From 1657283277e6d4e3c40306c97e1ac95f1598fd40 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Fri, 7 Nov 2025 16:35:30 +0100 Subject: [PATCH 01/50] replaced setup.py by pyproject.toml --- pyproject.toml | 64 +++++++++++++++++++++++++++++++++++++++++++++++ setup.py | 67 -------------------------------------------------- 2 files changed, 64 insertions(+), 67 deletions(-) create mode 100644 pyproject.toml delete mode 100644 setup.py diff --git a/pyproject.toml b/pyproject.toml new file mode 100644 index 00000000..afd87c24 --- /dev/null +++ b/pyproject.toml @@ -0,0 +1,64 @@ +[build-system] +requires = ["setuptools>=45", "wheel"] +build-backend = "setuptools.build_meta" + +[project] +name = "pygem" +dynamic = ["version"] +description = "Python Geometrical Morphing" +readme = {file = "README.md", content-type = "text/markdown"} +keywords = ["dimension_reduction", "mathematics", "ffd", "morphing", "iges", "stl", "vtk", "openfoam"] +authors = [ + {name = "Marco Tezzele", email = "marcotez@gmail.com"}, + {name = "Nicola Demo", email = "demo.nicola@gmail.com"}, + {name = "Andrea Mola", email = "amola@sissa.it"} +] +license = {text = "MIT"} +classifiers = [ + "Development Status :: 5 - Production/Stable", + "License :: OSI Approved :: MIT License", + "Programming Language :: Python :: 3", + "Programming Language :: Python :: 3.9", + "Programming Language :: Python :: 3.10", + "Programming Language :: Python :: 3.11", + "Programming Language :: Python :: 3.12", + "Intended Audience :: Science/Research", + "Topic :: Scientific/Engineering :: Mathematics" +] +requires-python = ">=3.9" +dependencies = [ + "future", + "numpy>=1.21.0", + "scipy>=1.7.0", + "matplotlib>=3.5.0" +] + +[project.urls] +Homepage = "https://github.com/mathLab/PyGeM" +Documentation = "http://mathlab.github.io/PyGeM/" +Repository = "https://github.com/mathLab/PyGeM" +"Bug Reports" = "https://github.com/mathLab/PyGeM/issues" + +[project.optional-dependencies] +docs = [ + "Sphinx>=5.0.0", + "sphinx_rtd_theme>=1.0.0" +] +test = [ + "pytest>=6.0.0", + "pytest-cov>=3.0.0" +] +dev = [ + "Sphinx>=5.0.0", + "sphinx_rtd_theme>=1.0.0", + "pytest>=6.0.0", + "pytest-cov>=3.0.0" +] + +[tool.setuptools] +include-package-data = true + +[tool.setuptools.packages.find] +where = ["."] +include = ["pygem*"] +exclude = ["tests*", "docs*", "tutorials*"] diff --git a/setup.py b/setup.py deleted file mode 100644 index 1e224c01..00000000 --- a/setup.py +++ /dev/null @@ -1,67 +0,0 @@ -""" -PyGeM setup.py -""" -from setuptools import setup, find_packages - -meta = {} -with open("pygem/meta.py") as fp: - exec(fp.read(), meta) - -# Package meta-data. -NAME = meta['__title__'] -DESCRIPTION = 'Python Geometrical Morphing.' -URL = 'https://github.com/mathLab/PyGeM' -MAIL = meta['__mail__'] -AUTHOR = meta['__author__'] -VERSION = meta['__version__'] -KEYWORDS = 'dimension_reduction mathematics ffd morphing iges stl vtk openfoam' - -REQUIRED = [ - 'future', 'numpy', 'scipy', 'matplotlib', -] - -EXTRAS = { - 'docs': ['Sphinx>=1.4', 'sphinx_rtd_theme'], - 'test': ['pytest', 'pytest-cov'], -} - -LDESCRIPTION = ( - "PyGeM is a python package using Free Form Deformation, Radial Basis " - "Functions and Inverse Distance Weighting to parametrize and morph " - "complex geometries. It is ideally suited for actual industrial problems, " - "since it allows to handle:\n" - "1) Computer Aided Design files (in .iges, .step, and .stl formats) Mesh " - "files (in .unv and OpenFOAM formats)\n" - "2) Output files (in .vtk format)\n" - "3) LS-Dyna Keyword files (.k format).\n" - "\n" - "By now, it has been used with meshes with up to 14 milions of cells. Try " - "with more and more complicated input files! See the Examples section " - "below and the Tutorials to have an idea of the potential of this package." -) - - -setup( - name=NAME, - version=VERSION, - description=DESCRIPTION, - long_description=LDESCRIPTION, - author=AUTHOR, - author_email=MAIL, - classifiers=[ - 'Development Status :: 5 - Production/Stable', - 'License :: OSI Approved :: MIT License', - 'Programming Language :: Python :: 3', - 'Programming Language :: Python :: 3.7', - 'Intended Audience :: Science/Research', - 'Topic :: Scientific/Engineering :: Mathematics' - ], - keywords=KEYWORDS, - url=URL, - license='MIT', - packages=find_packages(), - install_requires=REQUIRED, - extras_require=EXTRAS, - include_package_data=True, - zip_safe=False, -) From 0cb46902318b99c81165a670fa8af698ed5e03d8 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Tue, 11 Nov 2025 11:34:30 +0100 Subject: [PATCH 02/50] updated tutorial3 --- .gitignore | 5 + README.md | 27 +- docs/source/conf.py | 165 +++---- pygem/__init__.py | 7 +- pygem/bffd.py | 21 +- pygem/cad/__init__.py | 8 +- pygem/cad/cad_deformation.py | 177 ++++---- pygem/cad/custom_deformation.py | 31 +- pygem/cad/ffd.py | 31 +- pygem/cad/idw.py | 44 +- pygem/cad/igeshandler.py | 10 +- pygem/cad/nurbshandler.py | 208 +++++---- pygem/cad/rbf.py | 62 +-- pygem/cad/stephandler.py | 3 +- pygem/cffd.py | 102 +++-- pygem/custom_deformation.py | 2 + pygem/deformation.py | 5 +- pygem/elmerhandler.py | 42 +- pygem/ffd.py | 428 ++++++++++--------- pygem/filehandler.py | 30 +- pygem/idw.py | 98 +++-- pygem/khandler.py | 48 ++- pygem/mdpahandler.py | 29 +- pygem/meta.py | 6 +- pygem/openfhandler.py | 31 +- pygem/rbf.py | 278 ++++++------ pygem/rbf_factory.py | 41 +- pygem/stlhandler.py | 50 ++- pygem/unvhandler.py | 29 +- pygem/utils.py | 27 +- pygem/vffd.py | 19 +- pygem/vtkhandler.py | 48 ++- pyproject.toml | 64 --- setup.py | 71 +++ test.py | 21 +- tests/__init__.py | 2 +- tests/test_bffd.py | 15 +- tests/test_cffd.py | 13 +- tests/test_custom_deformation.py | 2 + tests/test_custom_deformation_cad.py | 4 +- tests/test_elmerhandler.py | 63 ++- tests/test_ffd.py | 319 ++++++++------ tests/test_ffdcad.py | 64 +-- tests/test_filehandler.py | 4 +- tests/test_idw.py | 60 ++- tests/test_khandler.py | 63 ++- tests/test_mdpahandler.py | 48 +-- tests/test_openfhandler.py | 69 ++- tests/test_rbf.py | 76 ++-- tests/test_rbf_factory.py | 33 +- tests/test_unvhandler.py | 48 +-- tests/test_utils.py | 49 ++- tests/test_vffd.py | 106 ++--- tests/test_vtkhandler.py | 76 ++-- tutorials/tutorial-3-unv.ipynb | 14 +- tutorials/tutorial-6-k.ipynb | 14 +- tutorials/tutorial-6-k.py | 8 +- tutorials/tutorial-7-mdpa.ipynb | 38 +- tutorials/tutorial-7-mdpa.py | 36 +- tutorials/tutorial1/tutorial-1-ffd.ipynb | 40 +- tutorials/tutorial1/tutorial-1-ffd.py | 61 ++- tutorials/tutorial2/tutorial-2-iges.ipynb | 2 +- tutorials/tutorial2/tutorial-2-iges.py | 11 +- tutorials/tutorial3/tutorial-3-rbf.ipynb | 22 +- tutorials/tutorial3/tutorial-3-rbf.py | 31 +- tutorials/tutorial4/tutorial-4-idw.ipynb | 22 +- tutorials/tutorial4/tutorial-4-idw.py | 29 +- tutorials/tutorial5/tutorial-5-file.ipynb | 32 +- tutorials/tutorial5/tutorial-5-file.py | 60 +-- tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb | 84 ++-- tutorials/tutorial6/tutorial-6-ffd-rbf.py | 107 +++-- tutorials/tutorial7/tutorial-7-cffd.ipynb | 132 +++--- tutorials/tutorial7/tutorial-7-cffd.py | 133 +++--- 73 files changed, 2387 insertions(+), 1871 deletions(-) create mode 100644 setup.py diff --git a/.gitignore b/.gitignore index 44d42e76..981b93ae 100644 --- a/.gitignore +++ b/.gitignore @@ -7,3 +7,8 @@ build/ dist/ pygem.egg-info/ + + +# virtual environments +venv_pygem/ +venv_pygem \ No newline at end of file diff --git a/README.md b/README.md index 82392ad1..14242a0b 100644 --- a/README.md +++ b/README.md @@ -50,17 +50,17 @@ See the [**Examples**](#examples) section below and the [**Tutorials**](tutorial ## Dependencies and installation -**PyGeM** requires `numpy`, `scipy`, `matplotlib`, `sphinx` (for the -documentation) and `pytest` (for local test). They can be easily installed via -`pip`. The code has been tested with Python3.7 version, but it should be -compatible with a generic Python3.x. The Python2 support is no longer maintained. +**PyGeM** requires `numpy`, `scipy`, and `matplotlib` as core dependencies. `sphinx` is needed for the +documentation and `pytest` for testing. They can be easily installed via +`pip`. The code has been tested with Python3.12.9 version, but it should be +compatible with Python3.9+. The Python2 support is no longer maintained. To enable the `CAD` [submodule](https://github.com/mathLab/PyGeM/tree/master/pygem/cad), the module `pythonocc-core` is required to deal with IGES files. This requirement cannot be satisfied through `pip`, but the precompiled binaries are available on `conda` using the command: ```bash -conda install -c conda-forge pythonocc-core=7.4.0 +conda install -c conda-forge pythonocc-core ``` For additional information about the compilation and installation of `pythonocc`, we refer the original @@ -76,7 +76,7 @@ The official distribution is on GitHub, and you can clone the repository using To install the package just type: ```bash -> python setup.py install +> pip install . ``` To uninstall the package you have to rerun the installation and record the installed files in order to remove them: @@ -85,6 +85,15 @@ To uninstall the package you have to rerun the installation and record the insta > pip uninstall pygem ``` +**Install directly from GitHub:** +```bash +pip install "pygem @ git+https://github.com/mathLab/PyGeM.git" +``` +**Install with optional extras:** +- For testing: `pip install "pygem[test]"` +- For documentation: `pip install "pygem[docs]"` +- For development (all extras): `pip install "pygem[dev]"` + ### Docker Alternatively, a way to run the PyGeM library is to use our prebuilt and high-performance Docker images. Docker containers are extremely lightweight, secure, and are based on open standards that run on all major Linux distributions, macOS and Microsoft Windows platforms. @@ -101,7 +110,7 @@ Once the download is complete you can start PyGeM for the first time. Just run: ```bash > docker run -ti sissamathlab/pygem:latest ``` -To facilitate the devoloping, using the text editor,version control and other tools already installed on your computers, +To facilitate the developing, using the text editor,version control and other tools already installed on your computers, it is possible to share files from the host into the container: ```bash @@ -127,7 +136,7 @@ The generated html can be found in `docs/build/html`. Open up the `index.html` y ## Testing -We are using Github Actions for continuous intergration testing. You can check out the current status [here](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). +We are using GitHub Actions for continuous integration testing. You can check out the current status [here](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). To run tests locally (the package `pytest` is required): @@ -232,7 +241,7 @@ Here there is a list of the scientific works involving **PyGeM** you can consult ## Authors and contributors -**PyGeM** is currently developed and mantained at [SISSA mathLab](http://mathlab.sissa.it/) by +**PyGeM** is currently developed and maintained at [SISSA mathLab](http://mathlab.sissa.it/) by * [Marco Tezzele](mailto:marcotez@gmail.com) * [Nicola Demo](mailto:demo.nicola@gmail.com) * [Andrea Mola](mailto:amola@sissa.it) diff --git a/docs/source/conf.py b/docs/source/conf.py index 1f1a279e..9642306f 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -22,7 +22,7 @@ # If extensions (or modules to document with autodoc) are in another directory, # add these directories to sys.path here. If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. -sys.path.insert(0, os.path.abspath('../..')) +sys.path.insert(0, os.path.abspath("../..")) import pygem # -- General configuration ------------------------------------------------ @@ -31,36 +31,38 @@ # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom # ones. extensions = [ - 'sphinx.ext.autodoc', - 'sphinx.ext.autosummary', - 'sphinx.ext.coverage', - 'sphinx.ext.graphviz', - 'sphinx.ext.doctest', - 'sphinx.ext.intersphinx', - 'sphinx.ext.todo', - 'sphinx.ext.coverage', - 'sphinx.ext.viewcode', - 'sphinx.ext.ifconfig', + "sphinx.ext.autodoc", + "sphinx.ext.autosummary", + "sphinx.ext.coverage", + "sphinx.ext.graphviz", + "sphinx.ext.doctest", + "sphinx.ext.intersphinx", + "sphinx.ext.todo", + "sphinx.ext.coverage", + "sphinx.ext.viewcode", + "sphinx.ext.ifconfig", ] -intersphinx_mapping = {'python': ('http://docs.python.org/3', None), - 'numpy': ('http://docs.scipy.org/doc/numpy/', None), - 'scipy': ('http://docs.scipy.org/doc/scipy/reference/', None), - 'matplotlib': ('http://matplotlib.sourceforge.net/', None)} +intersphinx_mapping = { + "python": ("http://docs.python.org/3", None), + "numpy": ("http://docs.scipy.org/doc/numpy/", None), + "scipy": ("http://docs.scipy.org/doc/scipy/reference/", None), + "matplotlib": ("http://matplotlib.sourceforge.net/", None), +} # Add any paths that contain templates here, relative to this directory. -templates_path = ['_templates'] +templates_path = ["_templates"] # The suffix(es) of source filenames. # You can specify multiple suffix as a list of string: # source_suffix = ['.rst', '.md'] -source_suffix = '.rst' +source_suffix = ".rst" # The encoding of source files. -#source_encoding = 'utf-8-sig' +# source_encoding = 'utf-8-sig' # The master toctree document. -master_doc = 'index' +master_doc = "index" # General information about the project. project = pygem.__project__ @@ -68,7 +70,7 @@ author = pygem.__author__ # autoclass -autoclass_content = 'both' +autoclass_content = "both" # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the @@ -88,9 +90,9 @@ # There are two options for replacing |today|: either, you set today to some # non-false value, then it is used: -#today = '' +# today = '' # Else, today_fmt is used as the format for a strftime call. -#today_fmt = '%B %d, %Y' +# today_fmt = '%B %d, %Y' # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. @@ -98,7 +100,7 @@ # The reST default role (used for this markup: `text`) to use for all # documents. -#default_role = None +# default_role = None # If true, '()' will be appended to :func: etc. cross-reference text. add_function_parentheses = True @@ -109,13 +111,13 @@ # If true, sectionauthor and moduleauthor directives will be shown in the # output. They are ignored by default. -#show_authors = False +# show_authors = False # The name of the Pygments (syntax highlighting) style to use. -pygments_style = 'sphinx' +pygments_style = "sphinx" # A list of ignored prefixes for module index sorting. -#modindex_common_prefix = [] +# modindex_common_prefix = [] # If true, keep warnings as "system message" paragraphs in the built documents. keep_warnings = False @@ -137,72 +139,72 @@ # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. -#html_theme = 'bizstyle' +# html_theme = 'bizstyle' html_theme = "sphinx_rtd_theme" # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. -#html_theme_options = {} +# html_theme_options = {} # Add any paths that contain custom themes here, relative to this directory. html_theme_path = [sphinx_rtd_theme.get_html_theme_path()] # The name for this set of Sphinx documents. If None, it defaults to # " v documentation". -#html_title = None +# html_title = None # A shorter title for the navigation bar. Default is the same as html_title. -#html_short_title = None +# html_short_title = None # The name of an image file (relative to this directory) to place at the top # of the sidebar. -#html_logo = None +# html_logo = None # The name of an image file (within the static path) to use as favicon of the # docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 # pixels large. -#html_favicon = None +# html_favicon = None # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". -html_static_path = ['_static'] +html_static_path = ["_static"] # Add any extra paths that contain custom files (such as robots.txt or # .htaccess) here, relative to this directory. These files are copied # directly to the root of the documentation. -html_extra_path = ['_tutorials'] +html_extra_path = ["_tutorials"] # If not '', a 'Last updated on:' timestamp is inserted at every page bottom, # using the given strftime format. -html_last_updated_fmt = '%b %d, %Y' +html_last_updated_fmt = "%b %d, %Y" # If true, SmartyPants will be used to convert quotes and dashes to # typographically correct entities. -#html_use_smartypants = True +# html_use_smartypants = True # Custom sidebar templates, maps document names to template names. -#html_sidebars = {} +# html_sidebars = {} # Additional templates that should be rendered to pages, maps page names to # template names. -#html_additional_pages = {} +# html_additional_pages = {} # If false, no module index is generated. -#html_domain_indices = True +# html_domain_indices = True # If false, no index is generated. html_use_index = True # If true, the index is split into individual pages for each letter. -#html_split_index = False +# html_split_index = False # If true, links to the reST sources are added to the pages. html_show_sourcelink = True # If true, "Created using Sphinx" is shown in the HTML footer. Default is True. -#html_show_sphinx = True +# html_show_sphinx = True # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. html_show_copyright = True @@ -210,84 +212,83 @@ # If true, an OpenSearch description file will be output, and all pages will # contain a tag referring to it. The value of this option must be the # base URL from which the finished HTML is served. -#html_use_opensearch = '' +# html_use_opensearch = '' # This is the file name suffix for HTML files (e.g. ".xhtml"). -#html_file_suffix = None +# html_file_suffix = None # Language to be used for generating the HTML full-text search index. # Sphinx supports the following languages: # 'da', 'de', 'en', 'es', 'fi', 'fr', 'hu', 'it', 'ja' # 'nl', 'no', 'pt', 'ro', 'ru', 'sv', 'tr' -#html_search_language = 'en' +# html_search_language = 'en' # A dictionary with options for the search language support, empty by default. # Now only 'ja' uses this config value -#html_search_options = {'type': 'default'} +# html_search_options = {'type': 'default'} # The name of a javascript file (relative to the configuration directory) that # implements a search results scorer. If empty, the default will be used. -#html_search_scorer = 'scorer.js' +# html_search_scorer = 'scorer.js' # Output file base name for HTML help builder. -htmlhelp_basename = 'pygemdoc' +htmlhelp_basename = "pygemdoc" # -- Options for LaTeX output --------------------------------------------- latex_elements = { -# The paper size ('letterpaper' or 'a4paper'). -#'papersize': 'letterpaper', - -# The font size ('10pt', '11pt' or '12pt'). -#'pointsize': '10pt', - -# Additional stuff for the LaTeX preamble. -#'preamble': '', - -# Latex figure (float) alignment -#'figure_align': 'htbp', + # The paper size ('letterpaper' or 'a4paper'). + #'papersize': 'letterpaper', + # The font size ('10pt', '11pt' or '12pt'). + #'pointsize': '10pt', + # Additional stuff for the LaTeX preamble. + #'preamble': '', + # Latex figure (float) alignment + #'figure_align': 'htbp', } # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, # author, documentclass [howto, manual, or own class]). latex_documents = [ - (master_doc, 'pygem.tex', u'pygem Documentation', - u'Filippo Salmoiraghi, Marco Tezzele', 'manual'), + ( + master_doc, + "pygem.tex", + "pygem Documentation", + "Filippo Salmoiraghi, Marco Tezzele", + "manual", + ), ] # The name of an image file (relative to this directory) to place at the top of # the title page. -#latex_logo = None +# latex_logo = None # For "manual" documents, if this is true, then toplevel headings are parts, # not chapters. -#latex_use_parts = False +# latex_use_parts = False # If true, show page references after internal links. -#latex_show_pagerefs = False +# latex_show_pagerefs = False # If true, show URL addresses after external links. -#latex_show_urls = False +# latex_show_urls = False # Documents to append as an appendix to all manuals. -#latex_appendices = [] +# latex_appendices = [] # If false, no module index is generated. -#latex_domain_indices = True +# latex_domain_indices = True # -- Options for manual page output --------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). -man_pages = [ - (master_doc, pygem.__title__, u'PyGeM Documentation', - [author], 1) -] +man_pages = [(master_doc, pygem.__title__, "PyGeM Documentation", [author], 1)] # If true, show URL addresses after external links. -#man_show_urls = False +# man_show_urls = False # -- Options for Texinfo output ------------------------------------------- @@ -296,20 +297,26 @@ # (source start file, target name, title, author, # dir menu entry, description, category) texinfo_documents = [ - (master_doc, 'pygem', u'pygem Documentation', - author, 'pygem', 'One line description of project.', - 'Miscellaneous'), + ( + master_doc, + "pygem", + "pygem Documentation", + author, + "pygem", + "One line description of project.", + "Miscellaneous", + ), ] # Documents to append as an appendix to all manuals. -#texinfo_appendices = [] +# texinfo_appendices = [] # If false, no module index is generated. -#texinfo_domain_indices = True +# texinfo_domain_indices = True # How to display URL addresses: 'footnote', 'no', or 'inline'. -#texinfo_show_urls = 'footnote' +# texinfo_show_urls = 'footnote' # If true, do not generate a @detailmenu in the "Top" node's menu. -#texinfo_no_detailmenu = False -autodoc_member_order = 'bysource' +# texinfo_no_detailmenu = False +autodoc_member_order = "bysource" diff --git a/pygem/__init__.py b/pygem/__init__.py index f8bf8fad..c6d94388 100644 --- a/pygem/__init__.py +++ b/pygem/__init__.py @@ -1,6 +1,7 @@ """ PyGeM init """ + __all__ = [ "deformation", "ffd", @@ -8,9 +9,7 @@ "idw", "rbf_factory", "custom_deformation", - "cffd" - "bffd" - "vffd" + "cffd" "bffd" "vffd", ] from .deformation import Deformation @@ -22,4 +21,4 @@ from .custom_deformation import CustomDeformation from .meta import * from .bffd import BFFD -from .vffd import VFFD \ No newline at end of file +from .vffd import VFFD diff --git a/pygem/bffd.py b/pygem/bffd.py index 4a86cefb..bb72bb9f 100644 --- a/pygem/bffd.py +++ b/pygem/bffd.py @@ -1,12 +1,14 @@ from pygem.cffd import CFFD import numpy as np + + class BFFD(CFFD): - ''' + """ Class that handles the Barycenter Free Form Deformation on the mesh points. - + :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - + :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of @@ -21,8 +23,8 @@ class BFFD(CFFD): z, normalized with the box length z. :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. - :cvar numpy.ndarray mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce the constraint. + :cvar numpy.ndarray mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce the constraint. The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement on x,y,z respectively. Default is all true. @@ -36,7 +38,7 @@ class BFFD(CFFD): >>> bffd.adjust_control_points(original_mesh_points[:-4]) >>> assert np.isclose(np.linalg.norm(bffd.fun(bffd.ffd(original_mesh_points[:-4])) - b), np.array([0.])) >>> new_mesh_points = bffd.ffd(original_mesh_points) - ''' + """ def __init__(self, fixval=None, n_control_points=None, ffd_mask=None): super().__init__(fixval, None, n_control_points, ffd_mask, None) @@ -46,7 +48,6 @@ def linfun(x): self.fun = linfun self.fixval = fixval - self.fun_mask = np.array([[True, False, False], [False, True, False], - [False, False, True]]) - - + self.fun_mask = np.array( + [[True, False, False], [False, True, False], [False, False, True]] + ) diff --git a/pygem/cad/__init__.py b/pygem/cad/__init__.py index f7d46a10..4b15c271 100644 --- a/pygem/cad/__init__.py +++ b/pygem/cad/__init__.py @@ -5,10 +5,10 @@ try: import OCC except ModuleNotFoundError as e: - print('\nOCC not found, but required to deal with CAD files') - print('Install it using:') - print('\tconda install -c conda-forge pythonocc-core=7.4.0') - print('or visit https://github.com/tpaviot/pythonocc-core for more info\n') + print("\nOCC not found, but required to deal with CAD files") + print("Install it using:") + print("\tconda install -c conda-forge pythonocc-core=7.4.0") + print("or visit https://github.com/tpaviot/pythonocc-core for more info\n") raise e diff --git a/pygem/cad/cad_deformation.py b/pygem/cad/cad_deformation.py index 3b3c5559..47998a28 100644 --- a/pygem/cad/cad_deformation.py +++ b/pygem/cad/cad_deformation.py @@ -1,38 +1,56 @@ """ Module for generic deformation for CAD file. """ + import os import numpy as np from itertools import product -from OCC.Core.TopoDS import (TopoDS_Shape, topods_Wire, TopoDS_Compound, - topods_Face, topods_Edge, TopoDS_Face, TopoDS_Wire) +from OCC.Core.TopoDS import ( + TopoDS_Shape, + topods_Wire, + TopoDS_Compound, + topods_Face, + topods_Edge, + TopoDS_Face, + TopoDS_Wire, +) from OCC.Core.BRep import BRep_Builder from OCC.Core.TopExp import TopExp_Explorer -from OCC.Core.TopAbs import (TopAbs_EDGE, TopAbs_FACE, TopAbs_WIRE) +from OCC.Core.TopAbs import TopAbs_EDGE, TopAbs_FACE, TopAbs_WIRE from OCC.Core.TopTools import TopTools_ListOfShape -from OCC.Core.BRepBuilderAPI import (BRepBuilderAPI_MakeFace, - BRepBuilderAPI_MakeWire, - BRepBuilderAPI_MakeEdge, - BRepBuilderAPI_NurbsConvert) +from OCC.Core.BRepBuilderAPI import ( + BRepBuilderAPI_MakeFace, + BRepBuilderAPI_MakeWire, + BRepBuilderAPI_MakeEdge, + BRepBuilderAPI_NurbsConvert, +) from OCC.Core.BRep import BRep_Tool, BRep_Tool_Curve from OCC.Core.Geom import Geom_BSplineCurve, Geom_BSplineSurface -from OCC.Core.GeomConvert import (geomconvert_SurfaceToBSplineSurface, - geomconvert_CurveToBSplineCurve, - GeomConvert_CompCurveToBSplineCurve) +from OCC.Core.GeomConvert import ( + geomconvert_SurfaceToBSplineSurface, + geomconvert_CurveToBSplineCurve, + GeomConvert_CompCurveToBSplineCurve, +) from OCC.Core.gp import gp_Pnt from OCC.Core.BRepTools import breptools_OuterWire from OCC.Core.IFSelect import IFSelect_RetDone from OCC.Core.Interface import Interface_Static_SetCVal -from OCC.Core.STEPControl import (STEPControl_Writer, STEPControl_Reader, - STEPControl_AsIs) -from OCC.Core.IGESControl import (IGESControl_Writer, IGESControl_Reader, - IGESControl_Controller_Init) - - -class CADDeformation(): +from OCC.Core.STEPControl import ( + STEPControl_Writer, + STEPControl_Reader, + STEPControl_AsIs, +) +from OCC.Core.IGESControl import ( + IGESControl_Writer, + IGESControl_Reader, + IGESControl_Controller_Init, +) + + +class CADDeformation: """ Base class for applting deformation to CAD geometries. - + :param int u_knots_to_add: the number of knots to add to the NURBS surfaces along `u` direction before the deformation. This parameter is useful whenever the gradient of the imposed deformation present spatial scales @@ -63,9 +81,9 @@ class CADDeformation(): default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar int u_knots_to_add: the number of knots to add to the NURBS surfaces - along `u` direction before the deformation. + along `u` direction before the deformation. :cvar int v_knots_to_add: the number of knots to add to the NURBS surfaces along `v` direction before the deformation. :cvar int t_knots_to_add: the number of knots to add to the NURBS curves @@ -74,11 +92,10 @@ class CADDeformation(): operations of the procedure (joining wires in a single curve before deformation and placing new poles on curves and surfaces). """ - def __init__(self, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4): + + def __init__( + self, u_knots_to_add=0, v_knots_to_add=0, t_knots_to_add=0, tolerance=1e-4 + ): self.u_knots_to_add = u_knots_to_add self.v_knots_to_add = v_knots_to_add self.t_knots_to_add = t_knots_to_add @@ -87,27 +104,27 @@ def __init__(self, @staticmethod def read_shape(filename): """ - Static method to load the `topoDS_Shape` from a file. - Supported extensions are: ".iges", ".step". - - :param str filename: the name of the file containing the geometry. - - Example: - - >>> from pygem.cad import CADDeformation as CAD - >>> shape = CAD.read_shape('example.iges') - """ + Static method to load the `topoDS_Shape` from a file. + Supported extensions are: ".iges", ".step". + + :param str filename: the name of the file containing the geometry. + + Example: + + >>> from pygem.cad import CADDeformation as CAD + >>> shape = CAD.read_shape('example.iges') + """ file_extension = os.path.splitext(filename)[1] av_readers = { - '.step': STEPControl_Reader, - '.iges': IGESControl_Reader, + ".step": STEPControl_Reader, + ".iges": IGESControl_Reader, } reader_class = av_readers.get(file_extension) if reader_class is None: - raise ValueError('Unable to open the input file') + raise ValueError("Unable to open the input file") reader = reader_class() return_reader = reader.ReadFile(filename) @@ -126,52 +143,53 @@ def read_shape(filename): @staticmethod def write_shape(filename, shape): """ - Static method to save a `topoDS_Shape` object to a file. - Supported extensions are: ".iges", ".step". - - :param str filename: the name of the file where the shape will be saved. - - Example: - - >>> from pygem.cad import CADDeformation as CAD - >>> CAD.read_shape('example.step', my_shape) - """ + Static method to save a `topoDS_Shape` object to a file. + Supported extensions are: ".iges", ".step". + + :param str filename: the name of the file where the shape will be saved. + + Example: + + >>> from pygem.cad import CADDeformation as CAD + >>> CAD.read_shape('example.step', my_shape) + """ + def write_iges(filename, shape): - """ IGES writer """ + """IGES writer""" IGESControl_Controller_Init() writer = IGESControl_Writer() writer.AddShape(shape) writer.Write(filename) def write_step(filename, shape): - """ STEP writer """ + """STEP writer""" step_writer = STEPControl_Writer() # Changes write schema to STEP standard AP203 # It is considered the most secure standard for STEP. # *According to PythonOCC documentation (http://www.pythonocc.org/) Interface_Static_SetCVal("write.step.schema", "AP203") - Interface_Static_SetCVal('write.surfacecurve.mode','0') + Interface_Static_SetCVal("write.surfacecurve.mode", "0") step_writer.Transfer(shape, STEPControl_AsIs) step_writer.Write(filename) file_extension = os.path.splitext(filename)[1] av_writers = { - '.step': write_step, - '.iges': write_iges, + ".step": write_step, + ".iges": write_iges, } writer = av_writers.get(file_extension) if writer is None: - raise ValueError('Unable to open the output file') + raise ValueError("Unable to open the output file") writer(filename, shape) def _bspline_surface_from_face(self, face): """ Private method that takes a TopoDS_Face and transforms it into a Bspline_Surface. - - :param TopoDS_Face face: the TopoDS_Face to be converted + + :param TopoDS_Face face: the TopoDS_Face to be converted :rtype: Geom_BSplineSurface """ if not isinstance(face, TopoDS_Face): @@ -233,7 +251,7 @@ def _enrich_curve_knots(self, bsp_curve): """ Private method that adds `self.t_knots_to_add` poles to the passed curve. - + :param Geom_BSplineCurve bsp_curve: the NURBS curve to enrich """ if not isinstance(bsp_curve, Geom_BSplineCurve): @@ -245,9 +263,11 @@ def _enrich_curve_knots(self, bsp_curve): # end parameter of composite curve last_param = bsp_curve.LastParameter() for i in range(self.t_knots_to_add): - bsp_curve.InsertKnot(first_param+ \ - i*(last_param-first_param)/self.t_knots_to_add, 1, \ - self.tolerance) + bsp_curve.InsertKnot( + first_param + i * (last_param - first_param) / self.t_knots_to_add, + 1, + self.tolerance, + ) def _enrich_surface_knots(self, bsp_surface): """ @@ -265,18 +285,24 @@ def _enrich_surface_knots(self, bsp_surface): bounds = bsp_surface.Bounds() for i in range(self.u_knots_to_add): - bsp_surface.InsertUKnot(bounds[0]+ \ - i*(bounds[1]-bounds[0])/self.u_knots_to_add, 1, self.tolerance) + bsp_surface.InsertUKnot( + bounds[0] + i * (bounds[1] - bounds[0]) / self.u_knots_to_add, + 1, + self.tolerance, + ) for i in range(self.v_knots_to_add): - bsp_surface.InsertVKnot(bounds[2]+ \ - i*(bounds[3]-bounds[2])/self.v_knots_to_add, 1, self.tolerance) + bsp_surface.InsertVKnot( + bounds[2] + i * (bounds[3] - bounds[2]) / self.v_knots_to_add, + 1, + self.tolerance, + ) def _pole_get_components(self, pole): - """ Extract component from gp_Pnt """ + """Extract component from gp_Pnt""" return pole.X(), pole.Y(), pole.Z() def _pole_set_components(self, components): - """ Return a gp_Pnt with the passed components """ + """Return a gp_Pnt with the passed components""" assert len(components) == 3 return gp_Pnt(*components) @@ -349,7 +375,7 @@ def __call__(self, obj, dst=None): geometry. If `obj` is a filename, the method deforms the geometry contained in the file and writes the deformed shape to `dst` (which has to be set). - + :param obj: the input geometry. :type obj: str or TopoDS_Shape :param str dst: if `obj` is a string containing the input filename, @@ -359,7 +385,8 @@ def __call__(self, obj, dst=None): if isinstance(obj, str): # if a input filename is passed if dst is None: raise ValueError( - 'Source file is provided, but no destination specified') + "Source file is provided, but no destination specified" + ) shape = self.read_shape(obj) elif isinstance(obj, TopoDS_Shape): shape = obj @@ -367,7 +394,7 @@ def __call__(self, obj, dst=None): else: raise TypeError - #create compound to store modified faces + # create compound to store modified faces compound_builder = BRep_Builder() compound = TopoDS_Compound() compound_builder.MakeCompound(compound) @@ -397,8 +424,8 @@ def __call__(self, obj, dst=None): # curves (actually, the WIRES) that define the bounds of the # surface and TRIM the surface with them, to obtain the new FACE - #we now start really looping on the wires - #we will create a single curve joining all the edges in the wire + # we now start really looping on the wires + # we will create a single curve joining all the edges in the wire # the curve must be a bspline curve so we need to make conversions # through all the way @@ -431,8 +458,9 @@ def __call__(self, obj, dst=None): # edge (to be converted to wire) obtained from the modified # Bspline curve - modified_composite_edge = \ - BRepBuilderAPI_MakeEdge(composite_curve).Edge() + modified_composite_edge = BRepBuilderAPI_MakeEdge( + composite_curve + ).Edge() # modified edge is added to shapes_list shapes_list.Append(modified_composite_edge) @@ -457,8 +485,7 @@ def __call__(self, obj, dst=None): # so once we finished looping on all the wires to modify them, # we first use the only outer one to trim the surface # face builder object - face_maker = BRepBuilderAPI_MakeFace(bspline_surface, - outer_wires[0]) + face_maker = BRepBuilderAPI_MakeFace(bspline_surface, outer_wires[0]) # and then add all other inner wires for the holes for inner_wire in inner_wires: diff --git a/pygem/cad/custom_deformation.py b/pygem/cad/custom_deformation.py index 09e46fe4..c3cbe93b 100644 --- a/pygem/cad/custom_deformation.py +++ b/pygem/cad/custom_deformation.py @@ -6,6 +6,7 @@ from pygem import CustomDeformation as OriginalCustomDeformation from .cad_deformation import CADDeformation + class CustomDeformation(CADDeformation, OriginalCustomDeformation): """ Class to perform a custom deformation to the CAD geometries. @@ -45,17 +46,17 @@ class CustomDeformation(CADDeformation, OriginalCustomDeformation): default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar int u_knots_to_add: the number of knots to add to the NURBS surfaces - along `u` direction before the deformation. + along `u` direction before the deformation. :cvar int v_knots_to_add: the number of knots to add to the NURBS surfaces along `v` direction before the deformation. :cvar int t_knots_to_add: the number of knots to add to the NURBS curves before the deformation. :cvar float tolerance: the tolerance involved in several internal operations of the procedure (joining wires in a single curve before - deformation and placing new poles on curves and surfaces). - + deformation and placing new poles on curves and surfaces). + :Example: >>> from pygem.cad import CustomDeformation @@ -64,15 +65,15 @@ class CustomDeformation(CADDeformation, OriginalCustomDeformation): >>> deform = CustomDeformation(move) >>> deform('original_shape.iges', dst='new_shape.iges') """ - def __init__(self, - func, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4): + + def __init__( + self, func, u_knots_to_add=0, v_knots_to_add=0, t_knots_to_add=0, tolerance=1e-4 + ): OriginalCustomDeformation.