \"Katrina.zip\"\n", + "data_file = './data/wrfout_d02_2005-08-29_02.nc'\n", + "\n", + "# Check if the data file already exists\n", + "if not os.path.exists(data_file):\n", + " # Download zip\n", + " with requests.get(url, stream=True) as r:\n", + " r.raise_for_status()\n", + " with open(zip_name, 'wb') as f:\n", + " for chunk in r.iter_content(chunk_size=8192):\n", + " f.write(chunk)\n", + " # Extract the file\n", + " with zipfile.ZipFile(zip_name, 'r') as zip_ref:\n", + " zip_ref.extractall(extract_to)\n", + "\n", + " # Clean up the zip file\n", + " os.remove(zip_name)\n", + "\n", + " print(f\"Data downloaded and extracted to {data_file}\")\n", + "else:\n", + " print(f\"Data file already exists at {data_file}, skipping download and extraction.\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To load the dataset into our session, we use `ses.OpenDataset()`, which requires two parameters. The first parameter specifies the file format, in this case, dataset.WRF. The second parameter is a list of file paths. Since we only have one file, we provide a list containing just that file." + ] + }, + { + "cell_type": "code", + "execution_count": 215, + "metadata": {}, + "outputs": [], + "source": [ + "data = ses.OpenDataset(dataset.WRF, [\"data/wrfout_d02_2005-08-29_02.nc\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The dataset contains a number of atmospheric variables that describe attributes of the storm, such as pressure, wind, clouds, and rain. For this example, we will use three variables: `U10`, a 2 dimensional variable that describes the 10 meter zonal wind speed, `QCLOUD`, a 3 dimensional variable to visualize the cloud formation of the storm, and `HGT`, a 2D variable to visualize the topography of the land. Below we will display the metadata for these variables." + ] + }, + { + "cell_type": "code", + "execution_count": 216, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data Variables:\n", + " HGT\n", + " Time Varying: False\n", + " Dimensionality: 2\n", + " Coordinates: ['XLONGX', 'XLATY']\n", + " Data Range: [-4.76837158203125e-07, 435.46844482421875]\n", + " U10\n", + " Time Varying: False\n", + " Dimensionality: 2\n", + " Coordinates: ['XLONGX', 'XLATY']\n", + " Data Range: [-57.80490493774414, 66.07730865478516]\n", + " QCLOUD\n", + " Time Varying: False\n", + " Dimensionality: 3\n", + " Coordinates: ['XLONGX', 'XLATY', 'Elevation']\n", + " Data Range: [-8.626847608668442e-13, 0.002441433956846595]\n" + ] + } + ], + "source": [ + "print(\"Data Variables:\")\n", + "vars = [\"U10\", \"QCLOUD\", \"HGT\"]\n", + "for var in data.GetDataVarNames():\n", + " if var in vars:\n", + " print(f\" {var}\")\n", + " print(f\" Time Varying: False\")\n", + " print(f\" Dimensionality:\", data.GetVarGeometryDim(var))\n", + " print(f\" Coordinates:\", data.GetVarCoordVars(var, True))\n", + " print(\" Data Range:\", data.GetDataRange(var))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Apply Renderers" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now that we've loaded our data, it's time to start the visualization process. Visualization in Vapor is based around renderers, which display data with customizable colors and opacities. Tutorials for using renderers in Vapor's GUI can be found [here](https://ncar.github.io/VaporDocumentationWebsite/vaporApplicationReference/renderers.html), and each one works similarly in Python. In this example, we'll create a 2D data renderer and a volume renderer." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Image Renderer" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will start by creating an image renderer to display the topography of the land. This dataset is georeferenced, so we can use Vapor's builtin image simply by calling `data.NewRenderer(renderer.ImageRenderer)`. Additionally, our dataset stores the elevation at each gridpoint in `HGT`, and by linking this to our image renderer with `land.SetHeightVariableName(\"HGT\")` we can render the topography in 3D." + ] + }, + { + "cell_type": "code", + "execution_count": 218, + "metadata": {}, + "outputs": [], + "source": [ + "land = data.NewRenderer(renderer.ImageRenderer)\n", + "land.SetHeightVariableName(\"HGT\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we can call `ses.Show()` to display our visualization!" + ] + }, + { + "cell_type": "code", + "execution_count": 219, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2D Data Renderer" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The 2D Data Renderer displays a 2D data variable along the plane described by the dataset. We will use it to display our U10 variable, which represents the east/west wind speed at a 10-meter elevation. First, we select the renderer type by calling `NewRenderer()` on the dataset. Next, we specify the variable to visualize by calling `SetVariableName()` on the renderer." + ] + }, + { + "cell_type": "code", + "execution_count": 196, + "metadata": {}, + "outputs": [], + "source": [ + "wind = data.NewRenderer(renderer.TwoDDataRenderer)\n", + "wind.SetVariableName(\"U10\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If our image and 2D data renderers are too close to each other, it can lead to unexpected results. To prevent this, we'll lift our image renderer slightly off the ground. We can achieve this by using `GetTransform()` and `SetTranslations()` as follows." + ] + }, + { + "cell_type": "code", + "execution_count": 197, + "metadata": {}, + "outputs": [], + "source": [ + "land_transform = land.GetTransform()\n", + "land_transform.SetTranslations([0, 0, 100])" + ] + }, + { + "cell_type": "code", + "execution_count": 198, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Volume Renderer" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next, let's create a visualization for a three dimensional variable. The `QCLOUD` variable measures the cloud density at every gridpoint. We can use a volume renderer to display where the clouds are thickest. As before, we first select our renderer and variable name." + ] + }, + { + "cell_type": "code", + "execution_count": 200, + "metadata": {}, + "outputs": [], + "source": [ + "clouds = data.NewRenderer(renderer.VolumeRenderer)\n", + "clouds.SetVariableName(\"QCLOUD\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can adjust the appearance of our renderer by modifying its [transfer function](https://ncar.github.io/VaporDocumentationWebsite/vaporApplicationReference/basicRendererControls.html#appearancetab), which describes the color and opacity of the data in the visualization. The [transfer function notebook](https://projectpythia.org/vapor-python-cookbook/notebooks/transfer_function_example.html) provides more examples on how to customize a transfer function.\n", + "\n", + "First, we will set the colors to a white-gray-black scale. Then, we will adjust the opacities of the renderer. We want areas with almost no clouds to be completely transparent, while areas with more clouds should be more opaque. We use `SetOpacityControlPoints` with a list of [value, opacity] pairs to specify the opacity of data points with a certain value." + ] + }, + { + "cell_type": "code", + "execution_count": 201, + "metadata": {}, + "outputs": [], + "source": [ + "clouds_tf = clouds.GetTransferFunction(\"QCLOUD\")\n", + "# Load built in black to white colormap\n", + "clouds_tf.LoadBuiltinColormap(\"Sequential/BlackWhite\")\n", + "# Access and reverse RGB list from current color map\n", + "new_colors = [(r, g, b) for r, g, b, _ in list(reversed(clouds_tf.GetMatPlotLibColormap().colors))]\n", + "# Assign new RGB colors to transfer function\n", + "clouds_tf.SetColorRGBList(new_colors)\n", + "# Change opacities\n", + "clouds_tf.SetOpacityControlPoints([[0,0],[0.00001,0.01], [0.0001, 0.1], [0.0010,0.9]])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To visualize the 3D structure of the clouds effectively, we need to set the camera at an appropriate angle. The [camera module](https://ncar.github.io/VaporDocumentationWebsite/pythonAPIReference/userModules/vapor.camera.html) in VAPOR offers several functions for controlling the camera's position and orientation. Among these, the `LookAt()` function is the most robust and versatile. It takes two lists, each containing three elements representing a point in 3D space with (X, Y, Z) coordinates. The first list specifies the camera's position, while the second list defines the point the camera is targeting." + ] + }, + { + "cell_type": "code", + "execution_count": 202, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ses.GetCamera().LookAt(\n", + " [-757400, 2189800, 761600], # Position\n", + " [-420800, 2737200, 15700] # Target\n", + " )\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Add Annotations" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can finalize our visualization with some [annotations](https://ncar.github.io/VaporDocumentationWebsite/pythonAPIReference/userModules/vapor.annotations.html). For a more in depth tutorial on annotations, visit our [annotation cookbook](https://projectpythia.org/vapor-python-cookbook/notebooks/annotation_example.html). Here, we'll add a colorbar for our wind variable and axis arrows to help with orientation." + ] + }, + { + "cell_type": "code", + "execution_count": 203, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "colorbar = wind.GetColorbarAnnotation()\n", + "colorbar.SetEnabled(True)\n", + "colorbar.SetCornerPosition((1,1))\n", + "\n", + "scene = ses.GetSceneAnnotations()\n", + "scene.SetAxisArrowEnabled(True)\n", + "\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also generate an interactive visual using Vapor's jupyter widget. This allows you to move the camera around as if you were using the Vapor application. \n", + "*Note: This widget requires an active kernel to operate. To try it out, run this notebook on your local machine.*" + ] + }, + { + "cell_type": "code", + "execution_count": 204, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f848ada437644d1bb48406b1d0af8cf8", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aH…" + ] + }, + "execution_count": 204, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from jupyter_vapor_widget import *\n", + "viz = VaporVisualizerWidget(ses)\n", + "viz" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Export" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now that we've created our visualization, we'll want to save and export it. We can save visualization as a png, jpg, or tif using `ses.Render()`" + ] + }, + { + "cell_type": "code", + "execution_count": 205, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 205, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ses.Render(\"Katrina.tif\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also use `ses.Save()` to save our session to a file. We can load this file in a different python script or in the Vapor GUI." + ] + }, + { + "cell_type": "code", + "execution_count": 206, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 206, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ses.Save(\"Katrina.vs3\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To access this session in a different Python script, we can use a line like this:" + ] + }, + { + "cell_type": "code", + "execution_count": 207, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dataset: 'wrfout_d02_2005-08-29_02.nc'\n" + ] + }, + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 207, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ses = session.Session()\n", + "ses.Load(\"Katrina.vs3\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "vapor", + "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": "3.9.19" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/_preview/16/_sources/notebooks/transfer_function_example.ipynb b/_preview/16/_sources/notebooks/transfer_function_example.ipynb new file mode 100644 index 0000000..9077afb --- /dev/null +++ b/_preview/16/_sources/notebooks/transfer_function_example.ipynb @@ -0,0 +1,943 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "56720ff6", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Transfer Functions\n" + ] + }, + { + "cell_type": "markdown", + "id": "33d037d5", + "metadata": {}, + "source": [ + "You can change a visualization's appearance by accessing and modifying its transfer function." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3a26a72b", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:21:58.778786Z", + "iopub.status.busy": "2023-06-22T17:21:58.778453Z", + "iopub.status.idle": "2023-06-22T17:22:05.241471Z", + "shell.execute_reply": "2023-06-22T17:22:05.240918Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera, utils, transferfunction\n", + "\n", + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)\n", + "\n", + "ren = data.NewRenderer(renderer.VolumeRenderer)\n", + "ses.GetCamera().LookAt((32, 120, 120), (32, 32, 32))\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "d725a2e5", + "metadata": {}, + "source": [ + "## Changing Opacities" + ] + }, + { + "cell_type": "markdown", + "id": "957b7e34", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "We created a volume rendering however it is fully opaque.\n", + "We can use a transfer function to adjust the visible portions.\n", + "Before we adjust the opacity map of the TF, we get a histogram to help us determine what we want to hide.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "93a4da2e", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:05.244530Z", + "iopub.status.busy": "2023-06-22T17:22:05.244180Z", + "iopub.status.idle": "2023-06-22T17:22:05.692101Z", + "shell.execute_reply": "2023-06-22T17:22:05.691266Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "utils.ShowMatPlotLibHistogram(ses, ren)" + ] + }, + { + "cell_type": "markdown", + "id": "56e9c4d0", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "Usually we want to hide the most common value so below we construct an opacity map that accomplishes this.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8bc95b35", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:05.696040Z", + "iopub.status.busy": "2023-06-22T17:22:05.695730Z", + "iopub.status.idle": "2023-06-22T17:22:05.699716Z", + "shell.execute_reply": "2023-06-22T17:22:05.699008Z" + } + }, + "outputs": [], + "source": [ + "# List of x,y pairs where x is the data value and y is the opacity for that data value\n", + "opacities = [(-0.3, 1), (-0.1, 0), (0.1, 0), (0.3, 1)]" + ] + }, + { + "cell_type": "markdown", + "id": "8b9d9783", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "We can get the matplotlib histogram plot and add our opacity map to it to compare.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "6a6f23d5", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:05.703401Z", + "iopub.status.busy": "2023-06-22T17:22:05.703122Z", + "iopub.status.idle": "2023-06-22T17:22:06.033748Z", + "shell.execute_reply": "2023-06-22T17:22:06.032984Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt = utils.GetMatPlotLibHistogram(ses, ren)\n", + "plt.plot(*zip(*opacities))\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "2a5006dd", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "Now we apply the map to the transfer function\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d36f4096", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:06.037679Z", + "iopub.status.busy": "2023-06-22T17:22:06.037302Z", + "iopub.status.idle": "2023-06-22T17:22:06.147564Z", + "shell.execute_reply": "2023-06-22T17:22:06.146876Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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MOQpO4qL4KDgzuTB0/RC6TT9sve8EwPvgfNdioc57RAIARAIQRGTmnKJuMDPnNOvfOaV5Pk2nfYpznCfmFOdpGg/TeIzzmFM8HfdxHt/7N/r2XOzJ/M7YcXiBHYv/gJ0xl3kEPm03j9vh03b45XG3G/qfHzaft5vHzbDp/K7vPu82fdW/zrvOOUdYhLDEQhFBSjRUhKiuLVHfH1dR0fXu18xgKcpUA6nrMLX6k7oqhRSbqLFTXacCILOkzFlES2nGOc4578d5SnlKPGWZkkwM+1mOGaaM4oZIfQLPbiDfI5Lveu97RPChdz4AoPNemAHA+a4GbIWZmTMCinCKMzmX4iTMOSfOMcU55zSNh5zm8bhPaZ5OhxSneTqN42Eej3Eex9Nxno63VFlzmSfz+2PH4QV2LP4DdsZc2hEgxJ8etg+b/ueH3eN2eNz0//Xp4VP1glodOgS/7UNwTuekeSpekAhRy2GIQOS8QBTgD8qHGhEtlBrR8oAsV0+rl4H6srJOYbFlUrVQK0tFBLR2M2Zmlsg8Jx5TPsWcgMYMY4JjkhlCpn6GEMXN2IMfIgRxpV4G0SERIfmu143RShlygXMk0jQhCWcRFpGcIiDmNMd5Esk5RVXEOI8pxTSPp8PTNB3jdBpPh3k6jqfDeHxOcR7Hw3Q6vP0v9j24tJP5o7Dj8AI7Fv8BO2Mu6gh4Rz8/7DZ998/PD593m592258fNj/vtn3wD5tu1/fbzg/Bb7rQB+8QHaFDpPqnhUARQSteiDQhWPYRqwpWRVx+NJ7Zv/YAADQNRKixUNAAafGFoKKoSxTqOk0ikIVjZgBUIcyAkeWUZGacwWUMI9MsfoIwYw9+k2gzMUHYZgzOeXJeOygAsBTL+KDtErpNbSM5J85ZQIRZhDnHlGbRsOk8lgThPKoiztNhHo/H/ddpPMzTeDp8HU/7eTqNx/185cHSizqTPxw7GmusWOavsHPlogje/ePxYTt0//z8qEHRn3eb3dB/2g67vnvcdH3wmxCG4AkxEGk4VOelEQKul5sHQFrLHlaVFFwcoSyFM4hQM4KI1E6KonJaNSMCRJowFAARFBBXSmcABFR8Rf+FgEKExCKISEgZwDGGgBMTozsxeQnguknCRP2MA7jNTD34bcKOXa/dEc4FKGU+qBuDRKvYrVpRrg2FKoQJQIQ5pZlzzCmmFOfxkHOcTvsUd3EeN7vPp8PX03Efun7YPpwOzz70cR6P+69WSmPcHvYp/1eYECqXcBw673/5tNsN/f/x+XE7dP/89PBfnx4+bYeHoXsY+oeh80QPQxcceSKH6B1pd7zWeq6qQ5dA6Co0KloXg7hIo9rEJUgqUk1gqRFt/fUv0Hxh+1ZJE2q+sJpCAWEpPfgCkFgyAAsyYBSaxM3gMnaZQsQ+YjfTJtImYZfcJkKXqRfXF1UmanFaLW0VkbpolCCCpg9VgLVrkHNiTgCY05zTLCI5zXE+zdMpzmOK03R6zjkdnn+fp+Ph6fdpPJwOT8fD12k8jsfn8TojpZdwGl8UdkAa5gj/LXaWXA6qgg+b/n/99Olh0//ysPvlcfvTbvO46YfgN53vvdt2wRN1zhGCX/WWqxISIogGQs8Vsfi/KphnodFVsBS1FFPPCqgeEqT210uduFakrpSZoogAggAwg2DRSEAojfKkkgnokASygCChIAp4pIQYEQPBhOhRIslEFEg80QwojjIG3WIAIKS2DVC6IVGEQQAIRFibJEmEOSM54gAgzoXsOwDgHLt+2/WnlOYUp36zm8dj6DbzdBw2j4fn30I3hK4/HZ68D6EbzBoat4QJoXHpdN7//Lh72PT//PT4MPT/eNj916fdzw/bbR8eh24I/mHodGqojszWBoniAleCR6SCUXUPRKeRUdW/JSgq0rrrS2y0TlnTSZ5Itb2ypAwREGVVTVNSdQgC5ZlYNU8NIiIgC9bAKQGgAAlkEEQkAAfsMXukiIyUIzJhQkwJPWJGgoyMhIwear8ErPKW9T+0srCsXyF5qGFSAKEcQDgREXkX+jSfcrch8iEMzj+Hridyoeu7ftsP29ANod8c91+cD6fD0zQe3/VUMIy3wYTQuGiCd7982j0M/T8/PX7aDv/r50+/PGw/b4eHod8N3ePQbULQkWmeqJbGrMSvpgSpKprqGyIQUIkkVuPfIqWgOTdYhBGWtGCVw5ZHrFZM1UdqmU0pmamukQH07xImrQ366iC5qiMIIAihEHCGTEAAGSEjJETvYJrAAXQIMaJHzAm9UKjafDZwe0lkioCI6l8pXxUWJP0GkWfOgRwESWl2LjCnEIZ5Lo6w67enw5Nzoes3PvShG7p+s//6K5Hzvjvsv9qA7yvlwsdlvCcmhH+OnR+XgCPSNsH/+vzwebf55+eHf37abbrwadNvuvDQd5sQhs57zQhWI4jN9oEGRUtnPBapUyP4h9qZdQdFjaDqZlRhbR/3WD9Biu5JFU0RrhKo9TLtm+2FWjKKIqAekWV5GgsgAANw8Y0MkACQ1JiK7taE4BAcQZwhIOYEAZwXESKU4vnOGjvK7pX6VQYQQKcSjMIAokWnIIzomBOJJ/KA6H0fumEa94gU+iEcn0M3hG5wT78iYuiGvfuNnDs8f7n8gaV2RRt/gQmh8Z/5kDtHQlQV/Mfj7ueH7U+7zU+7zcOm3/Xdbug2ITwMnScMRE5nZ5dwqPo/KP6v+jeqLg6RsKlgbSsspTFFFqF6weLzavHMefiRqpgJrFaoUC0ttaAtNFqOIYCwIKKgNlEAizhEBkAEZt28Ejz1JauobR4o4gjGSQjEgUwIboIQYEb0ACljAHRQlb6kCaXuf7WBehMgULWX1RcyoKCQCCOgIyeStQYnx9l3PSAhuRAnR977DtUJ9ptn9y/nA311RLR//pLTXy2XYVwmZgoVE8I/wc6MS+Dzw3Y3dP/16eGnh80/Hnc/7TY/7zbbrvtpu9HxMZ2j4JwjdKU69OzvdVwUBXAdMsVa/qJNFOVBAhHNtbU5M6usYX32MmutNilUXS3JQkABcUiqPiJFMkspqRZz1i5DBGARXfQCqDQBOq1iLaYyAyLKTCwzbXoZQQiBhGfAE4AnmYUCQUpuo9tZx+ZIzWiK1DxoKXZt+UIkFkZQOygirC0ZIoToSDyiE060c875FEdEdKFDckSOXCBy7ikgarcGHvdfY5ze/TQxjFfAhNC4RB63w27otEbm5932827zy+Puoe8ehm7Xh00Xeq+zVdAjYl1HsERBpbbMI7Z6maVSpkVKpSpirf7UJ5VpnQBLlz2u1qGo7q+aPwCoQ9XOFBJLgSghs6i7lOoNNehZvJuURnsQECzzaErLoVpSyYBAwF5mEPQSkQmcA/EiUwTXQUwYAHLGbpkavuryr5us3RQqwYQAIkxqBLU5RAgkgwgKCjAAASCIT2kOPbjQkQvzdNB1MEI39P2GnFdpda74wpucUHrbmCkEE0LjAtn03efd5peH3aft8NNu88vjbtd32y582g4PfTcE33sXHBGgtsyXfkEEXTiwpQNfPLL+U0OINYJKiIu0YUmzyaqVQvVFtw/PxKaWkdaJLrXLHhEFUUQc1YlriFIClQAAgsAsKt4sgoTMAAQsgAIZdAJcGc0GoqU4hHJKIiyhlxHEgwSAAJIQPCAIuRrorUFVlXmqm7XKFKKobeXSbS+MQMIZhARZhB0S5+jDQOSYMwggkXNlKWAR2T0mIue+eP09CMBx/2WeTAuNK8OE8CV2c/SxBO8+7zbbvv/5cfvTbvvLw+6n3ebTpv+06TfB64JKntAjlUKYmtlbEoTY8oLYpK48WAVvaaWvTy4h03UfPbb/QgmDCpydG3XwqMZBibRrEKGuxyS161CtoYgwa08FoK7065CZ1f+xABAAA6IWy5RXInIu8p2AtRky9XyMiCwzyEkkIEwAASFFCKXgde1PCYRFsNpRXbO3la+KVumIA2JmJO0+RARizgQokhERc4JuQ847F0qviIiuhghVYGuIFS7NF9pFbfw1JoTGBYGIPz1st33388N223e/PG4/bYcheG2c1yXmywRtLDWiuqAuVdmiYvhKFSiWtnpZpFF/kMjiAqW021dF/IMIgjb7VWkFaDpVkoftn4iIKCAlAFmW8BVAYmbdUNHlmcryv4DUui9KOU9mQQBXm+6zaNs9gyBgDjIBk6AnSV5m4SA0AQSROUHnIbHbtgUoNHUJAOSgDgEHYanVriwgiOr/BEAIUARRiCWLMBEyZBRkKEeYnAeAfnjwPpDz6JyOrfE+UFn7iQBg/8wp3v4yvzeDRUdNCI1v4n0ulcfN0Iegs9P+6/Hhl4fd5+3wuOl67x+GrnOu967pHy3xz9L/TssSS7BYQwBCwiaN2lkvGjUF0Lnbtdjyhf7VelGEWlaqGlOcpkgrRW3jtov4YW2o11YKESKCkhoUJGRRdRQC4Rqq1fYJh1pEU3sesEY1IYsgAQeZgOvGohP2yB4ogETEkCQLhfYrq631QtXG1Qk5ZUhcMYjCIoKOhJklk2jukh0i5+wcMqIgAVLoQO8utjssBa6+I3IsLCCExJxFZP/0m42eMa4FE8Iz7vy26GPpg3/Y9D/tNruh/7zd/PJp+zB0vXcPQ/849J13nS9d88sE7VYdCmU4C1TBKw+WzkKpycJaNVr9YnmTVeAUyig0rK0WALDUyqjjKTTRFJEaVF19EwBAVuqosc+ymYhaL8oADolBtOUea9O9qhUQCIPD2gUI7CEmQc8zoBP0TF0nY2SfeQCaQTqAmLEDJJXm1fksq8oeQBBhRgRmBhBgLZtlAFQVRCGdR0oORZgAi6iKOK+zctwWQBstWLjmGoGFmVlA9l9/ZeY3OluM1+XOTaEJoXERIOLjdrPpu8/bzaft8F+fdru+3w3dQ9/tutD7ZXZMKRCt3RG0lMaUqlFaNRSe28E6cExjoYtkUs0LNmcIS+0MnpeJ6tbWjdZyU2lvVj2iLDWb0FZFkvo1g5R4rOohaPRUv6HPRdbtYABtegcAEQcMgg6SoCOJJNHxLBScxMAnkI55BteBxEwbWqa+1aHcZWu4bJFW0joSYSQSZkRkQC2Z0S4K4SyaxEQBEsIA0LKyJCIb7UdkRsSSJ+TMOQlnznn/9NsbnziG8QqYEC7c8w3Rh/Ow6bd9+Plhux26nx+2u6Efgu+933ah866tKVEs4NIyWHshFm8Hf1TBVj4DUCKi2DxlkUmqsdCqh8XjrROG0roosNaL1kIaLY3R5gr9N4nWvdQOQigt9sjMVAyiiAARsgiBBmtLQwUwlwaMsrYS6CwcEVHnKBKFSXAEdJiJqXMyC49AIXIUChoDbaNHqaY2BQXRAUCplNFgqboBIgEmIOGsJTOlwKbaVBEUzkjO1fYUJ4yIfU6AyJz7YSeSc04pzbuUck6c0/Hw9G5n0Z9i17XxHzEhND6e4N3D0D8Mw66oYPcwdNs+fNr0mz4Ep3awdEo47fZbRUdrgQyu84I1ZCqlHWKJiBa/CG246FI1SnXcdg16IlaJg7UKQn1KW2oJVBM1YylSWgQBoJbM6JKEAuCISr+CoFBJAnLprEcWQQAiAhUiXUSiGsUyd02AIDuIwKjRUc8zYAAeRXqWKJKFI/uwdHzU/2DpnSgBXQBhZhAhAmbWVg50KMJqBIFU5BEJgDM4VJuIBCTinCDisHl0zhMhEWntT4oz55xT5JxTmq2h4iq45+ioCaHxrbzddfJpu9kO/U8Pm0+b4XHTPw79ru8+bfoh+M654Kj1Cy6q1txejXmunV/5umpecYeAAEJNERcJbKnB1jgoNYwqLWKq9q6pH5Zjov8picOSDhSNkrKKrWj4VLAV21CtQ10GcOvLNXRZVg8EABTCVXui6Pq/LOIggyCLdxKFT8y9kBcOmaOjJDIL9ABZoKsbXspIBRZHqPtCJQ8qhCSc0aEwCwCRZgr1TkA0fCycGQGopjA9EJMw+05Cjn3Oqn+ffuI4jyIc0yzCKUXOlz6M1LhnTAgLd3sr9OFsujB04dN26IL/abf9tB02XdC15jvndGWllwvN14joyv+1NglsD641r6y4tLhJbInD1SNYo6PNKZb04Wp6dY2XAix+63zW6LJIE9RAKWKZGlOfVseNltpQIgQuplBQSBAINUBagpLQoqNAoGPQ2ElCBsbO84k5IGWfj+I6kSCQgFP2fbWuuqHl6NWGDZ2+RmUStzA6r/UyDkhNIbMQeW2ABAagMvutLC9Vugk7QPQh9RvJKfbzmHP89NM/Yxwf0s8pTtvdp/3T7+92Rhnfzd2aQhNC4yNBxN1m2Pbd42b4abv5tB12faddg1omWtYXXFbZbcJWgpaISIhEiAgE64zgInXLZLUikOVKV09Z5qvVVwFAbXmHs+b69jfVcdzlgZeN9ucqWEem6fgYHcNdDB8QalkpsBQt1JSdIACLIJC2XtTBaFBHhapzdBJFnONJ2HsehYNQ5/IobiM8getEklAPAIBnCc5WwVO7PKBsjW4sITMTIdfVhYGBCFQLiVAYgIDEQ0ltIiJw6BEgDVNKM4CkOD88/iPH+Pj5v3JK/WaernNde+MeMCEEMDv4cWz7bui8ts///LgdOr/tu00XHoau884R1SGi2MRv5eGWLr6a29OEFiCtZ62V9omzl9QsH0LrmlgaKqDYuBI+bQpSrRUWXSlh0va8xQCulhesq++WICRqKk5QO+RJQFiASjcFsoArXYYAQBnEEah/FOaqiwD6byQnswgxz8TJ8yR8EvbMM9HAnAiTYC/LGPGigLp4oWb+SvMHCAIyM7kqvcLk1D9yVtkm4DJVtTbplwAuI3kfegAYNp9ABEQ2ceIcRXKM03b3iXNK8/T+nYV2aRvfggmh8WEg4rbvdn3fefe46Tdd2PbdrkwT9Z13jrAWi9aal7OCz7qgRB0ZUytCV/NFzzKFCCJLHnGpoyl+EerbLl9o6aW0gGgZT1pMI8Aijs1CAgAB1hXqUVA0z4Zl3Qkiqm2HWPr26ptJmRBaJrXpvJvMgCCk89cQUCtIQf0iixBJIo6eTywdSvY8cR7F9cKduIElCzpoWoAlkFvcsVTvLCDCqn9YJr0hM6r/0+k3wkgOkLMg5px0/UJAQXKERaqh36Q095uUU0xxZubTcZ9TnKbTsH04PH95t7PL+D7uMzpqQmj8DV73Itn2Xd/5z7vNw2Z43AwPQ4mI9t55h7q4RPV8Kz1bdw2uQqbF+bXlBuW8KEZLYIiwRjvP/gZoUVAUQSKNl2rFZ9vf4hjLv2ruEBGb/WvfrMPVtHi0RFIJgcsCvKVEFYil/AD1WkQ6iRuhBEeLmRMBR6SlpvpPBHDAAFmESLLw7HjKPAt1xDNyIhdJEkoE514ceapTAcrgGtVsJG2vqGs1MREwA1I5mFzlX7IQOQYgyAxCCJwTknOhA5B+8wDCcT4N20fm9PDplziPOcU0j3M3XNoYUsMAE0Kw4MkHgYi7od/2fR/8w9BturDtwrYLm84PwXsi1YAWF23hUFqJ0ZIv1G+VWphSsdKMY31Q/qCCSzh0eSFCW3iiyK9U26jq2P7ZBLKN2z6jyiOWBnuNiAoCUe27QO2OgNJcWJaN1yLUMpsNsUwA0BGmjkiY62qHSMgk2UkU8cRz4JNI72UUPglviKcsAzBAlUJspT0IIKBSRwQsoDtdyl6lHS0QqOsPEzCLoCA5rZYBFCKnBTW6S0yZyPvQd/1ORObxuNl9msfjPB37zUNKMc5TtdDGhXKHptCE0PgYNl0I3j1u+qELn7abbR+2fbftu95776g1Duq1uM4OwiqYWR4RQcC26IJ+1lNLCi4zuOkPKUasEVdEkbW4lh9Qijyr02sboGLSzFydUwrQCjKLUYQlAFm/JYCADIsRZI2Xsqg7dABZw7Y6oZQZCIVFc4UsWhkLXKtqEIQkO54lO6aNyyO7DeUZfSTJLMlJYvRtM2CpjoEy0aZtJJSdIXQ6Ha2aQhRB5oQomikENb0kwtICpCjsfBDO0G/7nDjHfrOL82mz+3Q8fN3spnk69cN2Gq1qxrgs7l0I7+3G53LYDt2u77Z993m32Q1dcK4PXtcadFgWGiwyBrCOQ64GjZZWh+WRmvk7yxECQPsWES3uEFFKkHBRwaKn2hhQX77Wv0VFWkQUim+qutisoVaH1lmj5Ts67bq0EpbIqqDO4675xlLbQiAsiGX4GtYFKxxhFnHLW7FAEnEkiXhCGYgnot7nk7gNcRTX62pLy5m++oLq8aktFYAAwprLhLqgFAOXcCgwkPOcEzknDFAmtgmKaqGQCwISwhC7zbB5FOaU4uPnf8R5GrYPKU7zdGy3C4ZxCdy7EBofQh985/1u0w9deBh6HbftHfXBEaInIqgrzhfXhi1SCuuAJ6xim1hWyH3xgY+4Gjcqguvwaf17HRpdWiaajpYBoisVbKZylR2sAcRVcwXAalsWj9jWlGiPaAhUPV9mKbFQWZKFbfq35u/a6DMq7YgkkFCy44l5ZO5RmHgmmZ3EDKzD02C1yQjQornCsGQ3yyGAIsUgVBbIAMmgS1AwA5ITFkApyw8jITkq4+S8SHa+64ddnE8+Tl2/2ex+GvZf5+lhPO67Yfs+rRR2m/vd3Ft0lP7zUwzjtdn0XR9Kp4TWiAZH2847Iu8I2vCzFu8s6TqVovLosppEE7y6xCC2wtHa9HAudVW5VoqmDrTqZU09ap8i6SRvRIC6FjBBDZaWN6wJTIDVcohQhRZxvbX6o4jqI7rBRK0UiEo+UieMl/QnIdXXAtVRO8XPASOwBkiJk+PZ8Yl4Ip5JEnKkOg0H62rG+rKy7bXoFrBYZKK2i7r1DoCQCJEACUrrpiNy+uLW4QJAiI7IudA73w2bx67b9MPOOb/ZfeqH7bDZ9cP2fj5hjavgroXwrm55Xgu9VfyRd/CO+uB3Q995/7gdgnebzm87nSmKGhddNKloWLEuy+MreYMiWoDL57nozLBmFpufe+kjqUQt20/BFlaFVnFTQp9A7QfWlSSKsmmAdSWNRCuNra2LIFRnvxWzqyvBn48LqE9ohhhxNSUAYN0BAgBCIAhCwihZTSHxhJIR2OURJTmetdr0TP+wqJ0KnmohVi1sO0EOdEQPOUfkyHkkxdWjRY48IiE6ck7vGpA8kfO+cz70m13ohs3uUz/s+mE3bB5C6Lt+8yOnkPEO/PiVfkXctRAaH0IfQvBuN/R9cNo12HnfrRZaKp+v9QN7JYrts7oWyCAs9qZFD5cuB1k5MKEqKrhYsZVMFhdI7ZFmc9bx0CKHVHVDHZbISy1sjfZFEYtjrTqrO1h/0KKVZQhcGZ1KZbUp7XpvkrkyX1WIQRDYSUJgKqZwdDyDMPEMwA4StTWZYLWlq6+LLtYy0XaLSA5qarX9TaqAuhghEiE59YtqB+u3vPO9813Xb8mF0G36zYPvhq7f9MP2LU8xw/h7WI7QeG+GLmz7zhHuhr4Pfjd0nadNFzqvy/tg1cL2Qb8WrebBcDFG+r26Di1CzeoBwBIOLaWfWo3ZnFZ9c6iyWl5Q3qcVkwBUiagd6as2eCAqP3KtiE0LoXawl6ScoPZb1OUm9FttYXss2UHiMpRba0rLIoKMACLa5V++ENEFnxAEhVEYJRMnlOxkFp5IknBC12G9ayj+uhyXBV3ZmFwrIa37QUBAoi0TAEgCLIgC5JB1RygDCiARMTgSFnLkfOgGkTxPp+3u8zwdN7tPp8PXOJ1Ox+dgPYXGxXC/jtDioh9CcK4LXofIDCH03jukIYS66G4J1K19Cy4ZvpW2rYdca2xv8XAtIdckTWrIsQkn1reVtZQugcfy8+tWNAO1eD4AgOIO9XuLdGP5FtbH1ztUfxJic6s1qVm/KDk70dRgcYdNzzVfSIhucYdSwqSSELLjE/HseEQRlEwcSWYC7YtvnnoVtV15bWxJRISaAYRqi4nIEREiEZUfrl80gwir/SByRJ7Id/0WyYUweN8N28fQDcNm99bRUbvAf5z7iY7erxAaH8LQh+AoeL/tu0/bwRE+bDrvyhITq975YlqwlmtCy8dpnqz1yxfdKUv+AdSAKdQuCqkLStQ2Pij/waZH+kJqz2/GE5porPQM13IBJVi6fOY2z6WZt+WxYhyhGVtaqn50PmqN2VZhXx0KkZKbqwtEtdWgqm8WFCFhkoycQRg5o0TkRBzVKVL94bBEas+Uuj2yzhS252h8FEBrZxCRVuK3VPgCoGYTNaHofNf1m2H7KfRD128220cfutBtfAj0h5E3hvEh3KkQ2t3ij/Aj94md930IwbmhC8HRpg+dc8E5RCxN9FRlbPUbwhcALktGNAuoz1yMoy4YJPVdlnAoIZZcINVA6mqp3mYbm3Vb7/lZbLH8sGqaEFdfwCKl6hqXglJ9LcGqVZGWmp2SCzyziW0ZKSgbhSV0XCUchEAcMICgZFRrqIUzElEiAqPE0iMI9ee37aWyH20X15WlCGtRRP0NldRgSVlqgYxDcoCEWGRSJdM5Ty6Ebgjd4EPf9dth+9j1G+dC1w3fdxYZ78admMI7FULjQ/COVAL74HXRQYeIAMHVMhlsUgNQ++VrPktWughNKLG6lLIUE7SmvmWOzNKAWGakSdFFOQtcLh6z+TaomrAOIy4xz9qaB3D+nOatWoy1iSguz6mv1Y1U/0rFWi0ih/UoEJbGEkIkah0m65lzQsAqgcSRtFhGEnJEyci5Xe064w2rLyxauBI8rZehJpBYviCCJn7tDzlXuj8AtQcEa3GNI6/2kch13dZ3AyL1wzZ0fT9sgwmhcRmYEBrvRxe8d6RC2HnXeTd0YdAyGcL20VyEAdaxwSVR1b7VTCEU8aqJQAAAbCu7N5VQsdGvlrDqkiNsEdiVFhPCC3DVkQ6yEr/W8XeeUGz1pQK1AePcO9Ki6sXIts0rQ3OKlmvhaH0Rrf1i84Wok7t11rZk4rmUz3AkyAjQhumUTkGoEWJoR7ZGQWEJkDbfW7b9zAuiCGg3hWpe7SxEJCeASI6c96F3PoTQD9uH0G186Lt+Q847Z/V6xsdzj0JocdGPQhsnHOFu6LxzjmgTgq+N5K5mxconfvVaS/tg9UAl7NnyiABQw6RllGdTUyzDzxbJXCcdsRpH0JEtLbxag5+wWM4zp3gmF/XJUgOOsJLA9l1aBx+h1J0qhLBaWAPqDyvBVH1IpI4LOLPCTTWrxDNJBgDiqMUyIJlE3aGgwDL/FGqJ62pvyo6uHlwegfJgCwhr7wRgcYE19qwKXTooyHkE9KFHon7z4MNALjgfhs2D8yGE7o1MoV3jr8g9REfvUQiNDwERg3N9F4Jz274LTmOhELxDBF1uYlULWutCoUnb6p9N5Kpm1IimLFIh5XlI569tAUr9QC/zo6HGKluTAyx/41p2WiwUALRqtCnfWpTk5fQaWH0BNXa6iOVyoBZFrG9QqkTbq0VWbfXVPgNQ7ecgSQiCnFAicUJhEEbQv5ctWnS8SeC/s4DrvS/R4vZLIEQqK0hhSQ3WX2PxhYhILhC50PWaKfS+C6H3ofehe4VzyzB+jLsTQrtV/Ci8I0LUcGjwzjva9l0fPIgEcgJyVjVaV4JfQpZVuVYqKNXkVZNERRTrMoFtrlgJrzbtXN5H1aWYOWn9c4tilUDoyszRIqbL2g1r67TWkxIqXK0BWBrX9c1XizetpqypNaY6WwARSu8jlEccEbRYJhbLCLWzHnUYNoDjkWQCEMcTSkLJukfNwcI6X4mLm11bXKqjZ9bR1DJkrR3CWjgKiOv0YfkWOULnfEcuOBf6fhP6IfRDP2ydD0RWO3rp3LwpvDshNF6F77gwNCg6dMERds71wWtQtA8eQDwRFCHSj+Ya/is/DZoFbJWcVd1grWc1OFpDoG0bRdYBUmgCSctPA8CXSUFs2yCLYgCs5FBWVaOwiEwTE1ypXbGPZSGK8g5lNXoqz2zmU99My1rKBACtP9XVhetNgG5LO0QgKIAgxDOCIGctnBEAbaKges0XhVvccN3j1sjZ6mjwD3/a0akBUl1CsdTI0CLZ+l6EDp0DxK7fOB/IBee8Dz05T+ScD3/rRDKMV8eE0HgnOu/7LoCAOkJXe7Ohyiq27oUWWQOAsg5Qi0cuSTKo/r7p4xKzVF04K4ppoVSpMiOgK9BikzSVq2rmais7wKo7nlrlS42m1sUpVuJXexaxTi1bByEWoYMzYVnFcmFZFgqqmT0bbrq2uPVPOQ4EjMIIQjxBGTSTSCJKJkhlSCq2H3gWCF12YvV4W8VQ2iaVqCki6sJWerxpmZNaNVb/AYjOeSKnskfOdcMuhN45F0IXLDpqfDT3JYQWF/1AgnPBueBd570jGoInBJ0m46oxA4Dl834J3a0eg5W3q+m/9oFeg56LGWv6ATWKV71TUdqV74RFS9csbfjn6gErsVxL3YsxpAirStEaZASoj6wcmfYaIkITxDY0gNabWR+UsxF07bAUvykMACSzTuLWNGEbFQ7nPq8dq7WbJaq/gPNY79nmt+mjLex8tuxHSRnqAdQW+xCGfnjwPjgfvO9d6F7dEdpl/hbcdnT0voTQ+CgcESJ67/rgg3PelfqPNl+Ulmhai/Ip60nRUDNoWCxSrQhdFtFtEcr2s3H5FrR8WP1ZALC01MHa9cASImy+rVhKWUKj7QP3haoQndWUnoniKi/YfqTGRWvhTrktKI8sVa/nUUxZjkPziCAEZSopSQIBlKQbQTwDCMlybJdtX42YgfV+tBsFVep1CLnkC7GOwyl/g45NLS6y+dYyEo7I+9A571kkhJ68D6HT5Sz+4ylkGG/HHZ1/dp/4gThHRDo7hrwjBHBIbmkeB5GVW2mrvWP9WK6SBSBlQXpYSkxx/c+zh1YSqP+EFnet0UaEP4gZlOhhsUIvPv5Xz9f3KpWfciaN0kpG22g3WXQG4KyaBta9iSUMW5ZCbEKzipCuzFY7Ame+mSCjiA4aBUBdlQkASHIrIIJaj1TtsQZ5lyQpVrVrtSyyuk+QtkPLYa5KjVAGkNb7E/WFZTwpORHxvnO+67qhpAmdpQmvgBs2hXckhMbr8reuCk/kELvgiWgIXj+3u+Dbh//az5VP/OaH2kdzjQGqdKz8ETYnBlCTf/ro2lGVt1km1FQdqFoFsJop01R5lZqTF+nAcwWFFu1snQdUCmRKqHGVoIP1u/1BXLVMBnTTivOTuhJTe8WyEVKmxJVjWN8DAJAjiEAZscagc9pg8bRt89fL876wrPpdWqU7cSmDLeFcal32+vNrcBTqrDUk0hpR7zuvRtB57zvnPFlbvfGhmBAa70HwzntHCJ5IALyjofOeEAFqycwSAl3LK+L5v6u8lYwUVMkEaCHHlUMSaFUkVTHa8/WpLwOFi59r1q0lL+HsQahqgPVHrwRqecnyVrKqu6nSWPaBzt686TrqQksIwlDjjCJ/uP2QZWhqNYZCkBGYJKIklEScUAfLAascr+3d2dEuQc0lstvSmrIaJwCLiKqtJwGUEq2tHrYd/fJfKuPWnFcJ9D6ICJFz3oTQ+EjuRQgtLvqxUPE04B3pcDUE4NUvBReHUwTgLLxZAoMr2ZMlw1dinDU8t3g4WFotoKpmUdDlXPhDB/3y4hXLE1qcE0rrIdT45+IUV1HWNnT0bOXeVoPTGj7wTDKhjEWtW7vYT6z9ey0YWr67bh0p78C1yZ5QEmhPxZJSfbmvLxSxldMu+n6eEhVpvRZLYre1f6qpLS9dOgvR+UDOex90OV/nvPPeWgmvhVuNjt6LEBofCyLqQNHgnQh4cogYnHOEa0lqQcMmXeVf+m1Zkk4lggdVOglBQDQoujKRywd3e25VgvVbvxSBJfy3eMka26zBzyW3hn94hxd7Xzdp8Ys1E7nW1zIJG+v2nt8iiGBLgK7eFdd7AbhshagQCgIjMABqHakAwR90X/dmUb5VZBfW+/fCC9bcaB2EoIpHoMv3Np8tAlBywMX/OY9IIfQaI3W+azcoP47d8hrfwV0IoV0bHwvWRVo1GuoIWTg4x8y1/qPEKqXm9pbYoL4DrMpPRESWPF8Ni9YSyub4msbVJ+oLz3xN+/b6JlegFrmoxPzB82lZSQuZLl6p/cjz3sGmG9LedtWGvzxHljesaxGvNa5GPmG9+3VxwjZJrn1LdAl75IQcBVDQlWThat/X27iIXMuTrv5uXywNI0sB0CKVxYxXBy7FNgKgDnMtY9iQiDnXZSsckbMr9Fq4SVN4F0JofCxteKYj1AUoiiKW9OBiB5rS6QsFZGVfqoT8wX3pZ7GAtMr9Ul96VkuD5X9lUEv1nOdDzta2FNpzaK0JTSb/UE0DqzWboIrG8s5NTWFRm7Piy7VCIyw/87yBpP5MWrkohEXLa4GRIABBLpZNEkpCYFylBxcdf3kwAdYZzOXAF+O4BrXit5j06tcBy6JRpd1eV2hy+u5EzrlOp3I778tzrIPC+Djs5DO+n2+8N9TPRkfEIiLCIiwCAA7p5cuxFFxI80OoRk7N3PKxLetOwdZNWEOm+kNfhFbX21M/0c/by89aOGQJF7ZiHIAaqjzPBerjhMCyfuJZnm3tF9sLaW3BznWxFgSdof0aqHcF5We16Tx650AgCPVuoOxFWbAXSkNF/Wk10LtUsrYAaUtirg7PunkEV58cy9bUxa9Q70tglYxEBESdJiQAItn54HwoLYZEhJYmND6M2xdCi4t+OIig8S9tpXdEIpKZl0DfStNqPgxgcV+18nBlys5+pbj6r6z/NBdTx6rV0OlSAbn8ZH2ElveSNl+0PtQGrf1pu4W0COcfZLKFVWmliIunXG3Juqam7vv6+BT9wtVbi+ZGi1euG8QAIGWSuKBkQYeSVos/FU1/0d+4DtaW7W3x4Prj9RZCoIR7F+9cC5bqtpPUep62v7UbhIgcc24dF+YIr4jbi47ayWe8OXrZCAgC6LIJnXfeEQI6JK0mLTZurXC4+lRehyxXvq2oxKIs6xRjiyg2a7OSQKpW6MXPWgcq23NWRrOIwDo0Wt6BavnKSsmWHsQqMlLfGapqIZyJJfOSDdUHa8OE6kd5m5cHoRy4dowAACGjsP4AAaIyYmbdRllN4SpC3CqTABb9g7rTUCeEt6MCq+eXr6S5wbJixnKcRQCQnNdVpULoAaHOnXmFu1W76zW+DxNC483RLCCsdIdFCDExZ+EzlVk3yZ0JzfKPF5+tf7wzlaqrVRvwxTucydjLz811F/86WLoSBKUt4r48fu5Mm0Fc7wSt1WYlNS2GqdvDZ6tYtAPYfsrSVtHkS6R9u20HSiZJgICSVWY1iKkbiNX2yUrZWyATVqIP7WCs9P38WCKUlv/m4XXbZPkt6LdI2yaCADBnQoe1yxCM6+HGTOGNn3x2h3gJNOvgnUuZddAaQJm4vVxO54Uwf/J7WxfRlBTYOqwKS7wQADUBWQeyAKxM5aKCVZNaKgyq6ymdGKsCluIp8Uw0lhTg+pmy/LD2rXXm7Wz3qtYuxlGHzq0lTUS47sR6Y8r36t4saimAOk2A0SEnQBR0AgTndxovorNnMdLmmWXZg+VQ1x1dH6TFImoFTdvI8oZERCCScwIAIlJrKDpGxy5T4+O4cSE03ppvuTFUJ+CIWFjrKmLm4hFrrm5VZFGQs6/O81flM1fODVd5dn1j1v+u6kDWituikVDfuUrg6meASK1/WbUnsry0g0sws6rHuhBFi1aaaLSXLHHRonz1YC3ptNIZuTjCF8+SpaamOcO6+VSX5wUA0AUoABCWB1+Eb8+O92qJKmnbW9OP6/D1cuMCVf9KlBel7kE5BOp3ERGJc2ZmzgkARHhVa2sYH8Atn3y35NwNwzAukNsIud34iL/b+CVdOP8x/rztu88P2//10+P//cvnf35+/D9/evzlYfPLw/Zx6B6HPhAGp6sVICHoJC6HgLj8U1dAJyojTIjqkwmxvgprtyLWf1J1UtgGYq5SWABtqQUszmy9uKAaHDoPFJavafGRJbMly5u08G37r1RP2aot1XPxym62P8wgoI8Ls7aaMACL5MwswCCZJbNkYRaIObNAYs4imSGJZMEMlNFF6pN7yH479/9M/T9y/wuHz3Hzf0G34R4kAHqAVqba9gmBueycbg5IqeBhXdNQQBg4AzNwBmFgBubMOYrknJJwynkWzjlHzpk5CmfOMac5zacUT6fDl8Pzb/uv//P1t//v6ff/+e1//p+n3/97//z76fD01qei8brcjNm45dDojaVzr5c2CSVlDo5EhJA80TpBeP6L+pMCmFXyr1bflGEl9dGSI4QlStgyV+sKkBcFLLAeq71qHW+5w/W2tIaKVWNGzRS2uKTUEOuqKHQVvSxPkPqj12++yvyVahbdqVqNshLgmlhcFQSdDdypu1C2T+eOrpT6LKEJJRYKsOzQWdFSa6WApRJo2RIELYqptayyqnwpI3L0W6VDlIioREcBRHgVwjWuh1u67bhlITTegW+5GKQ+jUVizomZRWLm9XKstUyjqNzLt2jqJTXnJmVB9iXbB61eVM5jAfXTeqlJXckS1mpIWo99ac9apRWl+r91qm9RjFan0t7zPPN2vj+rBN1qslr7iYv7xKpP528kVXhqBk5Fd1X6UwaGrhSNBVsu9Kxq56Uono8WOPtt1Nwh/dmDeoNSy1fr/YquSrFoNiBSirMIE5GIIJE0HTaMj+DGhdBM4cWA6gaCc7rYLABk5lJ5v8iNfiSuf2WrT3d1gfXhl4WM9S0Wy9Y05GXJjJRg5voHcX1Oqwlp32xWUstP1j9UY4XQ6m4QAFcBz2agFhVv27m81Z8UCC0+T9+ybtpZ+UndIcFVwWZ7r6JISCRJkASdgGsHaP1zX5SyntndtQuUl0UF2PYS2xFYtr+2QLbjUO53RFgXIxSRnKIIC/9xcSnDeD9uXAiNS0BEWDhnJsTMIgA5syt1knUQNrTP5WqJ6qvLh2pVt1XbYXnz8pp1Iz0AQJPMVaR0HSOtr18MXJNGqatYqFHV2J0IIC2JvZI1pPLylxtcN0RWP+Us4FiTgtCCovXH1VdXu7cckDa4RR+S9qrlu8tGMJIgChCj1+goQV52fDU/bgmoyurw1w76RceXl5ZjoI+2aTnC3KKjKs9KcfCgcdBc1JtZ525DnbsHxvVwS3FRMCE03gEWQUAWzsyZOWfWgZNEWD+L1+K3FsW14NUvVn9VEdX5MitPUbWt+EJtI+eqLUsqrjogbN2Bq465lj1rtkhaGQmUqpbytHNlrRtxFmHU568/OpY84h+a/leGFhCFyxC1NlCmhDrKT5Da8CDtPRAEQcrqg2XdRBSg9RZgVT5eBWhlFdCV1fq9ctbXWMRP7w2kaTbUcCys2yfKJyYzCwgSMidmzjmCquHrCaFFgIzv4/aF0K6ND6fNwsyZWYQIWTjlnLKukKfPAYCVJLTXFVYTxBb/tDiaVfpPh5Uuq9UDtIwVLAnI4sZatk/OPumlxk6XZy5pL6j/WD2zbdXqVVDjqzWoW5zUYv6WvV/pfHuhnLVatn1BWnZWqihWHatbilJkTwQAJQE6ABYqVeLS/l451XasVRdldZDa9kpNBzKvd1SWETeqzCxN2HB5WTlQrdYJkTgn/UWzlcxcDzdmB+EehNB4O77xelAZZBEiIsSYsjYAaPnMy7zTyvm96K+XFkc981WrT+qmA/posU1nwVR1ULWABtc/bF1qUl7AKxGA5f3/JKC63GtVrVjnBfVv5jM9aehAtfa2dSOkHeEl5NuWRQQBQCJEYFnVmtQt1Z1hDADA1AOwDuBm9GsVBHy5pevjiqtsotS/l7qlJT2qzo6haWH9AuviIe0WRIMCIllyzjnlFMVCo8ZHY0JovDks2vrGMaWYMhFlZl2DgtTfQHN1RXj0P2t5AahyVY0QQDWbCKW6cgkYFmcCxaO0V9V3an5H2sCXloZcyVjRiiYUKwHjc7VrXglq1wSc62X5Fi//FH2TNtGNV8k6qMHQGl6EtrvLgWIuC1rpQVvdUiADicaL0aMkwYAAAm4pvFmZvEXtitieWTjdWOZSTtRCwrB+eZPvIn5c30egjt4WYc5JRJiTCOScdAxeTkmYrYnC+EDuQggtOvqxSBWkLBKZM3PKnDU5VCai4aJtJdhZc3hy7uHODUcrhGn6d+4C8eyzvNlBBVvCDEFqe7ucRzvX0VFcydQ6p7f+BF8r4qKR9VXrN2wvby/UNY1kVadTwryLJcUXfYfLfkkNShY91wShoANEQQJgRo8o2JKBsKQGz+K7Tam1lb5207cn4PmNAQKwsOgEgObqqly3PS3SiMg5cc45RxHOOTJnDaTaFXot3F5cFO5ECI0Ph1X8MqeUtToiZU6ZRVb1hyWYCVU9mqc7szvaYL5o3pIArKi9W0ppVjq6aMfK/C2vKl+dbfpaSpt+rT/x8bzuZnF4bd+qmJyFIFezO9e62PZbREp9TekXrMqiarrES6t7Lt9SeRJAQRJAEBZ0ACTlDwjUpZhWlhiqt1se+aNkS1FKaAp6dsi5eFXW1G99Un29cJYis6LWMMc5xblGR19HCO2u1/gO7kUI7fL4WBJzyhkRYs6ZOTEnZgHIOlukJbjq72gxiOdR0xovbM8pOrHYLhFYwoUqkq1cYy259T8rgYTyM5vyvdAnXm8hgAY2uXq+lao0hVsehKXQBuukGMCVCq06ErDoXLNhtQKzyn+LkTalOd8uARR0gg6BAZ2gZwpqDaUuBP/iatB/cg2N6iOa9XvhbM8OfovcSquwKYdmeZ5wmSADAiIsOU5jTjGnOcaJaykxGNfATdpBuB8hND6WnFktILMAQExMiJo7rPFIWZcoQiv2hNUYttUbNmsnpRF+VVYD1Y9I/aTWh5HO3mFt3ZqpO/uYX4cf155Iqi6ujGvL9sHKVa0N79kjbUdX4dalfpXX0UoWnTlaUqe1V69qobR9WXKrRfuRGH12PSCVslB0AuelQys72BwhN+cHKx/cfh9NNbm0vpRcYFM6aP/TKpjlCVwDr8w55yTCAJJTzCn+uzPHMN4BE0LjO/lb94YqgTpibUrJOUzMc8pwZvKaFWk5r1X0DxexrE+rhm/56IVFjeB8Qb8iqLL+YAfhVcBzVRkJeP5geYt1vLa6uirfZxoiy9u2ctC1Lqr/a/FS3dP2wtI4WLZktcrSMtdUHbLeLzCLJll51eWuLYOCDsABAGNg7BgDADLA0rZydijPvtAfqwlQrolD/QLXxwCkrpVYj07RwqKCACDCnDNzTtUC5pREJKfIzDknzuYIjY/kjoTQoqMfSGYWkJTynFLKfJriaY4AkpkT5zNxqkg1OrWdTh+uSaf6GVyNXX1VMymAKzsI7VUlkaaPL53yq59af7hqUnkZrwQP1gK5ekLZrBrz1Hfg1Qw2+EPodaUnyxaISC1/LaPHsOhc9aKtg6K8p9T7kirWKHrM0AEKUwcItXAGoKkzLzq+vsXQt2gbvtqusqntYAgXh8raGQ8iNVO43FkIc8krAiIy5ziPKeqfmXMSba43Lp5bjYvCXQmh8YFopeicswikzESo2pFKYza2QpAWY9MXrqdQSlW+VeUnAiK3sKrKSq2m0bYKWCxfC6KKaFEJn7sbaVPF8KU+LAm/tWqu/d9ZNBbgvAexbXArTG0/lNduElZlLyXXWbWtTNnWndf283YwdNeKBAIKkIATIAAQ9AAs4BFB0C+9820v67HVzWQ+c6oiZa0laWswre1juTOQspOlgFb0