__init__(self, func) - CADDeformation.__init__(self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance) + CADDeformation.__init__( + self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance, + ) diff --git a/pygem/cad/ffd.py b/pygem/cad/ffd.py index f3ffcdb3..bea7ea80 100644 --- a/pygem/cad/ffd.py +++ b/pygem/cad/ffd.py @@ -45,6 +45,7 @@ from pygem import FFD as OriginalFFD from .cad_deformation import CADDeformation + class FFD(CADDeformation, OriginalFFD): """ Class that handles the Free Form Deformation on CAD geometries. @@ -139,16 +140,20 @@ class FFD(CADDeformation, OriginalFFD): >>> # is equivalent to >>> new_shape = ffd(CADDeformation.read_shape(input_cad_file_name)) """ - def __init__(self, - n_control_points=None, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4): - OriginalFFD.__init__(self, - n_control_points=n_control_points) - CADDeformation.__init__(self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance) + + def __init__( + self, + n_control_points=None, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4, + ): + OriginalFFD.__init__(self, n_control_points=n_control_points) + CADDeformation.__init__( + self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance, + ) diff --git a/pygem/cad/idw.py b/pygem/cad/idw.py index 76e616de..903afbeb 100644 --- a/pygem/cad/idw.py +++ b/pygem/cad/idw.py @@ -41,6 +41,7 @@ from pygem import IDW as OriginalIDW from .cad_deformation import CADDeformation + class IDW(CADDeformation, OriginalIDW): """ Class that perform the Inverse Distance Weighting (IDW) on CAD geometries. @@ -84,7 +85,7 @@ class IDW(CADDeformation, OriginalIDW): default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar int power: the power parameter. The default value is 2. :cvar numpy.ndarray original_control_points: it is an (*n_control_points*, *3*) array with the coordinates of the original @@ -135,20 +136,27 @@ class IDW(CADDeformation, OriginalIDW): >>> modified_cad_file_name = "output.iges" >>> idw(input_cad_file_name, modified_cad_file_name) """ - def __init__(self, - original_control_points=None, - deformed_control_points=None, - power=2, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4): - OriginalIDW.__init__(self, - original_control_points=original_control_points, - deformed_control_points=deformed_control_points, - power=power) - CADDeformation.__init__(self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance) + + def __init__( + self, + original_control_points=None, + deformed_control_points=None, + power=2, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4, + ): + OriginalIDW.__init__( + self, + original_control_points=original_control_points, + deformed_control_points=deformed_control_points, + power=power, + ) + CADDeformation.__init__( + self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance, + ) diff --git a/pygem/cad/igeshandler.py b/pygem/cad/igeshandler.py index 6ad6ac48..67200140 100644 --- a/pygem/cad/igeshandler.py +++ b/pygem/cad/igeshandler.py @@ -1,8 +1,12 @@ """ Derived module from filehandler.py to handle iges and igs files. """ -from OCC.Core.IGESControl import (IGESControl_Reader, IGESControl_Writer, - IGESControl_Controller_Init) + +from OCC.Core.IGESControl import ( + IGESControl_Reader, + IGESControl_Writer, + IGESControl_Controller_Init, +) from OCC.Core.IFSelect import IFSelect_RetDone from pygem.cad import NurbsHandler @@ -31,7 +35,7 @@ class IgesHandler(NurbsHandler): def __init__(self): super(IgesHandler, self).__init__() - self.extensions = ['.iges', '.igs'] + self.extensions = [".iges", ".igs"] def load_shape_from_file(self, filename): """ diff --git a/pygem/cad/nurbshandler.py b/pygem/cad/nurbshandler.py index 22c5f126..6a5ed661 100644 --- a/pygem/cad/nurbshandler.py +++ b/pygem/cad/nurbshandler.py @@ -4,29 +4,48 @@ File handling operations (reading/writing) must be implemented in derived classes. """ + import os import numpy as np from OCC.Core.BRep import BRep_Tool, BRep_Builder, BRep_Tool_Curve from OCC.Core.BRepMesh import BRepMesh_IncrementalMesh from OCC.Core.BRepAlgo import brepalgo_IsValid from OCC.Core.BRepBuilderAPI import ( - BRepBuilderAPI_MakeEdge, BRepBuilderAPI_MakeFace, - BRepBuilderAPI_NurbsConvert, BRepBuilderAPI_MakeWire, BRepBuilderAPI_Sewing) + BRepBuilderAPI_MakeEdge, + BRepBuilderAPI_MakeFace, + BRepBuilderAPI_NurbsConvert, + BRepBuilderAPI_MakeWire, + BRepBuilderAPI_Sewing, +) from OCC.Core.BRepOffsetAPI import BRepOffsetAPI_FindContigousEdges from OCC.Display.SimpleGui import init_display -from OCC.Core.GeomConvert import (geomconvert_SurfaceToBSplineSurface, - geomconvert_CurveToBSplineCurve) +from OCC.Core.GeomConvert import ( + geomconvert_SurfaceToBSplineSurface, + geomconvert_CurveToBSplineCurve, +) from OCC.Core.gp import gp_Pnt, gp_XYZ from OCC.Core.Precision import precision_Confusion from OCC.Core.ShapeAnalysis import ShapeAnalysis_WireOrder from OCC.Core.ShapeFix import ShapeFix_ShapeTolerance, ShapeFix_Shell from OCC.Core.StlAPI import StlAPI_Writer from OCC.Core.TColgp import TColgp_Array1OfPnt, TColgp_Array2OfPnt -from OCC.Core.TopAbs import (TopAbs_FACE, TopAbs_EDGE, TopAbs_WIRE, TopAbs_FORWARD, - TopAbs_SHELL) +from OCC.Core.TopAbs import ( + TopAbs_FACE, + TopAbs_EDGE, + TopAbs_WIRE, + TopAbs_FORWARD, + TopAbs_SHELL, +) from OCC.Core.TopExp import TopExp_Explorer, topexp -from OCC.Core.TopoDS import (topods_Face, TopoDS_Compound, topods_Shell, topods_Edge, - topods_Wire, topods, TopoDS_Shape) +from OCC.Core.TopoDS import ( + topods_Face, + TopoDS_Compound, + topods_Shell, + topods_Edge, + topods_Wire, + topods, + TopoDS_Shape, +) from matplotlib import pyplot from mpl_toolkits import mplot3d from stl import mesh @@ -68,8 +87,7 @@ def _check_infile_instantiation(self): RuntimeError. """ if not self.shape or not self.infile: - raise RuntimeError( - 'You can not write a file without having parsed one.') + raise RuntimeError("You can not write a file without having parsed one.") def load_shape_from_file(self, filename): """ @@ -77,9 +95,10 @@ def load_shape_from_file(self, filename): Not implemented, it has to be implemented in subclasses. """ - raise NotImplementedError('Subclass must implement abstract method' - '{}.load_shape_from_file'.format( - self.__class__.__name__)) + raise NotImplementedError( + "Subclass must implement abstract method" + "{}.load_shape_from_file".format(self.__class__.__name__) + ) def parse(self, filename): """ @@ -118,27 +137,27 @@ def parse(self, filename): # extract the Control Points of each face n_poles_u = occ_face.NbUPoles() n_poles_v = occ_face.NbVPoles() - control_polygon_coordinates = np.zeros( - shape=(n_poles_u * n_poles_v, 3)) + control_polygon_coordinates = np.zeros(shape=(n_poles_u * n_poles_v, 3)) # cycle over the poles to get their coordinates i = 0 for pole_u_direction in range(n_poles_u): for pole_v_direction in range(n_poles_v): control_point_coordinates = occ_face.Pole( - pole_u_direction + 1, pole_v_direction + 1) + pole_u_direction + 1, pole_v_direction + 1 + ) control_polygon_coordinates[i, :] = [ control_point_coordinates.X(), control_point_coordinates.Y(), - control_point_coordinates.Z() + control_point_coordinates.Z(), ] i += 1 # pushing the control points coordinates to the mesh_points array # (used for FFD) - mesh_points = np.append( - mesh_points, control_polygon_coordinates, axis=0) + mesh_points = np.append(mesh_points, control_polygon_coordinates, axis=0) control_point_position.append( - control_point_position[-1] + n_poles_u * n_poles_v) + control_point_position[-1] + n_poles_u * n_poles_v + ) n_faces += 1 faces_explorer.Next() @@ -195,19 +214,20 @@ def write(self, mesh_points, filename, tolerance=None): for pole_u_direction in range(n_poles_u): for pole_v_direction in range(n_poles_v): control_point_coordinates = mesh_points[ - i + control_point_position[n_faces], :] + i + control_point_position[n_faces], : + ] point_xyz = gp_XYZ(*control_point_coordinates) gp_point = gp_Pnt(point_xyz) - occ_face.SetPole(pole_u_direction + 1, pole_v_direction + 1, - gp_point) + occ_face.SetPole( + pole_u_direction + 1, pole_v_direction + 1, gp_point + ) i += 1 # construct the deformed wire for the trimmed surfaces wire_maker = BRepBuilderAPI_MakeWire() tol = ShapeFix_ShapeTolerance() - brep = BRepBuilderAPI_MakeFace(occ_face, - self.tolerance).Face() + brep = BRepBuilderAPI_MakeFace(occ_face, self.tolerance).Face() brep_face = BRep_Tool.Surface(brep) # cycle on the edges @@ -219,7 +239,8 @@ def write(self, mesh_points, filename, tolerance=None): # evaluating the new edge: same (u,v) coordinates, but # different (x,y,x) ones edge_phis_coordinates_aux = BRepBuilderAPI_MakeEdge( - edge_uv_coordinates[0], brep_face) + edge_uv_coordinates[0], brep_face + ) edge_phis_coordinates = edge_phis_coordinates_aux.Edge() tol.SetTolerance(edge_phis_coordinates, self.tolerance) wire_maker.Add(edge_phis_coordinates) @@ -229,8 +250,7 @@ def write(self, mesh_points, filename, tolerance=None): wire = wire_maker.Wire() # trimming the surfaces - brep_surf = BRepBuilderAPI_MakeFace(occ_face, - wire).Shape() + brep_surf = BRepBuilderAPI_MakeFace(occ_face, wire).Shape() compound_builder.Add(compound, brep_surf) n_faces += 1 faces_explorer.Next() @@ -301,8 +321,7 @@ def parse_face(topo_face): bspline_converter = BRepBuilderAPI_NurbsConvert(edge) bspline_converter.Perform(edge) bspline_tshape_edge = bspline_converter.Shape() - h_geom_edge = BRep_Tool_Curve( - topods_Edge(bspline_tshape_edge))[0] + h_geom_edge = BRep_Tool_Curve(topods_Edge(bspline_tshape_edge))[0] h_bspline_edge = geomconvert_CurveToBSplineCurve(h_geom_edge) bspline_geom_edge = h_bspline_edge @@ -316,11 +335,11 @@ def parse_face(topo_face): for i in range(1, nb_poles + 1): ctrlpt = edge_ctrlpts.Value(i) ctrlpt_position = np.array( - [[ctrlpt.Coord(1), - ctrlpt.Coord(2), - ctrlpt.Coord(3)]]) + [[ctrlpt.Coord(1), ctrlpt.Coord(2), ctrlpt.Coord(3)]] + ) points_single_edge = np.append( - points_single_edge, ctrlpt_position, axis=0) + points_single_edge, ctrlpt_position, axis=0 + ) mesh_points_edge.append(points_single_edge) @@ -347,11 +366,9 @@ def parse_face(topo_face): for indice_v_direction in range(1, nb_v + 1): ctrlpt = ctrlpts.Value(indice_u_direction, indice_v_direction) ctrlpt_position = np.array( - [[ctrlpt.Coord(1), - ctrlpt.Coord(2), - ctrlpt.Coord(3)]]) - mesh_points_face = np.append( - mesh_points_face, ctrlpt_position, axis=0) + [[ctrlpt.Coord(1), ctrlpt.Coord(2), ctrlpt.Coord(3)]] + ) + mesh_points_face = np.append(mesh_points_face, ctrlpt_position, axis=0) return mesh_points_face, mesh_points_edge @@ -442,8 +459,10 @@ def write_edge(points_edge, topo_edge): nb_cpt = bspline_edge_curve.NbPoles() # check consistency if points_edge.shape[0] != nb_cpt: - raise ValueError("Input control points do not have not have the " - "same number as the geometric edge!") + raise ValueError( + "Input control points do not have not have the " + "same number as the geometric edge!" + ) else: for i in range(1, nb_cpt + 1): @@ -482,8 +501,10 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): nb_v = bsurface.NbVPoles() # check consistency if points_face.shape[0] != nb_u * nb_v: - raise ValueError("Input control points do not have not have the " - "same number as the geometric face!") + raise ValueError( + "Input control points do not have not have the " + "same number as the geometric face!" + ) # cycle on the face points indice_cpt = 0 @@ -500,7 +521,8 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): # cycle on the wires face_wires_explorer = TopExp_Explorer( - topo_nurbsface.Oriented(TopAbs_FORWARD), TopAbs_WIRE) + topo_nurbsface.Oriented(TopAbs_FORWARD), TopAbs_WIRE + ) ind_edge_total = 0 while face_wires_explorer.More(): @@ -510,7 +532,8 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): # cycle on the edges ind_edge = 0 wire_explorer_edge = TopExp_Explorer( - twire.Oriented(TopAbs_FORWARD), TopAbs_EDGE) + twire.Oriented(TopAbs_FORWARD), TopAbs_EDGE + ) # check edges order on the wire mode3d = True tolerance_edges = toledge @@ -522,7 +545,8 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): while wire_explorer_edge.More(): tedge = topods_Edge(wire_explorer_edge.Current()) new_bspline_tedge = self.write_edge( - list_points_edge[ind_edge_total], tedge) + list_points_edge[ind_edge_total], tedge + ) deformed_edges.append(new_bspline_tedge) analyzer = topexp() @@ -554,8 +578,7 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): stol.SetTolerance(new_edge_toadd, toledge * 10.0) new_bspline_twire.Add(new_edge_toadd) else: - deformed_edge_revers = deformed_edges[ - np.abs(deformed_edge_i) - 1] + deformed_edge_revers = deformed_edges[np.abs(deformed_edge_i) - 1] stol.SetTolerance(deformed_edge_revers, toledge) new_bspline_twire.Add(deformed_edge_revers) if new_bspline_twire.Error() != 0: @@ -634,7 +657,8 @@ def write_shape(self, l_shells, filename, tol): if self.check_topo == 0: # cycle on shells (multiple objects) shape_shells_explorer = TopExp_Explorer( - self.shape.Oriented(TopAbs_FORWARD), TopAbs_SHELL) + self.shape.Oriented(TopAbs_FORWARD), TopAbs_SHELL + ) ishell = 0 while shape_shells_explorer.More(): @@ -646,13 +670,17 @@ def write_shape(self, l_shells, filename, tol): # cycle on faces faces_explorer = TopExp_Explorer( - per_shell.Oriented(TopAbs_FORWARD), TopAbs_FACE) + per_shell.Oriented(TopAbs_FORWARD), TopAbs_FACE + ) iface = 0 while faces_explorer.More(): topoface = topods.Face(faces_explorer.Current()) - newface = self.write_face(l_shells[ishell][iface][0], - l_shells[ishell][iface][1], - topoface, tol) + newface = self.write_face( + l_shells[ishell][iface][0], + l_shells[ishell][iface][1], + topoface, + tol, + ) # add face to compound compound_builder.Add(comp, newface) @@ -665,8 +693,8 @@ def write_shape(self, l_shells, filename, tol): global_compound_builder.Add(global_comp, new_shell) # TODO - #print("Shell {0} of type {1} Processed ".format(ishell, itype)) - #print "==============================================" + # print("Shell {0} of type {1} Processed ".format(ishell, itype)) + # print "==============================================" ishell += 1 shape_shells_explorer.Next() @@ -680,12 +708,14 @@ def write_shape(self, l_shells, filename, tol): # cycle on faces faces_explorer = TopExp_Explorer( - self.shape.Oriented(TopAbs_FORWARD), TopAbs_FACE) + self.shape.Oriented(TopAbs_FORWARD), TopAbs_FACE + ) iface = 0 while faces_explorer.More(): topoface = topods.Face(faces_explorer.Current()) - newface = self.write_face(l_shells[0][iface][0], - l_shells[0][iface][1], topoface, tol) + newface = self.write_face( + l_shells[0][iface][0], l_shells[0][iface][1], topoface, tol + ) # add face to compound compound_builder.Add(comp, newface) @@ -709,9 +739,11 @@ def write_shape_to_file(self, shape, filename): Not implemented, it has to be implemented in subclasses. """ - raise NotImplementedError(\ - "Subclass must implement abstract method " +\ - self.__class__.__name__ + ".write_shape_to_file") + raise NotImplementedError( + "Subclass must implement abstract method " + + self.__class__.__name__ + + ".write_shape_to_file" + ) def plot(self, plot_file=None, save_fig=False): """ @@ -740,44 +772,52 @@ def plot(self, plot_file=None, save_fig=False): stl_mesh = BRepMesh_IncrementalMesh(shape, 0.01) stl_mesh.Perform() - f = stl_writer.Write(shape, 'aux_figure.stl') + f = stl_writer.Write(shape, "aux_figure.stl") # Create a new plot figure = pyplot.figure() axes = mplot3d.Axes3D(figure) # Load the STL files and add the vectors to the plot - stl_mesh = mesh.Mesh.from_file('aux_figure.stl') - os.remove('aux_figure.stl') - axes.add_collection3d( - mplot3d.art3d.Poly3DCollection(stl_mesh.vectors / 1000)) + stl_mesh = mesh.Mesh.from_file("aux_figure.stl") + os.remove("aux_figure.stl") + axes.add_collection3d(mplot3d.art3d.Poly3DCollection(stl_mesh.vectors / 1000)) # Get the limits of the axis and center the geometry - max_dim = np.array([\ - np.max(stl_mesh.vectors[:, :, 0]) / 1000,\ - np.max(stl_mesh.vectors[:, :, 1]) / 1000,\ - np.max(stl_mesh.vectors[:, :, 2]) / 1000]) - min_dim = np.array([\ - np.min(stl_mesh.vectors[:, :, 0]) / 1000,\ - np.min(stl_mesh.vectors[:, :, 1]) / 1000,\ - np.min(stl_mesh.vectors[:, :, 2]) / 1000]) + max_dim = np.array( + [ + np.max(stl_mesh.vectors[:, :, 0]) / 1000, + np.max(stl_mesh.vectors[:, :, 1]) / 1000, + np.max(stl_mesh.vectors[:, :, 2]) / 1000, + ] + ) + min_dim = np.array( + [ + np.min(stl_mesh.vectors[:, :, 0]) / 1000, + np.min(stl_mesh.vectors[:, :, 1]) / 1000, + np.min(stl_mesh.vectors[:, :, 2]) / 1000, + ] + ) max_lenght = np.max(max_dim - min_dim) - axes.set_xlim(\ - -.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2,\ - .6 * max_lenght + (max_dim[0] + min_dim[0]) / 2) - axes.set_ylim(\ - -.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2,\ - .6 * max_lenght + (max_dim[1] + min_dim[1]) / 2) - axes.set_zlim(\ - -.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2,\ - .6 * max_lenght + (max_dim[2] + min_dim[2]) / 2) + axes.set_xlim( + -0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + 0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + ) + axes.set_ylim( + -0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + 0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + ) + axes.set_zlim( + -0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + 0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + ) # Show the plot to the screen if not save_fig: pyplot.show() else: - figure.savefig(plot_file.split('.')[0] + '.png') + figure.savefig(plot_file.split(".")[0] + ".png") return figure diff --git a/pygem/cad/rbf.py b/pygem/cad/rbf.py index 3f5c310f..9709332a 100644 --- a/pygem/cad/rbf.py +++ b/pygem/cad/rbf.py @@ -24,7 +24,7 @@ is defines as follows .. math:: - \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + + \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + \\sum_{i=1}^{\\mathcal{N}_C} \\gamma_i \\varphi(\\| \\boldsymbol{x} - \\boldsymbol{x_{C_i}} \\|) @@ -60,11 +60,12 @@ from pygem import RBF as OriginalRBF from .cad_deformation import CADDeformation + class RBF(CADDeformation, OriginalRBF): """ Class that handles the Radial Basis Functions interpolation on CAD geometries. - + :param numpy.ndarray original_control_points: it is an (*n_control_points*, *3*) array with the coordinates of the original interpolation control points before the deformation. The default is the @@ -83,7 +84,7 @@ class RBF(CADDeformation, OriginalRBF): basis functions. For details see the class :class:`~pygem.radialbasis.RBF`. The default value is 0.5. :param dict extra_parameter: the additional parameters that may be passed to - the kernel function. Default is None. + the kernel function. Default is None. :param int u_knots_to_add: the number of knots to add to the NURBS surfaces along `u` direction before the deformation. This parameter is useful whenever the gradient of the imposed deformation present spatial scales @@ -114,7 +115,7 @@ class RBF(CADDeformation, OriginalRBF): default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar numpy.ndarray weights: the matrix formed by the weights corresponding to the a-priori selected N control points, associated to the basis functions and c and Q terms that describe the polynomial of order one @@ -131,9 +132,9 @@ class RBF(CADDeformation, OriginalRBF): :cvar float radius: the scaling parameter that affects the shape of the basis functions. :cvar dict extra_parameter: the additional parameters that may be passed to - the kernel function. + the kernel function. :cvar int u_knots_to_add: the number of knots to add to the NURBS surfaces - along `u` direction before the deformation. + along `u` direction before the deformation. :cvar int v_knots_to_add: the number of knots to add to the NURBS surfaces along `v` direction before the deformation. :cvar int t_knots_to_add: the number of knots to add to the NURBS curves @@ -152,24 +153,31 @@ class RBF(CADDeformation, OriginalRBF): >>> modified_cad_file_name = "output.iges" >>> rbf(input_cad_file_name, modified_cad_file_name) """ - def __init__(self, - original_control_points=None, - deformed_control_points=None, - func='gaussian_spline', - radius=0.5, - extra_parameter=None, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4): - OriginalRBF.__init__(self, - original_control_points=original_control_points, - deformed_control_points=deformed_control_points, - func=func, - radius=radius, - extra_parameter=extra_parameter) - CADDeformation.__init__(self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance) + + def __init__( + self, + original_control_points=None, + deformed_control_points=None, + func="gaussian_spline", + radius=0.5, + extra_parameter=None, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4, + ): + OriginalRBF.__init__( + self, + original_control_points=original_control_points, + deformed_control_points=deformed_control_points, + func=func, + radius=radius, + extra_parameter=extra_parameter, + ) + CADDeformation.__init__( + self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance, + ) diff --git a/pygem/cad/stephandler.py b/pygem/cad/stephandler.py index 7a43d7af..239d7a58 100644 --- a/pygem/cad/stephandler.py +++ b/pygem/cad/stephandler.py @@ -1,6 +1,7 @@ """ Derived module from nurbshandler.py to handle step and stp files. """ + from OCC.Core.IFSelect import IFSelect_RetDone from OCC.Core.Interface import Interface_Static_SetCVal from OCC.Core.STEPControl import STEPControl_Writer, STEPControl_Reader @@ -34,7 +35,7 @@ class StepHandler(NurbsHandler): def __init__(self): super(StepHandler, self).__init__() self._control_point_position = None - self.extensions = ['.step', '.stp'] + self.extensions = [".step", ".stp"] def load_shape_from_file(self, filename): """ diff --git a/pygem/cffd.py b/pygem/cffd.py index 80337fec..aa307e3d 100644 --- a/pygem/cffd.py +++ b/pygem/cffd.py @@ -2,8 +2,8 @@ Utilities for performing Constrained Free Form Deformation (CFFD). :Theoretical Insight: - - It performs Free Form Deformation while trying to enforce a costraint of the form F(x)=c. + + It performs Free Form Deformation while trying to enforce a costraint of the form F(x)=c. The constraint is enforced exactly (up to numerical errors) if and only if the function is linear. For details on Free Form Deformation see the mother class. @@ -20,7 +20,7 @@ class CFFD(FFD): :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. + :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. The second one is for functions that are F in the coordinates of the points. The first option implies the second, but is optimal for that class of functions. :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). @@ -36,11 +36,11 @@ class CFFD(FFD): z, normalized with the box length z. :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. - :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce the constraint. + :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce the constraint. The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement on x,y,z respectively. Default is all true. - :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class + :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class on which axis which constraint depends on. The tensor has shape (n_cons,3), where the last dimension indicates dependency on on x,y,z respectively. Default is all true. It used only in the triaffine mode. @@ -58,18 +58,14 @@ class CFFD(FFD): >>> new_mesh_points = cffd.ffd(original_mesh_points) """ - def __init__(self, - fixval, - fun, - n_control_points=None, - ffd_mask=None, - fun_mask=None): + + def __init__( + self, fixval, fun, n_control_points=None, ffd_mask=None, fun_mask=None + ): super().__init__(n_control_points) if ffd_mask is None: - self.ffd_mask = np.full((*self.n_control_points, 3), - True, - dtype=bool) + self.ffd_mask = np.full((*self.n_control_points, 3), True, dtype=bool) else: self.ffd_mask = ffd_mask @@ -82,60 +78,56 @@ def __init__(self, self.fun_mask = fun_mask def adjust_control_points(self, src_pts): - ''' + """ Adjust the FFD control points such that fun(ffd(src_pts))=fixval - - :param np.ndarray src_pts: the points whose deformation we want to be + + :param np.ndarray src_pts: the points whose deformation we want to be constrained. :rtype: None. - ''' + """ hyper_param = self.fun_mask.copy().astype(float) hyper_param = hyper_param / np.sum(hyper_param, axis=1) mask_bak = self.ffd_mask.copy() fixval_bak = self.fixval.copy() diffvolume = self.fixval - self.fun(self.ffd(src_pts)) for i in range(3): - self.ffd_mask = np.full((*self.n_control_points, 3), - False, - dtype=bool) + self.ffd_mask = np.full((*self.n_control_points, 3), False, dtype=bool) self.ffd_mask[:, :, :, i] = mask_bak[:, :, :, i].copy() - self.fixval = self.fun( - self.ffd(src_pts)) + hyper_param[:, i] * (diffvolume) + self.fixval = self.fun(self.ffd(src_pts)) + hyper_param[:, i] * (diffvolume) saved_parameters = self._save_parameters() - indices = np.arange(np.prod(self.n_control_points) * - 3)[self.ffd_mask.reshape(-1)] - A, b = self._compute_linear_map(src_pts, saved_parameters.copy(), - indices) + indices = np.arange(np.prod(self.n_control_points) * 3)[ + self.ffd_mask.reshape(-1) + ] + A, b = self._compute_linear_map(src_pts, saved_parameters.copy(), indices) A = A[self.fun_mask[:, i].reshape(-1), :] b = b[self.fun_mask[:, i].reshape(-1)] d = A @ saved_parameters[indices] + b fixval = self.fixval[self.fun_mask[:, i].reshape(-1)] - deltax = np.linalg.multi_dot([ - A.T, - np.linalg.inv(np.linalg.multi_dot([A, A.T])), (fixval - d) - ]) + deltax = np.linalg.multi_dot( + [A.T, np.linalg.inv(np.linalg.multi_dot([A, A.T])), (fixval - d)] + ) saved_parameters[indices] = saved_parameters[indices] + deltax self._load_parameters(saved_parameters) self.ffd_mask = mask_bak.copy() self.fixval = fixval_bak.copy() def ffd(self, src_pts): - ''' + """ Performs Classic Free Form Deformation. - + :param np.ndarray src_pts: the points to deform. :return: the deformed points. :rtype: numpy.ndarray - ''' + """ return super().__call__(src_pts) def _save_parameters(self): - ''' + """ Saves the FFD control points in an array of shape [n_x,ny,nz,3]. :return: the FFD control points in an array of shape [n_x,ny,nz,3]. :rtype: numpy.ndarray - ''' + """ tmp = np.zeros([*self.n_control_points, 3]) tmp[:, :, :, 0] = self.array_mu_x tmp[:, :, :, 1] = self.array_mu_y @@ -143,45 +135,47 @@ def _save_parameters(self): return tmp.reshape(-1) def _load_parameters(self, tmp): - ''' + """ Loads the FFD control points from an array of shape [n_x,ny,nz,3]. :param np.ndarray tmp: the array of FFD control points. :rtype: None - ''' + """ tmp = tmp.reshape(*self.n_control_points, 3) self.array_mu_x = tmp[:, :, :, 0] self.array_mu_y = tmp[:, :, :, 1] self.array_mu_z = tmp[:, :, :, 2] def _compute_linear_map(self, src_pts, saved_parameters, indices): - ''' + """ Computes the coefficient and the intercept of the linear map from the control points to the output. - + :param np.ndarray src_pts: the points to deform. :param np.ndarray saved_parameters: the array of FFD control points. :return: a tuple containing the coefficient and the intercept. :rtype: tuple(np.ndarray,np.ndarray) - ''' + """ n_indices = len(indices) inputs = np.zeros([n_indices + 1, n_indices + 1]) outputs = np.zeros([n_indices + 1, self.fixval.shape[0]]) np.random.seed(0) - for i in range(n_indices + - 1): ##now we generate the interpolation points + for i in range(n_indices + 1): ##now we generate the interpolation points tmp = np.random.rand(1, n_indices) tmp = tmp.reshape(1, -1) - inputs[i] = np.hstack([tmp, np.ones( - (tmp.shape[0], 1))]) #dependent variable + inputs[i] = np.hstack( + [tmp, np.ones((tmp.shape[0], 1))] + ) # dependent variable saved_parameters[indices] = tmp self._load_parameters( saved_parameters - ) #loading the depent variable as a control point + ) # loading the depent variable as a control point def_pts = super().__call__( - src_pts) #computing the deformation with the dependent variable - outputs[i] = self.fun(def_pts) #computing the independent variable - sol = np.linalg.lstsq(inputs, outputs, - rcond=None) #computation of the linear map - A = sol[0].T[:, :-1] #coefficient - b = sol[0].T[:, -1] #intercept - return A, b \ No newline at end of file + src_pts + ) # computing the deformation with the dependent variable + outputs[i] = self.fun(def_pts) # computing the independent variable + sol = np.linalg.lstsq( + inputs, outputs, rcond=None + ) # computation of the linear map + A = sol[0].T[:, :-1] # coefficient + b = sol[0].T[:, -1] # intercept + return A, b diff --git a/pygem/custom_deformation.py b/pygem/custom_deformation.py index d938099a..7a99e5b8 100644 --- a/pygem/custom_deformation.py +++ b/pygem/custom_deformation.py @@ -1,10 +1,12 @@ """ Module for a custom deformation. """ + import numpy as np from pygem import Deformation + class CustomDeformation(Deformation): """ Class to perform a custom deformation to the mesh points. diff --git a/pygem/deformation.py b/pygem/deformation.py index 7cfb13ce..a3dca9b2 100644 --- a/pygem/deformation.py +++ b/pygem/deformation.py @@ -3,14 +3,15 @@ """ from abc import ABC, abstractmethod - + + class Deformation(ABC): """ Abstract class for generic deformation. This class should be inherited for the development of new deformation techniques. """ - + @abstractmethod def __init__(self, value): pass diff --git a/pygem/elmerhandler.py b/pygem/elmerhandler.py index 11569176..5dc6d0ff 100644 --- a/pygem/elmerhandler.py +++ b/pygem/elmerhandler.py @@ -1,6 +1,7 @@ """ Derived module from filehandler.py to handle ElmerFEM files. """ + import numpy as np import pygem.filehandler as fh @@ -17,7 +18,7 @@ class ElmerHandler(fh.FileHandler): def __init__(self): super(ElmerHandler, self).