hxQtrmWpwlmYc5oBhHMWlhineToxZ+umNz6W+xJCM4UfSMo8x5SZY8qnOcWU55RFtMuQVRHgT6QLq8SoRSviVz/NV4U27SUi7bN+EYoSo2sOrBivJcJZX3+uarDSrRf5P15mkLbHNen4UklqQc36+Y0Xecpi8pCXH152goXbI+WwnBWwYBFZqAlC8oJOkASDIDIGAeC2E/Vlwktx69LUXr/1QinhPFgqzCCqf9IaWUCnqUmNlBbN1iDoNE+nOI/MeZ6O2lD/6glCu8zfghu2g3BvQmh8IDGnlDkxjzEy85xTZo45134KAIB1Q5mG0qpOlUjmIooAsP40X164rpqRVn4J+j7FDrZ3q2lHbv4Pzj77pf2YVYB0cW8rXVy+hsVqlQndWFWwPb4yQOuZpcwAqOUx1eGt46ZYtq7cB4joEauvhpUKAqKAKyWjGASdoC/tE3+wu+VgNZ9X1+CF1S4irI/2csdSQrg6WQagNQUqtVm0rDKhZaIpzXEe5+nEOcU4xzh/80lkGG+CCaHxPXzH7WFMOaY8zWmKKbPkLDFzylyW2C2xzGVlpWrkVgpXP6rPFKL10QMs2rW8hNeesAlJfRuQprXQUoar1QShGcGVQNaKlUURF+1s2bNVtLFpWTNTrYUfWuUq1JSi2issG8wMyw/RfGExx/W4IIvoyvXlByKyxkWLKSShIOgASZAEz5oI2waqxW0q2HZF1uaWVzcMoraPWSOnIABFPNUgguiwGBFhkSwiOUfOKc1TnE45xTiPcR5ztpJR4+O5OyG0sMlHodNkUs5TTGOMiXlOac55Sillrv6vFlroa1o/QLN/q1/eom2r+OFaI5cnL0WgAgA6l0xwycYBtBAorxoeVjK2RCFLvcp6EABAS/5BSftBE8U/uEZ96+Ys2+AWrNtZdgXroaiPqX5zM4LL8kbqfQWASys9MnpGz9QJhtZWqAsLL4ZbFuVbyx60/X7hEVcqqCqt/Q9SFldSX5gFuO4D63NyisJZxY85AUDOMecU54lzsibCy+e246IA4D96A4x7QURSzqc5zinNMasvjElXpBBmyci6Yq+AVFEsNy4CdZ2lJR5X5o1J9VRIJXFY6zoFiZYHUJd8qn8vqw6V4Zj1Ol+W9a3FqCsj2LSvvrg+VFsN1s8BOBe/4kbXab0qkMvIgKLQXFYA1ge1+1JYWHhVPAQsOjoGqmtEACx/q89Gr8WiTL1qYXlprbRdhuLI2fbq48z18dUTVC+hrhehFaNYlllevKRqJKtYoj4tC+dpPMzTcRoPcTrFeUwWFzUugLtzhGCm8OOYYppjYpb9OAHAOMeYObMk5iyy7i1oRhCqMxEpY0lbi10zaYtGVeUoPkkEqm2qJqYaIVkSes1K/lmQ89zPNau37gI8ezIsL+dVkm15zvl7yhKJXfla9Xx1T+seLa0UABqUxJY0rXlQAVAvKOiy2wj5TD2XTKFjLAnCJYLLq9bH9dFcBUhbvrCESTX8KYwozBlEBFjNHwLU2aHctBCEc4opjvN4nOeRU5yncRqPmbOawh88qf4Uu8ZfkZu3g3CfQmh8FNpEOKc8xfh8GqeYWOQ0x1jcRIsbVrFahy6Xr+uHfsv9SY0WqvKtdWURHYZaWlInRENtNtBgZ607aeFUqJWsCIuBeuHnYNUpCPBSUnTJBsBV4ei57GAR1xaJVFVZRBGES9dg3U6NORanKHkt/G2+KAJjJ+gESMgLdkK+HLfW97gaHLNotJRiWF71SzS9bDBzi4sWLSwyXdOETQuZmTPnlOI0z6c0j9N0SnGax2MZtJbTD59WhvGjWGjUeD9S5pjzcZp3QzennJmnlFi6qNO3WRhF52wK1sQgts9qwCqBS5i0PEFQe+aKlNWX1+QZ1hlsrf60hExFVWMpNK2t+wgowABUl60HLlFNAhAsW7YeybZEU9eCqd9drU3/wqZU47rItm5/2xERwVJBA8UXlv7CVb2oShAyIAMBImPQDnpdg1BI84VhLd+IS10oruz1esaAyMs/INrCyKKB2pwRgIv/y5xV/HLNHTII5zRrmQznNI0Hzmka99o+EefxO88kw3hV7tQRWuTkR/iRUMmc0mmeM8txmmPm4xTnlFPOiVl9oboWWeouywpN9bO4WEXNhLV2i/rfs5RWjXTK0nEP9dvQVi6s2tS6KaAGP2Hl+apqFktXxm1XkSsyslpHollAqUu58yp82oSFebGk59ZWVHLaoajx0lYH27opWL0g6DEBRidITD1TYOoy9kxegIo6riLOUr9oNhXqpvF6Why3IwlcHxURkaxLD6rxK76w/t7KKLUcOeec5nk+pTjmNMd5HI/7OI8xzrMJ4cVzD3FRuFshND6KcY6ZZZzjYZxPc0yZY+bEMqfckn98FvOsGnEWPyzRU4DSXNiWzBMRqcNZllcur8I2rgWWGGmJlwpAXWIIlqAhv1hcF4oiAqykAwBqR+CyrmFTlfPY6ep9BJG1C0GVT0pIuGjhsvJfMYLLEUA1ZSpSwLVelNFlDFovytQx9YDENJTgaq3pkZoTPbtBgCp7vOx9ORbcvqXhWBbOzGWCqOiK88I1d8nCGWp0lDkx5xzneTqlOB/3X1KK42mf02wjRo0L4X6F0Ezhh6DdhKd5nlPan6aY8nGaY85TygKQmBfpWk/OhJY0LEFRXZu9CV6JIoo0Y9fMX9MjgLPhLC+UVWrQtNnH88xf++JcEXnlpGCdL2z6t6pOWXRRN7+q8iJ7wrzacoFcZBKgyb/eK5TBnuoIsfbRI6MTdEydIDJ2jD5TL0gZO521XQ4WrFSw7QovucB1s0TLJooIS9atBJClfaLsAXNNLQpnEZHiCNN0fNZAaJzH8bSfx0Ocxmk8veJ59UfsAv9x7sQOwj0LofFRnKb5OM5zymOMx2meU55iEpGYc9Zyew2xLb6vfp7hUkhSlW8xVyqZTUmb12nRU+1VbEHXxTIuQdT2oQ4t0rgoRvtUVZX44/pKRWSWaOZKRtrT9B2hjEgte6rapvFObQcshm+JSVbDtRLvF18gg5MqhJk2gMjohQJDAPKlTOZ8+htUCyhcC3fOG+qLOpbCl1Q7GXOLggqXvojSNajVMcI5x5zmnGKKU5xP83yap9Pp+FTqZdJsCULjcrBiGeO9GecYcz5N82mOY4xTTIcpdt55R56IxSEI11tRBqFSPLK0AGpgkGpHvBa1IKCAlDk1AqjPoXI/ywJUlmvAMue63eqqklCpcCm1M3WZQ9AnqreD9kx9U9YW9fImjabP+sK2OEY1diuBFgFkVfuihU3Fi66y5LpAoEYkVRFXiUMAAczoBVHQZeoEnZDL1Al5oSBIpXdiPS2n6qju5VmwFBY7WDeoRG2ZU1luImcR5pxEsnAN05bfhoCw5CQicT6Np6cU53k8xPk0nQ5xnqbjfhqPb3JuGcZ3cddCqMGTO/H+r8WPH7HMPKd8nOJpik+naTf0Q/Cbzj/WBQvROf0sZhAHKCCAJJpRU/1bbYOsih6xDPVkIiqiwwBYlvST9ux1hm+1aryo6IKgABCKCAHo6oBYq1gBSgFpGwOzvBXA4qqWFXoBajZzHbDVFnkBaDHe1h2/dqu5RFC5ucMWEObyKgRALmUyPmNg6rR9EICY+owdU9ApoyC11rXWsRaNXoKfdftqmUytoxXRdeTVxJZmwazSXPyqiBbICGfOSYRTHLVlfp6O8zSOx+fj4es47lOa5+lt46LGj3NXn413LYTGR3Ec56ELp3k+jNMU05xzyjylHGIKjlQVCLG0vhVpKldmcYdYughIY5hYtISk1n+qQ9SuCoBa9olQv7NoVauFAf1BZbgoArAu5VQUTbANs1HW9ZeITfCWSGv1XyV5WRSurjXI6zinutDaINjWtEUN6eqs8FLL08KkdcRncYRtrFqiDaDTqlFBxxi4dY/UItb18lDtb1ynQfVvrQnNWUeJln750j6h6zOJlCqa3BKEzCmlKac5pynO43h6jvPxsP8yT6fT4XmeTpa9My4KE0LjA5hijDEdp3nbd8+ncdOFbd/10+wdDVk8sSNXRAixrXugPYV1yfcmLSBYZApWX4s+laVUSzbBW9nKEues1rA8valZ0QooEVeNEOpCwQKwNBLWYGJby7BpYg10rmpxai2PPlbXmpeyZH1LWIrUeS1lUkvNmzLU3KG+BJCBMjrWVSbIa46Q0Se3zdgzBkESKgq3Ev2ifGpDddtZzrcc1IsyQNE53RDOWaTW8ZS5b6wxUuakc7SF0zQepvFwOnydx+Nx/3U8Pk+nQ4rTu8VFLeTz3dzbcbt3IbRL5aM4TnM/hk/bvB+nnx+2pznu+m5OaYyJEBwREBAiFxfY8ljCgNTcHYAm2GjpC8Ql41XFjFn9pUDtrmcoi9hXAatmrQzfLBNNz7rt19m+8kB5Q6mL0ALUdN/qCYAoy+ZJC0wKCnMxgip7Um1iK5apRZlat7J0WdQVJ7BM2QYn6BhdcttMG0GXsWMMgFjiolWjl/1otu9M+dZFQ2V8jHbQFztYJ6gJ15KZ8niRQx2inbM2S0zj8XkeD9N4OO6/pnkaT8+T2UHj8rh3ITQ+itMcdyl9PZz64L8eTkMX9uPUe9e5GDy5nHtwDIJUoqA60aWICSKXcCkAlGxd+QTHcjfLwqilLIjYymQAmBkJCbCVv5Q8H9Ja5kqcEARX02LqtzRmqT8aq9wtslcVcfWCkh4sk8RlPQeuhDdXNTKIS4xUc4mlU7B1E7bGdRTArB306JiCoBekRJvsBvWFjF7Ia0R00XRu9rgetyqKULrm6/g0EJHcgqIlTaiKyPrPXBda4pyjSOYc0zzO42Ee99O4j/N4PHydxsPx+JTiPJ2sTMa4OEwIzRR+DCJyHOfO+zmm/TjtTtO2C1PKc+aY2RN3ztWSUZW60jhPtT9MWtUnAICwALXZ002bqumT1iqEAIClJlSb5YvknccNW5yzvkfzg7Wpoq2IUX5SeXNpFaYt8VheVoOgVfx0Gd61I6x1NMs/pbjDnLW6RtpavyzIAowoQKwWkPpMfXIbLtHRkKkTQK6boT9vbQdbKrMudwGrRQS5dkTkItGcAbRwtLTPV+OqBTKRc+ScUxxTnOI8no5PaZ5Ox6fD8+/jaT8en0/H/foOwbhM7vDz0ITQ+Bu87hWiQ0efTmMX/ONmnlJWUzgE33s354zgEBgdkaCUnogatERkARIBwhL5RFHZIIBa5QksTEhcni+IQG0QWtsR1sxfCTKWuaXM1Uoue1/UDErecjka6xGlZaUGaA9JjbK29nloJT9Sx7zV1CCXvNyqKIY5iwhoBWkRyKwvQWRwqoJCLlNgCrWPcMgYGANjaLuLVdlbWrMcgNKQX5owpRjB8kULkGrks9TFgPrDDJKFc85pqRSdTtO4n07P4+HpuP9yfP49TqfT/us8nax30LhMTAiND0NEDuPchfAwxN/3x6ELnmjoYh98cOSImIQBa1FJKS1hwCpz0iKl6rMYNIKKGkrVupVmzOqiRSvvVi1d8Z31G8yCVOIEywBsKvO/a4eFYI1wttDp0jDfzKMGQ7EujqH98uoF62Q1kUXhpBnBFh0t/6zVMXW4KAsykiAx+kw+05Cpz9Qx+uw2Zco2EqMrm6TbyFXalzlxUnZS6g8vq06U0lCuLfcaEeWyGmFmzkWmWfU6pXlMaZrGw3Q6jKd9jNN4ej7sv5wOT9N4HI/7tz6jjB/nDu0gmBAqFh39KI7TvB2659O47bun4/i46aeYDtOs/fWEiKgL7pbfESOS9j/oqgcEJCirMKmGDUlKTQ3UaKp+oT4S1TEKoAghaev90kxRmwpLmBJRi1eFRY1jqyNteceFIovt8RoMbYPTdMq2dqcriNqs3gKkbeaqADKz1EmqLMCgmgoMwEgMlDFk9EIh0ZBpyNhlGhINGb0uOiGtXQRQpB0nqI9w2UhhBKgR0bo5srRJ1PZ5raDJzJlZ3WFqcdGUpjid5uk4jft5PBz3vx+ef5+n02H/dRoPH7Likl3axrdgQmh8JCKyP02dd8+nsQ/+y+E0dKH3/jjHzntP2TtCZiTSuTIkIoQMAgxEbRmm0kSvCThhENIMoBaLrm1aKQythZ5YOwVLxJUIq4WroVOpgqEBUa6qrOvRr3YFoFXfFG2pj5Zva70My6KMLR1XH2kLSkhZa1CTgrw0DmYBFmQgRh2x7TJ1kTZCjikw+ui2ZfUJcBl8LbZdFbOqiwZoc1XrjpWVJOBslcFcimVyFqh9hCsV5JyEUxmlNh3H49N4fBqPz6fj8/OXf50OT89f/hXncTwd3uYMMoxXwISwYHeOH8Vpmse+ez6O2777sj89DL0ncoS9952nmDJ4RygkyCCI1KpWWuEla23n0qsALEBQWwYBuJTEqDUUAOTmIbWLomb6dMoLNj2r2cAlFgsa7WRtm6j6t/RzrHsD1pU7S3Hmqox0CYciAGBmLgWiZXl6YYG6uF8JjUpZZQIz+oTaL7jJ1EfaZuyS2wiGDCGDZ/Tq8WDd34h1nadmWaXGRXXKTY181i9Y6jK8tXYm1Ucy58Q55jSn2jg/np6n8TCenvdf/zWe9sfD13k6HQ9f3/YcMl6Ju/0MNCE0vpW3u0iejqc++Kfj6IiejmMffHBu0wc/kSMiJiZJzJ6IgRGptr0jaVQT0JGGN5GK0jAIEgEAMgAKF/tYs4ZUV5zXkhWkUk6Jq8GiUg1jCS2W9vNaHtMCpK2boireuixSlgfaZBkBQRaR1ZpQrZWeVXpKm+CyNmEWyVI1EpCBtExGq2MSDYwhUZ9pSBh0xQlGD5yhxnCL5dR/NcNaexqlSDBAGZy2dMq3tno1grqyRJ0yqpUycR4P4/FpOj6Ph6fD06/PX/+1f/r1dHg+Pn89HZ9suSXjwjEhND6emPL+NHnnhi78+nzYdGHowmGcQYAQ3QYJAb3LLOgwMxMioU4dw6VlnhBKyabO1y6ZP1q32KOgACJqOQyqtGOdyQ0tZgg63k2WUEFpmGhZP00d1n+1NoRFBaXEVKWWqUotu4HaCKj+U5aZMktTQomO1u6EViaDdZRM0B7BTH2iQdBlDIk2GQOTZ6SMoS5IXAbrNM1uW9HityDMvOQIS6dgrZHh6gjLHNFSI5NEsiYFc5qm0/N02p+OT+Npfzo+Hfdfjvuvz1//NY3HebJK0evgbu0gmBCusejoB/J8GvvOf9kf++B/2x/6zhMiAvTB90G/RvCEDI6wmicAKNWhgkXLsH6LarufygADkOofIkqNkbbmdymDq3WYaCv71NwZ1nlsdRjNy7XuiuUq07hLrczSGSGl8nQdzl1cYBmfvSy9u4pClq7BP6igy6p8bpOoz9gl6lIpGXUJe0bHgMAZauEsYBljo5FSEW7z4UREewe5qWDRReG2skSZuF3b6nMUTnGemGOK4zwdTtoyv/+yf/r1+eu/Ds9f9s+/ayv9u55Gf4Zd18Z/xITQuAhE5OlwCs49HU+dd8H74Fzv3XGaCUGk33ZAhKgZP8LWKaG+iwWprKknCEBQRs+0Nj9CyEX/GJAYBEUdYTWVdTOKI2yZteVjtGb5YN24AS3mCcu3S9dE2Tzt3Kvx3LLWUu3kk6aLqoIsq4wccBu0Xf5gRsroGVyiLmE30yZTn7CPtEkQEg4MmCCUoGhZ1GIZOqetjlD8KC85wtI1wSIinAFB+yJWm6Nz1BJz5hxzjjnPaT6Nx6dpPEyn/WH/++nw9fnrv47PXw7Pv0/j4fD8+7ucO4bxo5gQnmE3jx/IFNP+NBJiH4J3rvfOEwXvBKDzPjhCBHAOHBEICXIdkEa16pFqd4Sm9bRkVOtC1cbVcduMgkQgOoymrrKEUItm2iiZUmCp/q/29C/jtVElbtmHOqQUFvUDgNodyAB1bWGoA2VUgkqZjEjpoADI5WsolaLqBcExOEZK1CUaEvWMPmIXacMUMvkMjiEU/1mUD6WtMQ8lU1jShCUWqklVRpQ2RxtYSuMESKsU1fWVmFNOc07zPO6n0348PZ/2X06Hr+Px+evv/318/vL89dfT4enw/Dvz6sgYl82df+6ZEBrfxPtcJ8+nqQv+16e9I/KO+hCCd4R0mGYReRg6T44EMgsgUO0sBBHUwhlmRC18Kc0JOmsUoEwrBSwpRsDSIqgyKaLLOdUmwlZiKa3WpPQTAtTxMlBk+GxBo3qslmYF1KUHS9+ezm7RYGqrC5VaOKMqmGvyrsghIANm/RtdwpCxz9RF6jOFiH2iIVOIECJ0gpSBQFh/VQxtbEwL2tZMZTWCtXJUc4EiqwBp6yPU0KhWypS8YJzm8TCN+/H4pEnBL7/+fxoaHY/Ph/2XnD6ga9Awvg8TQuOCEJEv+5Mj+n1/7IP/9fnQBe8dqc4QoXdORDA4KMFGorIexdL7pyUoRFTqOYsLBHV/CMgIWKfGqNQhIgNAXfW+rt2nyT6A2lBfKkpVelfDSMsTseYtQf9C9YRSB8JB6adfegcza2kqcBmvDXVxh7oGPWCJiAJl9JoajNQnHBJ2CftEfcQ+g08YBChBAMlVhluatGxQ8bXFJbeIqNT5oiKSQaSMkgHRZQhz1krRnFPkHON8msfDeHye5+Pp8HU8PB32X37/1/972n/dP/92Oj4f9l9TnN/5zDF+hDu3g2BC+EcsOvqxpJyfj6Mj+hK8IyJC70gEvHOeCGD8tBkkyhB8m3rtisyU8kwCFCqTRaVm7bDOHQUokUG1gGW9+/YbZ6mNFQAAsCzMK4iojhPK1yXq2RZxwj/UiEL96W25JQAQWdaU0NXn5UWZzPJPZIAsmIEYHYNL2GUKCbtIfcIuYZhxSBgydgmczpHRzGVNdiJgSU9Ca3KU5lCljhdlRGDOALDuGmROIKL98iCc5lOKU4rj6fD1dHyax/3p8LR/+vXp9/8+7L+c9l8Pz1+Oz18ucKCoXdTGX2NCaFwcx2n2zhFhFzwRBvcMnwGqOHmKm84TcnAIAISIrE6uSJ5gW1keRYRQqzmLYGnTAxalbOsdljrSDEKaZMTyuakKBwAgfNY12H5cC4SuW/2ltPPrEwWXbgqp40OlFGjWheZ5vTx98YJpGSJDNS7aRerVHUYcEoYEPkpgcJkBMUGt8VGPW45p0Wkucd2lQEYzhpLLKJliCnWmqHASkdIyH6ec5um0n+fTeHw67n+fx8Pz11+ffv/fmhE87r8e9l8vUAUN4z9iQmhcIk/HU/Duv788Uxn1CUSoBtFRFRhwIlCKaABEwDWhqgtVlCJTUAtYBsogIuoMUfWIwoSUmRERBXIbulYHkGplqZQhpUs5jEoKVrel4dMqkii6blL9v2jXetGfOtysrjLRamQ0a5gBREDzggldBp/BRxwi9hm7iH2GbsZhxj6BSxgYMInTdKT2eDAv6w2vl4vSRCDWehltvJTyRWkfrM2CoqUxnNM8HdM8xjiOx6fptD8+/x7j+PW3//389V+n4/Ph6bfT8fnw/CXG6V3PEuM1MK8MJoR/igVSLoHfnw+E+K+nPSISUR+CI+RSoolOB3KrpxNwpDWiQrU0FABAQNOBUNZdWASy/WFgLNatBEhbB30RvxJaLF3pTR0ruJqqphNb2pIXKHVlCdD6zDJKRkcBAHNZCuI8HFpCpqqCjC6Dy+gidXOtEU3gZtxEHBLQDB0LZgoiWUoha3WBrYMeltRmkWMs2UuAtgBhLv5Ucu2dTynOnOM8nVI8jcfnaTzM0/G0/zKNx8Pzb0+///fp+Hx4/n087vfPv+cU3/6kMIw3wYTQ+M98yG0Bi/z2fCBCnSPjCDPzPx53VD1Zygybnp0EIkASEdChagAAWke6WnUJyxwZqtFOhOL8sGibEJIsSUGAKoclrggApaD0rES0ddkvmlNDoq2zXnOHquLlb5Z17yCglswAlKSgVoq6DC6hj9gn7BKEGTcZw4z9hH0Cl7HPQEm8LirflqDXQp71OFFELIU8mp0svYwMNSkIILo6BOdYJsjkGOM0T4cc52k8jMen0+HrdDqM4/7pt/89nvbH/Zf90+/TdDw8/a75RePqsDt+xYTwzzFTeAlk5t+eD7T8FjQhV3J7mTsW2XZh13csOTgSZkfoEDUcmkVIFRCKKhFA1t5BFBIUBJIyfAYRSnQUALSURgR1taWyKmE9H1a99rAkBDUWCqXStEQeqzWE1rwOUqtW6qC1MmJbi28YIAMwYALHQAlchBAxROgShgw0QzdjH4EShMyUyDEIctLKn7oBdThqlUIuf5XCnzKKbmnch9IgkSNz5pxSnDQpqGsqnQ5PcT4d919Px6fnL/8znQ7759+Pe50m81TTpReNXdHGX2BCaFw0MeVfnw8AgIhUJdERMUvKnFlA2yqIAMA7kgwlVYhACIyiVTRUM3lUegcxAxNgBqmFo1pdUzorchESQUHthF8l2kC356xhvFWlaBC0TuEu1rB2J7QEIcA6FtpGbCMD5BoXndEnCAlcFJ/Qz+ITdjP0SShiyEIJnQCC5DIzIEOZGa6z3lZ5yiKIzIIlFsolIlqmiQrnnOecogjP44E5z9NxOu3jdDoevnBOx/2X56+/Hp5/j/P4/PXXeTweD1+n8fi2v37jLbE7g4YJoXHpzDH9+nxofQiJmVn++fkBALyjLAwAvXcAwCKOCBHaMoQEiFomg5q700FrAAJEmFc9BlgbMEDb8IsPBABu6xe1rgptxqhFpKp5XN5mKaQpsdKmf2UXltIU0a55KWstoYBEQQFIABEwIkWkRC4BJcaZXJQQGRP6xJiImAUkav4PtTNEN0/t6ZIshOJFa4FOW1yCObVR2jnNOcU4n6bxkFOcp8M8nebxOI375y//msbD8fB1Oh32T7/N0+m4//ohC+0axltgQvhvsVjK5TDH9NvzAUpxpi7DW2Ke2z44pNwFFtj2oQOIAK5mFkUH0ICoImIZv1nmjtVGQ0YBKGsWIiJUh6VLMAHoCwVE+Ox8KPFSKIFXqUNnpIxSa2PYlnCoCACW8WllMdyy3ERizoAMMLNEgAgQUZgkMiSSESh7mpkTYRZJpGI6g3rVKoR1Iqoa1lzXptdNZT2fOSd1oer/UppznHOOnFOcx/H4lHMcj88pzjGO+6+/jqfn6XTQuphpPI7H/Xjav+/v3zDeFhNC4z9wIXcDc0y/Pu0BQFh+edwJQMr8y+Mu5T5lfhi6x00vADm4zjvH6B1pvFRTgyJCdUgalsSfFBdYhstoRYvUFok6qKY4xVp4WVrh6wIU1TbK+m/9/1masBhBreTMNVmYyzL0kAQSSxKIgrNIFBlZmDATnhiycxMmyXECEh8ToDgUmJ3zIuJcUMklWkyhMCORThnlOnFNREQ0F5iEmTnP45455xSn6ZhTTPM4jYcUp2k8zuNh//RrnMdpPO6ffpun4zyNZgRvhgu5ri8EE8K/wkzhRRFT/p+vz+lhFzNnFgSYU5ri9h8POwBgkZjy3IVt33nCAbwIZERPyKjLK2GLfOKif0XgkMuUNKjVpFIjpVAXn8elMaEMiyld9nULW2kMLLHRUgVTSmPqcO1c2+cTc8wSmecskSEDHqIIhRO7DDxKnLGbgRNGDpkpzTKKG7wPPvRRxPkuzifnfNlEESJizkiEgCxc59wU/6cqCABaC5NTTCnmOE3jIcU5zuM8HefpeHj+fZ7HOI/H/dfT4SnO4+m4t2Z541YxITSuiZz5t6e9PO4QYU7pl7SLieeUf46bn3bbOWUWSZk3XdC/HSELEaJ3xMJO72l0DUOA1jgIzAiLXxQGQEEsa7YXdVy36C2loaXTHkoWUHCpkYGaGpQ6Yg2ktu/FzAwyp6ym8DSnU8yRYcoSgY7xFMXN4CfoZpki+AkC+jFRh25w/uR8IOd1CakQeiRiZuc8IuacAcB5zzmLMBHllLQ0NOcY51FEUpxAZJ5PwjyennNKzGk8PmsJTE5xnk7H/ZfxdExpHo/Pt1EUY/e1DTsOLzAhNK4MFvn1aZ9yTpkTMzNPMcaUY+ZP22Gc00+7YUpp13csMATHJME7YCZAQSEiHZ9NmlyD1nEv6zFsUHroC1haN2D14XGui/rfonc1baiZQh2cXZeb106JOefMPKc8pTzOaYxxTPkwpSnLlDijP0Q5ZZyZJnHsN+A3CU+ZxYe+6zeA6JxHciH0AuBDR0hIDmpTR06RyLXuiJS0LyJzjnGe1BrG6cTC0+kwT8c4j9N4mKdTivN42k+nQ0rzeDzM03FdK2sYN4kJ4X/A7iIvk6+HU0yZmeeY/vn5UQBO0zzOu0/bQUQ2fYiZdz3H7PvgO+bgHBE6RA9AiMDiiBBADSPUjnuAWj5ah6utykdh3TDXsm76r9U8l7qQhHbN6xK4ACKQmEUg5pxFppjmzHNKU8xzSocpPp3G4zRPMY9JDpH3U5oZZ3GzUAYXITjfOR/6zUPXbwBQo6MC4n0nws4FEXHeI5IIc87OhziPRC7nBCKAkOIkAjnNKc3zdErzNJ6emTnOY4rzNB6m8RjnMaU4WiDUuCdMCI1r5TjNMeWfHrcp86ft8I9Puznl4xxjyrvYnbpwmuOu73Z95wh77zvvgqdOHAB4R8ysptDpOr7MRGXRXSzJRNF16tvcGO2OKAswteExWOpoWsPEql9CuK41oUnBzBwzx5zHmKaYTzHOMe/H6XmcTnMc5/R8Gp+O436cxsSHWTLQmDiB74dd6HpE8iGQ89733bABAO87ci50G63LCaGHVct8mW7KHOOUU8w55TQL8zydBCDNU85xPO71uynO83Sap5OVw9w2dmf/R+xwfBN3e+pc/o4jwON287Dpd0P/88P203boQ/i8G35+2O76rvN+24fd0HkiVcTOO0/kdX43oncOofQdkg4sLY6wBE6lTCXFJnitRWGpES2dhWWcZxZunRIxZ42FxpwTc0x5SjnmfJpjynya09NpTJlPc/xtf9ifpq/HcY7p6Tg+HU9TTIdpZqCu3zrvnfPOhdAPzvmu3xA5QCRyRORDryWxRMTMRKQL7Trnc05qEJmZOQlzisUR5pxUHeM8xemU7mBY6OWfz++AHYQ/Yo7QuG4E4Ol4GueYMk8xHqf554dtynmc4+NmeNwMc0pjTL13c8reUbGGjjrvfempRxVFklIBSlgb8kXUJkLpyFsKR6GNF9XRaDU0mkrHgjDrGGxIzJnlNMUsPKccM+9P03GOmfkwzacpHqf563Hcn8bTHE9z/P35MMZ0nOb9adLhNfM0IqJzwYfOh6AuEACd8857IkfOE5EIOO9LF2POJVlYOyVSisIqh1mYU5rjPKU439WYUMt03Pnu/zvsiHwTd3v2XNGOI8BuMzxuhyH4nx62j5thCP5xOzwM/W7oHzd9510ffO/90PngXOdc8OSp1JR6R9qDDwD6RZFAdYf1p6zXXSqPlO4IyJoSRMzMKbN2OmpFDItMKZ/meYp5nOOc83GKpzmOczxO8+/742mOx2l+Po2nKU4x7k/TOP+VPyPniJxz3vlA5IicdvwTuWVLy0QZaVqoFpA533P9yxWd0m/Bne/+v8OOyLdynyfQ1e21d+7zbjN0YdOHx83wMPSbvtt04fNus+3Cp93GIW77QES7PnhynXfeEQAEV/QkeKeLTjgirSDV6Cjh2g2CziwtbfJlfSXIzJkl5qwDRU9zTMwx5znlaU6aGkzM4xy/HsYxxq+H05zyFOPTcdyfpjml4zQfxqlW23wXNcH5YwfyZrm6U/p1ufPd/3fYEflW7vMEutK97oJ/3AybPmy67tN22HRdF9zD0D9uh23fdd49DH3nHSEG54J3nXdD8IjQee8ImSV4p6lB74lZCME5p+NpMpe13xEhZUbEzKzKF3OOOTNLzFmrY2LKh2nOLGoHY87703Sc5uM0j3OMOR/G+fk0TjGNc9yfppTvKFD5IVzpKf0q3PO+/zV2UP4G93YaXfv+Dl143AxDFzrvdpt+N/RDCH1wj5shePd5u3FEnXebLiCCd84RbrsuCw/BOyIAUKVEhKxt+QCEmJgdUUwZAIhwThlKXBSmmDQvGFOeYppTYpE55XGOU0zHadaIaMz5NM2HcTpMsz7zME5ztFrN9+Daz+of4Z73/a+xg/I3uLfT6Db2tw/+YTNsuhC867vwOPTboeu89476EDZd6IPfdCE48s51weuE0i44nTJD9Q8iOKKUdQ1B4Fo5iohjjIQ0pZQyI8AUU8wsIOMcVefGmPbjNM4xM49zPM3xME4x5TmmwzSbBL4zt3Fi/13uc6+/ETsuf4N7O5NuaX+9c9u+2/ShDyF4t+nCbug774J33rlNFzrvvHN98Jos7ILXwpngiAU0jooIqTTmCZZi0lIRo4v6jnMUgVOMOfNhnOacc5YpxpR5SukwTlrdqo7wNEULhH4It3Rifzv3udffiB2Xv8ddnUy3t7OI2Ae/7bsu+M67znvv3bYLm75zREToyQVP3jmdREOIjkjNomYEg3fMAggpZefcnFJmZhatDk3aNcgyzjEx58xzysdpnlOKKUftIJzmOSa+47rND+f2Tuxv4T73+hux4/L3uKuT6YZ3lhD74Ie+C8557Smsf/ed984hoFaTqkBqySgCOKLM7Ih0TVsAQMA5JUSMKQuIyqHWiM4pMYtawHGOc0x5vai98UHc8In977jDXf5b2KH5e9zV+XQPO6tlMp33ffDBOyLSRX2DUwVEIq2XQeeImXXETF1bEDKLOsKUs1pAAcmZtUYmpjTHYhM/ekeNhXs4sV9wh7v8t7BD87e5k1PqTnZzDQIQkXPkHQXnvHOOSBe4d1SnzYi06SSaLBQAFhaWxJxyjqmkDO+5af3Cubdz+9729zuwo/O3uZOz6k528z+CZe4oLvNlysITwHX9edO8q+OuTu+72lnj/biHD7572Efjbrmr0/uudvb7oI/eAMMwDOOtMDv4LZgQGoZhGIbx97ntaMNt751h3MkZfie7+eOYIzQM4+7Qot+P3grjUjAh/E7sQjIMw7gNTAgNwzBuECuT+XZMCA3DMAzD+F5uMjp6kztlGC+47fP8tvfu1TFHaBjGPWJpfqNhQvhD2LVkGIZx7ZgQGoZh3BRWJvN3MSE0DMMwDOPHuLHo6I3tjmH8O27yVL/JnTKugFs6825pXwzjP3J7J/zt7dE7YKHRV8BKZgzDMK4XE0LDMIwbwcpkvg8TQsMwDMMwXoPbiI7exl4YxjdySyf8Le3LO2OO0FiwuIphGHeICaFhGPeLVboZxitz7VfUtW+/YXwHt3Ha38ZefBTmCA3DMAzDeD2u+r7sqjfeML6PGzjtb2AXPhZzhIZhGIZhvB7Xe2t2vVtuGD/ItZ/81779xg1ypSfllW62Yfw4V33yX/XGXwgWGjUMwzAM47W5xnu0a9xmw3gVrvfkv94tvyjMERqGYRiG8dpc3W3a1W2wYbwuV3oJXOlmG/fCdZ2g17W1hvHqXOMlcI3bfJlYaNQwDMMwjLfhiu7XrmhTDeMtuLpL4Oo2+JIxR2gYhmHcNSaEhmEYth6TYbwZV3FpXcVGGsZbc0UXwhVt6lVgjtAwDMO4a0wIDcMwrgkRQcSP3oqbwoTwbbHEg2EYxoVjQmgYhmEYxhtzyabwkrfNMN6Zy78cLn8LrxFzhIZhGMZdY0JoGIZxHViZzBthQvgeWMmMYRjGxWJCaBiGcQWYHTRugcs0hZe5VYbxUVzsFXGxG3YDmCO8a+we0zAMw4TQMAzj0rF71jfFhPD9sJIZwzCMC8SE0DAM46IxO2jcGhdlCi9qYwzjQri06+LStuf2MEd4v9htpmEYBpgQGoZhXDJ2w/oOmBC+N1YyYxiGcVGYEBqGYVwoZgeNW+YSTOElbINhXCYXcnVcyGbcPOYI7xS70zQMw1BMCA3DMC4Ru1t9N0wIPwYrmTEMw7gQTAgNwzAuDrOD74kJoWEYhmEYH8QHRkctMGsYf83HXiN2hRr3wked63aNGcZ/xO5T7wcLjX4kVjJjGIbx4ZgQGoZhXBBWJvP+mBAahmEYhvGhvH901OKxhvEtfMiVYpencY+883lvl5lhfCN2k3onWGj047GSGcMwjA/EhNAwDOMisDKZj8KE0DAMwzCMC+DdoqMWhjWMb+c9rxe7Nj8Kc4SGYRgfj8VFDQPgXe4H7ZbTMP4WFqq5B8wRGoZhfDBmBz8WE0LDMAzDMC6Gtw6PWPjFMP4ulrO4ecwRGoZhfCQWFzWMl7zdvaHddRrGd2BxmpvHHKFhGMaHYXbwEjAhNAzDMO4aE8KLw2ZwG4ZhGPfOGwmh6athfB92Sd425ggNwzAMw7g8Xv1W0e49DeO7eYvLxy7Jy8EcoWEYhnHXmBBeKFYyYxiGYdw7ryuEJquG8SPY9XjDmCM0DMMwDONSea3bRrv9NIwf5BUvIrseLw1zhIZhGMZdY0J40VjJjGEYhnHvvIoQmpoaxo9jF+OtYo7QMAzDMIzL5gdvIe0O1DBehR+/lOxivEzMERqGYRh3jQnhFWAlM4ZhGG+HCaFhGMZ7YIvRXywmhIZhGN+ExWYM44P57ivQLl3DeC3sMrxJzBHeOBaNMQzD+GtMCA3DMAzDuBK+I7piARnDeEW+74Kyy/DCMUdoGIbxrVi9jGF8PH/3IrSL1jBeF7sGbw9zhLeMVcoYhmH8R0wIDcMw3gq7Gb0KTAivDEtRGIZhvC4mhIZhGH8Duxk1jIvgG69Du1wN4y2wC/DGMEdoGIZhGMa18S13mnY3ahhvhF2AN4Y5wqvEshSGYRivhQmhYRjG38PuRA3jUvjrS9EuVMN4O+zquyXMERqGYRiGcZ38xV2n3ZAaxptiV98tYY7wirFEhWEYxo9jQmgYhmEYxjXzp6bQnKJhvDV26d0M5ggNwzCMu8aE0DAM43WwRZcM48N4EY2x4IxhvAN/vNDs0rtSzBEahmEYhnHlmCM0jA9hfa3ZdXe9mCO8Bayh0DAM47sxITQMw/hRrEzGMC4CNYVmDQ3j3WiXm113V405QsMwDOOu8R+9AYZhGNdKS89bXPSqMUd4O1jJjGEYxndgQmgYhvFDmB28duz3d2uYKTSMd8aE0DAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMw/gm/n/nxmrkPmBlKgAAAABJRU5ErkJggg==", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Renderers can have multiple transfer functions.\n", + "# GetPrimaryTransferFunction returns the one that is usually the most useful.\n", + "# You can use `tf.GetTransferFunction(var_name)` to get other transfer functions.\n", + "tf = ren.GetPrimaryTransferFunction()\n", + "tf.SetOpacityControlPoints(opacities)\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "8b5358e3", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "You can adjust the colormap in a similar fashion. Use `help(tf)` for more information.\n", + "Vapor includes a list of built-in colormaps and these can be applied with `tf.LoadBuiltinColormap(name)`\n", + "\n", + "## Builtin Colormaps\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "4b10f2b3", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:06.150546Z", + "iopub.status.busy": "2023-06-22T17:22:06.150311Z", + "iopub.status.idle": "2023-06-22T17:22:06.227098Z", + "shell.execute_reply": "2023-06-22T17:22:06.226389Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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YSRWOVZW8IDKS5AoddYy8hUvE3g1z4AdH8zp8cP55Hk40JHeY6SHQuIZHkh1ADpPDqIDDlMWP4RWigMOQexyzEAtSvp6wMpxgVYggKmLCekAKOCaEgOeEsOKYaA2YVz2O2GV3uOJklTXGzWNCaFwZTPh18o+D+33n3k/+3cj/fRjeT/zb3ueKmMNIu1wa4zE6IoY7k8BWGlp84WYHu8veEZY1mKDYvOKZOCiUlRSqyIpJyFU0WvorVKEKVkqiuTAnClxSJhqcC0kn75aVjo6Cd7NzJ/Yj/CPtV3eYeT/TeMKj8OG07iTtGFNOEAIMOIexijIBzPCCwHBZBRUCyAAVBAIJ1oQVEEFQxBHvE2bBbxHLio8Bp4h5pWPAadWTx9OI/YrTguMr/gsbxmtjQmhcE57p98nvB/6fvf9l8r/t3W87/9veTZ4fR36YeD/wfqD9wJMnV7sj8qQY5uz+qhyiXkeRQ7Q1eFEFrRXM1PBoHxptvhCgrJItOlp+UdL8/2rQmEmkrGiYCMQKKWs/jcyT4yPzQMNIw4F3Rx5m5480nHB44P08P3odIt6FNBE8qScwwQMguFwmo4BCfb3MGy6ICmEoSBzUIwgCSk/FnLAIgsPisReEiFPAacGHQMcd3s36ccDzgN0NBEstutO48Nz/62NC+FfYZ+WiGJj+sfMPg/ufg38/uX/s/W97/zDyL5M7jPx+ctNA+4F2AzNjcOQcOJdU5k6Is6KY7TrQbiGQUg4tUh0u2vKDVFSQz7eqVc3UxvpaQaOk+VJRP0oKBeXhbARiYiGR7FApMTGRZzczHzw/n4jE752fmEfyx9MwTM7hEGi3rIcQdznymkOjCjA4vzCXndtiuQzJqUyoAKqIDrnXIyiCIgpCwlERA54HHEYsE94t+LjiydMY8LDok8cYsMz4mBB/8r+zYbw2JoTG33AhJ4+jKyr4fx2Gw8D/dfD/dRh+mdzjxI8jP07sHT1OPDjyDo4xOBCBGURErJwrYvpAKKE1DuY0IEhr0nCTwHZFPykcbWTxo/qLEtAlCzWbRQVtKUNoHtiWyz2ZHCMxeabkdGQ5LYBiYA1BPWikNJCeZmKSmaAqAIU45ZclcK3XKZuskBdt9XmLCKRIjEmRVPOVKAiexOEgmBm7hEWwMJ5HPM74Y8K7E/4YaOexW/Sjg1/wbJHSG+BCjusLwYTwP2Kfksshq+Dj4P7Pw/A4un/s/e9799vOvZvcbqD9yNPAh4G8p9ERM7xrsVAlUuKSDmR86gupM4XU14u2DooaBc0Xm9OCUvlf6ZtA/q1YQ62iWNcsdEqiRRqlFpsqkWabSEqkjjVP9mYkT3KCMiIgwMI0qo5Mi+oIREDXOGrZIKKt5Z8Ap2XD87A2100JdwoBHCCAEjxjIFVFZNozZo9VsHo8JJwcpojTgMOMPz0mT6PH5HQYMB3xwbosjJvBhNC4dEZHv0/+cXD/fSgq+N8P/redO4z8buLdQI8T70d2DO/gXe2Or9WhrSKmzk7rE4QEUq76127fxI/qb6S1GhPZOpbBLSBlZW3BUS3+L1+p2UHGZgfLYDYBaT4nhwrqdDdNSQFhSoTgHXmH00yAAxxwUvWnxSU9CTywKPwaR5ROicw2AYdAWltC8stWRc/1PILiFBPlbdTkMAoWpgh4xkTl0jlMHrsBB4/J0zTrBwd/wtOK0yt+EAzjZ2FCaFw0OS/4OLj/OQzvJ/d/Hoff96VT4mHidxPvB54G8g7elU7BFg4l2iKiW+M8mhzS5gLbn1rUtHUPZuu3lZC2upmz5KF2/1Fks3jWVpgFUKoQ5rxh9o9KkLK0U/aFwhSJEBhESOJFnapTdURQcEyDTidRL1iiekmDAFQCrrlxohX1EACBoqp4fXEt2cPqEfN5giAwPDQNGIVmhynh5LALeGIMHjuHwWMaaH/UfxOcx3DEh9f5JBg/HIuONkwIP499Pi4BRyUv+N+H4Zed+5/D8N8Hvx/4/eQOI2cjuB/IOfgcEc0VMa1TkDf/RwxCM4VZ/DTPkSnN5135aK4aLf/dMoZ9hPRztOwgNgmkYg2zQlHuqRCFMrIKSkkigghCChIikjygBhFEihOzEkHgQPSgzwDr0QHPSf1O56N6iM9aKCWV2fKVZenEFjjVIor5HlKFO3di5IHdkeABR8qEkWlHeAbYYfKYPHYOk8MfRDRgetY/GO6IPy9/YKkd0cZfYEJo/D1vcubIhN93/mHgf+z9bzv3687/unPvJveQJXDIBTLwDq56QaoFoi8Gp/HZdSLk2kpqRnArH+1uLL+3y/ZuYBPDmiIkQLXTH6VaPqqklBWRmiOkmibUOnqGCLl8lEgTARCPSKT5FgBJHLMqSNSJOoX789nvpyPUTzqf1kdV1s0Xchv9lhVYAJToKDelrsZRS36z3H/Ma1YwWLGWlRnhgJXgGSOBszs84l9M/lmZwEf8adWk14iZwowJ4WewT8Yl8OvkHwb+78Pw6+T/a+9/3fvf9u4w8q97tx/oYeLR0+BLyWVRQUYJh/Kmf+epwS5Siur/6u21avRM/FovQqstBbCNVyNtIVTtV33Q0kaoNTuYZYdqvYyoZgkUBWvruIACLndBkGQVVGCHmUmeT+8e9x+hBHAS9058Eo/dc5BhNyzz+liTklwnvhGBqkds2q0ABEIggHNBadXCbA0lG0QqV5JTR/BKi4IYA0pPiisjv4nz23bCh4j1NT8hhvGjMCE0LpH3o8te8N3oftu7X3bu9717nNy7KXfN0zRk/SPvsv7lrvksgSU1+MIIgpTPOwibCpaJo+iGjmIrman6p32A9MU1oLTPFxXdEoGkVApnBIDCZVFUqq0UmhQQKHfpQ1IBHATAoAkgJ2maTgBNcQZIlJP6hzQ+z3yYjke4QZcl7IsA1t6JHHPlLlNYZT2X7+QxcKgqmItbuUZyyxqHikDYkQ4DDQlHhncYHcYB+zzaDQRSx+Aj/rz2pvs7xEwhTAiNC+Tg+ZfR/b7z70f3y65ME30Y+ZcdP0688zQNNDhihnNgbhKo1FXBZHUkYOsg5E0Fa+9g61ug5gVbjLRvK0R3BVvEtHRHtAgjt+EytaZUauhUtRSloIuIqqpobWiowiWlBjSnDkU1EZWsnioDYNY1TY/6rOKjDFGGSUZRH2WUNNYyGSgcci6yK+7pJqGihknLT+0+FNp+HQSRMBEcISUFg4g84AhOgQmRwAxPxKysUOBjwPwanxLD+HGYEL7ETo7elryy0mFwv+/8rzv/j73/defe79z7ndsPvBt4LDWiJRbKtUCmj4Wepwm1pAaplMZU66dc9a/VyGwtE6Xt4DOrMnX/3fKF2qo2zzNvri8fLRWdRRdJoUqkUAGxqpaoZHZq2aglApBS0jqhBiLOD+u7/YdnIKQxqU8yElyUUXV5lgHKVdO3zal2EChjbVw3CSe/cCmoIZBAqDxWAN8GBmRFhA757RihDM9wJSxMKjkXCb00X2gHtfHXmBAaFwQBv03+4N3vuxwade8ntxtKv+BhpMHnZsE8SrsK3nmZ6CeVMnW+Gs7VsdXF0Jn+5esMoPbaYyul2S63Lc6SVTvY841lYaatm6IsyUREUCRVyuIDAFCu6UQoKZKAGUAdjJY7LTSpkiLs9aiglLz3YRrnkIb99Jxk2I2nmMZxWNb1UUvwU5vWMVihAnUgKXYQtXwGW4ITIhAq7rS4yaqg+W3wgoX1wDRQ8YVl1YuPYBBYc1T2T8sXXhEWHTUhNL6I1zlU3o1u8vTfeZTowf/j4N9P7v2OdwM/jjwOlEdpE6GN0i4ix5/kBbuG+l7wXuQLcV4405rrX9SLbvtd0oU5UrrJn7L2FaTVJNW0H5V52HnWp1MS1XzJtV5GBMSl3FNqD2B+ugg4J0ASZefSbjqpMMBEgLLIoOKTDFM6qfroQkqTlBncpXVDar2oAASHEqDN1lQJrori5gvzshkAaVnLKd8itVmSPL1XYIQ6jAvcY9ZXYtGk0CP+sDpS41owITzjzk+L3pbJ0bvR/Tr5h8H9svP/tfcPI08D5RqZcaDRkc+jtLnpH7Z0IHW3lEyh9usuUbsRxe21DsIsjcX4Nf93Hixt3RE1HFqaE1pNac0r1gJQoLbZ199y+LRIEwlpWbBQcp0oSElytYqUUdkOSFBXXjeJEI1Q0DTNoi4lv8bpMB1F/Ckc9uMgaUq6zDKJulovWoaEt0xhdYHI6chaxJO4vDARVCEMEiQuu5ojpflx+UuDWN1QUqc8QhTykB0siaoA+oR/68X3FxqZOzeFJoTGRUCE96Pbe/5lcu8n998H/zC6x9E9TpzlsLQM1uAn01YsWlOA7XqvhVUCu4b6Zg273omtXgY1CloLZ3KqsOUL23RtUO2UoFYpSko57ZfrRin/R7XWyGhNEArDKeVyUWXSPHdGAKZaJQOq61yUIlTAqSjSOKwp+WFYh2EZ4xziOA7Lw+5jSqMf5kGm5OclPFBZGBg40/HsS7NtzSWjuYjHS96oMncNNTRaYqRS/KIr70j5RxNflzysz6mKJJRE5YD0jD9+/mfHML4XE8KNez4henMeB7f37redfxj49717HHk30OTpMNLoMXgaHBwT1X7BqnbnUkdntxOX0phWFEOdOrZYaCkN7YxgayDIylfsYpGlVkVa+yrqR0bbr1r0Ea0KNCukUBbIMoZUgbJ4vYqChcCaZ8vkCKkKlIEiWQpAnagSNI3DIsr76SjiAY5pGtNpF4+iQ0pTSAOnFGVoCc289bVkpjjhbun5Fg7NcdTEJVi6ZRNR8p55VDfXswUhJYdHIhKIw2GEHPBfCWFPUTQK0gkff+Ln5guw49r4W0wIjbdnZHoc+N3IjwPnJQYfRj4M/G7H+4EHTz4PEXXgXCPTpQapK5P5XIB0q47J+b/zlCG96J0oq/nl26vSZUcIYJu7hlaDue1FuzGrV0sX1ugiZYeVJ4xSnngtuWSTAAhryxQ6IWIIVATMpdwGUFb1LkHhfRplxUhJhhCncZhjGmR6imnycTekXZQ5riP12weiWhRaNzjX7Eh+w2qXfS6Wya6V617m/6bcgChIOa0IDAA7gOHyiccKBpCwCpJQEE0R66UVkRqf5Z6joyaExpfy846Td6N7GNxvO/9+cu9G9250D2Pplxg9lSV2HfFLndvs4NnluQr247a3AGnpKXxZO0pF/dqgUW3Fo9UuohPD+s7UKzVWugUWgZoU1O6KkpA6IWFFmywjpMir7UIAyooISA468uYLRdVrhCIm7/263z0vcSfiUxq8X0a/puG0pmlwYU0jishp3uNaULp1P3Z7UVSwFsXkMCnVgTXlDkCqyzy57J8VQjoRRYc0IAniAf+IWBUaERSa8C9bs8m4ZEwIC3d7KvTm7D3vPP8yutHRrzv3a+4X9LQfaPQ0OAzNCPJ5XcynQVHegp+flMx0QdRa5NL07yxxuBnB+r9WG0p1ZaN6vdafUF2TaSuZoVpOA4CkuKraTQhWUi61M3mUGRii6qRzkeUPRbQYyFFVxyJMzqVhCMAxxPEwPcU4OBcfdh9jmlIaR7cmvyBNXEO6UkO/XOtlqttzKMNIheHrJO6Sq8yJw1oHm1BOJLQT0ewLQTo5UkFwWAThgN8Tlj39knTd4/EZf/78j5LxvdytKTQhNN4SAh4Hfhj43eR+3flfJncY+P3Eu4FGT6NvLYPnXRC1O7DWfNZOCbx0h/1KTPkH1KkgNpu42cGSF6RN+bjqmaI2WJQalNIyUYSvxhDLWr2tShPI5TD1SbIc5qGjJFTbMAAUdWzxShZSUi7bB2V4qLI6J1AahzUlN41zEr+Pp5TGkMbdeFzDfhpPMe2CW2PaUd3w6gJRS13QFbS2GTPEmxcsflGR6sCA4gtz7U77RwSQF89wdPAIBE0IO/yaEB7o96RxQrB17Y2LxYQQMDv4dhwG3jn+becPA/++czvPDyPvR36cePLkmHJe8FzbtrRfM384//XlT62aOZPSLRDapwyBli/ssobNEZaLcoVq1rCNua6h0fqIFigtf+p6F3ImMSfi8mIUTnIWjkBlILbkVo+WJQSSgp06FTgk4XFYRVyMw+zXaTzt05TSOPjFxeD86mVIshfNDfVtE/Kvkq+glIMipw+z/yOQljBp1uliXGXTQmrjaXInImEA1OkjSAk6YlVEhSSsO7wTpIDl9QOkdmgbX4IJofFmEOHg3cPoRkfvR7cfOJfJ7DxNngdPzsEz5aBoi39uLRBE3GcEa/7vPCjamb96nyyZW7Sz/LUrmalmsdioku2j2keBGhjFZoeKNyxXwblvgqhO4i6Fo0qaV6XP2kLgWrvCqO0LAmWlPF+mdi0wlwnZwnCqcFBVduIkeR/8sB6m5xB2zHEaT7vxOaZdiPMSd96tS5yyhjGgIFcaF0sdKZeUYbaG3KascXk11haiLe9fSRxKsYmtlEYBYexEg6M4ICasO6QVz4lC0NMOj0cLkF489xkdNSE0voIfe5AcPO88/Tq596N7N7k8VmYsM7XRFlfaEn651+GFQUQVxRbkpFpQiuIFm4UphaPoH9j+WgpnQGXZhSJxxRESavSz5QjLZQk4VmVt71V9QFHBHDHl0mKey05YoQxWUkE1W1AGCxEjiWYJBEhFHUG4TE4jBbEOLkEoueRdHIZlGk9L2Mc0+mHhdR39MroVsoa4z68p5XXLfgPIW58DsVTjpnkMTdbCOnEtz6nJrfeq5e1v70JWQmaMCngcEiRhHvCoSHv8mrAIxajrgMkqSI0LxITQgidvAwGPgzt4Nzl+GN3e037gw8j7gXeenSsDQl0VvOoC8wII57f0XYNNJnHuBUHEClSP2IdDsSkDdeHQch1EpFsQlPo9KKm7Otqz+0vtY2+VM0SaV6AvS//VsTJaOxVI8wLzxFDkxQCprA+opHn2TQ5BKgN5pXuBc+J9GIc1pmEY5sP0FOJ0GI8hPK/hYRzmNe3JrZqmbuNydzzyjtZhbKJdjDSvRNGWqiA4qbdokcBcLJOrRrX2HQJwCkc6OjoQNOI04t2EU8BpxCEhBKzdO2VcIndoCk0Ijbdh73lgejfyztMvEx9GPoz8MPLkyTsMDp7hyvqBZ+YPrK0EtGqktgzfFu1sP6UQpvQRlls6qTv3hdhMYZFA3b4QeiE8d38vr7dgYas4RV0lUKkJQW6yLxk8kLDSFietKshwtc6l/Cg4CyerqjCrc3EaZkluWQ+78Tivh3GYvZ9d3DkOo1vntKM6HQYleblpt5bxaUSlTCdLY0J9J+piFAlgrov91rneRNU4AkrwQGLsnUal6HFImEc8Dvi4oyXoPGFvVTPGpXHvQnhvJz6Xw8PADwMfBvfrzj8MbnC087TztUaGwVx9Xq0OBWc12Rwhaqawr4uhkiDsNI9KYUudI9M7xU4IaRMbcP72b7au041eC1tcFKjd532wtM5ja4qoZTZpqRjNTfTUsnYkrNka5tdV1iwyTKo1P+oYSeFY4UTEOZe8jyl57+M4zFkF17jbj8cQHga/pLQjTkl8rUgtb2fdm7y7rq5K4agsRujqAhiot3BNDbomzJVc+JpTjB5QwkTYeTwCIgh7/BaxTHiIWFec1EyhcUnw39/FMH40k+PR8ePo9p4eR548vRuddzQNxAzvzqaJ9nWeXaXMueerStnqZc4dYRbLMlHtLDRaZtOc31jyiO2XqmdVjLeS05yBZK1VmfWvDLCWO2+3lIcT97U8VJ6DwATXJPzl0ADiFgTe9B7eiWNxLIMPzHEa5v14HP3iOA1+9n4Z/eI4Dm6tslyypXmv8hVBnovKVcxZyp3zW85SAqq5l8TlG1Hvo2VXXd1Dr3CEwemeMTEmj/2E9yMeRjp4jCP2r/Mxs9PcbyZHR996K16Pe3eExptw8Dw5OviSEZw8e0f7gRzDO4DAXMKY3KXumm8r/YKfaN5neiTKlVImWu7A2xPWfsFiFpsvrMp37ny4ur2iebUlAfWWNlqm9exRlxFrT1YUico8mZId7MpHiQiaR8IwUWJ1CjAplAHR0tMupNkuO5bkkvdxHBbnwjgsu/GY0jD6eXUP3q8+xbk0O1Id+dZ6+alWkGYdK+lAAFImi1LNF7Yb85tdeifqu7CpLOAIIyF6PChWhz3hNOFxxXHCISGYKTQuirt2hHbC+A18/6miZ5ocPQxudPx+dIOj/UCHgUZP3pHL/RKE1i/ffkBgomYKsYVM66LsVKdn07nU1daIM0dYc4pnodSmgnQeFOXWQVCN02b4mgijDh2rD6TuDu0+3Q8xyiDxbA0/Cfa2pTbODGJbjrisv6HM4licS87FaTxNw8wcmdM0nNiFwS9C4jgCJFX/tJTfchUwrvnHtod58WNXVhSGIzDD0WZ4SUu+0lX76FDsYz5LGaGDw8FhN+HR4zBiP9KDxzhg9/0fReOnclem8K6F0HgTdo4GR48DT55a1+DkyXMukDkzczg3eUAVvz6SmTOHyM6vNTzUiTC5i6Ean00pWZsWlumjbVne7QW6n/zglh3r71M08jx2ukVyO1n9VAu3HVR0VbIvx4h37wmXc4J6I2vWwsGvzqXBr86vu/E0+oVcHP3MlEYXHAcBWtiTwKkrkxEgxzwVuV6nXKkTT7k+FlX/Nu1skdJP4sJMGEhHhz3gPaYBDx7TgN2rRUcN40swITRem53jg2fH9Djw5PhxdIPDfuDRc7Y4juuw0P8Y6szfsnRm/ppBJCX+zEOIujuge2wLDjbRwvklmozVRCDX9oimgk0I+sc2Xdjuea6gzaTWoQFoKlgyiSAuiUPu9oK3RymzosohkTiXmJN3gV0c/TL5efDBudVxKicWJdRJ1QKiSlcO2TbbVzQaJV3rz6V+08JeOKsoOgUDnjE57B12I9577Ce8G3AY6cHBD2gdHYbxxtyvEFpc9E0YmEbHe8+Hkh0kZuwH9o5crhTl7eu+WS8Canyz/pWL/0Nbhv4sktqL0VmkFG24Git1LwHUaF/zbS/qYjZdaAHS+jJnqlH/+tJNdkrZPz9awPblPFXwNhnH1d3n6hq5s4+OhUgBDD44jvvxeRzm3XAiEnLRu3XyK7MwR1QJrHNktm3VLkya/5pfoVpAtABp/lP1vK63g+3O9RTAAY6xB5gxMYYJjx7TiP3Pjo7aAf793E909H6F0HgTdp490+D4MPD7nXNM70Z2TL7OFO0XkS8BQGwRzu12tLsRmlRVeauuMYuHljs1ieUaL63m8syu9XHO5pp6Sev/yu2BONORzYF+LmTaXg6biJR60iqHtUuyyHzuqXcE2nKe5f3h6oBrmjA5l4iEXRz86jgMbiGOA8fBha68h7lWfmr1iHzm9nLIlLr7uHwLlUgpdcnCzflqMZGOSn3p4HQ/4J3DzmM34sFh8LRzGLiO7TaMt+VOhdDOFr+H7zlPHJl2nkam3FCfI6KjA1MZK/pysQhsgreNA+0lpnN7ZUxavb35wc1KVklt2cGqsijP+HJXz38yL2OhXaKvWcNSTaOb4L18qnqfziYylXaOVvtz7gi1FtQoXgSKSZ0T5xKROheJxbngOI5+Gf3q3Eokzq0gIUKqc29aSLNFSmWTcdeyiQIwGGCB5vFsraDmU8Nb7WZ+YFZEDzjG5DAxRo/9hMcBO4uOXgV3YgrvVAiNN8EzDUx7z5Mvl44BqHdUQqN9ZLPTl+YIs2bU288ks5olrTLZ+u61Vx8014gShkWV25furdlP6mQs35Wx/ak3eU2W0W2Z080jvpDDFypL9X/nSc2qdpQ1nEtPYb29pBNzplC8i8xp8Os4LMxpcGHwq3eBOXoSpogzS0dcN65eh5RZ31wX7eA6d8ZxtYD9plN3txodbklUX+6vzmHvMAHksc/RUW9CaFwGJoTG6zExDZzHx/DoSrJwN/DkKTfGnQvbuXacqwKAugxE1R0uaz+g6V/5Vu5bI6jXGPSPx5kg1SPjPF+4xQLPY6GfqimfP0nzf2fW8Nzb1kqZF56422DtLOBZQpFJieCdMAtAgwveB6I0+oU4ESfnwuAic3IcuQyuIapypYB0Hi4HNrNStlJS2upiqKYJS3WoADlqWvsotjdRAS1h0pEwMKYRDx6Tw+hp5+DYWpmNC+AehdDiom/F5Hhw5IgeanXMbqChLrrrcorszPMh/9I0DE07uls2z1Z0r4gLah995y/rcnrNueETD9O+yXPlY7uxdRO273mc28F253Yf1Ouu7sZZBWkv492vbWFFoI1IRRHIrXwU3RUQmBTQPHcUhMGF3XgCCXEa3Dq6BSTMkThlFVRQgrZaGNR+jTo7FDjvka/FMq3Wpm5rPVloFjOP3q4JwtxZOQLs8cBFDocRB4fBYRww/oxPmh3jP5B7iI7eoxAabwIBg6Od48HRw8ADU26TGDyIyLv8xaXovtzRjCA2gew9FZr+9WqX/8TbMzWh2VSzxi+3caC9mUOrxunUsX/5VhqaedFElx/uznsq+hJT7raJXv4QqK0JlfXQgbbioCpAXM4FzhoKARCpL2nC6F0YXHCciBNzYo6OhUi0hFTb6NHWWc9tDQ8upTFobRVtJ3ubTEU4tfrLXICjbep4vZuDssPEmBxGh9HXnx/8OTOMr+fuhNBOFd+KgYmA0VFuqPdMuYMCwOCgqKvponm1LS5aoqBnkVLaVBConfSbNJZHnfnLs8BqoYiTbgszELaQ4aZ2LfPXXqMzhZ/+2l6Y+/3pikWbar5Q9fzfuq2oZbToukoozw8g7d+Q/B/HwizMiUgB3Y2n0c9KmPzsOBInQInyesAQ9NWhqGPVtluk6KxrvpDKSkzbbuu2zC91ZnFTyjZ0hjAAnuE99g6TxzTS3sHz/X0LXR03bwrtI2h8C99wYHgmx7Tz7JhGpjxKhgiTZxDc9r1a2yQ6w9SrY/NYL1KJ+U+dBmWp1M38sW6lNE1+9Fzb0F2e/XQdd5t61UEzbVPO7lCf03WpxP6ZN5XuNqAax6KCeWUL0vaXzh3Wk4baRMEEZiVSJh38SqyOI3Ma3aKE0a2eI7N4TnnEaF2KimuRJ1pRaN9T0baMtinbvVMu70u9f6+RbVnGkll1uiMMBM/wDiPDE5zD8PUfQMP4kZgQGq/E5HjnCHklQseOKfdLAGXBPyqdf7QJxKaC25d++/ZtNqjeUlxj56y2+wB1Zd2qR1W0tCyi1B7TpLEtMN+7OrzQwmofgU6WW1y0k/EXfYTNOzX9a2tcoGgNtawigQhda0h1ql29TC6ZUSD3UTDJ5GdicZyY0+BW5ug5MSXmBEBBaXuTtg7CJo3teu2yKBNKaVM+tDv0QWQqaop+hwmeco8MPMEN2HtMBGfRUeMSuC8htLjoG+IZg+PB0ZjLZDwRwTExk8vtccCZ2JzJob78U22T36Qua6jWq51g1qCibq/weduHTldbdcx5wM+h2zJsutB+Pn1apbP60m6DO6Xs9pmR/1YHAmyFr5vyAajTBtqfFHmpXhIlYlHC4Ffm6FxkTlRmiybN4c9Ot+tqidzcYc4g9iUzXFODWYJb4rAuQ1gyhegMZe8LFWgNhQMOjIHhPYa8BvOP/aTZYf4zuO3o6H0JofFWOCImGphy4WgOkzrG6Po2gLMlIHppKGwi1dvG8n27KVyneS+lp0pLoXjBZunq1/62kHsvWp0FLKm+qpf9PfOvbQnfVhrTRIzPNvtssUPStmeb2LdNx5kjRC2oKe9MNYXMUqKjLgLwLgIqSoNbQTK6AFIqxSxFpbhGO6vJI9Qq0ObzWk1NnrvNpacQnV/enKIWRezfU8pFpIyR4AWaQ6OextqwaBhvxh19/uw88Q3JzfI5HOqZCHlOZh2u3akXgG29vt7UvdCDeolOs7pHEXUmsmnqmQqiRSPrU7T1As8Oi25TtAt+cq95dOYUua7HdOYsu5fepO5FapC6zSjJwaowfSdI1h9qStluzKsWDi4SKZE4jgKa/OxdVKh3kUiYlEk6qSuzY/q8YPZ5Di5ftkk0dQlfEqhAO/ksXriaP0dnyspbBY2yQh0GxuAxcVndyboJr4AbNoV3JITGj+WrjgpPxESTI0fYOSKCApMv3/I1eVe/+KvGnSuHNjHK90SnI+h0oneEvfi1lzizivk/L0KX6Ateujif67wjPlG4VlmS9Yy7RX2b8rXgIncb0O8mnT3Jp6HTPjTaUqcoSzgpd3uhIJAObiVSIh19IBKQOlLHglqIijpQpiX26iL1ZeXCBNVyulKeumurp+oXtfVx4BNz2eKuXCplRsaYU4Y5NPrDo6OG8VWYEBqvwcCU2ycckwLe0X5gz4S6hEJ1NrStkQdgEyatNjBrgFKnH6WKBNsMthbbbBJSH6zoHtipVL2SF5fP67G3+7eH1HZ86HlbRZZAtAqWzlkWOezShy9emj4XiW1bRUrdy+Z9Ly9L24Zzs8f1/MC5yCSDC87F3FBIJCBhEoGCRAlCqCNG2wuXEKgCrg6XyUqZ566hShq6pCCKR0Rdhqla1u0MAudvh2M4h9FhyBpp07eNt+VehNDiom9LjoIC8Eyjo9ERAQJ9uXItUF1Yv0ZSKwfZvvpfiJxSUcrmkAjUBJVajwNoi3/2PmzbUHzma/zM/2mNfKJIRn7JPtXXCjrRnqq70j+wV8dtf7bX3fwfalEMugmpXaFs206iKocsopwThJ6DQie3MonnBAgpKyCkqMUs6MwcgdImclvjfH6NnAIUaB1GSvVfDbXLkPRM3jfvyPAEzxhQSnKcLUNxRdxqdPRehNB4W5gwMjHR6EgBn2fKMLm6mnz7EkeRMWBTqLOAZG0r6K1efUTX8nBGjfptfyrfz7UitNuGzauBzrrss1mkmsZr92kq2Kvm5gibmvQlOZ9syYvNPt9+6m5pr6ntHcO261UFFYDjBFIiZRYFMYkACaRQRyqkdRkmdCNmiv9Dd4W6N6gViGI7WdB2nyqWqPNotreqaqS25ZkcJrdVjdLLff5W7JTX+AbuQgjt2HhbqNQL0uiIAUckisHlSV/U/mmI8reqnoX9NoHsixC1f/bsjaoioj5wSxPWHy1qtMlY9xRntqz2PHB3S47q5ce2ECjqnc8MX2eEyv7r2R1eKFt/FG77jM+YwqLIm6a2HWz9l+29VCUm8S54DgISZSZhEmbZXlxJqU1ZK0raAp4tZUid1PFZsrAEftsGbW8/CPWpmha2ehmAFanExckxXL/1xiVzk6bwLoTQeFuYiEAMcoTRk2eaHOVS+m5xeaB90deq0V6wtqTgp7bprAl/+2tXglNv1M8Kzyfi9OKw0Bd3yz0HbcrKJ2bm7G6dLvR/+mxn4YuH0/lTNmlEU1Xq73i2B1xMIUEV5DnkklEiZUpaDZtQlsCysejaRFy3dlROEGopn9Fe7c6Fsz+J4fNLag2IVBadyOUzPs/PsQ4K4w2xD5/x7XzhuWH+BncMAVQh0KT5a5q0aV31FV2GqXytK0EpR9V6z1PTY0CprznXgxos/WSmNjpH2GyPNm2rv7Ylk3DeJt92SevGfSp7/Y+2l+skk188XW+iuvfzbDv7+1bVh2o3YqaYVVJmEc0NJJqDoln/iMQXFQQTUtYthRDQ+bZs/hI0y15bs6k7b0HNCOYN4ZZllBIpzXU0LS6q9V1zVQ4199RTHfBN9l1kvB23/+GzuOibw3lVHqIhj1UjApBqC18dcYZi4ghtyhl6TelCiTVeiE40tjtU+azqWL/ayxOj05VPlSa/cpu+1m8EmjWsT8fdAdTSgdzfsz68tVJse3ZuCrWlMc/2s9+tfjt7c6hZEaE1fUkKcpwUEOUsh0xJlB2nqOxoa/8jIJGynlW7StF04i4Q2kKdepYC7HV7K16te0LYamdKHY1W+8hwAjkvJTKug9uLjtqHz/j5ELR+/2UVHFyZuO0opwbz3bJuUa8F9f+tOCRnEUuYjrTdZwuotgrI8hznPvGlBOL81/6vUjWnbl+5aGPF2vJE6JRPO73amu7rK7Uk5Ytzs/bSVNvZu/ekiR5129kscL4oRq04YwXgXXIkZVeUPUeC5ob69pRS9gFSqmxbj0SrCypb0zs8Lv0l9EIImynU6ibrM2zvTu8LPQYAZWb4y3fkW7CzXuPbMCE0fjplZia27+7coR1F0yeN7Hr21Vpu27xfKfOkNn2m0evnpqBVSLJt6u/dXq9vW9wCmNXCbdaUzm/pvV2/JVRzhy9bI+rwNnzusKNaSlIUqm0q9X/vtwKd/2xvkQJczw5UyXHyHBXkOQoo5wgBZWgVPDiQkJKWVgqUOlJCSQcqnY1byy+2LTdYc4Tl9mYfuauv6bYXNcrqFciO8LweyLgObswU3rgQ2hniJVBb4TEwRdE6ZY0cExNeHEwtAfbyn436y0+OwOo3tkcplZrITVY6jenlrcVLtXvN1hrQCkH6Z+5XijiLz+bH6qbdcn4KcCa6L7QWL9+LDu1sYtuo/CS9ZlLVQ1ESJQWSeM9BwEmcgggalfOWaLeghBC49qVwN0eghUA7udqmEjSlPP/nUlQH2Z+qECgvWyWIAGqljNM6leY/7rxh/GRuXAiNn82X1suAmEpeUKFBdPOI2L7NaSus6EThc9+QXcHIZprO7kja6wppJ2btT70o5jsoVTGpL/LC2AFgzUNZynZT5+Sa4LWp3H1Z6VnMM79o3XP97E6W6Cu1/a0PbZus7RgmardksfWcmjI6SkyigCPJbxTVlF5t76vVP7UuNG22LwubSE348bbDoC2LSejcYa540hIUB86kkQVJIVkRO/dtGG/DLX/4bsm5G4ZhXCC3EXK78Vm3t/GPdOH8bfz54PnXyf9fD8P//W74n4fh/zwOvx/cPx7cux2/2/PgMXhyDszth1wtWORSXE/EykTlDqWvm/IdqE50JgLl+6DOBMtL/dZMFFDHXqNriu+XYd+u1JQWn9/OffqQtpaJ8l7QmRPtr2iNl7Zp1vlETeqPKgSAljukeotCBCJIoiJI9UoUSEIQlYSYNAlSohARI8fo1uDnZfd0fHdaHv714f98eP6vj8d/PM+//fPj/z0vv3yc/2sO7yA7BfK7xbVdhUECqU64bWhiqCIBicuNqf4IkAiiiAQBIpC66wJEhhASEBQrsCR8iPTHin+d8P874Z8f8P950n8e8ceMp5/9UTR+LDdjNm45NHpj6dzrRav05AShQh3DMVFdFg/A+T+UKs4Cm13ZYcm3kVIJNJboZq4PqfHBctN5pUnr/OupLYtnf3pZqtL9KturAVUXpT2kxlq1Rk216lyL/vUxzq4M6OyB7Xc6v8N269kGlj6KT5r7qUY8HSXRkpBNIHRHvkABFdIshTk6zOdJ0dpKQS1I2+plqM2GBWmtweEt57cVjtZ/Qq3rGiaBaNV/4+q4pdOOWxZC4xX4koNBa5moKIJoFCRBFM2tFGVOSfcc9OL7vCXe+pfNX9xbMalCSc/cWP3WbQWOOO+dyLc0D7d18p0/Q9kmBdVv7NKCrkXk0D1nUb5aL6nnG/5S9vTssah5ype3nN3Q3/HMeXb3ECVRFiVV1OYUYsozuDFsZTKqdTEmVoKWfB5vZUJArSDFVjujCuE6j6Z3u72C1iKa1lyCVlBKYEEAhMEoC3nYCavxlty4EJopvAgUqN5p4DxcjQAkVS3/RmffhC/MILYqkP45iT77D7vJRi3ToE7RXshh1q02g6Z/kV4Fs5pKNTnSyVuLizbzp3W+dt6+s2ZEPTN8Wv1Sv6dZMjap7nedai3MJnxdjx51T6OAOhKAkriBY1JO4pM4hkYlrju41d1QljEASBCtbpRKdQzVmpqytzXMXG7vC03bmYu22G6tqalvvBCI4RWaEF/U1BjG63PjQmhcAgoV1ahgIImqbnYQCtXPVUz2wcmzwGb56+dChjhrQuzjnO0Z8hf7C7/VK+JWR6rbY9v0aanSkXVRa44MXXS0F9TeqfXP355zC/o2I3i+Z22PtOx107yqNJuSnj1SKYpXJVGO4rMj9JzaO5ONMGdx1lLcWpdhLC6QaxRUNgucLWNuASzbVdf1RQ511u3V2k3IuuU/VYtfVkVSCMMBqhALkF4XtxQXhQmh8QpkfyGqSfOlOoIqmNr4MwDn8UC8vH6uCOcqqOcSiDye5ixeWO7yeRfZ+ulqtFPqg7T7q1S3U2zlfyiKaZvYR02b8mn/U72qnMs2Ogd5diag3YvnJvf+rdDiOasNZhIiIWgSlx8kyqpc1zjeQp1C0vs5rvspW8wTWTW5zjTlmhF051a6JRHbfDWtVlprflW33oksgeXy8/80X4NFgIxv4/aF0I6NN6d9QSdRUTCRKKJoTLkmplOsZtraA+vtpJ/03mOTqm14plaP02o/6n2paM+nG9f5vBcRUdS/9jL5uc0ol70E9loogNB2O6qh7CVUu1tk6/TfhF+hRX9L5x+qUy3/LVPmIHnRXWEmLWNlhB0kigfA0KRlzo1Ccx+9dq9TjV356YOiLYaZw6HNRLa1grU8pAmbdo2Gm6lv+UIp1bFWMnNN3JgdxD0IofHz+MLjoWSKVJmJiELSJBpFicqCduc5wva1X7/ii5XSXinqjfVKNYXa/bXYxGq/tuvdHbbXffE9XARSy5+2JF+7f/1W/9QOvqzsqQ/nXm66fS2yrd0mnYUYqWwI1Scr63EQKFtDVZXtbK8ETgGEOBCwpolJkzIDUXxSR/WNclXMuL5kTf7lodtbArR7y6jTy9LwkbWzqxQtolh9oTSnqLVfRHMnCIKaEBpvjQmh8dMRLTnCkCQkYUISeCZVMDa/ruW7uH7tb6JTv42rhGwPqFeoDFTbIolb/cUn9vJMdJvUoXcs2wZtKcC2LZt6ab+V5SHSXb74tRXOtA3cbKievfTZU6p2JwSojjC/dhvXQthaR1SRhHONaEx+4BCSJyBnDalU3OaSGU0kdRJ42RQuqy9lbSvfEVn2uGRKFSWCCtTmimr10Fop+ystL5glEIAilY4LjVlKP7PzhvEq3IUQWnT0banxNU2KKEiiQTSKStGC+gVe/4n0PJen522FusU/N/nIsVCl7va8jGHVjY2tSpPq3WpotIw0azmv8yJPqUqsXR5RazjwP4VMtb/SOi70Re3Pdtnu/MI7tvcC2+5sM9C0yiMgQpRXJYSKOiiJOEca0sBQJs0CqXVSqNPWPpKVNevfFgKtzq+4QN4MbOmOFIiUYK5gs4/adjLfuWpkEoqCLH5Rkeo+2RF6HdxeXBR3IoTGmyOdBOb0URKEpApIHbmiQCkI6Txf/a7fZCMbv5cmSqkXj/KX1ixPufEQ3QPatfoszcO111LaOiVeKBN1v+bkX1M4ZMODzvDV9f82f1mFZtPF9oQvDGbteFcI2vlAM8fUbG+T2vzKopSURYlJkzhRFuWsi0ldCbeWt23b5zpNRgF1+W2r70sut236h5L8Ky4wO8X8VFUU0ed76wOl/tNFQBNCREgIfbnNd2JnvcY3cC9CaIfH25JUgyiAIJq05AgBRHnh2HT7T+eQNkHsZA7Ns1TF1M7CZVkFoJ1EKNr3fNPB8/KZzQvVLWi/km6m8MUomfbf9rTSqR06We0dYW8Bz56kCwLXZ8saKLRJqlapLYpfHGEplknJizhHksRF8SGOAKlwFFfjnVrPO5qrhUCyHDZ36GrRTlPE3ud16r2dsPS501Y7Q1W9FZIwC0JCSFhrBanFRa+Dm7SDuB8hNN6WmPVPVbIcJiWUEZrZR8j2/b7Zg/ZVinZFt+vb97fiXADbA3v5PL9PEZiusW8zhedVMNqJH7at3O7TEnbQrRa0v2wK0u/S2Svi7DnPlX7rrVCClnhmeU1oXni3TLzJz11SgBDhmPwaJxHHecVBdQKGsqrjEn8ue6tnElhaGprgce2XaOYP52HSbRs7Vae6ab1kNlupiPl5sin8mk+TYfxgTAiNb+Srzg2jau6dCKJLVCZKgjVVFStfntRCdXihCJ1aVd/T32/7b/N8TfmaSJ1loZrJa8rU19Ro92KfKl+7pckYWgaxM2vapxLLWwZUL9jPV2tPgk7Wyg15F1RrvrPmPlGeqp1DKFIVNYKKsiql5JN4AtY4rmlc0wClpBylCFgXBUYL19YwKRE0e8RUmt83y9hOK6hMlkH3JHIeRM17np3fqhBFyqFRQdBaPvq3HyHD+HnckRBadPQNSQIAIemaNIqegpyiKEo34eapGrX0A1rWGWwKBwCqZwpVZ4xuVZzlIedi055Vz6fD9FUwqBqGKhC9ydNzwZPe0tWv/URItMkkzrOPcu4vz14LLzyrKmnTJt3eIamK2Gk8RFGmhSqJlCmjSR1B1zgRkMRDOYkTJdLcYt9vvaK0zANQPs8OtpbBc7VHnxfM95eziHAWWmllNQQCpYQlYYlYE0JeRaMuTGhcNLcaF8VdCaHxhiTVqLqKqiKIMpXoW6qRs1L2qPmrfOuo2LzcuVVD/SauDebbHbDdQk0nmmSelWu2VRPaLdL9tb1g0z9gc039ZJczMdPNC22usVaKNPHbnrOVZPYlM/mltvymolR5imrty4TWzopSl6OUhPJYtSROhEkR08CkUXxuImRlKKROkKnRTrT3JZu/GhrNIpfqCLSt0b4rBEV9BuT+CtQn5PKGUjdBRwSBgNxHEbEGnfMyFD/gQ2YY38p9CaGZwjckiq5JkmpIeooSkq5RVVVE8wBSaSG68z5C7SWm/E4vYpZ9N31fHdpJYFXUPkIq9fv87H7YnqWXqLM4Z+fFtPN8Z1FNvFS4F1KX607aOLd+MzaJa+MIyuW2751pztdFCCBRIkDEhTgm8aoc06DKMY1QCuIVDEXrHcm1Klz2WWgLjZZAaKtzqS2GQtA6EUZqLBQt0ErnQ0frmBwBkmBNOCXMihRwEsSE+MPtoB3mP4MbtoO4+YV5jcthTaV9cIkqijVJEg0Jsa5KB4VAKc9MqVattB6U0GCxZUr5f+VumqOCKAsclssSyqupPwIUVDrv61+4amau9kenUlRXB2rfqK2PotF8K7qQZu3rqBpV82W9TWy398nPJt0od2hqeCaQVU2Lkta3rgRrhVQpCauSCIu4mIYQx5R8SENSl8SpOIUQWItd2wSsinMvgeivoERNt76ITjLPTivOVB2iiIAI1mwKI5aIRRAj1oj1+z5ZhvG93JcjNH4U33B6GESD6BxlTpJEkyCI5vLR5mm2gaJdBLF+1xfPt/29q3Q565Tocoey3ba9Sq1wrE0O6PxcvqROt87yaDXC2RadaIrU13/WwGWVhs5Nbn2E6Da0E468MULah0C7d2N7H7QEhKWGMsvJhFBMXrMKxlGFYxqSeKgTYVUWcfVlermSJn6pJDmbC95MaWuEoJePKs/GRQvrbpw9ScwJwohZECPmrIVWMmq8OXcnhBY2eSuiaBJExRJ1jhpE16gh6RI1ypmt2WotdItzbl5o00VtIiHUu6P6kL41Aq1OJotIf7/6Td7oBRL1axy13WKTq+4HuukoFIk24Wz7I9UdtZ0sT6XFZbVN3XZze5p8veQIa4xUtl0kFC/IKhziENMQ0hjTmMUvJQ91OYPYN86jKmndMuHOybYqUK2C96LEphWIch3D1stkfUgEkiImzEACVBAFKepqCcKr4LbjorhDITTeCgVyveiaZE26Ro1SikhVt0WaXsT6uit0JhxQdPaxtzeqZRrLmTzWcSiqUDkfwN3PeekFss18aTvQGdKzOzf9a4YUnV5k5JMHtp15WZgKgWrX+5HLROXT96dXSoHI9qsqQymmIYmD0hJ3WQtVWZWpDI5B7RHsa1tUIVwCpKVrIm9uHcyttUA0tWqa2lzY++tWIFNn0JAAEnCMmPNlxGJxUeMSuEchNFP4VixJ1iRJ8bQmAHPUkFQEMWmqsrEVvLywR1UnpLtF8UIVtiqbF/JZvabWrFz9BChwbhy7qTE1ttnsDbqwZ397e2D76QVSFanfiOovtapgfqr2DqB0SIhCVZsKaqsiVQhUqsOtfYSUf2IcYhqTuNN6iMkvYRfFpzSs4tc0iDjU7sDcJihbm0RpqK+FM8kBqHUxvCl2tox56IxQZxO5Lqv0QgsVIWGJOCbMipiwBJwEKSH+JCG0Y/wHcvN2EFYsY7wmq2gQXZPOUT8saedJ1J2C7AYaq3tDHybUWiwDQEkILvsKBkBFF2p7ehkmWkdvg6Dll21KJrgsidA66amdCuYV+vrVd6mOVUN1T3lLqAuQIi+uRGcP0TrIuznOzVl2EdE2d7PziKpZ/+renTk/yn9tGcHciw7NNTLIZTKiBNUQRxGvpVhmSjLkgTKqA5UXFwdGXYY330jl7W/NkkDxfNkjlk3Pv+Ydk258GrYiGjlPECZFEMyCJeKUsAacos4JMVkHoXEBmBAar0cUDaLHmB4Sr0mTYI0qipBUFUnADFKlFuSsibbcUN6P29baZt9cFgkpl5AnCCRQLtergKH4yvNbtnNdPT/tzWpXClirztVXyA8AqCglqmq24lKp9z9b9bb3S5+5RXWrlNE2bnsLeJ6lCWt1TA6NUhLO9aIhjaQQcSKOgZSGXDua+wu7hSBK8JdBUjWMt0YI9Am/PkfYLgWpBU4Vgm6UQC03zeNjIigqYsRJkVY8K9KKOWL5YZ8tw/gO7jE0CoucfB/fEypZRU9RRPQYJIg+B1libqLQkFQ297PVvWgNGDaTVG4UErR2uy6vhrPoaKmNqbHHvAyFdkHU+vgqj1tctOlZlYw+z4cqik2mUiuWrE9d4qLUwp5d4rBLJcq2p6ok0FqpqSqla7B3gdubc6aOpAIopeQluTnsQxxDnJY4xTSKuJBGFYaSq/+MqD0cUkO63MmedmHPfCMDuQrovH1eX1Tf1uBqQhmllhQh4SRYBWvCsuI5YklYgwnhxXMPcVHcrRAab8UcJQlOUZ9DOgWJSWPSVJsLVbrv+hoYxBYhpCYG6LKGfUy1rNOw3ZK9VVmuKCfcukzbdnkmntuMTAD1S741vKNLBPYTZNDNiNn6Htoz91nGrumuvpCUoKh2+5hLe+qgl/qnLS5a3iuS3DWonJJbwxSTD3Fa424JOxU/h12Oi4oMtCUI23IQW3Ywb1lWvmb1XLWGrZWie/E8JlRqpUzWUWkdFAQFEihr4SwIM/4UxEWfE6KNGDUuhPsVQjOFb0IQDSKnmNakH9cUkj6HNmUGqazWW8Vsk8CtXuazQlM1SKF0Zitb0LF7wjOllLNftwFsZx6uzdTs/vSycfCFEaw7fGYf0V7mTIfzXghp9YLVBWrpK9GXPy8MoghBoUIxDSK8hh2EQhyj+CXsoH6JowhHcfn13DYsJs8X3Vxgzv/1jlC6wtGuXoZa4QzOw6fYRDF3XKaIpzxQJmJecVxxjFhWnH7qJ80O8O/nTuwgLEdovD7HKFOQX5LOUZ+DPESeo+4HhKiOyQuEyuCTzQ6WdfhyHpC05uO4WTgqU2JyClBbyUxbqIIIW31oni4D1jr8i/p8oaL/75Yd1CIf3GUNM9ot1dvTS2DzhegUFAAgqiXM21RZqv87t4NbslDKJRRlvqhQTD4lztUxp/UA5VxBusRB0qjqVBlnm679AhwOJFsTIaoKpuYapdaRtnxhnReQBXKrjiGIIigCIQitgiVhTphXPCUsQeeIYHFR43IwITRemzlqHPQY5BRljrJEOa4yeRo8eQdxRAypJTNNETWfnwpp9S9bxDHfp367l/tIXUOvvKxuSx+RFjFEkToFWOpAtvwfqrJ3Rq0sbc+3DXHr5LD9UiSm681vl1J/qxUx2o1vOfd8KrV3Pndb9vcRIRUSoRC9CCfxaxhT8ikNS9ilNMY4qfjcQYEyaHs7baiaR03tWmxXq2Vs5pdq7yCVzGf+tdTI5L1tl7kZMWKOeBKsEaeEJRQv+Pyz7aBhfBV3LYQ5eHIn3v9H8f3vWFJdkh5jOgX3cUmPI++C7AO/m1SUgmhTstwv0dREFcUR5mmiAjAptgJRzeWi9T7ZrTCQHR4phMHaLKCW6B3VBoI80TRLW1mzN4vkC6tXBLdc73VOmuuk87vrJoFVsUv8s0aCc496UzhoXbVYqKYPqzRKd1lDo7mDcA1jiLuUfI6OrnHXimWi+Dospm0HXNkLqda3VXuW0wze9iFrG1rUNJu/dmNWR0ViSC4QEixKi9ZB2yueZnxc9RgRAubv+QgZr8BdfTfetRAab8Upyj7yMcpTkDmW+TJL1CHo4ChrANemtuwv8hdzWXRJoSAhIE9JUWodCrmHQjuxqrpEQspCufZxi4iiuLoSbq3dFNQu0O4JAJ0uajE/25N0JlLby3Z9FJ0pbGU7JbS7pSq19Qu2ECgE2v1IrVcRodI1kXIU1Mc4rmE6rQ8iPsRpDbskfo1TFAelqlikZd1d9NukdXZMG7RTzy6kzprJ/RKtg35bXLF5xOp2k2BVBMUqWAKeIuYZf0acZjwFzJtRN4wLwITQeAPmJKvIMaTDwB/XdBj4MMjkyTvaJY1MzBAFSde8XktdyuoRzXplX6fKoLKkQmfhpC4ykQOl2SwWceL6YFYFWGhbUiFX3eQT4qxzrUGQgNT313d5wvarNv3tNz1vULnQUrxKUufF1AlqJJ3U1dDoi1tqeW0WwsQx+Zh8iKMkL+JCnGIanpfHJe5CHFVcSlPbGpybWSqpQap3+PQn5/xyKam2GtHWMk9bWFVqy0QkSKRjwnHFh4jTgg8Lnlc9RayvFhe1kM83c2/v270LoR0qb8UxyM7J+6RPq/y+01OQJfIadQ7KrI4JpEwkdQ3ZJoRZopptydHFM5NWzBUBIKljNFWlK3npamQUQkQQqsawURSY6EWjfQ3CAr2z7O+g5W4vKmi6ZGcWDqmmsDZObFHQTQXlE0WUYgeTkAirUko+Jp+SOy4Pp+VBkl/CLqWJlFMakziIq7FQFpwrfu0mxDZiu+1kqxrdrCGdjZLrOyWbL8xzZE6KNeA54ZiFMGFZ8Gx20LhA7l0IjbfiFGVN+mGJO0d/LHE30HMumXE0eHWMiSmREpU6Ed7ShICW6picknOAvlzLl6SMniFG838EqJByGb9WlyOkzzhC1FwZCXLKsYxN0+4+Ly772zO1y7AIo7TBp9tag11dDOUWPxTPpyJILUAqkHapSDVMmhKXMpnoQ5hSGlTccTnM6yHEKcRxjWNKUx5CzuWkQuvWSc0Rao1Db4WgtX0eVDYqzwtIvfIphLe+SFVEggBRsCY6JRwjnhOWBR8CTrM+RawLjj/wU2QYPwQTQjOFb4MCx5jGQEvSp1WeVjkMskQOSUNUzzS6ughsDdH1gUbRUq9Z60JVCKx1LukmPrVepgtjquY4aWnAyOk9oTa1rVbSlNJRzXqruokjUGttGs386WYQN21W1KZ+bd39uTqm7U7piOg8X2ufEEXq2ickT5ARSsIiJMnF6NcwrWE3r/vT8pDSkOK0xGkJO1EXUi6TyTlQuFpjW0OaqCvrwpWKoi3zh9o7mHWx1cWcr7WUY6cRSISUsCotiiXgSbCseJrx54Ln/PNTP1TGD+EOvw9NCI2v4MceIc9RDl4/rGly9H50y6RPi0yedp4mr2sCEREpEXE2hVLHYrKSkDAYJXKXpa7JnqKUfQqXvsMugEkthYcca+UqgDVtBqXcZ5BvOhs0yshTT7GJZo24dnnDTXZL2k3LoO9W7NMivd3ImJz8y/HSLVMoW45QBSk7wkRlMfrk8zQZST7EKcYxiQ9xOoVDiGNMY4ojStizDRGVrnY0B3fbsDRF6alHFbnWrpKHi8bmFKs1VIIoEpAYIlgVc8JzxFPAxwUfZvwZMc/6MWC23kHjMjEhNN4MVTzHNAV6N7p/zXHnyTPtV9p5Hpw6JmGIbNajLAWE4mg25TtLFlKVQwUAaS0SbYpSThZSLsOR2qpfuwpJFSCtodXylxwjzdvcehNbC6FWd9iHZ5slzecP2dm2Yhlsw3HOVVChSiLaGiSKKEpLDSIlEkUuFk2J1ziGOJ7Ww7Lu1rBLcZjXhxiHEHciLsgAABAFnfVVbrrYViLM18usb6rutJND6ZKIgmIQE8owmiRYFGuiYw6KCpaA5xkfZn1acZrx9EM/PsZP4Q7tIEwIMxYdfSuOQR68fljiwfOHRd5NskR+XmV05J0yg4iYFERU1aJNk0GNVpZfS11MuVFqSkzKSkOtpzDTGT1tWoquDSIPqKG8LkPRwtzRnzOSQlsQtLeYqGNvmgrmLd02u7YJ5pvrTJlaFKrN/CHbwS47WHsHSYVSqpNFo49xnJfDaTksYTevh9N6WOOU4hjTBAXXEGhdMolo29NWzKPV5LWmCO1Do9n/YZsgk7ra0QREIAJBaRacIo4Rx2YHT/iw4vgmk0Xt0Da+BBNC4y1R4GNIg6McIP1j5r3n0dMx0OjJMzxTaaLoa2QUgPKn0dHyp3K9ObdWy7JZwzI+hhTlGYhApNTaJLb7dPJYc495ScNN/jYnSPVORfnKH+scmabZgpw1VO3LRAWSC0flZVC01YsmoZQoRSfCMfoY/brujvODJB/jlNLwvLyTNKxhF8WtaXBlT6BlQGgpja2r7wqVYPK2skZbaLdmCrd1l7TWyKCkErMEJiAqVqFTxMeAp4ingOcj/jXj47P+K2KxGhnjkjEhLNiZ41txirJE+bimh4H/PcfHkT2TI5o8jc6FpNkUMlHpf+A2Sib/j3J4s/zLSZ0kvcne5hHzfURLSwSVIOjmAVHbKwDNTfj59t46EYq96spiWmxVW2LxPEcI9MU+XeNElkDI1iBRewRValC0VY0mIRES4SS8hmFZpxiH0/KwrPvn5XEJ03F+THFcwhTSGONE2hSuzxHmG4nquG0UdWzFL/ndaktJaOsXrIpYfrSstRQUq9IS8RTxnPCcVXDF86IfV8wnfPxJHx7jx3K334EmhMaX8vMOkj/XNDr+c0mO6MOSdp6HlQ4jexbH7AiOKUI9kWir4gQAVhIo50ZARjU3paa0eEQg6xQBrNjuhE2+0ElhjmkqgbT8b6sPzd0UQHsbmgnM8rY1IjYvqOeXpViGanT0bOWpFwUyKtstSfJYUUgiSSSJJZXV5yW5ed3HMM3rYVkPc5jWuFPxMY11okD9B6x5za4PpbhDLUnYlngtW3S+JGGZnVYWVyo9hUkRBaeEp4TniI8z/jjhXyf8seDphA8znmy5JePCMSE03p4g+hTSwLT3/L/HuPO88/y0CAAmOHbMIEJKSqAEMNcOgDpuNJfMoDoaFkJewqJGAHP6sNggKU2Eysp5Ld9cXFqVrAuI5v+UhCLla1RrRLVISqbWwwCoD279EsUqal1SUUuAt2uc39KEgjMVlKyCxQ6WApkwhjCm6Jd1d1weJfk1jqflIcQpB0iXMLVJabXcdbO11FnAOlOmrDvRzw7tVpPIdz5rnAcECIIZFBKeEp4CPgY8r3ha8GHGh2f914qTjRW9Fu7WDsKEsMeio2/Ix5B2jv89x8nRv05x5znnBSdPU1AmAEQeiXL7PLQshXeWKaylolorZUqFqBAIyrUQVFq+UMpAGaplJKxFw7iKHLUxNrVfQnMLY11bAvWyu5olRdHa/LdimX6gWqkafTk4TUs4NJ2rYEqUEotwiEMIwxrG4/w4L/t13S3rfl4OIexjGk7rIcVBxKG0wxNqRpBKCyW06l8OIWsp+2wJQqWtNHSTPSpaWBrnFQuQFIvgFPExT1Ob8e8T/nXCnyf9I2K5hKCoHdfG32JCaFwEqvhzjYOjP5c0OhpdHJgmR89LqZI5gPPcNYCKJ6uLTqA2vuUsIhPAOVcIlPKQ3DOupESspMS0mT9GkSyqX/9UOxxqeWWevqYK2iZVl/9Tzbo1M0jNBVYLVjN1bcUlQHsVPIuObk2E3aBtSkKSSIVi9CEOMfll3a/r7nl+t6y7ed0/z+/mMD0vDypuiVMLiup2JffOt3oZ6ap5tNWItnOMVhSK8hZJtYMJSEAAomJO9JSbJVb8ueJjVcE/V5ye8ecrfXoM4/swITzDTh7fkCXpxzUxMHn2HEdHnmlwBMLkaXBKAZMSvHJeZZdLSJRB0OICc6UHSQmKtpaJ0m7I2ReqAqxEtTl8W402a53W5Wu1Tv2mEgytFTt5+DcBuY2itdJvyUMtwrcpX6uXaWNFmztMdbKM1PbB1BXIpJQXHeQ1DCm6FN2y7k7L/rQcUhxO6/55fhfjFMMU47CGSZXqioBUR4zXhpC6fVXQW+y0iZ/W2lvpFZFqRjCroCIIjomeE55WfAj4EPD0jP894cNR/z3j4xF/tjod4/K58+89E0Lji3id4+TjmkZH/zwFT/BMk6PBkSN6XlVUHnfsmVwtvWBAGZK1UAAiKUtLgAEREIFJhah0X1CLhQKAkJJQEQoF0ZZII9QCGaozqgFoqRfdGupzkLS1RqDYxvqfznB9ooJaR6bl3sHcSpGNYKqrz9e8IFKimJwkjtEv67Qs+3XdneaHNUzHZX9aHsK6O63Tcd2nNIQ00FYj0/rfURem106us9tDFb/NFJ6vx7vVxRBEsQpmpVVwTHgO+BjxtODDM/6fGX+e9N8Lnk/4mBB/9qfFMH4UJoTGBaHAn0vyRP+e0+T5X6c0efac2xrYMQ2sqpiGbaEI5q6PsJaPoqsMJWzj0kqYVMtNRCCUSGk2fwIlKhUxUCVCyhra1q+vQ0b7xaG27T+vEUXfO4FSFIOaKeyLRVuMNLVZo+0nkQinyCGMIQxhHedlfzw9ZFM4L4d5eVjjtIa9il/Drs7IRn/a0k4D6juzOcLsXduvrYmwW2IpVlEMiihYhI4RT4I54EOeo/YR/98FH0/6x4ynEz5ErD/nA2L8FO7cDsKE8FMsOvq2BNEPa3JM00yOiAkDE6DekXcC4P2OFbIDF4uGGhLlnAgsoiUEyhUgXLJ9ZXn6/Kc8hqYsLJFFsLZPlLBn8YgoKcI8dK3ETEk2V9UrYZcXBJojrPWiVQWL/tWSmW2aWrfEUv4hSRSTC9HF6GNy87ILYZqX/Wk5dDnCaV72a8hB0bJ/TaB56zfZKkiz7NEWCy3Xc4FMG7oNJAB5QYmy4nzpF/wQ8RRxDPg449/P+OeMP2f9eMSfJ3y4wIGidlAbf40JoXFxHKP4NTEwOmbC8BwUAxAJHgrP2I/sSNUBRJxNXvEvSlxkMbdJpBLbVJQK0ip4WqbV5NvKkG0qKTXU+6DU22wDs0tz/QvDlekrT0q9jLYG+6aCrY++ddC3lomta0LKorshsghL4pRcCGMI07LsTsshu8Pj/LiuuyVMp3WKaQyJCSknM2nbItS1BkuZqG5r0KMWjvaT1aReSr2eFKtgBYWEZ8Gc8Lziz4jjCf8+4n8XfDzqnzM+nPDxAlXQMP4WE0LjEvmwpoHp/zkGV8XJ0eA4EcExiQrAE0ihg6OcFVRRx6SiIBBvetYKNjgPkSElKqnBrmQ0D9mu3lCLklArHEWdyq2bTezDokUitU2YKXK5mcLPTtnuhstI1z5YWgYji/C6DmsYQhhP8+E079d1f5r3IeyO8+NpOaxhXNd9SsMaxmaA82ZyLRblOgynWsDyztSOCJyvqaRd72BeZTcq5ryyUsTHXCCasBzxv0f8a8FTjogeLSJ6nZhXhgnhZ7FAyiXw7yUy0f//GAhwRJNnzpNlAMA5UgaodLeT01wmqkwQ1q2hnmostKxB38bHKCkR1c76shShUskQ1qWZ6vQ1qsnAtjJvjTHmu9XMH1DbJbYEobZkob6slNlUsPYO5qXnpVTHUEw+BJ+in+f9cX6IIUdBp6fj++P8sIbxtBxCzKlBzfZO6hgdoOxBvoLqCKWU0mwRUQB1ptrmAqmsqRSFZsES8ZRwTDit+BBxmvHHM/53wdNJPyx4PuIPq44xrhcTQuPveZPTAlH8a46O/P+eIhExIYn+Q32thtQo/G7HdVmkUg7TZogRgbl8x3P2djVHqKSc62RyIpBa4UxRRCIqDQdan60+ObYxat1lvbrd1FomkKVG64jtMxVslyh5QVJBEorRpcS5ZXBZp3k5rOu0Lrvn0+Mapnk+HOeHed3NyyFEP4edapauVutapDrnAmttUFtoCQRpKcMqgVDEfFlHrEVgTXRSrAnHiKeADwHHiOcn/G/A8wkfTvrHivmIP8Q6Ja4TO+PPmBB+HjOFl0BS/ecciYBjG3sGAJTnPStE9TDyw8iiOjhShWM4lOFqUpetyOKgdeo2KyT7wWIHS7MgtoEyWpr2CaWVApsulk7CNqa0clZE2rXS11LSPEFGt4Z62aasdWstUUosiULwKfmwDus6zXOeHbOL0Z/mh+P8mJsoljCuYaeSc52aDXCVvfZWbcqt3UC1ppHYZqqJItY52qvSqggJx4RjwMeEZcGHFR+P+NeK40n/OOHjitMJH17hk/D92BFt/AUmhMZFE0T/OUcAdALXLzFHJIIgmoQBYpJBCArvqEwBzS3zlNe4LwYxp8J4a7JTVkqUC0fP1ugjgEir8pVobI6eFj9KtVu+WsKaGiz6R7VSpneHWkVRVCG5oZ66saIkiVLimDhEL9Gdlmldp2WdlmWa1+m07Obl4Tg/LOu4rLsQh3WdJDmuS0lomakG3SKiZQNbgjCvRtymiXb9EjkXGIgk4URICaeIY8JpwQcgLfhwwr9P+CNiOeq/V5yyEL7Gh8D4OdiZQcOE0Lh01qT/mkv+KX9bJ9H/eRhAGJiSJlXeDZzbErwDgTh3EXJZZRBcikWzVjC1klEtHXZtlExuogfQgq3V+eXsYAmf1kaK4hWVpNXQQIG66C428VPdkoVb46CqCKkipRIaDYFEOARe12Gex3mdlmU3L+Oyjqd5f5wPp2U8zfsQhmWdUnKEWDeTm2PmMiSgSWDeWq1dE1prYbKvzuOzk1JQxIQ54qgICaeEU8Qp4HjEvyKOMz6uOB71j4D5iA+2poRxM5gQ/kcslnI5LKn4QlUwQVQdUzZBh5E5z41Wehg5OxzHlFeoYFbOq+9W8aM6R4Y2F6gtNJojpqn2HzQPWNrza+HomRsE0NokWqUMsNnBli8sTRQkZwUyKkqSEBKlSEloXXlZ/bz4ZXEx8ry4ZXUfnnfLMh0XPy/jEty8+hgZCCgZwdoJUuxg3u6tobAbGUOKlOVQEABRBKFQm+XXgCdFCHgSrAnLCX+seFpxzHUxK44LjgueX+Wf3TBeCRNC42+4kLOBNen/nmIuLfnH3kMRk64HDeKi6Jr0nThV2Q08KTGrd/C1pDOPkuE6a41adUy1S7SV2JRWCaLae0eg2lj+aVJwiz+2ohndbsm/lsGddbJo9oJtoGgSqGhMFKLGpGugZaVlwXFGjAgrnk66LO555hD0eeEQMK8IUYEjwSnAcFo2htEKWWsUtJPGvFE5CpqURJESjoqkCBGnPDUm4ChYsxE84d8RS8Apu8AV82yz026FCzmuLwQTwr/CTOFFEUT/9xSTalRNqgBW0SWKqM8CuSY+JD2M7Jn2A6lqYnimksErKy9oUcSqhVvVaDNTVIdsl2hjrp3ZtoQ6M1irWIFOCBXQMm90c4Q5HYgcjhTNWhgTQkRIugZeg8YkT6ck0T8vEkI6zuk063GOa5iXZQxhPa6UEoiCwyiqjCFBGS7bVS39IFL7JKUFaAURlGOhkQDBqgiyGcFjtoABp4h5xh8RS8Qy4+OsHwOWBc/WLG/cKiaExjURVf85x9xNGJKuomvSNelvO43i1qSqHJPuB45Ch4GYSZw6hlcSUVdXIUJtMWzx0t5PbaUmdUJ3HjsDoClgP3w737y12uOlBG4d9FKsYUhQwZJURGPCccVplRB5XjUEfV50WWWecVrcaVmWFccZEnkJIikRVsYgxfESY1KwIhE8gRISAIbPdbUMJ6UjAjkFCGjCStCIGZCAZ0FUxBXPAacFHwUhYD7phxWnhHXG820Uxdh5bcPehxeYEBpXhij+Occomn+S6JIkiAbRXyY3B/l175aoh5FFeDdABIOnnFxUBTOElAnaIqW1yQDoWvCqHWzN87TJXssH5t9zc0S9pRlBbHHROk1bpa47v0ZNomvUJeocdI4yBzwtmFdeAsc4PJ3kuKTTGubltK7vNOq8IsrRYfDYA8TwADtMgDIGAhNc24OAyOA6ShSCUIwoYsKay2QiZoUEnCJOEcuKY8ScEBZ9XnFMCAuOK079AB3DuElMCP8GO4u8TP5cUxBNqkvS/zl4VRyDzNG/n5woDgOHpFE0JJ48jYLBwTGY4ZmYkQiOlIs1pDKiBl0/frvsSmYAdI5wSwi2ECRKOhBosdCSGiRRTQJRhKQimKOssQjhEvV5lQ9LOq6yRJxWfl7WjzMtYTgt07KOMZ2WdU86MoYRB48dQA6Dw7ACDoNCueYLc2WPIDoMEQuDBSlvWcIKQBAS1og5YV3wrJCEJWINOK16DFgSogVCjbvChNC4Vo5RguhvE6Lq+yD/tfdr0mOQkHQeeRf5FPVh1IeBmbEbaHQ0eBodiOCZtDRXwJWqmXy6k43imRYStkLMvkAGbXZMd/1Fs0RdXzCroCZBSBqizlGXqKcgS9SnNX1c5BRkjvJhkQ9LelrTKfDT7GMc5sBrnEYcPEaAHQaGcxgH7AA4jAT22OXX9xhRgrKCbXMkYk0IgigICgmYASSs2f8lhPyzYl5xsr6I28bO7D/F3o4v4m4/Ope/4wS8G9270T14/m3vfxnd5PnXyf229w8jT472Az9O7JkeRnaM0ZNn8g7M5AiDI6AsZ8+cGw4VQBvMnV+Dzl9R62Wbo0aAaBnbLXWIGlD8XzaCUTREXZKGqMegUfQU5OMiIekpyL9O8eMqfy5xSfpxSX+uaY7yHDSlYcTOwTMcYxgwMfkBOwYDxHAEdhhbolMhBJe7M2qCsIRm82VCiFiDLoKYEAUxYAlYEsJr/sO9CZf/eX4F7E34FHOExnWjwIc1zUni5Jekx0l+3/koeoryfnLvJrcknaNMnpeog8PkeXQ0OBo9PCNJMYXMxILcNeEYgJY162mrnjmf2FLrQ5sFBKCapMyOybIDRRKNgtMqSbAmCQkf13RcRQTPQY5BjkH+nNPHNZ2inKL88xSXJMcgH4OIKpACZgIxvMfoMTgdsgo6eIYnMMMxOUAZPsu0IOVNFSTRon/dcocpIUYsEetdjQm1TMed7/5/wt6RL+JuPz1XtOMEPA7u3egmT79P/nF0e8/vJn43uoeR349u9DQ63nnaeRo8DY5GRzll6Jm8I6YyxS1bwzbRjWk7ULSu0NSCou1KlNJWn6Rcj0lTLQ1dk56CzFHnqCHp85pOUU9BjkH+PcdTkGOUD0s6RZmTPK0yp7/SJ4bLPw4Dg3P7BKB1Ks5GM4KClPVPkO65/uWKPtI/gzvf/f+EvSNfyn1+gK5urz3TL6Pbe957fj+6x9EdBt55/nXnDp5/2TnH2A/siB5G9kyjJ88AMDhyTI4xcKkm9VUJ82i1XHRaINRxNrlKlEQVQBIk1ZDKovOnKDEhiK5R5ygh6Rw1iZ6i/DmnOcqfS8qG9eOaPq5pSXqK8hSSfJdO9V2Oxkuu7iP9Y7nz3f9P2DvypdznB+hK93p09H5we8/7gX8Z3X7g0fHjwO8ndxh4dPRudIMjZhoYo+PR084TAaNnR5Cy3i9lORRVzlcARlkDPodJoygBqUwNRRANSZMiJs2mcE36HEREj0GWpCHp05pyRHSOkv/6cU1LklOUpyDx+zTQ+Fuu9CP9Q7jnff9r7E35Cu7tY3Tt+7tz/G50e09ZBR8Gt/M8OXo/ucHRL5NzTKOjvWciDEzMOAwsip0nxwSACYOjLHVcOg4pqTpCEFWFI1pT9oKqwBI1qULzyBtdk4hgFZ2DLEmfgxzXdIoaRI8hPQd5DhJElqRPIeXnMX421/6p/h7ued//GntTvoJ7+xjdxv5Ojh4Ht/c8Oto5fhzdw8CjY8/Yed57njztPQ+OPNPkKEdER5cDpCVxmHsqHCPWdSVa1zwBc1QmrEmDKAFLlCgQ1TnqmnRJpUfilCQK5iinKM8hhaRL0udoEvja3MYH+2u5z73+Qux9+Qru7ZN0S/vrmQ6e9553jgdHe8+PA4+OB6bB0c7T5DgL4eDIEY2esgX0TAoMTHlCaRIVhZTFbwEgT7dJqgSao6jiFCWKPgcJSaPqHDWKrkmegsxRgmguaj1GC4S+Dbf0wf5y7nOvvxB7X76Ou/ow3d7OEmHn+OB5YBodT44Gpv3Ae8+eSvnowDQweaa80pMnyjcSIYoOjpIoEUVRR1iTlgnaqkvNC6YqflE1JH0OsorkyahZApckpoBvyO19sL+E+9zrL8Tel6/jrj5MN7yzTJgc7xznDoosfvn6zrFnalWjjra2ivyr5IGlgqhl5ds1KRFCUgXWJEE018WsIqWOVPQUZU1l0QzjbbnhD/Z/4g53+auwt+bruKvP0z3sbA5+jo4mxyMTEzkCEY25rRDEuaEC8ExJ6xq4WhoKc1BUFGUCuKoqomoeJbOKriJR1PzfRXEPH+wX3OEufxX21nw1d/KRupPd7CGAiXzur2fKQdH8Frh6ReuI7fx77vjLWcMoGgVZDqOqeb+L5d4+2/e2v9+AvTtfzZ18qu5kN/+WbAFzT+GLt0M0Lzhv7evXx119vO9qZ43X4x7O9u9hH4275a4+3ne1s9/Gy8mEhmEYxs1gdvBLMCE0DMMwDOPrue1ow23vnWHcySf8Tnbz+zFHaBjG3ZEXJnzrrTAuBRPCb8QOJMMwjNvAhNAwDOMGsTKZL8eE0DAMwzCMb+Umo6M3uVOG8YLb/pzf9t79cMwRGoZxj1ia32iYEH4XdiwZhmFcOyaEhmEYN4WVyXwtJoSGYRiGYXwfNxYdvbHdMYz/xE1+1G9yp4wr4JY+ebe0L4bxt9zeB/729ugVsNDoD8BKZgzDMK4XE0LDMIwbwcpkvg0TQsMwDMMwfgS3ER29jb0wjC/klj7wt7Qvr4w5QmPD4iqGYdwhJoSGYdwvVulmGD+Yaz+irn37DeMbuI2P/W3sxVthjtAwDMMwjB/HVZ+XXfXGG8a3cQMf+xvYhbfFHKFhGIZhGD+O6z01u94tN4zv5No//Ne+/cYNcqUfyivdbMP4fq76w3/VG38hWGjUMAzDMIwfzTWeo13jNhvGD+F6P/zXu+UXhTlCwzAMwzB+NFd3mnZ1G2wYP5YrPQSudLONe+G6PqDXtbWG8cO5xkPgGrf5MrHQqGEYhmEYP4crOl+7ok01jJ/B1R0CV7fBl4w5QsMwDOOuMSE0DMOw9ZgM46dxFYfWVWykYfxsruhAuKJNvQrMERqGYRh3jQmhYRjGNaGqRPTWW3FTmBD+XCzxYBiGceGYEBqGYRiG8ZO5ZFN4ydtmGK/M5R8Ol7+F14g5QsMwDOOuMSE0DMO4DqxM5idhQvgaWMmMYRjGxWJCaBiGcQWYHTRugcs0hZe5VYbxVlzsEXGxG3YDmCO8a+wc0zAMw4TQMAzj0rFz1p+KCeHrYSUzhmEYF4gJoWEYxkVjdtC4NS7KFF7UxhjGhXBpx8Wlbc/tYY7wfrHTTMMwDJgQGoZhXDJ2wvoKmBC+NlYyYxiGcVGYEBqGYVwoZgeNW+YSTOElbINhXCYXcnRcyGbcPOYI7xQ70zQMw8iYEBqGYVwidrb6apgQvg1WMmMYhnEhmBAahmFcHGYHXxMTQsMwDMMw3og3jI5aYNYw/pq3PUbsCDXuhbf6rNsxZhh/i52n3g8WGn1LrGTGMAzjzTEhNAzDuCCsTOb1MSE0DMMwDONNef3oqMVjDeNLeJMjxQ5P4x555c+9HWaG8YXYSeqdYKHRt8dKZgzDMN4QE0LDMIyLwMpk3goTQsMwDMMwLoBXi45aGNYwvpzXPF7s2HwrzBEahmG8PRYXNQzgVc4H7ZTTML4KC9XcA+YIDcMw3hizg2+LCaFhGIZhGBfDzw6PWPjFML4Wy1ncPOYIDcMw3hKLixrGS37euaGddRrGN2BxmpvHHKFhGMabYXbwEjAhNAzDMO4aE8KLw2ZwG4ZhGPfOTxJC01fD+DbskLxtzBEahmEYhnF5/PBTRTv3NIxv5mccPnZIXg7mCA3DMIy7xoTwQrGSGcMwDOPe+bFCaLJqGN+DHY83jDlCwzAMwzAulR912minn4bxnfzAg8iOx0vDHKFhGIZx15gQXjRWMmMYhmHcOz9ECE1NDeP7sYPxVjFHaBiGYRjGZfOdp5B2BmoYP4TvP5TsYLxMzBEahmEYd40J4RVgJTOGYRg/DxNCwzCM18AWo79YTAgNwzC+CIvNGMYb881HoB26hvGjsMPwJjFHeONYNMYwDOOvMSE0DMMwDONK+IboigVkDOMH8m0HlB2GF445QsMwjC/F6mUM4+352oPQDlrD+LHYMXh7mCO8ZaxSxjAM428xITQMw/hZ2MnoVWBCeGVYisIwDOPHYkJoGIbxFdjJqGFcBF94HNrhahg/AzsAbwxzhIZhGIZhXBtfcqZpZ6OG8ZOwA/DGMEd4lViWwjAM40dhQmgYhvF12JmoYVwKf30o2oFqGD8PO/puCXOEhmEYhmFcJ39x1mknpIbxU7Gj75YwR3jFWKLCMAzj+zEhNAzDMAzjmvmsKTSnaBg/Gzv0bgZzhIZhGMZdY0JoGIbxY7BFlwzjzXgRjbHgjGG8Ap8eaHboXSnmCA3DMAzDuHLMERrGm9Afa3bcXS/mCG8Bayg0DMP4ZkwIDcMwvhcrkzGMiyCbQrOGhvFqtMPNjrurxhyhYRiGcdf4t94AwzCMa6Wl5y0uetWYI7wdrGTGMAzjGzAhNAzD+C7MDl479u93a5gpNIxXxoTQMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzDMAzD+CL+X6eUC2yv5iNXAAAAAElFTkSuQmCC", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "tf.LoadBuiltinColormap(\"Sequential/BlackBodyExtended\")\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "c06b0fad", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## List of All Builtin Colormaps\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "df19e65a", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:06.230070Z", + "iopub.status.busy": "2023-06-22T17:22:06.229816Z", + "iopub.status.idle": "2023-06-22T17:22:10.518508Z", + "shell.execute_reply": "2023-06-22T17:22:10.517729Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Highlighting/topo\n" + ] + }, + { + "data": { + "image/png": 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", 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "ses.DeleteRenderer(ren)\n", + "ren = data.NewRenderer(renderer.TwoDDataRenderer)\n", + "tf = ren.GetPrimaryTransferFunction()\n", + "\n", + "for cmap in transferfunction.TransferFunction.ListBuiltinColormaps():\n", + " tf.LoadBuiltinColormap(cmap)\n", + "\n", + " print(cmap)\n", + " tf.ShowMatPlotLibColorbar()" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "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": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/visualizer_widget_example.ipynb b/_preview/16/_sources/notebooks/visualizer_widget_example.ipynb new file mode 100644 index 0000000..0c06a23 --- /dev/null +++ b/_preview/16/_sources/notebooks/visualizer_widget_example.ipynb @@ -0,0 +1,695 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "5b88d319", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Visualizer Widgets\n", + "\n", + "Visualizer widgets allow you to interactively explore a session as you would in a Vapor GUI visualizer.\n", + "This notebook shows how to use visualizer widgets and how to add additional dynamic parameter inputs.\n" + ] + }, + { + "cell_type": "markdown", + "id": "0e07b6ce", + "metadata": {}, + "source": [ + "*Note: Widgets require an active kernel to operate. To try it out, run this notebook on your local machine.*" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "56d9ec34", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:12.358975Z", + "iopub.status.busy": "2023-06-22T17:22:12.358610Z", + "iopub.status.idle": "2023-06-22T17:22:19.028376Z", + "shell.execute_reply": "2023-06-22T17:22:19.027662Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.9.2\n", + "Python 3.9.19 (/opt/anaconda3/envs/vapor-cookbook-dev)\n", + "OpenGL 4.1 Metal - 83.1\n" + ] + } + ], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera\n", + "\n", + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)" + ] + }, + { + "cell_type": "markdown", + "id": "370a6c24", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Render an Iso Surface\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "f3a3f641", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:19.031447Z", + "iopub.status.busy": "2023-06-22T17:22:19.031110Z", + "iopub.status.idle": "2023-06-22T17:22:19.552631Z", + "shell.execute_reply": "2023-06-22T17:22:19.551970Z" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "UNSUPPORTED (log once): POSSIBLE ISSUE: unit 2 GLD_TEXTURE_INDEX_3D is unloadable and bound to sampler type (Float) - using zero texture because texture unloadable\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ren = data.NewRenderer(renderer.VolumeIsoRenderer)\n", + "ren.SetVariableName(data.GetDataVarNames(3)[0]) # Set to first 2D data variable\n", + "ren.SetIsoValues([ren.GetIsoValues()[0]+0.1])\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "7dab5091", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Create a visualizer to explore the scene\n", + "\n", + "Try dragging the image to rotate the view.\n", + "Hover over the visualizer to see the full controls.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "3225350e", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:19.556956Z", + "iopub.status.busy": "2023-06-22T17:22:19.556662Z", + "iopub.status.idle": "2023-06-22T17:22:19.703405Z", + "shell.execute_reply": "2023-06-22T17:22:19.702682Z" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "75d3cdfde1274099a2ba30fb14a33f51", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aH…" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from jupyter_vapor_widget import *\n", + "\n", + "viz = VaporVisualizerWidget(ses)\n", + "viz" + ] + }, + { + "cell_type": "markdown", + "id": "0f6ba9b2", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Add an interactive iso value slider using **ipywidgets**\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "9a266821", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:19.706422Z", + "iopub.status.busy": "2023-06-22T17:22:19.706166Z", + "iopub.status.idle": "2023-06-22T17:22:19.766103Z", + "shell.execute_reply": "2023-06-22T17:22:19.765280Z" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "bc564a85350e42ce9942a7e17a10a166", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VaporVisualizerWidget(imageData='/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDB…" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tf = ren.GetPrimaryTransferFunction()\n", + "dataRange = tf.GetMinMaxMapValue()\n", + "\n", + "def sliderChanged(change):\n", + " ren.SetIsoValues([change.new])\n", + " viz.Render(fast=True)\n", + "\n", + "slider = widgets.FloatSlider(value=ren.GetIsoValues()[0], min=dataRange[0], max=dataRange[1], step=(dataRange[1]-dataRange[0])/100)\n", + "slider.observe(sliderChanged, names='value')\n", + "\n", + "widgets.VBox([\n", + " viz,\n", + " widgets.HBox([widgets.Label(\"Iso value:\"), slider])\n", + "])" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "kernelspec": { + "display_name": "vapor-cookbook-dev", + "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": "3.9.19" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": { + "112085df108f46bebdfcb864a9cf1fcf": { + "model_module": "@jupyter-widgets/base", + "model_module_version": "2.0.0", + "model_name": "LayoutModel", + "state": { + "_model_module": "@jupyter-widgets/base", + "_model_module_version": "2.0.0", + "_model_name": "LayoutModel", + "_view_count": null, + "_view_module": 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"region_name": "md" + }, + "source": [ + "\n", + "# Generic Workflow\n", + "\n", + "This shows an example workflow with vapor.\n", + "We begin by creating a session and opening a dataset.\n", + "You can have multiple sessions open at the same time.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a1b9eb7", + "metadata": {}, + "outputs": [], + "source": [ + "import example_utils\n", + "from vapor import session, renderer, dataset, camera, utils" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5ddcff1d", + "metadata": {}, + "outputs": [], + "source": [ + "ses = session.Session()\n", + "data = example_utils.OpenExampleDataset(ses)" + ] + }, + { + "cell_type": "markdown", + "id": "de2179fe", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Dump the dataset metadata\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9da614cb", + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Time Coordinate Variable Name:\", data.GetTimeCoordVarName())\n", + "print(\"Coordinate Variable Names:\", data.GetCoordVarNames())\n", + "\n", + "print(\"Dimensions:\")\n", + "for dim in data.GetDimensionNames():\n", + " print(f\" {dim}:\", data.GetDimensionLength(dim, 0))\n", + "\n", + "print(\"Data Variables:\")\n", + "for var in data.GetDataVarNames():\n", + " print(f\" {var}\")\n", + " print(f\" Time Varying:\", bool(data.IsTimeVarying(var)))\n", + " print(f\" Dimensionality:\", data.GetVarGeometryDim(var))\n", + " print(f\" Coordinates:\", data.GetVarCoordVars(var, True))\n", + " print(\" Data Range:\", data.GetDataRange(var))" + ] + }, + { + "cell_type": "markdown", + "id": "8f4b03ad", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Render the first 2D variable as a pseudocolor\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "79d1f9cc", + "metadata": {}, + "outputs": [], + "source": [ + "first_2d_var = data.GetDataVarNames(2)[0]\n", + "print(f\"Rendering 2D variable {first_2d_var}\")\n", + "\n", + "ren = data.NewRenderer(renderer.TwoDDataRenderer)\n", + "ren.SetVariableName(first_2d_var)\n", + "ren.GetPrimaryTransferFunction().SetMinMapValue(-1)\n", + "ren.GetPrimaryTransferFunction().SetMaxMapValue(1)\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()\n", + "\n", + "ses.DeleteRenderer(ren)" + ] + }, + { + "cell_type": "markdown", + "id": "0418c98f", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Render U10 and V10 as barbs over a map\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b22403ff", + "metadata": {}, + "outputs": [], + "source": [ + "# If your dataset is geo-referenced, this will automatically render a geographically correct map.\n", + "# map_ren = data.NewRenderer(renderer.ImageRenderer)\n", + "\n", + "barbs = data.NewRenderer(renderer.BarbRenderer)\n", + "barbs.SetDimensions(2)\n", + "barbs.SetFieldVariableNames(['U10', 'V10'])\n", + "barbs.SetLineThickness(2)\n", + "\n", + "ses.Show()\n", + "ses.DeleteRenderer(barbs)" + ] + }, + { + "cell_type": "markdown", + "id": "b1754920", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Simulate and render a flow advection\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "77554b32", + "metadata": {}, + "outputs": [], + "source": [ + "flow = data.NewRenderer(renderer.FlowRenderer)\n", + "flow.SetFieldVariableNames(['U10', 'V10'])\n", + "\n", + "ses.Show()\n", + "\n", + "ses.DeleteRenderer(flow)" + ] + }, + { + "cell_type": "markdown", + "id": "5265a0e1", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Volume render a 3D variable\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "239932d2", + "metadata": {}, + "outputs": [], + "source": [ + "volume = data.NewRenderer(renderer.VolumeRenderer)\n", + "volume.SetVariableName(\"V\")\n", + "\n", + "tf = volume.GetPrimaryTransferFunction()\n", + "tf.SetOpacityList([1, 0, 0, 1])\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()\n", + "\n", + "# Show a colorbar for the volume rendering\n", + "tf.ShowMatPlotLibColorbar(label=\"V\")" + ] + }, + { + "cell_type": "markdown", + "id": "91fd1072", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Scale the dataset Z axis\n", + "\n", + "Vapor will automatically scale the Z axis of a dataset to produce reasonable results.\n", + "This can be manually adjusted as shown below.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9f9a1c83", + "metadata": {}, + "outputs": [], + "source": [ + "scales = data.GetTransform().GetScales()\n", + "print(\"Default dataset scaling =\", scales);\n", + "scales[2] *= 0.3\n", + "data.GetTransform().SetScales(scales)\n", + "print(\"New dataset scaling =\", data.GetTransform().GetScales());\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "2aae634b", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Add axis annotations to the rendering\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "44d8d882", + "metadata": {}, + "outputs": [], + "source": [ + "annotations = ses.GetAxisAnnotations()\n", + "annotations.SetAxisAnnotationEnabled(True)\n", + "ses.Show()" + ] + }, + { + "cell_type": "markdown", + "id": "c778010e", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "## Export the session for use in the Vapor GUI application\n", + "\n", + "Sessions created in Python can be saved as a .vs3 file.\n", + "These files can then be opened in the Vapor GUI application and explored interactively.\n", + "Conversely, sessions created in the Vapor GUI can be loaded into Python with `Session.Load(path)`\n", + "\n", + "Since this example uses a dynamically generated dataset, the session cannot be saved as\n", + "it would point to a dataset that does not exist on disk. If you were using a physical dataset,\n", + "this would work.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a6f77d1", + "metadata": {}, + "outputs": [], + "source": [ + "ses.Save(\"tutorial.vs3\")" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "name": "python", + "version": "3.10.0" + }, + "vscode": { + "interpreter": { + "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49" + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sources/notebooks/xarray_example.ipynb b/_preview/16/_sources/notebooks/xarray_example.ipynb new file mode 100644 index 0000000..05ee2dc --- /dev/null +++ b/_preview/16/_sources/notebooks/xarray_example.ipynb @@ -0,0 +1,320 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "db290498", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "# Rendering XArray data with Vapor\n", + "\n", + "Vapor supports render XArray data in a similar fashion to Numpy data\n", + "In order to pass XArray data to Vapor, create a data set of the type `vapor.dataset.PYTHON`\n", + "This can also be done with the convenience function `Session.CreatePythonDataset()`.\n", + "You can add XArray variables as vapor variables to that dataset by using `Dataset.AddXArrayData`.\n", + "\n", + "These variables can then be rendered normally using any of Vapor's renderers.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5e3fe658", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:30.438458Z", + "iopub.status.busy": "2023-06-22T17:22:30.438155Z", + "iopub.status.idle": "2023-06-22T17:22:35.224291Z", + "shell.execute_reply": "2023-06-22T17:22:35.223575Z" + }, + "lines_to_next_cell": 1 + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning: sysroot \"/Applications/Xcode_12.4.app/Contents/Developer/Platforms/MacOSX.platform/Developer/SDKs/MacOSX.sdk\" not found (ignoring for now)." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vapor 3.8.3\n", + "Python 3.9.16 (/Users/ncheruku/mambaforge/envs/vapor-cookbook-dev)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OpenGL 4.1 ATI-4.6.21\n" + ] + } + ], + "source": [ + "\n", + "import example_utils\n", + "from vapor import session, renderer, dataset, camera\n", + "import xarray as xr\n", + "import numpy as np\n", + "from math import cos, sin, pi\n", + "\n", + "ses = session.Session()\n", + "data = ses.CreatePythonDataset()" + ] + }, + { + "cell_type": "markdown", + "id": "db6b0851", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "Below we generate an XArray variable that consists of a curvilinear 2D grid.\n", + "You can also open an existing dataset with `xarray.open_dataset` and use variables in that dataset.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "33bf2e00", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:35.227541Z", + "iopub.status.busy": "2023-06-22T17:22:35.227239Z", + "iopub.status.idle": "2023-06-22T17:22:35.982527Z", + "shell.execute_reply": "2023-06-22T17:22:35.981889Z" + } + }, + "outputs": [], + "source": [ + "def gen2d(w,h,f):\n", + " \"\"\"Generate a 2D grid of size (w,h) by evaluating f(x,y) for every x,y coordinate\"\"\"\n", + " ay = []\n", + " for y in range(0,h):\n", + " ax = []\n", + " for x in range(0,w):\n", + " ax += [f(x,y)]\n", + " ay += [ax]\n", + " return ay\n", + "\n", + "w = h = 8\n", + "curveVar = xr.DataArray(\n", + " np.random.randn(8, 8),\n", + " dims=(\"x\", \"y\"),\n", + " coords={\n", + " \"x_coord\": xr.DataArray(gen2d(8,8,lambda x,y: cos(y/(h-1)*pi) * (x+(w+1))), dims=(\"x\", \"y\")),\n", + " \"y_coord\": xr.DataArray(gen2d(8,8,lambda x,y: sin(y/(h-1)*pi) * (x+(w+1))), dims=(\"x\", \"y\"))\n", + " })\n", + "\n", + "data.AddXArrayData(\"variable_name\", curveVar)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9c890a9d", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:35.985416Z", + "iopub.status.busy": "2023-06-22T17:22:35.985206Z", + "iopub.status.idle": "2023-06-22T17:22:36.111916Z", + "shell.execute_reply": "2023-06-22T17:22:36.111344Z" + } + }, + "outputs": [], + "source": [ + "\n", + "# Create a renderer for the data\n", + "\n", + "ren = data.NewRenderer(renderer.WireFrameRenderer)\n", + "ren.SetVariableName(\"variable_name\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c281fa62", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:36.114866Z", + "iopub.status.busy": "2023-06-22T17:22:36.114519Z", + "iopub.status.idle": "2023-06-22T17:22:36.239313Z", + "shell.execute_reply": "2023-06-22T17:22:36.238704Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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L1Xk3bYq8kb4VmPWyhkamPx9hQu3inaX2u8tsvd11gUXjA4vGCyHklwKevDJ5vsjJdFKKMVafgJCvyjT8+O9sra44dvgJujadV1kbtM2zTxiqq8HMkoBlGZYQP/7uAC0NDggGdlYUCmEbthDCFsI27IO/HnzR8abd+addg4VtCyEM2xJCiEOfFbYlhOjyWfGl4E6/tQ5+VnT/7BdvfvmFbQtbCEvDaKP06x4QQgRmviQMQxhm+jV/jbDB2y45eNiFcuHvL9ZQGyz9sluFEIEF76Sfe5XkR0yD5AGEK2kuvpTWFNxSXaGrO7C4endBTyP6wpZd2rK8RPMigjsqS/QuEdwnAp+8Hpg3VnObs18NzPmvxgY13h36Vn4Yui+UlDSVE5LmpISEkRzHXHapwtPILdUVoRcRTpMv8+4ord4ZSQtdaH+surW6fFtVWUfKryvM0th4jHUs6RCYPy6w8F2lDOEq8MnrgblvaGzw3WUuJQ5cNeQtCb3o0mXoTHU4cXxKjpMSEkkSHHNKyWNLdWXn34a3glKVd3OFd1sYH+zNuoqGNVpnOGz2VnX5kwohmtfO1biJGGvMXdDlHf/SiWFMS3cQmDc2MP8tjQ2OzwwzHe7ZuK7zb3sbTdqjJFjgPglOSkgwiX7MrSprlg/e3C03CCGUnhlurq7cpHXUyYbK2tyKcNZb741306bPvN4ef6R3JYQYqyle1eP7/qzJoTWPdAkseDuw8F2NDaqmw63V5d3flJlr2CG8OTbxI9FPSkg8iX7MrS5TuJHa7K3q8f19patdP7ujskTvLIvCqr0yE/zlVXk3h0bD9iaw4G2Nm4sx57l0vuwZLas+0ri5wKLxSs8kXY3PtGUmv5f1MstFvgaNSPzSsol+UkLiSehjTqlgSm9ZUAhRW5Tt8MFd5Xl6150oqd5VVLVHY4MV3m2V3q0ykYGPxmjcbsxs6uUet4uWnFnNa+Zo3K5/6QT/UoUM5Oo9t3S4obKu151ZplCtW+8CnDGW0CclJKTEPebWVTTIB2/2VjsH9DiQZF/Jar2DLbWPrynz7uhSH8CZf+ITGrceM0p/ac1r5zat+1Tj1v3LJmlZQanDe1n2ez0tEuk68llpN7rXnU8UiXtSQqJK0GNOqV/tM7csGNIxTk8IUVeY5XybqKrSu1UpY7kqrd650fu56qeaX/+Hxn2ImfW93yf1pnH9wsYNizXugz9rit7OyPey7M5rJndeNcx5N+Q30WPp+fiXoCclJLBEPOYcHh9119vIkR41rl/YuGFRQ/5S9Z3qlXfTpt4qJoenuHp3SfWu8D5b/+xdGvckZlaoTI/prCF/aX1BpsY98WVP9638UGODE7LsCVn2VOmFRFRHPCXiClyJeFKKE1SW6UcMoTBZSukrZdiWsO2hZ12muks92lJdaRme7xx/vJbWhBCFVXsNYZ82/Gtht9DWlJDrMfla08L74LAzLhFC1BUutw3zK989L/I9GXTedUKIllUfCcMYPPqayBu85UJjUrbd2i5bj2bQBTf4VkwbdP71kvFUnAHcJdzFl9JCCkpTHZpy5wshtHQvba/a2OMg+LDlV9boWkFi+93XamknZnSt41hTsmpf6RotTYW0rJ6tZWzOrHVBIcTklQqXdx3lBWTorf8eAwl3UoofGur79U+2bRvyNTr7WmHV3lEjvioZ7N20KUP6bqwpd8GQs3968PW6eUO+f0U4+yfEzopCy/B8a+Sp4X28u/WVdaawzxz5FV0Nlv/y0rTDDzNTPZ7UlEO/ppgpHjMlxUj1mKkpRkqKmZIiDv7qMVJShCfFSEkRKSkiJVV4PMKTKjwe25Nqezy2J1WYHsuTYpsptifFMjv/77GMlKCZYhmediPFsj1B4bFsM2h7LGEGbU/QNtst0zr4q9FumUHLCP3fHvo1aLQHRWubuP1SbYfontJ1tun5+kln6Wqwec0nwjAO/8HPw/v4/PzWn51x8H53xmrr2nNNyQ/6Vs4Y9CPZa5rMksBFp6aHs399IbFOSkgGCXTxpTTlQGmxhcb1XauWNCkWYdmzMXd32YZd5QVKn3K2rqJB71z7bX/+9We/v3LPgzdpbDMGPlxjTVxu611dYVd5vt4pMU3rPg09UVCS1a2o7CyVujC+lTPlg5WK8fatBDopIUkkyjHX24K6vXGeWt5F4/qF3d+ULEhWU5Kzr3St/LZkrClv1Lum/N7/+99d998Yet385kMaW46BjuEe03IsvbU0P68s0rsU88HBVp2GHzvo8Z9YaS68ag0BpZK8fShRTkpIHolyzCnNJIs8Cwohmtd+4vzBusIVtUUr5TfkauXGllVlzTllTRrbrH/u7trH/9DlzcAnr2vcRFR1L8E6Kzeot3LKtqqyLdUVDvUWwuA6WtVhxRKl+X8tObPkg5XqEfahRDkpIXkkxDGnNGFOSxYM6W0ohPZB+StKfdqv1lveerjplft6/JFrjo8fvU0UmZfXurBA88SATV6v0sHjqq4wq7f15XsrpRaiNOehJWe2fLDey6woSYiTEpJK/B9zzqeMLpRm7DlnwZAuuVD7NO3MkkD3jqJIBD580T/5ad97jzrE6O3LjCrnG7XFRfszSwIrtPZ+aV9apLZwRc2XnxzIzG1VGuopv5C9UCxM2Cfi/6SEZBPnx5xSNRbFLLhIMjJ0ltFeuGtp0X6949oDC96WXGNWb5m3qNpTus49SIiVG1tWaz2/l3u3b1S5AnNVU7yqpiRHqKyCqZTglSZyKJUnjL04PykhCcXzMVchV0i6g1oi3CCbCIXiFberRYUHFhft19igb8U0pWV6RE/jFeOQzC17Z+sqGjZU1mrcgdLqnWEX8enRXpVxVUpdes1r1B53h1G1Lmbi+aSE5BTPx5xSYqv0bpEPVsqCzas/1tUjOD+/dYHWnq2m3E+Vuog6yNf06kNKdTU7FFTt07u4R1HVnsLex7Yo2VlRqDSpX+kxptLCy3larxj0iueTEpJT3B5zSsMWJBchClHLgoeeOEW4DMW8vDa9qwHUFmVHUhP1pY8TIBFGMrq1tHqnUu+yq/zKmgiTx5bqitCL0DNSSUq3bk3r5skH66pVpF3cnpSQtOLzmFOaDq+YBRWGunR53BRe1bQ569s/0bo43M6Kgr1yPWcOHngzAR6N+t+PdNGoCu82vQNBcyvqwutg6/J4QykX5lcqZKymXIWebF13unrF50kJySwOjznJVZNClPoRG5SyYE8PmpTGE87KDX6cq3PG22de77aqMi1N/fb/EmC8TNPL92pp5zOvt+NuTIs15Y1K8xB6nP9TU7xKvgWlh71NuV0rJTlQLVURA3F4UkoUrD6RJDZXVx6XMVzlEyo1CVVie/wunpBxTEHVvtNHHO382Zlrg4Yhrjnbo7A9Rxu9n6eI9u9kHKurwZrPay67qTB1QFrqgNSUtJTUtJTUtNSUNE9qakraAE9Kqpma6klLNVNSzbRUMzXNSPWI1FQjNUUc+t9O9dipHivVY6WYVqoZTPEEUwwr1WxPMdo9RjBFtKWKdo/VmmK1eYJtHqvVDLZ62tuMYKvZ3mqE/m9rE22tor1VtLbabW12W6vd2mq1ttqtbcEDrcH9ra11egaCficjQwixvarUtIPfHPndyBs858ShQohVZc2WZZx3ymDn4IKqfSdn9HTAqJzuPYZC6TVbpVDnacO/XlK969Th35D/CJBs4u3iS+nxo9L9mWThqxCHvhbnW4Hpq60ZWsuAra+s0/v86so7K6+4vUwIcc1fFJ4/x17Tq/cLIWoeva3msds1NrurPD/C7t4uVpT6MkucpsE4PEpVWvxZaSqRUkd4GCs8R1W8nZSQ/OLqmFN67hfNLOjSy9Lj5Icpq6ypOTpTYHZpS/cCY5G49r4tv/zrF8nv5kfi7plYZ/5JT3W8rn38D3X/uUNj4/tKVyslIVfLigNLejoqsje6FAyqK1whvxXFCUIKHQF6BxZFKK5OSugX4ueYUyp/rHR1rJYF5dYQ6Nz598EKzWsjLMhvXVakc679Tf/a9ZsHu/6N3fViXFcYCcx7s8s7dU/9qf7pOzVuoq4wS+nYcLWo8EDn6TFL5WaL9laGrUcyVWk6KP3p9NbTiUT8nJTQX8TJMbejslg+OHpZsFFllMGkbHtClj1xuc6/wJlrNVeU/sNTtbc+1uuT1Yfe0TmvXyOHhWfrn/1z/XN3a9xW4/qFSrMOXH2a36o6W6auMEs+WKn7QGmOjdIA7OiJk5NSImKwTALbWVH4PyNPi1brSit8qgS3B8WBVvHHy/SsIDohy05LtX/1A9l1WV3dPaaxvc1+8+/DHGKGHJ6qa3N6tQ06srcfHfGP14UQDc//xTCNofe9Evm2hn7vJyJUPMgKDv7hLyNv8PIz0pYW7Q+0qQyVUho4YylcKtkqI8RGZhxbvemz4cd/R/4jQDKIh4svpRrQSp0ZSpfD8tVHhRATsmyhY1r6mDnW6/PtcYt1/is88Kb/ntek1rJ4fX7f/+v3aFd5nkxY40t/0zXFIsS3Yro/c7JqvbruQisqz8tTuClUql6k9JVRallpCm+UxMNJCf1Lnx9zkqe8kChmQZVRdqEsGPL45DAnyz8xpe3ZmQpj4l09NqntXxMOPPS2wtNOvc91NVI6HTe9cl/Tq/c3//cBjTsQWPhuYP5b4X22rNOj+/kqD0iVjtg9G9fLBys9et2sMpE3Gvr8pIR+p2+Pud1lCl/m6GXBhjyF8XWds2DIP8apDWz5x7jAvyborDj6zIfB/0wNp2dxdq7OTKxReDNGml//R/MbD2rcjcDcNwKzX1X6SPcxX0rrJiodt/tKVssHKw3J2VJdKR+sHYkQsdaHx5zkCjshSlOd6vOXyQerjhvsngiF9AjMu15svPe/OhfgffkT64XZET2elRzZGEsr3aYcOGse+1DLW/+na2eEEIGZLwWmPy8T2eOUDKVVdoXiAVmrMvtCaarGVk01jMJAIkSs9eExp1SGXy0RFqgkQpVrcIdnif/7qFMRrFse3fOHp3XW+39rka2lhy8Ol2n9VKVrrTct4/7pe+dfkbfTwT/5aefapw5rdSmtuqVUCFDpUFeaOqk0nUkvEiFira+OOaWiw4pZUGFogK4sKIS49r4tPb9/75YbH9JZuWNClv3OUm3/anFYalLjpEzfu//2jX9UV2tCCN/4f7eM+2ePPwosfNfhg0p33ko91krBNcUr5YOVJjVpRCIMm54h7P2QbduG0gQDHWqKVx112g8lg0urd54y/H8kg+sLMo84/SLp4GVHnH6xZPDE5fbNF7j8RV3xh7J5407q+O3lt21MHZD28etKpVOdTMux2oPGb8/T9u/1mdfbLjy2MG1hhP63hGHbhi1M2z74TujFofcN2zYsIWzbsIRhWx3vGLYtOn5k28KyDTsUZgvbOvQRu+NXEXp96MWhXy1h2wf/1zUvRQjhe+8xwzAG3vKIrgab33jQDrYPufuFjncC055Lv/7vzp9aVhy4+LR0yU00rl8Ymtcho2ndvCHfv0IyWOnbt7Oi8H9OGCUZrEufnJTQr8X+4kvp+UxptcIiCUr3gkrB8qMrL7ouVwhx4bXrfvw7hQHurj7ObZ+5VufAlu1VpXoXZNBu7CL7zYU6D07/+0/4P3hSY4ONY+5peP5uIYT8CJ2sEoXVrxrXK5R3cHgw253S85hd5fnywVpwR4hYi/ExpzR0LXpZUGk0uVCcZvCjqxSW13G1IP/AvDydyxnuKs/7vLJIY4NR9eZC+40FWtPhpKf8k5/W2GDdU3+SD15e6lNqXLLgX4hv5YfywUo99LvLNsgHR45EiFiL8TGnlK5KqnfJByvlNqXg91coZcGVQoir/6xhJlZmSc91nMNWU5KjNFI3fryxQM/IoA7+qc8Gpj0XeTuNL/5VCNHw/F/kP5JdqjAm1rX+e2f+rCnywXtL18oHx/iwIREi1mJ5zCmNTIlmFlwuH6yUBc//5cF5Xbc/WSP/qe5yypqUTpeu6gsylcbZx6f/zrdf+1Tn4RqY/nzgwxcjaaH5tYOz+JteuU/+U0rzQ5TqoCrVxNmrkt6U7iAjRCJErMXsmFOaHRXNLKiQD5Sy4IXXfum08vC74dzMbaisdVi+LgxNufOVluOJf6/Ns1+dpzUdznwp8NGYMD7YZbai0lz+VWXN8sHNa+fKBzsPXu1CaWnGmmKdz/wdkAgRa7E55pTKeBZHLQsqjdNRyoIX39BDJ8qYOQpT3YurdxdoXYC3JWdW85pPNDYYV16da7/yic7VHwOzXlEqIuN779Ee3lSZubjacYXnLprXKvxTBj4dKx+sVN1J7yKOvSERItZicMw1qaxtpDStTekhp+p3+AOVRHjpb3seWSczJa7Cu03vEuH+rCm+7BkaG4xbL39iKV1tuAp8/Fpgzn9dw3obbuOf8Lj8tlRXXW5eM0c+WOZP0UFpLIzSly48JELEWiwSoUonR/QSodJUYqUseNnNToMwe6sqsrWqbLO3unrTZ/IbchVYND7ylRMSzpg5VuTLgHQWmPtGYO6bgXk931cFZrzQ4/shSkNSlR6DK02QUHrYq1T4Xmm8W3hIhIi1aB9zSt0bRVXRy4IK3RsfZCv8nfz01hLngLzKrpXVdpXna6/ZEZj7RtirJSSHlz62Xoys7Gp3gflvBRa83fVNtyeozpmyi9CCTZLUcqFcfdQQpcmCDXkKo97CQCJErEX1mFN6mFNU5VSrswulMS9K04cnqWTBK26XKkz8mdfbsSdKwxNcBaY9F5j5kuoKCUnshdnW87Os5z/SeoO48J3AwvEHX/dym9j1I7MUVgxeX1knH9ySM0s+2D/pKfngnSprHCrVdVNFIkSsRe+Ya8mZLR+ciFnwF3coVGapKV6ltNuu/BMeVzrN9TfPzQzqXe4xsPi9wKLxCvFz35AP7v7YwIFaLlTpttxZUSgf3KjS96+ERIhYi9Ix17LqI/ngwqhlwX2lCgu2CcVEeNWfq+SD6wsylZ4SO2h562Hfu9rKZia3Zz4MPvOhnnTYkjMrsGSCfHz3Z6oO8isVJp4qfbmE4lhWpapDSt3/8kiEiLUoHXNK1Z6UVmFVmhiuNAtYKQte8xevfHDH+AJ/5mT5T3XX9PK9za+7VHZGd0/PCD49PaJ02HH5pZYLVYKVJs/4Vs6UD25+8yH5YKXea6VJHfJIhIi1aBxzvuzp8sFqWVBlCoRSESmlpX9+fc9m+eDOo+yUHpd9qZFn/tzwwl/D+yxCnprW/uS09vA+u6PyiyFRSulN6dJHqYNA6Vqz6dX75YM7/2FdKY3fkUQiRKxpP+Z8y6fKBytdBStmQYXyUUpZ8Lr7t8oH1xV0ne/vn/KM/MeFEDX/vq32iT8qfQQO/jO1/T9T1dJhmXd7l3eUcqHSnE6l6UNKV5yhsqiSlFblVeqzlEEiRKzpPeaUrn8LqvbJBytlQaWRmUpZ8IZ/bJMP7q3qTctbD8t8fPfff7vn4VvkNwd5T0xpf3yy1JoevU3186vkwpbVCgPHlOoLKuXC+mf/LB+8rWqjwm6o3J66IhEi1jQec/5lH8gHRy8LimgmQqW15h3Kv9U/e5fDB7ff9evP77lefkMIz2OT2h6b5JQOeyuGIBTLWysNKlFafcy3Ypp8sBBC6enCtiqp2UEH90QlJTsjESLWdCZClVODUiKsKVIoCqNUO1EpC970L51FUPc8eFP3Nz+79Rdb/ni1/FYQuUc/aHv0g9bu789Y4zIZUemAV5p4p1Ryz6/SGbHvkd/LB2+tLlfYDZVFoJyRCBFruo65wJL35IOVBosrlUZTqpo4ZZXCtOtbHlWa4+FeCrxLwqu8/ifVv7tcfhPQ69/vtz4y8Uvp8K1F7l8NpVyoVJyse8ek026oJKE9D90sH7ylWmGyrD9zknywAxIhYk3LMac00VgxCyqURlMqmaiUBW99XGFQj/yCGOW/ulQIUXLFhWXXXCLfPqLnkYmt/5pwQAghP/tQKRfWqjzbqPAqdEgrdc/vuu838sGbqysVdkNHqVsSIWIt8mMusOAd+eBoZkGFYolKWVBplV2lZaGEEIWXnacUjxgI5UJ5isvhKszqqfQqDFFWuiHb8Zfr5IM3exVqRwQWKzwc6hGJMGxmX+9APxWYP06Ysn/5eZW1Z4w8SjK4pnjVUaf9UGVfDJVgBaZH6ehS2I3iyy8YtSgWC7xByRO3DOjymFSjoCdVPtgQKkVTVfLHt16dvvWOaySDj8sY0VEv151hKC0ODPS9CC++AvPHCSF8y6fKzKtVKqioeDuoUC94qsrt4J3PN8gHKy2IsfHKi+WDEXs9jqDpjX/p+/LBSmXMlBbqUtqNz279hXzwJolE2LLqo9A0YqW+ku64I0SsRZoIF4zreN24YZFDIdANSllQpVK2UqVgpSx414sKS6cqZcFQ7yDinPPkii6UkpDSzIRNmzap7IbCc9rq3/5MPtjb+2405C1uWvvFFJEIn46SCBFrGhNhyJ6NuZ9XFnXpVNigstBMFLNgjkIW/MvLTfLBSlmw8vqfyAejbz0xRaEMjX+ZQi7c7K2WD/5MJVip8E3FtT+WD+5ye7qrPG9f6eruB7/SDnRHIkSsRZwIey2xX+ndGqqRobTcmlIWVHrENE0lC/7ttRb5YKUsKBQvw9G3VMuTKuXCKq/CY0+l0ZtK92Qbr1J4Sl/l3SyE2FJd6VCSNMKxoyRCxFokx5zMQjO5FfV50iNFlbKgEOJzlUr5Sonwvjd88sFKK0NtuuXn8sGIB0orVyglwnKVyYJK09tVe+mKfna+ZOS2qrKN3h2uYUoPirsgESLWop0IQ7eDhVV7ZSoo1pQoLB+oVCNfKQv+faxfPlgpC26+/Sr5YMQPpUUNlWoNKhVUU+pZVBq6mXfxaNeYprVzQ5eqoZtCZ0p/CV2QCBFrsUmEIWXeHQ7zopQW0Y1eFnxwXEA+WCkLbv3TL+WDEW+eU1nvXikNKK2+pLQuhFIuXPfDH/TazkdjOj/tlBnIGkmVGRIhYi2yROg+lb57B6F306Yt3Xo7lLKg0rlg+mqFLPjwu70WWe5OKQtuv/ta+WDEpxdmKRxLSrlQqdCE0lWgzNVqh9Vnfa/LO/XP3eV755Eub8olwvDXoCYRItbCPubCy4IdtlVt7BjqorSOvNLqMEpZULWeiFIiZDWJJPDSx9FKhEKI3Ip6+WClYWLdh3Y7yD7l9NAL781X7H7gt72FOUyl6BB2GW4SYdhS+noH+p/ICrkcM+JkIcSu8ryUYOvRp5wTuw33zjQVWq4tXHHkKNnxBbseuPEbz4d/gYw4ce9V5pg51j1XSlUaGnjx7/zLJg28uNdc0kW75ZHfE8OKVsWZ9kBw+Ymjhn17SMZEhaWjemZE66sKaBb+HeHCiO4IO+wtXbu3dJ3kCoJbVQYLKN0OKk2dri1SuBfscbklJK6XP1G6L1ToKssuVZi0o1RcN/DpWJmwvAtHrxp15rLvnOYaKVNoRnWtxA7cESLWIkiE7v3wMvPo95auC73YVbbB+butNHx8hkoW/M9UhbliSqsE7/3n/8oHI1G8Ok/hW6M0bCSzRGGsltKiY4F5TrnQe/MVZVcdXAIla8R3XVuTKT1KIkTCCO+YkxyNppQIQ3ZWFPbY/6G0LppSFlSaJaaUBWsevU0+GInlv/OjlQsXFymM2JJ8lBISmPtGDy08dPP2u37d+Z0VJ45ybUqyLE54y9aTCBFr0UuEMsVFe/sa76gs6Tw0tPsoUweuC4t39qzKmHihmAhrn/ijUuNIIG8sUEqEaj3E8/MV6n13uZR01jkXNr1yX92Tf+oxLPvUM1ybklmbybdyhvy+dSARho3BMknlWyNPFUJsqyqzDPP/DT9B6Wuh1EGvNkCmKPsr35VdPrDu6TuPfKiHC3Akhzt/ary50P7TT6SOn4EX3ejPnDzwohslG28PKqz8ZQiViznbFkL4pzxj+/2Dbnu8tyjT4/7nMqTSFQvkIRH07R3h7rL1rjGbvVXVmz6TLEb1ocrtoNJoeKV7wfrn7pYPRuJ6a1G07gtnrVNIb5JrlgUWvB2Y92Zgzn9dI3POOMs1RuY5Tcuqj2R2rAvuCBFr4SZC90qGconQvbe/4wlMSfWugqp9DpFKWVBp7J9SFmx86W/ywUh04xZHKxcqDXuuLVrptN1l73eU4Q58/Jpra6vP7jqzvrutEt32JEIkhjCOOZl6vjJr8O4qlxrz1qUrIreiPqeshwWSlLLga58q/KmdTzFdNL1yn3wwksM7S6OVCyevVGi5xwoPvuwZXSa2B2a/KtPa2nPOdo2RGcjdkjNLZnOdkQjDxpPoROTeD7G5uvK4jBGd3zn7hCNGnzRkRalvaafBdTPXBn99juwx8MYC++7LFboG1XooPQrTopEczKidfm78kTFxuewBeOSo8+sKszp+27xmTkvOrEHnXTvwwt90Dku/+i8yudCQ+FNJdRMyrT6GGCyTiML/hpx/yiAhxPz81rageeX31P71VcbHiJrilUed9iPJ4OaxDx1+x9NKO4MkcOtFxoQs+5YLpQfOZE0eeKHswJk2lfUQQ5mpccMiI9h++Pcv7zVOIoHJjJeRu0okESLu9emj0QLXGJkO+ZlrgzPXyI4sUOrRqSlWeCja8vY/5YORfORv3YRiHc6xC2Vb3rMxtyF/qWtY4KMxrjF5F7ovzCRT/r55zRzXmC54NIpYUz3mJBf8jGUiDPUOfrjGcu0mfHeZUhaUGokX4hv/qHwwktX7K6KVC117tSu820KrFdYXZLq2Fpj5kmtM/sU/dI2RXAemec0nMmEdSISINeVEeGjsmQOZLLizotA1RiYLdhlZN2O11dtYu/eyopUF/RN7nY+F/mZSdrRy4Zg5PR/YOWVNBVV7O7/TuaewNzK5sOBS91mzMmtCNa+d6xrTGYkwbPQR9lNdvjLXnmsKIaavtmxbXD/6i97+icvtmy+IWl+Fh8MPB5lmtE7i91xpPv+R9cAvvziqP85tHzSgffRJh3XfC/fmZLoJU/R0E9qMl4kVzkRxJXbfjR63dN25phBiWo5lC3HDaFMI4VEZ11dTvOqo09yfC4UEpj6bfsM/FFpHUvvND81pOVbnizAHAy/8jT9rSpdRnQ7a2g8e72MX2oMHiqvO7vlLJPXlkkiEhsS4MkNtVDWii0QYR2J5+efwdQ6djKassgxD3DBadqfUsuCMF9KvvV8yGP3E9aPN6aut0NWYK6Vc+PB1niemtKenm3c4lnaLZSKUYjC9DfFN6XF8YIl7B2F+ZY1rzI7KYpnNyfQRysw4nr7amp0blClkrNQ1KDP0Dv2WUoUH//KprjHjM+1XPrGeklgspaYkxzUmMO05mR3beOXFrjEy/f1NuQtkNhdCHyFiTTERTnCNkUuE7h3sMllQZmBC5/NRZklgVVlzb5E1JSpZUKJOFfq5mWsV6oU65MJFhQc6N/X8R+4pdl/JatcYmVxYds0lrjEyibBx/ULXmA4kwrDxaLQ/kvm+dB68cNGp6UKI9ZV1aUZrmtl2Ysa3vxyr8iCICjJwo1RxpvuxXOXd7LcG+trTR580oPP7qakSrUk8jZTJN4a2ZSgYLxMLJMJEIjdSRmLEjUQrHqNr1PdGHhl6scnrTbP2f3vEKUKImpKco051n0EcEvj0rfTLWWsQLq452/NxbvtVZ0udnQZdcINv+dRBF9wghKgtyt5/2NBvZhzXY2Sq1GBOXd2EMslcptCaRDNAX5F/CqHruaiQm4crsyS9TC2PuRvanAN2l22Q6VPpEFj4jnwwMGe9QpE0X/YM11l3MtWRZFau9092LwdYdcNPXWOEELvK81xjGvIWyzQleDSK2It9ItxWtdE1RiYLTpCbIP+pzBiZkpzaouy6wuWukTL1BIAuXK/GhBAN+cua1871rZjmGjk+U+rIl1njTCYXVt/4M9cYuUS4xDUmhEQYNh6NRp2t7eGGphmEEl+WBfmtPz0jzTmmpnhVx0PR+oJMw7aGndHzAAH/svfTL75JcTcB8fOzUufltV1xZs+dezvLC1LbA8NOPTf0W1/2jEHnXevQ2q0XGR9k2787z+V7FNPZhCxDER9IhDEQxSnwUWpHtczHEadfJIRoyFtsWNbQ7/2kW3McZgiT2a2vWghR6d0ywN7/P8NP+NK7EuNcUj1Sh797iNR4GT3dhDb9hNHHGSq6/EsnDrzkZj1tSVwYSo2lkTgVdB8pI2PYmT8WQjTlzjes4OE/+HnoTV/29IHnXRdGa4AQ4mdnpC0oOPDT0w+O/8yrrE0zW0dmfKN7pMydXGqKpuJNMbwjPOKMi+sLMkPXmkB8kXwc71860TUmv3Kfa8xWic4/mRghxNtL3Pc8syTgGuO81lLzmjktObNbVs2U2SXA2aLCA5klgdVlTQ4xMku6ywzA+byySGaX/BOfcI3ZfNtVrjF7Nq5zjZGpBi7oI4wAJXz6ntQFqNzNnmvEuMX27Ze6NLW8xBeaOOigtijbed3dw8+5cvDoq6kRBS1Mw77o1PRzTxriEDN49DUtqz92bufK76W4Vkr65sjvSpVw0nZT6L4pRBvnqf5Faiq9pq9mS86swaOv0dIU+rlLv3vYsmL3pxQyTzVTPO71ZWSm1ctcd8oVHdXUbYkI8PcbbZpGykRz0YkuorcgDhA2qeszmfEypkQilPjaytWXcd8fmWUo+EJGG4kwivxL3x94icu0gYKqfaePONo5ZrO36riMEVp2SW6kjPuZQq46FKCNzGEpdUeoKRHKZKdjXp+5/W6nGR1CiKNPOce1wOlXRp1fW5Ttvj2Ei0QYTZqGPct8LbdWlx87/ETnmDcW2H9yXIZGCLGuouGcE4cq7BwQE1LPRCTuCH908uA15Y3OMceOOMm1NsWgWx/1vftviT3SszYhi/RGFYkwIcRuKr0h3K+X6wqXHznqfOcYOgih149OHpzjOGpUCDHk7J81rndftyjFlFndQk/3nlTRUapv9zUSYVQl3lT68GYQ9oTvLTSTOjglbgpTDPdJFLpmE5raFunlCxVFJMJo8S/7YODFv3OOkekgFBpHykgNGZVZFpUOQvQBmYNTqpvQcL8jtKXqy7iHyIyXOeq0H9YUOc3KFUIcderoGom1EhEeEmG8827alHH88c4xMh2Er861777c/RxhSjwaBfqE3MQePXeE38nI8G7a5Bwz6PYnWsb90znm689N2vOge6Fdugn7Fomwb8Wu0qAlcT9YUr3ruyO+5hxTV5h15KgLnWNaVs8ePPpqhZ0DJJw18kjXdVqGnXlJff4y55gTM75d5d3sujm5saN6qmbLDMOm6Gj0kAijJ76OWrmRMhKd/0ycQN+RenQvU3RUSHQTSi0co2uRXhnxdUpJJiTCqPAvmzTw4t+6hsnVyNZ0WSpBroNQBt9YRIWhqZvQY7mvdKhtWr2m+jI8Go0eEmF0SByxhVV7R434qnNMlXfziIzjnGO2VpUdO+Ik181JjZSR6iDkjhB9xtRUkMxjua87LTNe5vA7nm5+8yHnmKOfGF/z79ucY44cdYFrZe2vnXz2no3rXXcJYSARxjk9Sy+9MNu69yqXf+sq7+YTMo5xjqnPX3bE6RdLbBCICpmHFkdK1GH55gmjXFeiPyHjmHLvdvd9khuN7Roi1U3ITWF0kAijRNcMwhhOpZeprCZxPd6y+uPB514lsVOAspMzvimTnGSqZnuCMjeFEqSejuo50/I0JkpIhP2CLfHI0yMTBPQ1meJHMuNlPEH3bkKpK1pNiVBqGBp3hNFBItTPnzl54EU3OsfIdBBWeLeNzDhWyy7ZEpeSpkwi5IoUfU2mJ1vmjtCUSIS6ZlDIjJcZdsbFDflLnWO+ceKZu8rz3XcJiA2H0WL+zMmuHy+s2usaU+Hd5hqzrarMNeaZD93raMi0I4RoyFviGtPstjgqEAnXee5CiL2l7su+CyGacue7xpRW73Rv59X7XWPqn73LNUbm+7WrvKC3H7FCfdi4I4xf2kqMStzpmbZ7smzIWzLszEudY5pXzzmcDkJEU8bxx2/2VjvHfPWU7+/ZmOvalNEu000Yu6ejMhgvEw0kwnima6SMxLdU18QJvqSIPkPiuk0mYcTb01G5+jLQj0SomT9rimsHoRAilsezTIozLfczi7Z1KYDIyPRny3QTSt0RStWXkSB1R+j+HfvmCaM+ryyKfHfQGYmwDxRW7RnlVtKzzLvjxIxvO8dsqyo7xm0q/X+mtv/z+hTXXTKkhoySCREXZJ7kS83BbddzRzjkby81jrnHOWboPWOaXr7XJeasyxrXL9SyS1BCIuwD+o5i98xkWe4xe0vXff2ks5xjGjcsGnrWZc4xzWvmHH7Ola6bAyL0rZGn7qwodI75xoln7Ox9XElI+qW3BBaMc44ZNeKrBVX73PdJalo9RUfjFIkwTsV0Kr3M9TUD0hBPZJ5hSI0raZO4KdRU71duNqGmPxdUkAiTnNRIGakHTUAckXqYL9FNKNr0DByVulDU1E3Io1HtSIQ6+bOmDLzwN84xRVV7XNf8K63+/OSMb2rZJakHNhY1ZZBgZIZ3SSUMmTtCTQNHD7/zmeaxLhW6h5x9edO6ec4xx4w4WXLiLySRCLXS9sjCvZ1tVRuPGXGyc8wjE1sfuynNOaa+IPPIUedL7JLMFS8XqogRmfEyMo8Q06//u//9/zjHnDXyyNyKOueYYQ+8Wv/c3a6bYzZhfCIR6hTLbjS5tQwlnotKXFk35S4Y+r2fOsc0r/nk8HN+IbFTgAZHnXpuTfFK55hvjzhF5s7JlrgplPzCubciM6mD/viYIxHGo5iOlJFIhEycQBySeaQvc+ckkwh1PR2lmzA+kQi18S2fOuiCG5xjZDoIpUl8W3QNGaWmDOKPVH0ZiVOc1appWr3UeBn3dg7/wS+a18xxjvl/w0/YUl0psT1IIRHqo+mpfXH17lOHf8M5ZntV6bdHnOIc8/C7+5+8dYDr5gyZkTLcECL+yDzMkLojbHW/I/zBiUPXlDc6xxzx4Ot1T9/pHDPofx/1T3jcdXMy6CbUiEQYY7FLKTLDy1tWf3z4D37uHNO0bt6Q71/uHNO8du7hP6CDEDE17MxLGzcsco45LmPEZ16vc8zQ+1+pe+pPrpuzNM0m1LZaPQ9h9CERxpbUV0nP8W3JfCelOgiBOKXrptBqbXdvR+bbK1HISWp2I4O0Y4tEqIdvxbRB51/vGhbLI1fXkFGeiyJuyRzAlsTXLnhAVzehpvEyEu18JyNjk8TSjJBBIoyd4urdpw3/unNMocRoGpkOQiHkEphEB6FBJkS8krojlEhglkQ3oUyOO/Jfb9U+/gfnmIE3PuSf+qxzzODR17TkzHLfJfc9ghQSYbzRc9P4wJv+5+4Y6Bzjz5w86AKXu9jmtXNdOxGBPiPREz4i47hK7xbnmG+8OGX7Xb92jjnvlMErSn3yu+bAkBnnQjdhDJEINYmzEVxyHYTu/SIyF50kS/SVwaOv8a38UCJQ5umoRDehxM2lTJeErtmE0IVEGF+0TaWX6LTXNXGC7yv6kqaio+0H3J+OStXk1VR9W2rgqK5Fg/s9EqEGvuzpg867zjlGpoOwoGrf6SOO1rJLUkWatNWU4duIPmME9STCoEQilBz27RqS/qt7Ax+NcY4Z9KNf+7JnOMfIPPWFDBJhHJG5vtteWeI6UuZvr7aMuXuwc0xg/lvpP7lNYecckAfRh6Tqy7gfoyOnL9p45cXOMRedmr6sOOAcc9Rj7+x75PeumxOmxz2Gy9BYIREmIaleConr6ObVH7uuON+0bt6Q718huWOAdgMvvimwZIJzzEkZ39ro/dy1qXaJbkJt0+oZLxNPSIRaaOrY07QlqUQoNXECSAQyT0clEljbfpnq2+70jZdBjPCPESlf9oxB513rHFNcvcu1g1AIoS2harojBBKDpvEybQE9A0flLmnd2xl0/vW+5VOdY07IOKbcu11ie3BCIowFmfy2obL2zJFfcY7ZUVnyrZGnOsfc9WLja/cMdd8eqy8hacisx6QpEV42asDCggPOMV998r09D9/iHJP+8zsD88a6bk6u6CgiRSKMmKYHiPrWIHT/XgSmP5/+q3udY1pyZg8+92rnGDoIEQ/Sr7gj8MnrzjGnDf96UdUe55jzivOXHX+a6+b0Vd+m6Gi8IBFGLr6OQpkvoC31XJRvIBKHpkkUbU0y1bclSI2XkSk6KhPC1zBSJMJ4oW3RCZn69zJT6YEEomtafb2ecTdSNA0cReS4lAiTbduhgoEtObOslDTbkxpMSbPM1KAnzTJT2z2pQSO1zUwN2inttscSphBG6PtjCyP0hbRtwxaGHXrHNgzD9gjLNCzTsExx6FcRNA3LYwdNO2jawaCREjAG7rcOC7Qf5m9L87emtBwwfQHDF7B9fsvna/e1tNm2fcSRhx0xLOWIIcawQcFh6QeGpvkGe5oHH6hP99WmNtcYjbV2S7PweAyPR6SkCE+K8HiExyPMFOHx2GaK7fEIT4p9cJ6TEfq6HlrLputvXZcqBGIgMOMFcVi6SDvMHpBupR0WTE0Pph0WTElvSzmszTOg1RzQag9os1IPM/cfHqxPD9SltdR5mmvt+rpgXe2BffW+vfUtuxoadzTVFzenH5v2lYwjhn7ryMHf/MqArx2dcvTR9hFHtw39qn/Q0U2pX2lsH1K/f6DHsAenHRiU4h9o+Aa2NQ040Jjmb/T4GkRzg9XY2N7Q0FbfFGwPegaketJSzbRUMy3NSEs10tKM1DQjNVWkponUVJGSJjweIb7IiLYhvjgnd3zjTI+VkmanpFkpaVZKWtCTGjTTLE9auye13UxrE6lBkXJixrdFp5MSVPG3Fj6pwZkAEBNkQQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAjP1/oWZTiuFCVwIAAAAASUVORK5CYII=", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "# Show the rendering\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c2fb4670", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:36.242200Z", + "iopub.status.busy": "2023-06-22T17:22:36.241950Z", + "iopub.status.idle": "2023-06-22T17:22:36.258140Z", + "shell.execute_reply": "2023-06-22T17:22:36.257530Z" + } + }, + "outputs": [], + "source": [ + "\n", + "ses.DeleteRenderer(ren)" + ] + }, + { + "cell_type": "markdown", + "id": "59d7b369", + "metadata": { + "lines_to_next_cell": 0, + "region_name": "md" + }, + "source": [ + "\n", + "Below we generate an XArray variable that consists of a curvilinear 3D grid.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5ffb9598", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:36.261106Z", + "iopub.status.busy": "2023-06-22T17:22:36.260850Z", + "iopub.status.idle": "2023-06-22T17:22:36.267776Z", + "shell.execute_reply": "2023-06-22T17:22:36.267211Z" + } + }, + "outputs": [], + "source": [ + "\n", + "def gen3d(w,h,d,f):\n", + " \"\"\"Generate a 3D grid of size (w,h,d) by evaluating f(x,y,z) for every x,y,z coordinate\"\"\"\n", + " az = []\n", + " for z in range(0,d):\n", + " ay = []\n", + " for y in range(0,h):\n", + " ax = []\n", + " for x in range(0,w):\n", + " ax += [f(x,y,z)]\n", + " ay += [ax]\n", + " az += [ay]\n", + " return az\n", + "\n", + "\n", + "w = h = d = 8\n", + "curveVar = xr.DataArray(\n", + " gen3d(w,h,d,lambda x,y,z: z*w*h + y*w + x),\n", + " dims=(\"x\", \"y\", \"z\"),\n", + " coords={\n", + " \"x_coord\": xr.DataArray(gen2d(w,h,lambda x,y: x), dims=(\"x\", \"y\")),\n", + " \"y_coord\": xr.DataArray(gen2d(w,h,lambda x,y: y), dims=(\"x\", \"y\")),\n", + " \"z_coord\": xr.DataArray(gen3d(w,h,d,lambda x,y,z: z), dims=(\"x\", \"y\", \"z\")),\n", + " })\n", + "\n", + "data.AddXArrayData(\"variable_3d\", curveVar)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "6ea78e51", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:36.270451Z", + "iopub.status.busy": "2023-06-22T17:22:36.270227Z", + "iopub.status.idle": "2023-06-22T17:22:36.274222Z", + "shell.execute_reply": "2023-06-22T17:22:36.273709Z" + } + }, + "outputs": [], + "source": [ + "\n", + "# Create a renderer for the data\n", + "\n", + "ren = data.NewRenderer(renderer.WireFrameRenderer)\n", + "ren.SetVariableName(\"variable_3d\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "95968aaa", + "metadata": { + "execution": { + "iopub.execute_input": "2023-06-22T17:22:36.276874Z", + "iopub.status.busy": "2023-06-22T17:22:36.276535Z", + "iopub.status.idle": "2023-06-22T17:22:36.321130Z", + "shell.execute_reply": "2023-06-22T17:22:36.320567Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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ynoeeZsCFQsUq3Qk0moUQ1A3bdr5A0Up3A2XfrijEWln/61f/KHWtbGnZxWsO2VXNuJEeRZe9fv3qH6V0JCH/7mwla8XcPK6wLFydEYPHzpgJxiUYAADmGjFg7GteDeSOltQI2ATCebaZUoMkhrvnIj3POP/DWf+oC3KWf/Wu5YtFS1RQuZdjgheFBxeLFr9QWGkvR2kb9MdV/9KXr/mX/0NhPuaG6yX446r/tXLSFL9hb5DikVaZa/7Xymjey8lWomZMwEmtSxEDeurMvB+9etDNNlgYsTeOZytZW+tSLpcqWS7ghsJMTGXkLIDLJUqWv8UjrCmeuZq4VLxE+Vs3KwTd9JBO8TZMomqu1MWr1yuWvVG5rJjE3gf3Oih96dr1imUMoiIBnxerFh14RuJN7Mdd+so1/wpaCosBABDmiF6GpaVlQk9+dSZRhDp4410tU6qs/3WFmcTcPJGtRE3nD1PUHBpX/yhV9oZSYb0CV/8odblkyXI3lfZvKKj2FpY8f7nE2cs3q5WTn4UJ90bjQcnzV25WES2pcWJlL1LlXdB5hZngOL8AKomWvWjV6MBz6uSlAC57GX65ogPP6sJFEYQ6QKmiUVrf2O11ogPPfF6sukqZ8Qqi3Azq/a3Tnxf/U2EmCiD2GV0rW/qPq/6qZGVyUJKWva6ayle5O1b81KWA6uXVzdOcKH5GN0kVvbtfFq4YdfuikhxKnFPWvxEHwgTzTiXPX75ZlSOpe/WbxLRHGB5J3qhcttSFK/qQEYSo9keUtuZJcqNS2VIXr0qhxEZ04LkvilZVkoNSiGsArlcsU/ryNVWyUvNGDfL0L/+HZ0kllqX+foTFTl4MrFExqHYlyXeaCiIEpyTVnopSSFjb4JEa13D+yllkjkLl34Zc1qwUkSw4JhWcdF4RWMsjSTFjX60Rdfti9iKatxIY3wywaMEJRGWablx1s0q5kuf5ejamYysbNyqXvV5Rac8GCU2+6iLHzxc+cu7235W1yNxUKHL8fNBfZlf5XxUo8/qO8ISJBxQ9cSGoluZikmD8YMvjNBqBSQjGZBRITyTN4DSpg+3JrT8rFD99SUkOUcGXcxSqoBYfjRBQvXzxM4rE9ArcrFauxNnLJc9r0l3W8HsodOhscJ0qIfUMnVXQHoUPnwuuU8VoFi4gbbu/yV/qZagnwyrBrmPho5r3bMwwO+pZEXrDiNCj8RHvOElHEBpPMgfVqlT0xAUlObwJuZajoNkNAANrVCx2Umjtw61BMP6xy0FgjYoB1csXP6VA2Ru7Q33Bg2cK7D99t4Fa6+EmRcGDZ+7Ur6ZV7qq9u0qftcxhhGj+3+Yr8TJUqcuzPLj8BxEawu2MV6wRcroUnH3pjVaEr+7e+Ca/aJdcWWSVy6haz0wzR+KgvyoVOS7BGk4BEcNemKDalYocPy+s7D3CI3s9urf59p6828goXajT88u/79TdhubQ9zzGt9/lLfo8LEhJxqg+jcrVa/h4q+ABwT4N5h371AtqayykXtVCB8/qRgYJNkO1LcaD61YpdOiskhxehgZ8m8/UkYaC61QpfNh4W2tNcfvvyoWP6CGj+sYySOTbfTK06Z/3mtcUSGOuUbt0Nvn2nAxtaqCNtWf8kKfw03DB3Vg8SY25b2Gj+iP7IU/hp2HKwsbLA0MS4ZHE978XeWYIQ9F4Fnb7+9+L8F3FWCN7I76652FB3+Ut6jmdAnievRAU/Pm9wO/yeg46byDu1K9W8KA4L2FzNaxicad+NeW9GfHQr3ubd8eJ37cdC2tZS7cS9UfeHSfCWphawB9zF3gcESr79rw7Twj3ZpTD8LlHEfYypp4d9ViBhs+Lal2BoY3/zL/3lOzbn4UF/8DfkzAD7jaqnn+fLAG9RCnebVA9/75TBQ9IjQfCD2PXCLnIs+VoeKvaEf/8hbimgUO9SjlKyCbP1qPhrdxDRpksUIDCZuj3bcfCW6YKKEoyaeL/lDvfo4gwqaxUBGbB+SljYJo4OHxIpccc5ALz2FiT0ccRoT/mRmzuphSpMt5rViPvrhNKclJdTyuOWuB2+72mNfLtlhSS0FztDwMIYvea1ght/Ge+vXrHXDTgk8i9+UiujYcj29bRv2jxUPLu5t58JKLN3yqSURe/5Mx9//59JTloPaQwYsjlksijdCYfEXqkZ2wkOa1rT6R0fB/4o4iwn3KbYo9GFxhMw1rU+n2H9GD65gTnCYQ1r/n7juMK+zFiC3OHYU5ROdcfvN++7m9rD2hbjEGdoVwbDt1vX9cxaj4AwKzB4ZEP5ed1YZ2029/e9pjeQULE/Qckya6dx5XriimLBIi09CFGL4CZgxjpSXTrcm59xP0HvFm9vs296gAQuEULPKxQj1mifXxf18+z61zHr29H3H9AAKk2PRLUe1UdAJH378Or25F0d+fsOvo4ZVxf/L+Fkf85r9wvVy9SWa9IKgiSRPTDXgUJdc7OrOW9Su+wOm3w/chIYlxffNz8+/+h0zIRWbb+/chI1kkMgAB4wDnPZes5DRNn1klLz8LUwdTt9rF9cm86Ij8fcyO8Ze3cWzSTTurXxdq69+QvBVUkw8WDjvXoLbOf9Gyiev5Ja8fLu/Hk/7kEj78iZ8P38MhH1NbSj3s0lseBQuKacZLSx1/ZJyYZUuGd+FHsnNWDDvUA4HH3Rh5TJq4eJ3A1/vJe7smI+w/CIh+LZKIKjv/gJvj99q69sxNXjaWPEy7vBd2VtFRQii3h0h76TOKqMfTx/XZu24If+y6/bsQAIOL+A6TeTbi0W+CuxJWjPeb8sEsDABA/z3TsG4TgXNWIRMLFXSJLoZC4wjN/AVAtZGSbv+VpUybbo1/JHOwmLB8l70YBPOjk3Nkxss3fEa1Ri2Xq4Uh2N8HV2aFeRfy6ev8vK/c+6trQWBoeILev/uvq/Q+7mFe00Minsu/9dc1+ugfjAR5ilqEvE4a+mYbbVaoNCRO/moIg5c2LiuL8oEO9nOsPysofAEBK30tiHSqu8vvt6+bccEhpLkqg2Vtzv13dnBsO5dp0WKsCxIEtH0mSGKNtOvlLweoP9TAWf9y9EWa0DxkAOOMwkBB+ODz3X7kVZMH8TZrAXoak/wgg/FB47r8lSM16WwyD9J1SWXeHHwzPXYchuOuRKctaITQonPXIwg6E56kr8z1XQEKDu52PTGzW4fsjctfLpYgHgoPK+TlzVe8rC9sXnqe+9MdNIo5UAUmQv66RM98mFUey56sdfddVrscqZY0ZT2k8NcrEk55NnvZuqm6eSWsnyLvRbWr0qpxHFRb5iDp43KPxk17yZ30T10ib3ZU6NRoc8ZI+KX5qlIKoqVHBqV0kW4obk5jWOOE+Nfqom0uuxNWIqdGQiBd6UZOGkIgX1MxtwmXm1KhLBNbsy3Edp0bvRD6H1JlbFjxNjY4RuEpB6tQLc2qUIgYAIo3IhNlyIWZqlw+Pujakp16MnBpdofLU6MMuDR+mTo3qgKNfmntqlIUfF+541re50Sy4UNQdwwB+WrRTR7mksSVIRe/A0z7NlNwugIK5vgsKf61R5sLAAIT7ZMbO3AqAQQzxGijpkClEcMTL/Dl/4L+u6BN70rOJkvsVfgLa4XGPxj8v3+M5nbfhUbdGv6wwl1w6RZYRj//N3/a8f4sXA1vqXTALagtOyWUCImwUzv3NrfC3sgvT1ClNP33DEZxhhY+oFNM2ncLEENtp6fWBK6oxjwGPPGyeJZRnUPjrgrm+k3y79njaq+n/LZFmleMZ8h+3Oi/K015Nn/Ro/PMyaUNqHWCm7zm1qn+Yu/X72VteDm5tKBv1wJDr5aBWhlJBo2jur26EvZNzJwY/zN2qXa/FMH2DediC0UsVoWCsAG2hXZ/meb8WPy7cIe/eW+FvC+f+hv5p6IKwG571bf7jIrZQBtJT5a151qfZj4t2/OTS7jq+i2aLLCMe383c9OrfNq+HtTWaiGxgnAP4btbmV0P/kZmNynDL1yGzZccA4PvZW14NkSiUOBTP86X/vfda5OwRSL9suiWym/XDcQgSMyqmzI2wd0Vzf6VFzi8Gtvxh3lYAmZ+JOTs0Lwa0/N/8ba7fJjBHU4gXA1s+79/ifwu2u501k1we3wMjyX47bcM3U9e/HtHeQA6q49vpG18Pb2c0CzZK//7FldBY2fF0tAtWYlRTxaMznPVDEGZsQEHMiJBzTjsyNOR2szwDt8iPU+N/733xPF+qSEYVvBzc+vs5W1TNkuE8Y0R7/nJw6+9nb/lh7lb9ixYPk37PTHwzee2bUR2MZqEmvpmy7s1IzSQS96pzp1nK5M0mu8xvpq5/o01/5Y+82S7djdMiZ2F8M22Ds7/iHqgTAEgS+yPv55eNYCWMK6GxpX//HHEBAwB4Pbzdt9M36ssIwMnqC/onen7Pw0uLvvx6WNtvZ8iXqBSDlcYQq35e/9vmu5mbDCpck0xeDf1HfYk0gOmMZZD4euKaqDGdosZ1kXynbP4aC/71pDVRYzuZgop7UedDEmTe6sP3Linlr8egEMVReLSh3ShHNoQpof10tX+5OKxUK1K25/Glu3EmadmYeD28/TfTNgilUO5NqKPUr4e3ez2srSF9Lxkw1ccs9JRyTFiVY9yKdxO66sZGa+QYvypqvHTV7hmKXnbZ7ftXE1bL6amIYFshf+azwYkyKCkEv2oHACA4kVoNh4MQooT7GBAr/HxIQvl8WUQklFyZb8d0+nryWumMAAAcSme21X/0b0d3/GbKWtWzNQpvRnX4Zsq6b6auN5pIKrzXWAaJL8csj57YPXpyD6OJqIMcY1dET+xuNAs3VCnod+q2Td69OcatePdfN3X5UDBk+CU84DDliFBQ1Tl9DHTV3xrVUtT4Ll9NWCXv3rPBSRULZFaXj0JEjev81X+r+a+brsslgKhxXd6O6fT1xDVGE5EGD6+pnk9AZFnZRy3NPmLJ+6m9zEBGObKPWho9padepTHBK2K1QtbjQR/kZcE1x1ClJh1GDL+ELYCEh1+GgOClhEHqTC/GvaApJW0enOxJ0VO3bZUL+oHOukWwsHcTuuYYt1LM3ebx7uDDuwldc4xbIbuPYiBM16sViS+GLXo/vY8+ZWn9/mUfvvj99N4aFyINDofMFyP7iCXvpymXhd1y1Cic8eitj4qzlYbsI5cK9LdMqAiZ3QXWS/t+Ss/so5bqzOdY4MdqhayqZxs9uceXo5fJu9eQHpUAoif1+HLMcqNZqIPoid29VxbD9iNEQOIr+sXQBTEz+2E4lm3gXNUy1SITEXd/MXRh7Mx+F6vOQFy7PfVQQLKE4pKPiUv/EpGsYXHqJAEgKpOVLbnJsFOD3U7eniKU1cejhxFXX3BPEiSgUqqE+sXcMl/RgvqJnRoEwCj345HDAckAzw8HJAvwUfa68Pe7POVLkHDk1keA50dufQTb0SN01+HWFLDgzp7EspZuXYo6xbXrYZAkoDJ/jjhpOyJEI2Ay8yp2fBD901UlS1ocC/QsCEmCM1ntYqj0z8RkAomHRSWjcXMSMn2powO/GLZIQj5mxfupvUiCyD5iidFE1AMrGunpnIV0K1p2xO24uQP5LiWtE7FHJwqnfnUF3Y67Jmdvl3upu7qIDPB46GZy7JwB3PNS44bHXxW11zFy05mTP7ukPhSQvO+6XTgTvi0kmYIIbwmJDGhOxytn4rAIPrJx4ie3oNv0FpKxs/szg4ZTIcKpmOCHA5L330jRiI8MHLiRciTgI6TSY0YzT1w9LnZWP+qYFSf9xP+khVkXj4M3U5C6DbmbYwJqW0oazKDhMTP7ItM86uYh6PbBmylMbXT8e0S0cZE7TTIDmosBcz9IGjEz+orUpnScdHlbKDNDhB/7VmaMdYG44bJn5qgtJPXB0a+9Kui2PGTtPztu/uD4hUOMJsKCtIEBCVi2AXPi5g/WiI0M1C/ps/uaQ8aN2QbMiZs3SF0ypBGGmh7sZczkVu8gMN5XDgPQfY8zu0O9h5WaU+ycAZ8Pni8jg33X7XWK+3JaP93ArorY2f0/HyJHEOOAeJqxs/vHzOz3xdAF+rNRHSb6kpUga9+ZWXrPiF88jH3B6CCzUpG178z4RUNNQMQJ2SthwkGr5aFhKcuOK3IUs0fwRdzALBYB/g5CCy4yYRd8UpiCCCwysOuao0Ep9ZddZNvImGpBN27uQMHVHO8AJcXng+cZTUQdpBFFSCFLz6kJS0cYzUIpsvSaHr90uNEsnGhaBt9ySU57n6X3jPglYqSQ1kLp3KJl6TODsDGdSdwDtJqpeRUgQyTZsvadaRIyshG/cGjWfrNk3LjjCtGoNLcfoISh/HvjFw7J2n+2gqJlQP1nETd/sO5SKILH2HJpShECQObukxOWj1KyE6YGkPwiZuk+JWG5yjthykbLcvjG83ImlRQEIBUYhOk+O8ofn1PN2T/FcBC8ZjY6DwcBwO4AUN3cWpYUWy4RTcuYpZWLXzwsS2+UQZz3IH7xsPiFQ3XuV+kAs7wiKiJz14mZOv/H3FhcDoxu4jJ3nci0ERAPRa0Pj9Ty5gAzd50kZm9xSWhdAVt3VoOlHv7HLaBFTDU16hDQygI9Eg3e843nyVblpTUsnp4olrB8VJYeU4TTIM/yVovuH3jCspFZek7Vu1QWlIWcTFg2IkvPqVl6TzeajfpFeUesURnI1HG8sL2ibpBdhZk6yRNBVIGelQkjRbvK2KpTctRPps4TSFJldaGD+nGrQZytCOmKcGiyXikTAtWCcUTQFHa6WlCvjByLFZLI3HWicBLkS7/uLPlPRVM0YYkrR2fuNklhJkY61JOQsHxU5m6TVczSFA8mFWwyJElijNCup3MVqhpxWx8qT3s3lb3BJh+S1st0n7g6fscfY2W6c7iBhHf+t78spZYXirbfwpVxO8qMc5dasMAo/9s5VBNNO3iutMtjd5Yd73IFibp2O0dpjlyestHs2aiZMUu0y2N2lp0gyr1HfahaX6hHJlTApdG7yv3XWFGReumlt9duf8V9G2Xh4qid5SfSj1uaAJk6SfPj8ohHXRr+vEKaI4psHPsmf83Xd+ifLDWHANuPMJeOfoR91FA87qAUYdIm4UkVBE7/5hJcrh/hE+pApH/kwZtop7Skdf9J4i+SLU2PiVO/uPwIkXwWH3F7PcS4SCatnZC0kbcjifR6RPo4Mr3ylxxVuRE6+X8FmT+f9HQ1kUlrxydtcPblKa9Hys2R4rNUbSbysOwYCamO/yw/wqQNE5mukI97uPsR/qiyHyHFhMIRVMABih4LTK9HFpLW/5e4epzHch93c5Nr+XHEc2H6NZ74ASG4aD/CvWKSUUha9x/fGofIUAa0H6FIeiwwvR6PfyfZj5DyY0a6QirEoy4eXD9VxLFv3AQ3uR+hVmNlv9bDbVun27Z56zI1xd9oFgByJwNVN9boUQtbcEhTDeT+KvLzt5tjmdAu8FzY86IazkgtPkJ2q6l2/hYfUZTd0whViI5I2jjZr91opVVu0Bxi0sbJSev/82s/RisSZpobNZUi1ALOyra2GGptPsS2Q7T5Ncb7Q29gAADWFkMlkFdWlgD61MHm7JPY9mNgbfmvbbvKZmYOh6qKUNAHj6HI2ensdlOMCFHtvpOqsCukuq+23T3yj/KqsW2d7tdasivRgoNkz9oIwdz4aP9NJ22Z5vePGby5MOShMJI2T/X7Z4RfW1OZ3ytAGtuGSSGsTQfZds+17fGumA5OUOSNZgED6uMzdkseB1mbDbbtmqMiDV27/OwRoeurMom9jHu3QOxwVnXYVe2d2HbMsrYY6jmdO+bsI/rUMX6sYds+06/lv0azkAPb9pm2rdP9WnGCk6RpeIj+oHxLZLPB2qg/ANj2LbTWN9eGD2L6z9ZG/W17F8y3C2/bdGTaTjHN83NEsqFFGCcJvnwIgnReOtPcc1mJk6ZTafBF0zmJSTjMPQnwLPUk4/0j7dN3EvQJgoDpuyToYw8v8qDCM5i5nWrm+hk/ESyW1J+HZuwiAJ7O2EUA2GfsIggCZoinoerXxMyMIGDmbgLAPnM3AfBk5m4C4OBMZ39lPgDMpPsuJ5rO3MMg3K+Q209lIEhwz82OyvwxddK9Mg7M4qYk5jlPxkxAXKVBZXS0yay9BMWBOkAhxXWpd6FZe7lOqY9m897rAgn7hZP1sM+1NuENgGxm2HbO9lLmKoO1ingmd2Hdin7ap5nqeSat57W6th1YLHAjM9p43LVDMooOlWgsc4AngjPL8HXqDocwc0XGMr+6pOYz3gGAaTsdE7fYAeBJL8+iJa1zGZvZ9rNj7cehjGXuoYxluHxQGlQmmNHGwT2YOGUsYNu3EFJNeyhbHspYRoIW1BLUGJ2iRNnyxF/ZDwC2vQsAIGmNywmHjidO4eRPboIrAVfnIXfnEGksQzGnwDT24QMVTHzqdoeAyqSCklNARhtHcuMiXtBYxrZnPktN8hn7iDWWSY0nLtdYZi99fPx7Idso227eeGnyfJqFQRsB6QBWtHGTG8voCmvdnrZDS21HRGygZbJhsbVuT9shmfuxqYVRLX3GbZC+KRLXoU3ZnMP4jXrt/8A/wagfBx5M2IQiQNWrXvOi/21WuxKkM5+4xT6smfBdKn3J/C+tbf8ia0P0/hhKylM7QzZs+xfZ9i6wNuqndUGmhYkUoSZPWzBT69/drbW72o5qtJ+yhq+v9e9utqNCu1rLhBTK49pkEJfclcpap7vtyAoVedjVstr0WKBAfBmj7WWEDHYo2gLWEiq9pOoaDdkOLbPWFZ7/R2BUSylhvjX4Om0Hl1rr8e7kLBtqMkXlZTu4xFqvl7WBTvucG4N0YxmPsNbqZDu+JunkOrezJhsFcmGt1dl2fI3RLCTDWruL7dhqVbIiAf5r/9nwlR9Uyc0DcHQjSwLYjY60Zrfzhxnloa0uRq7+OL5tBrUczG1HV1r/7ib7dgEWmnZYbEdWWOt0l1SQ4QbHtiMrbYeXWev0MJqI8TCTIjTOMsdao4Nf9XZJpzbyXFdGTDOxrDU6JJ1ar195XGAwZEmS1JtIVefrVBsUMsGpQgHOmhCQAg4BzPWXS1uDt0NiDSAZME5KDwg3bLnNcyItYTu22lq7C+9lU/aqbcdWW2t3tv4lrs9hShFUhJkUoSaQ8AD9qv2TdGazsRyk3u5Xra2KnN1K4u+vMleaZ/Tw678gQXSmAAB+1dslnd4kmRwP7Ckq6CFBN0IAJ2f3fhLp/KsKASXg00NJpzZY/2wPAO7yqd+kUQRUGd8knVpvrdGBc1qI8+DFiVO7Wg3sRiedXGet2dHtlLpjPfUko3OynVjL5qw/TBRzO+0G3ZYHvyqtEs9tTbygcshTTeFXpVXi+W1S7/L4qYr/lu0pkq03VRwUzumTuc+cOLVyEwBpcU4zpmpA6tsgDR8R8i5SWvSYF+03L35Wz0zIS0haHt4r6XO5xsY0SDq9ya96O5k3G0E86fQmRg8pHU6k+RGhZGSq1CJTBfWjnmqKTBWbJ1zcpUJGsvo9Cwdm6z7tvaRbMlVqkXhhp5zCUFBhTCZGcNyCbLiMHxHydERIMXOMinu6MrpBfEg8v82vSitJt/SeFTu3b2Y5hanRxU88t9WvamsFGUgjQZJySLPi6fhVbe1XrY2MfLwb6cYyspFweS/ljGUu8PQiM5dv7HQYEvuxqDnYX/rvF50nRUm6JVOFJgmX1Ik9v2To510mv1MlKwGQuMVt+Y06CbB4yOddtS+dD92mRC8a/Dl67KW9pUy3qdGLBn+eWp6irBIu7spUsbmkW7pPe79wUDb2Wb2GWQkXdmaq1AJ5yXArGHdgAJBwcVfi+e0KM0nDSFeEvMhctkGWMvXkbT0hA8o/nsxlG1Ae36QIIJMxTwrkQ19iplkx4sv2416LLMgJi8UjDYGTzDP2ZDtvKSLAyhxdD7gFMKDPMP/aUxxKSlcCe4odSQkASIuFSiPwWEW+LfyluwQXfkAeTmIAuIWvFAx1S+eJb5cM/ZybrZj3VhI3ZLKEy3syV1C6fZVO+hKDhEt7MpdvnKmi+hFL0gw87Ed4Jk/hKmFB+lB51rf5/+ZLXusSRtKGSX5tRsq48UzuwlXCnYLH+R9WwiF2w9psbdrLvt0nLMCepxjPRWWfEufuG62Hl5Cy5ZMY0VL5m6yX7I7rLUeU3OLaKypm/brP2zoXfnzu3bL/XlRadmxZPciudWfbcu+WI1WE9+vXfZEqGgBcazGi9FY1d1v1BDmvgYs//93R69dlZ8jlEdeajyy9zeNOueq8tPi9W4TUV4iB6HXrsreTuwwJAABZytSnDk78r8Cfz0Jk5JC4elymjuOUcODiUbdGPy/brW6efDj+fYEaL1yCk1L3IzyTR78Qa8/6SpsYEQN6JzmpYMaWi/M/EnvjeEzASUk5hEY+pQ6eiQsdt/86T4i1DW5R4qZsF1qSIUkyzv9wzM3j4ukxwQwsxxfyDQCm7nByYEWPazv6JTex8N7IyPB1yPBvBzl8aBp8RYsHM7YcADxlhI5LWufiT00PUPSokG9UqNV2Y14pKV0J2o19BanR5g7dpEKsPQb3jR6pKHEUmNHjgBNbTiraj3tNH3OjzR1ChVhDbjaJ3JaSRtLa8dyTHRhFA8CT1NBxAhHhmSHfkLHlwiMfCdCgEOd/OP7KflY7yQIr2hxfiDhkCDouqOhxIDoCHI04/yNx1w4yw9chA8uJgZgtIaWCtYWkpmDFluM+vvSpUVHIVqLG58WqR986rWUhqg0MPi9e4722VNXE+4BTYpJpO6JMEysgph508yPm5gl9ClK+DVPMjeNZS/2lDhuNEXvjWNZStbOWruN2VvZ77u0fiFJjGT3l16IsVb2LshetGh14Lur2BTGJXV+dUgpy7v+iaNXowHOaF+WenqeX7CHTL4pViw4865aPRBbqQ1u/O1XBad0RtScgjkLpFD+q97dOf178T0+pPG0uqBKE83x/6/TnJWrIyljXd+j9rdMxASezlaipZ6HeDj08jbwdzM8je5FKAPA2+PJXBcuKzkDVz0B0A5C9SKWo4Es5CpZTs3Q2B3VEI3SJBJaGwX0p9O9MyCtRtUdPd3m1kTw68NwXRSqJTa2yQ72Er0waT2Nhpi5m+tSoHHxVsOybkGueUkl0EpLNhh85CpYTwRMNWXxkCpGjUPk3IVcZJ/T+RMSX9zbkCuq08YNYBrC3wZdFyqS4ohUJHhV86cvCFZVS0B5Rty9m9wbtEnX7glfw1B8e33NPG/OqRcSrgaqFrwuUfnX3Bonh3+XlM+k0Bb4uUPrl3Rvf5SuhYp5qtvqpdestg0ICc+NJzQYLWk4YAAL30efTJXl/iAKrMs2JNyHXchQo7XbKU93q/zq8CbmGk44cEqap0uGG9BEhD0S0I9/mK/Fd3mIv7gVqTkYZvstXQg5Jfb/mb/OVeBl6S9ciZcGlsE2m/JgwqFchrUZeht78mqVgjAf7s39194ZykhrECnUDRTJdCyqBqRShacefQsS+/73Is7DgJ+F3dWPjCQi2FEnl+QgDPTDykI3r8nd5i0onKVi0eIgOx0Okxi0zsR4Egh1cjV88LY1lBB7Ki3uB3+UtrqxsZRAh+It7gd+qMpXCU5byV+jFvcCXoQESSJq2idUangT3gqkJ8+N/eQoCwKOIez/n+l3rsmR/PP/LU/BxROj/5cqrMB/FNwuBwKQE4zZCFzkwHzOrQAqCU45atYWoauEty6F8zMrzGNR6Os/Cgr/Pw+dkaYq5UUGGTHyy2k8CPLpP6FeJ3v64fs71+4PICKNZCOH/cuV9KMjQQ7QFbnplfLj4KXe+h5Hhsm7VST39lDuflTR49zt3sAXPSNp+zJ2fLzXnken92ZEAjyPu/Zhbpme3e05a4XFE6P9E6Rg9QD8hpsBPwu/KYIh5fSurFUw1NaoB9N2l7NecuSLv35caAMIDJIog3Dz8kjNXxP0HVL5K8pECafwdPINC48ZhbP52M9n1cKcfERVortYPc3AGrDJi0Gn3PjyMjKAnTlSCmg/gQWTEo4iwn3LnUzFPETDXO6Q6TPRJp42qzvnbbwBwL/KJK8iSunIptlDM9duv9yIfq7N1kAaPLOdvvyGjcHGhoWoUlMtBqraZolpgvhQOEKRn9FeGg+PXnDk5p9Wjpey1iLj/4JffflWJivqIuP/gVxPT816YSRGmIfye86e7kc/uRj4DAFgwyHngAa/Qya6udz//qgF/bqH3n/+AgcfiKC3ITfb6r78ZJ7l86DbmRX0qVOn8wXfdYpY6RnRw/nQ1bFfWI+OaOhEdzL1KoEOhvuKcfNHAdcYxoj1/KZ7wstbfbpnPG+T6eXmd6zj6dmjk01R6FB+qKuzD2wmXLrZ5lq4QUka0ewLwvEHkE4CXVA/sXuQTeHfbFbL18jrX8dxBzFCuz2vWQUZ2FY3k4W3p25/XZ2f1kps5gYwly2TrBhIA4NK6e4i+0cfhbRgn5wxK7T89rc/bkXpJ97Ge/lkH2d8iSIvnfljU7fD7TwSTPa3HvHpxHU/il57KIgEAZg8OSw2CmkuGFjRtmCQ9p+ukFsWKRno2bxH1uHjA8/7ozb2UIEnKXgpMnPndFXQ79vpRGTlQWuR2xKtn/UQFE9/rb0eeT9rotjnA5K3oZBRIkoy9fkQkveAIdqBqZqjxfdd5C5qyzRntmhUn/Z8RL7iJheOeI3f2CI18GhzBzooblJwZf/yfkYiixeN0Lveg24w46UnrXUHP4/wPQaqSpoKSU4G/24xSFPJbCaho4xQNihKlUZjbhzHjnrPipJ/6zU1wqWBGG6fijzNBxSVn4k7kc6TCE97sLGndBO5JVqDzJ72cwcSnc2gw+DCCbv/CXmC7G/lM5FRE/NUDwkG3WfHHmUHPmUAGJefiSc8mVGMikh4L8Vddm6qe/D+ZC5+JaxBxzxXicWqcdB1w4sf0oNuGolCub9XNUMX5wIK5vgsMf6MqB9XYFcz1fVD4a/dznE6dccuGLm6k0VTccTtC2j4YekaWuR3xKn/OH5QW6AmChDDEEQAABEe8zJfzf7pwkAMVucmDqUaSWsCDIkzz8vNBueDMjyEgLOp6WLTiLEVCAvciub++GSZtZ3kByPr+eeMpm2UpDkP8cJAm7UE6SEvqU9Dj25W0YK2g0rSVJTD8TcFc34F5ujOpCAx/I7Vng4IatZfWNYGZdp9Is8CK5clRMk/2a/dijGaCQPE8OfzvvXf+EPm4dWkwijGJmayRcoBT35iKFQDYjes9CCvFG2Hviub+Wi8uEnAz7F0R1Ymp8VoEhEUVyf216lNK6UDCpB3bNAG2Vin9++dXQmMv3o03hI0ASv3+xeXQWCl3qNb+82TkrLpSv39xRRoxneAgzDFa5cBBWKT1XnXp6V67F1Miz5caFyJREgwA4Nq9mOJuxERlIuLtV/SBXL0Xcz0sulieHEoyQeOTHdgo3Y8wHQAKXx/mzWXyZiufL8v5kAQp9+vx8pbNm+3CHXdWMr5ldIg1RfztIlWOqkMzTOAXAADYSZxZooFBt1lF29HTjwa3f3ZCWTsjgr4MCS/fjSv9++fS75MOKeQu34374/fPS+bJrhkbeVD/FTKVUmaTIUmSGV7kXL4iWpVMCvwyDUjQmprWYytzwQtICtsDmgNmY6iMj3HR/hTXo4IMlJZt7DtgYOlyi67+xBXHmKXmUKW4NwPn8hU5X7DYhcJ6hMc1lfvE2bxFzhd07q8Ue+OYjBzuRD6nDvjkOnXbdizwA/2T133CXYRJnt0nRDl7IH0Nz+QpfC5/EWE+TA4sz5DWw59zE7PcP1hAOnuwuJ0M+gAod47J21yG8q1HIIoWD6bfCAA868twn2C4f1DOHpT7xKnbNkj1JFHovKEEbUa9AICp2x00JYoe5elBgekB8rSPm/vE6ZyK3Cco5w0KlAsHE5Q7x+lgt4h0ctwnGO4fyKIB4Gkvp1xcLw4atDvHmdyFT/2KEFykS2XctYPC3SUWB6T7B7i7l5wOtp0LSUQme9LT6Rki133iAHVwJnfhkz/LdJ/g8wBRgie6uE+czlXo1K8FT/7kJjj38Xl2qK8YHAAAF4uWwHAod/OGihTZMNVQGaBicMDFIsUxi1a0qhWyAsCRgOTaxTJoVIQA+L7jSncCLxYpXj7wpq5sBFG9cMajtz5+FOoAqIALhYtXCKKl9vzQlU73aQBxlFyinS9YzG7TtlqPB32oWjCjpkU4IfozPVegaKWQW0hFaBROCteS4hbofIFihIOoHBooWxFqAo0Xfc7lLUIQZJWwIABgKUIuxEaWKX/rBgBcLlkSt2AYhpW+InPfc92hqK4pfXCl5yiVyCBQu1iGgzdTHAQmckZOh4m78oE3L5csKcfBUM60hagHVKvoZ1zvbHXnZ3AfMUwwulg7YaKOG4qSZ3oWX9yuZfxwC07WKMxu34XNo5RD+AO5WLR4+Vs3VS1QEQ4FJPvgZPXCn4lJLO99D+o+rmJIgPOHOaTWFBeLFCcJkiTIiiGM/U2VbsPkfn/Z69epg2vl/8BxrOT5K5Jp6gw1Hny+xROv9hmDW7BSF6+qkB0HdYr7AsBefzt6NjJiBuu8wKTlvuuOKphQAgZeI5K1LU6dfAPwXf9yAvk4L21qzUrTtCHnlvDpgnxOUlfdXZ1fcSdCHQR3dpRknmnGLVo8Whe3ZMBduW1o7Tq+N811TJ7Yd91O0bM7KD5ODk0bsEtX9urxN3qcfJs2SAEg9t9IcRCw/0YKwKv9N1KAOLH/RmrXIXTa/hspzvvWtT6Qet7SqxxgQP+Uh6b16dsJVlYOApn5S8RJx3EhGnenIq8yigZY2+oglQYjEH0mAAD4skfZdyuvOidhmxVHJXvJd68b7McOBdgFU7pzCJnKl/hvLWeDLpcqSdrJQovHwh91tSvFPLhcsiTpIMsFqDFtyV4jTF0xQuJG5bI3q5ZToVQAAHg+QIM1ws1T5d3IjC1HrxHeqCRBXo9rhCzs9bfvuIIIhc1aI5y4RZ01QpoeE8zAcnv97dcrofe85l8jRKw7elojRLBFrl/u87fvvOq29MKMNodcnhQPao3Qv2IZ6iczdBxzjTDW/whNb991+86rDucaISq2nD6glienbHfsuuagotClrhG6YtclbWCuETqXP/3LlwFObDmpYMaWY60R7r7mQGovZODZuGuHuCdpiFojTA0dx12qpHCt3B9MbYSMLafZGiGC/15/YVXqAh09TnxU2Gvl/7haphR1TK8RAiqwnEhoskaYuvapHFfLlL5SupRAAlZsORlrhEL92hJnLwNAQPXyGIbhFrzw0XOecpNflhlQ4pxT3mInL6qeOQlY0zL41kuE3YH9U9EUVVHy3OWAauWLnRIQ1o2nptO2JECKHWOdURcWH2nLfnYHRjoNi4224yQhxY75ShldWHxVWeMkkYcAkOLAfE3jbHmjctkSZy8fYDA08APbdpmw4GSDUhaRilAqrlcsW/L8Zfon87GYollRDzcqlSUIkiTI0peUztWpsPsErRWC/qqE4Vihg2eV52k4BNZxi528GFizIm7BCx0+q3q5LcrhALDuLNmustyXVsESNPfOYqcuBtWqpKiLo96SeMvy+PpzZNtKGnzOGACABdlyM/m7l5ziwIw2Y3fB7sD4GzrEeVyi1peETRfI5mUxCZOuHh6poieuUc9VAhj0N18kmpeVWvNixQ+oXp4kyOKnL8m7XQ0KOoFHUvlQcxumwofPAUBw3So4juffd0rq7SaraiEUOXYeFEjqEe0qY6tPk3Y7dK1hfK0UPnouuG6VggfO0GfokZ/+5NpWwlafJjtW1aTkIsfO365TWXxPzm43jx6EFF6vATdQFXf778qFDp1VlwBdE2vPkK0rGP/eUgj6qxLVLrGhJUHk1MiaM6QFh1blJRcs5obbf1UmHATVLgndb5bHIh9BtSoRDqLoiQvSblNqLCMdVIt5t2F1zIJhGPb7juOqF2ESOCVtVD3f7pPcqwrnCam2fslREt7JXOZUEQUPnLnbsHq+PQgx3aGOWhDOJQU9zFCnaIuPhOm8FHtquSbwL05JAfHhTyWJKVQ4qrAU2rRIlTKkFM1CSL2qBfaflpCnfDoesPIk2aGKVlqI1U9NkwiuW4UkSZIg0d0axdBqY1660QxrXhPD8dxbRG2SZ1YIvcH5dp+817QGZsHzbJWzbaEwetTC2smNCaAu8u05ea9Zjd+3u3drjOhgdquJLTpM9vpLk7JxauWMN2+3C11rYIsOm2JImC0r3rUG5m5VyyMDBkCLqQEWHyG7/Cnj0aj/NPl6qGpAMtvO1TV5Xe82qk46SC0mpcyDuw2rk4TmMkpzn5CBPNuOAUB469oYjufaIGQb5r3DdmrUG96qNmZhyoix/pcLbO5+wu6AwQ1x0NqPUHA97/ftx8Nb1c69WYc+jYcqS05h14Ja1ZJ3x4nwlrVFJSUBAFLshitCEtgVIlx7WFiLWnSnzUOgKelIUeDDIhHuNe8uSFjzmlTLIxEq18a8A6SPBSBqouekAkCRCmtRi3QQ0ufbzNTIeuJyr1kNkiDz7jyhAxetRoQs5N50BAAi29XBcAzDsF9X7/d4i9eB0hD329f9be0Bj4klAIP+9XAAmLbT8W8T/ezwkA187s1HItvV2aobCR4MqI9P30WkpCC8TZQDF2fsSNUPzzytfnC60ktRPyIFlEFl5h6iX12MeUYdSGq9SYj4569cGw97TqkxZu911kYHlPsHKOi9hbeuTbWoOkI/DRrR+i9qFlSLOTY+eFCE6kqfc53TmfVh5wYYjv28fI+q2WsFSa/rb2sPPOhYD7Pg6LiBCvBvE8ukrXaCgP828zZ7E7c4+uZmJ+Dp9L9GuCROKME4iSF9FrcCtD7ZGKhL1/5hpUHcQswQ9H08ibqK4sbMHANKCzIjrwpHYfWAscXp2/Hjjdxys09n5Hxy0lY7wCvqzKSt9pQUgj4WWZSCbwp1KwaTtzlSUsjJ2xwA1N+Xk7c5SDjuisWaPNV1fKkV7oNP3uZw5jW62JRt4sxseOC6HYOUZNI9NxKV+QvmLak4NmU7P42PU5BX3U5eaEkFXG16uMGOegem1kNmREylbxlR1HnsVqkv+NwQ3XF02k5COOX0nY6BDdSff77fvi7pIHIKT615Le63q0sS5pCO5Wl4vkBR7cp63L0R06fyxcCWqhch26GeGUkg5qYcex9aOpGBAvb4o78rlgj/bbaPWZvMlwlJkiJDhCMd6plhBPj4AMDELfbH3RoBJ1ZAy38RvtLCcc+RbJHcuOFpmMqy1TBE0eLBjCQAAI+6NqSPmQEBKPd/yqGe4kPpP2QkAX1ARRKYvNUBqXHJKXqU7z8FZkyAR10aMm9nRRuXCmYkAa7O288JDwR8DvX+QgM4ZkAAV9Hugc6pQAEPOzcQUKhMdw5kJAEkNy7irh0ScKifsCmFpSORAQFYfARAxQp41KXhg071xaRngRnQHBlGQAyQMQEUgg4UAAAPO9V/0AHdeVEFrEgCcoJua4f/W7obAJ72borhOIZrM/TWZTM/JOIHLSyQ6/unfZqpt9unM+GE9hlGrPowuZMusYx58H/LdtOxPAyERvWA+zK+C0+v0MjVHx9FvFWdg3iMWvMR8fq4Gc27fmg0Lzp6zUfuSfWWT0V9QY97NP6/Jbum1OBNoBoffjpj1yePae3LGSwqbYUed2/0f0t334t8Aqv2KcxKJrRpRx/3aEzFBf1lhcGzgx72IzxfoJgrYKvG0GJEKAckAEDE8Xu5avyuTmYkyd+Y6mhqIaKoiGP3ctVUQWrDIHvR5Vho7pp5RWRg4A68muQacfRerlpGPXEVAvLIzkAzwUnW/yrk6HHzPNGIOBKWq3YeBVSUEmBl8NOiHUpzFIdTvxSs9lDBfoTnCxTTiBkXlCJ8NfSf18PaqpVn0pZp8m48l981JxxzU47ZUkiEc+rmxQBRcu2+JmpqdMImt+mUvnPjmD9Jkoy9IWoil6bHxDlxU6P0GuTz/i1eDf2HPt/yX0QsRK2nRvvNjwfFU6Nn3adGn/dr8XJIa+qYyZ+aGr3jPjXaf0FCq2FGTo0OWJBAzdDu82dMjTKCuNKzuy8Ht2aGUQXFU6PUNpADFyaA+/aQFLiR0wHgLnpqVMj0gzm1S4M5NfpiUKtnqTFUBZY896s1Nep/mNVODlrsZhIwdTtrahRtNSo8NfpyUGtqVYWeegkVHWvUjS0jjutp2VOjPLO7MvBiQMvn/VoAYwtJHXBK6dSo7jOL307fCACvh7fDcByz4F9NWKU3A21AyfVmRPuvJ69VMdv5/bP2nBHjsDuWDf9SheykP+5vp298PbzdN1PWqVC6IPg6o/P6Zuk5IybmXby6xeE+Ap+GWzWlaL1ToickJzsJeOyv4z4WR7I7W8UfeO/ZsbN7Z5Zyh8ptyut/23wzbQOtCIWgwai618wYH1/LrJ6Z1M321dB/qBbDHWZyfpCI18Pakg6CJIjvZm02mgsCRq4RCoBuWKPGdQYMyzF2hbx8zPbifD157dvRHTGLJcc4mRJxsXjI5wDQacLbVWO+UitPSfhmyrqoMZ1yTFil8V6JvA8zOdmuctEY4OJir5AkJCc7jA0tk/JRrNkn7uMDGGIxT0Hh4Cpd5zogAQDejOzw9aQ1ou9RuT3oNjV60eDPueeV1MSbkR1IgtCqZ2lEg6itRCKhf4g1+UBN2uYYtxIA3v3XDcPx7COX6M5JDbiL9dV/qwHg3YSumMWiokSrxnzVbsxL0Kk5YgcbzTFh1bsJXXsloNJqb6+0cmSOdmNeqZvnV/+tfjeh65djlntMuWLEl+3Gqly6ePh+5rt8xJdinDeixnfJMXYFa+cshcjwmc+y4dlTf8l/9eTdGTWui6tDqbtZXKf/3i4blt1zOhCrfqLGdwEHkYM7B2acxZ9CRI3tTBIE1eIhYCaxzKQI+fHl6GUA8H5KT7DgGIZ/PmS+5kVq/JCoFvb9tF5f/LuIOqNcga2b8J095dmixtBiyGP3K2hhWgx5wk5ysF6LoU9oPvQx4l7qUspQOk2vBFiSfRogbtkskA9AaMuhT7gEkcuN3JP0meSPKZyroh6hs5HZV9dtlfHDkFbDnmK+U1oNewqwkXHpLnXM+pvyMUXZIqWctw0DAAxSPqZQzhucvyEMp471rYc/w30ntR7+DJIGuTl77P5byVaOyR/tzNu5WaEyJ6mVRXfcRp2ksZZ5laqs+Zkm9E0c98+Icc5zCQNoXw6+7SFJxsoitqM2ywEDAAAcqJNcBLYf+3rdhG9FpBQC85OPntg9+6ilCjM0CaIndScJkiQI2TN5GkDiJ8Y2limoo7HMoFYiU8bO6hc7Z4CYlDbZxjIMB0p5xjLBtLGMoDVszIy+sbP7A8AuWcYyLJAkKdLrEW0sk68IfbxbyFjGyYHlItli6JOYmX1ZiYVdOZHGMiEoYxmu8Q7TjxCpOMWD6UAJqf6RMTP6AstY5sYxSLXloYxlKA4KTXWUgLLToUaEFKU7PMYy76f3Ac5eymfyKDOWYei5yZxRKY+xDMKwKPa6NGOZ99N7sxQnbQQkYCzD5IO0EkIa8nDBNZZhgeXLiPSDhFTjnffTe0dP6SmQG72XskhbHhbi/BnGMjm1NZZ5P82DLEzo6X916lc3wc3lRygb2QbNA4C4eYMAx7L2mSmUVO6sgm6jdmp0Gzd3IOY/jIeKQTMI/F+6QCPw+eD5cXMHZu0/W6OiRdJQBZ8PmR83d6C2ZegDDIudMyDbgDmaFqLh03D/BGJn9882cG7rEcP1piEebBLoT7jShaGxM/tlGzxPe0LK4aEVip3VjyRIPebqtIFXKkIKWfvNAoD4RUMBt2A4lrnbZI+36AsJCixr/9m7rjniF1uy9FS+6ZKeitO9LBIAIGv/2fGL/s3SS+RYHMlWsggaKUWM33aUWaDWKlkQ3LJR2/D6avSlC0kupVrEPvG4BYM99H0VQb9vJ27+4LNlptQr6atbiVogbsFgIEiSILTuZimFUmMZM61nIpGl13TqIGH5KAzHM3WeYCwfJcjSc2rCshEYbsnUhXciQuPdJ9TJJkuvaQnLR2buinD/8i5gQvrDRN+Gx7cC86EbXHfaJhLCM+KXDM/SI3Wmmk9kPTolimotfslwcDiy9J6+/7o+W41iyEOFiF8yHAgH3fx6O0w0IlT4jDJ3nQgAiavHYTju136M0XRkghrXJq4ei+EWNaTQFpw6cjVCmbtOSlw9NlPH8VqWr3mbl7nb5MRVY83ARAlImy1zd+d8iVcpPjckrhydqbOYlSrzPovEVWNIB0G1VOJhtkeWsGIUEIT5ZuCE4LEOdd19Qgdk6jgOqKVd3AK4VruPag1KfyRtmOTXZqS+j8BVmozmhHVLpo7j+WJqyCjFqOZNcFDoHdBOBN3mhJPWTjBPv1Ce0Ilrxmfq4NapMq/GRiFp7QSSJIAgMnXy4lk3PniINXqhULEKt3WKNfpyUCvVgw7YtsocuV+ftLXkSFG7RnjEe/9bX5QqSkUdlXqv1DCDCj+t6xO3lhzFIzWqzYu5HvR5SUVmhyYBS/D3/oFflCoidIOsp2kGvL8e9AXjkfn/t7XUaHXecw/QuMai/YOyl5LwKl77b1vp0VJcKhXyJwnAZPbLpYomQOLqhO1/jBERggdxK/i1HaUGBxee9m7640KdYo2e/q1Q1fu36Z+SY41eKKSf+8TLwa1Vz5NShLYds2y750q6kek3EhNwUkbRwREvqQORbiG7rqLNvm1bpjH5j9/o0X1ClLNHMNJ9ghFhlc+dAxguHCzPkOZs/0UAgKTNU207ZvFlhXT2QLp2cGOxMj1JBF0VPYPpNwLubiFM/pT7REjEc0h156DCrip03lACynOD8uJIdZ94Dgy/FNv2mUwPENbOWawgq/JKp8B16ueGh4VU7w4WmM4eLNi2zWDuhEWDtfUV7RYiEFvAzX0C5TeCdO3gIvb6EWH3CTrsqm37TNuWachYqcDjXsIF7Rki0ruDBeYWV8gIqwKwbZ1OuT/xeYAowVMxUfFUAstvJI24T0iFtekgALDtmQ84DjhurSvW00VPCHxYTv57F1gb9NGNjwB4GwGe89amg2x75lsbsl0M1YSmwzMfD6Z9BlqNMotGs/DxhRRR+94pZaJBnrbdc62N+iMVoQzo/Jhsu+ZYGw8AnqDhZoZt9zwgHEAQ1maDjeaiE7zealQ86IbYdnApWHBr7a7G8hGL1CG8tUEf24HFgK8WY7whJl91svFcDgYA1oZ9bQeXWOv00KwYLRs5thMFs+oMnyBlEkA9U19fsAncrt5rILYmxJZo27/IWq8XgPfFGBtgXTqA2fNTjb/m9WDbvwgIAtXh9rJHIBUeR4RpUH5rne4AYDu6CnDcWqOD0XQkwFq35/iNKbajFsAtmjDX8mlb6/SwHV1lrdVJiyI1VUfWuj1tR1Zaa3f2us/BdmSFtXYXoZ2wzCqQ7fBy619CXVVDfTd5a812ZAU4HHMSOo9oYZ7JNhdbgYUx2+Fl4CCsdbXrqpoa5nlaeoNqkZNOrgMMBxz3q6L+CqVGsNbqDABJp9b7VVNt40Z9YK3VKenkOr/q7WTcq2+7xzEi82XPjho+EhQFT5O65oTt+Brv6qFSsB1bba3ZEQAmb+1sNBexsJ1YCwQBhMNau4vRXIzEp6sIKdCNcuK5rYDhmSrqt36rEH7V2iad2UxaLJkqqrafgA7DA7/q7RLPbslUWSj+qhlh8QWU8jN0XOICHw3S4n2KMOn0JmtVMb1SlsxGjm2TTm8Cwm5NbUzM8VI4wUcm6fQmIBzW6l7WmdYIaV4Riv08MlVqAQAJF3cBhmcu11D5Z0W/f9p9oH5VWgFAwsWdgPtkLttA5QJV+pq5bDJVbplwcVfm8o3VLFkhW0/hVvyqtEq8sJPX5sQcxjLOM6kHiRd2+FXQNq6xev0AZ5Unnt/uJ6szKvmlR90gQ5rECzuBsPtV0sUFRSUknt+GEYSf0Z1RXXsungrzVpdzsZBY2ZnLN85crmH8lX3gbnZsHnCbnszlm2Qu2yD+6gHnbyP1oNibMpdvHH9lv5wSmIXpq34IH19+KxkzjQFSubiGgxoamwjGGhWfDQYAkHB5r/IpGT3fioRLezJVaJJJrhbUiWrqw4+/vBcAEi/szFSxueFa0GxI64pQFrKUqQ8AWUv9FXv9mLw9mABAsx4P+uvJ8kfdOP/DcfLZUlDEWdKHnaVMPX7vMf2nuTyXSFgy8F0ygRpE2I4SPryE9YKE5xh37RBjVsMoiCUcf/1I/NX9mcs11JSNWojzPxR/9UCWsg0AIFOFJkbTMSM8RJa5WKR4+cCb+lB5OaT1dzM2qZunbdsMa/MhMm5khtSR51Dv4rB5jbWV/JX/z8IDPubWMqwBowm93X5oobXT2Wf5kbR5jZ8n0TTnrwaC2g4tvN4VhChp02q/1h2pSsgQFpCcRy5/KRpSvcl4NnzDb6XkdoZKSNi0JnNr1yMLbPtvkfUy9+zUDb5hASmsR8CRNWHTmsyt24vP81abf4tu0ElwBH8piN+4Jss/4hsQxGuQrWRt6uBMnsJVwoJkcKDCPcq4UQDP+jb/3/xt6ubJh9O5ClWNUBBZ5mKR4hox4+LlEA0iy2ybIe9GZkidmIBTAPAu6HzU7YtvQ66IzOF2xCvqQGTEnJ18kWXco8SN25AskAlJkpTajrp9Ubg4OvANE8x4Onx8gBHdhhU0p9mgR9zEwlHuYm6eiAq6IIYbN9INM8hO88GIoDbiwQypA+4Rc5IYeztT0wNU4BuKDxXdBhlSRx9QIXUoGtReyhS92BuukD3MvZFZeymzQupIBTOkDhVkhwnuXsqQGviGiejAc8j9mWkg3T9YmyHTEXOY2zWzwIx0gwypw+XGoXoWAGKvHxWOLMOKbsPnvoKMvMMFHTRHZOAbAHgXdD468AzVcDHnXWTvw6xWTAMm6Ig5OoAVUucTjSyjCr4sXJE6eH3Hn8Dw7/KVMJaPMHIUKv825KoDt3ybr6TRXDwgR+EKb0KufV2gtNFEFMDAuVFDp2WVr3K9DbmSvUAZYUWoUdGS8DbkCkbYsxeqoGup0vE25ApGOL4sVN5oIl6GdEXoGawv7pv8pQDgZegtAsd/kNvD8lyMYnxV4A8AeBl6y4Fb/pdHWoxBYajeBn1doPTL0Fvf5S0qlMhDoTq1iy9Db71jlmqC5UEuXoYGQGKU0Sw842Xoza/y6jfnJA8vQ29hhP2r/GbvUL66ewMjia/ylzKaiFfCVIrQTFEuPBnaUa320/AQEnACs/ycK4/CAjVqUSmeT8Lv/pQ7n3rFqU/2u7xFn4bf+TF3fnlFKlVIol89u8XXVLqPZFZM6qEDNxdJJugn9Sws+Ls8BZXkpOgGcZa0z8Nufye9E6lR9wiZ69PwEJx04ATxrXA/8tOGxz18TKUIzQr+OvwxdwHq4EFkpAPDc/32qwbFqNA/+Cl3vkcRYXbcJ+dvvynPTU0wXtAfc+d/EBnxa85cBtLhglX7djyDGYxEhZGCZ+B/a4xxpWDhUUTY/xT3HaVDguyPIsJw0vGDe/cxNRudu+zo4h5FhGGk40ckw3RIhIkUoZnGg5Lxa86cABAW+YgE/PecP6mZtUr1Qo1ZwyMfOcCSN+ePquSr+iP7NWeusMhHybprGvGC/JIzd3jkQw2pKEYG7OMvOfMg97cCU3xlWMT9Bz9L6jLqq3jCIx/hmONn03QZMc5hxP0HFpL4OWdOYwilRZhIEaYB5Mn5MwDcjXxGkDhBG44uG0RbkAriDTpZwAb389GN+HMLjnz9E8NglYsPJABASMQLApUspvFfjJNvefIhAd41ogw7lw667W7hOaq7208MAG5uQFqBOhF/h3U1mQQcI1C3vOGcjGrEODO6O38pnvC+4V9umS8Z6Pp5Y73rOC4kOOJlCjiCI16m8nFyGNVNTOlSXcxFYXTXFwBvG0W8AHgdEvHCDkRIxAuIC3Ft63h9vet48SDmdo/vGvyF3P1RPEZ1oW9/25Cd1Wtu5jjm+EhkZJ+PDRaicX09tQckCyM7M04uGhTitPl83ZDX+PMVbRf6tu7fSBvR0MinKYAD6StkQRoTcvf+C0ETU3cO19bzJH7t0U4VAGDBoNRkZGjkExyIXL/97PkuJEzQD/IOGOg+8WrIP6rnKd99orBL8Pe3TsvI4XbEq8DwNwFhUSLdJ3ZcIZDnWSKMXe/RfeKUSHq3wt+yTp4vJMp9gnbheMlynxj4iJvYg/sEykczOOJlYPhr1kkuH6b7BNJzQzzOF+B1n7Bx3CcovUi5T1AcFDpvKAFVNOU+QVGiNAozEATTfeLFALeQIufyF1FSeoshLvcJ5j7JFHZz3CduR7xCKjymswcXTP6uot23YqbdJ7heHDSY7hxn8xZhXQ2KeCVKLQHE3jgm7D7BcuFQ6D7xvF8Lqt5E0mPBzX1C7j7M3u4+cSa3m+Dcx+cpsoyePQgtyjJ0J7Miub8ulicHYHDtXoyBNPhQNPdX18Oir4bGoC+LGb24Vy+p3upZkdzfXA+LFk6jqkkCK9gohj5OxQ13bsLNog6gy78Z9g5xGePOrvH+llqy+KQ3w94VyvWtsuL4oUCO62HRt8LfFtaOmwIEhEUBBoVyfVsg1/dG8tCiITXT8DR9ahQN5c+I2UKU/v3zK6GxDhInCKxigcyK81YNJfNkB4BLd+PK5csKptlwliq6ZJ7sNDHBhAYgmbAYrfvQSCZ8MuAfdStOvEvL1dDY4nmyacuGWyo/6Ff9amhsSZ2IsSFA9HJorAUjcYwolic7PdhVDjOpHnMhXRHyQF1NCFAmr/NjOxOcRJBYtUJWxQWIKVYUyuXLej4kwU5aoHU5xmnjv5py+bKeDU6qXNBP85IkypriMOmHk+zwMeE3fT4k4Y+8Qv0/AzoVGJwLSbTgxB95s7ho6M0D8dqdC0nEcaIsg1U6VMCnvvuEkUDXfZWCftUKWY8HfThyS1bP3eO3Kkt/VSyQuWpBKwAcDhBag/TAQe1NeQCgckG/Y4EiKkqnJsxJrFKBTFmtvJsyGYWsGVMqFcikaw9GRLWfDPqgySwI3xaMIihRb1SlApnK52PpG3WqTp5CPRn04XSwrVKBTBXYrBTC+B6t+WG+3mMaBOJFrFE4IwAcvJlCEJiDxBqWsoj8drRu8P8qluHAjZS6JYQ2dJXIQel3WLPIZwdupHwUZVigMRiiJNstxvFA4yMPJaMaQhLgUEBy9cIiNsHQhSL13h4KSK5ZJIPCIKsq4uDNFBwjLThZvfBnmhSQrgdFwKMiTK9FDVGnuFPf7LzqIEjYjjQcfTKLPk89DD77UgDYeZWsnlEoAQNvEMm6l9xxhfiQArv9HQ6HUD7OS7vasNI0a8a55cksnnyodunMjitutoUYAMBblo0opQW5hqPMM82a8Zq5ekaXkm6Z72jj+vloFuPSmZ1XHQBvdl51fEhxlk79bdZUQelSgAH7o6SK3nXN8dFOGY6+2XXNAXDaFab8wUzX8bZ/3MKXdyrBjWYuCUzBWVlhAB9SLJz8X9NnGHKc2i1A4/4M5NVmTRgnt/5Dp+Faq9LYd93+0Y7t9ndA++KoZK+RgcI5OLn3OiGc0u1q5Ay+xHv97XWK6zgaMdR4kANTkXEH232iqH6hpV8N1cB9YvtMeTcy/UbkuU8EpToAiHQL2X6Z2HSBXH+OPdxiuU+MWefBfUIkW6SPINNpZMcVYtMFct1ZxPCPduFgeYY0HYDwNBf2YEE6eyC57bzi2HTBjQxzI46mAxU5uTO33QB3txCm+wfl7EG5T+y86th0gRy3IQUUO28oAVX0+I0pmy8SlIKh6DHdJ5geIEzPEAA45+43IhVMvxGmNwsA0HxYQLpPCO/6iXSfYO34QbuFcL04AGDjeXLbZYKp+ZAjQpEulbE3jgvbCbNcOLj8t1wktl/xoEpp0MYyMt0nGAHNuU4jIsHnAaIEz/upZgTkEaxtNyTvPmFilZ0G0boCBgBrzpB2OzgI6F7T4Oqn+Kw8SXaubvyLQAK0roCtOkV2qmY8GQofU8AUm/ICAMCHZCyDj2QyGlXlmjNkq/KYwrGmWlh7hvynIgYAQoNOlYF+EKtOkT4WsODQsjwGPNtUpcMQpPU1QnNNBYhChypOzosOkw4HgG2WFqWIX8/vXB1bcpS0O6DP3x4qU2OjOwwAOlXDFh0me/3FYaKjPqKL+vCRc8o4fPgIWfmsa/X9CpYcJel3mAs5VYXkLyKjxUdIXx9oz09GNyw+QvpYQGEfzpweO2kDZrIaNavSUvr6yRWr119Y37oYAEzfJWbNT0P0qIX1+RubvZeYttMBzA9Su13V+dHrL2zWXkLmzXxgCSLuVexZG8uaxRRdyaxZLD1ri3sYGn9lc/YRPWoZ8SG7lzlzDzH/ANmzNtblTx4yCjh6fO+YGmvOPgIAetbGutaQW6RJ20XFMFO0Fk+fcVp9Bh6B8f7QCAJf19DG+JRtDruDdDgIQjWd6Gl4xzkzsAEOABO32JOTDVbMgxrgE7fYU1KMouGqOtsHioPBfXXbBy4BfT5dt3KnbHMMqO+xb605sanbHYMbImjo+ZAmbrH7+GA+FmxAfbwbao1TFp9PtjnWHKboz5odJnj9hjd3WsaPWZs8Zm0yH6Wx61MGFPJgUJOK99xk2OwyzJPIfJKTCQxLvRTSgZWG9RMDAJg3lj7JpY1dQEVPjUaGVGWepLQg8wxfFFYxMcWwGX8wTW8gqAPj51zG8flxG5IBoqkz4zYkp6QQ9DGydLWBYD9uQ0pyMkHZqozfmAIQNX5jCmDnGNYrc1zHt9q5WbVMLc0ycpEK5u3JKQQrN1TmUaiTZwVpzEZedTsZ0Jb+mZxCIE1mgGlKM7kUKs1bvhvdgJ35b7NdOOWolulNqzeDZU5zqZiOVqP/tlE9T9sOmQtsF4u67CejA8/IyMFlNSrOGnbbZZ6g2+6Gr6PXfgSAIUuS+i9I4CYWbzUaxIlqDe62stt5+ECqthu8JOnlEDer0Sb9H3ATC1uNvr8l1mqU64Mxdn3yoMWJ1DHSYFU8LhRytxplWMNyrUYpepTXxLgNyYMXJyq0WVWCZoMeDVmSRKlhipLTapQRzZwpwgv3OOksc1kZpVMHQ5YmcXUV0lgGuRWJsNUo0+qVBivQ+YuBLYcttwFa9SL4nMuPMJcVaTUacxNtNTp0adLwlR+AY7mKtHoFQTcPJp4PaCGJHgtMq1HZ3pOaWI2qFzrOI87+7sFq1ExrhOkQjRk9/Ob2ydx7dmyP6e+7TIoyhMPMHn4AWM8ZMfQZWVNPiobbs3pmchLQbtrLbVHNdUx/SrYkg0PMJCXpMxjlRe/ZsTO6Iwx1dDPu6DMnFgCmdtUqbKEwes6I6Ts3bsDChOnd/aZ0zijhTi8yfjGrAYdaSB+/awUdXvKFA53xSzuMe223OzZMNCA+/eIhn3eeFJXy0b5uwrdqySw2G9JJoMO41/ExSeqULQEYxcGWmGxshPIPiUZq4k7/vaXfQ/3Rcfwb3898FgzINtzdP1JjYHTpPr6WxUM+16c4g27/JGAiRZj+uGRjzbhvAKDlv0+aDXq0vA007ndfzF3uyTAAgHNNG/d7wEiAmOpkXsJgTON+D96/iaNKT/5gR92ySyAfgEeN+z8A1tMn0bOsrJOk8wwWH5Pk44s36S9zfhIDgDON3SdXRzF+7mQcP6CO6b8kQHxMosXXIn9uVtl7b/HF42MSALI1G/gQAJoNfEg6N4aMZGwPuZ0+xmCE6zwGcLyRkmgAPr6W+JhEOgduVsjMUScjBGlsQ179Z+SLxPgkiIfmgx8BMbz54EdUbQpsD+m6dKQBNxkpdmvJ8NbDn7Ud/XL12K9FJFaK9IbRABi4RvjaXGuELsHlrREGhr+hDpSuEbqLQK0R8oEkyWiV1gj5+ADDIoYVNAep8ISD+yBXNJHcuPHnmIY5SMUpHsyQOsBaI2Sscb4POAWpa4TUmiVloaNwhVIJqOVJ5hohRY9vjfClNmuEgFqcQ+7tLGeNELW3M0s10hFzxK4RokLqILlxEXPzhHBkGfYaIWqNE3jWULmgg+bIWyOMYWx6LH+NkGeZUwl0XSN0D6mTvkYoFt7cC9OeuxetbaRDLyhbEfTmD46DdM93r4OZFGFaXY8VKZdaH48eejCVq55PTM/GhU+uNPCGaviVKXhCyklJlMubnmRaXSI0EzFPitBMXNM20kQn0jAhjO2DG1k6o2g5NBR+4F711qYP1NLbcz6YaUSoBdLeKDP9YzYVTPI4nDT0f9tNIr+pkebaoDSItK4IZUP3EGsioVbDg85HmaCfQI8bA3cxSdb/BgFVPONZatYdlCG2ad4RE33UIiG36tCOsOlgIl0RpsM7gGgF1GtTOZrCc3thmgZdEdJeuyi2N5b2JE8HPzw+7XRF+MnCFC2BEnVCGqaMTFF1wjCxnta69kwsulJ4wYsnBTqK46modEWoObz15ZXTniCn6IQrQK3qUbP5c58XFzE6NK7tNXg62hxWQqD3VyaxtDRgqaCBCKaqlHRFmA40dGriTPU1SILJBx4mqFiNlbRxD0Cluv0E1tS9Bh7dJ0zwPaWDAR12gTeagxyYj5GukP9E1PvAURw0bD0+8ScuE+nNOQ/SR4RawfWhpuHOhHlEU7ddNI1YIiBRcm8STQrM8yqqjrQqmpnE8qAIzUQ1jYO3PdPxMzDJ4/aKzj7p9p8pQHFJHZmZ5GGKhCnYquabZKa3ggnZtWyKx6Ml0keEPFDBj9Col8e4l1a171+GCMa0PamWq6YKqaPfC6BTi4/sCyosWttKMqsm/GSRbjXqNUj/doSRXj/p0BxpfuSTDjRMpQjT30KjoTCyjEosxGauYnli46Kj05lFR4viodlXpqAW1KxA/rxMO2OpIz7ZNtaD4GZShFo8o7S6zmwo+BsUXVsavRw8mLHKeNKYvIXl/woUfx4k4kgG1PtMBWlgiKO0DzVkTesNafruE+mQj/S3wywQrYWkx5JLh8FQ+ojSQ42KgJlGhJ82RDZlwltjq1icWoFldIKORaOKMlxy0hASwi8j8mKat8zUDp+exPohXRGmIx1eD29qIrXY90RveBfbdHgG+4mSJIkxpoMvlyypbflGfMESyzQutrMkeAVJkVBVFimZGbu9r5GFawVS4Jfh0GkTLZ3mcMwAUSRVk0RSRpVCbrludFdzqKzdZxxoRXit/B/XK5a5UanszarlAqqVv/VnhcCaFaXQ8IzXw9upmyEA2HbNkXfjpRIlAeBaudLXK5a5UbksJbKkHG6Fv6UOXg9rKyb95osE8rxt52zmzxGrPghkQpJkdOA5SfSYuFSsBABcK1v6RqWyAdXL8907cvVH6oAlWsPeEdzELP4sRAee5Z4MDH/DPbn1Ert+aBoA0LAPomjxuFi0xPWKZeifr/5tQx/bdsyij6MDz9D0KD6j1nwEgEZ9I5WUrgSN+t4HgNFrPwLAtssEAASFvwaA97dO02ls22fSx6+G/kMf+1coc7FIcSWlN+73gD4esy6ZdXX7ZcQrTdFjgcmWC9u2GdyTTfo/YP58OaQ1Hw0aNyqXvVbujyulSwHAhcIIwW9HvBKgQSMm4JTwCsXY9W4ckPwBYMcVh5jiXg5uLYkejRuVy/pXKHOtbOmrpUtdLlESAM4XLCYpBxq2rdPl3SiAF4NaqZvhjUpl/SuUuVau9NUypa6ULnW5REmqQQOAcwWKMlNyH5+PyDJKX7zKPRlUuxKGYxiOYRiG4zjggFmwvDtOSBfBdKB6C6UvXQOAd4HnvixSCRjy4hYct+B5d6UFSbkoffkaAGy5SAT5VMF9cIuPJd/ek0aT0hYYQMnzV27/XbnQobNGc1EHHjvLt/+qXOjwWYWK0CsQXLcKYSccKcT9/841LaPCYpCK+2CqlhMAAATXrUISJOkgCQdBEETxU5cAICbg5OfFqqtbkOFwSpr6jyBIIMjiZy7JztCTIhR8UoWPIAYf95rVwHDcqSBxDMNwDMd+XbNfNkXjkVoJLHmdklowHMcxC/7b2gMGcNMShY865b3XrAbuY8F9LDnXHxS6wStmb/hR6NDZsJa18mw5ajQRVSD06Ya1qJVnq9pi6vv0PZYW3ro2YSeIFEe+3c5u3I7/tCalN8Jb1yYdJEkQlPLLv/eU0YzUR3ir2iRBkgRBkiTpIIEAgiAK7BeaQuDCY49D7IhQPH7ffpx78kGn+qmqkRo/YhiO/2/+NtVLZ0Md9xd0JixJH3Ssh1lw3IJjOI5Z8ChPt4su3JjtK5kNDS3pg471cF8LfrP1JP04IfhIvywWebYcfdS1oeTbjOwB8JTtZjTv9go97Nzgl5V7VS+du5auXsQ9CSHWOl1p0aFzAyLF8ds6dsfUyAiAKuFx90aEU/MRpIPIueGQtPvNbeXzuFsjl85zjvaIXBsP61C0J2OZUiXL+l/XqOzn/Vs4VSOOYThuKp/N+yfu/vZnPiU52G0fMRzDLBbc4kk008RvjjxxN6c4qe0fkqkxotaUpEGuE0HkidCcf+alfzrsDhOJpurrQbiLFnk8NGeNvALptYV6rzwJQNgdhN3uk/EzMYVFHr+Xs8bvqhXPW44a+ZEkpfYIgvC18kknChHHQ3MpedzqOek4nX5StR1JkEAQPy3ZpUrmXJwvULSiEmOZK6U0thplgDKWeTu6Y9TYzlHju7yb0DV6UvfoKT3fT+slO0/b7rnybqTWlim8CzovI4eAMOeY0CXXuM7vJnSNntj9/ZSe3PSbLvAYy7jb+2hrLFO8BH3MZ7zD5PB6WNu3oztGje8SPakHADToFc5NLMNYBsltC4ePm7EMyk5HPOhFdQqv/20TNa4LdSzGWEahqY4SUHY6o9e4jGUCw1/TVCnQIkSN7cw0lgGAi0UVrRFSpjoUKIMdJrapZSzDMPahQdnpvJvQNWpMp9cj2r8a4pRLwFhm+xUXn4soY5mgcFHWKO9vnfZgLLNOpLEMon7eTegaNa7L29Ed34xsTxmjyTaWoRAT4JovvVDIAGOZdxO6Ro3vEjW289tRHd+MaP96eLvX/7YBgJdqG8sI4HwBN8HlG8vohq/+W809+X56HxzHgRo44jiGY4DhWXpN05CH2qNTllzvp/fGcQtYcMxiwXA8S2/R75nx40Y30HK9n94b912CLRictQ+i2eKHiaYBmMgxbkXs7P7ZBs51P82dQdGLkCDEbMAUO6tftkHzWIrQSxE3dyBhn7tySs8vhi+mztCKUAjMh4WuJHXeRkkvRdzcgalTnQ7SQWQfuUQVDobAKUvqCI8kCCDI7KOWGs3L84M1nSJE4ouhC7gn45cOx3Acw3CgdCSGA477tR2lPz0Z+GLoQubP+CXDsdDRiSvHgAXHcItfu9FGEZONL4YubNArfO+i3PFLhuO+PpiPj1/7sUaTUoRsA+cmrBhlWlUtCQnLR2XuOtFoFkqRuGosabeT9pQsvaY37vdg17xfEYnM0TURQOKqsSRBAOEgA4bHLxiSpQ96vGhyJK4aC4TTZBMcBJAESZBZ+0rqBJsIHtYIr5QqWUazNUIWXo9o/83ktQozSdo4GXCcGjg6/8nCrSmbig5vrZAMhbjrt7KWZHixiBhEkDYb4DhmsYDFoufSacDkTcVGCErtvkgQdyMwa4kivGk/fMB8fMDHCzpbAZM3Fxvhmqhxk8tu9yCCMdHNJIC027FUEWJvBGZjPLKbkzcXH6HfDBWAzEE0abeDPQXLaOVLwJLLI25O3lJ8REsZTGROApAk6XAA4QAHgVl5pUAi5kbg51JEE8CNSVtKjJQpNUkQQJJAOKihXqYO4xSSeTm49XczNynMRCTOFyxWMTiA/il9jbC0jmuEI9qrnie1Rmjbt9B2YLHt4FLb4eW2o6tsx1YnnVwrfCMzpI4qa4QesekC+gOz7Zpj27vQdmCx7fAy29FVthNrBDIhSfKdkjXCEpLXCJnnG/RErxHa9i20HVpqO4aY9EauaCK5cfkwl0sb9lJ1jZAhl23nbNtB59wOtaJJrRFuuURA6jqlwhVKJWjUJxJSlyqpZUuKHr1GaDuwhLnMyYwVACqsEboiCShZI4y+dYZ70nZkhe3AYtue+TxrhPeZP+kpXy4NJB+kAyWSGxce1whtR1bYDi217V9k27vAtmsO3xrhdtQaIRd0rAB5a4TvmWuEhT2sEdqOrLAdWmY7sMRJfvc8ao2fTwQloNc+dQArkoCMNcK0MC9krd+bezLp1AbAcBLHAcdJzAI4TmJ4lrINdGfnGdYGLv7DV35IOmUB3Ie0WEjcArglc1l3c3+xW+shocnjpus/6dQG0seXtPhmLt9Y3SI0jYNnrdM98eyWTJVbppZlIggLnnRms7VKK6Yi5EDvD9xjqNHECzswewpmT7b+2Z46g1SEJlmdpZB4YQcQDszhAMKOORxTXv0zoV0G+qpaWkSmxBj6h5MzQQBJAOHASAIchLVWJ0UUvRZeMG2lDLzfuV+1NtyT8VcPkBhO4pY7PUfHBJwkMAtguMFfHGsIT4JfNbdxWPzV/STuQ+IWEre8DzoLmDi7f5RUmKcEni8hMnXlStd5/NUDhMWX8MlgptZMCJkqt4y9flRURCwjgNQKcf5H/ErVNpaDeMTcPIk7knF7ciZuZ9RMjlUUYm+dir1xDHPYMcKBEfZM5Roxr45Z5265oxZ/uTUcE3ASIxxAELe7jIq/sh8jCSAcmdTujHo1PK0Rli5V5pq/PlRUWSNkwbZ7nrVRPxk3Xi5Zsux15+KovKlRGvatq3xayO9n+d0PSPpNptEzP9BbCYV1Hpxnpeflbvr9SNm62rdFR+HE1vsBNvX5q4zQjoPyrp5FVwtTLmtkgC2nOfmLbRetEQG2XE4RkresztDS9chCOwzJu8bsxhpM/myk1kHyllUZWnZyO+UOVkt3p8OQ/HoJnjEi4AMffxH4sHlVxlZSGxC3SviiaDXq4ELh4hWCbsrgYNs2w9p8iIwbBeBda4SlNGLGhTZrhPPk3Xi5FHON8AI3wdPwkMcRoQ8jw+9HRkbcfxAW+Tg08ikzgWprhO6ukMNXePAjZKntp+EhjyLuPYiMjLj/4F7kEy49Jpjek3x8AGDEytQ1QnfR6vcMQ/AXjHtOrxE+Db/zMDIiLPIRyFojRC5PigfTgRI4a4RMtg8jwyl6lF+jc41Q2QqlElDLkxQNeo3wUUQY00FTYI3wUlE3waWCWqGkQK1TMsGNkw6pS5gR9x88igh7FhZMnWR6PXKBnNplBTpXfY0w4v6DB5GRjyPuPQ0PeX4vkJnM4xrhmLXufoSoqV3gCUrOxctUzxDWEmbE/Qf3IyMfRoY/jgh9Gh7yPOz2C3eeNFv6GBlqXAy8fo2wkPf4EZpu+kMQP+YuwD15J/IZSeIE4ASJE2Sqslk7CKl1OHiHTnZno/v5hKb8ud0Kf/d/7kruLenWO7wb+cxBWhykxUWPgQ+tazNO8vABAEhoEhYFQMLawQFhbkprbL/Un/TjDN4YEP6W9+Em3aX0ShQAEAAAdyKf2wkCpQvfcU7GN2WcGdsfoT5FIqllbbfMVw9y/by9wXWcdDeG+AIHih7FJ65J+FsAGNNPfOkSZrjEfBRj+74BiG0a/gYgKjD8DY4RMeQXWeGlaxOPoA30MbZqEHNzj8TmfyH3+hCPMX3o22ObsLOK4maOY0Ro5NNEx2cAAFjqTiNJd4RouPi7Vd2Y3gzFsHJQoFNPxDQOfw3oqntL65L4Zn8hTWOCI17imMMCRJKDEcMFd1dCiXduR7wRtKx535h5NXADT+K3YsxzsBWDUpORwREvcYzAgcCByPXb/3m8Nx0ywVKVV3UcEb7RYkS4R4URYRRqROgRzBHhxbvx50MSzgQnnbptOx704egtRKdVoxGhML0robEX7sSfDUk8ddt2LPCjyBHhcL4RYQ/JI0KkjSuleK6Exp4LSTwR5CzLJCNCit65kASKD8UBGVJHHzBHhFsuEedDElKtRs/SaZgjqtesEWExRSNCZkgdgRHhqdu2C3cSrobGAs8eWwaMCIsWPxn04Uxw0oU7CVdCY/3vvQfRVqPRnkaELA58I0KkVS3F6lxIwsW78ZdDY6/di3nFMyIUifQRIagwIvSuYZp6UFfu8vmysM4cCkh2EJiDwB0EOAjMQQBJ8uiet/NY5wVU1OaLUCurUAIG3m26QD5wH/JlwWDfdbudwOwOzO4Qysd56XB7VppmrTi3vJnLnw8JcAEVW+7dpgvEwyjnYzh4M+WjHf+YgtCFzDPNWomaaEKjXym3zA+2d/18NZdx6cLmiwTAu+cxfhkzkNR56m+zlryla/gNYUAXveUSkdGXfB7rl/WrpC2XCIDzW+iZyZdzXcf727nNWPYphZzAFI/mLVy3c7Pa62/P4EO8jfdhJIhClXhOiMaLOcirzZozTu5rS6ehDjBAVP3Oqw4fnPSxkND5j3eJGZiXtl0mAN4ilROX7fYrpHBKt6vPZvMl3nGFsOAk9Q/HSAtOVi/MjiYqKmiOOJjP6kgnGLD7hHyY9inJ4uVq+1Fy/V0sA+vMxvOk3QEOAhwOsDuov6SDAABoXcGVw7AVH6Z2ychbKElG33ZLz4eAsChussslS9Yv6XwlNl0gU+yQYge7A1JSwO4gBzZwRicYvuLDlC4ZAeD18HbMTOr3CNu3JA8rT9uuOQJ83gWda12BHfQgIOwt9+TmC8RHO/bhI3z4SA6ojwPAiJUfJnd2VkWDnuF7F+f2KDUfLhUv0aq8q8TXw9rSP207Z9PH0YHnWpXHb4W/bVUe33yRiEvEnjz7OLlTRiqkjuzSlaBh74g9C3ONXP3xpx8yQGZoWQ6/Ff6mZTk8OvBsy3IuEejj18PatijnkvRSsRLMn5JL7xOxZ0Eu6njk6o+TOn4GAPMPkBk/g88ywGe+ZINS7BYmMPwNt8TowDMCNGw7ZnGvNuobuXt+Tvrnq3/bUGlGrfk4sYNTl8zbT/j6Yj4W8PUBHx/I4EM2+cNpU32xaPHmZdl5Boa/5p7kIjrwTLMymIC1xei1H/9r79Jntu0zX0WBjw+G4+BjAYsFLDj4WMDHQoraH9Gs7aJSmEkuMynCtAbJz7l9FcQtvXbPnbTVbreTDjtpdxAEAcP4Z0eHr/w4pJQrgSCDBMQs6/IKzJNhkW4zPFN3OFJSyJQUIiWFcCZ70I2VST4EtyX0VCoK/qir8dyTJEDEfSefqdsdtg+OlGRiBCNZPoFSPD6KxeXdoplHdGX8XMw4vjZi1QeAeOrMk2cfM2TAqeN8gsHQVQNGieImT77VHzNkwJ88Ty6Q23fk6o8AsSNXfwS4wghKvsh1HN6FGawcFpZz+ykd+Ri3j9+YkjEj/vqt01SkYB5fVOaxI9d85DyQy9yZVQYWIq/mY56815lKg2EwfmNKBl/cNwP29l0KM32B3L6ufOaXHc3KEwOAGIGZVSbbMeuShVOOXZ9ssWA+PrjFAkDM6VcPofDEjT7TYQTYa4R/6LhGOLKD6nna9syXdyNz242o23LWCG+GvaMORFrDbjzPt0botsw5bIUNAPrNi+81M6bb1OhOE9+2G/vqnxHPWwx5DNLXCFlgxtMRWiNc8YHi8Hp4u86TotqNedXy36cAUK/HPRT/uQI0kGyR3Lh8Rqz80HduXJdJUf+MeI40WBUPoTVCxhonvUYIqTOiI1Z96Dr5ncIVSiVo2Cui65R3zjXCiwRNz22NkLHMyQoGpHSNsHdE29Evu02N7jc/nqvzBKxGWZCzRtgnEgD+Gfmi44Q33aZGv/q3zcBFCYBaqkTyQYbUEWk3FB14hmon/xn5ov24150nRXWf9r73rNj+8xMGL04E7hohT0ADkYqQXv5UvkaItJUVA75lTiWgI+bogAteZDVqLrjNe5hpDE8CAMzrx150BIAm/R827B25qivU645QSFywk2EAN9owlRlSsdGXHt57Dp/Dm2dRqaU/SP6YjLrlqEA+AG/q9bjHHeUg7W5YJ0mAx2EvqWNLBh95utBZtH9rd2U2kfHzEOP4JXXM/Pvm2TuQba2j9M3CSIA3z6JzfJ2JcuFg/H3OcOo4wDj+z3lMFX25pZL4cD6+PvHvE+LfJwBAvmI/cbNCZo7ateqZ4FZW+zlXMQBoPvhxUlxSEnXCDx7de0VpR6ZTBwuN+kQ6Bb/QgmVu40yAOsnB02YDH7UY+mTjpO9FJE6HCSB13S19REiB6UAZdfuijBy0GhEutwlkQpIk0uuRC+UjQuBYjeo8ImROnyIVp3hcKuEWU/f1MJdcHkeEoNhmVQkog1WKxma3EaHLHFfTESF9zB0RbpEwIjwrUApyRMVSjbR/pOgRIUJwqSNCPqSPCMVA1xGhu7ks9/HJXydPhyHwaA+qQ9Ays8RFU48Hu7vI0300i+DpUAxtJ3nSXxRRMNFMW7oi1ByKZ79UYcGG5zhUMj5m475/TYNuc8pi/9CzdDYUlqzw7ZJeumo15Z4RLYcZgnFrREFetqSZ9A0TpqKVrgjTHAwO8JumQdUtpfzSK8gj1Koi0zpWKYNOr1DarDyV4UkRpldimoWCR/vpKgGM9feTrQgKTPGFl80YMEebYg4WEqGYtFdKrQfMNCI000NSk4v39GclE3UXzcgZQmPxqcptIsm95yuTjLQqmo5ieSzKTIrQVFD8kKS2EPzpvf0z8Ab+AhzTQDNkkAimUZJOmI2PN8HbvwJP9NMVYdqD5q8sb4Mip6WRz5ZrtGIAjDaWIVMZGFW8SpD+Ghip1jyw/XSXDrwW6YrQNEj/eISRXj/pSEc6tIFHRejlI+J0SILuEyBI7Sb+ZDqYIBnmrGJn2r12ykvO++Dpnk/gHfPWx601TDUi1OAhqfKdm+nlEW2bZxoI156SumVUxSdup5MqPKM2+SrWTC+zMqCfuPd9IOkwATwoQj2/GhN/ofKomVgglaCZhGm/6rQE08dDVNJ0pEKb+lDWHVeRU/rj5oOpRoRpCupZjWoCTUK1GdgXN3YYYGTpn6rkBga1UQlm4/MpI10RpsNboWY7IrerbHhbRrr9Z1DphnKQifTBUToYMFNkGVO9munzEWLaNVFzPtotEmoG3k24TMnWI7zWIsYJ0/HXl49S8c1We6kw02NNHxGmwwWRLyafPYL3WqxI+iIpIUnGf94ruFKQyMPUM6ha+RRqSqzBjv51YSLVoy/SHerTIQGf7HciDmmwEdf2iaNy/1S1o3Kk15J2SFeEnyw0aAI/lS81vb+gBOm1JxvpVacV0hWh6cGaSfeobFSaeTebUvPAx6AdbYy1VaGLNi7CmuDcqHjIibDGKg+jL3gLvIdp2ke6IuRDGreWMfNHaAA3oaDb+rH4hJG+wZC5YSbDFi2Qrgg1h2gLFG1peD0E60exuQrG+8PcSLfTkYm03rKbHzqb3gpfTleEaGACvwzFp9rsIWBEMC0TvQluoIxX3erDrFQ1hsA7wayfT6l2PiVZ5SKtK0Lj+n3pI7y0Ai9rR1DvnZeJwIZqX7Gn7ZNUKoZTrJfXv/dD8ca8ujrUm/R1Ufp5mFQsNcASzUDlr27JUl9Fo41lRJ/miKbw5TTygWtQtlnd/1SDqdoiMzX46dswaQdtqs4MX6HmHBBVZwa5mTAVH3cyn/Z+9Ip4qFR1ZqmLdIhFWp8alQ3vj6slB8ok1XeDejWheFxkvpZPl4o1o+A6wBwvbTokID2yTDrkQWCaU1rj52ECxByDPylNG5Oet+9+p2aT7l1VoeXOSF5VEekASFeE6UiHTHhRa2fQCMa7NKP+EF0/6SNQzZGuCMXAu15EUWxVaqNYUW8MtJ0wtNE1n7GMbnOjhiEtaFlxz8i7mh/vhIkUYfrjFgPVPn8lGaXea/AjSwtNod7Q7pGJfBo8yVTjZYqXQhsS6SNs7WAm9wktYCYLXZmQKILojwWZrbdWl75NBKZ7iQIgEUds8D9WAz4QGavCSJKmeQIeoZcfJBLuURbkMkkDDakgPCjCNC59OtyR/ri9Dt6jDVTGJyt4OrSAiaZG02ynQ5xcYuc9PKbTNQaCjmVx5NawKeSTC9O4XLlgGq96oGfOr0w5KVqu9AlEFjDkYTrcYCZFaCqkvzLSoWkL5GkbJoP2YdK1dGTRPMf6l276ot2e0if0gX9CovIi3Y8wHelQhvR2JB3pSONID7HGB6WCa9RX1rYLLk5oXg4qDYzE5qJiXcjej/BTn4fTRX654Q6kQi1hPvWXwguRPiIUA+/qDXg/W29rSEzCVwYNTWNuS+Gj90urrDzv+sTS4Rlp3X1CDcht5tJu3am3JKa1V5lciCVgEhXoDim1p15Ne3u0OQBQrzrMWhWGf1hMmMluK31EqDmUPm2DXhcZzRr6Dl34q7wLk+Ti00PqaArP0waG2i97TGGiFl8mzKS0tEC6IkyHofDa78u04x8nLzNULKqKzFptUqDWZk1poS7SCHyMJmBWmKEdQYL/46nfM6xOl7tr+0PtDrfFCFC7QzD7VFjn2h1dJ5nHLAqpl+bQaTJ8liH5YzLqlnN8+QAAQDx1lUX3L9QtrJMk44yPr8V5LL3rigHA3U5/dwphnJvN+HmGcRxLHbv+ksA8IxPKutt1Ot8BEup0vuM8dv6NoY4BAOAU43gm4xggpEOdLndlF+3j68O8nZsVMnPnSTeho+t0FaBxknWVurVR38iUDymp56bV7RpKHdEHXDgvYQCB7ep2QyRDnuQgqmGviMb9Huya9yvycrqCMx08fWJmUoSm1T0KocGsQs8ZMfYUhz3FYbc77CkOR4rdbnfsmvcbSZJRd64eWVPIYw7j/n1/ZE1B9smypY+sdp5s3oakj1nIVyLxyOqCPabHQAL29f++SklOSf5g3zn3l9odgxG31F/Ilw8AwMDL3Kvjhr4/zDnZvC3JOpmvZNJPef5nS/r4IfFDfHQ89xbxGF2m9KFVBRi/O7p+1l3gOu5/6dCqAuOGRh9aVaBZG/LQqgL5SiR99eNXb5++dbtdR/zd+c7X/8sBAAdX5m/Whjy4Mv/YIdEHV+aHfpcOrsyfmmi+63hUB9cxwKg/Sh1ckU926XW63M38RWa/TBkz+mUAAFZWzf8huZmPG/wOUWLviweX89OoPZ97tU7Xu7vn52w++HGGjL6+GXzgI/bz798vGJgtXwnbgeV5kdk0/4ekL40oXerAMnaycQPfcU8i0OvCnkW5MAxrPvixj6+Pj6/Fx9fi42Px8cEtvvj8/lk95yAJaX1a0gwwkyLUAnLfIf1fPYFe5Nj1yXY76XCQDjtBEOSgRYkAAODLSjZoUeLgxUnDKkFqAgAQkCR50OJE9rmNVZknWQmyZctgt5MpyURKisN5KQFyfJuFmThfCU6esGbQ4kT++gwazKUByaiTMHhJIiVPliy+Hz84klOIzFk/y5z1M4Cs8NvX+Uom8RYCAMIuEuurDFnCuP1Fb8bPVYzjW0OWJJHkB+rMkCVJvhnwr77J8tU3WfKV8FC6ZxISwczJN4Nl6NIkABi6NAngw9ClSQC3qDMAALDKdfys19ClSa6b11QeukwccxEYufqj1WqJi0umfpIAqMxtqJMBgjRWIq/mW5YEGGCUMI/BL3OGf5fbAGDUmo++vrivLx4bm8xMTwJQCQAAVlVyHbuQhDrJxY1hKz7wpaTOD1/5wccH8/HBLRYMYJGIPD0jfaApGzJW/d1q279CGfXIeEDUuM6q52k7sFjejf7l/6CP34Rck5HDtXsx1EHUWFFyrTlDLj9OLjlKLjxEzt1PzNpLTNvpmLzNYdvv9hUNXJQgkAlJkm9Drkqi53aybGn6eO0ZcvlxcvERct4BcuYeYup2B32JVpBvx3Ri3o6YawWw7VsoQONtyBXuSf9777kn150llx8n5x8gp+90MmEqS8HZV8+4VqY08+fb0R3pY9veBfRxVPBlmt66s+SCgySlEf9SMi+qDNSU7JClSQsOkevPkQBwPSwaAKKCL9FpmCK8GdWBefvVP0opKZ05y0rrqpl7iIWHyRUnnHxYuBH2jnsy6vZFgVJse+YjinafdH0zsgOLBgDM2E3M3U8sOkwuO0auPk1uOO/ic6U0QvCbKG5ItsImsiwdadszb8ZuYs4+Yv4BcvERctkxcuVJcs0ZcuN5Uart9Yj2qfSixKRn4V3QBfr4csmSMnIAANvuufJuFMDr4e1Uz5MPl0u4Cc59fGl9RGhW7PW3O0jM4cDsBBAE5iCAIMHXlx7lYa6/8bDmjNtjo34i+zjrzsLfX8HaM2I+sFhEslF/7LzqSHFgdgfmcEAGX8jgS/PBmOmdx2c6szJp3paTZ9wiQT5XUVdjmCezZSI+pmAfU+CzDPBZBsiWBV931nmVPgCAFtyixWP4H8ys4FQn18+YhYxLV9adJQFi1p0lM2YgITNWIK+Vutq8jWH9dbrOM/pSuuf9+nMkwGWXHnq/0HV8oqObfvq3NFJdiUczhuCsrDCA7VeIz3yI2CQL4/R7VImXNgjQiF6AvNr8H8bJ4x3pNOzEjE9l80XC1wI+FhL6lNmA0EPR9EnBMcSlTRdAWI25XX03/7sc6Pw2XSAtOOljIS044Bhpwck6xdkzPQwonk9In2QVCfaIsOInOyJ0Ca58RHgmOOnUbdvxoA9Hb308FJB84EYKN/0aHm0hdUT4RsqI8HxIwulg24mgD0dufTx4M+VaOdc4WEB76TMiPB+ScDLow6GAZD4+ao4Iy4oaEb5NHRGeum2j9J95RoQAsO4seeq2TdqIsIz6I0IatMI7euvj6WDbhTsJkDpgZUGjESELTAV5pXSpIwHJJ4I+nA62nQ9JuHQ3DnhGq0i2UkeEyGRIVXokIPlY4IdTt21ngpPOhyRcvBvPGBGKosdmyxwRlkofEQLIGBHq24Hw+u5KUPgrEnCCxB2AE2SqLtwy2M83mZUSNTMZi5yuhPBN7uftzZHJAADAPyz2F55pTwpWywcHaXGQFoeTnv0zsPMQ4+EDAJDSjLq0edA192nMcf9yZjXDN9NpEA/Yfo81EfoZnmwnCf977wFSMvqkgGumNIYzZZrcjHFm/FDEhKpIkB1ruWW+aZDrZ9gm17E91P/eewtGZMnwIe+3H/zvvQf42PTeewAYN0RG6fyNKaemBL6NcUOjAT40C4sGeA8AFiCuh0VDcqhL5YRuch1vGMxURY72tZCaSTzGDqFv/9CUndX71MydXZbrYdEWIIIjXn4gPnNLmHz3hgCNuxs5V0kAGDeYoRjWD05VY7ZmvAojmlZ19ra1v8oUz7xGXboV/hYHhwUjmAzZlf8xNCA8WlAtJblxuLuJJzEyk3huutRk5K3wtzgQOEbgGJE/5w/8BNBQ0MJ6feMsDSxVeV3XEWEX1fOUPyKs4GFE+DAyPPL+/fDIh2GRj0Mjn96JfB4c8ZKZQPIa4WlxI8KF0kaEFE+KZEjECy49N84iR4SpxjhR7iPCWh1ue+TPAj0ifBgZER756E7kM+BZI+TyGaTPiJAxon0bcjk88iG9RggAg6kRobLSlcA5IlySRFO6HhYdcf8B34jw7aiOzNsVjgj/Zo4Il/KOCJmgVGNo5NOI+w8eRYRRJ5lsudBiRIhcHGWOCEMjn4ZFPo68f/9hZPjjCLeypI8IEfyBZ0TIxRueESHFMDzyIUXyUcS9J+F3uLdH3XaNCK/IHxGiB7VKoOuIsKSHESFbz5MkiTEsLa9XLFPyPGLySgtEjeuSY9wKdfO0HVhsrdtTxo3+FcqUuuAUXN7UKA18xwqiqXwdn+XBjfhfS6CuqL8o9bBb/1+WzRWZGAPAtq8gm3kQLfODmwm/Fje5yduDrv1/XT439RcJ21ZCc2f3JfP9gITfiqlTjOg6UDfKdKb7AYmpIpDbVmHNXd2XyK4Dci6fI6E0I5Ap8mZizuKMExyRSSC2rcKbd2Kf50dk14E5l89WgZwIMOtfBoitK/EWHjvTQq9BjkIVqIMrpUqW8b8ug4Nt9zxro34ybhTA6+HtvpmyTt08+XC5ZMmy112Cs9QcAp/4iDD2xrGYmyfe3zrtX6HMu6DzUcEX34ZckacIr4bGUAciR4Sr5Y4IY28ciwk4GR145l3Q+ajgy5LWCNknGSNCvjVLYKxTskeE7cWOCGNvHIu+dTrq9kXkGuE1GSNC1PKkeIgZEb6/dfptiJvVKKSuUyocjyrBX5wRof895xrh+4BTVBoNR4SMxdEhUkaELEQFX3oXdC4m4GSc/xHuVfSIsLPb6EfMiHC9lBGhAKJuX3wXdD468EzMzROx14/GXTvISsDiwDciRFnrIMA3IhSJqNsX3gWdiw488z7g1JVSJWOvH43zPxx39YCkTNL8iPDTtRpNPL8NMAuJ44DhJIaTOE5ilmwlalJX/SuU+bJwRepY7ogQY/0vE5yeS+L5bSRuAdxC4hYSt2RN5QyU+8QdfwVlKeUmjMTz20iLL2HxpTnzOHsYvSDBkSvh0u7MRasi1bb54DQ5/qJYtYSLuzKXb4y4yP/bKHxZuBJ1EH9lH+ZIwe0pfpVbpl4UQVIdOcTmkr1QBeaQIv7KPoxwYIQDCAfmcIyLUIWMVFK899N1e6V0yWwla1HH8Vf2YQQBJIGRDiAIjCCAIPyq/aOwMCm8zPLugQhFqCNXzYqyHV4OuAUwjMRxwC2A4SSOZ6rYXKvy1IaTv8VC4hbA9/tVbGUwIYnTnLbDy8HHl/Tx9VO3zknmoYZTr7Zjq63lGrELJ1kUDAJJCtDIXL6x7egq+KCay7wgE84JWbWTpUx96iDp5DrMbgd7CtgRVta8eRvxSGjOFJJOrht/fA04HEA4gHCA3Y6+TSxVFVtGV1YszhSSTq6jNCKQBKQeWOv1Mk1/SSt4XCMsW/L8ZX2oRI3vkmOs0jVC2/aZgOOA44DhzgNZCJ6+oeDQNgrJUEi8GZCpuMQVAlsS4DhYfCSLINQqeoZUqRNv3spUvCjv5Q828PEFH1POOrhX1O1pGwr96xI84eatzLRcDjtYzCeCpAfNEMFNNIDb0zYW+lfHQYBs2FPAboeMVr7r8TcCsji/MlHVEjRtY2E9BScJcDiAIEiHA7P6Sbo1/satLCX4vzIpCJy6scgwWmopDQUJQDiAJIEgSGrs2Hq4QjKvR7T/ZvJahZmIhPI1wrIaMeMiary0NcLE1WMT14xPWvdf0oZJSZumJG2eats6nZVGFavR1zLXCGOpAzH+kYmrxiatHZ+0fmLSpim2LdOYl1giDPBsNSqKLXKNkBlPh8+KFRjrlKzlT2qNMHHV2KT1/yVtnkqdFLYaRa5oIrkh1ggZkeSQBqviwV4jTF37TFo3wd1q9AqkrhFSfAYZvkbYMRhSjVdT1wjfQ6rLIwXb3gVJaydQx8zlT+CE1JEKtzXCJexxp1uMglTwrREKlEKvcSZtmJS4ZnziitHgbrAKDP9IrvEqDY9rhCI9STxajQqvESZtmJS0bkLimnGJK0cnLB/psTh6+VPkEiYLTB9NZDwdMeC6QiZtmJS07r+kNeMTV49NXDk6YfmohGUjJOVJ+0fqgDSyRhg3bxCG44BjgFswHAMMx3AsU8fxIm5VY0ivwVx23NyBmI8FcAtmwQHHM3Uav/o02bGqiIKMn4xDI27uQMx3E1ZmZKZOYp6LZHDlJt3nRhUBVfHxC4f6tRsjrMjVKV0BnCVz22WmRBjm135M/MIhWXrP0KR0veDXxqk24pcMJ+1ryNn9sw2cawAlZe0BLcX6c2TbSlj8kuHgcJAEQToc4CCyDVbfLEUNsGWmpWAifvEwIKkhI0kNHEmC/HwI2lZIV3h6ZJ4Uoe5Tw9ETuwOOYTgOOI5RBxiWtd8svXmoCQyccuGYBcdwHLPgWfvrZLrNB4/rNyIblOiJ3TEfC+7jk7X/7Frtgo6uK6yYminwfkqvLL3ZEwwUzNoV8YAsvWdET+7hsH00loYqm/Bl6THl704hh1YVeD+9N5niIOx2IoVnHU4TqNksZukxhfnz/fTe4CBIB0ESBEkQOcatVLEsrZGl51TuyffTezv1ooMgSZIkSCCIHBNW6U9PAB7WCG9UKlvinFZrhK+HtQUMw2iFhxu6IOv+fT48HfJLVUUb6zg+fAQMwy0WzILzjymNblTdy39w6s6v1fLzJHWD42MyZrHgPhbPSfWD/AHi/VN3fmMITtgdtGhGPyFQIhcXTNFAyhPXFmrUMuFwECl2S0Y6IoxQpjoJroZcJLUy5yAIgvDJ+JnnG/jx4OSdX6srkZpk/a8QJEmSBEGpRpIgv5+zRZ18ObhcqmRZfwVrhDcqqbNG+KRXk6d9mj3r1/z5gBYvBrZ8Obj1q6HslWqpa4RiYDuwRN6NTAfK1+IcEp70bPK0T7Pn/Vu8GNjy5ZDWjDVCUXLx+hG6rxH2X6DOGiFNjwnmyiiSz5OeTZ71a/5ikNNslbVGWLNdEPcWT2uECLbINUKuXyPTpRLpwigeTAfKZ32bM/0jmfwpZw+KnnONcFEiKF6hVAJqeZJaqqQoOdcIGZ4ebsucozs+7dOM/slaHJUKZkidweLWCJFhg6KChXrbTD9IGqydkGn/yOf9Wzzt3fRRN7aVL4sP0oFS7Bph8CUPa4RLRfkRigx3zlgjjH7ev8WzPs2e9GryuHujR10aimLLWCOUvdkInwhK8IazRvi8X4tnfZo97dX0Sc8mj7s3etS14cPODVQpixVSR481wsi2dTAcowZ5GIZhOAY49tOinaoXJApaDjKdklpwHMcxC/bTYjcZr3aUZqejypSRRohsWwf3wXEfCyXjgIUJAJvF3qzWCqsu9XO/Q93/zd/GChSQxvDjgu3329f9ba00l2pvwdw8q2f08AOAB53qE3YHYXfk3oRw0tcXqjVDP8zdyvz5oFN90kGQBEmNF/NsOapWQYbgh3lbuScfdKxHEiQ1p0oSBBBAEkSebcfULVqRIrzbqLpT52HU3CZgOJ5zPTvOQprB3YbVMQtGKz9zSqqivrjbsDql/9iS0mWwPnADlbkaRYc2+fO3NQcAeJU3ymCH54JukFo0hgHAb2sPhDb+M++uEzoXrmI+noJFwq+r9lEH95rVIOwEYXfclMFMFSgNqeH8n1tLtIwU7jWrQRIkaScJgiAIotDBs8oK1hjiquXX1fu5J52SOshUHUmQBBQ6fFY2F7GK8NafFVLHebTmw/LtPim7YK9AQPXyuAV/NWRIcJ0qGI7l2yNLXm/zRQ2oXt7ia8HnVM134IzRXPRDYM2KeXdKUAwqr5bojry7TgTWqPgxQT3bGbPOafy+/Th1EGSvfOvPCg47UeKMkLeGchhVEbSkFIJqVyId5JOBw25WKUc4SN08wkVDfsvIkpQCJS9BECRJAkGZr5J0yGhpVLjGMrK5KgfifdL7FTPglTaB1BpDlDhayWxo4SIhrvi09FZoI4tEj3EjkJYeIg1EUHTjUeaay9TDMGMZMdDEWObgUnk3MiMJiDSWYeEKbSwjTq5Vp/iMZdzsffrP92AsI5KtPGMZJ4dUgx1WrICabQO5iYVjGiCNZeh45Uxw+TBjCyDtdMSDGUkA3I2AmMYybxjGMpTxDmWwo9BURwkoOx2mscw1rrEM097HfflTobEMM5IAc59kCuKNZaho5nxA7u3M2vqKDhTA9etH8rmKiiRAxSv3CI/GMqz440hjHxBvLJMaK0DezpHMYAXmMpZJNQLSAaxIAtzHJzMCWTrSoSW8bTbZcLh918bUHmIB1YiBgMgyeepIV8Mus84lf4rwpAh1/aZM2/yZlpiGEPeVmqZmdGpUGPIyCzTSSojvgrhHo/ABmlDudKRDOkw0IjRNm2pqaLrNgpchvSZSIf6tMOtXph4vPTolOo8PzPrQ0hBMpAjN9bh5uv4GQM9qUVaWDCVtGl3GL7kIP0iTSEHyHAvCa4eECqFAbq+V2WRtrJlgJkVoJuj/wphhwUCp1CYQQTd8SrLyIr0SPhWYaRNdGfDIPl0RioCp3gG1ovyZgAOAaTrmmOBPVrlqxv5UCeJ5aNeiGev0kSqXGXafUJkDv0O9d8NMc13pijAdCqDCq2yqXoZceHlIHQWle1PRZph0UQRv529ipHVFmBaaWW+XQR3+ZmrFzPpETFRFApBee14+L6cefy+vBxPDo/tEetXLhHc0SmyIetymtFxNjwwiCypaa+pdFyauejP12tyR3p6j4UERplcbAHhbNXgXW3Vg3pZHY/DLbfxrIOWZSGZr6AM3vm6lwLvYGoO0PjVqCogbZpnBCoaZz6eqWgCA75GZvEpk0EtvIz8ppD9uPqR5RSj30av3yqTBl4+nxUUHYJQuv9gG3QR6ySQUPHkQavcOqmNBK+dW93swnvOa09AyH1VgKjJMmCpQQJpXhMaBb9M+rWGityvNwYR1y7tHIgO66EEvgwkepf5hAdPBh3RFqB20eQE1/Xq87JtRryrECs4YeLgVbrRCkB90W8tHbkzQbSVht73sA5CMtC6fbJhKEaY/Jc/QtG3xrgdgDrd+AO9aT1X1GZtIbu96dyUhrYrmTQ71ZuJqljzFQbU2QqOBpSa5IuGF3zHG+yOtIe0IZ+KQsEqd0EzwkNK6H52pRoTpUAWGObDL8iQTyxbBx81Q45P2IzTDbkhiFiv5IeOl5TPZkp6TZOgcY00h0rgOUwXpijAd6sGrAm6lQwWkP/F0pAmkK0LPSP/itIM31q1XcDYtSbMQM0m0d28o91OAj9EEzArmnLguUwv8U5Fii/+rU0jNtoHrh0O1VjcYt/HcTkL1VjfZJ5/3qd7adZJ57E6VTL20jE6T4bMMyR+TUbdc58sHAAAjXFedjkUYAPz5TwA3Lfckfcbi64O8RSye9K7RJoBRV4trtLmVyuqq6xhSqGP6LwlkjTa3LL4+jDS6wuJjqdH2FgDUbHuLJKFm20AAqNk2ELCP1DEAAFxmHC9iHAM87OH2UyJ8fH1ct6eWzgQicyqZs6bpCv9Qs10QfzmXkFfrdgtN+ZCc+mtBrdQ0tfiyIlMvYQCR3Wq1v81NgjzJQVKdznfq9bi3f8nvPOWk6yyzQWIjzvKJvlm1nJpkBBH9XzfV87QdXibvxptVXIK/DOVvx/lx6W4cdfBuQlcx6ZcfR388tkNuIvSdG8dN07BPZL3u9wCAJMlXd2+IKe7yXUQ+NyqVpY9XnOD9mGkO78Z3BYCmAx7W7xkGPIrTdnCpAI1Xd69zT14JjeWeXHmSzaffvHjqoGGfSEVaEOB6xbLMn1Hju9DHtoNL6OPXd/xpeqtOkQDQb358o76RRmlBAKjR5lajfvf7L0igKV0NjaWpUrAdWEwfR43rwrzdv0IZJaXXbBvYuN8D6njAggTW1dWnEa/QVdTDfRNyTaAUJn9X0e2CAKBR38jmQx4DQNTYztT5gQvZNGisYfDxL/8HN8G1ezECNBhsr1LtZKO+kc0GPeImGLjIjYNt/yJkPmvPiNKXUWM6SaLHwtuQK/TxtbKlZeQAALZ9C+XdKIC3ozuqnicfrpVxE5wb+iN9ROjF+GfkC4fdbk9x7Jj9izEMMGg17OnmqT8aUzoAALQa9mzz1P8pVIRKYM1kTXgfb1TpAGDNlNHA0nfN+/WfkS82TvrekNJ3z88JAG1GvQAYY1TprYY99fH1sfhY1oz9WtLt6cNG8yBdEXoZqK5M54lRdrtj7bhv5OeDPCtl/qDzxCggRrhpQS3DpSKnjjv993bV6K+AL7qblnAWSELGTBn0L50Ja6bPjG1TN076vsukKIMeAADAhonfzxnbudvU6GXDsgvQ0Igh/Ql0mRTl42tZMvQL86q4dANSHphKEaYtR0IXlHHg3N1nThzrgEbfufEja7qdZ6/FuCXmzI7urcU8iZyGdbsUx06TrxTnFmyzQD4A4airJPKWfs6TriCFmbNmpCdI85dSMCzbVZPOBwAgZiDj5ybG8b1+8+IBCOoM9Tdzloz5SubKV1JK6QreCIznV//5Cal/Hf3nJwDcpc4AAMAG13H0AOcxdev2P/tzpjQlIW9J1+3crFCZO5gnUwW4w51ZZWA98mo+RtHwrr9f5gwDFiZgAAP4Z0ddl7ZWp48ZVWoXmFll4M6gRYl8KcXlIAVK2zA12kAt/AjN0Dbzgb1GWE3HNcKJ3VXP03Z4ubwbla8RXqTXCMWtffKuER5eBgBDlyUNWpTYb158nzmIJRYa4tcILyHXCCt7XiMctDjRtUbovvxJGemwYDskvEaIuOUyahmJxWfwkqR+DGUpZI8jAszFUWCvEbr4v75zHVLXCKk1yyFLkoDHtEcfUMuTQ5cmQeoa4RXEGqFrmZMpGgBcr6hojZC5ONp/QcLQZUnMq9quEbqb4USNc64RDliQ8O9yGzKf1W5rhAjBr4pdI7wmPAcwcGHC4MWJ/y63jVz9EfjXCNeIXCNMXf6Uu0Z4lT6+Vg6xMioGfCIowdvUtU8dwFocTV8j9EqMWPlhcmfnOpCwIgQtt2EavfZjSgo5tUtGwRGeKmV7uD5qzceJHT7TnAYHXF4ZrRadOSCRMaMpPuTp3fzGrEue0C4D9VP8hLG6U4nTulpHrv6YIQM+9h9f3kTI4Yh6PGb2zEQdjFmXDLACnUiXGVTTTtOaCqb4fswIFYbtSrOYuMXucJAAq2ktaBSmbHOk2IkxrfmbFZUhVHUTt9hHtTTFeztpq/3Na/TgQ2fExn2cvNVuNAsAgAntMkzZ5hje3OD+waSOnwHA5K12H198aGPx3tLqz9ZNaJdh+P5Fk7faLT7Yv01M0W1KBxemaFA0hJmnoXkwey/hcIDDQQ5rZgGAoe4eIJ572WrP5s/cTQxu5NaU8HJQboHjkcweYnBDVLtmxI42GTM6mRhoLOMsmnSRMQypdTC8uWXOPmJAfSl81HtpmU9iRAsfAJBMRlUOAACAUUxm7iF8LGCxYH3+9sKGKU0jrStCr8Kiw6TDAX3rmuUjWXSYTLGT/evp3cLyaZWFh8nef+lTOUKlOM1FSciYwSxPCgAyfobxqmPdaQ6ojy8+onPngFfIAfXxhYdIHwObulRqdB9u8RHSx5I+aWkieHw7TPSpeynE1OCKEyRJgq8P+PpwrGbsy1ln+MxqAGDFCaj7o1ACBuIRyaaUp076+IDdTvHBkLk5T17txrravAMncQqbvztuLj9OcsYD8UhTnc982SYzzJ+IosVjYjlmVtjlbq6fH5cxLt1YcYIEiFtxgsQwyOALBfJlpq42b48oXZ+Q/XTRGEaZ8MStPEkCXHeFIPiwlDrGMICLXSmbGifGl3P7qaB0SLXWoYFh7DMAABCHOnldiEbSEuTVZu1cgsP5rrQtDNJIh8K6s6SDAACAsWVRyeIE7mXAf80ZoVLYHBKX8CVee4ZsX0XHNtZMzbmZuHDAmuQJqFZet6I1sRo9ItdqtCrTalSOTeDFu057eoGIORvPk+vOktRHImw1SqP3bA9WoyJtXJFWo5St7PpzQnyAYbDDthptibQaFQrug7Qa5XJbf47kqkamsQzSYFU8WFajTLmYVqMUW8qodcN5kuag0GZVCSiDVcqRY+N5ptWoK2QPMzgOx2rUTXCpYFqN9pvPdiBZdYrcdIH91JBWo0wbVy6QVqOsaD50xBwBbxDqQ6MoIUPqILlx4dFqlOXsgeRP89lwjtx8kdh2meDLTaHVKNMiFxlPRwy0sBqNSrca1REm7XZsv0I4CGhZjm/HcyY0EYGvtM0XiVblVS1RcWbbLxPNyqIHpnqAh39GX9PNbH3GS8mwr6B1BWznVUeTP1xGIrJqTc2dxVpXwLZfJuBf/RzDhNGmklO6nVcdFhwaluI1qDHdC5eGkOYVoRng9hnv9bc7SKxxaaNNG9yx/0aKg8Dh34qtyksi5t5CSbcZ8XjDXn97g1IiKClsJCS1tCTsu25/E4MxzxgFZt82NhHbf90OkKgbIzFWQk3+sBy4kVK3hG4mx57RrCzuX6HM/ut2i4X4u1gGqbdrVLdUd2H/dTuOE3WKM1jRL1oa04Rm2vXdTIrQpIM3xcAAAI7e+uggMYLA6pZQVueqfQyu6j4ckPxXMV9wDyMgRIHmoPEjOxyQ/Fcx3uoyzlQTy+DjADCjKXwGH4dhZfM/jrolfI8FfqxZ5DMNS5euLeqV9AEALYgpeTEpVkdufbTgpAUjqxWyMi6msSbSROJ4apRNRFVfqCr48aAPNQpr2QrIxanbNjuB1ywiuVOMhJzvn9+e5NRtW7VC6hBTHRksbis6Jtl2hyQhg08qMZEvsJYfOLOnUrPIZ6eDbVULWvmT64tUwWsW+ezUbZsFJyoXyCT1Xu1Qu6izuTgTnAS7+qqXcXqDjoa5JujSGM6HJJwJTgKAGoUVeMSzn6Bqbe65kMRqhaza9tPl4nxIgntfGAkjnAcBSAAR3PRFqs6pWtAqqVL0bBerFrTSFmRaQlQFMAWvVshauUCmC3fEc9Ov2qoU9AOAi3fjkXEHdUQa16BmmhpNK7h2L4YgMQcJOE7i4ACGBakgEtDJHm9hnW9Rmze3S6EJv2Gei7NghIMEC06wU/auxTjDw4fiUCseAGDX4NQ0ztZnwhiOMeqjLRc5VqCMryqCayNqwUjACc75eG7KFowzE0YriLjWs5Zb5jsHu34+3MK4FH7pbpwFIy/djaP5NL8bBwATRjnTSG8w+BtucXlNGBULQDYPjQWIuxwaa8HIy6GxQIa7ms77W1zH2we7bffYvTZy90fxmDCSvp1owc4qjpM5gWMkokQiTIjG/c3Iq+NHME665CKaoxJjAABxLrvQbrU4NqIEAPjfe0+QnoYHRNi1e3GCJqYOt6qI3MSTWDiTVGwb5INRA33S/957C0YUz/Ol57uQkK3O0rge5IDtPlFdR/eJST1Uz9N2hCfKnycwo42/DL0lkNLtrrCo62HR1PEF2n1CnFvIsmM87hPuHiC9ZsUIZEKSpLCzR0BYlP+998Cjm5lOI3x8gOHCwYonXrU5wgheeG9krrPHzbB3XMUJKHcOZtjVai0QG/yKBzPaOLDcJxjuH5T7REBYFM2Hcp9A+o3og+qtbtI0KA8Tih5zx2OmB0jUeDePF5bfiOTSGX4jbtt3AABqL2UAuBIaeyv8LeukB/cJhvsHDVagc9othOvFQYPpjIiMNk6ppZthUYHhbwT4vL7jL2wl1F+c+4RID07aM4TWmrfC3waFvxZzL7DcJ+Tuw8wnghLQbiE6gBVt/BN0n9AJQeGvCcCL5s7hOqXRvJ3cbIMjXjpISxEmQ8UcVO8mBoW/Kpz7S6QiFKChJ25HvIpPYaxcmmJx0A0fHL63I15CynPkVTP07Ivm/io44mXBXN8xzqnHS8EToW4tnicHAARHvMQxIn/OH3TmIAZFc38FChmmwx1pXhFqOxdwN/IZCRhB4gVzcffIVevbViGfO5HP8+f8znM6TSCW/93IZ/lyfiv+FpLnWA4EYsC4e0n4YG6xrQ3Xgyg7HczXnaRbdZpBEwIUzPVdaOTTvDmdW9p6qkYDSFN6+l7kk99z/qQ4M034UwzvRj7DgcDBkTvnL8hkhr+ipoA3uU+YCR7f3PDIhwRYfs/5P7VK1Oh9TeVp9m5jeOSj3OpVplSIb6h8IEVDHirBBzMFSWH/lrw5f4y4/yDXb7/qRYfFR9Qz/z3nT+GRDy0Y8dtvv2lDSinypX41kffv4yTxa85cxvLxUqQrQsl4EBnpwPBcv6H7X+bBo4gwB+7zmwY8GaMQdbq6DyMjfsn5sypZqQQeuTDInfMXd5sd03W4SYBcv/0qcn9mNcsV59fJTJTrt18fRYT9nCuPScapSFAjrUcRYTjp+Cl3PjG3GOJOk/O33wDJ07R1a6YYq2ZShKZ9YAAA8DQ8hMBwEiw/58wp7U4j5HoSfvenXHk0L0YN0Z6E3/lJeTdWXe96Xrl4Lhjn269rSB3VSwf4OVeeZ2HB4PgguWR96/znXHkA4FnY7f/lKaRnuQDSnhHF82l4CE46cIL4Lm9Rszes5gDHR4okMcZ6SUD18sVOXtSHSvTkHtlHIMzDlMB2dKW1lhzbpIBq5Yudcgou3moUic92L/vYiDfutkd8/uhGzM8l+K+r2Ry86NXn+0ULxKf/bNfyj427Cqdx52+68ROFFz37fr94Pv0zw87lyU2ccn3+8EbMLwL1LwakwC8BqNWAZXt4M/aX4tSx787lKU1cj+xZz77/YwiuF6S9Btke3Iz9tbhwGp8dy+1NPLyKTDzt0e+nJfPEpVX60mZ9cDPOE38BWHaucDTp4jkdP77JX4o68K9QptSFKzJysB1YbK3bUwkHLqLGdc4xbqW6efLBv/wfpS5epX+y1BwCHPeJChox4yJ6sgbuE0dlVjS17caru9dfht6Upwgv3HGaUEdPEuU+sfQon/uEmwdIr5kxfDm8Cbn26u4NkXtlXFDgPkFzYHmGVGl+jZtYYAOQ13f8kXtlIF07uHx6z3K5TyA9N8SDFVuO6RZCu3+8vnONYksZtVLuE5QniULnDSWgPDf6zHFRomZuX929QdvNMz1AWBuGsPxGpKI6Y9MP5mYgFJB7aSEdw1/dvf4m5Cr3PAWm+4eraPcdP1zuExwvDhpMd47rKL8RkS6Vr+/4vwm5FhV8iS8BiwPS/QPEu0+kiibP4/P1Hf83IVcptv4opxEx0MR9Ypx+7hP+5d0E504neHAd1WdDNbMh6vZFwOBNyLVv85X8Lq/8rpyeiAq+9HWB0t/kLS52IIH8BnWcKIu6ffGb/KW8aN7G4uC1QDHnOBd3JGtdhBzB0fdgXxf4413QeWV0JEDZa4d9lb9UjoLl3gWeU4mOtvi6wB85CpaLCrqAAUTfOm00HTMiPcSaG6IDz7wLPJejUHkA+LqAcwsrxc2cZGcASemiA8+8Czqfo6DUbWU8sNK0cY8OPENVsjKox1HEI2LoFRMqb3ZVkAAWwhS2oxzw1t6XhSu+DzilNFv+tUPVVxW/LFLp/a3TMTdPyLtd55XlHIUrAED2olVjAk7G3Diua9mG45N3nxDbZsXcPEFi+BdFqmjKRhbcRGB+O7E3jpG45XMzcmaC/QhibhxXhbN2zQjG+RV741i2olV5Nz020FiGvxq+KFo19vrRbCVrmVFx8+CLYtWcnJkQwV/65hPywSzii6JVASD2+lGMsGctXYfnDnM9gM+LVQcnZ0fW0n+Lu0kLEUxULWleEXpA3LWDgOEkbslW/E/eRCZ6Xi7E+R/KWqKm0SwkI+7awawlahjNQjIw/nlRgyG4Fy+uNW3pasfjHdlK1oq/uj/LH/WkZaTGRypWGk5ZlOaOv7IvS5n6KvDQBU7OVw8ASWCEI3O5RkYzMhKfriJMuLyXxPAsvJ04JsylCRMu7yFxS5ZSIrtycqFB1zrh8t7MoipcHEjeH6oDt7M1inMQaJLlQQQNDHTW3xwOssfJWf6ol3BxV+byjRUy0hlZytRPuLQbIxwjRNmrmQJZ/qhLHSRc3IURjkwVmxnLxyiYShHqpG8SL+wgMTxz2QaalqJFC5l4fhuJn8xctokGeVPQ8BEkXtieSVydy6g6tecm3eoh8fy2TOUaqluAWhBWx5nLNUo8vw0SYnjvV88cTt0nkLl848RzWzNVasFfnEn6IG6gxlWJ57ZOOb3Jr2pro+lwwfu4qW5H4rmtGEH4VWmlIyVTwEyKUGM9mHR6E4njgOOZKjTVtiQKakVfSb096cxmv4rNe86IUZadmKLUvyHp9Ca/CqI7m4Y3ce7BOTG7nTel+cCeMkxxHxS6az5zzXW4I1OlFkmnNvhVa6MfTZVevBGBf8/rlyXp5Hq/6m3VyVEvUD2PpFMbgXRgBGGt0UHDwsz08plJEWqGpJNrAbOYsoMmCrYTa0nconM3TaBNELDLQ561nVhr5a185NeAOGmgcmRMMHICUBivtD0Q0Hh2VM3I51z4VWtjO7YaOPPSRsNTE06SAOBXva3t+BogCD7+eplYSVY4ftX+oQ5sR1cBSVhrdzGV0tICHiLL3PqzQtETF/ShEj2lZ/bhKrtt2o6ukndj6Mw1eQer0xuyBdywFpMbGoYkAJPl4iLrGwuduTbv4Pbi09sCbliLeYefJT9IALg7Y12+Ie3oU7abAdbixRTnqg+klZR0M8CPIdrdGevzDTF01KJSRSXdvOlXnPsq8uZ+Z8b6/MoFF09e9ocMkHjzZiaEaHIQMn19gaFcqUWIQYK1rsoBT6LGd8kxVuZ+sVLBCqkjObLMrT91jCwzRbUQPrYDi22HltqOLJetCJk7Er+4Fygjh/MhqZFlxEXMWcKJLEMF1GAFxxGeGiVJ8oW4ODh04BsmqHg6fHy4HFhBc6o0ZQcHsR1YIrw3MjJqD5LbUk5kGWaQnSrNEEFtxIMZUgfcI+YwY2pQUXuowDdUpBtqn2SFcW2UgCqaCnBDRZah6DE9PWz7F9HHrL2UWSF1pIIZUoe5TzIF7l7KkBr4hoWXgiHCbYeWMUVwFu2+GTIdMYcb4IYGM9INMqTOZXEbYb66e0M40imLg/ND3rdQgI8AFEaWeXXH9YyuV5QZSMh2cIlt/yLb3gW2PSLj0nkGLZcOYO1ILHljXg9q03yw7V0AOE6HxZOtCPUXnPlobHvmg8VirUM1xxhfMjSUEFe2SMiiZtsz31q3h+2ISuEENR1jCQguvEBIAugeAJqfBs9VzdY43SZGtfTrtNbrZds919qov2dK/DQ8MtRKAgwAwFq/t23PPHA4rE0GyrlfDXoKWjXMWq8XdWTbNQcIwtp0kGI6+sGj4CZaI1SoeWw7ZwNusTboow4bg2DbMQtw3Nqwr4I8TNF3se2crUwKU8C2YxZktBrNQjEyWm3bZ1qbDQaTvBxciGihrY3627bNsDYfogMdjWBt2A8AbNtmAEFYW/4r8i6lj0ztR25tPACkS2FymEgRyoNtyzTAccBx6f0s08G2dbqIfpY63VZNhzC2rdP1eBzaD8NIu53bjBg9+pMDkm9QqLtiVFJ71uZDkjZN8Ws9XDU2RoDS5UmbpmwSeYMpOy+0FECSQDj82o42mpEieLEiTNo4GTAsbXRJkjZMgvfTrK2G6VekFs05SQJA0oZJ1hZD1c9b+IxGE3NIez8SzcdAeDZe1cjwUvc5Yb/Ww5PW/efXbjR/0aZ6Mrzwaz08ab299Zrxfh3Gir3HfJLRnZKktRNIksjUYZyhdOTDVIpQbM8nae0EwDG/f0aIyNIMvSkhDolrxmE47tdm5OIjJICOilAbJK4Z79dmpNspMzwBWUhcM86vzSh3Yx+M8dfkwJiHfm1HJ64em6njeOP40FBae37tRieuGltPZqRrQ4AWedN3o7r8iSWuGksSjsxdJsrOR5u7pMGv/RgASFw1BggyU5f/dChRXZhJEXp6XokrRgOOA45Rle414JcrceUYyX0owV5h1eb+myZ8VqnxZTEkKjXmbNEZO6Ry4yt02spNePbwJFMvYeuZaQ7VOvz3ob8qN2GFEr3Dmw+3FLpojgEq8iTzDPNY8qcfPbhK06tUVDIAAGxNlWbXSPuBKs2uAdxmmqRSx3x/DUGVZteAdG4GWdX51x/cbFkDqzb3J+37qzb3B2y1m43r2wEKTV6Zt3OzQmbuOom5/qsqtKdjAOtq3ROwv8reenDddT+2kjZhFdge0nXpdf9qLa9z3xSWMSofarYNFJNMDDJ1Gg8ACctGZO42Wa08jUKmThMAIGHZSJIkwEFk6TXNaEY0JDYJLPu3wBoV1SQjiPdTe/FdSlg6ImH5SL6rArAdWy2PDNNv5LlC9wmUW0j8kuEJy0cxzyw+wuON7m742n3ae74S//wngCRJkc4eND0mmE4jfHwAoMf0GOqA6RkSv3Q4UuEJ742MdPZAuk9w3TmYniQ12ohyGuED028EUt1C4pcMB/eNkSlnD4oetZEy5cKhsHQloFpkigbl0ZHqPuGKd0ntjRy/eBhw9lJm+Y1ILr1dEH3M3CeZAnJvZ+Suy7zbegAAY29kJqq2uB6/yDUDT7uFUJ4kSDDdOZB+I0jXDi5e3r1BkmTtjsF8Cah9kmkwN0bm4wMA8YuHxS9AmALRniEi6bHwiuGacgO1HbEYIPdG9oj4hUPi5g/mu6qn+wTLb0Sy+4ThiF84FHA8c3ev7yvRiJs/GLPgWXpMUTfb2h2Cj6wpCBuMWUaIXzAkS/cplZt42jFAG/zdKSQxDqE7lSBu/mCRz6hO5zuqly4eyR8+1ulyV0zKLD2nxs0bZI9PVLH0lA8f63YNPbA8r4p5ikeWXtPj5g7M2n+2IaUfWV2wbrfQA8tUkz1Lz6kAEDd3IEkQ2QbOVStbA5Gl9wygJCLJbAPmGE1HCJ4UoUGrIbFzBmAYBhY8S+/pxjBgQtZCI1Ijxc0dmLXvTIV0WGjQK9yRYj+wPJ+62QrCTbjYOQOy9JkBvJYTgrWnxiKub8YMEKtyD4BhZinEkCQ1KV0SfDP6ekqS6ohmd2hZul4bRDpLIwEga//ZsTP7ZRusmpe3ODpOPgeW5W3YO8LH12fHnF9Y5NzTS8ib0usxM/p+PmS+IpJIyP7aFHymlESxs/qRBEES5Bf/sgMLmAGmGxHGzOiL4ZjJuw8yEDOjL2bBVe+9Nun/YOfcX9XNUxJiZvRV/WFJMkVsOvDhjtm/CC9DSgdGeNIZNEffzzzqIW3hm8FJwOPGUIRDfc/63fNzNh/8eNvM/zOqL5Bt8Lz303oRySqIJkOEPQtzAUCLoU+2Tv9JOQEanw+Z/35ab5IgVI86aRSyDXJ2Vt5P6UkSZPaRS4zlw4KHWKOBNSsWOXZeHyoCa4R6g4THZ4L/r0pB128lmaHi2hnTarBLZf9+fCbk/6oU0IuNelBcm4/OBP/setx6lWqCEh6eCf5FsuCK4ek91KQQdzw6HfJzVbVfdW3k8hwYUzQeng75RXWp5YEEAPhy7HJ9SrteqWzJcy4TQsmxRgNram4s825C1+iJ3aMn99BCEco2lmFaCT0PCxJIyYdzIYkAEP1ft/fiYqhKMpZpN+YVMrFCYxmmiZCAsQzF4d2ErqwwqihrVQ9R7pBskdy4xjI9psfQ9aBwRMi0EgKAd+O70sfMEHFMYxmKT88ZMe3HvkbauOqDKs2utR/3mjKWocKxUvSYQVyZ9j4sC4Wb1RQZy9C2sh3Gv2GGfqUgxVhGaCtb22FEc8myR43+r1vUuC6Astmh4dFYBsmNi5ehN/mC6nWa+BY4BjtIYx/gicXKxbsJXaPGdgZVjGVQEVbFwHZIjrGMMN5N6Bo1rkvUmE5vR3VUPXMWWFZC3McnMyC6Koga2zlqfJcvxyzPPmpp9hHmGikrR/4d/aLGd8k+Gv0NcME7H8jpuXSc8GbdhG8VUFMBUWM7fzlGp94cBWT9aFQPhIMxL+qpL752/DdacBCPteNSCYjZRUCDZUIAWDP2ay2ydULccCjHuBVvRgntGOP2Cmlj/bBq1Ffdpkarnm2O8SvfjuqYc6OBMQs1qa8c41bkmLDqq4mr34xo/3p4O883aAZj1gjfjOyA4ViO8SqFYzYZXg9vh1nwO03nVSqQCQBUfId6zoghHGSGDL58ThQ9pseMri/kYsEEItnJesyTfPmMjx0wKtuc7tNmgGMkK03eUtxbdlNpGD5jTDzuMR1RioiTGIa5HDkAIG+pGPYNHGCIIwAAOFaHdsYYG93P8lkGhm/GTvqYhIfUMfdvPhGlqwtagnwlYyDVg4Lx9yFjiLaDPrZ8GPZ6eLsJX6Zalxz5mzuSkwSX4Bhws0Jmjjr5gNrHgwfbkVepJ+6sh6R/e8+KmQDY6Ld9gH9Q6BovHvqLPXbEAAS9LxiI7DMnTjhl37lx8/tnFZGVWHw1cfWlu3GvCYJ0EN/O2Cj+RvOFo0Hg68lrAeD1v21IgpQknVbQdGr01b9tXg9r+3p4e+TV99PSwtTo62HO7b6oqVEQvfa56DDP1GiqCNQ2N8L9TZIkRXo9yp4affVvG1r5sVwkKzbScGqUxaff3HimXkQEB5AC5tToq6H/MKd8mX6QLzhTo/3mxYPiiVkloLa+6j/f5dooPDUaPan7yyGuTZLVmhoFgF4zY/ovcHtwqk2NHhExNZrqH9lrVszLwehdoJl8kA6UyqdGKVA6cuBCZ20onRpNdZGkp0ZfDJKwR/dLdaZGxc5siQftH8nCy0GtXgxs+bx/CxXL8jg16tF9Qp3RzItBrTAc+3baBlVyMydeDGyJWfBvpq5XPefBS5LsdmJun8yiUot7ZPL6iS8Gtvx22obu0zQw7JaCQYsTZ/XM5D5AVK3jS6TwTx5iGKsk3wwWtcqVB4qMry8OoqvAXUA1p7zm9sk8dGnS9O5+TG4sqPWcBMKrfjdz0/N+LX6Yt1WlomRidu/MQ5cmWSw4wDpVMqQF/n7W5uf9W5AO4n8Ltnu+jfmETRFy0gO+m7WZOnjWtzlJED8u3KFDoZ72I1RcwPN+LQDHvk+VTW/o8uCf9WmGWfDvZ2/RKP+ZPfw0ylkSnvVtrp2MkpDBVyv187RPs+/nbHE3AuK8QowWmNJAhsM3gzANNxF+mLv1ae+mVPui+ufh47FC5GhCpB+h0A0/zNv6pFeTnxbtlFGYiqD6BGNQxj4K8cPcrQDwpFcT0kH839Ldgml5FwQkwAgF+r/52wDgSc8mJOFRRqXQao3wSc8mGI5hOG54v0xrPOnVRFS/TBZGrv4IIHa3FomQ9mo/6dmEei8Nx+i1H/9r/xlos/OBR/dBJsasS377Okl9EtIRE/1h7Lpk8ekliSkJkztlHLc+eVzbDPxJNG5TU9+KnxbtfNSt4c/L9mhbnCAHGuM2JI9rI1AnIsGuOkrTP+ra8OflRoipC35a7JSRJEmSIH9dtU+LUtRXhI+6NsRwjGIvEaYdtqOJOSXVptc5YVOKw06Ob5dhlNxlToVgqplHXRuKeqC6bMqDHISpVbJ4DUGS4OOD0ceGIbVsz0MxJzAAIOyEuqUz4WJitJ3Gz8v2POhUX6OmUxLGtcnw32a7jwUb3tw1maHWa/Pz8j0PO9UnCOK3NQfUydF8oDX9gw71SIL8bZ1ESfXcof5Bp/oYjqWRvolgxd3vUBfHcWFJlbzkk7baR7YwS9CfBx3qsSSll5r177lM2eZgNiXq4n77ur+s2Cs+fQZf3PjGPhW+vhKexi8r995vX/e3taq2m6k1Maqlz7Sdjn+bSHpMWr1Kv67aF9muTs51B1XN1SNbxFsxupUPAEzfRQxtLG06XUzV/LJqHwBEtq1DEkSujYcl5e9d+HXNftBAUhVa28i2dTAcwzDMDD0vLcB6qSPb1dGu5zVzD2G3k8OaGmWCwf7oItvWod48BVkKxuqUktOM3cSQRhqtyWEAQDikjZN8XLrHeHXo6+NWz26EUE9AldlRkuf43yaW2XtVGnQqRs51B8Nb1c69+YhuJQq8DUMb47P3EhYc+tVT/03Ouf4gAIS3rJ17i37CGgKnpK1qkwRJkuTv244pzFCRIgxvVRvDMYrTpwCnvCr3Lp0gAebsIwbUN9L4gqWzwlvVlvRwtdYGvpoNkinBpeoGH4MtRt3g4yNtUOWcHdVsUO9jwYzvHaQi9+Yj95rXPMs8pedshntZAxvgALCQx11KOXJvORLWvCZBEHl3eNPmxTJAd27uNa1BEmTeXfLllbn7RFjzmoBjenayjMW9pjUw7eX19cVQn8ca5kmM3+MQABYfgQa/CSVgIAmRbG4l+mS1tTVPtD+26B/0zc5kQb1ZmbToguAvxAcLYl6lFBIJiUgvxgy+GOs88yeqaNGYXTG06Z+n2h5ZTHmB3urJyHk14zho8RESUull8MUKFvycOm7eWY9mHzm6Zha95ChJQuKSoyRggYygdKtcxzd7UsenAULtNWwxNm7sOklo3smtdNZVVOaJrJMYAEDgUgEa5Erk1eYdGSdv9Fh6lKTyWoryXzwLUHHZn65L08tzk5GQsPQYKUJF3lp+HO0lScPtKrFCOLHqyLPtGADcbVSddLiXa1ozDGX4fcdxALjbsDpJkPn3nVIhR5anYVDtSsyfdxtWD23y571mrC3I1cH76b1Vz9N2fI28G5mRBO42qi4jh7PBqQ71ngIFLDtGLj5C8vUQWTEBuk3x5FAvzv2f9vdngg4jcLdhdQHtRTv1s2IFVGhwkZtYOKYBku05lEM9tylhBrWp2PCSQCkecevPCncaVKN/MgMFMAMCUO7/lL8/5Q1NcaiEiiSgDyo3vgKpWyVTlCh6zEgFzJgATM+QO/WrsYKsSi6dEUmAuU8yhRUnEK8Qctfll6j9mWkwAwLQqOIe35XaSxl4YtlQWHqMDKlXlTpGRhK4cEekQ32AsEM9iwMyIAAALDtGLj9Orj7tQUfSsQJE+vuzEFy3Cn0sex9mvpgASkAHClAXwfWq3K5T+fZflZknWZEE5G/MG1KvKoZj+facVMDQCCjrAQXXrYJb8KxTZsPuQhqVveIE2eVPDAAWHuL5HnT3gQ2uWyXfnpOL9Ns+mgu2yKtOkR8+clKp2smWakjpw/h0jDQaZRzzTx2jXyGHZk4UFOwOWHOG7FBF+Qus0idAQoH9p2//VbnQ4bPaFiQ62641MABYd5ZsV1mrzzzH9Jm3iUGkgyx89JyCbLxmLFlw/xnqIKh2JdJBFjkuavckz4rw9t+VMRwrsP+0InaGQe7zw7Dbf1cueOAMADybpiYhGuvP/X975xkYRdHG8eeSoF4SqkizSyCASG9KlRp6VRAVRLr0pqIoKB0FQu8dRHpJ6D10QkglIST0DiE9t7wq2ffDJpe97WV2Z/bg9wE2e7sz/2fLMzvtGfr5c+jVWJ1CiYAaSIhs2ZCxmhwYN8GvoaK9FB8Fq7OamA5C2vmvWkmV9hzXWSOUpdentvUh9FcNzHOjsnMSKu09Ht6sfnY2KWN5AKBnI9v6ENrDg+5ez5AhApX2HAeA8Gb11Q4HszSV950AgEtN69N0NreJmIfMeoScplGjIKdXPVeLTXhxMZKECkK8QCWwrrRb2KMM1+frBTLcNFslOiFNUkBGtgZCjEV8ITWO5fWeqF6P0KSCEAAM6iM8tFrbiZEBeYbfjY/WkMKx6JyYIynTuXb9fVrgu2yeSNMop5uz39SnEpnSNH03PkqJvOO8PsJNZ7LZocYlRrUZ30eYp23zmZxrxa8RsuOP19fdR8j+U7aPcMvZbGaMDNNHKBht3ByYNSCZsKsL99FbzmYL9RHmmcBZQtLQPkLnoJit5/LaYDX1EQosU9OI20c4UEwGXw8AXGpSj61KQhufB3HhKvsIBfo4QWRQD1+Vzj5CdkBzHX2E6KPEGdRHKAhn+Umy1iN8Adl2/vmWs9nd6uq47MZ8c207/7zrJ4pVmfjd5+mpMDOUmly+FVlfjs5WSJ4qzF/CzvfaS+nlMlADHy8PmaquynYrRSfJ0qWO584L/+lMBDld6njuuPDf7ov/8n8iprqFBqJ6HV8WhOax88J/nWt7fvYxGdec9VbtCv2vc21PAMKeTbYwWcxxErnXx8vDtU6Pz0Vxih+uMHNzF6NDLa/gsFzPLniKhgcPxTV3EUYMHWt5tauRb88lXvBYjCUhYZ4BOWQ4ZXdnz6V/gi7+26EWKVHTAMD5aAeH/du+ppAwqR4Vsd9Qvql7Lv0jLAwnzEWzeXrkNq7gDDMqgKeHyXpokW0A12vTpnq+fXzPngc2R9umer794fwRyfpA0YrRutor+8L/dzDyGWufuxdH+JArCE298m57m1tXe6VtjXy4VQiwP/x/baojE4a2UPAy0afzes5lHkWnNpr1Lwl4eaqrEcoMGUCKp0ptxsKyO6Dqq4ddyhu9oHoeWlZ9tXnl1xAlBgBu7GL18rJGKAKiJ+Zg5DO9SRnz7NIAhyOfBVR9VVcqSrSpd7U0wOFIqkUVfdr0ICcZpzZJ5P0mvqVZm1d+7Wg0pelUBZr1mdW08mvO0W0GoE+cDYzUplgE+iQJKpZJa3pyK45FOwCyARQ+x5TwYQ83c/Z/0VY0teMxVJlXbApfG0+PbO6RowNYe6jj4ul0b+MAANg7xvUYGibxAtY82Hw8Okv8PbrGH78KAF6e2bz9Ds4eG0D3Nqw9/KyVM7KlS6id4O/z/ry3ifVTIrN9IiYLwMFs52iYqCN3ALW1CJfL+XsmAHRvnQmQxQwZDYnJBEgMcQboubspbzvo+xB24J4RLUOE4vio4Le8079oxUkqi5f481x5HBKlZLD1s5nA2rl7jPOYbi1z93OfuqyQy5k5+4YF8MaIZoPSgaMJp2KzpI90uRS3/xY5WCaRHHaO9vLIPnk5U2tVk6DyBhtqrwF3+kQrM6dPDEGepvbpE6x5IxqmT4TEZOZNn1A2LWResMj0CVcT+k6RnT4hr5Ytjw07sJzYdA4A6JergRM9rl77k/yDpaPc3ROa7CHoHfjTOdjR5gRnbiiHPW8EXKeFsKd/MJM9GHnMdA5mCofO3PXAxJZjZnEwMzqYQfai0ydYM0OAN29Ede6seSPsiHcMggFjBecAsNXyYet30rDzWfafzmkhTLQ5QVymTwjNGzl5OfN0bLqEEgbZ6ROcKRyC0z9AOBCrAM7ocScvZ55RII8De2qKYGA5JYjNANGDc1qICXDmjbxw0yeQNNarSuRMXNqp2IwGFX1R5KxbjRCnY9MNlKcSvjVnYtOeK4l7LJ+SUXh5GBuZTCeetmwgqduSQ3a27VxcGm4VwtAAdSsUOBeXKnsYLj6pUOBcXNqFK9xvjpfoRLZp1OLVaiTyFSdyLi6tTvmCzLbat0Xx8bpew3NXUuuUKyD6s+pWe/SPh6cHDYIFDc9u9uBVM32Th42gQR+5Y1dpyB2s5MmXR1JnDAB4oPmSUD10WX4wFw0AUKd8odD45Jr+RTTqQo/L7WM8TFj80+r+r+tM6iVOZGqEpi7aRe49UqTswpUUZymo/CwzCY1PrlOukMQB2BVfjH9au1whLULMKgnD4p8+++8VkzLTBPXfK5fik8ReJ+y3GABq+Re5FJ+EW4UUNf2LhF99IvqzWldlwEWv7v+6lELzhLgJbj9YxoxbH371STbtUd2/sAl5aSb86pOqZcn5yBVGoDZDGJ42ottFGTxs2eS2jQKAFS5j1bJvRF59VLlscdxCRGEU2mx0pTIlcGuxPG7eR2gCkVcfVS37hqZmCleUeS5t/o0Rqe4cDSGK9U0kjEp4yIhUGoULoa9X/L3kYct2mTuIvbwRuubmFTNa73jlssWjEx4YkTPCyayVyxaPSbiv4UTToixULlu8UpkS2kS+hA1RBaHFKu4xCfejEh4q+GbEbFdMwn2cH7Yy1uf8HJNwn9APW5d2MBv5VRkgrBdTjI/KlIxNvItbhQwVy5RCIdJYD8CIvJJ428hMLOac1SLXNOrm5osjZ3hs4t0KfqVMkaILQ3Q6v3gVPR6KDvIgqoARl+wBnDKGtNgyAAAewsONAIDbv4UysoyyehD7IN7F1IFKQ5QbXsHvrSuJt8r5vasmeaTPQ65SiUQr+L0FAPGJN/393lOSFBGYOgJF5neiaoSWIS7xNvPkEQj7bbmiQ6eGV1nz2x+feKuC39tazzYPGqC839vsso/IgKNQ3u8dczKSijSq4LKU83vnauINwXOJopzfuwnXriNPVvVjI3e8v997fJ2EX1tCeFkQqiPh2vX4xFumORrQ8RwnXLteTlwnLfiNhOmDkazqoDxEfVdbDper5ylReSWJMqU/uJ6YiFuFPGVKf3AtMfFG4lXcQizGy4JQBdeuXStT+gN/dY0kuuF4XdmC0WYDgOuJiWVKf2CQIlE01YyuJyYgkIqrUkbI9zYuGbove2k/v5sJ8TINm4K/mn7HP/Dzu5lwRdGhWJ+K0n5+7/uVvZUQl/M3wfPSyMHtp0+g4VbClWybx/ulSxuXBcJ352ZC/Ht+fnpT0TBqVBMf+JVRdJzAhHrjkPIdJPYKAgDBwqR5r4w/E7uOfN4rU+7O1RjIllnOl4Rb8G6Z8revXvags4FGUec2pDAlqITmSqFpmt2NHNW6UaU9x82RkvrH0EJj5qJN03F4jXfTnhpOjGzVqPLe48z2nasxejTk37Uko31/zae/fjvs6TvV9QhQTvKwQUXmLACAvHdZ8p323bUkM9c0sYfaTP2aSRo2uOic+c4/fXYuyeqQY9frty4+fRezfjUOQ+CGFbkZlvxejgneO5Y6OvZz/vRkyJA35s3Tp85w2PrF8N6+xNGpH4DSUujxkCHF5s0zxxMXvhmWIqdfgte2L3nWSbsDAYBS5aowG5ea1qt2WEtcXGr/cntAHz0a+CRPHljk50Vo0xQjrEm96kfyDOcUcwJwopFGtW5kjDABUv8YijxNx+E12k6MatWI2bgbH33n6mUNKThXnEn9Q1Ew8TlBwm8wx4Tek6TCSdyLj7pzNYZWwNFoir8zsmVD5/bcINFz+0xOYjZSZgxm76/f4RT/YOrQarF07sVH3o2P5u8/Fu3g75wXzN3TN1cGTdP1O54WlauAyICG7D9TpufZRR1cxWzcvxLBqGXkzdtD0zTdb8pTmqYbdDqjJ3c9NOx8hqbpflOf0jQ9fy9N0/TxmCyapu/FR92/EsEcQx1Y6Tw+Zdog9ukRzRvoyb1Rl7PO7f7Tkjm/LtgrcMqJmCz+znvxkUwka0HY+vOy/uwc+8+Uqd+JyXCycF/edniz+vwDQmIyxc5lc/9KBDuSNR9O/HHBoOEgEpScjzOeuLZ1Qu5fiXgQd4nZFgw1rgRqv3DccD0kTx6IPE0xLjVxMZx+0YJu6+FBXPi9+Mi3/D8yKT/dfR4P4sLf9K8EADYFCB7G3imRjvMn9jGNu144ubOewowYPLKfy8pwQvN2sg/zesVLLBclcHJ0uQ623G06Ry3/X698unLXg2e+fHliaFdh9HPmGLZtEpZqzl0sKeU3l61W4SnHt9Rp+mUY/xgJi2ha5vHmP2NiekqWr/owNlTnC2saJctXexh78VHMeR1pENSMaQRuXxBqv38ly1d9078yaG3xZ5VrZjxDD2Mvlixf1YSMXMkxremXYcc211Z15sPLoSXLV1MaREaSZl9dOrZJXe5qyLGRKbb5NP86/OimWoblLsPRv2u26OFaO8md1+HxXKYrSz9HNtZo0SMCSVIlKtR4rNJTH/mrRkBPDJ2LzPNZokLNxzHnzM9dGyUq1Che0bh3xPKQVBCS8c3xOObco8sXcKsQR6iUeBxzvkSFGrg0BHwTdXiDui6QJzHnSnxYU/x3RY+CU4VnPtRjvoTy9xAadEAbkbtKPL28XO9IjnpPwVESNsk/1ePlNF/3EJFiFWsnRZ9Wdcr+NZXb9LkMgGpspLpEilWskxRl/FKUSId9JkWdehoZgjBB7ZDh8BnkCkKStJpAUvTpYhXrFP+wlvmGa3YjSdGni6H61mNZrVyPl/qSwOYcd6f8JRcR1KZf7P5VldQK0ICNM1YwV48G89Hi+UqOAM4V4go2hj0rKrYbKDypQMMjbROpdkug9UNExxvOemiLVqqXHHFCe1JmYytaqd7rlRskRxzHrYQsSKoRGoGapz0p8mTRjzSu4IyLp5EhODTnubgO310NXlZB6lDeLUiOOFG0ksZOez7mlEPJEceLVhJazJ2msReEHAHOe/N65QbJEcdMFKA6xBofDZp3LfLvNPSaqlMAaS2rSJWGKeFHXXZx+/tJqU84rS5SpRFXs3vzMsSaEpIjjiVHnChaWcjTEUxyxLHXKzcwP1/2W75zYVm1p9uQTGzKxdMLRTkk955IaEYjQAde4gLE+jWNEIBq8pwGzdvnGjjBVwmFqzZODTvk/JN7KUgpB10oXLVxatjhtIsHcAshAqIKQjzPS+qlw0WqfFqkSkPxQ0h8kBnZBmaALHKHy9VLDTtUuGpjRClD19G3ts0xI4AOv8mO1UOJ+SXyzOcp9pNQSyP6h3nzrPe++EFo6QNNT1Chak2t6J0LVW+WFrpf1SnYQ9QWqt60YI0WaaH7MOsgAIIKQvNLm7TQ/alhBwtVa2p6zjqgAQDSLh4Ql63sQup5CWkAgO4/3lHbvpQWur9Q9WY6MubK8BIvA9Ai0XdFWtNoLjbQ1OWmXYPCJ0r4MJcnqWCNFukX9qjV0OOXB+Lpm0HBmgHp54ORJ+u8NAZZVrBmy/TzwRnngoxJ3hoQVBCaTPqFvQVrBhSq3hy3ENWkX9hTsEYLsV91uSPFXyM9fnnw1zTV60UgH76xYapJa4AwJUpuDLO8q0QDbJjypjkaxFg/uZTYTc8pCCXuKqK+snWTdC31xdfvUoQrE7l2YsleEx7pkaGfArXbZJzdhVcDByUOoUDtNvnrtM08s9NoMcQi8zFrI7JVUA3C+tPPBReo1cpkKVpxMSGw+bnh+2v3/l0ivsxjyV/z0us9kXuY7exnzp200AFO8r3i1XviE4DfJY7JZS9zTGDTs8MP1s45Ps+mR4Kxcvg7adedTAJ9JiXJ5S4O+7qe6txnMjupCaw/gzPO7hpxuE6fyUkAD5j9fSYnAQ152/oyR0LfyU+Bhr5TngIw/97vO+XpyKOQeWYnZKUy+wEAYDxrG2whnfqx/tQJJymat4fJU2jnvX5TXXaOOgaZZ3aOPMF02+/m/CrEr/1zj+k/NVnwCJr907EOgof1nyZ8rit3JA4bfQJm1j++REEq6jHWG/t+0iHz9Hbfup0MzcUacGLPRLcxshfKlbQ/hyFP03FkHWdP5pmdSj7Z2LHlbl+N1ZD1kShniDVFoeMCdwsvUuo4vNa5reST7baygHBOeWycgeUk9ABA31zXryR6nDNEXObpHfxfBeO4OqPTseGEoEPovgEgsqVLD3HKjMHOberQ6szT25ntO1ejnfLmBtEAoMBBmwHjl+cF0wBwLNoBAHfjo5mfMk9tow6tdh6ZMn0w+8TIAImucY0ynMzbI1AbOR7t4O+8Gx/F35l5ahuzQR1cJZt1yrRBzAYnvBmb+Xvz9EQ0FxhldiImSzYjAFASIjzr5FbnNnVgpeAxC/Yqar5Jmfods6FQHod78RHO7fBm8uMBM09tzQrZzNkpFiVOD87QcSbAiS1Hdog14yufmae2+X7SIf/H7Q3PiQ0iuxjxaNLSwYDpKct+Lpr7l1LbMk9u9a3bEaEMTy9DH13XZdzzmum49np5mdRJKY2Xp+jV4HYTGvmWeSm4Kco7unzrdc4K2aT06Fy7Fv9QePDMVMWZuICwE86nfpesE3+jSUtv87W6033rdfFp8Dky8RKQtD4USQWhkWSFbMo6ucW3XmfcQkQRHUJmAwDICtlEgvjBM9MW/1BY7VlZIZt863fRm7frBTK4IGRlawMQH3JimgxpmJGrwk+QWeNlANCPXfJp0NVx7C+1Z80fVWjYnAyBH9gXyHgn7NOwmwbxhMCIdxxZn7uDoELLCF6IyDJZxzf6NOjqU/8z3EI04ji20adBV9wqALT6fdtzxL54+NzM+SMLok1TAgn9pBSE4jJMGzgKAHOG5R85X8sKCVJo0q+kbmoC3p92dxxZK38ckXh/2t27yVc5XRtuURBIILMeYXTbTz8KMiM4BQCkzRxWcNQctGny+wgVkjh7hd+I3kg0/BMe+kpVdlxN08d3K84wcfZKvxHfKk/un/CwV6qSvtagEhJmrSwzMs/w/126+Go12ditii8r70CMXuVZ+MXXquaZdnXmqrKjepkrQei66X4nOHbJEj9zlT9Cw2kw7r1+Fh72GqK3LH7mav9R32g7195C1jOoI3nqd0XGLkSbphjhzepXPXTS+Setdj3C6LYmDpaZiXiwjOPwGs0FYVSbRs7tW5oGyxyOfMZspCobBDR7l8DgFMfhNWq/KBUO7REeLMMaIsQZLPP9EoExDkrGAbFHavARHNojqM2p54elAr/qJLIVZ7BM3iAg9kgNZmgPM1hmThD9owFKNDN22TNm/A4jzzlYBlwHa7DHAQFvlBAaJctznnxm8A6HY8KDZaL5O52IDTZhwxkExPDTimfsP9mDdyJaCAyWERzIw+ee0NAeCagDKwUHm8xXOFgmdxyQ1sEyeUN7BIcIKYHav4Lat0zbuWIk5w4CMgHOKCGyB8sghTq4Stva9MjR/PlPHVhJiAk/LX82o7+3hhOp/Sto1F3inp6GV6hcJGeLjp4lpF2UwcP1sri86OImGAH6G+Rh0+aFp/R+7ZfV/0MsRkPVz2azB/Sm9i5FrsQ8bDZ7y77UXpSzQohqbSXoTUYFtW8ZtX+FvTnT7oHiauO4Y9S+ZbltEfgfGE8vLRqofUvtAb3R6v91zT9Ter+GMEF5xIMAmFAkK8eLc49cynLzugkBYFKvVyes+wdpkjZ7y75U8GINZ6rqLDS008Leqh8VvEhPCrgjsoG9VX8qeBG1ewFuIehxt4KQ2rPE3rKvPQBN914uZvs7as9ie8u+JmfKwdl4MGH9vxO/eVVLEs/RV0QwlD1iVtC0tu8Dg+BdGdaf5haEAODpKT6KVTOarBj/Vb5JG81YjkoJ9jYDXUoR7CWbeuxtBtrbDaJ2zsMtBDFEFYR63QoVtMjeuj8SKRihghbaWw/ArSKHSRv/m/BVPg0nUrsX2Nugt8KwglA4WWrXfNou2ibsRVSNUELMa94mey4jroxm/zvuC6+pm3mFKKZJbPZ2g6gdc7FkjRB7hyFuYAUbkgpCHU8mtXMetXuBvS0vVIHWNFHGllOTErVznr2tKX3Iyr5GZQoeiR+dFSl0F3LalufjvjAkwjVPY+4Oyd41oppGJaqntI1tiBmax3b1nLHVgGqoRKVQ0ix+wYzxztk7DqW2zVZxAkFPWR6MFdSWWdqTeDmhHi3Ujrn2DkPs7QbhFqIXavscewf5oGVIUFIOztiWPfZzLVOkqe2B9o4KDVHxMnh6mP7mcD2vDXIbjWnCaoSenjape2p+66iXDflECXun4dSWmRpOHNPZY9bObHRNkXrvu73zCGrLTNVyNOo36im1dx5h/2wktflPg9I3E8wryOiE2jITPDzsHRUF8yScAf8GLs43fPYufvmxQXBmhThXlB3/j8BhSxuzd+bzEp7UkUfCcP4BA/6Zvdhz6OxdzpuyXjIRQbX/E4x0mi+fVARUXSxu7JJy/PCcP5/NApeZJHGBu7Od8ry8lOpBPGRLPLk5QTTAszlBNMBlVnTWtfD8ec6fcUPnBNF5CSxsNDfIwK4qocSfCe2MmSs01yKXNc5flwFQm7KX+YzmHhI7hJ2C2BXKm9Exv5HQ7A4qZ6fMDYsRDKMqzmr+8csB+mQoiNXrgu7nyIAy0f75aOrvGXR2tnf3H9Gnjguc8whnDVd1vJIvEcfR9bLHCMKONn4rIU5DCs55hErmR1Kb/hD7Se1USIWzHp3y2DjnESr076l/CnyCcGyRngcpOOtRcB7hHCP9NTvaOLDmR1J/z3AGDYfcWY+MPEnHjQfG2zLzCNnRzB2H11AbpzPb7CmSYMw8QifzhUoLwYjqd6TnEbpORXX8NY1/DGd+pBjOONeC0cYF5zjykZ71yEciaLigLRxSpue0dSmc5siBHdBccPakEpRM5XRsmKoqTef8SBPQO49QZvo9Pqi/Z9g/530VIkS33crdpGPjdHvXMXrzQ0Ku1Yob/biHOf6aZoQtC/bSw9oa+SgKpe3YMNXe7XuxM8TDXGNDQpL9ix+E/ZSRF3Vwa9vCfeg/F7y7/+hYP0XbuR5Y7pr4Rfbu/qNj3WSF5+P88lJQEHh/OdaxbpIJWjQgW5CR9zbL4dgw1fHXNAkP5QqhBbkTx4ap3l/8IHmIShN0f7ss2k8Pbq0oEYGDBEaXILgFePxXji3C+j2JWHbCBZmy+flzMH2AgtLFOdTK0trlOTDAtvSg+QWKlHXeX//sWPO7aVIMxfvrcY41v2et+g23ENVYrCB0rJvs/eVYt2mMdqyd5P3lWNwqXFh6kB4YoNFZOtZO9P7qJ7R6GPBUvyS9LYk1QulSx9z4MgwGfS549/hFs7ft19y24ghN1Beyd89fs1ZNwK0CDd49f/XpNT5r5XjcQtRB3tssgmP1b441E72//hm3EGQ4Vv/m3WMcbhVcNHuurFUTvHv8gkaE6yf7yqN0v+YY/BYtM3fCNCFKyZEkUuGhTR84CgC9m9hWHzOkBubTa3zWCo3elsCPGJ9eE7KW/4pbBTJ8vv0ta/kvmUuJ829ikPdECJG1coL3N+O9eyLys6pBvzBm1srx3t8oe43NLQJ6N9GaXzYyf8f5XMfmtpipkK5r9Dq3CHSmjKTc28C7jzhqhICiWZsWeSQ1F+3ffCqcIt56ok+f340pOfAY5dNnom+/SZlLDGkiQg5Jb7NIP0HW8l99vp1gqhK08MzKWvaLz7fENaOvO6G+JMs1LXPpOJ/ehli0PoTu2cj0N9kGmUt/9ukj2nODR5UcPRraNpwUvYk+fSZmLvmJ9zgaboW0Kj349p2UudjpZ1Ub8tcpPF8GEvj2m5SxiNdXgvAWmT740bf/FAGLGEh6gUgqCHlkLvk5c9k4CX9kDmhf4swlP/n0nYg0SQRsOEl/3dCmPZ6O1tqG7LX18MAzVo6WDJTqiUmVLE5hgvr4Rpnji3RfLvGgOTrWfO5ez2PTGS3PraH3Pv/AqRkLFI4EVA2Woif/wKkZC37ImE/GwHgRyC0IMxaP9e0/2bcvoeNxZRF8WzIWjfXtr3HkN1o48vS4qoyFP/oOMMSoTWeyu9fD9IhabaQMg4wwHN2EANCtrseWs4ZknX/Q9Ix52j0smR80+QfNSJ9r5Nww08k/aHr+wX+kzxmFW4goJL7QGfPHZCz4If8AddMzySdj/vf5B5Jo1NZzz7vV1fgkZMwfk/87+UnBoki21WD0U3IjZUh0oCBXgabR9eOqxbixRfmHaPewXep47rigvoQ2voGxwNA/0wNHGp2LClBYXGDYzPTAkWoDp5gDcQVh+tzR+Qf/kX/QdNxCEJM+d3T+wTM0nWrsW7f9wvMudbR7KekmRADQox9fxcvGWn1JQL90XE+MiAjLnZGtoyFRJ4ZeMemvFmk61vLcFUrKOk1sCgyfRVKZgcYLFRg+q+DIwLQ/hyFMUxFyWclGlkGmRAnpgSMLDCUihCtaw9NmjyDELj4uHkq91QWGaQmCrIRdof91rGXWHAXeorYFhouG1adpbD2XskjXoQuO4C16YNYL3r6mV3DYv8Ba5xIhBUfMVv3Cso4ns4EUAAqODHRG+wNLLl8oTMHRc1LVhlk1GO7jQ9M0OxrN5fZNPtx1xAQdaTOHYQofIsydY5Fvf1oZzVtL00QtOALAeaXy/rh9POqdRpVUJOP6tOBH6+26dTzy3UaV85IRt0tskp7GjBWCLnmOaWrvuMFot5N7y2jO/1zMNVzf/UPnQG4fjX6n8Uc6lCBRwSI7u/DYhagTFSCiRYMqB0Kcf8o7Lk400svtmxikjA3z1ZM2ewTylB3HNmg7MaZdY+f2zYR4DSkcjHwGAKl/DNHZvuE4qs6EWwlXlBx2KPLZ3kv/cHaqirGeMmOwknji0nHPBQOaHxbSZihRbRqx/0yZnhfBmR30nAkRLhivnByYmODsaObsuOecSMfOMOvmcCDif4IR1e9cvSxxFjvuuRipfwxJmapiIc/IVtyg2wci/icYEJwPO6C5EhyHV6s6nkPKjMHJUwaCSLxyWdghwjXHWOfEPUcC85YlT+YtImsAnGjjqoNuG03KtEEpMwYXGuNWix07SZk2qNAYU1cGB8UfbTRAq2qvaM4lZep3hb+fr/l0aWjcrVVifWlu0DaloE/XQDxEegqRXNjCYxcmTxqg+fQWVV5FocIQivy0KHlif23nEv7QFvl5UfLE/k9/74dXBs71CJOnDCz84wKDM8HWcFdjz4jQ1rMPtpwJR8ce1FOHeLpN5ek3lRxvy62zujCu5SFledHBww9FPoMjP8of/3Sr5DE3+L/aADxstOB+o/g5wKWeFzQ878+kLayfrjPbhlUKxVfUU2P8kSgK4EZe3evJFuc2vWu4S51sbEvBKpph0CC8zNZ1KRmPN8uLPPDDkSiK3jnsSBQlEgvIlR8CBCtYympd19RVzh5t1laZy2Hf90ejqQiAStvdYeHVPHJvTZFflgBA0oS+RScsw6mHjWlNo/xvN2OaRv/SdqLOptGnrM83nXapbRq9qaBpVMytKGwadX6+KWn11dA0qstraILdNJr0W192ky+7aZRRa748VTCL6ok1jab+OTTpt77OP01uGgWRRfVuI2gazSkkkib0USIj0nUFSicnYrJkz1XfNCqvXwL2EpJJ4xVZx4atlqymUd4Skkm/9kaeC0NECxfDiWgaTfqt79Pf+xUZt9j8rM0h6be+r/+yBLcKUY5FO5pUsutJwejpaB42s5vvXELqyFnnabo8VcjLw9w6amzuCtt+xSqKDSv6nLyciVAPWor+tvzJuG9xqzCKor+veDLu28c/fYM8ZdnBRmYXhEkT+hQdv+z1X5eanK9pJI3vU3Q8MRV8IXT68Se/9lbZgqGuRTPkcmajij6qTkELb1IaV79YRxch2AS6V11MyMYUfZuhQUXfU7EZKk9S8Qi9MXHl4597qUzfNTOyP3TemLTykQFFBSG8MWllsSmrH43taXK+5hWEj8f1evJr76ITlpuWo/k8Hter6G9EG3gqNqNBRV/Npz/+udcbv69AqIcP9mImW65KYX6FVRWeMsMjbHjHy4DxVepik1c9+rGH5tPrVShwNi4NoR7kFJ+yWo+B5FN86ppHP/Z4+P1XpuVoUkH46Kdvik1aJe1DyZqRpp5HY3sWm7QKtwqQ+Hw+E5dWr0J+PUnrCeEhgovas7oVIkDSxnNxaXUrFDBNiwY+qVDgnLgftwG29ZicfFy+4Pkrqa77EL/7Oh9UIYVsTPVUgpkVn7b24RjzygnzKT5tbYkZ6x+M/tKc7OQKQhR3/NHYnsWnrEaQkJkIzM2V4tGPPYpP1dUlrkSJHs5dSf2kfEE9eT384WvkNnKuLfbq4MPvvyo+ba3LLk7QGbKrgwweNql+zuLT1z0YY5J/EUPdZVT/Cuj3obXLFQqNTxb8yexnVMT8En+svz+quzkScL2WJf/ccH/kFyZkZGyN8OH3Xz0ywHuagKoFiR6O4XlP8vBQ8DBLW210k1pofHLtcoUMzUKUXLtlbSQ2yigb2bbHPDMxtcLU8i8SFv/U0CxkbqUCwz2B9I+eUjP/uje8m4oTNN9ufK11pWZtvDe8291hXQ3NxcCC8MHoL0vMWF98+jr5QwlHss32/qjuJf6QmiGgP3v9SYTFP61VrrCeFO6P/KLknxrD9CiEBL8jO5DEgwCRsnjYsqUfWozLUDgxuqu11OyNOr1nNf+iEVcfo9JjEG8G/n13qLGFBADgXUX3zcC/35qz6c6Qz7UngWXU6L3h3UzwmyRwb3i3UjM1TlU0jfCrT6r7v64nhXvDupWatVHgB6TdujYCKlv0cxpAyi7CR8ow2CRq/zYA3PFlGBB/UgjdsbfmbLoz+DM9qVYpWyzy6iM9KaBA5i17a+6mO4N0mYkJdd7j7Xmbbw/qcmtgZyOkoC8I7w7t+mbg38J+071gLMWtQh79HseEAfeRVx9VLfuG0bnIIjvIwhIFoaxIvDMoGCqXLR6d8MDoXPTXfS1xx99esMWgEoIo3lmw9d1F227174Q8ZcQF4Z0hn781dxPaNHVh2EjUO4M+I8tSEaISHlYuW1xPCre/6/L2vM2o9IhBgru5PbDz2/O38HZzInbhr7bKwvv04b4F7yzYemsAem+iFsUXU/tb/M7CrTr95kdlSl5OvKcnBXPaFd9dtO1mv44mZISdd5dsR26p3HqEihO6PbDz7UFmeEwSuDWw89sL+B6TOGIS7lcqU0JnIgZMmWBjA4CYhHsflSlpZC6KUFBPspGgU5aKZUrJHkNCN2HFMqViE+8anYv+6u+Hfm/GJt5h7SB0otd7S3fc6NOBt9smsm1hGEuvf9sOVYKyNUJFF+7WgE7vLNr2zoKt+gWRz83+Hd9dtA23ClGc7i028a4ShyjNzX4d3128XWcismCfNcGQ00H4YsAYq2p0tBGg6ykUNeT9ZTuvf9teZ+oV/N6+knhbZyIm8P7yndd7iRYPblIMAgDA+8t3frBy97Vv2iJJTW/T6I0+HczxldpA7thu9Onw3pIdqk7BFShAfyPejd7t31uqzlhBHdJcSbxdwe8tvbmgQLbua9VyUugWGFzRV0o5v3fiE2/qv7DST9kHK3fp95geILw4lzzmOoAPVu2+1jPPWGIfWiRXpfTqoMSebRK/bq0zHV0F4fVv272/fCcCX2kRGHtxq5DDBgAQn3irvN/bOlMyZ0iFjZgJCSS0FpoGCeNlGMzpHtZ/c8v6vZ9w7ToSMUZTek1Qgu6ywXAQfR/4rQn2W7cn4ctWehLRXhBe69X2g5W79eRtLa59YxV7bQnXrvv7vaszlcSebUqvCkKiR/pnEobJAEDi161Lr0ZirzXwWxOc8JUu34EKD1pm1iMS/NYG6/SVAFCm9AfXExOR6DGaMuv2XO3eErcK8yizYa8ee+UW5hV6PhN7tLHZbIi8JKm4Gm4tL6m5UZTdimvaVLMypT8wJyMJbDbbC1UdZKCzaRJ6jUr7+QkuS4kcl1us1XAPWmsDqemU/WtffLcAl10E3G7jYOylabrcpgPc3+QMV71CfcJXrfzWBqs9SxGkBt3+d/ywfL/NuTF+tsbzgxffSLyqPfs7F9We7kk/15ajY9RA5sR/fx3mNSHwxoRAAFqqVA1efIO3ajH3Lt4Nk17ZWMO6x8jJHDUwOzs7T0nw4rztOxdvJsQ7u1qUrHtsEGpeDxrYix7fCcvbDlri3H72ywgQWRvZfKRk3L4oL3L34txjaOc/fK5kZ9snzgaAtJHf3WKtXazi2tLPwXXdY3nuXFR3PIfdi7WeTgOAYxz6Bc8Rgd7h+/+9HwDiPmtWfsshXQlxlu6N7djUuR3/RYChde30OaOQp5l1QuOE98sdmjAb8V8ESB8pS3rgSD2nO46rCE2g001fbt8EALhfkeKkzZZ/xxzHRCPvEOKCASCmXeMrXVs4/2Tb5TiaEyCJHLUKcXpPpwkAkDZruHP7yufNo9t+arIqMSQWqXcckQ9hmDZzmMKM4j5rBgBRbRopPF4QVYvUO47oCjOZ+udQPacDQFznZsxGVOtG2lJwHEYfSzn1D712SRDXuRm78IpshWiF+viuLfw37i/71z6d+qzFlc+b+2/cj1uFUm5fjX2vTDn96ZjWKGqjiegdZJC12kJtYgyyo5CImi7iYdbDgMTqt8tWvBsfpT8dcyi/7VBsh6byx7kR5bcdqrDjMPNlrwR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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "# Show the rendering\n", + "\n", + "ses.GetCamera().ViewAll()\n", + "ses.Show()" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "region_name,-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_preview/16/_sphinx_design_static/design-style.1e8bd061cd6da7fc9cf755528e8ffc24.min.css b/_preview/16/_sphinx_design_static/design-style.1e8bd061cd6da7fc9cf755528e8ffc24.min.css new file mode 100644 index 0000000..eb19f69 --- /dev/null +++ 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+th > :first-child, +td > :first-child { + margin-top: 0px; +} + +th > :last-child, +td > :last-child { + margin-bottom: 0px; +} + +/* -- figures --------------------------------------------------------------- */ + +div.figure, figure { + margin: 0.5em; + padding: 0.5em; +} + +div.figure p.caption, figcaption { + padding: 0.3em; +} + +div.figure p.caption span.caption-number, +figcaption span.caption-number { + font-style: italic; +} + +div.figure p.caption span.caption-text, +figcaption span.caption-text { +} + +/* -- field list styles ----------------------------------------------------- */ + +table.field-list td, table.field-list th { + border: 0 !important; +} + +.field-list ul { + margin: 0; + padding-left: 1em; +} + +.field-list p { + margin: 0; +} + +.field-name { + -moz-hyphens: manual; + -ms-hyphens: manual; + -webkit-hyphens: manual; + hyphens: manual; +} + +/* -- hlist styles ---------------------------------------------------------- */ + +table.hlist { + margin: 1em 0; +} + +table.hlist td { + vertical-align: top; +} + +/* -- object description styles --------------------------------------------- */ + +.sig { + font-family: 'Consolas', 'Menlo', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; +} + +.sig-name, code.descname { + background-color: transparent; + font-weight: bold; +} + +.sig-name { + font-size: 1.1em; +} + +code.descname { + font-size: 1.2em; +} + +.sig-prename, code.descclassname { + background-color: transparent; +} + +.optional { + font-size: 1.3em; +} + +.sig-paren { + font-size: larger; +} + +.sig-param.n { + font-style: italic; +} + +/* C++ specific styling */ + +.sig-inline.c-texpr, +.sig-inline.cpp-texpr { + font-family: unset; +} + +.sig.c .k, .sig.c .kt, +.sig.cpp .k, .sig.cpp .kt { + color: #0033B3; +} + +.sig.c .m, +.sig.cpp .m { + color: #1750EB; +} + +.sig.c .s, .sig.c .sc, +.sig.cpp .s, .sig.cpp .sc { + color: #067D17; +} + + +/* -- other body styles ----------------------------------------------------- */ + +ol.arabic { + list-style: decimal; +} + +ol.loweralpha { + list-style: lower-alpha; +} + +ol.upperalpha { + list-style: upper-alpha; +} + +ol.lowerroman { + list-style: lower-roman; +} + +ol.upperroman { + list-style: upper-roman; +} + +:not(li) > ol > li:first-child > :first-child, +:not(li) > ul > li:first-child > :first-child { + margin-top: 0px; +} + +:not(li) > ol > li:last-child > :last-child, +:not(li) > ul > li:last-child > :last-child { + margin-bottom: 0px; +} + +ol.simple ol p, +ol.simple ul p, +ul.simple ol p, +ul.simple ul p { + margin-top: 0; +} + +ol.simple > li:not(:first-child) > p, +ul.simple > li:not(:first-child) > p { + margin-top: 0; +} + +ol.simple p, +ul.simple p { + margin-bottom: 0; +} + +aside.footnote > span, +div.citation > span { + float: left; +} +aside.footnote > span:last-of-type, +div.citation > span:last-of-type { + padding-right: 0.5em; +} +aside.footnote > p { + margin-left: 2em; +} +div.citation > p { + margin-left: 4em; +} +aside.footnote > p:last-of-type, +div.citation > p:last-of-type { + margin-bottom: 0em; +} +aside.footnote > p:last-of-type:after, +div.citation > p:last-of-type:after { + content: ""; + clear: both; +} + +dl.field-list { + display: grid; + grid-template-columns: fit-content(30%) auto; +} + +dl.field-list > dt { + font-weight: bold; + word-break: break-word; + padding-left: 0.5em; + padding-right: 5px; +} + +dl.field-list > dd { + padding-left: 0.5em; + margin-top: 0em; + margin-left: 0em; + margin-bottom: 0em; +} + +dl { + margin-bottom: 15px; +} + +dd > :first-child { + margin-top: 0px; +} + +dd ul, dd table { + margin-bottom: 10px; +} + +dd { + margin-top: 3px; + margin-bottom: 10px; + margin-left: 30px; +} + +.sig dd { + margin-top: 0px; + margin-bottom: 0px; +} + +.sig dl { + margin-top: 0px; + margin-bottom: 0px; +} + +dl > dd:last-child, +dl > dd:last-child > :last-child { + margin-bottom: 0; +} + +dt:target, span.highlighted { + background-color: #fbe54e; +} + +rect.highlighted { + fill: #fbe54e; +} + +dl.glossary dt { + font-weight: bold; + font-size: 1.1em; +} + +.versionmodified { + font-style: italic; +} + +.system-message { + background-color: #fda; + padding: 5px; + border: 3px solid red; +} + +.footnote:target { + background-color: #ffa; +} + +.line-block { + display: block; + margin-top: 1em; + margin-bottom: 1em; +} + +.line-block .line-block { + margin-top: 0; + margin-bottom: 0; + margin-left: 1.5em; +} + +.guilabel, .menuselection { + font-family: sans-serif; +} + +.accelerator { + text-decoration: underline; +} + +.classifier { + font-style: oblique; +} + +.classifier:before { + font-style: normal; + margin: 0 0.5em; + content: ":"; + display: inline-block; +} + +abbr, acronym { + border-bottom: dotted 1px; + cursor: help; +} + +.translated { + background-color: rgba(207, 255, 207, 0.2) +} + +.untranslated { + background-color: rgba(255, 207, 207, 0.2) +} + +/* -- code displays --------------------------------------------------------- */ + +pre { + overflow: auto; + overflow-y: hidden; /* fixes display issues on Chrome browsers */ +} + +pre, div[class*="highlight-"] { + clear: both; +} + +span.pre { + -moz-hyphens: none; + -ms-hyphens: none; + -webkit-hyphens: none; + hyphens: none; + white-space: nowrap; +} + +div[class*="highlight-"] { + margin: 1em 0; +} + +td.linenos pre { + border: 0; + background-color: transparent; + color: #aaa; +} + +table.highlighttable { + display: block; +} + +table.highlighttable tbody { + display: block; +} + +table.highlighttable tr { + display: flex; +} + +table.highlighttable td { + margin: 0; + padding: 0; +} + +table.highlighttable td.linenos { + padding-right: 0.5em; +} + +table.highlighttable td.code { + flex: 1; + overflow: hidden; +} + +.highlight .hll { + display: block; +} + +div.highlight pre, +table.highlighttable pre { + margin: 0; +} + +div.code-block-caption + div { + margin-top: 0; +} + +div.code-block-caption { + margin-top: 1em; + padding: 2px 5px; + font-size: small; +} + +div.code-block-caption code { + background-color: transparent; +} + +table.highlighttable td.linenos, +span.linenos, +div.highlight span.gp { /* gp: Generic.Prompt */ + user-select: none; + -webkit-user-select: text; /* Safari fallback only */ + -webkit-user-select: none; /* Chrome/Safari */ + -moz-user-select: none; /* Firefox */ + -ms-user-select: none; /* IE10+ */ +} + +div.code-block-caption span.caption-number { + padding: 0.1em 0.3em; + font-style: italic; +} + +div.code-block-caption span.caption-text { +} + +div.literal-block-wrapper { + margin: 1em 0; +} + +code.xref, a code { + background-color: transparent; + font-weight: bold; +} + +h1 code, h2 code, h3 code, h4 code, h5 code, h6 code { + background-color: transparent; +} + +.viewcode-link { + float: right; +} + +.viewcode-back { + float: right; + font-family: sans-serif; +} + +div.viewcode-block:target { + margin: -1px -10px; + padding: 0 10px; +} + +/* -- math display ---------------------------------------------------------- */ + +img.math { + vertical-align: middle; +} + +div.body div.math p { + text-align: center; +} + +span.eqno { + float: right; +} + +span.eqno a.headerlink { + position: absolute; + z-index: 1; +} + +div.math:hover a.headerlink { + visibility: visible; +} + +/* -- printout stylesheet --------------------------------------------------- */ + +@media print { + div.document, + div.documentwrapper, + div.bodywrapper { + margin: 0 !important; + width: 100%; + } + + div.sphinxsidebar, + div.related, + div.footer, + #top-link { + display: none; + } +} \ No newline at end of file diff --git a/_preview/16/_static/check-solid.svg b/_preview/16/_static/check-solid.svg new file mode 100644 index 0000000..92fad4b --- /dev/null +++ b/_preview/16/_static/check-solid.svg @@ -0,0 +1,4 @@ + + + + diff --git a/_preview/16/_static/clipboard.min.js b/_preview/16/_static/clipboard.min.js new file mode 100644 index 0000000..54b3c46 --- /dev/null +++ b/_preview/16/_static/clipboard.min.js @@ -0,0 +1,7 @@ +/*! + * clipboard.js v2.0.8 + * https://clipboardjs.com/ + * + * Licensed MIT © Zeno Rocha + */ +!function(t,e){"object"==typeof exports&&"object"==typeof module?module.exports=e():"function"==typeof define&&define.amd?define([],e):"object"==typeof exports?exports.ClipboardJS=e():t.ClipboardJS=e()}(this,function(){return n={686:function(t,e,n){"use strict";n.d(e,{default:function(){return o}});var e=n(279),i=n.n(e),e=n(370),u=n.n(e),e=n(817),c=n.n(e);function a(t){try{return document.execCommand(t)}catch(t){return}}var f=function(t){t=c()(t);return a("cut"),t};var l=function(t){var e,n,o,r=1 + + + + diff --git a/_preview/16/_static/copybutton.css b/_preview/16/_static/copybutton.css new file mode 100644 index 0000000..f1916ec --- /dev/null +++ b/_preview/16/_static/copybutton.css @@ -0,0 +1,94 @@ +/* Copy buttons */ +button.copybtn { + position: absolute; + display: flex; + top: .3em; + right: .3em; + width: 1.7em; + 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/16/_static/copybutton.js b/_preview/16/_static/copybutton.js new file mode 100644 index 0000000..2ea7ff3 --- /dev/null +++ b/_preview/16/_static/copybutton.js @@ -0,0 +1,248 @@ +// 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/16/_static/copybutton_funcs.js b/_preview/16/_static/copybutton_funcs.js new file mode 100644 index 0000000..dbe1aaa --- /dev/null +++ b/_preview/16/_static/copybutton_funcs.js @@ -0,0 +1,73 @@ +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/16/_static/custom.css b/_preview/16/_static/custom.css new file mode 100644 index 0000000..0c9948b --- /dev/null +++ b/_preview/16/_static/custom.css @@ -0,0 +1,6 @@ +.bd-main .bd-content .bd-article-container { + max-width: 100%; /* default is 60em */ + } + .bd-page-width { + max-width: 100%; /* default is 88rem */ + } diff --git a/_preview/16/_static/design-style.1e8bd061cd6da7fc9cf755528e8ffc24.min.css b/_preview/16/_static/design-style.1e8bd061cd6da7fc9cf755528e8ffc24.min.css new file mode 100644 index 0000000..eb19f69 --- /dev/null +++ b/_preview/16/_static/design-style.1e8bd061cd6da7fc9cf755528e8ffc24.min.css @@ -0,0 +1 @@ +.sd-bg-primary{background-color:var(--sd-color-primary) !important}.sd-bg-text-primary{color:var(--sd-color-primary-text) !important}button.sd-bg-primary:focus,button.sd-bg-primary:hover{background-color:var(--sd-color-primary-highlight) !important}a.sd-bg-primary:focus,a.sd-bg-primary:hover{background-color:var(--sd-color-primary-highlight) !important}.sd-bg-secondary{background-color:var(--sd-color-secondary) !important}.sd-bg-text-secondary{color:var(--sd-color-secondary-text) 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b/_preview/16/_static/images/logo_colab.png new file mode 100644 index 0000000..b7560ec Binary files /dev/null and b/_preview/16/_static/images/logo_colab.png differ diff --git a/_preview/16/_static/images/logo_deepnote.svg b/_preview/16/_static/images/logo_deepnote.svg new file mode 100644 index 0000000..fa77ebf --- /dev/null +++ b/_preview/16/_static/images/logo_deepnote.svg @@ -0,0 +1 @@ + diff --git a/_preview/16/_static/images/logo_jupyterhub.svg b/_preview/16/_static/images/logo_jupyterhub.svg new file mode 100644 index 0000000..60cfe9f --- /dev/null +++ b/_preview/16/_static/images/logo_jupyterhub.svg @@ -0,0 +1 @@ +logo_jupyterhubHub diff --git a/_preview/16/_static/language_data.js b/_preview/16/_static/language_data.js new file mode 100644 index 0000000..367b8ed --- /dev/null +++ b/_preview/16/_static/language_data.js @@ -0,0 +1,199 @@ +/* + * 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/16/_static/locales/ar/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ar/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..15541a6 Binary files /dev/null and b/_preview/16/_static/locales/ar/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ar/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ar/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..34d404c --- /dev/null +++ b/_preview/16/_static/locales/ar/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/bg/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/bg/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..da95120 Binary files /dev/null and b/_preview/16/_static/locales/bg/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/bg/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/bg/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..7420c19 --- /dev/null +++ b/_preview/16/_static/locales/bg/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/bn/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/bn/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..6b96639 Binary files /dev/null and b/_preview/16/_static/locales/bn/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/bn/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/bn/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..63a07c3 --- /dev/null +++ b/_preview/16/_static/locales/bn/LC_MESSAGES/booktheme.po @@ -0,0 +1,63 @@ + +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: bn\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "পিডিএফ প্রিন্ট করুন" + +msgid "Theme by the" +msgstr "থিম দ্বারা" + +msgid "Download source file" +msgstr "উত্স ফাইল ডাউনলোড করুন" + +msgid "open issue" +msgstr "খোলা সমস্যা" + +msgid "previous page" +msgstr "আগের পৃষ্ঠা" + +msgid "Download notebook file" +msgstr "নোটবুক ফাইল ডাউনলোড করুন" + +msgid "Copyright" +msgstr "কপিরাইট" + +msgid "Download this page" +msgstr "এই পৃষ্ঠাটি ডাউনলোড করুন" + +msgid "Source repository" +msgstr "উত্স সংগ্রহস্থল" + +msgid "By" +msgstr "দ্বারা" + +msgid "Last updated on" +msgstr "সর্বশেষ আপডেট" + +msgid "Toggle navigation" +msgstr "নেভিগেশন টগল করুন" + +msgid "Sphinx Book Theme" +msgstr "স্পিনিক্স বুক থিম" + +msgid "Open an issue" +msgstr "একটি সমস্যা খুলুন" + +msgid "Launch" +msgstr "শুরু করা" + +msgid "Edit this page" +msgstr "এই পৃষ্ঠাটি সম্পাদনা করুন" + +msgid "By the" +msgstr "দ্বারা" + +msgid "next page" +msgstr "পরবর্তী পৃষ্ঠা" diff --git a/_preview/16/_static/locales/ca/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ca/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..a4dd30e Binary files /dev/null and b/_preview/16/_static/locales/ca/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ca/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ca/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..8fb358b --- /dev/null +++ b/_preview/16/_static/locales/ca/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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: ca\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Imprimeix a PDF" + +msgid "Theme by the" +msgstr "Tema del" + +msgid "Download source file" +msgstr "Baixeu el fitxer font" + +msgid "open issue" +msgstr "número obert" + +msgid "previous page" +msgstr "Pàgina anterior" + +msgid "Download notebook file" +msgstr "Descarregar fitxer de quadern" + +msgid "Copyright" +msgstr "Copyright" + +msgid "Download this page" +msgstr "Descarregueu aquesta pàgina" + +msgid "Source repository" +msgstr "Dipòsit de fonts" + +msgid "By" +msgstr "Per" + +msgid "Last updated on" +msgstr "Darrera actualització el" + +msgid "Toggle navigation" +msgstr "Commuta la navegació" + +msgid "Sphinx Book Theme" +msgstr "Tema del llibre Esfinx" + +msgid "suggest edit" +msgstr "suggerir edició" + +msgid "Open an issue" +msgstr "Obriu un número" + +msgid "Launch" +msgstr "Llançament" + +msgid "Edit this page" +msgstr "Editeu aquesta pàgina" + +msgid "By the" +msgstr "Per la" + +msgid "next page" +msgstr "pàgina següent" diff --git a/_preview/16/_static/locales/cs/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/cs/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..c39e01a Binary files /dev/null and b/_preview/16/_static/locales/cs/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/cs/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/cs/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..c6ef469 --- /dev/null +++ b/_preview/16/_static/locales/cs/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/da/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/da/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..f43157d Binary files /dev/null and b/_preview/16/_static/locales/da/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/da/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/da/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..306a38e --- /dev/null +++ b/_preview/16/_static/locales/da/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: da\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Udskriv til PDF" + +msgid "Theme by the" +msgstr "Tema af" + +msgid "Download source file" +msgstr "Download kildefil" + +msgid "open issue" +msgstr "åbent nummer" + +msgid "Contents" +msgstr "Indhold" + +msgid "previous page" +msgstr "forrige side" + +msgid "Download notebook file" +msgstr "Download notesbog-fil" + +msgid "Copyright" +msgstr "ophavsret" + +msgid "Download this page" +msgstr "Download denne side" + +msgid "Source repository" +msgstr "Kildelager" + +msgid "By" +msgstr "Ved" + +msgid "repository" +msgstr "lager" + +msgid "Last updated on" +msgstr "Sidst opdateret den" + +msgid "Toggle navigation" +msgstr "Skift navigation" + +msgid "Sphinx Book Theme" +msgstr "Sphinx bogtema" + +msgid "suggest edit" +msgstr "foreslå redigering" + +msgid "Open an issue" +msgstr "Åbn et problem" + +msgid "Launch" +msgstr "Start" + +msgid "Fullscreen mode" +msgstr "Fuldskærmstilstand" + +msgid "Edit this page" +msgstr "Rediger denne side" + +msgid "By the" +msgstr "Ved" + +msgid "next page" +msgstr "Næste side" diff --git a/_preview/16/_static/locales/de/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/de/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..648b565 Binary files /dev/null and b/_preview/16/_static/locales/de/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/de/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/de/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..4925360 --- /dev/null +++ b/_preview/16/_static/locales/de/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: de\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "In PDF drucken" + +msgid "Theme by the" +msgstr "Thema von der" + +msgid "Download source file" +msgstr "Quelldatei herunterladen" + +msgid "open issue" +msgstr "offenes Thema" + +msgid "Contents" +msgstr "Inhalt" + +msgid "previous page" +msgstr "vorherige Seite" + +msgid "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/16/_static/locales/el/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/el/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..fca6e93 Binary files /dev/null and b/_preview/16/_static/locales/el/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/el/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/el/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..3e01acb --- /dev/null +++ b/_preview/16/_static/locales/el/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: el\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Εκτύπωση σε PDF" + +msgid "Theme by the" +msgstr "Θέμα από το" + +msgid "Download source file" +msgstr "Λήψη αρχείου προέλευσης" + +msgid "open issue" +msgstr "ανοιχτό ζήτημα" + +msgid "Contents" +msgstr "Περιεχόμενα" + +msgid "previous page" +msgstr "προηγούμενη σελίδα" + +msgid "Download notebook file" +msgstr "Λήψη αρχείου σημειωματάριου" + +msgid "Copyright" +msgstr "Πνευματική ιδιοκτησία" + +msgid "Download this page" +msgstr "Λήψη αυτής της σελίδας" + +msgid "Source repository" +msgstr "Αποθήκη πηγής" + +msgid "By" +msgstr "Με" + +msgid "repository" +msgstr "αποθήκη" + +msgid "Last updated on" +msgstr "Τελευταία ενημέρωση στις" + +msgid "Toggle navigation" +msgstr "Εναλλαγή πλοήγησης" + +msgid "Sphinx Book Theme" +msgstr "Θέμα βιβλίου Sphinx" + +msgid "suggest edit" +msgstr "προτείνω επεξεργασία" + +msgid "Open an issue" +msgstr "Ανοίξτε ένα ζήτημα" + +msgid "Launch" +msgstr "Εκτόξευση" + +msgid "Fullscreen mode" +msgstr "ΛΕΙΤΟΥΡΓΙΑ ΠΛΗΡΟΥΣ ΟΘΟΝΗΣ" + +msgid "Edit this page" +msgstr "Επεξεργαστείτε αυτήν τη σελίδα" + +msgid "By the" +msgstr "Από το" + +msgid "next page" +msgstr "επόμενη σελίδα" diff --git a/_preview/16/_static/locales/eo/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/eo/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..d1072bb Binary files /dev/null and b/_preview/16/_static/locales/eo/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/eo/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/eo/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..f7ed226 --- /dev/null +++ b/_preview/16/_static/locales/eo/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: eo\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Presi al 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/16/_static/locales/es/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/es/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..ba2ee4d Binary files /dev/null and b/_preview/16/_static/locales/es/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/es/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/es/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..5e0029e --- /dev/null +++ b/_preview/16/_static/locales/es/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/et/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/et/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..983b823 Binary files /dev/null and b/_preview/16/_static/locales/et/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/et/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/et/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..8680982 --- /dev/null +++ b/_preview/16/_static/locales/et/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/fi/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/fi/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..d8ac054 Binary files /dev/null and b/_preview/16/_static/locales/fi/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/fi/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/fi/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..34dac21 --- /dev/null +++ b/_preview/16/_static/locales/fi/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/fr/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/fr/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..f663d39 Binary files /dev/null and b/_preview/16/_static/locales/fr/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/fr/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/fr/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..8991a1b --- /dev/null +++ b/_preview/16/_static/locales/fr/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/hr/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/hr/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..eca4a1a Binary files /dev/null and b/_preview/16/_static/locales/hr/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/hr/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/hr/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..42c4233 --- /dev/null +++ b/_preview/16/_static/locales/hr/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: hr\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Ispis u PDF" + +msgid "Theme by the" +msgstr "Tema autora" + +msgid "Download source file" +msgstr "Preuzmi izvornu datoteku" + +msgid "open issue" +msgstr "otvoreno izdanje" + +msgid "Contents" +msgstr "Sadržaj" + +msgid "previous page" +msgstr "Prethodna stranica" + +msgid "Download notebook file" +msgstr "Preuzmi datoteku bilježnice" + +msgid "Copyright" +msgstr "Autorska prava" + +msgid "Download this page" +msgstr "Preuzmite ovu stranicu" + +msgid "Source repository" +msgstr "Izvorno spremište" + +msgid "By" +msgstr "Po" + +msgid "repository" +msgstr "spremište" + +msgid "Last updated on" +msgstr "Posljednje ažuriranje:" + +msgid "Toggle navigation" +msgstr "Uključi / isključi navigaciju" + +msgid "Sphinx Book Theme" +msgstr "Tema knjige Sphinx" + +msgid "suggest edit" +msgstr "predloži uređivanje" + +msgid "Open an issue" +msgstr "Otvorite izdanje" + +msgid "Launch" +msgstr "Pokrenite" + +msgid "Fullscreen mode" +msgstr "Način preko cijelog zaslona" + +msgid "Edit this page" +msgstr "Uredite ovu stranicu" + +msgid "By the" +msgstr "Od strane" + +msgid "next page" +msgstr "sljedeća stranica" diff --git a/_preview/16/_static/locales/id/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/id/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..d07a06a Binary files /dev/null and b/_preview/16/_static/locales/id/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/id/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/id/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..b8d8d89 --- /dev/null +++ b/_preview/16/_static/locales/id/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/it/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/it/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..53ba476 Binary files /dev/null and b/_preview/16/_static/locales/it/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/it/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/it/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..36fca59 --- /dev/null +++ b/_preview/16/_static/locales/it/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: it\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Stampa in PDF" + +msgid "Theme by the" +msgstr "Tema di" + +msgid "Download source file" +msgstr "Scarica il file sorgente" + +msgid "open issue" +msgstr "questione aperta" + +msgid "Contents" +msgstr "Contenuti" + +msgid "previous page" +msgstr "pagina precedente" + +msgid "Download notebook file" +msgstr "Scarica il file del taccuino" + +msgid "Copyright" +msgstr "Diritto d'autore" + +msgid "Download this page" +msgstr "Scarica questa pagina" + +msgid "Source repository" +msgstr "Repository di origine" + +msgid "By" +msgstr "Di" + +msgid "repository" +msgstr "repository" + +msgid "Last updated on" +msgstr "Ultimo aggiornamento il" + +msgid "Toggle navigation" +msgstr "Attiva / disattiva la navigazione" + +msgid "Sphinx Book Theme" +msgstr "Tema del libro della Sfinge" + +msgid "suggest edit" +msgstr "suggerisci modifica" + +msgid "Open an issue" +msgstr "Apri un problema" + +msgid "Launch" +msgstr "Lanciare" + +msgid "Fullscreen mode" +msgstr "Modalità schermo intero" + +msgid "Edit this page" +msgstr "Modifica questa pagina" + +msgid "By the" +msgstr "Dal" + +msgid "next page" +msgstr "pagina successiva" diff --git a/_preview/16/_static/locales/iw/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/iw/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..a45c657 Binary files /dev/null and b/_preview/16/_static/locales/iw/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/iw/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/iw/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..dede9cb --- /dev/null +++ b/_preview/16/_static/locales/iw/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/ja/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ja/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..1cefd29 Binary files /dev/null and b/_preview/16/_static/locales/ja/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ja/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ja/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..2615f0d --- /dev/null +++ b/_preview/16/_static/locales/ja/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: ja\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "PDFに印刷" + +msgid "Theme by the" +msgstr "のテーマ" + +msgid "Download source file" +msgstr "ソースファイルをダウンロード" + +msgid "open issue" +msgstr "未解決の問題" + +msgid "Contents" +msgstr "目次" + +msgid "previous page" +msgstr "前のページ" + +msgid "Download notebook file" +msgstr "ノートブックファイルをダウンロード" + +msgid "Copyright" +msgstr "Copyright" + +msgid "Download this page" +msgstr "このページをダウンロード" + +msgid "Source repository" +msgstr "ソースリポジトリ" + +msgid "By" +msgstr "著者" + +msgid "repository" +msgstr "リポジトリ" + +msgid "Last updated on" +msgstr "最終更新日" + +msgid "Toggle navigation" +msgstr "ナビゲーションを切り替え" + +msgid "Sphinx Book Theme" +msgstr "スフィンクスの本のテーマ" + +msgid "suggest edit" +msgstr "編集を提案する" + +msgid "Open an issue" +msgstr "問題を報告" + +msgid "Launch" +msgstr "起動" + +msgid "Fullscreen mode" +msgstr "全画面モード" + +msgid "Edit this page" +msgstr "このページを編集" + +msgid "By the" +msgstr "によって" + +msgid "next page" +msgstr "次のページ" diff --git a/_preview/16/_static/locales/ko/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ko/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..06c7ec9 Binary files /dev/null and b/_preview/16/_static/locales/ko/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ko/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ko/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..c9e13a4 --- /dev/null +++ b/_preview/16/_static/locales/ko/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/lt/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/lt/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..4468ba0 Binary files /dev/null and b/_preview/16/_static/locales/lt/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/lt/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/lt/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..35eabd9 --- /dev/null +++ b/_preview/16/_static/locales/lt/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/lv/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/lv/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..74aa4d8 Binary files /dev/null and b/_preview/16/_static/locales/lv/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/lv/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/lv/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..ee1bd08 --- /dev/null +++ b/_preview/16/_static/locales/lv/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/ml/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ml/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..2736e8f Binary files /dev/null and b/_preview/16/_static/locales/ml/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ml/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ml/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..d471277 --- /dev/null +++ b/_preview/16/_static/locales/ml/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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/16/_static/locales/mr/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/mr/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..fe53010 Binary files /dev/null and b/_preview/16/_static/locales/mr/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/mr/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/mr/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..f3694ac --- /dev/null +++ b/_preview/16/_static/locales/mr/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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/16/_static/locales/ms/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ms/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..f02603f Binary files /dev/null and b/_preview/16/_static/locales/ms/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ms/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ms/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..65b7c60 --- /dev/null +++ b/_preview/16/_static/locales/ms/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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/16/_static/locales/nl/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/nl/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..e59e7ec Binary files /dev/null and b/_preview/16/_static/locales/nl/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/nl/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/nl/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..71bd1cd --- /dev/null +++ b/_preview/16/_static/locales/nl/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/no/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/no/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..6cd15c8 Binary files /dev/null and b/_preview/16/_static/locales/no/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/no/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/no/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..b21346a --- /dev/null +++ b/_preview/16/_static/locales/no/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: no\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Skriv ut til PDF" + +msgid "Theme by the" +msgstr "Tema av" + +msgid "Download source file" +msgstr "Last ned kildefilen" + +msgid "open issue" +msgstr "åpent nummer" + +msgid "Contents" +msgstr "Innhold" + +msgid "previous page" +msgstr "forrige side" + +msgid "Download notebook file" +msgstr "Last ned notatbokfilen" + +msgid "Copyright" +msgstr "opphavsrett" + +msgid "Download this page" +msgstr "Last ned denne siden" + +msgid "Source repository" +msgstr "Kildedepot" + +msgid "By" +msgstr "Av" + +msgid "repository" +msgstr "oppbevaringssted" + +msgid "Last updated on" +msgstr "Sist oppdatert den" + +msgid "Toggle navigation" +msgstr "Bytt navigasjon" + +msgid "Sphinx Book Theme" +msgstr "Sphinx boktema" + +msgid "suggest edit" +msgstr "foreslå redigering" + +msgid "Open an issue" +msgstr "Åpne et problem" + +msgid "Launch" +msgstr "Start" + +msgid "Fullscreen mode" +msgstr "Fullskjerm-modus" + +msgid "Edit this page" +msgstr "Rediger denne siden" + +msgid "By the" +msgstr "Ved" + +msgid "next page" +msgstr "neste side" diff --git a/_preview/16/_static/locales/pl/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/pl/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..9ebb584 Binary files /dev/null and b/_preview/16/_static/locales/pl/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/pl/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/pl/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..1b7233f --- /dev/null +++ b/_preview/16/_static/locales/pl/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/pt/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/pt/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..d0ddb87 Binary files /dev/null and b/_preview/16/_static/locales/pt/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/pt/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/pt/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..1b27314 --- /dev/null +++ b/_preview/16/_static/locales/pt/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/ro/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ro/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..3c36ab1 Binary files /dev/null and b/_preview/16/_static/locales/ro/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ro/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ro/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..1783ad2 --- /dev/null +++ b/_preview/16/_static/locales/ro/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/ru/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ru/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..6b8ca41 Binary files /dev/null and b/_preview/16/_static/locales/ru/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ru/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ru/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..b1176b7 --- /dev/null +++ b/_preview/16/_static/locales/ru/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/sk/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/sk/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..59bd0dd Binary files /dev/null and b/_preview/16/_static/locales/sk/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/sk/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/sk/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..6501288 --- /dev/null +++ b/_preview/16/_static/locales/sk/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/sl/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/sl/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..87bf26d Binary files /dev/null and b/_preview/16/_static/locales/sl/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/sl/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/sl/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..3c7e3a8 --- /dev/null +++ b/_preview/16/_static/locales/sl/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/sr/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/sr/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..ec740f4 Binary files /dev/null and b/_preview/16/_static/locales/sr/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/sr/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/sr/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..773b8ad --- /dev/null +++ b/_preview/16/_static/locales/sr/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/sv/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/sv/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..b07dc76 Binary files /dev/null and b/_preview/16/_static/locales/sv/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/sv/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/sv/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..bcac54c --- /dev/null +++ b/_preview/16/_static/locales/sv/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: sv\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Skriv ut till PDF" + +msgid "Theme by the" +msgstr "Tema av" + +msgid "Download source file" +msgstr "Ladda ner källfil" + +msgid "open issue" +msgstr "öppna problemrapport" + +msgid "Contents" +msgstr "Innehåll" + +msgid "previous page" +msgstr "föregående sida" + +msgid "Download notebook file" +msgstr "Ladda ner notebook-fil" + +msgid "Copyright" +msgstr "Upphovsrätt" + +msgid "Download this page" +msgstr "Ladda ner den här sidan" + +msgid "Source repository" +msgstr "Källkodsrepositorium" + +msgid "By" +msgstr "Av" + +msgid "repository" +msgstr "repositorium" + +msgid "Last updated on" +msgstr "Senast uppdaterad den" + +msgid "Toggle navigation" +msgstr "Växla navigering" + +msgid "Sphinx Book Theme" +msgstr "Sphinx Boktema" + +msgid "suggest edit" +msgstr "föreslå ändring" + +msgid "Open an issue" +msgstr "Öppna en problemrapport" + +msgid "Launch" +msgstr "Öppna" + +msgid "Fullscreen mode" +msgstr "Fullskärmsläge" + +msgid "Edit this page" +msgstr "Redigera den här sidan" + +msgid "By the" +msgstr "Av den" + +msgid "next page" +msgstr "nästa sida" diff --git a/_preview/16/_static/locales/ta/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ta/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..29f52e1 Binary files /dev/null and b/_preview/16/_static/locales/ta/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ta/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ta/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..b48bdfa --- /dev/null +++ b/_preview/16/_static/locales/ta/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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/16/_static/locales/te/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/te/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..0a5f4b4 Binary files /dev/null and b/_preview/16/_static/locales/te/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/te/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/te/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..952278f --- /dev/null +++ b/_preview/16/_static/locales/te/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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/16/_static/locales/tg/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/tg/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..b21c6c6 Binary files /dev/null and b/_preview/16/_static/locales/tg/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/tg/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/tg/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..c33dc42 --- /dev/null +++ b/_preview/16/_static/locales/tg/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/th/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/th/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..abede98 Binary files /dev/null and b/_preview/16/_static/locales/th/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/th/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/th/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..9d24294 --- /dev/null +++ b/_preview/16/_static/locales/th/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/tl/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/tl/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..8df1b73 Binary files /dev/null and b/_preview/16/_static/locales/tl/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/tl/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/tl/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..20e0d07 --- /dev/null +++ b/_preview/16/_static/locales/tl/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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/16/_static/locales/tr/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/tr/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..029ae18 Binary files /dev/null and b/_preview/16/_static/locales/tr/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/tr/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/tr/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..a77eb02 --- /dev/null +++ b/_preview/16/_static/locales/tr/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/locales/uk/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/uk/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..16ab789 Binary files /dev/null and b/_preview/16/_static/locales/uk/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/uk/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/uk/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..993dd07 --- /dev/null +++ b/_preview/16/_static/locales/uk/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: uk\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "Друк у форматі PDF" + +msgid "Theme by the" +msgstr "Тема від" + +msgid "Download source file" +msgstr "Завантажити вихідний файл" + +msgid "open issue" +msgstr "відкритий випуск" + +msgid "Contents" +msgstr "Зміст" + +msgid "previous page" +msgstr "Попередня сторінка" + +msgid "Download notebook file" +msgstr "Завантажте файл блокнота" + +msgid "Copyright" +msgstr "Авторське право" + +msgid "Download this page" +msgstr "Завантажте цю сторінку" + +msgid "Source repository" +msgstr "Джерело сховища" + +msgid "By" +msgstr "Автор" + +msgid "repository" +msgstr "сховище" + +msgid "Last updated on" +msgstr "Останнє оновлення:" + +msgid "Toggle navigation" +msgstr "Переключити навігацію" + +msgid "Sphinx Book Theme" +msgstr "Тема книги \"Сфінкс\"" + +msgid "suggest edit" +msgstr "запропонувати редагувати" + +msgid "Open an issue" +msgstr "Відкрийте випуск" + +msgid "Launch" +msgstr "Запуск" + +msgid "Fullscreen mode" +msgstr "Повноекранний режим" + +msgid "Edit this page" +msgstr "Редагувати цю сторінку" + +msgid "By the" +msgstr "По" + +msgid "next page" +msgstr "Наступна сторінка" diff --git a/_preview/16/_static/locales/ur/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/ur/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..de8c84b Binary files /dev/null and b/_preview/16/_static/locales/ur/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/ur/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/ur/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..2f77426 --- /dev/null +++ b/_preview/16/_static/locales/ur/LC_MESSAGES/booktheme.po @@ -0,0 +1,66 @@ + +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/16/_static/locales/vi/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/vi/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..2bb3255 Binary files /dev/null and b/_preview/16/_static/locales/vi/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/vi/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/vi/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..33159f3 --- /dev/null +++ b/_preview/16/_static/locales/vi/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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: vi\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "In sang PDF" + +msgid "Theme by the" +msgstr "Chủ đề của" + +msgid "Download source file" +msgstr "Tải xuống tệp nguồn" + +msgid "open issue" +msgstr "vấn đề mở" + +msgid "Contents" +msgstr "Nội dung" + +msgid "previous page" +msgstr "trang trước" + +msgid "Download notebook file" +msgstr "Tải xuống tệp sổ tay" + +msgid "Copyright" +msgstr "Bản quyền" + +msgid "Download this page" +msgstr "Tải xuống trang này" + +msgid "Source repository" +msgstr "Kho nguồn" + +msgid "By" +msgstr "Bởi" + +msgid "repository" +msgstr "kho" + +msgid "Last updated on" +msgstr "Cập nhật lần cuối vào" + +msgid "Toggle navigation" +msgstr "Chuyển đổi điều hướng thành" + +msgid "Sphinx Book Theme" +msgstr "Chủ đề sách nhân sư" + +msgid "suggest edit" +msgstr "đề nghị chỉnh sửa" + +msgid "Open an issue" +msgstr "Mở một vấn đề" + +msgid "Launch" +msgstr "Phóng" + +msgid "Fullscreen mode" +msgstr "Chế độ toàn màn hình" + +msgid "Edit this page" +msgstr "chỉnh sửa trang này" + +msgid "By the" +msgstr "Bằng" + +msgid "next page" +msgstr "Trang tiếp theo" diff --git a/_preview/16/_static/locales/zh_CN/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/zh_CN/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..0e3235d Binary files /dev/null and b/_preview/16/_static/locales/zh_CN/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/zh_CN/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/zh_CN/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..2e519ef --- /dev/null +++ b/_preview/16/_static/locales/zh_CN/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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_CN\n" +"Plural-Forms: nplurals=2; plural=(n != 1);\n" + +msgid "Print to PDF" +msgstr "列印成 PDF" + +msgid "Theme by the" +msgstr "主题作者:" + +msgid "Download source file" +msgstr "下载源文件" + +msgid "open issue" +msgstr "创建议题" + +msgid "Contents" +msgstr "目录" + +msgid "previous page" +msgstr "上一页" + +msgid "Download notebook file" +msgstr "下载笔记本文件" + +msgid "Copyright" +msgstr "版权" + +msgid "Download this page" +msgstr "下载此页面" + +msgid "Source repository" +msgstr "源码库" + +msgid "By" +msgstr "作者:" + +msgid "repository" +msgstr "仓库" + +msgid "Last updated on" +msgstr "上次更新时间:" + +msgid "Toggle navigation" +msgstr "显示或隐藏导航栏" + +msgid "Sphinx Book Theme" +msgstr "Sphinx Book 主题" + +msgid "suggest edit" +msgstr "提出修改建议" + +msgid "Open an issue" +msgstr "创建议题" + +msgid "Launch" +msgstr "启动" + +msgid "Fullscreen mode" +msgstr "全屏模式" + +msgid "Edit this page" +msgstr "编辑此页面" + +msgid "By the" +msgstr "作者:" + +msgid "next page" +msgstr "下一页" diff --git a/_preview/16/_static/locales/zh_TW/LC_MESSAGES/booktheme.mo b/_preview/16/_static/locales/zh_TW/LC_MESSAGES/booktheme.mo new file mode 100644 index 0000000..9116fa9 Binary files /dev/null and b/_preview/16/_static/locales/zh_TW/LC_MESSAGES/booktheme.mo differ diff --git a/_preview/16/_static/locales/zh_TW/LC_MESSAGES/booktheme.po b/_preview/16/_static/locales/zh_TW/LC_MESSAGES/booktheme.po new file mode 100644 index 0000000..beecb07 --- /dev/null +++ b/_preview/16/_static/locales/zh_TW/LC_MESSAGES/booktheme.po @@ -0,0 +1,75 @@ + +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/16/_static/minus.png b/_preview/16/_static/minus.png new file mode 100644 index 0000000..d96755f Binary files /dev/null and b/_preview/16/_static/minus.png differ diff --git a/_preview/16/_static/mystnb.4510f1fc1dee50b3e5859aac5469c37c29e427902b24a333a5f9fcb2f0b3ac41.css b/_preview/16/_static/mystnb.4510f1fc1dee50b3e5859aac5469c37c29e427902b24a333a5f9fcb2f0b3ac41.css new file mode 100644 index 0000000..3356631 --- /dev/null +++ b/_preview/16/_static/mystnb.4510f1fc1dee50b3e5859aac5469c37c29e427902b24a333a5f9fcb2f0b3ac41.css @@ -0,0 +1,2342 @@ +/* Variables */ +:root { + --mystnb-source-bg-color: #f7f7f7; + --mystnb-stdout-bg-color: #fcfcfc; + --mystnb-stderr-bg-color: #fdd; + --mystnb-traceback-bg-color: #fcfcfc; + --mystnb-source-border-color: #ccc; + --mystnb-source-margin-color: green; + --mystnb-stdout-border-color: #f7f7f7; + --mystnb-stderr-border-color: #f7f7f7; + --mystnb-traceback-border-color: #ffd6d6; + --mystnb-hide-prompt-opacity: 70%; + --mystnb-source-border-radius: .4em; + --mystnb-source-border-width: 1px; +} + +/* Whole cell */ +div.container.cell { + padding-left: 0; + margin-bottom: 1em; +} + +/* Removing all background formatting so we can control at the div level */ +.cell_input div.highlight, +.cell_output pre, +.cell_input pre, +.cell_output .output { + border: none; + box-shadow: none; +} + +.cell_output .output pre, +.cell_input pre { + margin: 0px; +} + +/* Input cells */ +div.cell div.cell_input, +div.cell details.above-input>summary { + padding-left: 0em; + padding-right: 0em; + border: var(--mystnb-source-border-width) var(--mystnb-source-border-color) solid; + background-color: var(--mystnb-source-bg-color); + border-left-color: var(--mystnb-source-margin-color); + border-left-width: medium; + border-radius: var(--mystnb-source-border-radius); +} + +div.cell_input>div, +div.cell_output div.output>div.highlight { + margin: 0em !important; + border: none !important; +} + +/* All cell outputs */ +.cell_output { + padding-left: 1em; + padding-right: 0em; + margin-top: 1em; +} + +/* Text outputs from cells */ +.cell_output .output.text_plain, +.cell_output .output.traceback, +.cell_output .output.stream, +.cell_output .output.stderr { + margin-top: 1em; + margin-bottom: 0em; + box-shadow: none; +} + +.cell_output .output.text_plain, +.cell_output .output.stream { + background: var(--mystnb-stdout-bg-color); + border: 1px solid var(--mystnb-stdout-border-color); +} + +.cell_output .output.stderr { + background: var(--mystnb-stderr-bg-color); + border: 1px solid var(--mystnb-stderr-border-color); +} + +.cell_output .output.traceback { + background: var(--mystnb-traceback-bg-color); + border: 1px solid var(--mystnb-traceback-border-color); +} + +/* Collapsible cell content */ +div.cell details.above-input div.cell_input { + border-top-left-radius: 0; + border-top-right-radius: 0; + border-top: var(--mystnb-source-border-width) var(--mystnb-source-border-color) dashed; +} + +div.cell div.cell_input.above-output-prompt { + border-bottom-left-radius: 0; + border-bottom-right-radius: 0; +} + +div.cell details.above-input>summary { + border-bottom-left-radius: 0; + border-bottom-right-radius: 0; + border-bottom: var(--mystnb-source-border-width) var(--mystnb-source-border-color) dashed; + padding-left: 1em; + margin-bottom: 0; +} + +div.cell details.above-output>summary { + background-color: var(--mystnb-source-bg-color); + padding-left: 1em; + padding-right: 0em; + border: var(--mystnb-source-border-width) var(--mystnb-source-border-color) solid; + border-radius: var(--mystnb-source-border-radius); + border-left-color: var(--mystnb-source-margin-color); + border-left-width: medium; +} + +div.cell details.below-input>summary { + background-color: var(--mystnb-source-bg-color); + padding-left: 1em; + padding-right: 0em; + border: var(--mystnb-source-border-width) var(--mystnb-source-border-color) solid; + border-top: none; + border-bottom-left-radius: var(--mystnb-source-border-radius); + border-bottom-right-radius: var(--mystnb-source-border-radius); + border-left-color: var(--mystnb-source-margin-color); + border-left-width: medium; +} + +div.cell details.hide>summary>span { + opacity: var(--mystnb-hide-prompt-opacity); +} + +div.cell details.hide[open]>summary>span.collapsed { + display: none; +} + +div.cell details.hide:not([open])>summary>span.expanded { + display: none; +} + +@keyframes collapsed-fade-in { + 0% { + opacity: 0; + } + + 100% { + opacity: 1; + } +} +div.cell details.hide[open]>summary~* { + -moz-animation: collapsed-fade-in 0.3s ease-in-out; + -webkit-animation: collapsed-fade-in 0.3s ease-in-out; + animation: collapsed-fade-in 0.3s ease-in-out; +} + +/* Math align to the left */ +.cell_output .MathJax_Display { + text-align: left !important; +} + +/* Pandas tables. Pulled from the Jupyter / nbsphinx CSS */ +div.cell_output table { + border: none; + border-collapse: collapse; + border-spacing: 0; + color: black; + font-size: 1em; + table-layout: fixed; +} + +div.cell_output thead { + border-bottom: 1px solid black; + vertical-align: bottom; +} + +div.cell_output tr, +div.cell_output th, +div.cell_output td { + text-align: right; + vertical-align: middle; + padding: 0.5em 0.5em; + line-height: normal; + white-space: normal; + max-width: none; + border: none; +} + +div.cell_output th { + font-weight: bold; +} + +div.cell_output tbody tr:nth-child(odd) { + background: #f5f5f5; +} + +div.cell_output tbody tr:hover { + background: rgba(66, 165, 245, 0.2); +} + +/** source code line numbers **/ +span.linenos { + opacity: 0.5; +} + +/* Inline text from `paste` operation */ + +span.pasted-text { + font-weight: bold; +} + +span.pasted-inline img { + max-height: 2em; +} + +tbody span.pasted-inline img { + max-height: none; +} + +/* Font colors for translated ANSI escape sequences +Color values are copied from Jupyter Notebook +https://github.com/jupyter/notebook/blob/52581f8eda9b319eb0390ac77fe5903c38f81e3e/notebook/static/notebook/less/ansicolors.less#L14-L21 +Background colors from +https://nbsphinx.readthedocs.io/en/latest/code-cells.html#ANSI-Colors +*/ +div.highlight .-Color-Bold { + font-weight: bold; +} + +div.highlight .-Color[class*=-Black] { + color: #3E424D +} + +div.highlight .-Color[class*=-Red] { + color: #E75C58 +} + +div.highlight .-Color[class*=-Green] { + color: #00A250 +} + +div.highlight .-Color[class*=-Yellow] { + color: #DDB62B +} + +div.highlight .-Color[class*=-Blue] { + color: #208FFB +} + +div.highlight .-Color[class*=-Magenta] { + color: #D160C4 +} + +div.highlight .-Color[class*=-Cyan] { + color: #60C6C8 +} + +div.highlight .-Color[class*=-White] { + color: #C5C1B4 +} + +div.highlight .-Color[class*=-BGBlack] { + background-color: #3E424D +} + +div.highlight .-Color[class*=-BGRed] { + background-color: #E75C58 +} + +div.highlight .-Color[class*=-BGGreen] { + background-color: #00A250 +} + +div.highlight .-Color[class*=-BGYellow] { + background-color: #DDB62B +} + +div.highlight .-Color[class*=-BGBlue] { + background-color: #208FFB +} + +div.highlight .-Color[class*=-BGMagenta] { + background-color: #D160C4 +} + +div.highlight .-Color[class*=-BGCyan] { + background-color: #60C6C8 +} + +div.highlight .-Color[class*=-BGWhite] { + background-color: #C5C1B4 +} + +/* Font colors for 8-bit ANSI */ + +div.highlight .-Color[class*=-C0] { + color: #000000 +} + +div.highlight .-Color[class*=-BGC0] { + background-color: #000000 +} + +div.highlight .-Color[class*=-C1] { + color: #800000 +} + +div.highlight .-Color[class*=-BGC1] { + background-color: #800000 +} + +div.highlight .-Color[class*=-C2] { + color: #008000 +} + +div.highlight .-Color[class*=-BGC2] { + background-color: #008000 +} + +div.highlight .-Color[class*=-C3] { + color: #808000 +} + +div.highlight .-Color[class*=-BGC3] { + background-color: #808000 +} + +div.highlight .-Color[class*=-C4] { + color: #000080 +} + +div.highlight .-Color[class*=-BGC4] { + background-color: #000080 +} + +div.highlight .-Color[class*=-C5] { + color: #800080 +} + +div.highlight .-Color[class*=-BGC5] { + background-color: #800080 +} + +div.highlight .-Color[class*=-C6] { + color: #008080 +} + +div.highlight .-Color[class*=-BGC6] { + background-color: #008080 +} + +div.highlight .-Color[class*=-C7] { + color: #C0C0C0 +} + +div.highlight .-Color[class*=-BGC7] { + background-color: #C0C0C0 +} + +div.highlight .-Color[class*=-C8] { + color: #808080 +} + +div.highlight .-Color[class*=-BGC8] { + background-color: #808080 +} + +div.highlight .-Color[class*=-C9] { + color: #FF0000 +} + +div.highlight .-Color[class*=-BGC9] { + background-color: #FF0000 +} + +div.highlight .-Color[class*=-C10] { + color: #00FF00 +} + +div.highlight .-Color[class*=-BGC10] { + background-color: #00FF00 +} + +div.highlight .-Color[class*=-C11] { + color: #FFFF00 +} + +div.highlight .-Color[class*=-BGC11] { + background-color: #FFFF00 +} + +div.highlight .-Color[class*=-C12] { + color: #0000FF +} + +div.highlight .-Color[class*=-BGC12] { + background-color: #0000FF +} + +div.highlight .-Color[class*=-C13] { + color: #FF00FF +} + +div.highlight .-Color[class*=-BGC13] { + background-color: #FF00FF +} + +div.highlight .-Color[class*=-C14] { + color: #00FFFF +} + +div.highlight .-Color[class*=-BGC14] { + background-color: #00FFFF +} + +div.highlight .-Color[class*=-C15] { + color: #FFFFFF +} + +div.highlight .-Color[class*=-BGC15] { + background-color: #FFFFFF +} + +div.highlight .-Color[class*=-C16] { + color: #000000 +} + +div.highlight .-Color[class*=-BGC16] { + background-color: #000000 +} + +div.highlight .-Color[class*=-C17] { + color: #00005F +} + +div.highlight .-Color[class*=-BGC17] { + background-color: #00005F +} + +div.highlight .-Color[class*=-C18] { + color: #000087 +} + +div.highlight .-Color[class*=-BGC18] { + background-color: #000087 +} + +div.highlight .-Color[class*=-C19] { + color: #0000AF +} + +div.highlight .-Color[class*=-BGC19] { + background-color: #0000AF +} + +div.highlight .-Color[class*=-C20] { + color: #0000D7 +} + +div.highlight .-Color[class*=-BGC20] { + background-color: #0000D7 +} + +div.highlight .-Color[class*=-C21] { + color: #0000FF +} + +div.highlight .-Color[class*=-BGC21] { + background-color: #0000FF +} + +div.highlight .-Color[class*=-C22] { + color: #005F00 +} + +div.highlight .-Color[class*=-BGC22] { + background-color: #005F00 +} + +div.highlight .-Color[class*=-C23] { + color: #005F5F +} + +div.highlight .-Color[class*=-BGC23] { + background-color: #005F5F +} + +div.highlight .-Color[class*=-C24] { + color: #005F87 +} + +div.highlight .-Color[class*=-BGC24] { + background-color: #005F87 +} + +div.highlight .-Color[class*=-C25] { + color: #005FAF +} + +div.highlight .-Color[class*=-BGC25] { + background-color: #005FAF +} + +div.highlight .-Color[class*=-C26] { + color: #005FD7 +} + +div.highlight .-Color[class*=-BGC26] { + background-color: #005FD7 +} + +div.highlight .-Color[class*=-C27] { + color: #005FFF +} + +div.highlight .-Color[class*=-BGC27] { + background-color: #005FFF +} + +div.highlight .-Color[class*=-C28] { + color: #008700 +} + +div.highlight .-Color[class*=-BGC28] { + background-color: #008700 +} + +div.highlight .-Color[class*=-C29] { + color: #00875F +} + +div.highlight .-Color[class*=-BGC29] { + background-color: #00875F +} + +div.highlight .-Color[class*=-C30] { + color: #008787 +} + +div.highlight .-Color[class*=-BGC30] { + background-color: #008787 +} + +div.highlight .-Color[class*=-C31] { + color: #0087AF +} + +div.highlight .-Color[class*=-BGC31] { + background-color: #0087AF +} + +div.highlight .-Color[class*=-C32] { + color: #0087D7 +} + +div.highlight .-Color[class*=-BGC32] { + background-color: #0087D7 +} + +div.highlight .-Color[class*=-C33] { + color: #0087FF +} + +div.highlight .-Color[class*=-BGC33] { + background-color: #0087FF +} + +div.highlight .-Color[class*=-C34] { + color: #00AF00 +} + +div.highlight .-Color[class*=-BGC34] { + background-color: #00AF00 +} + +div.highlight .-Color[class*=-C35] { + color: #00AF5F +} + +div.highlight .-Color[class*=-BGC35] { + background-color: #00AF5F +} + +div.highlight .-Color[class*=-C36] { + color: #00AF87 +} + +div.highlight .-Color[class*=-BGC36] { + background-color: #00AF87 +} + +div.highlight .-Color[class*=-C37] { + color: #00AFAF +} + +div.highlight .-Color[class*=-BGC37] { + background-color: #00AFAF +} + +div.highlight .-Color[class*=-C38] { + color: #00AFD7 +} + +div.highlight .-Color[class*=-BGC38] { + background-color: #00AFD7 +} + +div.highlight .-Color[class*=-C39] { + color: #00AFFF +} + +div.highlight .-Color[class*=-BGC39] { + background-color: #00AFFF +} + +div.highlight .-Color[class*=-C40] { + color: #00D700 +} + +div.highlight .-Color[class*=-BGC40] { + background-color: #00D700 +} + +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] { + background-color: #AFFFFF +} + +div.highlight .-Color[class*=-C160] { + color: #D70000 +} + +div.highlight .-Color[class*=-BGC160] { + background-color: #D70000 +} + +div.highlight .-Color[class*=-C161] { + color: #D7005F +} + +div.highlight .-Color[class*=-BGC161] { + background-color: #D7005F +} + +div.highlight .-Color[class*=-C162] { + color: #D70087 +} + +div.highlight .-Color[class*=-BGC162] { + background-color: #D70087 +} + +div.highlight .-Color[class*=-C163] { + color: #D700AF +} + +div.highlight .-Color[class*=-BGC163] { + background-color: #D700AF +} + +div.highlight .-Color[class*=-C164] { + color: #D700D7 +} + +div.highlight .-Color[class*=-BGC164] { + background-color: #D700D7 +} + +div.highlight .-Color[class*=-C165] { + color: #D700FF +} + +div.highlight .-Color[class*=-BGC165] { + background-color: #D700FF +} + +div.highlight .-Color[class*=-C166] { + color: #D75F00 +} + +div.highlight .-Color[class*=-BGC166] { + background-color: #D75F00 +} + +div.highlight .-Color[class*=-C167] { + color: #D75F5F +} + +div.highlight .-Color[class*=-BGC167] { + background-color: #D75F5F +} + +div.highlight .-Color[class*=-C168] { + color: #D75F87 +} + +div.highlight .-Color[class*=-BGC168] { + background-color: #D75F87 +} + +div.highlight .-Color[class*=-C169] { + color: #D75FAF +} + +div.highlight .-Color[class*=-BGC169] { + background-color: #D75FAF +} + +div.highlight .-Color[class*=-C170] { + color: #D75FD7 +} + +div.highlight .-Color[class*=-BGC170] { + background-color: #D75FD7 +} + +div.highlight .-Color[class*=-C171] { + color: #D75FFF +} + +div.highlight .-Color[class*=-BGC171] { + background-color: #D75FFF +} + +div.highlight .-Color[class*=-C172] { + color: #D78700 +} + +div.highlight .-Color[class*=-BGC172] { + background-color: #D78700 +} + +div.highlight .-Color[class*=-C173] { + color: #D7875F +} + +div.highlight .-Color[class*=-BGC173] { + background-color: #D7875F +} + +div.highlight .-Color[class*=-C174] { + color: #D78787 +} + +div.highlight .-Color[class*=-BGC174] { + background-color: #D78787 +} + +div.highlight .-Color[class*=-C175] { + color: #D787AF +} + +div.highlight .-Color[class*=-BGC175] { + background-color: #D787AF +} + +div.highlight .-Color[class*=-C176] { + color: #D787D7 +} + +div.highlight .-Color[class*=-BGC176] { + background-color: #D787D7 +} + +div.highlight .-Color[class*=-C177] { + color: #D787FF +} + +div.highlight .-Color[class*=-BGC177] { + background-color: #D787FF +} + +div.highlight .-Color[class*=-C178] { + color: #D7AF00 +} + +div.highlight .-Color[class*=-BGC178] { + background-color: #D7AF00 +} + +div.highlight .-Color[class*=-C179] { + color: #D7AF5F +} + +div.highlight .-Color[class*=-BGC179] { + background-color: #D7AF5F +} + +div.highlight .-Color[class*=-C180] { + color: #D7AF87 +} + +div.highlight .-Color[class*=-BGC180] { + background-color: #D7AF87 +} + +div.highlight .-Color[class*=-C181] { + color: #D7AFAF +} + +div.highlight .-Color[class*=-BGC181] { + background-color: #D7AFAF +} + +div.highlight .-Color[class*=-C182] { + color: #D7AFD7 +} + +div.highlight .-Color[class*=-BGC182] { + background-color: #D7AFD7 +} + +div.highlight .-Color[class*=-C183] { + color: #D7AFFF +} + +div.highlight .-Color[class*=-BGC183] { + background-color: #D7AFFF +} + +div.highlight .-Color[class*=-C184] { + color: #D7D700 +} + +div.highlight .-Color[class*=-BGC184] { + background-color: #D7D700 +} + +div.highlight .-Color[class*=-C185] { + color: #D7D75F +} + +div.highlight .-Color[class*=-BGC185] { + background-color: #D7D75F +} + +div.highlight .-Color[class*=-C186] { + color: #D7D787 +} + +div.highlight .-Color[class*=-BGC186] { + background-color: #D7D787 +} + +div.highlight .-Color[class*=-C187] { + color: #D7D7AF +} + +div.highlight .-Color[class*=-BGC187] { + background-color: #D7D7AF +} + +div.highlight .-Color[class*=-C188] { + color: #D7D7D7 +} + +div.highlight .-Color[class*=-BGC188] { + background-color: #D7D7D7 +} + +div.highlight .-Color[class*=-C189] { + color: #D7D7FF +} + +div.highlight .-Color[class*=-BGC189] { + background-color: #D7D7FF +} + +div.highlight .-Color[class*=-C190] { + color: #D7FF00 +} + +div.highlight .-Color[class*=-BGC190] { + background-color: #D7FF00 +} + +div.highlight .-Color[class*=-C191] { + color: #D7FF5F +} + +div.highlight .-Color[class*=-BGC191] { + background-color: #D7FF5F +} + +div.highlight .-Color[class*=-C192] { + color: #D7FF87 +} + +div.highlight .-Color[class*=-BGC192] { + background-color: #D7FF87 +} + +div.highlight .-Color[class*=-C193] { + color: #D7FFAF +} + +div.highlight .-Color[class*=-BGC193] { + background-color: #D7FFAF +} + +div.highlight .-Color[class*=-C194] { + color: #D7FFD7 +} + +div.highlight .-Color[class*=-BGC194] { + background-color: #D7FFD7 +} + +div.highlight .-Color[class*=-C195] { + color: #D7FFFF +} + +div.highlight .-Color[class*=-BGC195] { + background-color: #D7FFFF +} + +div.highlight .-Color[class*=-C196] { + color: #FF0000 +} + +div.highlight .-Color[class*=-BGC196] { + background-color: #FF0000 +} + +div.highlight .-Color[class*=-C197] { + color: #FF005F +} + +div.highlight .-Color[class*=-BGC197] { + background-color: #FF005F +} + +div.highlight .-Color[class*=-C198] { + color: #FF0087 +} + +div.highlight .-Color[class*=-BGC198] { + background-color: #FF0087 +} + +div.highlight .-Color[class*=-C199] { + color: #FF00AF +} + +div.highlight .-Color[class*=-BGC199] { + background-color: #FF00AF +} + +div.highlight .-Color[class*=-C200] { + color: #FF00D7 +} + +div.highlight .-Color[class*=-BGC200] { + background-color: #FF00D7 +} + +div.highlight .-Color[class*=-C201] { + color: #FF00FF +} + +div.highlight .-Color[class*=-BGC201] { + background-color: #FF00FF +} + +div.highlight .-Color[class*=-C202] { + color: #FF5F00 +} + +div.highlight .-Color[class*=-BGC202] { + background-color: #FF5F00 +} + +div.highlight .-Color[class*=-C203] { + color: #FF5F5F +} + +div.highlight .-Color[class*=-BGC203] { + background-color: #FF5F5F +} + +div.highlight .-Color[class*=-C204] { + color: #FF5F87 +} + +div.highlight .-Color[class*=-BGC204] { + background-color: #FF5F87 +} + +div.highlight .-Color[class*=-C205] { + color: #FF5FAF +} + +div.highlight .-Color[class*=-BGC205] { + background-color: #FF5FAF +} + +div.highlight .-Color[class*=-C206] { + color: #FF5FD7 +} + +div.highlight .-Color[class*=-BGC206] { + background-color: #FF5FD7 +} + +div.highlight .-Color[class*=-C207] { + color: #FF5FFF +} + +div.highlight .-Color[class*=-BGC207] { + background-color: #FF5FFF +} + +div.highlight .-Color[class*=-C208] { + color: #FF8700 +} + +div.highlight .-Color[class*=-BGC208] { + background-color: #FF8700 +} + +div.highlight .-Color[class*=-C209] { + color: #FF875F +} + +div.highlight .-Color[class*=-BGC209] { + background-color: #FF875F +} + +div.highlight .-Color[class*=-C210] { + color: #FF8787 +} + +div.highlight .-Color[class*=-BGC210] { + background-color: #FF8787 +} + +div.highlight .-Color[class*=-C211] { + color: #FF87AF +} + +div.highlight .-Color[class*=-BGC211] { + background-color: #FF87AF +} + +div.highlight .-Color[class*=-C212] { + color: #FF87D7 +} + +div.highlight .-Color[class*=-BGC212] { + background-color: #FF87D7 +} + +div.highlight .-Color[class*=-C213] { + color: #FF87FF +} + +div.highlight .-Color[class*=-BGC213] { + background-color: #FF87FF +} + +div.highlight .-Color[class*=-C214] { + color: #FFAF00 +} + +div.highlight .-Color[class*=-BGC214] { + background-color: #FFAF00 +} + +div.highlight .-Color[class*=-C215] { + color: #FFAF5F +} + +div.highlight .-Color[class*=-BGC215] { + background-color: #FFAF5F +} + +div.highlight .-Color[class*=-C216] { + color: #FFAF87 +} + +div.highlight .-Color[class*=-BGC216] { + background-color: #FFAF87 +} + +div.highlight .-Color[class*=-C217] { + color: #FFAFAF +} + +div.highlight .-Color[class*=-BGC217] { + background-color: #FFAFAF +} + +div.highlight .-Color[class*=-C218] { + color: #FFAFD7 +} + +div.highlight .-Color[class*=-BGC218] { + background-color: #FFAFD7 +} + +div.highlight .-Color[class*=-C219] { + color: #FFAFFF +} + +div.highlight .-Color[class*=-BGC219] { + background-color: #FFAFFF +} + +div.highlight .-Color[class*=-C220] { + color: #FFD700 +} + +div.highlight .-Color[class*=-BGC220] { + background-color: #FFD700 +} + +div.highlight .-Color[class*=-C221] { + color: #FFD75F +} + +div.highlight .-Color[class*=-BGC221] { + background-color: #FFD75F +} + +div.highlight .-Color[class*=-C222] { + color: #FFD787 +} + +div.highlight .-Color[class*=-BGC222] { + background-color: #FFD787 +} + +div.highlight .-Color[class*=-C223] { + color: #FFD7AF +} + +div.highlight .-Color[class*=-BGC223] { + background-color: #FFD7AF +} + +div.highlight .-Color[class*=-C224] { + color: #FFD7D7 +} + +div.highlight .-Color[class*=-BGC224] { + background-color: #FFD7D7 +} + +div.highlight .-Color[class*=-C225] { + color: #FFD7FF +} + +div.highlight .-Color[class*=-BGC225] { + background-color: #FFD7FF +} + +div.highlight .-Color[class*=-C226] { + color: #FFFF00 +} + +div.highlight .-Color[class*=-BGC226] { + background-color: #FFFF00 +} + +div.highlight .-Color[class*=-C227] { + color: #FFFF5F +} + +div.highlight .-Color[class*=-BGC227] { + background-color: #FFFF5F +} + +div.highlight .-Color[class*=-C228] { + color: #FFFF87 +} + +div.highlight .-Color[class*=-BGC228] { + background-color: #FFFF87 +} + +div.highlight .-Color[class*=-C229] { + color: #FFFFAF +} + +div.highlight .-Color[class*=-BGC229] { + background-color: #FFFFAF +} + +div.highlight .-Color[class*=-C230] { + color: #FFFFD7 +} + +div.highlight .-Color[class*=-BGC230] { + background-color: #FFFFD7 +} + +div.highlight .-Color[class*=-C231] { + color: #FFFFFF +} + +div.highlight .-Color[class*=-BGC231] { + background-color: #FFFFFF +} + +div.highlight .-Color[class*=-C232] { + color: #080808 +} + +div.highlight .-Color[class*=-BGC232] { + background-color: #080808 +} + +div.highlight .-Color[class*=-C233] { + color: #121212 +} + +div.highlight .-Color[class*=-BGC233] { + background-color: #121212 +} + +div.highlight .-Color[class*=-C234] { + color: #1C1C1C +} + +div.highlight .-Color[class*=-BGC234] { + background-color: #1C1C1C +} + +div.highlight .-Color[class*=-C235] { + color: #262626 +} + +div.highlight .-Color[class*=-BGC235] { + background-color: #262626 +} + +div.highlight .-Color[class*=-C236] { + color: #303030 +} + +div.highlight .-Color[class*=-BGC236] { + background-color: #303030 +} + +div.highlight .-Color[class*=-C237] { + color: #3A3A3A +} + +div.highlight .-Color[class*=-BGC237] { + background-color: #3A3A3A +} + +div.highlight .-Color[class*=-C238] { + color: #444444 +} + +div.highlight .-Color[class*=-BGC238] { + background-color: #444444 +} + +div.highlight .-Color[class*=-C239] { + color: #4E4E4E +} + +div.highlight .-Color[class*=-BGC239] { + background-color: #4E4E4E +} + +div.highlight .-Color[class*=-C240] { + color: #585858 +} + +div.highlight .-Color[class*=-BGC240] { + background-color: #585858 +} + +div.highlight .-Color[class*=-C241] { + color: #626262 +} + +div.highlight .-Color[class*=-BGC241] { + background-color: #626262 +} + +div.highlight .-Color[class*=-C242] { + color: #6C6C6C +} + +div.highlight .-Color[class*=-BGC242] { + background-color: #6C6C6C +} + +div.highlight .-Color[class*=-C243] { + color: #767676 +} + +div.highlight .-Color[class*=-BGC243] { + background-color: #767676 +} + +div.highlight .-Color[class*=-C244] { + color: #808080 +} + +div.highlight .-Color[class*=-BGC244] { + background-color: #808080 +} + +div.highlight .-Color[class*=-C245] { + color: #8A8A8A +} + +div.highlight .-Color[class*=-BGC245] { + background-color: #8A8A8A +} + +div.highlight .-Color[class*=-C246] { + color: #949494 +} + +div.highlight .-Color[class*=-BGC246] { + background-color: #949494 +} + +div.highlight .-Color[class*=-C247] { + color: #9E9E9E +} + +div.highlight .-Color[class*=-BGC247] { + 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.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 DefaultType(){return _s}static get NAME(){return"popover"}_isWithContent(){return this._getTitle()||this._getContent()}_getContentForTemplate(){return{[ps]:this._getTitle(),[ms]:this._getContent()}}_getContent(){return this._resolvePossibleFunction(this._config.content)}static jQueryInterface(t){return this.each((function(){const e=bs.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named "${t}"`);e[t]()}}))}}Qt(bs);const vs=".bs.scrollspy",ys=`activate${vs}`,ws=`click${vs}`,Es=`load${vs}.data-api`,As="active",Ts="[href]",Cs=".nav-link",Os=`${Cs}, .nav-item > ${Cs}, .list-group-item`,xs={offset:null,rootMargin:"0px 0px -25%",smoothScroll:!1,target:null,threshold:[.1,.5,1]},ks={offset:"(number|null)",rootMargin:"string",smoothScroll:"boolean",target:"element",threshold:"array"};class Ls extends ve{constructor(t,e){super(t,e),this._targetLinks=new Map,this._observableSections=new Map,this._rootElement="visible"===getComputedStyle(this._element).overflowY?null:this._element,this._activeTarget=null,this._observer=null,this._previousScrollData={visibleEntryTop:0,parentScrollTop:0},this.refresh()}static get Default(){return xs}static get DefaultType(){return ks}static get NAME(){return"scrollspy"}refresh(){this._initializeTargetsAndObservables(),this._maybeEnableSmoothScroll(),this._observer?this._observer.disconnect():this._observer=this._getNewObserver();for(const t of this._observableSections.values())this._observer.observe(t)}dispose(){this._observer.disconnect(),super.dispose()}_configAfterMerge(t){return t.target=Ht(t.target)||document.body,t.rootMargin=t.offset?`${t.offset}px 0px -30%`:t.rootMargin,"string"==typeof t.threshold&&(t.threshold=t.threshold.split(",").map((t=>Number.parseFloat(t)))),t}_maybeEnableSmoothScroll(){this._config.smoothScroll&&(fe.off(this._config.target,ws),fe.on(this._config.target,ws,Ts,(t=>{const e=this._observableSections.get(t.target.hash);if(e){t.preventDefault();const i=this._rootElement||window,n=e.offsetTop-this._element.offsetTop;if(i.scrollTo)return void i.scrollTo({top:n,behavior:"smooth"});i.scrollTop=n}})))}_getNewObserver(){const t={root:this._rootElement,threshold:this._config.threshold,rootMargin:this._config.rootMargin};return new IntersectionObserver((t=>this._observerCallback(t)),t)}_observerCallback(t){const e=t=>this._targetLinks.get(`#${t.target.id}`),i=t=>{this._previousScrollData.visibleEntryTop=t.target.offsetTop,this._process(e(t))},n=(this._rootElement||document.documentElement).scrollTop,s=n>=this._previousScrollData.parentScrollTop;this._previousScrollData.parentScrollTop=n;for(const o of t){if(!o.isIntersecting){this._activeTarget=null,this._clearActiveClass(e(o));continue}const t=o.target.offsetTop>=this._previousScrollData.visibleEntryTop;if(s&&t){if(i(o),!n)return}else s||t||i(o)}}_initializeTargetsAndObservables(){this._targetLinks=new Map,this._observableSections=new Map;const t=we.find(Ts,this._config.target);for(const e of t){if(!e.hash||Wt(e))continue;const t=we.findOne(decodeURI(e.hash),this._element);Bt(t)&&(this._targetLinks.set(decodeURI(e.hash),e),this._observableSections.set(e.hash,t))}}_process(t){this._activeTarget!==t&&(this._clearActiveClass(this._config.target),this._activeTarget=t,t.classList.add(As),this._activateParents(t),fe.trigger(this._element,ys,{relatedTarget:t}))}_activateParents(t){if(t.classList.contains("dropdown-item"))we.findOne(".dropdown-toggle",t.closest(".dropdown")).classList.add(As);else for(const e of we.parents(t,".nav, .list-group"))for(const t of we.prev(e,Os))t.classList.add(As)}_clearActiveClass(t){t.classList.remove(As);const e=we.find(`${Ts}.${As}`,t);for(const t of e)t.classList.remove(As)}static jQueryInterface(t){return this.each((function(){const e=Ls.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}))}}fe.on(window,Es,(()=>{for(const t of we.find('[data-bs-spy="scroll"]'))Ls.getOrCreateInstance(t)})),Qt(Ls);const Ss=".bs.tab",Ds=`hide${Ss}`,$s=`hidden${Ss}`,Is=`show${Ss}`,Ns=`shown${Ss}`,Ps=`click${Ss}`,Ms=`keydown${Ss}`,js=`load${Ss}`,Fs="ArrowLeft",Hs="ArrowRight",Bs="ArrowUp",Ws="ArrowDown",zs="Home",Rs="End",qs="active",Vs="fade",Ys="show",Ks=".dropdown-toggle",Qs=`:not(${Ks})`,Xs='[data-bs-toggle="tab"], [data-bs-toggle="pill"], [data-bs-toggle="list"]',Us=`.nav-link${Qs}, .list-group-item${Qs}, [role="tab"]${Qs}, ${Xs}`,Gs=`.${qs}[data-bs-toggle="tab"], .${qs}[data-bs-toggle="pill"], .${qs}[data-bs-toggle="list"]`;class Js extends ve{constructor(t){super(t),this._parent=this._element.closest('.list-group, .nav, [role="tablist"]'),this._parent&&(this._setInitialAttributes(this._parent,this._getChildren()),fe.on(this._element,Ms,(t=>this._keydown(t))))}static get NAME(){return"tab"}show(){const t=this._element;if(this._elemIsActive(t))return;const e=this._getActiveElem(),i=e?fe.trigger(e,Ds,{relatedTarget:t}):null;fe.trigger(t,Is,{relatedTarget:e}).defaultPrevented||i&&i.defaultPrevented||(this._deactivate(e,t),this._activate(t,e))}_activate(t,e){t&&(t.classList.add(qs),this._activate(we.getElementFromSelector(t)),this._queueCallback((()=>{"tab"===t.getAttribute("role")?(t.removeAttribute("tabindex"),t.setAttribute("aria-selected",!0),this._toggleDropDown(t,!0),fe.trigger(t,Ns,{relatedTarget:e})):t.classList.add(Ys)}),t,t.classList.contains(Vs)))}_deactivate(t,e){t&&(t.classList.remove(qs),t.blur(),this._deactivate(we.getElementFromSelector(t)),this._queueCallback((()=>{"tab"===t.getAttribute("role")?(t.setAttribute("aria-selected",!1),t.setAttribute("tabindex","-1"),this._toggleDropDown(t,!1),fe.trigger(t,$s,{relatedTarget:e})):t.classList.remove(Ys)}),t,t.classList.contains(Vs)))}_keydown(t){if(![Fs,Hs,Bs,Ws,zs,Rs].includes(t.key))return;t.stopPropagation(),t.preventDefault();const e=this._getChildren().filter((t=>!Wt(t)));let i;if([zs,Rs].includes(t.key))i=e[t.key===zs?0:e.length-1];else{const n=[Hs,Ws].includes(t.key);i=Gt(e,t.target,n,!0)}i&&(i.focus({preventScroll:!0}),Js.getOrCreateInstance(i).show())}_getChildren(){return we.find(Us,this._parent)}_getActiveElem(){return this._getChildren().find((t=>this._elemIsActive(t)))||null}_setInitialAttributes(t,e){this._setAttributeIfNotExists(t,"role","tablist");for(const t of e)this._setInitialAttributesOnChild(t)}_setInitialAttributesOnChild(t){t=this._getInnerElement(t);const e=this._elemIsActive(t),i=this._getOuterElement(t);t.setAttribute("aria-selected",e),i!==t&&this._setAttributeIfNotExists(i,"role","presentation"),e||t.setAttribute("tabindex","-1"),this._setAttributeIfNotExists(t,"role","tab"),this._setInitialAttributesOnTargetPanel(t)}_setInitialAttributesOnTargetPanel(t){const e=we.getElementFromSelector(t);e&&(this._setAttributeIfNotExists(e,"role","tabpanel"),t.id&&this._setAttributeIfNotExists(e,"aria-labelledby",`${t.id}`))}_toggleDropDown(t,e){const i=this._getOuterElement(t);if(!i.classList.contains("dropdown"))return;const n=(t,n)=>{const s=we.findOne(t,i);s&&s.classList.toggle(n,e)};n(Ks,qs),n(".dropdown-menu",Ys),i.setAttribute("aria-expanded",e)}_setAttributeIfNotExists(t,e,i){t.hasAttribute(e)||t.setAttribute(e,i)}_elemIsActive(t){return t.classList.contains(qs)}_getInnerElement(t){return t.matches(Us)?t:we.findOne(Us,t)}_getOuterElement(t){return t.closest(".nav-item, .list-group-item")||t}static jQueryInterface(t){return this.each((function(){const e=Js.getOrCreateInstance(this);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}))}}fe.on(document,Ps,Xs,(function(t){["A","AREA"].includes(this.tagName)&&t.preventDefault(),Wt(this)||Js.getOrCreateInstance(this).show()})),fe.on(window,js,(()=>{for(const t of we.find(Gs))Js.getOrCreateInstance(t)})),Qt(Js);const Zs=".bs.toast",to=`mouseover${Zs}`,eo=`mouseout${Zs}`,io=`focusin${Zs}`,no=`focusout${Zs}`,so=`hide${Zs}`,oo=`hidden${Zs}`,ro=`show${Zs}`,ao=`shown${Zs}`,lo="hide",co="show",ho="showing",uo={animation:"boolean",autohide:"boolean",delay:"number"},fo={animation:!0,autohide:!0,delay:5e3};class po extends ve{constructor(t,e){super(t,e),this._timeout=null,this._hasMouseInteraction=!1,this._hasKeyboardInteraction=!1,this._setListeners()}static get Default(){return fo}static get DefaultType(){return uo}static get NAME(){return"toast"}show(){fe.trigger(this._element,ro).defaultPrevented||(this._clearTimeout(),this._config.animation&&this._element.classList.add("fade"),this._element.classList.remove(lo),qt(this._element),this._element.classList.add(co,ho),this._queueCallback((()=>{this._element.classList.remove(ho),fe.trigger(this._element,ao),this._maybeScheduleHide()}),this._element,this._config.animation))}hide(){this.isShown()&&(fe.trigger(this._element,so).defaultPrevented||(this._element.classList.add(ho),this._queueCallback((()=>{this._element.classList.add(lo),this._element.classList.remove(ho,co),fe.trigger(this._element,oo)}),this._element,this._config.animation)))}dispose(){this._clearTimeout(),this.isShown()&&this._element.classList.remove(co),super.dispose()}isShown(){return this._element.classList.contains(co)}_maybeScheduleHide(){this._config.autohide&&(this._hasMouseInteraction||this._hasKeyboardInteraction||(this._timeout=setTimeout((()=>{this.hide()}),this._config.delay)))}_onInteraction(t,e){switch(t.type){case"mouseover":case"mouseout":this._hasMouseInteraction=e;break;case"focusin":case"focusout":this._hasKeyboardInteraction=e}if(e)return void this._clearTimeout();const i=t.relatedTarget;this._element===i||this._element.contains(i)||this._maybeScheduleHide()}_setListeners(){fe.on(this._element,to,(t=>this._onInteraction(t,!0))),fe.on(this._element,eo,(t=>this._onInteraction(t,!1))),fe.on(this._element,io,(t=>this._onInteraction(t,!0))),fe.on(this._element,no,(t=>this._onInteraction(t,!1)))}_clearTimeout(){clearTimeout(this._timeout),this._timeout=null}static jQueryInterface(t){return this.each((function(){const e=po.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named 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100644 index 0000000..28755c2 --- /dev/null +++ b/_preview/16/_static/scripts/bootstrap.js.LICENSE.txt @@ -0,0 +1,5 @@ +/*! + * 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/16/_static/scripts/bootstrap.js.map b/_preview/16/_static/scripts/bootstrap.js.map new file mode 100644 index 0000000..e9e8158 --- /dev/null +++ b/_preview/16/_static/scripts/bootstrap.js.map @@ -0,0 +1 @@ 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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