__init__() - self.extensions = ['.nodes'] + self.extensions = [".nodes"] def parse(self, filename): """ @@ -25,7 +26,7 @@ def parse(self, filename): the coordinates. :param string filename: name of the input file. - + :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray @@ -41,17 +42,17 @@ def parse(self, filename): i = 0 n_points = 0 - with open(self.infile, 'r') as input_file: + with open(self.infile, "r") as input_file: for line in input_file: n_points += 1 mesh_points = np.zeros(shape=(n_points, 3)) - with open(self.infile, 'r') as input_file: - + with open(self.infile, "r") as input_file: + i = 0 for line in input_file: - numbers = line.split() #[n1 p x y z] -> [x y z] - del numbers[0:2] + numbers = line.split() # [n1 p x y z] -> [x y z] + del numbers[0:2] j = 0 for number in numbers: @@ -82,16 +83,25 @@ def write(self, mesh_points, filename): n_points = mesh_points.shape[0] i = 0 - with open(self.infile, 'r') as input_file, open(self.outfile, - 'w') as output_file: + with ( + open(self.infile, "r") as input_file, + open(self.outfile, "w") as output_file, + ): for line in input_file: - numbers = line.split() #[n1 p x y z] - - output_file.write(numbers[0] + ' ' +numbers[1] + ' ' \ - + str(mesh_points[i][0]) + ' ' + str(mesh_points[i][1]) \ - + ' ' + str(mesh_points[i][2])) + numbers = line.split() # [n1 p x y z] + + output_file.write( + numbers[0] + + " " + + numbers[1] + + " " + + str(mesh_points[i][0]) + + " " + + str(mesh_points[i][1]) + + " " + + str(mesh_points[i][2]) + ) i += 1 if i != n_points: - output_file.write('\n') - \ No newline at end of file + output_file.write("\n") diff --git a/pygem/ffd.py b/pygem/ffd.py index ab98870b..ced286f9 100644 --- a/pygem/ffd.py +++ b/pygem/ffd.py @@ -8,7 +8,7 @@ *Sederberg, Thomas W., and Scott R. Parry. "Free-form deformation of solid geometric models." ACM SIGGRAPH computer graphics 20.4 (1986): 151-160*. It consists in three different step: - + - Mapping the physical domain to the reference one with map :math:`\\boldsymbol{\\psi}`. In the code it is named *transformation*. @@ -35,11 +35,12 @@ where :math:`\\mathsf{b}_{lmn}` are Bernstein polynomials. We improve the traditional version by allowing a rotation of the FFD lattice in order to give more flexibility to the tool. - + You can try to add more shapes to the lattice to allow more and more involved transformations. """ + try: import configparser as configparser except ImportError: @@ -59,7 +60,7 @@ class FFD(Deformation): :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - + :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of @@ -86,14 +87,15 @@ class FFD(Deformation): >>> 'tests/test_datasets/meshpoints_sphere_orig.npy') >>> new_mesh_points = ffd(original_mesh_points) """ + reference_frame = np.array([[0, 0, 0], [1, 0, 0], [0, 1, 0], [0, 0, 1]]) def __init__(self, n_control_points=None): - self.conversion_unit = 1. # TODO: unused at the moment + self.conversion_unit = 1.0 # TODO: unused at the moment - self.box_length = np.array([1., 1., 1.]) - self.box_origin = np.array([0., 0., 0.]) - self.rot_angle = np.array([0., 0., 0.]) + self.box_length = np.array([1.0, 1.0, 1.0]) + self.box_origin = np.array([0.0, 0.0, 0.0]) + self.rot_angle = np.array([0.0, 0.0, 0.0]) self.array_mu_x = None self.array_mu_y = None @@ -148,6 +150,7 @@ def T(self): :rtype: callable """ + def T_mapping(points): (n_rows, n_cols) = points.shape (dim_n_mu, dim_m_mu, dim_t_mu) = self.array_mu_x.shape @@ -160,37 +163,39 @@ def T_mapping(points): shift_points = np.zeros((n_cols, n_rows)) # TODO check no-loop implementation - #bernstein_x = ( + # bernstein_x = ( # np.power(mesh_points[:, 0][:, None], range(dim_n_mu)) * # np.power(1 - mesh_points[:, 0][:, None], range(dim_n_mu-1, -1, -1)) * # special.binom(np.array([dim_n_mu-1]*dim_n_mu), np.arange(dim_n_mu)) - #) + # ) for i in range(0, dim_n_mu): aux1 = np.power((1 - points[:, 0]), dim_n_mu - 1 - i) aux2 = np.power(points[:, 0], i) - bernstein_x[i, :] = (special.binom(dim_n_mu - 1, i) * - np.multiply(aux1, aux2)) + bernstein_x[i, :] = special.binom(dim_n_mu - 1, i) * np.multiply( + aux1, aux2 + ) for i in range(0, dim_m_mu): aux1 = np.power((1 - points[:, 1]), dim_m_mu - 1 - i) aux2 = np.power(points[:, 1], i) - bernstein_y[i, :] = special.binom(dim_m_mu - 1, - i) * np.multiply(aux1, aux2) + bernstein_y[i, :] = special.binom(dim_m_mu - 1, i) * np.multiply( + aux1, aux2 + ) for i in range(0, dim_t_mu): aux1 = np.power((1 - points[:, 2]), dim_t_mu - 1 - i) aux2 = np.power(points[:, 2], i) - bernstein_z[i, :] = special.binom(dim_t_mu - 1, - i) * np.multiply(aux1, aux2) + bernstein_z[i, :] = special.binom(dim_t_mu - 1, i) * np.multiply( + aux1, aux2 + ) - aux_x = 0. - aux_y = 0. - aux_z = 0. + aux_x = 0.0 + aux_y = 0.0 + aux_z = 0.0 for j in range(0, dim_m_mu): for k in range(0, dim_t_mu): - bernstein_yz = np.multiply(bernstein_y[j, :], - bernstein_z[k, :]) + bernstein_yz = np.multiply(bernstein_y[j, :], bernstein_z[k, :]) for i in range(0, dim_n_mu): aux = np.multiply(bernstein_x[i, :], bernstein_yz) aux_x += aux * self.array_mu_x[i, j, k] @@ -212,9 +217,11 @@ def rotation_matrix(self): :rtype: numpy.ndarray """ - return angles2matrix(np.radians(self.rot_angle[2]), - np.radians(self.rot_angle[1]), - np.radians(self.rot_angle[0])) + return angles2matrix( + np.radians(self.rot_angle[2]), + np.radians(self.rot_angle[1]), + np.radians(self.rot_angle[0]), + ) @property def position_vertices(self): @@ -223,10 +230,9 @@ def position_vertices(self): :rtype: numpy.ndarray """ - return self.box_origin + np.vstack([ - np.zeros((1, 3)), - self.rotation_matrix.dot(np.diag(self.box_length)).T - ]) + return self.box_origin + np.vstack( + [np.zeros((1, 3)), self.rotation_matrix.dot(np.diag(self.box_length)).T] + ) def reset_weights(self): """ @@ -236,7 +242,7 @@ def reset_weights(self): self.array_mu_y.fill(0.0) self.array_mu_z.fill(0.0) - def read_parameters(self, filename='parameters.prm'): + def read_parameters(self, filename="parameters.prm"): """ Reads in the parameters file and fill the self structure. @@ -254,46 +260,43 @@ def read_parameters(self, filename='parameters.prm'): config = configparser.RawConfigParser() config.read(filename) - self.n_control_points[0] = config.getint('Box info', - 'n control points x') - self.n_control_points[1] = config.getint('Box info', - 'n control points y') - self.n_control_points[2] = config.getint('Box info', - 'n control points z') + self.n_control_points[0] = config.getint("Box info", "n control points x") + self.n_control_points[1] = config.getint("Box info", "n control points y") + self.n_control_points[2] = config.getint("Box info", "n control points z") - self.box_length[0] = config.getfloat('Box info', 'box length x') - self.box_length[1] = config.getfloat('Box info', 'box length y') - self.box_length[2] = config.getfloat('Box info', 'box length z') + self.box_length[0] = config.getfloat("Box info", "box length x") + self.box_length[1] = config.getfloat("Box info", "box length y") + self.box_length[2] = config.getfloat("Box info", "box length z") - self.box_origin[0] = config.getfloat('Box info', 'box origin x') - self.box_origin[1] = config.getfloat('Box info', 'box origin y') - self.box_origin[2] = config.getfloat('Box info', 'box origin z') + self.box_origin[0] = config.getfloat("Box info", "box origin x") + self.box_origin[1] = config.getfloat("Box info", "box origin y") + self.box_origin[2] = config.getfloat("Box info", "box origin z") - self.rot_angle[0] = config.getfloat('Box info', 'rotation angle x') - self.rot_angle[1] = config.getfloat('Box info', 'rotation angle y') - self.rot_angle[2] = config.getfloat('Box info', 'rotation angle z') + self.rot_angle[0] = config.getfloat("Box info", "rotation angle x") + self.rot_angle[1] = config.getfloat("Box info", "rotation angle y") + self.rot_angle[2] = config.getfloat("Box info", "rotation angle z") self.array_mu_x = np.zeros(self.n_control_points) self.array_mu_y = np.zeros(self.n_control_points) self.array_mu_z = np.zeros(self.n_control_points) - mux = config.get('Parameters weights', 'parameter x') - muy = config.get('Parameters weights', 'parameter y') - muz = config.get('Parameters weights', 'parameter z') + mux = config.get("Parameters weights", "parameter x") + muy = config.get("Parameters weights", "parameter y") + muz = config.get("Parameters weights", "parameter z") - for line in mux.split('\n'): + for line in mux.split("\n"): values = np.array(line.split()) self.array_mu_x[tuple(map(int, values[0:3]))] = float(values[3]) - for line in muy.split('\n'): + for line in muy.split("\n"): values = line.split() self.array_mu_y[tuple(map(int, values[0:3]))] = float(values[3]) - for line in muz.split('\n'): + for line in muz.split("\n"): values = line.split() self.array_mu_z[tuple(map(int, values[0:3]))] = float(values[3]) - def write_parameters(self, filename='parameters.prm'): + def write_parameters(self, filename="parameters.prm"): """ This method writes a parameters file (.prm) called `filename` and fills it with all the parameters class members. @@ -304,124 +307,145 @@ def write_parameters(self, filename='parameters.prm'): raise TypeError("filename must be a string") output_string = "" - output_string += '\n[Box info]\n' - output_string += '# This section collects all the properties of the' - output_string += ' FFD bounding box.\n' - - output_string += '\n# n control points indicates the number of control' - output_string += ' points in each direction (x, y, z).\n' - output_string += '# For example, to create a 2 x 3 x 2 grid, use the' - output_string += ' following: n control points: 2, 3, 2\n' - output_string += 'n control points x: ' + str( - self.n_control_points[0]) + '\n' - output_string += 'n control points y: ' + str( - self.n_control_points[1]) + '\n' - output_string += 'n control points z: ' + str( - self.n_control_points[2]) + '\n' - - output_string += '\n# box length indicates the length of the FFD ' - output_string += 'bounding box along the three canonical directions ' - output_string += '(x, y, z).\n' - - output_string += '# It uses the local coordinate system.\n' - output_string += '# For example to create a 2 x 1.5 x 3 meters box ' - output_string += 'use the following: box length: 2.0, 1.5, 3.0\n' - - output_string += 'box length x: ' + str(self.box_length[0]) + '\n' - output_string += 'box length y: ' + str(self.box_length[1]) + '\n' - output_string += 'box length z: ' + str(self.box_length[2]) + '\n' - - output_string += '\n# box origin indicates the x, y, and z coordinates ' - output_string += 'of the origin of the FFD bounding box. That is ' - output_string += 'center of\n' - - output_string += '# rotation of the bounding box. It corresponds to ' - output_string += 'the point coordinates with position [0][0][0].\n' + output_string += "\n[Box info]\n" + output_string += "# This section collects all the properties of the" + output_string += " FFD bounding box.\n" + + output_string += "\n# n control points indicates the number of control" + output_string += " points in each direction (x, y, z).\n" + output_string += "# For example, to create a 2 x 3 x 2 grid, use the" + output_string += " following: n control points: 2, 3, 2\n" + output_string += "n control points x: " + str(self.n_control_points[0]) + "\n" + output_string += "n control points y: " + str(self.n_control_points[1]) + "\n" + output_string += "n control points z: " + str(self.n_control_points[2]) + "\n" + + output_string += "\n# box length indicates the length of the FFD " + output_string += "bounding box along the three canonical directions " + output_string += "(x, y, z).\n" + + output_string += "# It uses the local coordinate system.\n" + output_string += "# For example to create a 2 x 1.5 x 3 meters box " + output_string += "use the following: box length: 2.0, 1.5, 3.0\n" + + output_string += "box length x: " + str(self.box_length[0]) + "\n" + output_string += "box length y: " + str(self.box_length[1]) + "\n" + output_string += "box length z: " + str(self.box_length[2]) + "\n" + + output_string += "\n# box origin indicates the x, y, and z coordinates " + output_string += "of the origin of the FFD bounding box. That is " + output_string += "center of\n" + + output_string += "# rotation of the bounding box. It corresponds to " + output_string += "the point coordinates with position [0][0][0].\n" output_string += '# See section "Parameters weights" for more ' - output_string += 'details.\n' - output_string += '# For example, if the origin is equal to 0., 0., 0., ' - output_string += 'use the following: box origin: 0., 0., 0.\n' - - output_string += 'box origin x: ' + str(self.box_origin[0]) + '\n' - output_string += 'box origin y: ' + str(self.box_origin[1]) + '\n' - output_string += 'box origin z: ' + str(self.box_origin[2]) + '\n' - - output_string += '\n# rotation angle indicates the rotation angle ' - output_string += 'around the x, y, and z axis of the FFD bounding box ' - output_string += 'in degrees.\n' - - output_string += '# The rotation is done with respect to the box ' - output_string += 'origin.\n' - output_string += '# For example, to rotate the box by 2 deg along ' - output_string += 'the z ' - output_string += 'direction, use the following: rotation angle: ' - output_string += '0., 0., 2.\n' - - output_string += 'rotation angle x: ' + str(self.rot_angle[0]) + '\n' - output_string += 'rotation angle y: ' + str(self.rot_angle[1]) + '\n' - output_string += 'rotation angle z: ' + str(self.rot_angle[2]) + '\n' - - output_string += '\n\n[Parameters weights]\n' - output_string += '# This section describes the weights of the FFD ' - output_string += 'control points.\n' - - output_string += '# We adopt the following convention:\n' - output_string += '# For example with a 2x2x2 grid of control points we ' - output_string += 'have to fill a 2x2x2 matrix of weights.\n' - - output_string += '# If a weight is equal to zero you can discard the ' - output_string += 'line since the default is zero.\n' - - output_string += '#\n' - output_string += '# | x index | y index | z index | weight |\n' - output_string += '# --------------------------------------\n' - output_string += '# | 0 | 0 | 0 | 1.0 |\n' - output_string += '# | 0 | 1 | 1 | 0.0 | --> you ' - output_string += 'can erase this line without effects\n' - output_string += '# | 0 | 1 | 0 | -2.1 |\n' - output_string += '# | 0 | 0 | 1 | 3.4 |\n' - - output_string += '\n# parameter x collects the displacements along x, ' - output_string += 'normalized with the box length x.' - - output_string += '\nparameter x:' + output_string += "details.\n" + output_string += "# For example, if the origin is equal to 0., 0., 0., " + output_string += "use the following: box origin: 0., 0., 0.\n" + + output_string += "box origin x: " + str(self.box_origin[0]) + "\n" + output_string += "box origin y: " + str(self.box_origin[1]) + "\n" + output_string += "box origin z: " + str(self.box_origin[2]) + "\n" + + output_string += "\n# rotation angle indicates the rotation angle " + output_string += "around the x, y, and z axis of the FFD bounding box " + output_string += "in degrees.\n" + + output_string += "# The rotation is done with respect to the box " + output_string += "origin.\n" + output_string += "# For example, to rotate the box by 2 deg along " + output_string += "the z " + output_string += "direction, use the following: rotation angle: " + output_string += "0., 0., 2.\n" + + output_string += "rotation angle x: " + str(self.rot_angle[0]) + "\n" + output_string += "rotation angle y: " + str(self.rot_angle[1]) + "\n" + output_string += "rotation angle z: " + str(self.rot_angle[2]) + "\n" + + output_string += "\n\n[Parameters weights]\n" + output_string += "# This section describes the weights of the FFD " + output_string += "control points.\n" + + output_string += "# We adopt the following convention:\n" + output_string += "# For example with a 2x2x2 grid of control points we " + output_string += "have to fill a 2x2x2 matrix of weights.\n" + + output_string += "# If a weight is equal to zero you can discard the " + output_string += "line since the default is zero.\n" + + output_string += "#\n" + output_string += "# | x index | y index | z index | weight |\n" + output_string += "# --------------------------------------\n" + output_string += "# | 0 | 0 | 0 | 1.0 |\n" + output_string += "# | 0 | 1 | 1 | 0.0 | --> you " + output_string += "can erase this line without effects\n" + output_string += "# | 0 | 1 | 0 | -2.1 |\n" + output_string += "# | 0 | 0 | 1 | 3.4 |\n" + + output_string += "\n# parameter x collects the displacements along x, " + output_string += "normalized with the box length x." + + output_string += "\nparameter x:" offset = 1 for i in range(0, self.n_control_points[0]): for j in range(0, self.n_control_points[1]): for k in range(0, self.n_control_points[2]): - output_string += offset * ' ' + str(i) + ' ' + str( - j) + ' ' + str(k) + ' ' + str( - self.array_mu_x[i][j][k]) + '\n' + output_string += ( + offset * " " + + str(i) + + " " + + str(j) + + " " + + str(k) + + " " + + str(self.array_mu_x[i][j][k]) + + "\n" + ) offset = 13 - output_string += '\n# parameter y collects the displacements along y, ' - output_string += 'normalized with the box length y.' + output_string += "\n# parameter y collects the displacements along y, " + output_string += "normalized with the box length y." - output_string += '\nparameter y:' + output_string += "\nparameter y:" offset = 1 for i in range(0, self.n_control_points[0]): for j in range(0, self.n_control_points[1]): for k in range(0, self.n_control_points[2]): - output_string += offset * ' ' + str(i) + ' ' + str( - j) + ' ' + str(k) + ' ' + str( - self.array_mu_y[i][j][k]) + '\n' + output_string += ( + offset * " " + + str(i) + + " " + + str(j) + + " " + + str(k) + + " " + + str(self.array_mu_y[i][j][k]) + + "\n" + ) offset = 13 - output_string += '\n# parameter z collects the displacements along z, ' - output_string += 'normalized with the box length z.' + output_string += "\n# parameter z collects the displacements along z, " + output_string += "normalized with the box length z." - output_string += '\nparameter z:' + output_string += "\nparameter z:" offset = 1 for i in range(0, self.n_control_points[0]): for j in range(0, self.n_control_points[1]): for k in range(0, self.n_control_points[2]): - output_string += offset * ' ' + str(i) + ' ' + str( - j) + ' ' + str(k) + ' ' + str( - self.array_mu_z[i][j][k]) + '\n' + output_string += ( + offset * " " + + str(i) + + " " + + str(j) + + " " + + str(k) + + " " + + str(self.array_mu_z[i][j][k]) + + "\n" + ) offset = 13 - with open(filename, 'w') as f: + with open(filename, "w") as f: f.write(output_string) def __str__(self): @@ -430,16 +454,16 @@ def __str__(self): for debugging. """ string = "" - string += 'conversion_unit = {}\n'.format(self.conversion_unit) - string += 'n_control_points = {}\n\n'.format(self.n_control_points) - string += 'box_length = {}\n'.format(self.box_length) - string += 'box_origin = {}\n'.format(self.box_origin) - string += 'rot_angle = {}\n'.format(self.rot_angle) - string += '\narray_mu_x =\n{}\n'.format(self.array_mu_x) - string += '\narray_mu_y =\n{}\n'.format(self.array_mu_y) - string += '\narray_mu_z =\n{}\n'.format(self.array_mu_z) - string += '\nrotation_matrix = \n{}\n'.format(self.rotation_matrix) - string += '\nposition_vertices = {}\n'.format(self.position_vertices) + string += "conversion_unit = {}\n".format(self.conversion_unit) + string += "n_control_points = {}\n\n".format(self.n_control_points) + string += "box_length = {}\n".format(self.box_length) + string += "box_origin = {}\n".format(self.box_origin) + string += "rot_angle = {}\n".format(self.rot_angle) + string += "\narray_mu_x =\n{}\n".format(self.array_mu_x) + string += "\narray_mu_y =\n{}\n".format(self.array_mu_y) + string += "\narray_mu_z =\n{}\n".format(self.array_mu_z) + string += "\nrotation_matrix = \n{}\n".format(self.rotation_matrix) + string += "\nposition_vertices = {}\n".format(self.position_vertices) return string def control_points(self, deformed=True): @@ -459,22 +483,22 @@ def control_points(self, deformed=True): y_coords, x_coords, z_coords = np.meshgrid(y, x, z) - box_points = np.array( - [x_coords.ravel(), - y_coords.ravel(), - z_coords.ravel()]) + box_points = np.array([x_coords.ravel(), y_coords.ravel(), z_coords.ravel()]) if deformed: - box_points += np.array([ - self.array_mu_x.ravel() * self.box_length[0], - self.array_mu_y.ravel() * self.box_length[1], - self.array_mu_z.ravel() * self.box_length[2] - ]) + box_points += np.array( + [ + self.array_mu_x.ravel() * self.box_length[0], + self.array_mu_y.ravel() * self.box_length[1], + self.array_mu_z.ravel() * self.box_length[2], + ] + ) n_rows = box_points.shape[1] box_points = np.dot(self.rotation_matrix, box_points) + np.transpose( - np.tile(self.box_origin, (n_rows, 1))) + np.tile(self.box_origin, (n_rows, 1)) + ) return box_points.T @@ -498,7 +522,7 @@ def reflect(self, axis=0, in_place=True): Default is True. :return: a new object with the same parameters and the reflected lattice if `in_place` is False, otherwise NoneType. - + :Example: >>> ffd.reflect(axis=0, in_place=True) # irreversible @@ -508,17 +532,20 @@ def reflect(self, axis=0, in_place=True): # check axis value if axis not in (0, 1, 2): raise ValueError( - "The axis has to be 0, 1, or 2. Current value {}.".format(axis)) + "The axis has to be 0, 1, or 2. Current value {}.".format(axis) + ) # check that the plane of symmetry is undeformed - if (axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0) or ( - axis == 1 and np.count_nonzero(self.array_mu_y[:, -1, :]) != 0 - ) or (axis == 2 and np.count_nonzero(self.array_mu_z[:, :, -1]) != 0): + if ( + (axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0) + or (axis == 1 and np.count_nonzero(self.array_mu_y[:, -1, :]) != 0) + or (axis == 2 and np.count_nonzero(self.array_mu_z[:, :, -1]) != 0) + ): raise RuntimeError( - "If you want to reflect the FFD bounding box along axis " + \ - "{} you can not diplace the control ".format(axis) + \ - "points in the symmetry plane along that axis." - ) + "If you want to reflect the FFD bounding box along axis " + + "{} you can not diplace the control ".format(axis) + + "points in the symmetry plane along that axis." + ) if in_place is False: self = copy.deepcopy(self) @@ -539,54 +566,55 @@ def reflect(self, axis=0, in_place=True): # we append along the given axis all the displacements reflected # and in the reverse order - self.array_mu_x = np.append(self.array_mu_x, - reflection[0] * - np.flip(self.array_mu_x, axis)[indeces], - axis=axis) - self.array_mu_y = np.append(self.array_mu_y, - reflection[1] * - np.flip(self.array_mu_y, axis)[indeces], - axis=axis) - self.array_mu_z = np.append(self.array_mu_z, - reflection[2] * - np.flip(self.array_mu_z, axis)[indeces], - axis=axis) + self.array_mu_x = np.append( + self.array_mu_x, + reflection[0] * np.flip(self.array_mu_x, axis)[indeces], + axis=axis, + ) + self.array_mu_y = np.append( + self.array_mu_y, + reflection[1] * np.flip(self.array_mu_y, axis)[indeces], + axis=axis, + ) + self.array_mu_z = np.append( + self.array_mu_z, + reflection[2] * np.flip(self.array_mu_z, axis)[indeces], + axis=axis, + ) if in_place is False: return self - - def __call__(self, src_pts): """ This method performs the FFD to `src_pts` and return the deformed points. - + :param numpy.ndarray src_pts: the array of dimensions (*n_points*, *3*) containing the points to deform. The points have to be arranged by row. :return: the deformed points :rtype: numpy.ndarray (with shape = (*n_points*, *3*)) """ + def is_inside(pts, boundaries): - """ + """ Check is `pts` is inside the ranges provided by `boundaries`. """ - return np.all(np.logical_and(pts >= boundaries[0], - pts <= boundaries[1]), - axis=1) + return np.all( + np.logical_and(pts >= boundaries[0], pts <= boundaries[1]), axis=1 + ) # map to the reference domain src_reference_frame_pts = self.psi(src_pts - self.box_origin) # apply deformation for all the pts in the unit cube - index_pts_inside = is_inside(src_reference_frame_pts, - np.array([[0., 0., 0.], [1., 1., 1.]])) - shifted_reference_frame_pts = self.T( - src_reference_frame_pts[index_pts_inside]) + index_pts_inside = is_inside( + src_reference_frame_pts, np.array([[0.0, 0.0, 0.0], [1.0, 1.0, 1.0]]) + ) + shifted_reference_frame_pts = self.T(src_reference_frame_pts[index_pts_inside]) # map to the physical domain - shifted_pts = self.inverse_psi( - shifted_reference_frame_pts) + self.box_origin + shifted_pts = self.inverse_psi(shifted_reference_frame_pts) + self.box_origin dst_pts = src_pts.copy() dst_pts[index_pts_inside] = shifted_pts diff --git a/pygem/filehandler.py b/pygem/filehandler.py index f56811e5..b56f42de 100644 --- a/pygem/filehandler.py +++ b/pygem/filehandler.py @@ -3,10 +3,12 @@ .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ + import os import warnings + warnings.warn("This module will be deprecated in next releases", DeprecationWarning) @@ -32,8 +34,10 @@ def parse(self, *args): Not implemented, it has to be implemented in subclasses. """ raise NotImplementedError( - "Subclass must implement abstract method " \ - + self.__class__.__name__ + ".parse") + "Subclass must implement abstract method " + + self.__class__.__name__ + + ".parse" + ) def write(self, *args): """ @@ -42,8 +46,10 @@ def write(self, *args): Not implemented, it has to be implemented in subclasses. """ raise NotImplementedError( - "Subclass must implement abstract method " \ - + self.__class__.__name__ + ".write") + "Subclass must implement abstract method " + + self.__class__.__name__ + + ".write" + ) def _check_extension(self, filename): """ @@ -55,9 +61,11 @@ def _check_extension(self, filename): __, file_ext = os.path.splitext(filename) if file_ext not in self.extensions: raise ValueError( - 'The input file does not have the proper extension. \ - It is {0!s}, instead of {1!s}.'.format(file_ext, - self.extensions)) + "The input file does not have the proper extension. \ + It is {0!s}, instead of {1!s}.".format( + file_ext, self.extensions + ) + ) @staticmethod def _check_filename_type(filename): @@ -69,7 +77,8 @@ def _check_filename_type(filename): """ if not isinstance(filename, str): raise TypeError( - 'The given filename ({0!s}) must be a string'.format(filename)) + "The given filename ({0!s}) must be a string".format(filename) + ) def _check_infile_instantiation(self): """ @@ -79,5 +88,4 @@ def _check_infile_instantiation(self): """ if not self.infile: - raise RuntimeError( - "You can not write a file without having parsed one.") + raise RuntimeError("You can not write a file without having parsed one.") diff --git a/pygem/idw.py b/pygem/idw.py index a7f979c8..49292218 100644 --- a/pygem/idw.py +++ b/pygem/idw.py @@ -36,8 +36,10 @@ :math:`\\mathrm{x}_i` and :math:`p` is a power parameter, typically equal to 2. """ + import os import numpy as np + try: import configparser as configparser except ImportError: @@ -60,7 +62,7 @@ class IDW(Deformation): (*n_control_points*, *3*) array with the coordinates of the interpolation control points after the deformation. The default is the vertices of the unit cube. - + :cvar int power: the power parameter. The default value is 2. :cvar numpy.ndarray original_control_points: it is an (*n_control_points*, *3*) array with the coordinates of the original @@ -86,26 +88,40 @@ class IDW(Deformation): >>> idw.read_parameters('tests/test_datasets/parameters_idw_cube.prm') >>> new_mesh_points = idw(mesh_points.T) """ - def __init__(self, - original_control_points=None, - deformed_control_points=None, - power=2): + + def __init__( + self, original_control_points=None, deformed_control_points=None, power=2 + ): if original_control_points is None: - self.original_control_points = np.array([[0., 0., 0.], [0., 0., 1.], - [0., 1., 0.], [1., 0., 0.], - [0., 1., 1.], [1., 0., 1.], - [1., 1., 0.], [1., 1., - 1.]]) + self.original_control_points = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] + ) else: self.original_control_points = original_control_points if deformed_control_points is None: - self.deformed_control_points = np.array([[0., 0., 0.], [0., 0., 1.], - [0., 1., 0.], [1., 0., 0.], - [0., 1., 1.], [1., 0., 1.], - [1., 1., 0.], [1., 1., - 1.]]) + self.deformed_control_points = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] + ) else: self.deformed_control_points = deformed_control_points @@ -116,8 +132,9 @@ def __call__(self, src_pts): This method performs the deformation of the mesh points. After the execution it sets `self.modified_mesh_points`. """ + def distance(u, v): - """ Norm of u - v """ + """Norm of u - v""" return np.linalg.norm(u - v, ord=self.power) # Compute displacement of the control points @@ -130,12 +147,11 @@ def distance(u, v): # not zero, otherwise 1.0 where distance is zero. weights = np.zeros(dist.shape) for i, d in enumerate(dist): - weights[i] = 1. / d if d.all() else np.where(d == 0.0, 1.0, 0.0) + weights[i] = 1.0 / d if d.all() else np.where(d == 0.0, 1.0, 0.0) - offset = np.array([ - np.sum(displ * wi[:, np.newaxis] / np.sum(wi), axis=0) - for wi in weights - ]) + offset = np.array( + [np.sum(displ * wi[:, np.newaxis] / np.sum(wi), axis=0) for wi in weights] + ) return src_pts + offset @@ -146,23 +162,25 @@ def read_parameters(self, filename): :param string filename: parameters file to be read in. """ if not isinstance(filename, str): - raise TypeError('filename must be a string') + raise TypeError("filename must be a string") if not os.path.isfile(filename): - raise IOError('filename does not exist') + raise IOError("filename does not exist") config = configparser.RawConfigParser() config.read(filename) - self.power = config.getint('Inverse Distance Weighting', 'power') + self.power = config.getint("Inverse Distance Weighting", "power") - ctrl_points = config.get('Control points', 'original control points') + ctrl_points = config.get("Control points", "original control points") self.original_control_points = np.array( - [line.split() for line in ctrl_points.split('\n')], dtype=float) + [line.split() for line in ctrl_points.split("\n")], dtype=float + ) - defo_points = config.get('Control points', 'deformed control points') + defo_points = config.get("Control points", "deformed control points") self.deformed_control_points = np.array( - [line.split() for line in defo_points.split('\n')], dtype=float) + [line.split() for line in defo_points.split("\n")], dtype=float + ) def write_parameters(self, filename): """ @@ -187,21 +205,19 @@ def write_parameters(self, filename): output_string += "# deformation.\n" output_string += "original control points: " - output_string += ( - ' '.join(map(str, self.original_control_points[0])) + "\n") + output_string += " ".join(map(str, self.original_control_points[0])) + "\n" for points in self.original_control_points[1:]: - output_string += 25 * ' ' + ' '.join(map(str, points)) + "\n" + output_string += 25 * " " + " ".join(map(str, points)) + "\n" output_string += "\n" output_string += "# deformed control points collects the coordinates\n" output_string += "# of the interpolation control points after the\n" output_string += "# deformation.\n" output_string += "deformed control points: " - output_string += ( - ' '.join(map(str, self.original_control_points[0])) + "\n") + output_string += " ".join(map(str, self.original_control_points[0])) + "\n" for points in self.deformed_control_points[1:]: - output_string += 25 * ' ' + ' '.join(map(str, points)) + "\n" + output_string += 25 * " " + " ".join(map(str, points)) + "\n" - with open(filename, 'w') as f: + with open(filename, "w") as f: f.write(output_string) def __str__(self): @@ -209,10 +225,10 @@ def __str__(self): This method prints all the IDW parameters on the screen. Its purpose is for debugging. """ - string = '' - string += 'p = {}\n'.format(self.power) - string += '\noriginal_control_points =\n' - string += '{}\n'.format(self.original_control_points) - string += '\ndeformed_control_points =\n' - string += '{}\n'.format(self.deformed_control_points) + string = "" + string += "p = {}\n".format(self.power) + string += "\noriginal_control_points =\n" + string += "{}\n".format(self.original_control_points) + string += "\ndeformed_control_points =\n" + string += "{}\n".format(self.deformed_control_points) return string diff --git a/pygem/khandler.py b/pygem/khandler.py index 1061ea78..6dacf0ba 100644 --- a/pygem/khandler.py +++ b/pygem/khandler.py @@ -1,7 +1,8 @@ """ Derived module from filehandler.py to handle LS-DYNA keyword (.k) files. """ -import re + +import re import numpy as np import pygem.filehandler as fh @@ -18,7 +19,7 @@ class KHandler(fh.FileHandler): def __init__(self): super(KHandler, self).__init__() - self.extensions = ['.k'] + self.extensions = [".k"] def parse(self, filename): """ @@ -39,29 +40,32 @@ def parse(self, filename): mesh_points = [] node_indicator = False - with open(self.infile, 'r') as input_file: + with open(self.infile, "r") as input_file: for num, line in enumerate(input_file): - expression = re.compile(r'(.+?)(?:,|$)') + expression = re.compile(r"(.+?)(?:,|$)") expression = expression.findall(line) if line.startswith("$"): continue - if line.startswith('*NODE'): + if line.startswith("*NODE"): node_indicator = True continue - if line.startswith('*ELEMENT'): + if line.startswith("*ELEMENT"): break if not node_indicator: pass else: if len(expression) == 1: - expression = re.findall(r'\S+', expression[0]) - l = [float(expression[1]), float(expression[2]), - float(expression[3])] + expression = re.findall(r"\S+", expression[0]) + l = [ + float(expression[1]), + float(expression[2]), + float(expression[3]), + ] mesh_points.append(l) mesh_points = np.array(mesh_points) @@ -85,22 +89,22 @@ def write(self, mesh_points, filename): i = 0 node_indicator = False - with open(self.outfile, 'w') as output_file: - with open(self.infile, 'r') as input_file: + with open(self.outfile, "w") as output_file: + with open(self.infile, "r") as input_file: for _, line in enumerate(input_file): - get_num = re.findall(r'[-+]?[0-9]*\.?[0-9]+', line) + get_num = re.findall(r"[-+]?[0-9]*\.?[0-9]+", line) # Write header files - if line.startswith('$'): + if line.startswith("$"): output_file.write(line) continue # Change the node indicator if you find the elements section - if line.startswith('*ELEMENT'): + if line.startswith("*ELEMENT"): node_indicator = False # Change the nodes indicator if you find the nodes section - if line.startswith('*NODE'): + if line.startswith("*NODE"): node_indicator = True output_file.write(line) continue @@ -114,10 +118,12 @@ def write(self, mesh_points, filename): split_line = line.split(" ") # Format the data into correct format - data = [int(get_num[0]), - '{:.10f}'.format(float(mesh_points[i][0])), - '{:.10f}'.format(float(mesh_points[i][1])), - '{:.10f}'.format(float(mesh_points[i][2]))] + data = [ + int(get_num[0]), + "{:.10f}".format(float(mesh_points[i][0])), + "{:.10f}".format(float(mesh_points[i][1])), + "{:.10f}".format(float(mesh_points[i][2])), + ] comma_seperator = False pointer = 0 @@ -128,7 +134,9 @@ def write(self, mesh_points, filename): if value[len(value) - 1] == ",": comma_seperator = True - new_str = value.replace(value[:-1], str(data[pointer])) + new_str = value.replace( + value[:-1], str(data[pointer]) + ) split_line[index] = new_str else: diff --git a/pygem/mdpahandler.py b/pygem/mdpahandler.py index ac341933..d6c0b0a3 100644 --- a/pygem/mdpahandler.py +++ b/pygem/mdpahandler.py @@ -1,6 +1,7 @@ """ Derived module from khandler.py to handle Kratos mesh (.mdpa) files. """ + import numpy as np import pygem.filehandler as fh @@ -17,7 +18,7 @@ class MdpaHandler(fh.FileHandler): def __init__(self): super(MdpaHandler, self).__init__() - self.extensions = ['.mdpa'] + self.extensions = [".mdpa"] def parse(self, filename): """ @@ -36,15 +37,15 @@ def parse(self, filename): self.infile = filename index = -9 mesh_points = [] - with open(self.infile, 'r') as input_file: + with open(self.infile, "r") as input_file: for num, line in enumerate(input_file): - if line.startswith('Begin Nodes'): + if line.startswith("Begin Nodes"): index = num if num == index + 1: - if line.startswith('End Nodes'): + if line.startswith("End Nodes"): break else: - line = line.replace('D', 'E') + line = line.replace("D", "E") li = [] for t in line.split()[1:]: try: @@ -72,19 +73,21 @@ def write(self, mesh_points, filename): self.outfile = filename index = -9 i = 0 - with open(self.outfile, 'w') as output_file: - with open(self.infile, 'r') as input_file: + with open(self.outfile, "w") as output_file: + with open(self.infile, "r") as input_file: for num, line in enumerate(input_file): - if line.startswith('Begin Nodes'): + if line.startswith("Begin Nodes"): index = num if num == index + 1: - if line.startswith('End Nodes'): + if line.startswith("End Nodes"): index = -9 else: - line = (" {:6d} {:23.16E} {:23.16E} {:23.16E}\n" - .format(i+1, mesh_points[i][0], - mesh_points[i][1], - mesh_points[i][2])) + line = " {:6d} {:23.16E} {:23.16E} {:23.16E}\n".format( + i + 1, + mesh_points[i][0], + mesh_points[i][1], + mesh_points[i][2], + ) i += 1 index = num output_file.write(line) diff --git a/pygem/meta.py b/pygem/meta.py index e4f97ee7..abee724f 100644 --- a/pygem/meta.py +++ b/pygem/meta.py @@ -12,7 +12,7 @@ def get_current_year(): - """ Return current year """ + """Return current year""" from datetime import datetime return datetime.now().year @@ -21,9 +21,7 @@ def get_current_year(): __project__ = "PyGeM" __title__ = "pygem" __author__ = "Marco Tezzele, Nicola Demo" -__copyright__ = "Copyright 2017-{}, PyGeM contributors".format( - get_current_year() -) +__copyright__ = "Copyright 2017-{}, PyGeM contributors".format(get_current_year()) __license__ = "MIT" __version__ = "2.0.0" __mail__ = "marcotez@gmail.com, demo.nicola@gmail.com" diff --git a/pygem/openfhandler.py b/pygem/openfhandler.py index d21485ab..7bd02409 100644 --- a/pygem/openfhandler.py +++ b/pygem/openfhandler.py @@ -3,11 +3,13 @@ .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ + import numpy as np import pygem.filehandler as fh import warnings + warnings.warn("This module will be deprecated in next releases", DeprecationWarning) @@ -23,7 +25,7 @@ class OpenFoamHandler(fh.FileHandler): def __init__(self): super(OpenFoamHandler, self).__init__() - self.extensions = [''] + self.extensions = [""] def parse(self, filename): """ @@ -31,7 +33,7 @@ def parse(self, filename): the coordinates. :param string filename: name of the input file. - + :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray @@ -47,14 +49,14 @@ def parse(self, filename): nrow = 0 i = 0 - with open(self.infile, 'r') as input_file: + with open(self.infile, "r") as input_file: for line in input_file: nrow += 1 if nrow == 19: n_points = int(line) mesh_points = np.zeros(shape=(n_points, 3)) if 20 < nrow < 21 + n_points: - line = line[line.index("(") + 1:line.rindex(")")] + line = line[line.index("(") + 1 : line.rindex(")")] j = 0 for number in line.split(): mesh_points[i][j] = float(number) @@ -85,14 +87,23 @@ def write(self, mesh_points, filename): n_points = mesh_points.shape[0] nrow = 0 i = 0 - with open(self.infile, 'r') as input_file, open(self.outfile, - 'w') as output_file: + with ( + open(self.infile, "r") as input_file, + open(self.outfile, "w") as output_file, + ): for line in input_file: nrow += 1 if 20 < nrow < 21 + n_points: - output_file.write('(' + str(mesh_points[i][0]) + ' ' + str( - mesh_points[i][1]) + ' ' + str(mesh_points[i][2]) + ')') - output_file.write('\n') + output_file.write( + "(" + + str(mesh_points[i][0]) + + " " + + str(mesh_points[i][1]) + + " " + + str(mesh_points[i][2]) + + ")" + ) + output_file.write("\n") i += 1 else: output_file.write(line) diff --git a/pygem/rbf.py b/pygem/rbf.py index a887697d..f42ad16e 100644 --- a/pygem/rbf.py +++ b/pygem/rbf.py @@ -24,7 +24,7 @@ is defines as follows .. math:: - \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + + \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + \\sum_{i=1}^{\\mathcal{N}_C} \\gamma_i \\varphi(\\| \\boldsymbol{x} - \\boldsymbol{x_{C_i}} \\|) @@ -55,8 +55,10 @@ Wendland :math:`C^2` basis and Polyharmonic splines all defined and implemented below. """ + import os import numpy as np + try: import configparser as configparser except ImportError: @@ -93,8 +95,8 @@ class RBF(Deformation): basis functions. For details see the class :class:`RBF`. The default value is 0.5. :param dict extra_parameter: the additional parameters that may be passed to - the kernel function. Default is None. - + the kernel function. Default is None. + :cvar numpy.ndarray weights: the matrix formed by the weights corresponding to the a-priori selected N control points, associated to the basis functions and c and Q terms that describe the polynomial of order one @@ -112,7 +114,7 @@ class RBF(Deformation): basis functions. :cvar dict extra: the additional parameters that may be passed to the kernel function. - + :Example: >>> from pygem import RBF @@ -125,39 +127,56 @@ class RBF(Deformation): >>> mesh = np.array([x.ravel(), y.ravel(), z.ravel()]) >>> deformed_mesh = rbf(mesh) """ - def __init__(self, - original_control_points=None, - deformed_control_points=None, - func='gaussian_spline', - radius=0.5, - extra_parameter=None): + + def __init__( + self, + original_control_points=None, + deformed_control_points=None, + func="gaussian_spline", + radius=0.5, + extra_parameter=None, + ): self.basis = func self.radius = radius if original_control_points is None: - self.original_control_points = np.array([[0., 0., 0.], [0., 0., 1.], - [0., 1., 0.], [1., 0., 0.], - [0., 1., 1.], [1., 0., 1.], - [1., 1., 0.], [1., 1., - 1.]]) + self.original_control_points = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] + ) else: self.original_control_points = original_control_points if deformed_control_points is None: - self.deformed_control_points = np.array([[0., 0., 0.], [0., 0., 1.], - [0., 1., 0.], [1., 0., 0.], - [0., 1., 1.], [1., 0., 1.], - [1., 1., 0.], [1., 1., - 1.]]) + self.deformed_control_points = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] + ) else: self.deformed_control_points = deformed_control_points self.extra = extra_parameter if extra_parameter else dict() - self.weights = self._get_weights(self.original_control_points, - self.deformed_control_points) - + self.weights = self._get_weights( + self.original_control_points, self.deformed_control_points + ) @property def n_control_points(self): @@ -189,7 +208,7 @@ def basis(self, func): elif isinstance(func, str): self.__basis = RBFFactory(func) else: - raise TypeError('`func` is not valid.') + raise TypeError("`func` is not valid.") def _get_weights(self, X, Y): """ @@ -221,7 +240,7 @@ def _get_weights(self, X, Y): weights = np.linalg.solve(H, rhs) return weights - def read_parameters(self, filename='parameters_rbf.prm'): + def read_parameters(self, filename="parameters_rbf.prm"): """ Reads in the parameters file and fill the self structure. @@ -229,7 +248,7 @@ def read_parameters(self, filename='parameters_rbf.prm'): parameters_rbf.prm. """ if not isinstance(filename, str): - raise TypeError('filename must be a string') + raise TypeError("filename must be a string") # Checks if the parameters file exists. If not it writes the default # class into filename. It consists in the vetices of a cube of side one @@ -241,29 +260,33 @@ def read_parameters(self, filename='parameters_rbf.prm'): config = configparser.RawConfigParser() config.read(filename) - rbf_settings = dict(config.items('Radial Basis Functions')) - - self.basis = rbf_settings.pop('basis function') - self.radius = float(rbf_settings.pop('radius')) + rbf_settings = dict(config.items("Radial Basis Functions")) + + self.basis = rbf_settings.pop("basis function") + self.radius = float(rbf_settings.pop("radius")) self.extra = {k: eval(v) for k, v in rbf_settings.items()} - ctrl_points = config.get('Control points', 'original control points') - lines = ctrl_points.split('\n') + ctrl_points = config.get("Control points", "original control points") + lines = ctrl_points.split("\n") self.original_control_points = np.array( - list(map(lambda x: x.split(), lines)), dtype=float) + list(map(lambda x: x.split(), lines)), dtype=float + ) - mod_points = config.get('Control points', 'deformed control points') - lines = mod_points.split('\n') + mod_points = config.get("Control points", "deformed control points") + lines = mod_points.split("\n") self.deformed_control_points = np.array( - list(map(lambda x: x.split(), lines)), dtype=float) + list(map(lambda x: x.split(), lines)), dtype=float + ) if len(lines) != self.n_control_points: - raise TypeError("The number of control points must be equal both in" - "the 'original control points' and in the 'deformed" - "control points' section of the parameters file" - "({0!s})".format(filename)) - - def write_parameters(self, filename='parameters_rbf.prm'): + raise TypeError( + "The number of control points must be equal both in" + "the 'original control points' and in the 'deformed" + "control points' section of the parameters file" + "({0!s})".format(filename) + ) + + def write_parameters(self, filename="parameters_rbf.prm"): """ This method writes a parameters file (.prm) called `filename` and fills it with all the parameters class members. Default value is @@ -275,57 +298,67 @@ def write_parameters(self, filename='parameters_rbf.prm'): raise TypeError("filename must be a string") output_string = "" - output_string += '\n[Radial Basis Functions]\n' - output_string += '# This section describes the radial basis functions' - output_string += ' shape.\n' - - output_string += '\n# basis funtion is the name of the basis functions' - output_string += ' to use in the transformation. The functions\n' - output_string += '# implemented so far are: gaussian_spline,' - output_string += ' multi_quadratic_biharmonic_spline,\n' - output_string += '# inv_multi_quadratic_biharmonic_spline,' - output_string += ' thin_plate_spline, beckert_wendland_c2_basis,' - output_string += ' polyharmonic_spline.\n' - output_string += '# For a comprehensive list with details see the' - output_string += ' class RBF.\n' - output_string += 'basis function: {}\n'.format('gaussian_spline') - - output_string += '\n# radius is the scaling parameter r that affects' - output_string += ' the shape of the basis functions. See the' - output_string += ' documentation\n' - output_string += '# of the class RBF for details.\n' - output_string += 'radius: {}\n'.format(str(self.radius)) - - output_string += '\n\n[Control points]\n' - output_string += '# This section describes the RBF control points.\n' - - output_string += '\n# original control points collects the coordinates' - output_string += ' of the interpolation control points before the' - output_string += ' deformation.\n' - - output_string += 'original control points:' + output_string += "\n[Radial Basis Functions]\n" + output_string += "# This section describes the radial basis functions" + output_string += " shape.\n" + + output_string += "\n# basis funtion is the name of the basis functions" + output_string += " to use in the transformation. The functions\n" + output_string += "# implemented so far are: gaussian_spline," + output_string += " multi_quadratic_biharmonic_spline,\n" + output_string += "# inv_multi_quadratic_biharmonic_spline," + output_string += " thin_plate_spline, beckert_wendland_c2_basis," + output_string += " polyharmonic_spline.\n" + output_string += "# For a comprehensive list with details see the" + output_string += " class RBF.\n" + output_string += "basis function: {}\n".format("gaussian_spline") + + output_string += "\n# radius is the scaling parameter r that affects" + output_string += " the shape of the basis functions. See the" + output_string += " documentation\n" + output_string += "# of the class RBF for details.\n" + output_string += "radius: {}\n".format(str(self.radius)) + + output_string += "\n\n[Control points]\n" + output_string += "# This section describes the RBF control points.\n" + + output_string += "\n# original control points collects the coordinates" + output_string += " of the interpolation control points before the" + output_string += " deformation.\n" + + output_string += "original control points:" offset = 1 for i in range(0, self.n_control_points): - output_string += offset * ' ' + str( - self.original_control_points[i][0]) + ' ' + str( - self.original_control_points[i][1]) + ' ' + str( - self.original_control_points[i][2]) + '\n' + output_string += ( + offset * " " + + str(self.original_control_points[i][0]) + + " " + + str(self.original_control_points[i][1]) + + " " + + str(self.original_control_points[i][2]) + + "\n" + ) offset = 25 - output_string += '\n# deformed control points collects the coordinates' - output_string += ' of the interpolation control points after the' - output_string += ' deformation.\n' + output_string += "\n# deformed control points collects the coordinates" + output_string += " of the interpolation control points after the" + output_string += " deformation.\n" - output_string += 'deformed control points:' + output_string += "deformed control points:" offset = 1 for i in range(0, self.n_control_points): - output_string += offset * ' ' + str( - self.deformed_control_points[i][0]) + ' ' + str( - self.deformed_control_points[i][1]) + ' ' + str( - self.deformed_control_points[i][2]) + '\n' + output_string += ( + offset * " " + + str(self.deformed_control_points[i][0]) + + " " + + str(self.deformed_control_points[i][1]) + + " " + + str(self.deformed_control_points[i][2]) + + "\n" + ) offset = 25 - with open(filename, 'w') as f: + with open(filename, "w") as f: f.write(output_string) def __str__(self): @@ -333,14 +366,14 @@ def __str__(self): This method prints all the RBF parameters on the screen. Its purpose is for debugging. """ - string = '' - string += 'basis function = {}\n'.format(self.basis) - string += 'radius = {}\n'.format(self.radius) - string += 'extra_parameter = {}\n'.format(self.extra) - string += '\noriginal control points =\n' - string += '{}\n'.format(self.original_control_points) - string += '\ndeformed control points =\n' - string += '{}\n'.format(self.deformed_control_points) + string = "" + string += "basis function = {}\n".format(self.basis) + string += "radius = {}\n".format(self.radius) + string += "extra_parameter = {}\n".format(self.extra) + string += "\noriginal control points =\n" + string += "{}\n".format(self.original_control_points) + string += "\ndeformed control points =\n" + string += "{}\n".format(self.deformed_control_points) return string def plot_points(self, filename=None): @@ -352,27 +385,34 @@ def plot_points(self, filename=None): on the specified `filename`. Default is None. """ fig = plt.figure(1) - axes = fig.add_subplot(111, projection='3d') - orig = axes.scatter(self.original_control_points[:, 0], - self.original_control_points[:, 1], - self.original_control_points[:, 2], - c='blue', - marker='o') - defor = axes.scatter(self.deformed_control_points[:, 0], - self.deformed_control_points[:, 1], - self.deformed_control_points[:, 2], - c='red', - marker='x') - - axes.set_xlabel('X axis') - axes.set_ylabel('Y axis') - axes.set_zlabel('Z axis') - - plt.legend((orig, defor), ('Original', 'Deformed'), - scatterpoints=1, - loc='lower left', - ncol=2, - fontsize=10) + axes = fig.add_subplot(111, projection="3d") + orig = axes.scatter( + self.original_control_points[:, 0], + self.original_control_points[:, 1], + self.original_control_points[:, 2], + c="blue", + marker="o", + ) + defor = axes.scatter( + self.deformed_control_points[:, 0], + self.deformed_control_points[:, 1], + self.deformed_control_points[:, 2], + c="red", + marker="x", + ) + + axes.set_xlabel("X axis") + axes.set_ylabel("Y axis") + axes.set_zlabel("Z axis") + + plt.legend( + (orig, defor), + ("Original", "Deformed"), + scatterpoints=1, + loc="lower left", + ncol=2, + fontsize=10, + ) # Show the plot to the screen if filename is None: @@ -385,8 +425,9 @@ def compute_weights(self): This method compute the weights according to the `original_control_points` and `deformed_control_points` arrays. """ - self.weights = self._get_weights(self.original_control_points, - self.deformed_control_points) + self.weights = self._get_weights( + self.original_control_points, self.deformed_control_points + ) def __call__(self, src_pts): """ @@ -396,10 +437,9 @@ def __call__(self, src_pts): self.compute_weights() H = np.zeros((src_pts.shape[0], self.n_control_points + 3 + 1)) - H[:, :self.n_control_points] = self.basis( - cdist(src_pts, self.original_control_points), - self.radius, - **self.extra) + H[:, : self.n_control_points] = self.basis( + cdist(src_pts, self.original_control_points), self.radius, **self.extra + ) H[:, self.n_control_points] = 1.0 H[:, -3:] = src_pts return np.asarray(np.dot(H, self.weights)) diff --git a/pygem/rbf_factory.py b/pygem/rbf_factory.py index 8441c0d8..eaad6717 100644 --- a/pygem/rbf_factory.py +++ b/pygem/rbf_factory.py @@ -1,10 +1,11 @@ """ Factory class for radial basis functions """ + import numpy as np -class classproperty(): +class classproperty: def __init__(self, f): self.f = f @@ -12,18 +13,19 @@ def __get__(self, obj, owner): return self.f(owner) -class RBFFactory(): +class RBFFactory: """ Factory class that spawns the radial basis functions. :Example: - + >>> from pygem import RBFFactory >>> import numpy as np >>> x = np.linspace(0, 1) >>> for fname in RBFFactory.bases: >>> y = RBFFactory(fname)(x) """ + @staticmethod def gaussian_spline(X, r=1): """ @@ -89,11 +91,11 @@ def thin_plate_spline(X, r=1, k=2): With k=2 the function is "radius free", that means independent of radius value. :param numpy.ndarray X: the norm x in the formula above. - :param float r: the parameter r in the formula above. + :param float r: the parameter r in the formula above. :param float k: the parameter k in the formula above. - + :return: result: the result of the formula above. - :rtype: float + :rtype: float """ arg = X / r result = np.power(arg, k) @@ -106,7 +108,7 @@ def beckert_wendland_c2_basis(X, r=1): It implements the following formula: .. math:: - \\varphi(\\boldsymbol{x}) = + \\varphi(\\boldsymbol{x}) = \\left( 1 - \\frac{\\boldsymbol{x}}{r}\\right)^4 + \\left( 4 \\frac{ \\boldsymbol{x} }{r} + 1 \\right) @@ -158,9 +160,11 @@ def polyharmonic_spline(X, r=1, k=2): return np.power(r_sc, k) # k even - result = np.where(r_sc < 1, - np.power(r_sc, k - 1) * np.log(np.power(r_sc, r_sc)), - np.power(r_sc, k) * np.log(r_sc)) + result = np.where( + r_sc < 1, + np.power(r_sc, k - 1) * np.log(np.power(r_sc, r_sc)), + np.power(r_sc, k) * np.log(r_sc), + ) return result ############################################################################ @@ -171,14 +175,12 @@ def polyharmonic_spline(X, r=1, k=2): ## ## ############################################################################ __bases = { - 'gaussian_spline': gaussian_spline.__func__, - 'multi_quadratic_biharmonic_spline': - multi_quadratic_biharmonic_spline.__func__, - 'inv_multi_quadratic_biharmonic_spline': - inv_multi_quadratic_biharmonic_spline.__func__, - 'thin_plate_spline': thin_plate_spline.__func__, - 'beckert_wendland_c2_basis': beckert_wendland_c2_basis.__func__, - 'polyharmonic_spline': polyharmonic_spline.__func__ + "gaussian_spline": gaussian_spline.__func__, + "multi_quadratic_biharmonic_spline": multi_quadratic_biharmonic_spline.__func__, + "inv_multi_quadratic_biharmonic_spline": inv_multi_quadratic_biharmonic_spline.__func__, + "thin_plate_spline": thin_plate_spline.__func__, + "beckert_wendland_c2_basis": beckert_wendland_c2_basis.__func__, + "polyharmonic_spline": polyharmonic_spline.__func__, } def __new__(self, fname): @@ -190,7 +192,8 @@ def __new__(self, fname): raise NameError( """The name of the basis function in the parameters file is not correct or not implemented. Check the documentation for - all the available functions.""") + all the available functions.""" + ) @classproperty def bases(self): diff --git a/pygem/stlhandler.py b/pygem/stlhandler.py index e2219183..63fbc698 100644 --- a/pygem/stlhandler.py +++ b/pygem/stlhandler.py @@ -3,8 +3,9 @@ .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ + import numpy as np from mpl_toolkits import mplot3d import matplotlib.pyplot as plt @@ -12,6 +13,7 @@ import pygem.filehandler as fh import vtk import warnings + warnings.warn("This module will be deprecated in next releases", DeprecationWarning) @@ -27,7 +29,7 @@ class StlHandler(fh.FileHandler): def __init__(self): super(StlHandler, self).__init__() - self.extensions = ['.stl'] + self.extensions = [".stl"] def parse(self, filename): """ @@ -35,7 +37,7 @@ def parse(self, filename): coordinates. :param string filename: name of the input file. - + :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray @@ -54,8 +56,7 @@ def parse(self, filename): mesh_points = np.zeros([n_points, 3]) for i in range(n_points): - mesh_points[i][0], mesh_points[i][1], mesh_points[i][ - 2] = data.GetPoint(i) + mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = data.GetPoint(i) return mesh_points @@ -109,7 +110,7 @@ def plot(self, plot_file=None, save_fig=False): :param string plot_file: the stl filename you want to plot. :param bool save_fig: a flag to save the figure in png or not. If True the plot is not shown. The default value is False. - + :return: figure: matlplotlib structure for the figure of the chosen geometry :rtype: matplotlib.pyplot.figure @@ -135,36 +136,39 @@ def plot(self, plot_file=None, save_fig=False): for i in range(0, ncells): for j in range(0, 3): cell = data.GetCell(i).GetPointId(j) - vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint( - int(cell)) + vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint(int(cell)) tri = a3.art3d.Poly3DCollection([vtx[i]]) - tri.set_color('b') - tri.set_edgecolor('k') + tri.set_color("b") + tri.set_edgecolor("k") axes.add_collection3d(tri) ## Get the limits of the axis and center the geometry max_dim = np.array( - [np.max(vtx[:, :, 0]), - np.max(vtx[:, :, 1]), - np.max(vtx[:, :, 2])]) + [np.max(vtx[:, :, 0]), np.max(vtx[:, :, 1]), np.max(vtx[:, :, 2])] + ) min_dim = np.array( - [np.min(vtx[:, :, 0]), - np.min(vtx[:, :, 1]), - np.min(vtx[:, :, 2])]) + [np.min(vtx[:, :, 0]), np.min(vtx[:, :, 1]), np.min(vtx[:, :, 2])] + ) max_lenght = np.max(max_dim - min_dim) - axes.set_xlim(-.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - .6 * max_lenght + (max_dim[0] + min_dim[0]) / 2) - axes.set_ylim(-.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - .6 * max_lenght + (max_dim[1] + min_dim[1]) / 2) - axes.set_zlim(-.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - .6 * max_lenght + (max_dim[2] + min_dim[2]) / 2) + axes.set_xlim( + -0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + 0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + ) + axes.set_ylim( + -0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + 0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + ) + axes.set_zlim( + -0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + 0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + ) # Show the plot to the screen if not save_fig: plt.show() else: - figure.savefig(plot_file.split('.')[0] + '.png') + figure.savefig(plot_file.split(".")[0] + ".png") return figure diff --git a/pygem/unvhandler.py b/pygem/unvhandler.py index bd772b5d..fdde51df 100644 --- a/pygem/unvhandler.py +++ b/pygem/unvhandler.py @@ -3,11 +3,13 @@ .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ + import numpy as np import pygem.filehandler as fh import warnings + warnings.warn("This module will be deprecated in next releases", DeprecationWarning) @@ -23,7 +25,7 @@ class UnvHandler(fh.FileHandler): def __init__(self): super(UnvHandler, self).__init__() - self.extensions = ['.unv'] + self.extensions = [".unv"] def parse(self, filename): """ @@ -44,15 +46,15 @@ def parse(self, filename): index = -9 mesh_points = [] - with open(self.infile, 'r') as input_file: + with open(self.infile, "r") as input_file: for num, line in enumerate(input_file): - if line.startswith(' 2411'): + if line.startswith(" 2411"): index = num if num == index + 2: - if line.startswith(' -1'): + if line.startswith(" -1"): break else: - line = line.replace('D', 'E') + line = line.replace("D", "E") l = [] for t in line.split(): try: @@ -83,20 +85,21 @@ def write(self, mesh_points, filename): index = -9 i = 0 - with open(self.outfile, 'w') as output_file: - with open(self.infile, 'r') as input_file: + with open(self.outfile, "w") as output_file: + with open(self.infile, "r") as input_file: for num, line in enumerate(input_file): - if line.startswith(' 2411'): + if line.startswith(" 2411"): index = num if num == index + 2: - if line.startswith(' -1'): + if line.startswith(" -1"): index = -9 output_file.write(line) else: for j in range(0, 3): - output_file.write(3 * ' ' + '{:.16E}'.format( - mesh_points[i][j])) - output_file.write('\n') + output_file.write( + 3 * " " + "{:.16E}".format(mesh_points[i][j]) + ) + output_file.write("\n") i += 1 index = num else: diff --git a/pygem/utils.py b/pygem/utils.py index 6bfb066b..71ef1b1d 100644 --- a/pygem/utils.py +++ b/pygem/utils.py @@ -2,6 +2,7 @@ Utilities for the affine transformations of the bounding box of the Free Form Deformation. """ + import math from functools import reduce import numpy as np @@ -44,17 +45,20 @@ def angles2matrix(rot_z=0, rot_y=0, rot_x=0): cos = math.cos(rot_z) sin = math.sin(rot_z) rot_matrix.append( - np.array([cos, -sin, 0, sin, cos, 0, 0, 0, 1]).reshape((3, 3))) + np.array([cos, -sin, 0, sin, cos, 0, 0, 0, 1]).reshape((3, 3)) + ) if rot_y: cos = math.cos(rot_y) sin = math.sin(rot_y) rot_matrix.append( - np.array([cos, 0, sin, 0, 1, 0, -sin, 0, cos]).reshape((3, 3))) + np.array([cos, 0, sin, 0, 1, 0, -sin, 0, cos]).reshape((3, 3)) + ) if rot_x: cos = math.cos(rot_x) sin = math.sin(rot_x) rot_matrix.append( - np.array([1, 0, 0, 0, cos, -sin, 0, sin, cos]).reshape((3, 3))) + np.array([1, 0, 0, 0, cos, -sin, 0, sin, cos]).reshape((3, 3)) + ) if rot_matrix: return reduce(np.dot, rot_matrix[::-1]) return np.eye(3) @@ -89,15 +93,14 @@ def fit_affine_transformation(points_start, points_end): dim = len(points_start[0]) if len(points_start) < dim: - raise RuntimeError( - "Too few starting points => under-determined system.") + raise RuntimeError("Too few starting points => under-determined system.") def pad_column_ones(x): - """ Add right column of 1.0 to the given 2D numpy array """ + """Add right column of 1.0 to the given 2D numpy array""" return np.hstack([x, np.ones((x.shape[0], 1))]) def unpad_column(x): - """ Remove last column to the given 2D numpy array """ + """Remove last column to the given 2D numpy array""" return x[:, :-1] def transform(src): @@ -109,13 +112,11 @@ def transform(src): A, res, rank, _ = np.linalg.lstsq(X, Y, rcond=None) # TODO add check condition number - #if np.linalg.cond(A) >= 1 / sys.float_info.epsilon: + # if np.linalg.cond(A) >= 1 / sys.float_info.epsilon: # raise RuntimeError( # "Error: singular matrix. Points are probably coplanar.") - return unpad_column( - np.dot( - pad_column_ones(np.atleast_2d(src)), - A) - ).reshape(shape) + return unpad_column(np.dot(pad_column_ones(np.atleast_2d(src)), A)).reshape( + shape + ) return transform diff --git a/pygem/vffd.py b/pygem/vffd.py index c464ec25..660bdbd9 100644 --- a/pygem/vffd.py +++ b/pygem/vffd.py @@ -1,12 +1,14 @@ from pygem.cffd import CFFD import numpy as np + + class VFFD(CFFD): - ''' + """ Class that handles the Volumetric Free Form Deformation on the mesh points. - + :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. + :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. The second one is for functions that are F in the coordinates of the points. The first option implies the second, but is optimal for that class of functions. :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). @@ -22,11 +24,11 @@ class VFFD(CFFD): z, normalized with the box length z. :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. - :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce the constraint. + :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce the constraint. The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement on x,y,z respectively. Default is all true. - :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class + :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class on which axis which constraint depends on. The tensor has shape (n_cons,3), where the last dimension indicates dependency on on x,y,z respectively. Default is all true. It used only in the triaffine mode. @@ -45,7 +47,8 @@ class VFFD(CFFD): >>> new_mesh_points = vffd(original_mesh_points) >>> assert np.isclose(np.linalg.norm(vffd.fun(new_mesh_points) - b), np.array([0.]), atol=1e-07) - ''' + """ + def __init__(self, triangles, fixval, n_control_points=None, ffd_mask=None): super().__init__(fixval, None, n_control_points, ffd_mask, None) @@ -63,5 +66,3 @@ def _volume(x, triangles): x = x.reshape(-1, 3) mesh = x[triangles] return np.array([np.sum(np.linalg.det(mesh))]) - - diff --git a/pygem/vtkhandler.py b/pygem/vtkhandler.py index 3fcb61ab..974a3a2b 100644 --- a/pygem/vtkhandler.py +++ b/pygem/vtkhandler.py @@ -3,14 +3,16 @@ .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ + import numpy as np import matplotlib.pyplot as plt import mpl_toolkits.mplot3d as a3 import vtk import pygem.filehandler as fh import warnings + warnings.warn("This module will be deprecated in next releases", DeprecationWarning) @@ -26,7 +28,7 @@ class VtkHandler(fh.FileHandler): def __init__(self): super(VtkHandler, self).__init__() - self.extensions = ['.vtk'] + self.extensions = [".vtk"] def parse(self, filename): """ @@ -59,8 +61,7 @@ def parse(self, filename): mesh_points = np.zeros([n_points, 3]) for i in range(n_points): - mesh_points[i][0], mesh_points[i][1], mesh_points[i][ - 2] = data.GetPoint(i) + mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = data.GetPoint(i) return mesh_points @@ -108,7 +109,7 @@ def plot(self, plot_file=None, save_fig=False): :param string plot_file: the vtk filename you want to plot. :param bool save_fig: a flag to save the figure in png or not. If True the plot is not shown. - + :return: figure: matlplotlib structure for the figure of the chosen geometry :rtype: matplotlib.pyplot.figure @@ -134,36 +135,39 @@ def plot(self, plot_file=None, save_fig=False): for i in range(0, ncells): for j in range(0, 3): cell = data.GetCell(i).GetPointId(j) - vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint( - int(cell)) + vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint(int(cell)) tri = a3.art3d.Poly3DCollection([vtx[i]]) - tri.set_color('b') - tri.set_edgecolor('k') + tri.set_color("b") + tri.set_edgecolor("k") axes.add_collection3d(tri) ## Get the limits of the axis and center the geometry max_dim = np.array( - [np.max(vtx[:, :, 0]), - np.max(vtx[:, :, 1]), - np.max(vtx[:, :, 2])]) + [np.max(vtx[:, :, 0]), np.max(vtx[:, :, 1]), np.max(vtx[:, :, 2])] + ) min_dim = np.array( - [np.min(vtx[:, :, 0]), - np.min(vtx[:, :, 1]), - np.min(vtx[:, :, 2])]) + [np.min(vtx[:, :, 0]), np.min(vtx[:, :, 1]), np.min(vtx[:, :, 2])] + ) max_lenght = np.max(max_dim - min_dim) - axes.set_xlim(-.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - .6 * max_lenght + (max_dim[0] + min_dim[0]) / 2) - axes.set_ylim(-.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - .6 * max_lenght + (max_dim[1] + min_dim[1]) / 2) - axes.set_zlim(-.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - .6 * max_lenght + (max_dim[2] + min_dim[2]) / 2) + axes.set_xlim( + -0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + 0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + ) + axes.set_ylim( + -0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + 0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + ) + axes.set_zlim( + -0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + 0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + ) # Show the plot to the screen if not save_fig: plt.show() else: - figure.savefig(plot_file.split('.')[0] + '.png') + figure.savefig(plot_file.split(".")[0] + ".png") return figure diff --git a/pyproject.toml b/pyproject.toml index afd87c24..e69de29b 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,64 +0,0 @@ -[build-system] -requires = ["setuptools>=45", "wheel"] -build-backend = "setuptools.build_meta" - -[project] -name = "pygem" -dynamic = ["version"] -description = "Python Geometrical Morphing" -readme = {file = "README.md", content-type = "text/markdown"} -keywords = ["dimension_reduction", "mathematics", "ffd", "morphing", "iges", "stl", "vtk", "openfoam"] -authors = [ - {name = "Marco Tezzele", email = "marcotez@gmail.com"}, - {name = "Nicola Demo", email = "demo.nicola@gmail.com"}, - {name = "Andrea Mola", email = "amola@sissa.it"} -] -license = {text = "MIT"} -classifiers = [ - "Development Status :: 5 - Production/Stable", - "License :: OSI Approved :: MIT License", - "Programming Language :: Python :: 3", - "Programming Language :: Python :: 3.9", - "Programming Language :: Python :: 3.10", - "Programming Language :: Python :: 3.11", - "Programming Language :: Python :: 3.12", - "Intended Audience :: Science/Research", - "Topic :: Scientific/Engineering :: Mathematics" -] -requires-python = ">=3.9" -dependencies = [ - "future", - "numpy>=1.21.0", - "scipy>=1.7.0", - "matplotlib>=3.5.0" -] - -[project.urls] -Homepage = "https://github.com/mathLab/PyGeM" -Documentation = "http://mathlab.github.io/PyGeM/" -Repository = "https://github.com/mathLab/PyGeM" -"Bug Reports" = "https://github.com/mathLab/PyGeM/issues" - -[project.optional-dependencies] -docs = [ - "Sphinx>=5.0.0", - "sphinx_rtd_theme>=1.0.0" -] -test = [ - "pytest>=6.0.0", - "pytest-cov>=3.0.0" -] -dev = [ - "Sphinx>=5.0.0", - "sphinx_rtd_theme>=1.0.0", - "pytest>=6.0.0", - "pytest-cov>=3.0.0" -] - -[tool.setuptools] -include-package-data = true - -[tool.setuptools.packages.find] -where = ["."] -include = ["pygem*"] -exclude = ["tests*", "docs*", "tutorials*"] diff --git a/setup.py b/setup.py new file mode 100644 index 00000000..4b9ae42b --- /dev/null +++ b/setup.py @@ -0,0 +1,71 @@ +""" +PyGeM setup.py +""" + +from setuptools import setup, find_packages + +meta = {} +with open("pygem/meta.py") as fp: + exec(fp.read(), meta) + +# Package meta-data. +NAME = meta["__title__"] +DESCRIPTION = "Python Geometrical Morphing." +URL = "https://github.com/mathLab/PyGeM" +MAIL = meta["__mail__"] +AUTHOR = meta["__author__"] +VERSION = meta["__version__"] +KEYWORDS = "dimension_reduction mathematics ffd morphing iges stl vtk openfoam" + +REQUIRED = [ + "future", + "numpy", + "scipy", + "matplotlib", +] + +EXTRAS = { + "docs": ["Sphinx>=1.4", "sphinx_rtd_theme"], + "test": ["pytest", "pytest-cov"], +} + +LDESCRIPTION = ( + "PyGeM is a python package using Free Form Deformation, Radial Basis " + "Functions and Inverse Distance Weighting to parametrize and morph " + "complex geometries. It is ideally suited for actual industrial problems, " + "since it allows to handle:\n" + "1) Computer Aided Design files (in .iges, .step, and .stl formats) Mesh " + "files (in .unv and OpenFOAM formats)\n" + "2) Output files (in .vtk format)\n" + "3) LS-Dyna Keyword files (.k format).\n" + "\n" + "By now, it has been used with meshes with up to 14 milions of cells. Try " + "with more and more complicated input files! See the Examples section " + "below and the Tutorials to have an idea of the potential of this package." +) + + +setup( + name=NAME, + version=VERSION, + description=DESCRIPTION, + long_description=LDESCRIPTION, + author=AUTHOR, + author_email=MAIL, + classifiers=[ + "Development Status :: 5 - Production/Stable", + "License :: OSI Approved :: MIT License", + "Programming Language :: Python :: 3", + "Programming Language :: Python :: 3.7", + "Intended Audience :: Science/Research", + "Topic :: Scientific/Engineering :: Mathematics", + ], + keywords=KEYWORDS, + url=URL, + license="MIT", + packages=find_packages(), + install_requires=REQUIRED, + extras_require=EXTRAS, + include_package_data=True, + zip_safe=False, +) diff --git a/test.py b/test.py index 2d2124ad..3b792cc0 100644 --- a/test.py +++ b/test.py @@ -1,12 +1,13 @@ import matplotlib -matplotlib.use('agg') + +matplotlib.use("agg") import nose test_defaults = [ - 'tests/test_ffd.py', - 'tests/test_idw.py', - 'tests/test_rbf.py', + "tests/test_ffd.py", + "tests/test_idw.py", + "tests/test_rbf.py", #'tests/test_khandler.py', #'tests/test_mdpahandler.py', #'tests/test_openfhandler.py', @@ -17,21 +18,23 @@ test_cad = [ - 'tests/test_ffdcad.py', + "tests/test_ffdcad.py", ] -default_argv = ['--tests'] + test_defaults -cad_argv = ['--tests'] + test_cad +default_argv = ["--tests"] + test_defaults +cad_argv = ["--tests"] + test_cad -return_value = 0 # Success +return_value = 0 # Success try: import pygem.cad + return_value = 1 if nose.run(argv=cad_argv) is False else 0 except: - print('module OCC not found, skip tests for CAD') + print("module OCC not found, skip tests for CAD") return_value = 1 if nose.run(argv=default_argv) is False else 0 import sys + sys.exit(int(return_value)) diff --git a/tests/__init__.py b/tests/__init__.py index 9bf3620b..290cc21f 100644 --- a/tests/__init__.py +++ b/tests/__init__.py @@ -1,3 +1,3 @@ import matplotlib -matplotlib.use('Agg') \ No newline at end of file +matplotlib.use("Agg") diff --git a/tests/test_bffd.py b/tests/test_bffd.py index b645fa34..2f6c9145 100644 --- a/tests/test_bffd.py +++ b/tests/test_bffd.py @@ -16,8 +16,11 @@ def test_nothing_happens_bffd(self): cffd = BFFD(b) cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert np.linalg.norm(original_mesh_points - new_mesh_points - ) / np.linalg.norm(original_mesh_points) < 1e-02 + assert ( + np.linalg.norm(original_mesh_points - new_mesh_points) + / np.linalg.norm(original_mesh_points) + < 1e-02 + ) def test_constraint_bffd(self): np.random.seed(0) @@ -25,8 +28,10 @@ def test_constraint_bffd(self): A = np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) b = np.mean(original_mesh_points, axis=0) + 0.02 * np.random.rand(3) cffd = BFFD(b) - cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') + cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert np.linalg.norm( - b - np.mean(new_mesh_points, axis=0)) / np.linalg.norm(b) < 1e-02 + assert ( + np.linalg.norm(b - np.mean(new_mesh_points, axis=0)) / np.linalg.norm(b) + < 1e-02 + ) diff --git a/tests/test_cffd.py b/tests/test_cffd.py index b638b925..5c73fb97 100644 --- a/tests/test_cffd.py +++ b/tests/test_cffd.py @@ -20,8 +20,11 @@ def fun(x): cffd = CFFD(b, fun) cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert np.linalg.norm(original_mesh_points - new_mesh_points - ) / np.linalg.norm(original_mesh_points) < 1e-02 + assert ( + np.linalg.norm(original_mesh_points - new_mesh_points) + / np.linalg.norm(original_mesh_points) + < 1e-02 + ) def test_constraint_cffd(self): np.random.seed(0) @@ -34,9 +37,7 @@ def fun(x): b = fun(original_mesh_points) + 0.02 * np.random.rand(3) cffd = CFFD(b, fun) - cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') + cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert np.linalg.norm(b - - fun(new_mesh_points)) / np.linalg.norm(b) < 1e-02 - + assert np.linalg.norm(b - fun(new_mesh_points)) / np.linalg.norm(b) < 1e-02 diff --git a/tests/test_custom_deformation.py b/tests/test_custom_deformation.py index f6b599f1..8fb107e2 100644 --- a/tests/test_custom_deformation.py +++ b/tests/test_custom_deformation.py @@ -20,12 +20,14 @@ def get_cube_mesh_points(self): def test_class_members_func(self): def move(x): return x + x**2 + CustomDeformation(move) def test_ffd_sphere_mod(self): def move(x): x0, x1, x2 = x return [x0**2, x1, x2] + deform = CustomDeformation(move) mesh_points = self.get_cube_mesh_points() mesh_points_test = deform(mesh_points) diff --git a/tests/test_custom_deformation_cad.py b/tests/test_custom_deformation_cad.py index 144fa247..f400c039 100644 --- a/tests/test_custom_deformation_cad.py +++ b/tests/test_custom_deformation_cad.py @@ -10,13 +10,15 @@ class TestCustomDeformation(TestCase): def test_class_members_func(self): def move(x): return x + x**2 + deform = CustomDeformation(move) def test_customdeform_cad_type(self): def move(x): x0, x1, x2 = x return [x0**2, x1, x2] - filename = 'tests/test_datasets/test_pipe_hollow.iges' + + filename = "tests/test_datasets/test_pipe_hollow.iges" orig_shape = CADDeformation.read_shape(filename) deform = CustomDeformation(move) new_shape = deform(orig_shape) diff --git a/tests/test_elmerhandler.py b/tests/test_elmerhandler.py index 1fd1b9cc..8ba45db6 100644 --- a/tests/test_elmerhandler.py +++ b/tests/test_elmerhandler.py @@ -9,7 +9,7 @@ class TestElmerHandler(TestCase): def test_elmer_instantiation(self): elmer_handler = elh.ElmerHandler() - + def test_elmer_default_infile_member(self): elmer_handler = elh.ElmerHandler() self.assertIsNone(elmer_handler.infile) @@ -20,97 +20,82 @@ def test_elmer_default_outfile_member(self): def test_elmer_default_extension_member(self): elmer_handler = elh.ElmerHandler() - self.assertListEqual(elmer_handler.extensions, ['.nodes']) + self.assertListEqual(elmer_handler.extensions, [".nodes"]) def test_elmer_parse_failing_filename_type(self): elmer_handler = elh.ElmerHandler() with self.assertRaises(TypeError): - mesh_points = elmer_handler.parse(.2) + mesh_points = elmer_handler.parse(0.2) def test_elmer_parse_failing_check_extension(self): elmer_handler = elh.ElmerHandler() with self.assertRaises(ValueError): - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_square.iges') + mesh_points = elmer_handler.parse("tests/test_datasets/test_square.iges") def test_elmer_parse_infile(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') - self.assertEqual(elmer_handler.infile, - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + self.assertEqual(elmer_handler.infile, "tests/test_datasets/test_elmer.nodes") def test_elmer_parse_shape(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") self.assertTupleEqual(mesh_points.shape, (240, 3)) def test_elmer_parse_coords_1(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") np.testing.assert_almost_equal(mesh_points[33][0], 2.94650796191) def test_open_foam_parse_coords_2(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") np.testing.assert_almost_equal(mesh_points[149][1], 2) def test_elmer_parse_coords_3(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') - np.testing.assert_almost_equal(mesh_points[239][2], .0) + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + np.testing.assert_almost_equal(mesh_points[239][2], 0.0) def test_elmer_parse_coords_4(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_elmer_parse_coords_5(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") np.testing.assert_almost_equal(mesh_points[-1][1], 2) def test_elmer_write_failing_filename_type(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") with self.assertRaises(TypeError): - elmer_handler.write(mesh_points, -1.) + elmer_handler.write(mesh_points, -1.0) def test_elmer_write_failing_check_extension(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") with self.assertRaises(ValueError): - elmer_handler.write(mesh_points, - 'tests/test_datasets/test_square.iges') + elmer_handler.write(mesh_points, "tests/test_datasets/test_square.iges") def test_elmer_write_failing_infile_instantiation(self): elmer_handler = elh.ElmerHandler() mesh_points = np.zeros((40, 3)) with self.assertRaises(RuntimeError): - elmer_handler.write(mesh_points, - 'tests/test_datasets/test_elmer_out.nodes') + elmer_handler.write(mesh_points, "tests/test_datasets/test_elmer_out.nodes") def test_elmer_write_outfile(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') - outfilename = 'tests/test_datasets/test_elmer_out.nodes' + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + outfilename = "tests/test_datasets/test_elmer_out.nodes" elmer_handler.write(mesh_points, outfilename) self.assertEqual(elmer_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) def test_elmer_write_comparison(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse( - 'tests/test_datasets/test_elmer.nodes') + mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") mesh_points[0] = [0.1, 1.1, 0.1] mesh_points[1] = [0.1, 1.2, 0.1] mesh_points[2] = [0.1, 1.6, 0.1] @@ -120,9 +105,9 @@ def test_elmer_write_comparison(self): mesh_points[-3] = [26.2, 1.6, 0.1] mesh_points[-2] = [26.2, 2.01666666667, 0.1] mesh_points[-1] = [26.2, 2.1, 0.1] - - outfilename = 'tests/test_datasets/test_elmer_out.nodes' - outfilename_expected = 'tests/test_datasets/test_elmer_out_true.nodes' + + outfilename = "tests/test_datasets/test_elmer_out.nodes" + outfilename_expected = "tests/test_datasets/test_elmer_out_true.nodes" elmer_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) diff --git a/tests/test_ffd.py b/tests/test_ffd.py index 11702a52..b0219188 100644 --- a/tests/test_ffd.py +++ b/tests/test_ffd.py @@ -6,7 +6,6 @@ from pygem import FFD - class TestFFD(TestCase): def test_class_members_default_n_control_points(self): params = FFD() @@ -14,7 +13,7 @@ def test_class_members_default_n_control_points(self): def test_class_members_default_conversion_unit(self): params = FFD() - assert params.conversion_unit == 1. + assert params.conversion_unit == 1.0 def test_class_members_default_box_length(self): params = FFD() @@ -30,18 +29,15 @@ def test_class_members_default_rot_angle(self): def test_class_members_default_array_mu_x(self): params = FFD() - np.testing.assert_array_almost_equal(params.array_mu_x, - np.zeros((2, 2, 2))) + np.testing.assert_array_almost_equal(params.array_mu_x, np.zeros((2, 2, 2))) def test_class_members_default_array_mu_y(self): params = FFD() - np.testing.assert_array_almost_equal(params.array_mu_y, - np.zeros((2, 2, 2))) + np.testing.assert_array_almost_equal(params.array_mu_y, np.zeros((2, 2, 2))) def test_class_members_default_array_mu_z(self): params = FFD() - np.testing.assert_array_almost_equal(params.array_mu_z, - np.zeros((2, 2, 2))) + np.testing.assert_array_almost_equal(params.array_mu_z, np.zeros((2, 2, 2))) def test_class_members_default_rotation_matrix(self): params = FFD() @@ -49,10 +45,10 @@ def test_class_members_default_rotation_matrix(self): def test_class_members_default_position_vertices(self): params = FFD() - expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], - [0., 0., 1.]]) - np.testing.assert_array_almost_equal(params.position_vertices, - expected_matrix) + expected_matrix = np.array( + [[0.0, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0], [0.0, 0.0, 1.0]] + ) + np.testing.assert_array_almost_equal(params.position_vertices, expected_matrix) def test_class_members_generic_n_control_points(self): params = FFD([2, 3, 5]) @@ -60,18 +56,15 @@ def test_class_members_generic_n_control_points(self): def test_class_members_generic_array_mu_x(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal(params.array_mu_x, - np.zeros((2, 3, 5))) + np.testing.assert_array_almost_equal(params.array_mu_x, np.zeros((2, 3, 5))) def test_class_members_generic_array_mu_y(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal(params.array_mu_y, - np.zeros((2, 3, 5))) + np.testing.assert_array_almost_equal(params.array_mu_y, np.zeros((2, 3, 5))) def test_class_members_generic_array_mu_z(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal(params.array_mu_z, - np.zeros((2, 3, 5))) + np.testing.assert_array_almost_equal(params.array_mu_z, np.zeros((2, 3, 5))) def test_reflect_n_control_points_1(self): params = FFD([2, 3, 5]) @@ -110,147 +103,212 @@ def test_reflect_wrong_axis(self): def test_reflect_wrong_symmetry_plane_1(self): params = FFD([3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") params.array_mu_x = np.array( - [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0.3, 0.]).reshape((3, 2, - 2)) + [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.3, 0.0] + ).reshape((3, 2, 2)) with self.assertRaises(RuntimeError): params.reflect(axis=0) def test_reflect_wrong_symmetry_plane_2(self): params = FFD([3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") params.array_mu_y = np.array( - [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0.3, 0.]).reshape((3, 2, - 2)) + [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.3, 0.0] + ).reshape((3, 2, 2)) with self.assertRaises(RuntimeError): params.reflect(axis=1) def test_reflect_wrong_symmetry_plane_3(self): params = FFD([3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") params.array_mu_z = np.array( - [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0.3, 0.1]).reshape((3, 2, - 2)) + [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.3, 0.1] + ).reshape((3, 2, 2)) with self.assertRaises(RuntimeError): params.reflect(axis=2) def test_reflect_axis_0(self): params = FFD([3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") params.array_mu_x = np.array( - [0.2, 0., 0., 0., 0.5, 0., 0., .2, 0., 0., 0., 0.]).reshape((3, 2, - 2)) + [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.2, 0.0, 0.0, 0.0, 0.0] + ).reshape((3, 2, 2)) params.reflect(axis=0) - array_mu_x_exact = np.array([0.2, 0., 0., 0., 0.5, 0., 0., 0.2, 0., - 0., 0., 0., -0.5, -0., -0., -0.2, -0.2, -0., -0., -0.]).reshape((5, 2, - 2)) - np.testing.assert_array_almost_equal(params.array_mu_x, - array_mu_x_exact) + array_mu_x_exact = np.array( + [ + 0.2, + 0.0, + 0.0, + 0.0, + 0.5, + 0.0, + 0.0, + 0.2, + 0.0, + 0.0, + 0.0, + 0.0, + -0.5, + -0.0, + -0.0, + -0.2, + -0.2, + -0.0, + -0.0, + -0.0, + ] + ).reshape((5, 2, 2)) + np.testing.assert_array_almost_equal(params.array_mu_x, array_mu_x_exact) def test_reflect_axis_1(self): params = FFD([3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") params.array_mu_y = np.array( - [0.2, 0., 0., 0., 0.5, 0., 0., 0., 0., 0., 0., 0.]).reshape((3, 2, - 2)) + [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0] + ).reshape((3, 2, 2)) params.reflect(axis=1) - array_mu_y_exact = np.array([0.2, 0., 0., 0., -0.2, -0., 0.5, 0., 0., 0., - -0.5, -0., 0., 0., 0., 0., 0., 0.]).reshape((3, 3, 2)) - np.testing.assert_array_almost_equal(params.array_mu_y, - array_mu_y_exact) + array_mu_y_exact = np.array( + [ + 0.2, + 0.0, + 0.0, + 0.0, + -0.2, + -0.0, + 0.5, + 0.0, + 0.0, + 0.0, + -0.5, + -0.0, + 0.0, + 0.0, + 0.0, + 0.0, + 0.0, + 0.0, + ] + ).reshape((3, 3, 2)) + np.testing.assert_array_almost_equal(params.array_mu_y, array_mu_y_exact) def test_reflect_axis_2(self): params = FFD([3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") params.array_mu_z = np.array( - [0.2, 0., 0., 0., 0.5, 0., 0., 0., 0., 0., 0., 0.]).reshape((3, 2, - 2)) + [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0] + ).reshape((3, 2, 2)) params.reflect(axis=2) - array_mu_z_exact = np.array([0.2, 0., -0.2, 0., 0., 0., 0.5, 0., -0.5, - 0., 0., -0., 0., 0., -0., 0., 0., -0.]).reshape((3, 2, 3)) - np.testing.assert_array_almost_equal(params.array_mu_z, - array_mu_z_exact) + array_mu_z_exact = np.array( + [ + 0.2, + 0.0, + -0.2, + 0.0, + 0.0, + 0.0, + 0.5, + 0.0, + -0.5, + 0.0, + 0.0, + -0.0, + 0.0, + 0.0, + -0.0, + 0.0, + 0.0, + -0.0, + ] + ).reshape((3, 2, 3)) + np.testing.assert_array_almost_equal(params.array_mu_z, array_mu_z_exact) def test_read_parameters_conversion_unit(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') - assert params.conversion_unit == 1. + params.read_parameters("tests/test_datasets/parameters_sphere.prm") + assert params.conversion_unit == 1.0 def test_read_parameters_n_control_points(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") assert np.array_equal(params.n_control_points, [3, 2, 2]) def test_read_parameters_box_length_x(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") assert np.array_equal(params.box_length, [45.0, 90.0, 90.0]) def test_read_parameters_box_origin(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") box_origin_exact = np.array([-20.0, -55.0, -45.0]) - np.testing.assert_array_almost_equal(params.box_origin, - box_origin_exact) + np.testing.assert_array_almost_equal(params.box_origin, box_origin_exact) def test_read_parameters_rot_angle_x(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') - assert np.array_equal(params.rot_angle, [20.3, 11.0, 0.]) + params.read_parameters("tests/test_datasets/parameters_sphere.prm") + assert np.array_equal(params.rot_angle, [20.3, 11.0, 0.0]) def test_read_parameters_array_mu_x(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") array_mu_x_exact = np.array( - [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0., 0.]).reshape((3, 2, - 2)) - np.testing.assert_array_almost_equal(params.array_mu_x, - array_mu_x_exact) + [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.0, 0.0] + ).reshape((3, 2, 2)) + np.testing.assert_array_almost_equal(params.array_mu_x, array_mu_x_exact) def test_read_parameters_array_mu_y(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") array_mu_y_exact = np.array( - [0., 0., 0.5555555555, 0., 0., 0., 0., 0., -1., 0., 0., - 0.]).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal(params.array_mu_y, - array_mu_y_exact) + [0.0, 0.0, 0.5555555555, 0.0, 0.0, 0.0, 0.0, 0.0, -1.0, 0.0, 0.0, 0.0] + ).reshape((3, 2, 2)) + np.testing.assert_array_almost_equal(params.array_mu_y, array_mu_y_exact) def test_read_parameters_array_mu_z(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") array_mu_z_exact = np.array( - [0., -0.2, 0., -0.45622985, 0., 0., 0., 0., -1.22, 0., -1., - 0.]).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal(params.array_mu_z, - array_mu_z_exact) + [0.0, -0.2, 0.0, -0.45622985, 0.0, 0.0, 0.0, 0.0, -1.22, 0.0, -1.0, 0.0] + ).reshape((3, 2, 2)) + np.testing.assert_array_almost_equal(params.array_mu_z, array_mu_z_exact) def test_read_parameters_rotation_matrix(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") rotation_matrix_exact = np.array( - [[0.98162718, 0., 0.190809], [0.06619844, 0.93788893, -0.34056147], - [-0.17895765, 0.34693565, 0.92065727]]) - np.testing.assert_array_almost_equal(params.rotation_matrix, - rotation_matrix_exact) + [ + [0.98162718, 0.0, 0.190809], + [0.06619844, 0.93788893, -0.34056147], + [-0.17895765, 0.34693565, 0.92065727], + ] + ) + np.testing.assert_array_almost_equal( + params.rotation_matrix, rotation_matrix_exact + ) def test_read_parameters_position_vertex_0_origin(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') - np.testing.assert_array_almost_equal(params.position_vertices[0], - params.box_origin) + params.read_parameters("tests/test_datasets/parameters_sphere.prm") + np.testing.assert_array_almost_equal( + params.position_vertices[0], params.box_origin + ) def test_read_parameters_position_vertex_0(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") position_vertices = np.array( - [[-20.0, -55.0, -45.0], [24.17322326, -52.02107006, -53.05309404], - [-20., 29.41000412, - -13.77579136], [-2.82719042, -85.65053198, 37.85915459]]) - - np.testing.assert_array_almost_equal(params.position_vertices, - position_vertices) + [ + [-20.0, -55.0, -45.0], + [24.17322326, -52.02107006, -53.05309404], + [-20.0, 29.41000412, -13.77579136], + [-2.82719042, -85.65053198, 37.85915459], + ] + ) + + np.testing.assert_array_almost_equal( + params.position_vertices, position_vertices + ) def test_read_parameters_failing_filename_type(self): params = FFD(n_control_points=[3, 2, 2]) @@ -260,15 +318,15 @@ def test_read_parameters_failing_filename_type(self): def test_read_parameters_filename_default_existance(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters() - outfilename = 'parameters.prm' + outfilename = "parameters.prm" assert os.path.isfile(outfilename) os.remove(outfilename) def test_read_parameters_filename_default(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters() - outfilename = 'parameters.prm' - outfilename_expected = 'tests/test_datasets/parameters_default.prm' + outfilename = "parameters.prm" + outfilename_expected = "tests/test_datasets/parameters_default.prm" self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) @@ -281,25 +339,25 @@ def test_write_parameters_failing_filename_type(self): def test_write_parameters_filename_default_existance(self): params = FFD(n_control_points=[3, 2, 2]) params.write_parameters() - outfilename = 'parameters.prm' + outfilename = "parameters.prm" assert os.path.isfile(outfilename) os.remove(outfilename) def test_write_parameters_filename_default(self): params = FFD(n_control_points=[3, 2, 2]) params.write_parameters() - outfilename = 'parameters.prm' - outfilename_expected = 'tests/test_datasets/parameters_default.prm' + outfilename = "parameters.prm" + outfilename_expected = "tests/test_datasets/parameters_default.prm" self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) def test_write_parameters(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters('tests/test_datasets/parameters_sphere.prm') + params.read_parameters("tests/test_datasets/parameters_sphere.prm") - outfilename = 'tests/test_datasets/parameters_sphere_out.prm' - outfilename_expected = 'tests/test_datasets/parameters_sphere_out_true.prm' + outfilename = "tests/test_datasets/parameters_sphere_out.prm" + outfilename_expected = "tests/test_datasets/parameters_sphere_out_true.prm" params.write_parameters(outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) @@ -332,53 +390,52 @@ def test_print(self): params = FFD(n_control_points=[3, 2, 2]) print(params) -# def test_build_bounding_box_1(self): -# origin = np.array([0., 0., 0.]) -# tops = np.array([1., 1., 1.]) -# cube = BRepPrimAPI_MakeBox(*tops).Shape() -# params = FFD() -# params.build_bounding_box(cube) -# -# np.testing.assert_array_almost_equal(params.box_length, tops, decimal=5) -# -# def test_build_bounding_box_2(self): -# origin = np.array([0., 0., 0.]) -# tops = np.array([1., 1., 1.]) -# cube = BRepPrimAPI_MakeBox(*tops).Shape() -# params = FFD() -# params.build_bounding_box(cube) -# -# expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], -# [0., 0., 1.]]) -# np.testing.assert_almost_equal( -# params.position_vertices, expected_matrix, decimal=5) + # def test_build_bounding_box_1(self): + # origin = np.array([0., 0., 0.]) + # tops = np.array([1., 1., 1.]) + # cube = BRepPrimAPI_MakeBox(*tops).Shape() + # params = FFD() + # params.build_bounding_box(cube) + # + # np.testing.assert_array_almost_equal(params.box_length, tops, decimal=5) + # + # def test_build_bounding_box_2(self): + # origin = np.array([0., 0., 0.]) + # tops = np.array([1., 1., 1.]) + # cube = BRepPrimAPI_MakeBox(*tops).Shape() + # params = FFD() + # params.build_bounding_box(cube) + # + # expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], + # [0., 0., 1.]]) + # np.testing.assert_almost_equal( + # params.position_vertices, expected_matrix, decimal=5) def test_set_position_of_vertices(self): - expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], - [0., 0., 1.]]) - tops = np.array([1., 1., 1.]) + expected_matrix = np.array( + [[0.0, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0], [0.0, 0.0, 1.0]] + ) + tops = np.array([1.0, 1.0, 1.0]) params = FFD() params.box_origin = expected_matrix[0] params.box_length = tops - expected_matrix[0] np.testing.assert_almost_equal( - params.position_vertices, expected_matrix, decimal=5) + params.position_vertices, expected_matrix, decimal=5 + ) def test_set_modification_parameters_to_zero(self): params = FFD([5, 5, 5]) params.reset_weights() - np.testing.assert_almost_equal( - params.array_mu_x, np.zeros(shape=(5, 5, 5))) - np.testing.assert_almost_equal( - params.array_mu_y, np.zeros(shape=(5, 5, 5))) - np.testing.assert_almost_equal( - params.array_mu_z, np.zeros(shape=(5, 5, 5))) + np.testing.assert_almost_equal(params.array_mu_x, np.zeros(shape=(5, 5, 5))) + np.testing.assert_almost_equal(params.array_mu_y, np.zeros(shape=(5, 5, 5))) + np.testing.assert_almost_equal(params.array_mu_z, np.zeros(shape=(5, 5, 5))) def test_ffd_sphere_mod(self): ffd = FFD() ffd.read_parameters( - filename='tests/test_datasets/parameters_test_ffd_sphere.prm') - mesh_points = np.load('tests/test_datasets/meshpoints_sphere_orig.npy') - mesh_points_ref = np.load( - 'tests/test_datasets/meshpoints_sphere_mod.npy') + filename="tests/test_datasets/parameters_test_ffd_sphere.prm" + ) + mesh_points = np.load("tests/test_datasets/meshpoints_sphere_orig.npy") + mesh_points_ref = np.load("tests/test_datasets/meshpoints_sphere_mod.npy") mesh_points_test = ffd(mesh_points) np.testing.assert_array_almost_equal(mesh_points_test, mesh_points_ref) diff --git a/tests/test_ffdcad.py b/tests/test_ffdcad.py index 998fc188..e4095dbe 100644 --- a/tests/test_ffdcad.py +++ b/tests/test_ffdcad.py @@ -10,43 +10,46 @@ from pygem.cad import CADDeformation - class TestFFDCAD(TestCase): def test_ffd_iges_pipe_mod_through_files(self): - ffd = FFD(None,30,30,30,1e-4) - ffd.read_parameters( - filename='tests/test_datasets/parameters_test_ffd_iges.prm') - ffd('tests/test_datasets/test_pipe.iges', 'test_pipe_result.iges') - with open('test_pipe_result.iges', "r") as created, \ - open('tests/test_datasets/test_pipe_out_true.iges', "r") as reference: - ref = reference.readlines()[5:] - cre = created.readlines()[5:] - self.assertEqual(len(ref),len(cre)) - for i in range(len(cre)): - ref_ = np.asarray(ref[i].split(',')[:-1], dtype=float) - cre_ = np.asarray(cre[i].split(',')[:-1], dtype=float) - np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) - self.addCleanup(os.remove, 'test_pipe_result.iges') + ffd = FFD(None, 30, 30, 30, 1e-4) + ffd.read_parameters(filename="tests/test_datasets/parameters_test_ffd_iges.prm") + ffd("tests/test_datasets/test_pipe.iges", "test_pipe_result.iges") + with ( + open("test_pipe_result.iges", "r") as created, + open("tests/test_datasets/test_pipe_out_true.iges", "r") as reference, + ): + ref = reference.readlines()[5:] + cre = created.readlines()[5:] + self.assertEqual(len(ref), len(cre)) + for i in range(len(cre)): + ref_ = np.asarray(ref[i].split(",")[:-1], dtype=float) + cre_ = np.asarray(cre[i].split(",")[:-1], dtype=float) + np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) + self.addCleanup(os.remove, "test_pipe_result.iges") def test_ffd_iges_pipe_mod_through_topods_shape(self): - filename = 'tests/test_datasets/test_pipe_hollow.iges' + filename = "tests/test_datasets/test_pipe_hollow.iges" orig_shape = CADDeformation.read_shape(filename) - ffd = FFD(None,30,30,30,1e-4) - ffd.read_parameters( - filename='tests/test_datasets/parameters_test_ffd_iges.prm') + ffd = FFD(None, 30, 30, 30, 1e-4) + ffd.read_parameters(filename="tests/test_datasets/parameters_test_ffd_iges.prm") mod_shape = ffd(orig_shape) - CADDeformation.write_shape('test_pipe_hollow_result.iges', mod_shape) - with open('test_pipe_hollow_result.iges', "r") as created, \ - open('tests/test_datasets/test_pipe_hollow_out_true.iges', "r") as reference: - ref = reference.readlines()[5:] - cre = created.readlines()[5:] - self.assertEqual(len(ref),len(cre)) - for i in range(len(cre)): - ref_ = np.asarray(ref[i].split(',')[:-1], dtype=float) - cre_ = np.asarray(cre[i].split(',')[:-1], dtype=float) - np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) - self.addCleanup(os.remove, 'test_pipe_hollow_result.iges') + CADDeformation.write_shape("test_pipe_hollow_result.iges", mod_shape) + with ( + open("test_pipe_hollow_result.iges", "r") as created, + open( + "tests/test_datasets/test_pipe_hollow_out_true.iges", "r" + ) as reference, + ): + ref = reference.readlines()[5:] + cre = created.readlines()[5:] + self.assertEqual(len(ref), len(cre)) + for i in range(len(cre)): + ref_ = np.asarray(ref[i].split(",")[:-1], dtype=float) + cre_ = np.asarray(cre[i].split(",")[:-1], dtype=float) + np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) + self.addCleanup(os.remove, "test_pipe_hollow_result.iges") """ def test_ffd_step_pipe_mod_through_files(self): @@ -65,4 +68,3 @@ def test_ffd_step_pipe_mod_through_files(self): np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) self.addCleanup(os.remove, 'test_pipe_result.step') """ - diff --git a/tests/test_filehandler.py b/tests/test_filehandler.py index 46ee24fa..d757e9b8 100644 --- a/tests/test_filehandler.py +++ b/tests/test_filehandler.py @@ -21,10 +21,10 @@ def test_base_class_extension(self): def test_base_class_parse(self): file_handler = fh.FileHandler() with self.assertRaises(NotImplementedError): - file_handler.parse('input') + file_handler.parse("input") def test_base_class_write(self): file_handler = fh.FileHandler() mesh_points = np.zeros((3, 3)) with self.assertRaises(NotImplementedError): - file_handler.write(mesh_points, 'output') + file_handler.write(mesh_points, "output") diff --git a/tests/test_idw.py b/tests/test_idw.py index cd891391..e46ab33b 100644 --- a/tests/test_idw.py +++ b/tests/test_idw.py @@ -4,6 +4,7 @@ from unittest import TestCase from pygem import IDW + class TestIDW(TestCase): def get_cube_mesh_points(self): # Points that define a cube @@ -22,13 +23,13 @@ def test_idw(self): def test_idw_call(self): idw = IDW() - idw.read_parameters('tests/test_datasets/parameters_idw_default.prm') + idw.read_parameters("tests/test_datasets/parameters_idw_default.prm") idw(self.get_cube_mesh_points()) def test_idw_perform_deform(self): idw = IDW() expected_stretch = [1.19541593, 1.36081491, 1.42095073] - idw.read_parameters('tests/test_datasets/parameters_idw_deform.prm') + idw.read_parameters("tests/test_datasets/parameters_idw_deform.prm") new_pts = idw(self.get_cube_mesh_points()) np.testing.assert_array_almost_equal(new_pts[-3], expected_stretch) @@ -38,22 +39,40 @@ def test_class_members_default_p(self): def test_class_members_default_original_points(self): idw = IDW() - cube_vertices = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], - [1., 0., 0.], [0., 1., 1.], [1., 0., 1.], - [1., 1., 0.], [1., 1., 1.]]) + cube_vertices = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] + ) np.testing.assert_equal(idw.original_control_points, cube_vertices) def test_class_members_default_deformed_points(self): idw = IDW() - cube_vertices = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], - [1., 0., 0.], [0., 1., 1.], [1., 0., 1.], - [1., 1., 0.], [1., 1., 1.]]) + cube_vertices = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] + ) np.testing.assert_equal(idw.deformed_control_points, cube_vertices) def test_write_parameters_filename_default(self): params = IDW() - outfilename = 'parameters_rbf.prm' - outfilename_expected = 'tests/test_datasets/parameters_idw_default.prm' + outfilename = "parameters_rbf.prm" + outfilename_expected = "tests/test_datasets/parameters_idw_default.prm" params.write_parameters(outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) @@ -65,16 +84,25 @@ def test_write_not_string(self): def test_read_deformed(self): params = IDW() - filename = 'tests/test_datasets/parameters_idw_deform.prm' - def_vertices = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], - [1., 0., 0.], [0., 1., 1.], [1., 0., 1.], - [1., 1., 0.], [1.5, 1.6, 1.7]]) + filename = "tests/test_datasets/parameters_idw_deform.prm" + def_vertices = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.5, 1.6, 1.7], + ] + ) params.read_parameters(filename) np.testing.assert_equal(params.deformed_control_points, def_vertices) def test_read_p(self): idw = IDW() - filename = 'tests/test_datasets/parameters_idw_deform.prm' + filename = "tests/test_datasets/parameters_idw_deform.prm" idw.read_parameters(filename) assert idw.power == 3 @@ -86,7 +114,7 @@ def test_read_not_string(self): def test_read_not_real_file(self): idw = IDW() with self.assertRaises(IOError): - idw.read_parameters('not_real_file') + idw.read_parameters("not_real_file") def test_print(self): idw = IDW() diff --git a/tests/test_khandler.py b/tests/test_khandler.py index 5a7490c5..2fb10040 100644 --- a/tests/test_khandler.py +++ b/tests/test_khandler.py @@ -19,7 +19,7 @@ def test_k_default_outfile_member(self): def test_k_default_extension_member(self): k_handler = uh.KHandler() - self.assertListEqual(k_handler.extensions, ['.k']) + self.assertListEqual(k_handler.extensions, [".k"]) def test_k_parse_failing_filename_type(self): k_handler = uh.KHandler() @@ -29,115 +29,112 @@ def test_k_parse_failing_filename_type(self): def test_k_parse_failing_check_extension(self): k_handler = uh.KHandler() with self.assertRaises(ValueError): - mesh_points = k_handler.parse( - 'tests/test_datasets/test_square.iges') + mesh_points = k_handler.parse("tests/test_datasets/test_square.iges") def test_k_parse_infile(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') - self.assertEqual(k_handler.infile, 'tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + self.assertEqual(k_handler.infile, "tests/test_datasets/test_square.k") def test_k_parse_shape(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") self.assertTupleEqual(mesh_points.shape, (256, 3)) def test_k_parse_coords_1(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") np.testing.assert_almost_equal(mesh_points[33][0], 1.0) def test_k_parse_coords_2(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") np.testing.assert_almost_equal(mesh_points[178][1], 0.4) def test_k_parse_coords_3(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") np.testing.assert_almost_equal(mesh_points[100][2], 0.0) def test_k_parse_coords_4(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_k_parse_coords_5(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") np.testing.assert_almost_equal(mesh_points[-1][2], 0.0) def test_k_write_failing_filename_type(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") with self.assertRaises(TypeError): k_handler.write(mesh_points, -2) def test_k_write_failing_check_extension(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") with self.assertRaises(ValueError): - k_handler.write(mesh_points, 'tests/test_datasets/test_square.iges') + k_handler.write(mesh_points, "tests/test_datasets/test_square.iges") def test_k_write_failing_infile_instantiation(self): k_handler = uh.KHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - k_handler.write(mesh_points, - 'tests/test_datasets/test_square_out.k') + k_handler.write(mesh_points, "tests/test_datasets/test_square_out.k") def test_k_write_outfile(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') - outfilename = 'tests/test_datasets/test_square_out.k' + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + outfilename = "tests/test_datasets/test_square_out.k" k_handler.write(mesh_points, outfilename) self.assertEqual(k_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) def test_k_write_comparison_1(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') - outfilename = 'tests/test_datasets/test_square_out.k' - outfilename_expected = 'tests/test_datasets/test_square.k' + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + outfilename = "tests/test_datasets/test_square_out.k" + outfilename_expected = "tests/test_datasets/test_square.k" k_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) self.addCleanup(os.remove, outfilename) def test_k_write_comparison_2(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square.k") mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 mesh_points[9][2] = 0.5 mesh_points[45][0] = 7.2 mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = 'tests/test_datasets/test_square_out.k' - outfilename_expected = 'tests/test_datasets/test_square_out_true.k' + outfilename = "tests/test_datasets/test_square_out.k" + outfilename_expected = "tests/test_datasets/test_square_out_true.k" k_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) self.addCleanup(os.remove, outfilename) def test_comma_seperated_parse(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square_comma.k') - np.testing.assert_almost_equal([mesh_points[0][0], mesh_points[0][1], mesh_points[0][2]], - [-0.0500000007, -0.0250000004, -0.0250000004]) + mesh_points = k_handler.parse("tests/test_datasets/test_square_comma.k") + np.testing.assert_almost_equal( + [mesh_points[0][0], mesh_points[0][1], mesh_points[0][2]], + [-0.0500000007, -0.0250000004, -0.0250000004], + ) def test_comma_seperated_write(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse('tests/test_datasets/test_square_comma.k') + mesh_points = k_handler.parse("tests/test_datasets/test_square_comma.k") mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 mesh_points[9][2] = 0.5 mesh_points[45][0] = 7.2 mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = 'tests/test_datasets/test_square_comma_out.k' - outfilename_expected = 'tests/test_datasets/test_square_comma_out_true.k' + outfilename = "tests/test_datasets/test_square_comma_out.k" + outfilename_expected = "tests/test_datasets/test_square_comma_out_true.k" k_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) self.addCleanup(os.remove, outfilename) - - - diff --git a/tests/test_mdpahandler.py b/tests/test_mdpahandler.py index 12609446..39c59239 100644 --- a/tests/test_mdpahandler.py +++ b/tests/test_mdpahandler.py @@ -19,7 +19,7 @@ def test_mdpa_default_outfile_member(self): def test_mdpa_default_extension_member(self): mdpa_handler = uh.MdpaHandler() - self.assertListEqual(mdpa_handler.extensions, ['.mdpa']) + self.assertListEqual(mdpa_handler.extensions, [".mdpa"]) def test_mdpa_parse_failing_filename_type(self): mdpa_handler = uh.MdpaHandler() @@ -29,76 +29,74 @@ def test_mdpa_parse_failing_filename_type(self): def test_mdpa_parse_failing_check_extension(self): mdpa_handler = uh.MdpaHandler() with self.assertRaises(ValueError): - mesh_points = mdpa_handler.parse( - 'tests/test_datasets/test_square.iges') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.iges") def test_mdpa_parse_infile(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') - self.assertEqual(mdpa_handler.infile, 'tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + self.assertEqual(mdpa_handler.infile, "tests/test_datasets/test_square.mdpa") def test_mdpa_parse_shape(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") self.assertTupleEqual(mesh_points.shape, (256, 3)) def test_mdpa_parse_coords_1(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") np.testing.assert_almost_equal(mesh_points[190][0], 1.0) def test_mdpa_parse_coords_2(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") np.testing.assert_almost_equal(mesh_points[72][1], 0.4) def test_mdpa_parse_coords_3(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") np.testing.assert_almost_equal(mesh_points[100][2], 0.0) def test_mdpa_parse_coords_4(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_mdpa_parse_coords_5(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") np.testing.assert_almost_equal(mesh_points[-1][2], 0.0) def test_mdpa_write_failing_filename_type(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") with self.assertRaises(TypeError): mdpa_handler.write(mesh_points, -2) def test_mdpa_write_failing_check_extension(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") with self.assertRaises(ValueError): - mdpa_handler.write(mesh_points, 'tests/test_datasets/test_square.iges') + mdpa_handler.write(mesh_points, "tests/test_datasets/test_square.iges") def test_mdpa_write_failing_infile_instantiation(self): mdpa_handler = uh.MdpaHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - mdpa_handler.write(mesh_points, - 'tests/test_datasets/test_square_out.mdpa') + mdpa_handler.write(mesh_points, "tests/test_datasets/test_square_out.mdpa") def test_mdpa_write_outfile(self): - infilename = 'tests/test_datasets/test_square.mdpa' - outfilename = 'tests/test_datasets/test_square_out.mdpa' + infilename = "tests/test_datasets/test_square.mdpa" + outfilename = "tests/test_datasets/test_square_out.mdpa" mdpa_handler = uh.MdpaHandler() mesh_points = mdpa_handler.parse(infilename) mdpa_handler.write(mesh_points, outfilename) self.assertEqual(mdpa_handler.outfile, outfilename) - #self.addCleanup(os.remove, outfilename) + # self.addCleanup(os.remove, outfilename) def test_mdpa_write_comparison_1(self): - infilename = 'tests/test_datasets/test_square.mdpa' - outfilename = 'tests/test_datasets/test_square_out.mdpa' - outfilename_expected = 'tests/test_datasets/test_square.mdpa' + infilename = "tests/test_datasets/test_square.mdpa" + outfilename = "tests/test_datasets/test_square_out.mdpa" + outfilename_expected = "tests/test_datasets/test_square.mdpa" mdpa_handler = uh.MdpaHandler() mesh_points = mdpa_handler.parse(infilename) mdpa_handler.write(mesh_points, outfilename) @@ -106,9 +104,9 @@ def test_mdpa_write_comparison_1(self): self.addCleanup(os.remove, outfilename) def test_mdpa_write_comparison_2(self): - infilename = 'tests/test_datasets/test_square.mdpa' - outfilename = 'tests/test_datasets/test_square_out.mdpa' - outfilename_expected = 'tests/test_datasets/test_square_out_true.mdpa' + infilename = "tests/test_datasets/test_square.mdpa" + outfilename = "tests/test_datasets/test_square_out.mdpa" + outfilename_expected = "tests/test_datasets/test_square_out_true.mdpa" mdpa_handler = uh.MdpaHandler() mesh_points = mdpa_handler.parse(infilename) mesh_points[0][0] = 0.0 diff --git a/tests/test_openfhandler.py b/tests/test_openfhandler.py index 1ee44482..daed5f69 100644 --- a/tests/test_openfhandler.py +++ b/tests/test_openfhandler.py @@ -20,109 +20,98 @@ def test_open_foam_default_outfile_member(self): def test_open_foam_default_extension_member(self): open_foam_handler = ofh.OpenFoamHandler() - self.assertListEqual(open_foam_handler.extensions, ['']) + self.assertListEqual(open_foam_handler.extensions, [""]) def test_open_foam_parse_failing_filename_type(self): open_foam_handler = ofh.OpenFoamHandler() with self.assertRaises(TypeError): - mesh_points = open_foam_handler.parse(.2) + mesh_points = open_foam_handler.parse(0.2) def test_open_foam_parse_failing_check_extension(self): open_foam_handler = ofh.OpenFoamHandler() with self.assertRaises(ValueError): mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_square.iges') + "tests/test_datasets/test_square.iges" + ) def test_open_foam_parse_infile(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') - self.assertEqual(open_foam_handler.infile, - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + self.assertEqual(open_foam_handler.infile, "tests/test_datasets/test_openFOAM") def test_open_foam_parse_shape(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") self.assertTupleEqual(mesh_points.shape, (21812, 3)) def test_open_foam_parse_coords_1(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") np.testing.assert_almost_equal(mesh_points[33][0], 1.42254) def test_open_foam_parse_coords_2(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") np.testing.assert_almost_equal(mesh_points[1708][1], -3.13059) def test_open_foam_parse_coords_3(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') - np.testing.assert_almost_equal(mesh_points[3527][2], .0) + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + np.testing.assert_almost_equal(mesh_points[3527][2], 0.0) def test_open_foam_parse_coords_4(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") np.testing.assert_almost_equal(mesh_points[0][0], -17.5492) def test_open_foam_parse_coords_5(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") np.testing.assert_almost_equal(mesh_points[-1][2], 0.05) def test_open_foam_write_failing_filename_type(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") with self.assertRaises(TypeError): - open_foam_handler.write(mesh_points, -1.) + open_foam_handler.write(mesh_points, -1.0) def test_open_foam_write_failing_check_extension(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") with self.assertRaises(ValueError): - open_foam_handler.write(mesh_points, - 'tests/test_datasets/test_square.iges') + open_foam_handler.write(mesh_points, "tests/test_datasets/test_square.iges") def test_open_foam_write_failing_infile_instantiation(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = np.zeros((40, 3)) with self.assertRaises(RuntimeError): - open_foam_handler.write(mesh_points, - 'tests/test_datasets/test_openFOAM_out') + open_foam_handler.write( + mesh_points, "tests/test_datasets/test_openFOAM_out" + ) def test_open_foam_write_outfile(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') - outfilename = 'tests/test_datasets/test_openFOAM_out' + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + outfilename = "tests/test_datasets/test_openFOAM_out" open_foam_handler.write(mesh_points, outfilename) self.assertEqual(open_foam_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) def test_open_foam_write_comparison(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse( - 'tests/test_datasets/test_openFOAM') - mesh_points[0] = [-14., 1.55, 0.2] + mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points[0] = [-14.0, 1.55, 0.2] mesh_points[1] = [-14.3, 2.55, 0.3] mesh_points[2] = [-14.3, 2.55, 0.3] - mesh_points[2000] = [7.8, -42.8, .0] - mesh_points[2001] = [8.8, -41.8, .1] - mesh_points[2002] = [9.8, -40.8, .0] + mesh_points[2000] = [7.8, -42.8, 0.0] + mesh_points[2001] = [8.8, -41.8, 0.1] + mesh_points[2002] = [9.8, -40.8, 0.0] mesh_points[-3] = [236.3, 183.7, 0.06] mesh_points[-2] = [237.3, 183.7, 0.06] mesh_points[-1] = [236.3, 185.7, 0.06] - outfilename = 'tests/test_datasets/test_openFOAM_out' - outfilename_expected = 'tests/test_datasets/test_openFOAM_out_true' + outfilename = "tests/test_datasets/test_openFOAM_out" + outfilename_expected = "tests/test_datasets/test_openFOAM_out_true" open_foam_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) diff --git a/tests/test_rbf.py b/tests/test_rbf.py index c29ad7df..2dca6bf9 100644 --- a/tests/test_rbf.py +++ b/tests/test_rbf.py @@ -6,8 +6,19 @@ from pygem import RBF from pygem import RBFFactory -unit_cube = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], [1., 0., 0.], - [0., 1., 1.], [1., 0., 1.], [1., 1., 0.], [1., 1., 1.]]) +unit_cube = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] +) + class TestRBF(TestCase): def get_cube_mesh_points(self): @@ -24,16 +35,15 @@ def get_cube_mesh_points(self): def test_rbf_weights_member(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_cube.prm') + rbf.read_parameters("tests/test_datasets/parameters_rbf_cube.prm") rbf.compute_weights() - weights_true = np.load('tests/test_datasets/weights_rbf_cube.npy') + weights_true = np.load("tests/test_datasets/weights_rbf_cube.npy") np.testing.assert_array_almost_equal(rbf.weights, weights_true) def test_rbf_cube_mod(self): - mesh_points_ref = np.load( - 'tests/test_datasets/meshpoints_cube_mod_rbf.npy') + mesh_points_ref = np.load("tests/test_datasets/meshpoints_cube_mod_rbf.npy") rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_cube.prm') + rbf.read_parameters("tests/test_datasets/parameters_rbf_cube.prm") rbf.radius = 0.5 deformed_mesh = rbf(self.get_cube_mesh_points()) np.testing.assert_array_almost_equal(deformed_mesh, mesh_points_ref) @@ -41,8 +51,7 @@ def test_rbf_cube_mod(self): def test_wrong_basis(self): rbf = RBF() with self.assertRaises(NameError): - rbf.read_parameters( - 'tests/test_datasets/parameters_rbf_bugged_02.prm') + rbf.read_parameters("tests/test_datasets/parameters_rbf_bugged_02.prm") def test_class_members_default_basis(self): rbf = RBF() @@ -69,40 +78,38 @@ def test_class_members_default_deformed_control_points(self): def test_read_parameters_basis(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_default.prm') - assert rbf.basis == RBFFactory('gaussian_spline') + rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") + assert rbf.basis == RBFFactory("gaussian_spline") def test_read_parameters_basis2(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_extra.prm') - assert rbf.basis == RBFFactory('polyharmonic_spline') + rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") + assert rbf.basis == RBFFactory("polyharmonic_spline") def test_read_parameters_radius(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_radius.prm') + rbf.read_parameters("tests/test_datasets/parameters_rbf_radius.prm") assert rbf.radius == 2.0 def test_read_extra_parameters(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_extra.prm') - assert rbf.extra == {'k': 4} + rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") + assert rbf.extra == {"k": 4} def test_read_parameters_n_control_points(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_default.prm') + rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") assert rbf.n_control_points == 8 def test_read_parameters_original_control_points(self): params = RBF() - params.read_parameters('tests/test_datasets/parameters_rbf_default.prm') - np.testing.assert_array_almost_equal(params.original_control_points, - unit_cube) + params.read_parameters("tests/test_datasets/parameters_rbf_default.prm") + np.testing.assert_array_almost_equal(params.original_control_points, unit_cube) def test_read_parameters_deformed_control_points(self): params = RBF() - params.read_parameters('tests/test_datasets/parameters_rbf_default.prm') - np.testing.assert_array_almost_equal(params.deformed_control_points, - unit_cube) + params.read_parameters("tests/test_datasets/parameters_rbf_default.prm") + np.testing.assert_array_almost_equal(params.deformed_control_points, unit_cube) def test_read_parameters_failing_filename_type(self): params = RBF() @@ -112,8 +119,7 @@ def test_read_parameters_failing_filename_type(self): def test_read_parameters_failing_number_deformed_control_points(self): params = RBF() with self.assertRaises(TypeError): - params.read_parameters( - 'tests/test_datasets/parameters_rbf_bugged_01.prm') + params.read_parameters("tests/test_datasets/parameters_rbf_bugged_01.prm") def test_write_parameters_failing_filename_type(self): params = RBF() @@ -122,16 +128,19 @@ def test_write_parameters_failing_filename_type(self): def test_write_parameters_filename_default_existance(self): params = RBF() - params.basis = 'inv_multi_quadratic_biharmonic_spline' + params.basis = "inv_multi_quadratic_biharmonic_spline" params.radius = 0.1 params.original_control_points = np.array( - [0., 0., 0., 0., 0., 1., 0., 1., 0.]).reshape((3, 3)) + [0.0, 0.0, 0.0, 0.0, 0.0, 1.0, 0.0, 1.0, 0.0] + ).reshape((3, 3)) params.deformed_control_points = np.array( - [0., 0., 0., 0., 0., 1., 0., 1., 0.]).reshape((3, 3)) + [0.0, 0.0, 0.0, 0.0, 0.0, 1.0, 0.0, 1.0, 0.0] + ).reshape((3, 3)) params.write_parameters() - outfilename = 'parameters_rbf.prm' + outfilename = "parameters_rbf.prm" assert os.path.isfile(outfilename) os.remove(outfilename) + """ def test_write_parameters_filename_default(self): params = RBF() @@ -167,15 +176,16 @@ def test_print_info(self): def test_call_dummy_transformation(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_default.prm') + rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") mesh = self.get_cube_mesh_points() new = rbf(mesh) np.testing.assert_array_almost_equal(new[17], mesh[17]) def test_call(self): rbf = RBF() - rbf.read_parameters('tests/test_datasets/parameters_rbf_extra.prm') + rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") mesh = self.get_cube_mesh_points() new = rbf(mesh) - np.testing.assert_array_almost_equal(new[17], [8.947368e-01, 5.353524e-17, 8.845331e-03]) - + np.testing.assert_array_almost_equal( + new[17], [8.947368e-01, 5.353524e-17, 8.845331e-03] + ) diff --git a/tests/test_rbf_factory.py b/tests/test_rbf_factory.py index d0c4ae86..b8d8147b 100644 --- a/tests/test_rbf_factory.py +++ b/tests/test_rbf_factory.py @@ -5,8 +5,19 @@ import os from pygem import RBFFactory -unit_cube = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], [1., 0., 0.], - [0., 1., 1.], [1., 0., 1.], [1., 1., 0.], [1., 1., 1.]]) +unit_cube = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + ] +) + class TestRBFFactory(TestCase): def get_cube_mesh_points(self): @@ -22,46 +33,46 @@ def get_cube_mesh_points(self): return original_mesh_points def test_gaussian_spline(self): - test_f = RBFFactory('gaussian_spline') + test_f = RBFFactory("gaussian_spline") value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 0.0) def test_multi_quadratic_biharmonic_spline(self): - test_f = RBFFactory('multi_quadratic_biharmonic_spline') + test_f = RBFFactory("multi_quadratic_biharmonic_spline") value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 2.30867927612) def test_inv_multi_quadratic_biharmonic_spline(self): - test_f = RBFFactory('inv_multi_quadratic_biharmonic_spline') + test_f = RBFFactory("inv_multi_quadratic_biharmonic_spline") value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 0.433148081824) def test_thin_plate_spline(self): - test_f = RBFFactory('thin_plate_spline') + test_f = RBFFactory("thin_plate_spline") value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 323.000395428) def test_beckert_wendland_c2_basis_01(self): - test_f = RBFFactory('beckert_wendland_c2_basis') + test_f = RBFFactory("beckert_wendland_c2_basis") value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 0.0) def test_beckert_wendland_c2_basis_02(self): - test_f = RBFFactory('beckert_wendland_c2_basis') + test_f = RBFFactory("beckert_wendland_c2_basis") value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.9) np.testing.assert_almost_equal(value, 0.529916819595) def test_polyharmonic_spline_k_even(self): - test_f = RBFFactory('polyharmonic_spline') + test_f = RBFFactory("polyharmonic_spline") value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.9, 3) np.testing.assert_almost_equal(value, 0.02677808) def test_polyharmonic_spline_k_odd1(self): - test_f = RBFFactory('polyharmonic_spline') + test_f = RBFFactory("polyharmonic_spline") value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.9, 2) np.testing.assert_almost_equal(value, -0.1080092) def test_polyharmonic_spline_k_odd2(self): - test_f = RBFFactory('polyharmonic_spline') + test_f = RBFFactory("polyharmonic_spline") value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.2, 2) np.testing.assert_almost_equal(value, 0.53895331) diff --git a/tests/test_unvhandler.py b/tests/test_unvhandler.py index 34b6b265..ec7c6c8f 100644 --- a/tests/test_unvhandler.py +++ b/tests/test_unvhandler.py @@ -20,7 +20,7 @@ def test_unv_default_outfile_member(self): def test_unv_default_extension_member(self): unv_handler = uh.UnvHandler() - self.assertListEqual(unv_handler.extensions, ['.unv']) + self.assertListEqual(unv_handler.extensions, [".unv"]) def test_unv_parse_failing_filename_type(self): unv_handler = uh.UnvHandler() @@ -30,79 +30,75 @@ def test_unv_parse_failing_filename_type(self): def test_unv_parse_failing_check_extension(self): unv_handler = uh.UnvHandler() with self.assertRaises(ValueError): - mesh_points = unv_handler.parse( - 'tests/test_datasets/test_square.iges') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.iges") def test_unv_parse_infile(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') - self.assertEqual(unv_handler.infile, - 'tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + self.assertEqual(unv_handler.infile, "tests/test_datasets/test_square.unv") def test_unv_parse_shape(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") self.assertTupleEqual(mesh_points.shape, (256, 3)) def test_unv_parse_coords_1(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") np.testing.assert_almost_equal(mesh_points[33][0], 1.0) def test_unv_parse_coords_2(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") np.testing.assert_almost_equal(mesh_points[178][1], 0.4) def test_unv_parse_coords_3(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") np.testing.assert_almost_equal(mesh_points[100][2], 0.0) def test_unv_parse_coords_4(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_unv_parse_coords_5(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") np.testing.assert_almost_equal(mesh_points[-1][2], 0.0) def test_unv_write_failing_filename_type(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") with self.assertRaises(TypeError): unv_handler.write(mesh_points, -2) def test_unv_write_failing_check_extension(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") with self.assertRaises(ValueError): - unv_handler.write(mesh_points, - 'tests/test_datasets/test_square.iges') + unv_handler.write(mesh_points, "tests/test_datasets/test_square.iges") def test_unv_write_failing_infile_instantiation(self): unv_handler = uh.UnvHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - unv_handler.write(mesh_points, - 'tests/test_datasets/test_square_out.unv') + unv_handler.write(mesh_points, "tests/test_datasets/test_square_out.unv") def test_unv_write_outfile(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') - outfilename = 'tests/test_datasets/test_square_out.unv' + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + outfilename = "tests/test_datasets/test_square_out.unv" unv_handler.write(mesh_points, outfilename) self.assertEqual(unv_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) def test_unv_write_comparison_1(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") - outfilename = 'tests/test_datasets/test_square_out.unv' - outfilename_expected = 'tests/test_datasets/test_square.unv' + outfilename = "tests/test_datasets/test_square_out.unv" + outfilename_expected = "tests/test_datasets/test_square.unv" unv_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) @@ -110,7 +106,7 @@ def test_unv_write_comparison_1(self): def test_unv_write_comparison_2(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 @@ -119,8 +115,8 @@ def test_unv_write_comparison_2(self): mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = 'tests/test_datasets/test_square_out.unv' - outfilename_expected = 'tests/test_datasets/test_square_out_true.unv' + outfilename = "tests/test_datasets/test_square_out.unv" + outfilename_expected = "tests/test_datasets/test_square_out_true.unv" unv_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) diff --git a/tests/test_utils.py b/tests/test_utils.py index dcf0045c..3180238c 100644 --- a/tests/test_utils.py +++ b/tests/test_utils.py @@ -14,9 +14,9 @@ def test_angles2matrix_rot_x(self): rotz = 0 roty = 0 rotx = 50 * np.pi / 180 - mat_exact = np.array([ - 1., 0., 0., 0., 0.64278761, -0.76604444, 0., 0.76604444, 0.64278761 - ]).reshape((3, 3)) + mat_exact = np.array( + [1.0, 0.0, 0.0, 0.0, 0.64278761, -0.76604444, 0.0, 0.76604444, 0.64278761] + ).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -25,9 +25,9 @@ def test_angles2matrix_rot_y(self): rotz = 0 roty = 23 * np.pi / 180 rotx = 0 - mat_exact = np.array([ - 0.92050485, 0., 0.39073113, 0., 1., 0., -0.39073113, 0., 0.92050485 - ]).reshape((3, 3)) + mat_exact = np.array( + [0.92050485, 0.0, 0.39073113, 0.0, 1.0, 0.0, -0.39073113, 0.0, 0.92050485] + ).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -36,9 +36,9 @@ def test_angles2matrix_rot_z(self): rotz = -57 * np.pi / 180 roty = 0 rotx = 0 - mat_exact = np.array([ - 0.54463904, 0.83867057, 0., -0.83867057, 0.54463904, 0., 0., 0., 1. - ]).reshape((3, 3)) + mat_exact = np.array( + [0.54463904, 0.83867057, 0.0, -0.83867057, 0.54463904, 0.0, 0.0, 0.0, 1.0] + ).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -47,8 +47,19 @@ def test_angles2matrix_rot_xyz(self): rotz = 10 * np.pi / 180 roty = 20 * np.pi / 180 rotx = 30 * np.pi / 180 - mat_exact = np.array([0.92541658, -0.16317591, 0.34202014, 0.31879578, \ - 0.82317294, -0.46984631, -0.20487413, 0.54383814, 0.81379768]).reshape((3,3)) + mat_exact = np.array( + [ + 0.92541658, + -0.16317591, + 0.34202014, + 0.31879578, + 0.82317294, + -0.46984631, + -0.20487413, + 0.54383814, + 0.81379768, + ] + ).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -56,7 +67,7 @@ def test_angles2matrix_rot_xyz(self): def test_affine_points_fit_identity_1(self): p_start = np.array([[1, 0, 0], [0, 1, 0], [0, 0, 1], [0, 0, 0]]) p_end = p_start - v_test = np.array([1., 2., 3.]) + v_test = np.array([1.0, 2.0, 3.0]) v_exact = v_test transformation = fit_affine_transformation(p_start, p_end) @@ -64,10 +75,9 @@ def test_affine_points_fit_identity_1(self): np.testing.assert_array_almost_equal(v_exact, v_trans) def test_affine_points_fit_identity_2(self): - p_start = np.array([[1, .5, -.3], [0, 2, 4], [-1, 0., -1.5], - [1, -4, .5]]) + p_start = np.array([[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]]) p_end = p_start - v_test = np.array([-1., 2.5, .3]) + v_test = np.array([-1.0, 2.5, 0.3]) v_exact = v_test transformation = fit_affine_transformation(p_start, p_end) @@ -77,18 +87,17 @@ def test_affine_points_fit_identity_2(self): def test_affine_points_fit_rotation(self): p_start = np.array([[1, 0, 0], [0, 1, 0], [0, 0, 1], [0, 0, 0]]) p_end = np.array([[0, 1, 0], [-1, 0, 0], [0, 0, 1], [0, 0, 0]]) - v_test = np.array([1., 2., 3.]) - v_exact = np.array([-2., 1., 3.]) + v_test = np.array([1.0, 2.0, 3.0]) + v_exact = np.array([-2.0, 1.0, 3.0]) transformation = fit_affine_transformation(p_start, p_end) v_trans = transformation(v_test) np.testing.assert_array_almost_equal(v_exact, v_trans) def test_affine_points_fit_generic(self): - p_start = np.array([[1, .5, -.3], [0, 2, 4], [-1, 0., -1.5], - [1, -4, .5]]) + p_start = np.array([[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]]) p_end = np.array([[0, 1, 0], [-1, 0, 0], [0, 0, 1], [0, 0, 0]]) - v_test = np.array([1., 2., 3.]) + v_test = np.array([1.0, 2.0, 3.0]) v_exact = np.array([-0.68443497, 0.7249467, -0.34221748]) transformation = fit_affine_transformation(p_start, p_end) diff --git a/tests/test_vffd.py b/tests/test_vffd.py index 33520124..e18880d7 100644 --- a/tests/test_vffd.py +++ b/tests/test_vffd.py @@ -10,31 +10,35 @@ class TestVFFD(TestCase): def test_nothing_happens_vffd(self): np.random.seed(0) - points = 0.5 * np.array([ - [0.0, 1.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 1.0], - [0.0, 0.0, 0.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - [1.0, 0.0, 0.0], - ]) + points = 0.5 * np.array( + [ + [0.0, 1.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 1.0], + [0.0, 0.0, 0.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + [1.0, 0.0, 0.0], + ] + ) - triangles = np.array([ - [0, 1, 2], - [3, 1, 0], - [4, 5, 6], - [4, 7, 5], - [7, 4, 3], - [3, 4, 1], - [6, 5, 0], - [6, 0, 2], - [0, 5, 3], - [3, 5, 7], - [6, 2, 1], - [6, 1, 4], - ]) + triangles = np.array( + [ + [0, 1, 2], + [3, 1, 0], + [4, 5, 6], + [4, 7, 5], + [7, 4, 3], + [3, 4, 1], + [6, 5, 0], + [6, 0, 2], + [0, 5, 3], + [3, 5, 7], + [6, 2, 1], + [6, 1, 4], + ] + ) b = _volume(points, triangles) cffd = VFFD(triangles, b) cffd.adjust_control_points(points) @@ -44,34 +48,38 @@ def test_nothing_happens_vffd(self): def test_constraint_vffd(self): np.random.seed(0) - points = 0.5 * np.array([ - [0.0, 1.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 1.0], - [0.0, 0.0, 0.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - [1.0, 0.0, 0.0], - ]) + points = 0.5 * np.array( + [ + [0.0, 1.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 1.0], + [0.0, 0.0, 0.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + [1.0, 0.0, 0.0], + ] + ) - triangles = np.array([ - [0, 1, 2], - [3, 1, 0], - [4, 5, 6], - [4, 7, 5], - [7, 4, 3], - [3, 4, 1], - [6, 5, 0], - [6, 0, 2], - [0, 5, 3], - [3, 5, 7], - [6, 2, 1], - [6, 1, 4], - ]) + triangles = np.array( + [ + [0, 1, 2], + [3, 1, 0], + [4, 5, 6], + [4, 7, 5], + [7, 4, 3], + [3, 4, 1], + [6, 5, 0], + [6, 0, 2], + [0, 5, 3], + [3, 5, 7], + [6, 2, 1], + [6, 1, 4], + ] + ) b = _volume(points, triangles) + 0.02 * np.random.rand() cffd = VFFD(triangles, b) - cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') + cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") cffd.adjust_control_points(points) new_mesh_points = cffd.ffd(points) new_fix = cffd.fun(new_mesh_points) diff --git a/tests/test_vtkhandler.py b/tests/test_vtkhandler.py index d297afa5..d336b33a 100644 --- a/tests/test_vtkhandler.py +++ b/tests/test_vtkhandler.py @@ -11,8 +11,8 @@ def cmp(self, f1, f2): """ Check if the two files have the same content, skipping comment lines """ - content1 = [line for line in open(f1) if not line.startswith('#')] - content2 = [line for line in open(f1) if not line.startswith('#')] + content1 = [line for line in open(f1) if not line.startswith("#")] + content2 = [line for line in open(f1) if not line.startswith("#")] return content1 == content2 def test_vtk_instantiation(self): @@ -28,7 +28,7 @@ def test_vtk_default_outfile_member(self): def test_vtk_default_extension_member(self): vtk_handler = vh.VtkHandler() - self.assertListEqual(vtk_handler.extensions, ['.vtk']) + self.assertListEqual(vtk_handler.extensions, [".vtk"]) def test_vtk_parse_failing_filename_type(self): vtk_handler = vh.VtkHandler() @@ -38,87 +38,76 @@ def test_vtk_parse_failing_filename_type(self): def test_vtk_parse_failing_check_extension(self): vtk_handler = vh.VtkHandler() with self.assertRaises(ValueError): - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_square.iges') + mesh_points = vtk_handler.parse("tests/test_datasets/test_square.iges") def test_vtk_parse_infile(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') - assert vtk_handler.infile == 'tests/test_datasets/test_red_blood_cell.vtk' + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + assert vtk_handler.infile == "tests/test_datasets/test_red_blood_cell.vtk" def test_vtk_parse_shape(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") assert mesh_points.shape == (500, 3) def test_vtk_parse_coords_1(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") np.testing.assert_almost_equal(mesh_points[33][0], -2.2977099) def test_vtk_parse_coords_2(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") np.testing.assert_almost_equal(mesh_points[178][1], 0.143506) def test_vtk_parse_coords_3(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") np.testing.assert_almost_equal(mesh_points[100][2], 2.3306999) def test_vtk_parse_coords_4(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") np.testing.assert_almost_equal(mesh_points[0][0], -3.42499995) def test_vtk_parse_coords_5(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") np.testing.assert_almost_equal(mesh_points[-1][2], -2.8480699) def test_vtk_write_failing_filename_type(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") with self.assertRaises(TypeError): vtk_handler.write(mesh_points, -2) def test_vtk_write_failing_check_extension(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") with self.assertRaises(ValueError): - vtk_handler.write(mesh_points, - 'tests/test_datasets/test_square.iges') + vtk_handler.write(mesh_points, "tests/test_datasets/test_square.iges") def test_vtk_write_failing_infile_instantiation(self): vtk_handler = vh.VtkHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - vtk_handler.write(mesh_points, - 'tests/test_datasets/test_red_blood_cell_out.vtk') + vtk_handler.write( + mesh_points, "tests/test_datasets/test_red_blood_cell_out.vtk" + ) def test_vtk_write_outfile(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') - outfilename = 'tests/test_datasets/test_red_blood_cell_out.vtk' + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + outfilename = "tests/test_datasets/test_red_blood_cell_out.vtk" vtk_handler.write(mesh_points, outfilename) assert vtk_handler.outfile == outfilename os.remove(outfilename) def test_vtk_write_comparison(self): import vtk + vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 mesh_points[9][2] = 0.5 @@ -126,8 +115,8 @@ def test_vtk_write_comparison(self): mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = 'tests/test_datasets/test_red_blood_cell_out.vtk' - outfilename_expected = 'tests/test_datasets/test_red_blood_cell_out_true.vtk' + outfilename = "tests/test_datasets/test_red_blood_cell_out.vtk" + outfilename_expected = "tests/test_datasets/test_red_blood_cell_out_true.vtk" vtk_handler.write(mesh_points, outfilename) self.assertTrue(self.cmp(outfilename, outfilename_expected)) @@ -140,21 +129,18 @@ def test_vtk_plot_failing_outfile_type(self): def test_vtk_plot_save_fig_infile(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse( - 'tests/test_datasets/test_red_blood_cell.vtk') + mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") vtk_handler.plot(save_fig=True) - self.assertTrue( - os.path.isfile('tests/test_datasets/test_red_blood_cell.png')) - os.remove('tests/test_datasets/test_red_blood_cell.png') + self.assertTrue(os.path.isfile("tests/test_datasets/test_red_blood_cell.png")) + os.remove("tests/test_datasets/test_red_blood_cell.png") def test_vtk_plot_save_fig_plot_file(self): vtk_handler = vh.VtkHandler() vtk_handler.plot( - plot_file='tests/test_datasets/test_red_blood_cell.vtk', - save_fig=True) - self.assertTrue( - os.path.isfile('tests/test_datasets/test_red_blood_cell.png')) - os.remove('tests/test_datasets/test_red_blood_cell.png') + plot_file="tests/test_datasets/test_red_blood_cell.vtk", save_fig=True + ) + self.assertTrue(os.path.isfile("tests/test_datasets/test_red_blood_cell.png")) + os.remove("tests/test_datasets/test_red_blood_cell.png") def test_vtk_show_failing_outfile_type(self): vtk_handler = vh.VtkHandler() diff --git a/tutorials/tutorial-3-unv.ipynb b/tutorials/tutorial-3-unv.ipynb index 70a87058..b08d1fe0 100644 --- a/tutorials/tutorial-3-unv.ipynb +++ b/tutorials/tutorial-3-unv.ipynb @@ -32,7 +32,9 @@ "from pygem import FFDParameters, FFD, UnvHandler\n", "\n", "params = FFDParameters()\n", - "params.read_parameters(filename='../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm')" + "params.read_parameters(\n", + " filename=\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm\"\n", + ")" ] }, { @@ -161,7 +163,7 @@ "outputs": [], "source": [ "unv_handler = UnvHandler()\n", - "mesh_points = unv_handler.parse('../tests/test_datasets/test_pipe.unv')" + "mesh_points = unv_handler.parse(\"../tests/test_datasets/test_pipe.unv\")" ] }, { @@ -185,7 +187,7 @@ "free_form.perform()\n", "new_mesh_points = free_form.modified_mesh_points\n", "\n", - "unv_handler.write(new_mesh_points, 'test_pipe_mod_C0.unv')" + "unv_handler.write(new_mesh_points, \"test_pipe_mod_C0.unv\")" ] }, { @@ -350,13 +352,15 @@ "outputs": [], "source": [ "params = FFDParameters()\n", - "params.read_parameters(filename='../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm')\n", + "params.read_parameters(\n", + " filename=\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm\"\n", + ")\n", "\n", "free_form = FFD(params, mesh_points)\n", "free_form.perform()\n", "new_mesh_points = free_form.modified_mesh_points\n", "\n", - "unv_handler.write(new_mesh_points, 'test_pipe_mod_C1.unv')" + "unv_handler.write(new_mesh_points, \"test_pipe_mod_C1.unv\")" ] }, { diff --git a/tutorials/tutorial-6-k.ipynb b/tutorials/tutorial-6-k.ipynb index 070b666f..8584fa18 100644 --- a/tutorials/tutorial-6-k.ipynb +++ b/tutorials/tutorial-6-k.ipynb @@ -40,7 +40,9 @@ "outputs": [], "source": [ "params = FFDParameters()\n", - "params.read_parameters(filename='../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm')" + "params.read_parameters(\n", + " filename=\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm\"\n", + ")" ] }, { @@ -169,7 +171,7 @@ "outputs": [], "source": [ "k_handler = KHandler()\n", - "mesh_points = k_handler.parse('../tests/test_datasets/test_pipe.k')" + "mesh_points = k_handler.parse(\"../tests/test_datasets/test_pipe.k\")" ] }, { @@ -192,7 +194,7 @@ "free_form = FFD(params, mesh_points)\n", "free_form.perform()\n", "new_mesh_points = free_form.modified_mesh_points\n", - "k_handler.write(new_mesh_points, 'test_pipe_mod_C0.k')" + "k_handler.write(new_mesh_points, \"test_pipe_mod_C0.k\")" ] }, { @@ -239,13 +241,15 @@ "outputs": [], "source": [ "params = FFDParameters()\n", - "params.read_parameters(filename='../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm')\n", + "params.read_parameters(\n", + " filename=\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm\"\n", + ")\n", "\n", "free_form = FFD(params, mesh_points)\n", "free_form.perform()\n", "new_mesh_points = free_form.modified_mesh_points\n", "\n", - "k_handler.write(new_mesh_points, 'test_pipe_mod_C1.k')" + "k_handler.write(new_mesh_points, \"test_pipe_mod_C1.k\")" ] }, { diff --git a/tutorials/tutorial-6-k.py b/tutorials/tutorial-6-k.py index 0be7befe..5da051e5 100755 --- a/tutorials/tutorial-6-k.py +++ b/tutorials/tutorial-6-k.py @@ -2,16 +2,16 @@ from pygem.khandler import KHandler ffd = pg.FFD() -ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm') +ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm") handler = KHandler() -mesh_points = handler.parse('../tests/test_datasets/test_pipe.k') +mesh_points = handler.parse("../tests/test_datasets/test_pipe.k") new_mesh_points = ffd(mesh_points) ffd = pg.FFD() -ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm') +ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm") new_mesh_points = ffd(mesh_points) -handler.write(new_mesh_points, 'test_pipe_mod_C1.k') +handler.write(new_mesh_points, "test_pipe_mod_C1.k") diff --git a/tutorials/tutorial-7-mdpa.ipynb b/tutorials/tutorial-7-mdpa.ipynb index 9eb6bf2e..d8c250f3 100644 --- a/tutorials/tutorial-7-mdpa.ipynb +++ b/tutorials/tutorial-7-mdpa.ipynb @@ -51,7 +51,7 @@ "outputs": [], "source": [ "ffd = pg.FFD()\n", - "ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm')" + "ffd.read_parameters(\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm\")" ] }, { @@ -173,7 +173,7 @@ "outputs": [], "source": [ "mdpa_handler = MdpaHandler()\n", - "mesh_points = mdpa_handler.parse('../tests/test_datasets/test_pipe.mdpa')" + "mesh_points = mdpa_handler.parse(\"../tests/test_datasets/test_pipe.mdpa\")" ] }, { @@ -204,10 +204,10 @@ } ], "source": [ - "UndeformedMDPA = meshio.read('../tests/test_datasets/test_pipe.mdpa')\n", - "meshio.write('test_pipe_undeformed_mdpa.vtk', UndeformedMDPA)\n", - "UndeformedVTK = vedo.load('test_pipe_undeformed_mdpa.vtk')\n", - "vedo.settings.embedWindow(backend='k3d', verbose=True)\n", + "UndeformedMDPA = meshio.read(\"../tests/test_datasets/test_pipe.mdpa\")\n", + "meshio.write(\"test_pipe_undeformed_mdpa.vtk\", UndeformedMDPA)\n", + "UndeformedVTK = vedo.load(\"test_pipe_undeformed_mdpa.vtk\")\n", + "vedo.settings.embedWindow(backend=\"k3d\", verbose=True)\n", "vedo.show(UndeformedVTK, viewup=\"z\", resetcam=True)" ] }, @@ -225,7 +225,7 @@ "outputs": [], "source": [ "new_mesh_points = ffd(mesh_points)\n", - "mdpa_handler.write(new_mesh_points, 'test_pipe_mod_C0.mdpa')" + "mdpa_handler.write(new_mesh_points, \"test_pipe_mod_C0.mdpa\")" ] }, { @@ -256,10 +256,10 @@ } ], "source": [ - "DeformedMDPA = meshio.read('test_pipe_mod_C0.mdpa')\n", - "meshio.write('test_pipe_deformed_mdpa.vtk', DeformedMDPA)\n", - "DeformedVTK = vedo.load('test_pipe_deformed_mdpa.vtk')\n", - "vedo.settings.embedWindow(backend='k3d', verbose=True)\n", + "DeformedMDPA = meshio.read(\"test_pipe_mod_C0.mdpa\")\n", + "meshio.write(\"test_pipe_deformed_mdpa.vtk\", DeformedMDPA)\n", + "DeformedVTK = vedo.load(\"test_pipe_deformed_mdpa.vtk\")\n", + "vedo.settings.embedWindow(backend=\"k3d\", verbose=True)\n", "vedo.show(DeformedVTK, viewup=\"z\", resetcam=True)" ] }, @@ -303,9 +303,9 @@ "outputs": [], "source": [ "ffd = pg.FFD()\n", - "ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm')\n", + "ffd.read_parameters(\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm\")\n", "new_mesh_points = ffd(mesh_points)\n", - "mdpa_handler.write(new_mesh_points, 'test_pipe_mod_C1.mdpa')" + "mdpa_handler.write(new_mesh_points, \"test_pipe_mod_C1.mdpa\")" ] }, { @@ -321,8 +321,8 @@ "metadata": {}, "outputs": [], "source": [ - "mesh = meshio.read('test_pipe_mod_C1.mdpa')\n", - "meshio.write('test_pipe_mod_C1_mdpa.vtk', mesh)" + "mesh = meshio.read(\"test_pipe_mod_C1.mdpa\")\n", + "meshio.write(\"test_pipe_mod_C1_mdpa.vtk\", mesh)" ] }, { @@ -331,10 +331,10 @@ "metadata": {}, "outputs": [], "source": [ - "DeformedMDPA = meshio.read('test_pipe_mod_C1.mdpa')\n", - "meshio.write('test_pipe_deformed_mdpa.vtk', DeformedMDPA)\n", - "DeformedVTK = vedo.load('test_pipe_deformed_mdpa.vtk')\n", - "vedo.settings.embedWindow(backend='k3d', verbose=True)\n", + "DeformedMDPA = meshio.read(\"test_pipe_mod_C1.mdpa\")\n", + "meshio.write(\"test_pipe_deformed_mdpa.vtk\", DeformedMDPA)\n", + "DeformedVTK = vedo.load(\"test_pipe_deformed_mdpa.vtk\")\n", + "vedo.settings.embedWindow(backend=\"k3d\", verbose=True)\n", "vedo.show(DeformedVTK, viewup=\"z\", resetcam=True)" ] }, diff --git a/tutorials/tutorial-7-mdpa.py b/tutorials/tutorial-7-mdpa.py index f0355394..53fdd6bd 100755 --- a/tutorials/tutorial-7-mdpa.py +++ b/tutorials/tutorial-7-mdpa.py @@ -4,35 +4,35 @@ import meshio ffd = pg.FFD() -ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm') +ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm") mdpa_handler = MdpaHandler() -mesh_points = mdpa_handler.parse('../tests/test_datasets/test_pipe.mdpa') +mesh_points = mdpa_handler.parse("../tests/test_datasets/test_pipe.mdpa") -UndeformedMDPA = meshio.read('../tests/test_datasets/test_pipe.mdpa') -meshio.write('test_pipe_undeformed_mdpa.vtk', UndeformedMDPA) -UndeformedVTK = vedo.load('test_pipe_undeformed_mdpa.vtk') -vedo.settings.embedWindow(backend='k3d', verbose=True) +UndeformedMDPA = meshio.read("../tests/test_datasets/test_pipe.mdpa") +meshio.write("test_pipe_undeformed_mdpa.vtk", UndeformedMDPA) +UndeformedVTK = vedo.load("test_pipe_undeformed_mdpa.vtk") +vedo.settings.embedWindow(backend="k3d", verbose=True) vedo.show(UndeformedVTK, viewup="z", resetcam=True) new_mesh_points = ffd(mesh_points) -DeformedMDPA = meshio.read('test_pipe_mod_C0.mdpa') -meshio.write('test_pipe_deformed_mdpa.vtk', DeformedMDPA) -DeformedVTK = vedo.load('test_pipe_deformed_mdpa.vtk') -vedo.settings.embedWindow(backend='k3d', verbose=True) +DeformedMDPA = meshio.read("test_pipe_mod_C0.mdpa") +meshio.write("test_pipe_deformed_mdpa.vtk", DeformedMDPA) +DeformedVTK = vedo.load("test_pipe_deformed_mdpa.vtk") +vedo.settings.embedWindow(backend="k3d", verbose=True) vedo.show(DeformedVTK, viewup="z", resetcam=True) ffd = pg.FFD() -ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm') +ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm") new_mesh_points = ffd(mesh_points) -mdpa_handler.write(new_mesh_points, 'test_pipe_mod_C1.mdpa') +mdpa_handler.write(new_mesh_points, "test_pipe_mod_C1.mdpa") -mesh = meshio.read('test_pipe_mod_C1.mdpa') -meshio.write('test_pipe_mod_C1_mdpa.vtk', mesh) +mesh = meshio.read("test_pipe_mod_C1.mdpa") +meshio.write("test_pipe_mod_C1_mdpa.vtk", mesh) -DeformedMDPA = meshio.read('test_pipe_mod_C1.mdpa') -meshio.write('test_pipe_deformed_mdpa.vtk', DeformedMDPA) -DeformedVTK = vedo.load('test_pipe_deformed_mdpa.vtk') -vedo.settings.embedWindow(backend='k3d', verbose=True) +DeformedMDPA = meshio.read("test_pipe_mod_C1.mdpa") +meshio.write("test_pipe_deformed_mdpa.vtk", DeformedMDPA) +DeformedVTK = vedo.load("test_pipe_deformed_mdpa.vtk") +vedo.settings.embedWindow(backend="k3d", verbose=True) vedo.show(DeformedVTK, viewup="z", resetcam=True) diff --git a/tutorials/tutorial1/tutorial-1-ffd.ipynb b/tutorials/tutorial1/tutorial-1-ffd.ipynb index 8b594c0a..3931b94d 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.ipynb +++ b/tutorials/tutorial1/tutorial-1-ffd.ipynb @@ -48,6 +48,7 @@ "import matplotlib.pyplot as plt\n", "\n", "import pygem\n", + "\n", "print(pygem.__version__)\n", "from pygem import FFD" ] @@ -78,16 +79,19 @@ } ], "source": [ - "def mesh_points(num_pts = 2000):\n", + "def mesh_points(num_pts=2000):\n", " indices = np.arange(0, num_pts, dtype=float) + 0.5\n", "\n", - " phi = np.arccos(1 - 2*indices/num_pts)\n", + " phi = np.arccos(1 - 2 * indices / num_pts)\n", " theta = np.pi * (1 + 5**0.5) * indices\n", "\n", - " return np.array([np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)]).T\n", + " return np.array(\n", + " [np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)]\n", + " ).T\n", + "\n", "\n", "mesh = mesh_points()\n", - "plt.figure(figsize=(8,8)).add_subplot(111, projection='3d').scatter(*mesh.T);\n", + "plt.figure(figsize=(8, 8)).add_subplot(111, projection=\"3d\").scatter(*mesh.T)\n", "plt.show()" ] }, @@ -183,14 +187,30 @@ } ], "source": [ - "print('Movements of point[{}, {}, {}] along x: {}'.format(1, 1, 1, ffd.array_mu_x[1, 1, 1]))\n", - "print('Movements of point[{}, {}, {}] along z: {}'.format(1, 1, 1, ffd.array_mu_z[1, 1, 1]))\n", + "print(\n", + " \"Movements of point[{}, {}, {}] along x: {}\".format(\n", + " 1, 1, 1, ffd.array_mu_x[1, 1, 1]\n", + " )\n", + ")\n", + "print(\n", + " \"Movements of point[{}, {}, {}] along z: {}\".format(\n", + " 1, 1, 1, ffd.array_mu_z[1, 1, 1]\n", + " )\n", + ")\n", "\n", "ffd.array_mu_x[1, 1, 1] = 2\n", "ffd.array_mu_z[1, 1, 1] = 0.8\n", "print()\n", - "print('Movements of point[{}, {}, {}] along x: {}'.format(1, 1, 1, ffd.array_mu_x[1, 1, 1]))\n", - "print('Movements of point[{}, {}, {}] along z: {}'.format(1, 1, 1, ffd.array_mu_z[1, 1, 1]))" + "print(\n", + " \"Movements of point[{}, {}, {}] along x: {}\".format(\n", + " 1, 1, 1, ffd.array_mu_x[1, 1, 1]\n", + " )\n", + ")\n", + "print(\n", + " \"Movements of point[{}, {}, {}] along z: {}\".format(\n", + " 1, 1, 1, ffd.array_mu_z[1, 1, 1]\n", + " )\n", + ")" ] }, { @@ -244,9 +264,9 @@ } ], "source": [ - "ax = plt.figure(figsize=(8,8)).add_subplot(111, projection='3d')\n", + "ax = plt.figure(figsize=(8, 8)).add_subplot(111, projection=\"3d\")\n", "ax.scatter(*new_mesh.T)\n", - "ax.scatter(*ffd.control_points().T, s=50, c='red')\n", + "ax.scatter(*ffd.control_points().T, s=50, c=\"red\")\n", "plt.show()" ] } diff --git a/tutorials/tutorial1/tutorial-1-ffd.py b/tutorials/tutorial1/tutorial-1-ffd.py index 7cec4ccc..777b8ed1 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.py +++ b/tutorials/tutorial1/tutorial-1-ffd.py @@ -1,3 +1,28 @@ +# Tutorial 1: Free Form Deformation on Spherical Mesh +import sys + +print(f"Python Version: {sys.version}") +print(f"Platform: {sys.platform}") + +try: + import pygem + + print(f"PyGeM version: {pygem.__version__}") +except ImportError: + print(f"PyGeM not found. Installing...") + import subprocess + + # Installing from local source. It can be replaced with github installation once pushed and merged. + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[dev]"]) + import pygem + + print(f"PyGeM version: {pygem.__version__}") + +import numpy as np + +np.random.seed(1) + + import numpy as np import mpl_toolkits.mplot3d import matplotlib.pyplot as plt @@ -8,33 +33,51 @@ def mesh_points(num_pts=2000): indices = np.arange(0, num_pts, dtype=float) + 0.5 - phi = np.arccos(1 - 2*indices/num_pts) + phi = np.arccos(1 - 2 * indices / num_pts) theta = np.pi * (1 + 5**0.5) * indices - return np.array([np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)]).T + return np.array( + [np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)] + ).T mesh = mesh_points() -plt.figure(figsize=(8, 8)).add_subplot(111, projection='3d').scatter(*mesh.T) +plt.figure(figsize=(8, 8)).add_subplot(111, projection="3d").scatter(*mesh.T) plt.show() ffd = FFD([2, 2, 2]) print(ffd) -print('Movements of point[{}, {}, {}] along x: {}'.format(1, 1, 1, ffd.array_mu_x[1, 1, 1])) -print('Movements of point[{}, {}, {}] along z: {}'.format(1, 1, 1, ffd.array_mu_z[1, 1, 1])) +print( + "Movements of point[{}, {}, {}] along x: {}".format( + 1, 1, 1, ffd.array_mu_x[1, 1, 1] + ) +) +print( + "Movements of point[{}, {}, {}] along z: {}".format( + 1, 1, 1, ffd.array_mu_z[1, 1, 1] + ) +) ffd.array_mu_x[1, 1, 1] = 2 ffd.array_mu_z[1, 1, 1] = 0.8 print() -print('Movements of point[{}, {}, {}] along x: {}'.format(1, 1, 1, ffd.array_mu_x[1, 1, 1])) -print('Movements of point[{}, {}, {}] along z: {}'.format(1, 1, 1, ffd.array_mu_z[1, 1, 1])) +print( + "Movements of point[{}, {}, {}] along x: {}".format( + 1, 1, 1, ffd.array_mu_x[1, 1, 1] + ) +) +print( + "Movements of point[{}, {}, {}] along z: {}".format( + 1, 1, 1, ffd.array_mu_z[1, 1, 1] + ) +) new_mesh = ffd(mesh) print(type(new_mesh), new_mesh.shape) -ax = plt.figure(figsize=(8, 8)).add_subplot(111, projection='3d') +ax = plt.figure(figsize=(8, 8)).add_subplot(111, projection="3d") ax.scatter(*new_mesh.T) -ax.scatter(*ffd.control_points().T, s=50, c='red') +ax.scatter(*ffd.control_points().T, s=50, c="red") plt.show() diff --git a/tutorials/tutorial2/tutorial-2-iges.ipynb b/tutorials/tutorial2/tutorial-2-iges.ipynb index 79f50a8d..6072144d 100644 --- a/tutorials/tutorial2/tutorial-2-iges.ipynb +++ b/tutorials/tutorial2/tutorial-2-iges.ipynb @@ -93,7 +93,7 @@ ], "source": [ "ffd = FFD()\n", - "ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_iges.prm')\n", + "ffd.read_parameters(\"../tests/test_datasets/parameters_test_ffd_iges.prm\")\n", "print(ffd)" ] }, diff --git a/tutorials/tutorial2/tutorial-2-iges.py b/tutorials/tutorial2/tutorial-2-iges.py index 8abe4eab..8d60d0c6 100644 --- a/tutorials/tutorial2/tutorial-2-iges.py +++ b/tutorials/tutorial2/tutorial-2-iges.py @@ -6,7 +6,7 @@ # ## Tutorial 2: Free Form Deformation on a cylinder in CAD file format # In this tutorial we show again an application of _free form deformation_ method, now to a CAD file. These files, that are often adopted to model complex geometries, require an additional pre- and post-processing of the surfaces to perform the deformation. -# +# # The **CAD** submodule of **PyGeM** takes care of the deformation to all CAD files (.step, .iges, etc.), so first of all we import from the submodule the `FFD` class. # In[1]: @@ -16,14 +16,14 @@ # Since the visualisation of CAD files may be tricky (depending by the operating system, the graphical front-end, ...), we avoid for this tutorial any graphical renderer, letting to the reader the possibility to implement by himself the needed plotting routines. -# +# # The `FFD` class in the **CAD** module shares the same interface with the original `FFD` class (for discrete geometries). We can simply parse a parameter file to set everything like we want (remember you can do the same directly setting the object attributes). # In[2]: ffd = FFD() -ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_iges.prm') +ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_iges.prm") print(ffd) @@ -42,5 +42,6 @@ # In[4]: -get_ipython().system('diff -y ../tests/test_datasets/test_pipe.iges test_pipe_deformed.iges') - +get_ipython().system( + "diff -y ../tests/test_datasets/test_pipe.iges test_pipe_deformed.iges" +) diff --git a/tutorials/tutorial3/tutorial-3-rbf.ipynb b/tutorials/tutorial3/tutorial-3-rbf.ipynb index 4663b957..82b99a58 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.ipynb +++ b/tutorials/tutorial3/tutorial-3-rbf.ipynb @@ -47,7 +47,7 @@ "outputs": [], "source": [ "rbf = RBF()\n", - "rbf.read_parameters(filename='../tests/test_datasets/parameters_rbf_cube.prm')" + "rbf.read_parameters(filename=\"../tests/test_datasets/parameters_rbf_cube.prm\")" ] }, { @@ -166,11 +166,11 @@ ], "source": [ "fig = plt.figure(1)\n", - "ax = fig.add_subplot(111, projection='3d')\n", - "ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c='blue', marker='o')\n", - "ax.set_xlabel('X axis')\n", - "ax.set_ylabel('Y axis')\n", - "ax.set_zlabel('Z axis')\n", + "ax = fig.add_subplot(111, projection=\"3d\")\n", + "ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c=\"blue\", marker=\"o\")\n", + "ax.set_xlabel(\"X axis\")\n", + "ax.set_ylabel(\"Y axis\")\n", + "ax.set_zlabel(\"Z axis\")\n", "plt.show()" ] }, @@ -246,11 +246,11 @@ ], "source": [ "fig = plt.figure(2)\n", - "ax = fig.add_subplot(111, projection='3d')\n", - "ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c='red', marker='o')\n", - "ax.set_xlabel('X axis')\n", - "ax.set_ylabel('Y axis')\n", - "ax.set_zlabel('Z axis')\n", + "ax = fig.add_subplot(111, projection=\"3d\")\n", + "ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c=\"red\", marker=\"o\")\n", + "ax.set_xlabel(\"X axis\")\n", + "ax.set_ylabel(\"Y axis\")\n", + "ax.set_zlabel(\"Z axis\")\n", "plt.show()" ] } diff --git a/tutorials/tutorial3/tutorial-3-rbf.py b/tutorials/tutorial3/tutorial-3-rbf.py index a2fe506d..e5cb566d 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.py +++ b/tutorials/tutorial3/tutorial-3-rbf.py @@ -5,27 +5,27 @@ # ## Tutorial 3: Radial Basis Functions interpolation technique on a cube # In this tutorial we will show how to use the Radial Basis Functions interpolation technique to deform a cube. -# +# # First of all we import the required **PyGeM** class, we import numpy and we set matplotlib for the notebook. # In[1]: -get_ipython().run_line_magic('matplotlib', 'inline') +get_ipython().run_line_magic("matplotlib", "inline") from pygem import RBF import numpy as np import matplotlib.pyplot as plt # Using RBF, we can control the deformation by arranging some control points around the object to deform, then moving these latter to induce the morphing. Within **PyGeM**, the setting of such parameters can be done by parsing an input text file or manually touching the `RBF` attributes. -# +# # Let's try togheter by using an input file: the first step is the creation of the new object. After this, we can use the `read_parameters` to set the parameters. # In[2]: rbf = RBF() -rbf.read_parameters(filename='../tests/test_datasets/parameters_rbf_cube.prm') +rbf.read_parameters(filename="../tests/test_datasets/parameters_rbf_cube.prm") # The following is the parameters file for this particular case. The Radial Basis Functions section describes the basis functions to use. Here we use Gaussian splines with the distance parameter equal to 0.5 (see the documentation of the [RBF](http://mathlab.github.io/PyGeM/rbf.html) class for more details). As control points we consider the 8 vertices of the cube (the first one is not exactly the vertex), and we move 3 of them. In the Control points section there are all the coordinates of the control points. @@ -33,7 +33,7 @@ # In[3]: -get_ipython().run_line_magic('cat', '../tests/test_datasets/parameters_rbf_cube.prm') +get_ipython().run_line_magic("cat", "../tests/test_datasets/parameters_rbf_cube.prm") # Here we create a $10 \times10 \times 10$ lattice to mimic a cube. @@ -59,11 +59,11 @@ fig = plt.figure(1) -ax = fig.add_subplot(111, projection='3d') -ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c='blue', marker='o') -ax.set_xlabel('X axis') -ax.set_ylabel('Y axis') -ax.set_zlabel('Z axis') +ax = fig.add_subplot(111, projection="3d") +ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c="blue", marker="o") +ax.set_xlabel("X axis") +ax.set_ylabel("Y axis") +ax.set_zlabel("Z axis") plt.show() @@ -89,10 +89,9 @@ fig = plt.figure(2) -ax = fig.add_subplot(111, projection='3d') -ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c='red', marker='o') -ax.set_xlabel('X axis') -ax.set_ylabel('Y axis') -ax.set_zlabel('Z axis') +ax = fig.add_subplot(111, projection="3d") +ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c="red", marker="o") +ax.set_xlabel("X axis") +ax.set_ylabel("Y axis") +ax.set_zlabel("Z axis") plt.show() - diff --git a/tutorials/tutorial4/tutorial-4-idw.ipynb b/tutorials/tutorial4/tutorial-4-idw.ipynb index b69e8399..731bc3c5 100644 --- a/tutorials/tutorial4/tutorial-4-idw.ipynb +++ b/tutorials/tutorial4/tutorial-4-idw.ipynb @@ -45,7 +45,7 @@ }, "outputs": [], "source": [ - "parameters_file = '../tests/test_datasets/parameters_idw_cube.prm'\n", + "parameters_file = \"../tests/test_datasets/parameters_idw_cube.prm\"\n", "\n", "idw = IDW()\n", "idw.read_parameters(filename=parameters_file)" @@ -158,11 +158,11 @@ ], "source": [ "fig = plt.figure(1)\n", - "ax = fig.add_subplot(111, projection='3d')\n", - "ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c='blue', marker='o')\n", - "ax.set_xlabel('X axis')\n", - "ax.set_ylabel('Y axis')\n", - "ax.set_zlabel('Z axis')\n", + "ax = fig.add_subplot(111, projection=\"3d\")\n", + "ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c=\"blue\", marker=\"o\")\n", + "ax.set_xlabel(\"X axis\")\n", + "ax.set_ylabel(\"Y axis\")\n", + "ax.set_zlabel(\"Z axis\")\n", "plt.show()" ] }, @@ -209,11 +209,11 @@ ], "source": [ "fig = plt.figure(2)\n", - "ax = fig.add_subplot(111, projection='3d')\n", - "ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c='red', marker='o')\n", - "ax.set_xlabel('X axis')\n", - "ax.set_ylabel('Y axis')\n", - "ax.set_zlabel('Z axis')\n", + "ax = fig.add_subplot(111, projection=\"3d\")\n", + "ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c=\"red\", marker=\"o\")\n", + "ax.set_xlabel(\"X axis\")\n", + "ax.set_ylabel(\"Y axis\")\n", + "ax.set_zlabel(\"Z axis\")\n", "plt.show()" ] } diff --git a/tutorials/tutorial4/tutorial-4-idw.py b/tutorials/tutorial4/tutorial-4-idw.py index 2afc63ab..225d6a82 100644 --- a/tutorials/tutorial4/tutorial-4-idw.py +++ b/tutorials/tutorial4/tutorial-4-idw.py @@ -5,13 +5,13 @@ # ## Tutorial 5: Inverse Distance Weighting interpolation technique on a cube # In this tutorial we will show how to use the Inverse Distance Weighting interpolation technique to deform a cube. -# +# # First of all, we import the required class, the numpy package and we set matplotlib for the notebook. # In[1]: -get_ipython().run_line_magic('matplotlib', 'inline') +get_ipython().run_line_magic("matplotlib", "inline") import numpy as np import matplotlib.pyplot as plt @@ -23,7 +23,7 @@ # In[2]: -parameters_file = '../tests/test_datasets/parameters_idw_cube.prm' +parameters_file = "../tests/test_datasets/parameters_idw_cube.prm" idw = IDW() idw.read_parameters(filename=parameters_file) @@ -34,7 +34,7 @@ # In[3]: -get_ipython().run_line_magic('cat', "'../tests/test_datasets/parameters_idw_cube.prm'") +get_ipython().run_line_magic("cat", "'../tests/test_datasets/parameters_idw_cube.prm'") # Here we create a $10 \times 10 \times 10$ lattice to mimic a cube. @@ -60,11 +60,11 @@ fig = plt.figure(1) -ax = fig.add_subplot(111, projection='3d') -ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c='blue', marker='o') -ax.set_xlabel('X axis') -ax.set_ylabel('Y axis') -ax.set_zlabel('Z axis') +ax = fig.add_subplot(111, projection="3d") +ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c="blue", marker="o") +ax.set_xlabel("X axis") +ax.set_ylabel("Y axis") +ax.set_zlabel("Z axis") plt.show() @@ -82,10 +82,9 @@ fig = plt.figure(2) -ax = fig.add_subplot(111, projection='3d') -ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c='red', marker='o') -ax.set_xlabel('X axis') -ax.set_ylabel('Y axis') -ax.set_zlabel('Z axis') +ax = fig.add_subplot(111, projection="3d") +ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c="red", marker="o") +ax.set_xlabel("X axis") +ax.set_ylabel("Y axis") +ax.set_zlabel("Z axis") plt.show() - diff --git a/tutorials/tutorial5/tutorial-5-file.ipynb b/tutorials/tutorial5/tutorial-5-file.ipynb index d4838e63..ca3bf620 100644 --- a/tutorials/tutorial5/tutorial-5-file.ipynb +++ b/tutorials/tutorial5/tutorial-5-file.ipynb @@ -50,18 +50,18 @@ "\n", " if color is None:\n", " color = (0, 0, 1, 0.1)\n", - " fig = plt.figure(figsize=(16,10))\n", + " fig = plt.figure(figsize=(16, 10))\n", "\n", - " verts = [data['points'][cell] for cell in data['cells']]\n", - " ax = fig.add_subplot(111, projection='3d')\n", - " faces = Poly3DCollection(verts, linewidths=1, edgecolors='k')\n", + " verts = [data[\"points\"][cell] for cell in data[\"cells\"]]\n", + " ax = fig.add_subplot(111, projection=\"3d\")\n", + " faces = Poly3DCollection(verts, linewidths=1, edgecolors=\"k\")\n", " faces.set_facecolor(color)\n", - " \n", + "\n", " ax.add_collection3d(faces)\n", - " ax.set_xlim3d(-.8, .8)\n", - " ax.set_ylim3d(-.8, .8)\n", - " ax.set_zlim3d(-.8, .8)\n", - " ax.set_aspect('equal','box')\n", + " ax.set_xlim3d(-0.8, 0.8)\n", + " ax.set_ylim3d(-0.8, 0.8)\n", + " ax.set_zlim3d(-0.8, 0.8)\n", + " ax.set_aspect(\"equal\", \"box\")\n", "\n", " plt.show()" ] @@ -133,7 +133,7 @@ "outputs": [], "source": [ "ffd = FFD()\n", - "ffd.origin_box = np.array([-.6, -.6, -.6])\n", + "ffd.origin_box = np.array([-0.6, -0.6, -0.6])\n", "ffd.box_length = np.array([1.2, 1.2, 1.2])\n", "\n", "ffd.array_mu_x[1, 1, 1] += 1.5" @@ -152,7 +152,7 @@ "metadata": {}, "outputs": [], "source": [ - "vtp_content['points'] = ffd(vtp_content['points'])" + "vtp_content[\"points\"] = ffd(vtp_content[\"points\"])" ] }, { @@ -197,7 +197,7 @@ "metadata": {}, "outputs": [], "source": [ - "io.VTPHandler.write('deform_cube.vtp', vtp_content)" + "io.VTPHandler.write(\"deform_cube.vtp\", vtp_content)" ] }, { @@ -239,8 +239,8 @@ "stl_filename = \"cube.stl\"\n", "\n", "stl_content = io.STLHandler.read(stl_filename)\n", - "stl_content['points'] = ffd(stl_content['points'])\n", - "io.STLHandler.write('deform_cube.stl', stl_content)" + "stl_content[\"points\"] = ffd(stl_content[\"points\"])\n", + "io.STLHandler.write(\"deform_cube.stl\", stl_content)" ] }, { @@ -281,8 +281,8 @@ } ], "source": [ - "plot(io.STLHandler.read('cube.stl'))\n", - "plot(io.STLHandler.read('deform_cube.stl'), (0, 1, 0, .1))" + "plot(io.STLHandler.read(\"cube.stl\"))\n", + "plot(io.STLHandler.read(\"deform_cube.stl\"), (0, 1, 0, 0.1))" ] }, { diff --git a/tutorials/tutorial5/tutorial-5-file.py b/tutorials/tutorial5/tutorial-5-file.py index 9fd3dd17..b4e6cb16 100644 --- a/tutorials/tutorial5/tutorial-5-file.py +++ b/tutorials/tutorial5/tutorial-5-file.py @@ -2,20 +2,20 @@ # coding: utf-8 # # PyGeM -# +# # ## Tutorial 5: Deformation of an object stored into file -# +# # In the present tutorial, we are going to show the fundamental steps to compute in order to deform a given object stored in a given file. -# +# # To achieve this, we basically need a parser for extracting from the file all geometrical information (typically the nodes coordinates and the topology), then deforming such nodes with one of the **PyGeM** deformation techniques. # Here we show a simple `FFD` applied to a `.vtp` and to an `.stl` files. To deal with such files, we employ the [Smithers](https://github.com/mathLab/Smithers) package, a utilities toolbox that allows for an easy manipulation of several file formats. -# +# # As usually, at the beginning we import all the modules we need. # In[1]: -get_ipython().run_line_magic('matplotlib', 'inline') +get_ipython().run_line_magic("matplotlib", "inline") import numpy as np from pygem import FFD @@ -35,31 +35,33 @@ def plot(data, color=None): if color is None: color = (0, 0, 1, 0.1) - fig = plt.figure(figsize=(16,10)) + fig = plt.figure(figsize=(16, 10)) - verts = [data['points'][cell] for cell in data['cells']] - ax = fig.add_subplot(111, projection='3d') - faces = Poly3DCollection(verts, linewidths=1, edgecolors='k') + verts = [data["points"][cell] for cell in data["cells"]] + ax = fig.add_subplot(111, projection="3d") + faces = Poly3DCollection(verts, linewidths=1, edgecolors="k") faces.set_facecolor(color) - + ax.add_collection3d(faces) - ax.set_xlim3d(-.8, .8) - ax.set_ylim3d(-.8, .8) - ax.set_zlim3d(-.8, .8) - ax.set_aspect('equal','box') + ax.set_xlim3d(-0.8, 0.8) + ax.set_ylim3d(-0.8, 0.8) + ax.set_zlim3d(-0.8, 0.8) + ax.set_aspect("equal", "box") plt.show() # ### Deformation of the VTP file -# +# # First of all, we need a `.vtp` file: we download a simple cube and we open it. # In[3]: -get_ipython().system('rm -rf cube.vtp') -get_ipython().system('wget https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp') +get_ipython().system("rm -rf cube.vtp") +get_ipython().system( + "wget https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp" +) vtp_filename = "cube.vtp" vtp_content = io.VTPHandler.read(vtp_filename) @@ -72,7 +74,7 @@ def plot(data, color=None): ffd = FFD() -ffd.origin_box = np.array([-.6, -.6, -.6]) +ffd.origin_box = np.array([-0.6, -0.6, -0.6]) ffd.box_length = np.array([1.2, 1.2, 1.2]) ffd.array_mu_x[1, 1, 1] += 1.5 @@ -83,7 +85,7 @@ def plot(data, color=None): # In[5]: -vtp_content['points'] = ffd(vtp_content['points']) +vtp_content["points"] = ffd(vtp_content["points"]) # Here a visual test to see the final outcome! @@ -99,24 +101,26 @@ def plot(data, color=None): # In[7]: -io.VTPHandler.write('deform_cube.vtp', vtp_content) +io.VTPHandler.write("deform_cube.vtp", vtp_content) # Pretty easy, isn't? -# +# # ### Deformation of an STL file # Here we basically replicate (in a more compress way) the previous steps in order to deform an object stored in an STL file. As before, we deal with a simple cube. # In[8]: -get_ipython().system('rm -rf cube.stl') -get_ipython().system('wget https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl') +get_ipython().system("rm -rf cube.stl") +get_ipython().system( + "wget https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl" +) stl_filename = "cube.stl" stl_content = io.STLHandler.read(stl_filename) -stl_content['points'] = ffd(stl_content['points']) -io.STLHandler.write('deform_cube.stl', stl_content) +stl_content["points"] = ffd(stl_content["points"]) +io.STLHandler.write("deform_cube.stl", stl_content) # We can now plot the content of the original file and the deformed one, showing the altered geometry. @@ -124,12 +128,12 @@ def plot(data, color=None): # In[9]: -plot(io.STLHandler.read('cube.stl')) -plot(io.STLHandler.read('deform_cube.stl'), (0, 1, 0, .1)) +plot(io.STLHandler.read("cube.stl")) +plot(io.STLHandler.read("deform_cube.stl"), (0, 1, 0, 0.1)) # ### Other file formats? -# +# # `vtp` and `stl` are common formats in the scientific community, but of course there are many more available. What if you have to deform a different file? # As first step, we suggest to check the [Smithers](https://github.com/mathLab/Smithers) documentation looking for the handler for the file format in hand. # If the latter is not implemented yet, you can write by your own the parser (and hopefully make a Pull-Request to **Smithers** to make your improvement also available for other users) or just use some third-party libraries to extract the node coordinates! diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb index 36cd8ca4..217e4e57 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb @@ -41,8 +41,10 @@ "\n", "# mesh parsing\n", "from smithers.io.openfoamhandler import OpenFoamHandler\n", + "\n", "# interpolator\n", "from scipy.interpolate import Rbf\n", + "\n", "# deformation\n", "from pygem import FFD, RBF" ] @@ -62,17 +64,17 @@ "metadata": {}, "outputs": [], "source": [ - "def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None):\n", + "def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None):\n", " if ax is None:\n", " fig = plt.figure(figsize=figsize)\n", - " ax = fig.add_subplot(projection='3d')\n", - " \n", - " for idx,a in enumerate(arr):\n", + " ax = fig.add_subplot(projection=\"3d\")\n", + "\n", + " for idx, a in enumerate(arr):\n", " if labels is not None:\n", " ax.scatter(*a.T, s=s, alpha=alpha, label=labels[idx])\n", " else:\n", " ax.scatter(*a.T, s=s, alpha=alpha)\n", - " \n", + "\n", " if draw:\n", " if labels is not None:\n", " plt.legend()\n", @@ -103,7 +105,7 @@ "source": [ "# we load the OpenFOAM mesh\n", "openfoam_handler = OpenFoamHandler()\n", - "mesh = openfoam_handler.read('openfoam_mesh')" + "mesh = openfoam_handler.read(\"openfoam_mesh\")" ] }, { @@ -121,10 +123,12 @@ "metadata": {}, "outputs": [], "source": [ - "wall_keys = [b'inlet', b'outlet', b'top', b'bottom']\n", - "walls = mesh['points'][np.concatenate([mesh['boundary'][k]['points'] for k in wall_keys])]\n", + "wall_keys = [b\"inlet\", b\"outlet\", b\"top\", b\"bottom\"]\n", + "walls = mesh[\"points\"][\n", + " np.concatenate([mesh[\"boundary\"][k][\"points\"] for k in wall_keys])\n", + "]\n", "\n", - "obstacle = mesh['points'][mesh['boundary'][b'obstacle']['points']]" + "obstacle = mesh[\"points\"][mesh[\"boundary\"][b\"obstacle\"][\"points\"]]" ] }, { @@ -155,7 +159,7 @@ } ], "source": [ - "scatter3d([obstacle, walls], s=1, labels=['obstacle', 'walls'])" + "scatter3d([obstacle, walls], s=1, labels=[\"obstacle\", \"walls\"])" ] }, { @@ -187,8 +191,8 @@ "source": [ "ffd = FFD([2, 2, 2])\n", "\n", - "ffd.box_origin = np.array([-2.6,-2.6,-1.1])\n", - "ffd.box_length = np.array([5.2,5.2,2.2])\n", + "ffd.box_origin = np.array([-2.6, -2.6, -1.1])\n", + "ffd.box_length = np.array([5.2, 5.2, 2.2])\n", "\n", "ffd.array_mu_x[1, 1, 0] = 0.3\n", "ffd.array_mu_y[1, 1, 0] = 0.3\n", @@ -226,7 +230,7 @@ ], "source": [ "new_obstacle = ffd(obstacle)\n", - "scatter3d([new_obstacle, obstacle], s=3, labels=['deformed', 'original'])" + "scatter3d([new_obstacle, obstacle], s=3, labels=[\"deformed\", \"original\"])" ] }, { @@ -251,12 +255,16 @@ "outputs": [], "source": [ "undeformed_points = np.vstack([walls, obstacle])\n", - "deformed_points = np.vstack([walls, new_obstacle])\n", - " \n", + "deformed_points = np.vstack([walls, new_obstacle])\n", + "\n", "undeformed_points, uindexes = np.unique(undeformed_points, return_index=True, axis=0)\n", - "deformed_points = deformed_points[uindexes]\n", - " \n", - "rbf = RBF(original_control_points=undeformed_points, deformed_control_points=deformed_points, radius=5)" + "deformed_points = deformed_points[uindexes]\n", + "\n", + "rbf = RBF(\n", + " original_control_points=undeformed_points,\n", + " deformed_control_points=deformed_points,\n", + " radius=5,\n", + ")" ] }, { @@ -287,7 +295,11 @@ } ], "source": [ - "scatter3d([rbf.original_control_points, rbf.deformed_control_points], s=0.5, labels=['original', 'deformed'])" + "scatter3d(\n", + " [rbf.original_control_points, rbf.deformed_control_points],\n", + " s=0.5,\n", + " labels=[\"original\", \"deformed\"],\n", + ")" ] }, { @@ -307,7 +319,7 @@ "metadata": {}, "outputs": [], "source": [ - "new_mesh_points = rbf(mesh['points'])" + "new_mesh_points = rbf(mesh[\"points\"])" ] }, { @@ -329,8 +341,8 @@ "source": [ "def upper_layer(*arrs):\n", " points = arrs[0]\n", - " idxes = points[:,2] > 0\n", - " \n", + " idxes = points[:, 2] > 0\n", + "\n", " if len(arrs) > 1:\n", " return (arr[idxes] for arr in arrs)\n", " else:\n", @@ -377,24 +389,28 @@ } ], "source": [ - "plt.figure(figsize=(20,8), dpi=300)\n", - "plt.scatter(*upper_layer(new_mesh_points)[:,:2].T, s=0.2, label='Interpolated mesh')\n", - "plt.scatter(*upper_layer(obstacle)[:,:2].T, s=1, color='g', label='Original obstacle')\n", - "plt.scatter(*upper_layer(new_obstacle)[:,:2].T, s=1, color='r', label='Deformed obstacle')\n", + "plt.figure(figsize=(20, 8), dpi=300)\n", + "plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label=\"Interpolated mesh\")\n", + "plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color=\"g\", label=\"Original obstacle\")\n", + "plt.scatter(\n", + " *upper_layer(new_obstacle)[:, :2].T, s=1, color=\"r\", label=\"Deformed obstacle\"\n", + ")\n", "\n", "plt.margins(x=0, y=0)\n", - "plt.legend(prop={\"size\":15}, markerscale=15)\n", - "plt.title('New mesh')\n", + "plt.legend(prop={\"size\": 15}, markerscale=15)\n", + "plt.title(\"New mesh\")\n", "\n", "plt.show()\n", - "plt.figure(figsize=(20,8), dpi=300)\n", - "plt.scatter(*upper_layer(new_mesh_points)[:,:2].T, s=0.2, label='Interpolated mesh')\n", - "plt.scatter(*upper_layer(obstacle)[:,:2].T, s=1, color='g', label='Original obstacle')\n", - "plt.scatter(*upper_layer(new_obstacle)[:,:2].T, s=1, color='r', label='Deformed obstacle')\n", + "plt.figure(figsize=(20, 8), dpi=300)\n", + "plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label=\"Interpolated mesh\")\n", + "plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color=\"g\", label=\"Original obstacle\")\n", + "plt.scatter(\n", + " *upper_layer(new_obstacle)[:, :2].T, s=1, color=\"r\", label=\"Deformed obstacle\"\n", + ")\n", "plt.axis([-3.5, 4.5, -4, 4])\n", "plt.margins(x=0, y=0)\n", - "plt.legend(prop={\"size\":15}, markerscale=15)\n", - "plt.title('New mesh [zoom]')\n", + "plt.legend(prop={\"size\": 15}, markerscale=15)\n", + "plt.title(\"New mesh [zoom]\")\n", "\n", "plt.show()" ] diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.py b/tutorials/tutorial6/tutorial-6-ffd-rbf.py index 9192b77e..d399dd37 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.py +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.py @@ -3,12 +3,12 @@ # # PyGeM # ## Tutorial 6: Deformation of the computational mesh through an RBF interpolator -# +# # In this tutorial we're going to show the procedure to propagate a given object deformation to the computational grid built around such a object. In this way, any deformation mapping we can apply to the object to morph is replicated to all discretized space around it, avoiding the expensive re-meshing phase. In this tutorial we just show the needed steps to achieve such parametric mesh exploiting the **PyGeM** package, presenting a very simple test-case, but for a practical real-world usecase we refer to # - Hull Shape Design Optimization with Parameter Space and Model Reductions, and Self-Learning Mesh Morphing # by Nicola Demo, Marco Tezzele, Andrea Mola and Gianluigi Rozza. J. Mar. Sci. Eng. 2021, 9(2), 185; https://doi.org/10.3390/jmse9020185. -# -# +# +# # ### The numerical settings # The methodology that follows is very general and can be extended to many different scenario, since it basically requires only the coordinates of the nodes of the object geometry and of the (undeformed) initial mesh. For sake of simplicity, here we present the deformation of an [OpenFOAM](https://openfoam.org/) grid for simulating a 2D Navier-Stokes flow around a cylinder. We assume that this cilinder is the object to deform. # Even if the entire procedure is employable also when the deformation mapping applied to the initial object is unknown (we see in few lines that the required input is just the displacement of the initial object after the deformation), here we apply the *free-form deformation* method to the undeformed cylinder in order to parametrize its geometry. @@ -26,8 +26,10 @@ # mesh parsing from smithers.io.openfoamhandler import OpenFoamHandler + # interpolator from scipy.interpolate import Rbf + # deformation from pygem import FFD, RBF @@ -37,17 +39,17 @@ # In[2]: -def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None): +def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None): if ax is None: fig = plt.figure(figsize=figsize) - ax = fig.add_subplot(projection='3d') - - for idx,a in enumerate(arr): + ax = fig.add_subplot(projection="3d") + + for idx, a in enumerate(arr): if labels is not None: ax.scatter(*a.T, s=s, alpha=alpha, label=labels[idx]) else: ax.scatter(*a.T, s=s, alpha=alpha) - + if draw: if labels is not None: plt.legend() @@ -57,10 +59,10 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None # ## 1) Extraction of the mesh points -# +# # In few words, the procedure uses the the nodes coordinates of the deformed object in order to fit the RBF interpolator which will propagate such morphing to the computational grid. # The first step is then the extraction of such points: we specify that, for avoiding that also the mesh boundaries are deformed, we need to force a *zero* displacement there. We can easily obtain that by passing these bondaries as the RBF control points. -# +# # As we mentioned before, in this tutorial we use the library `Smithers` to load the OpenFOAM mesh from the folder `openfoam_mesh` which serves as example. First of all, we use the method `read()` from the class `OpenFoamHandler` to load the data. This method returns a dictionary which contains all the informations available about the mesh, included the list of points (`mesh['points']`). # In[3]: @@ -68,7 +70,7 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None # we load the OpenFOAM mesh openfoam_handler = OpenFoamHandler() -mesh = openfoam_handler.read('openfoam_mesh') +mesh = openfoam_handler.read("openfoam_mesh") # Moreover, the object returned by `read()` contains a list of points for each *boundary*, represented by a list of indexes which refers to `mesh['points']`. We can use these lists to obtain the coordinates of the points which compose the cylinder (which we call *obstacle*) and walls. @@ -76,10 +78,12 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None # In[4]: -wall_keys = [b'inlet', b'outlet', b'top', b'bottom'] -walls = mesh['points'][np.concatenate([mesh['boundary'][k]['points'] for k in wall_keys])] +wall_keys = [b"inlet", b"outlet", b"top", b"bottom"] +walls = mesh["points"][ + np.concatenate([mesh["boundary"][k]["points"] for k in wall_keys]) +] -obstacle = mesh['points'][mesh['boundary'][b'obstacle']['points']] +obstacle = mesh["points"][mesh["boundary"][b"obstacle"]["points"]] # At this point we can plot the obstacle and the walls using the auxiliary function `scatter3d`: @@ -87,15 +91,15 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None # In[5]: -scatter3d([obstacle, walls], s=1, labels=['obstacle', 'walls']) +scatter3d([obstacle, walls], s=1, labels=["obstacle", "walls"]) # As you can see our geometry is made of two faces, one at `z=0.5` and the other at `z=-0.5`. # ## 2) Object Deformation -# +# # Here we need to apply a generic deformation on the initial object (the cylinder here). In case this deformation is already computed, you can skip this section, having the forethought of storing the nodes coordinates of the undeformed and deformed object. -# +# # We use the `FFD` deformation from [PyGeM](https://github.com/mathLab/PyGeM) (for a reference check [this tutorial](http://mathlab.github.io/PyGeM/tutorial-1-ffd.html)) to deform the original object (the upper and lower faces of a cylinder). We create the new `FFD` object and set its attributes in order to create a simple deformation # In[6]: @@ -103,8 +107,8 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None ffd = FFD([2, 2, 2]) -ffd.box_origin = np.array([-2.6,-2.6,-1.1]) -ffd.box_length = np.array([5.2,5.2,2.2]) +ffd.box_origin = np.array([-2.6, -2.6, -1.1]) +ffd.box_length = np.array([5.2, 5.2, 2.2]) ffd.array_mu_x[1, 1, 0] = 0.3 ffd.array_mu_y[1, 1, 0] = 0.3 @@ -119,13 +123,13 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None new_obstacle = ffd(obstacle) -scatter3d([new_obstacle, obstacle], s=3, labels=['deformed', 'original']) +scatter3d([new_obstacle, obstacle], s=3, labels=["deformed", "original"]) # ## 3) Propagation of the deformation to the computational mesh -# +# # We have now to deform the grid according to the object deformation. Once we have the coordinates of the undeformed and deformed object (and, we remark, also the boundaries that have to been fixed), we can just use them to fed an RBF interpolator. -# +# # We employ the `RBF` class from **PyGeM**. # For a reference on the parameters available when using the class `RBF` from **PyGeM**, please check the [documentation](http://mathlab.github.io/PyGeM/rbf.html). We keep the default values for all the parameters except `radius`, for which we set `radius=5`. This parameter is a scaling coefficient which affects the shape of the radial basis function used for the interpolation. # A practical note: long story short, `RBF` solves a linear system to fit the input data. However the matrix representing our system may result singular if we pass more times the same point(s). To avoid this issue, we just extract the `unique` points, as show in the next cell. @@ -134,12 +138,16 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None undeformed_points = np.vstack([walls, obstacle]) -deformed_points = np.vstack([walls, new_obstacle]) - +deformed_points = np.vstack([walls, new_obstacle]) + undeformed_points, uindexes = np.unique(undeformed_points, return_index=True, axis=0) -deformed_points = deformed_points[uindexes] - -rbf = RBF(original_control_points=undeformed_points, deformed_control_points=deformed_points, radius=5) +deformed_points = deformed_points[uindexes] + +rbf = RBF( + original_control_points=undeformed_points, + deformed_control_points=deformed_points, + radius=5, +) # As visual proof, we plot the original and deformed control points we pass to `RBF` constructor! @@ -147,21 +155,25 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None # In[9]: -scatter3d([rbf.original_control_points, rbf.deformed_control_points], s=0.5, labels=['original', 'deformed']) +scatter3d( + [rbf.original_control_points, rbf.deformed_control_points], + s=0.5, + labels=["original", "deformed"], +) # At this point we can use the ingredients we prepared in the last sections to obtain the parametric mesh. -# +# # We can use the `RBF.__call__()` method to determine the new position of the points which compose the mesh. This is a resource-intensive computation and may slow down the device on which you're running this notebook. # In[10]: -new_mesh_points = rbf(mesh['points']) +new_mesh_points = rbf(mesh["points"]) # And basically that's all! The array `new_mesh_points` contains the new coordinates of the mesh points, and give us the possibility to store it in a new file or exploit them for some computation. -# +# # The last thing we show here is the visualization of the deformed mesh. In order to plot the results we prefer a 2D scatter plot of the upper part of the mesh (`z=0.5`). Therefore we define the auxiliary function `upper_layer` which extracts the points at `z=0.5` from the given list of points. # In[11]: @@ -169,8 +181,8 @@ def scatter3d(arr, figsize=(8,8), s=10, draw=True, ax=None, alpha=1, labels=None def upper_layer(*arrs): points = arrs[0] - idxes = points[:,2] > 0 - + idxes = points[:, 2] > 0 + if len(arrs) > 1: return (arr[idxes] for arr in arrs) else: @@ -182,24 +194,27 @@ def upper_layer(*arrs): # In[12]: -plt.figure(figsize=(20,8), dpi=300) -plt.scatter(*upper_layer(new_mesh_points)[:,:2].T, s=0.2, label='Interpolated mesh') -plt.scatter(*upper_layer(obstacle)[:,:2].T, s=1, color='g', label='Original obstacle') -plt.scatter(*upper_layer(new_obstacle)[:,:2].T, s=1, color='r', label='Deformed obstacle') +plt.figure(figsize=(20, 8), dpi=300) +plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label="Interpolated mesh") +plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color="g", label="Original obstacle") +plt.scatter( + *upper_layer(new_obstacle)[:, :2].T, s=1, color="r", label="Deformed obstacle" +) plt.margins(x=0, y=0) -plt.legend(prop={"size":15}, markerscale=15) -plt.title('New mesh') +plt.legend(prop={"size": 15}, markerscale=15) +plt.title("New mesh") plt.show() -plt.figure(figsize=(20,8), dpi=300) -plt.scatter(*upper_layer(new_mesh_points)[:,:2].T, s=0.2, label='Interpolated mesh') -plt.scatter(*upper_layer(obstacle)[:,:2].T, s=1, color='g', label='Original obstacle') -plt.scatter(*upper_layer(new_obstacle)[:,:2].T, s=1, color='r', label='Deformed obstacle') +plt.figure(figsize=(20, 8), dpi=300) +plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label="Interpolated mesh") +plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color="g", label="Original obstacle") +plt.scatter( + *upper_layer(new_obstacle)[:, :2].T, s=1, color="r", label="Deformed obstacle" +) plt.axis([-3.5, 4.5, -4, 4]) plt.margins(x=0, y=0) -plt.legend(prop={"size":15}, markerscale=15) -plt.title('New mesh [zoom]') +plt.legend(prop={"size": 15}, markerscale=15) +plt.title("New mesh [zoom]") plt.show() - diff --git a/tutorials/tutorial7/tutorial-7-cffd.ipynb b/tutorials/tutorial7/tutorial-7-cffd.ipynb index aec8125b..a45b91bd 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.ipynb +++ b/tutorials/tutorial7/tutorial-7-cffd.ipynb @@ -90,10 +90,11 @@ "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", + "\n", "np.random.seed(0)\n", - "x=0.5*np.random.rand(100,3)+0.25\n", - "ax = plt.axes(projection='3d')\n", - "ax.plot3D(x[:,0],x[:,1],x[:,2],'o')" + "x = 0.5 * np.random.rand(100, 3) + 0.25\n", + "ax = plt.axes(projection=\"3d\")\n", + "ax.plot3D(x[:, 0], x[:, 1], x[:, 2], \"o\")" ] }, { @@ -132,14 +133,15 @@ ], "source": [ "from pygem.ffd import FFD\n", - "ffd=FFD([8,8,1])\n", + "\n", + "ffd = FFD([8, 8, 1])\n", "np.random.seed(0)\n", - "ffd.array_mu_x=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape)\n", - "ffd.array_mu_y=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape)\n", - "x_def=ffd(x)\n", - "x_def=x_def\n", - "ax = plt.axes(projection='3d')\n", - "ax.plot3D(x_def[:,0],x_def[:,1],x_def[:,2],'o')\n" + "ffd.array_mu_x = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape)\n", + "ffd.array_mu_y = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape)\n", + "x_def = ffd(x)\n", + "x_def = x_def\n", + "ax = plt.axes(projection=\"3d\")\n", + "ax.plot3D(x_def[:, 0], x_def[:, 1], x_def[:, 2], \"o\")" ] }, { @@ -166,10 +168,18 @@ ], "source": [ "def custom_linear_constraint(x):\n", - " x=x[:,:-1] #removing z component\n", - " return np.mean(np.sum(x,axis=1))\n", - "print(\"The custom linear function on the non deformed points is\", custom_linear_constraint(x))\n", - "print(\"The custom linear function on the classic FFD deformed points is\", custom_linear_constraint(x_def))\n" + " x = x[:, :-1] # removing z component\n", + " return np.mean(np.sum(x, axis=1))\n", + "\n", + "\n", + "print(\n", + " \"The custom linear function on the non deformed points is\",\n", + " custom_linear_constraint(x),\n", + ")\n", + "print(\n", + " \"The custom linear function on the classic FFD deformed points is\",\n", + " custom_linear_constraint(x_def),\n", + ")" ] }, { @@ -212,15 +222,18 @@ "source": [ "from pygem.cffd import CFFD\n", "\n", - "ffd=CFFD(np.array([1.]),custom_linear_constraint,[3,3,1])\n", + "ffd = CFFD(np.array([1.0]), custom_linear_constraint, [3, 3, 1])\n", "np.random.seed(0)\n", - "ffd.array_mu_x=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape)\n", - "ffd.array_mu_y=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape)\n", + "ffd.array_mu_x = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape)\n", + "ffd.array_mu_y = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape)\n", "ffd.adjust_control_points(x)\n", - "x_def=ffd(x)\n", - "ax = plt.axes(projection='3d')\n", - "ax.plot3D(x_def[:,0],x_def[:,1],x_def[:,2],'o')\n", - "print(\"The custom linear function on the constrained FFD deformed points is\", custom_linear_constraint(x_def))\n" + "x_def = ffd(x)\n", + "ax = plt.axes(projection=\"3d\")\n", + "ax.plot3D(x_def[:, 0], x_def[:, 1], x_def[:, 2], \"o\")\n", + "print(\n", + " \"The custom linear function on the constrained FFD deformed points is\",\n", + " custom_linear_constraint(x_def),\n", + ")" ] }, { @@ -264,25 +277,30 @@ ], "source": [ "from pygem.bffd import BFFD\n", - "def mesh_points(num_pts = 2000):\n", + "\n", + "\n", + "def mesh_points(num_pts=2000):\n", " indices = np.arange(0, num_pts, dtype=float) + 0.5\n", "\n", - " phi = np.arccos(1 - 2*indices/num_pts)\n", + " phi = np.arccos(1 - 2 * indices / num_pts)\n", " theta = np.pi * (1 + 5**0.5) * indices\n", "\n", - " return np.array([np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)]).T\n", + " return np.array(\n", + " [np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)]\n", + " ).T\n", + "\n", "\n", "mesh = mesh_points()\n", - "ffd = BFFD(np.array([0.,0.,0.]),[2, 2, 2])\n", + "ffd = BFFD(np.array([0.0, 0.0, 0.0]), [2, 2, 2])\n", "ffd.array_mu_x[1, 1, 1] = 2\n", "ffd.array_mu_z[1, 1, 1] = 0\n", "ffd.adjust_control_points(mesh)\n", - "mesh_def=ffd(mesh)\n", - "print(np.mean(mesh_def,axis=0))\n", - "ax = plt.figure(figsize=(8,8)).add_subplot(111, projection='3d')\n", + "mesh_def = ffd(mesh)\n", + "print(np.mean(mesh_def, axis=0))\n", + "ax = plt.figure(figsize=(8, 8)).add_subplot(111, projection=\"3d\")\n", "ax.scatter(*mesh_def.T)\n", - "ax.scatter(*ffd.control_points().T, s=50, c='red')\n", - "plt.show()\n" + "ax.scatter(*ffd.control_points().T, s=50, c=\"red\")\n", + "plt.show()" ] }, { @@ -319,9 +337,10 @@ "source": [ "import meshio\n", "import numpy as np\n", - "mesh=meshio.read(\"../../tests/test_datasets/Stanford_Bunny.stl\")\n", - "points=mesh.points\n", - "faces=mesh.cells_dict[\"triangle\"]\n" + "\n", + "mesh = meshio.read(\"../../tests/test_datasets/Stanford_Bunny.stl\")\n", + "points = mesh.points\n", + "faces = mesh.cells_dict[\"triangle\"]" ] }, { @@ -359,13 +378,15 @@ } ], "source": [ - "points=points-np.min(points)+0.1\n", - "points=points/np.max(points)\n", - "points=0.95*points\n", - "points[:,1]=points[:,1]-np.min(points[:,1])\n", + "points = points - np.min(points) + 0.1\n", + "points = points / np.max(points)\n", + "points = 0.95 * points\n", + "points[:, 1] = points[:, 1] - np.min(points[:, 1])\n", "fig = plt.figure(figsize=plt.figaspect(0.5))\n", - "ax = fig.add_subplot(1, 2, 1, projection='3d')\n", - "ax.plot_trisurf(points[:,0], points[:,1], points[:,2], triangles=faces, cmap=plt.cm.Spectral)\n" + "ax = fig.add_subplot(1, 2, 1, projection=\"3d\")\n", + "ax.plot_trisurf(\n", + " points[:, 0], points[:, 1], points[:, 2], triangles=faces, cmap=plt.cm.Spectral\n", + ")" ] }, { @@ -382,9 +403,10 @@ "metadata": {}, "outputs": [], "source": [ - "from pygem.vffd import VFFD,_volume\n", - "initvolume=_volume(points,faces)\n", - "vffd=VFFD(faces,np.array(initvolume),[2,2,2])" + "from pygem.vffd import VFFD, _volume\n", + "\n", + "initvolume = _volume(points, faces)\n", + "vffd = VFFD(faces, np.array(initvolume), [2, 2, 2])" ] }, { @@ -430,19 +452,27 @@ ], "source": [ "np.random.seed(0)\n", - "vffd.array_mu_x=vffd.array_mu_x+0.5*np.random.rand(2,2,2)\n", - "vffd.array_mu_y=vffd.array_mu_y+0.5*np.random.rand(2,2,2)\n", - "vffd.array_mu_z=vffd.array_mu_z+0.5*np.random.rand(2,2,2)\n", + "vffd.array_mu_x = vffd.array_mu_x + 0.5 * np.random.rand(2, 2, 2)\n", + "vffd.array_mu_y = vffd.array_mu_y + 0.5 * np.random.rand(2, 2, 2)\n", + "vffd.array_mu_z = vffd.array_mu_z + 0.5 * np.random.rand(2, 2, 2)\n", "vffd.adjust_control_points(points)\n", - "mesh_def=vffd(points)\n", - "mesh_def=mesh_def.reshape(points.shape)\n", - "print(\"Percentage difference from the original mesh is \", np.linalg.norm(mesh_def-points)/np.linalg.norm(points)*100)\n", + "mesh_def = vffd(points)\n", + "mesh_def = mesh_def.reshape(points.shape)\n", + "print(\n", + " \"Percentage difference from the original mesh is \",\n", + " np.linalg.norm(mesh_def - points) / np.linalg.norm(points) * 100,\n", + ")\n", "\n", "\n", "fig = plt.figure(figsize=plt.figaspect(0.5))\n", - "ax = fig.add_subplot(1, 2, 1, projection='3d')\n", - "ax.plot_trisurf(mesh_def[:,0], mesh_def[:,1], mesh_def[:,2], triangles=faces, cmap=plt.cm.Spectral)\n", - "\n" + "ax = fig.add_subplot(1, 2, 1, projection=\"3d\")\n", + "ax.plot_trisurf(\n", + " mesh_def[:, 0],\n", + " mesh_def[:, 1],\n", + " mesh_def[:, 2],\n", + " triangles=faces,\n", + " cmap=plt.cm.Spectral,\n", + ")" ] }, { diff --git a/tutorials/tutorial7/tutorial-7-cffd.py b/tutorials/tutorial7/tutorial-7-cffd.py index cdd54ff3..669a2077 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.py +++ b/tutorials/tutorial7/tutorial-7-cffd.py @@ -3,76 +3,111 @@ from pygem.cffd import CFFD import numpy as np import matplotlib.pyplot as plt + np.random.seed(0) -x=0.5*np.random.rand(100,3)+0.25 -ax = plt.axes(projection='3d') -ax.plot3D(x[:,0],x[:,1],x[:,2],'o') +x = 0.5 * np.random.rand(100, 3) + 0.25 +ax = plt.axes(projection="3d") +ax.plot3D(x[:, 0], x[:, 1], x[:, 2], "o") from pygem.ffd import FFD -ffd=FFD([8,8,1]) + +ffd = FFD([8, 8, 1]) np.random.seed(0) -ffd.array_mu_x=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape) -ffd.array_mu_y=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape) -x_def=ffd(x) -x_def=x_def -ax = plt.axes(projection='3d') -ax.plot3D(x_def[:,0],x_def[:,1],x_def[:,2],'o') +ffd.array_mu_x = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape) +ffd.array_mu_y = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape) +x_def = ffd(x) +x_def = x_def +ax = plt.axes(projection="3d") +ax.plot3D(x_def[:, 0], x_def[:, 1], x_def[:, 2], "o") + + def custom_linear_constraint(x): - x=x[:,:-1] #removing z component - return np.mean(np.sum(x,axis=1)) -print("The custom linear function on the non deformed points is", custom_linear_constraint(x)) -print("The custom linear function on the classic FFD deformed points is", custom_linear_constraint(x_def)) + x = x[:, :-1] # removing z component + return np.mean(np.sum(x, axis=1)) + + +print( + "The custom linear function on the non deformed points is", + custom_linear_constraint(x), +) +print( + "The custom linear function on the classic FFD deformed points is", + custom_linear_constraint(x_def), +) from pygem.cffd import CFFD -ffd=CFFD(np.array([1.]),custom_linear_constraint,[3,3,1]) + +ffd = CFFD(np.array([1.0]), custom_linear_constraint, [3, 3, 1]) np.random.seed(0) -ffd.array_mu_x=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape) -ffd.array_mu_y=ffd.array_mu_x+0.5*np.random.rand(*ffd.array_mu_x.shape) +ffd.array_mu_x = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape) +ffd.array_mu_y = ffd.array_mu_x + 0.5 * np.random.rand(*ffd.array_mu_x.shape) ffd.adjust_control_points(x) -x_def=ffd(x) -ax = plt.axes(projection='3d') -ax.plot3D(x_def[:,0],x_def[:,1],x_def[:,2],'o') -print("The custom linear function on the constrained FFD deformed points is", custom_linear_constraint(x_def)) +x_def = ffd(x) +ax = plt.axes(projection="3d") +ax.plot3D(x_def[:, 0], x_def[:, 1], x_def[:, 2], "o") +print( + "The custom linear function on the constrained FFD deformed points is", + custom_linear_constraint(x_def), +) from pygem.bffd import BFFD -def mesh_points(num_pts = 2000): + + +def mesh_points(num_pts=2000): indices = np.arange(0, num_pts, dtype=float) + 0.5 - phi = np.arccos(1 - 2*indices/num_pts) + phi = np.arccos(1 - 2 * indices / num_pts) theta = np.pi * (1 + 5**0.5) * indices - return np.array([np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)]).T + return np.array( + [np.cos(theta) * np.sin(phi), np.sin(theta) * np.sin(phi), np.cos(phi)] + ).T + + mesh = mesh_points() -ffd = BFFD(np.array([0.,0.,0.]),[2, 2, 2]) +ffd = BFFD(np.array([0.0, 0.0, 0.0]), [2, 2, 2]) ffd.array_mu_x[1, 1, 1] = 2 ffd.array_mu_z[1, 1, 1] = 0 ffd.adjust_control_points(mesh) -mesh_def=ffd(mesh) -print(np.mean(mesh_def,axis=0)) -ax = plt.figure(figsize=(8,8)).add_subplot(111, projection='3d') +mesh_def = ffd(mesh) +print(np.mean(mesh_def, axis=0)) +ax = plt.figure(figsize=(8, 8)).add_subplot(111, projection="3d") ax.scatter(*mesh_def.T) -ax.scatter(*ffd.control_points().T, s=50, c='red') +ax.scatter(*ffd.control_points().T, s=50, c="red") plt.show() import meshio import numpy as np -mesh=meshio.read("../../tests/test_datasets/Stanford_Bunny.stl") -points=mesh.points -faces=mesh.cells_dict["triangle"] -points=points-np.min(points)+0.1 -points=points/np.max(points) -points=0.95*points -points[:,1]=points[:,1]-np.min(points[:,1]) + +mesh = meshio.read("../../tests/test_datasets/Stanford_Bunny.stl") +points = mesh.points +faces = mesh.cells_dict["triangle"] +points = points - np.min(points) + 0.1 +points = points / np.max(points) +points = 0.95 * points +points[:, 1] = points[:, 1] - np.min(points[:, 1]) fig = plt.figure(figsize=plt.figaspect(0.5)) -ax = fig.add_subplot(1, 2, 1, projection='3d') -ax.plot_trisurf(points[:,0], points[:,1], points[:,2], triangles=faces, cmap=plt.cm.Spectral) -from pygem.vffd import VFFD,_volume -initvolume=_volume(points,faces) -vffd=VFFD(faces,np.array(initvolume),[2,2,2]) +ax = fig.add_subplot(1, 2, 1, projection="3d") +ax.plot_trisurf( + points[:, 0], points[:, 1], points[:, 2], triangles=faces, cmap=plt.cm.Spectral +) +from pygem.vffd import VFFD, _volume + +initvolume = _volume(points, faces) +vffd = VFFD(faces, np.array(initvolume), [2, 2, 2]) np.random.seed(0) -vffd.array_mu_x=vffd.array_mu_x+0.5*np.random.rand(2,2,2) -vffd.array_mu_y=vffd.array_mu_y+0.5*np.random.rand(2,2,2) -vffd.array_mu_z=vffd.array_mu_z+0.5*np.random.rand(2,2,2) +vffd.array_mu_x = vffd.array_mu_x + 0.5 * np.random.rand(2, 2, 2) +vffd.array_mu_y = vffd.array_mu_y + 0.5 * np.random.rand(2, 2, 2) +vffd.array_mu_z = vffd.array_mu_z + 0.5 * np.random.rand(2, 2, 2) vffd.adjust_control_points(points) -mesh_def=vffd(points) -mesh_def=mesh_def.reshape(points.shape) -print("Percentage difference from the original mesh is ", np.linalg.norm(mesh_def-points)/np.linalg.norm(points)*100) +mesh_def = vffd(points) +mesh_def = mesh_def.reshape(points.shape) +print( + "Percentage difference from the original mesh is ", + np.linalg.norm(mesh_def - points) / np.linalg.norm(points) * 100, +) fig = plt.figure(figsize=plt.figaspect(0.5)) -ax = fig.add_subplot(1, 2, 1, projection='3d') -ax.plot_trisurf(mesh_def[:,0], mesh_def[:,1], mesh_def[:,2], triangles=faces, cmap=plt.cm.Spectral) +ax = fig.add_subplot(1, 2, 1, projection="3d") +ax.plot_trisurf( + mesh_def[:, 0], + mesh_def[:, 1], + mesh_def[:, 2], + triangles=faces, + cmap=plt.cm.Spectral, +) From 5bf496a0205181f11fcf2801861a94ff145e4a68 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Mon, 10 Nov 2025 16:31:10 +0100 Subject: [PATCH 03/50] updated tutorial 1 .ipynb and .py to in line with the modernization --- .gitignore | 4 ++- tutorials/tutorial1/tutorial-1-ffd.ipynb | 33 +++++++++++++++++++++--- tutorials/tutorial1/tutorial-1-ffd.py | 8 +++--- 3 files changed, 36 insertions(+), 9 deletions(-) diff --git a/.gitignore b/.gitignore index 981b93ae..e0ac81e6 100644 --- a/.gitignore +++ b/.gitignore @@ -11,4 +11,6 @@ pygem.egg-info/ # virtual environments venv_pygem/ -venv_pygem \ No newline at end of file +venv_pygem +#virtual environments +venv_pygem/ diff --git a/tutorials/tutorial1/tutorial-1-ffd.ipynb b/tutorials/tutorial1/tutorial-1-ffd.ipynb index 3931b94d..dc20cc89 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.ipynb +++ b/tutorials/tutorial1/tutorial-1-ffd.ipynb @@ -30,7 +30,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -42,8 +42,33 @@ } ], "source": [ - "%matplotlib inline\n", + "# package version printout, pip install with extras, random seed, and environment info.\n", + "\n", + "import sys\n", + "import platform\n", + "print(f\"Python version: {sys.version}\")\n", + "print(f\"Platform: {sys.platform}\")\n", + "print(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "try:\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "except ImportError:\n", + " print(f\"PyGeM not found. Installing with tutorial dependencies\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", "import numpy as np\n", + "np.random.seed(42)\n", + "\n", + "\n", + "try:\n", + " get_ipython().run_line_magic('matplotlib', 'inline')\n", + "except NameError:\n", + " # Running as .py script, no magic commands needed\n", + " pass\n", "import mpl_toolkits.mplot3d\n", "import matplotlib.pyplot as plt\n", "\n", @@ -67,7 +92,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] @@ -252,7 +277,7 @@ "outputs": [ { "data": { - "image/png": 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cLkcgEHBTuNFo1LModWINs90p2XaaSHTKGMGrH26hUDg0TlxSMHuY6sBin8/XUceOVqRkwTn/qakpUqkUN27cIBgMtvyYvRRh9nraLhgMcvLkSU6ePAk4ZvLJZJK5uTlyuRzBYNCtwm1UQHs5wuzUvM12YlmW59abQqFANBpt8RkdDFIwe5DqOoFhGLz33nt85jOf6ejDthUp2WKxyN27dzl27Bg3b96sK4XcLYLZixzEOm4oFCIUCjEyMoIQgmKxSCqVYnZ2lnw+TygUclO4kUhk1/Pr9TXGXhdkqD8luxPFYrGnnaZqkYLZY9QOeK6d4t5Jmo0wV1ZWmJub48qVK+7g5Hq265ah1VKEG0dRFMLhMOFweIuAVn1wqwJaTeGGw+Et1oW93Cd5GCLMZswd2p2S7iSH41McERot7GkXXsXLsiyy2SyWZXH79u2GxlPJCPNwUSugp06dQghBoVAglUoxPT1NPp8nEonQ399PuVxua4TS6xFgpwTzsIheM8gr0AMcRGHPXngp+slms4yPj+Pz+bh8+XLDw5DbuW7Y6H6lCLceRVGIRCJEIpEtAppMJllbW8M0TZLJpJvCDYVCLRO5TqRke10wLcvy5N982O4TKZhdjpcBz43g5e26kZSsEIL5+Xnm5+d55ZVXmJ6e9nKaMsJskl67BrUCWn1YR6NRkskkU1NTFItFNwKtTmNppgq33YLWTkFupiCnXpoV5V4vaKsiBbNL2T7guR1i6bWpv96UbKVSYWJiAp/Px+3bt93pB51ci5RrmB/Tqw+tqqBFo1Gi0SinT59GCEEulyOVSvH48WNKpRLRaHRLBNrI/mVKdm+8ivJhcDmqRQpmF1Jb2NPOtcrdTATq2W4/wUgmk9y7d4+LFy+6je7QeeHrNXHrpXPtFDsJmqIoxGIxYrHYFgFNJpM8fPiQcrlMNBp1i4j2alnqdS/ZbhkfthOHqUIWpGB2HV4ce7x+mdsR7QkhePLkCWtra1y/fv25m8WrgMk+zKNLPRFgrYCeOXPG7VFOJpNMTk5SLpeJxWKugNaux3WiCreXBRm8R5iFQkEKpqT1eC3s8Rol1m7bKkqlEmNjY8TjcW7durXjOXVbStayLPf3DjO9HLl6XWfv6+ujr6+Ps2fPYts22WyWZDLJ/fv3MQyDvr4+EomEm8lpF0c5wqxWOx8WpGB2Ac0U9nTLXMvV1VUePnzI5cuXGRwc3PX3mhG+Vgvt8vIyDx8+BHALSOqpwOy1NG+VdolCu69FKyI0VVWJx+PE43GALQJaKBS4c+cO8XjcXQP1+/2tOHX3WF0tmBsb+P7gD1AfPMB+4QXMv/t3EdvuYa8RZrFYPDS2eCAF80CpzqxcXl5maGjI03rlQQumbdtMTk5SKBS4devWvg+abogwq+dcLBa5ceMGqqq6LQzVApLd0neSztOOlGatgK6urnL9+nVXQBcXFzFNk76+PrcKtxkB7eY1Uu0v/5LQF78Itg3FIoRCBP7lv6T4u7+L9Tf+hvt7Xp1+DpOPLEjBPDCqYlkul5mZmXFHKDXKQQpmPp9nbGyMEydOcPny5boeCgdR9FNLoVDg7t277jmbpolt21sqMKvrXxsbG9y7d2/Lw7O/v79nI8x20evTRAA0TSORSJBIJABHIDKZDKlUivn5eSzLIh6PuwLaSB9xJ9pWPJkKZLOE/t7fg0IBFAVUFcplEILQP/gH5CYmYNOJy6vTjxRMSdNU20WEEGia1pRoHZRgGobBRx99xMsvv+ymuerhIFOyy8vLPH78mJdfftl9MO5E7frXuXPnsG2bdDrtGonn83lUVWV4eJh4PC4dUNrMQfjgaprmviCdP3/eFdDqd8CyLFdg9xPQdp+/V1MB/TvfQewU/SoKCIHv3/97Kv/wHwLeo2S5hinxzE6FPc0YmUPrR23th2ma3Lt3z7W3a1QsOp2SBeeBcv/+fYrFYl1p4+2oquo+PAHGx8eJxWIkk0mmp6dRFMX993g83pV9Z+2MiA9DhLkftQIKzneq+hI1OzuLEGJLBLr9vujGlKw6O4tSKDiR5XaKRZRtJiNePkOhUJCCKWmc3Qp7mr2RmolQGxWvdDrNxMQEZ8+eJZfLeYqsOp2SrYrl6Oho3Wnj/VBV1R1RBY5BQzKZZGVlhcePH6PrOv39/QwMDLR0kHKzHLToeKUbBHM7mqYxMDDAwMAA4LxIptNpUqkUMzMzCCHc6LNb53naFy9CJOKsXW4nHMZ+6SX3P71ef1n0I2mI7Y49rX54KoritkY0Sr2CKYRgZmaGZ8+ecfXqVSKRiPtQ8OIS1Kk+zOXlZVZXV7l48SJnz57ddb+NvnBs/ww+n4/h4WF3+HW5XCaZTLKwsEA2m3XnQO43xgp6s/3jKESY+6HrOoODg26FeFVAt1fhVrMQrUzjexVM8803Eb/8yyj5/NYo07ZB1zF/7ufcH3n9Xubz+UMzCxOkYLaVamFPu3xgof0RpmEYjI2NEYlEuH37tntjerXV60RKtrYK9sSJE3umhNohUIFAgBMnTnDixAmEEJRKJTY2Nnj69OmWKRzbW1i6XRR2Qwrm89QKaDKZ5OrVq6RSKTY2Ntw0frWFJR6PN+UF67lKNhSi+O1vE/r5n0cpl6FUgmAQ4fNR/MM/hBYIXbFY9FzQ2I1IwWwT1bXKdo/iamfRz/r6Og8ePODFF19kaGjouW07XbxTz3aFQoGxsTGOHz/O5cuXefTo0YE6/SiKQigU4tSpU+4Ujnw+v2MLS19fX0vPs5ZejFyr9KJgbkfXdY4dO8axY8cAJ42fSqVYX1/nyZMnbpo/kUg0LKDNtJXYV6+Sv38f/a23UKensc+exfzCF6DGSrCZ6y+rZCV70ulRXO0QTNu2efz4Mel0mhs3buzow1kVsEbfjFVVxTTNhs+1HpHaqQq221pAFEXZtYVlaWmJbDbL5OSkG4E2OgZtv2O3AxlhNo7P52NoaMh9Ea0K6NraGlNTU26bS/VFaq/7rGnjgkAA8+d/vi37l0U/kl1pxrHH60Oh1YJZLBa5e/cux44d4+bNm7ue00FEmLsdrzYFu70Ktp5r2ui1b+XDu7aF5fTp03zwwQcMDw+77QvV4pF2rH21EimYO1PvPbJdQA3DIJVKuYVktVW6fX19WwSs3U5CzYwPk4IpeY5mo8qqcHn5UjYrmLUFQ8+ePWNqaoorV6645fO70Q7h87JdNQU7PDy8YxVss207u9GuqLW2RQW2Fo90awtLL1jj7bXvduL13P1+/5ZCMsMwSCaTLC8v8+jRI7cSu7+/37MLT700I8iySlayBSEEKysrAMTjcU83h6Zpnt/itoteo9uapollWTx48ADDMLh9+3ZdaUCvQt3Kop96jQhaTSejne3Vl820sMiU7PN0wrauFfv3+/0cP37cLaApl8ukUimWlpbIZDJMTEy4AhqLxVoqoDLC/BgpmB6pbRfJZDIAnh/azUaJ1ZaVRlEUhWKxyDvvvMPo6Cijo6N139ydHrdVu91eKdhWHW8/Dmpd1GsLSzet4zZKuyPMdo/2asf+A4GAK6DZbJbLly+TTqdZXFwkm80SCATcVH6zvcDNRJiyrUTyXApW0zTPogXNtYZ43VYIwcbGBisrK9y8eZNYLNbQ9p1OyVYFurrGulsKtlXH6/Q+qzS63+0tLMVikWQy+VwLi8/na+s592qEeRhmVQohCIVChEIhd1h7qVTa8iIVCARcF6JYLNbQZ24mwpQp2SPOTgOeNU2jVCp53mezadVGt61UKoyPj2NZFidPnmxYLKvH7XRKtlAo8P777zeUgu22Ktm9aPbBrSgK4XCYcDj8XAtL1QNXCNHyKSzdug5YD10/eqsOdro2wWCQkydPcvLkScARrqqRfC6XIxgMbolA97q+skr2Y6Rg1slehT3VNUivdNJAPZlMcu/ePS5evIjP52N1ddXzcTuVkrVt242YPvOZzzTkBdtrEWYrqW1h6evrY2lpiZGRkV2nsDTTwiIjzIPZf71UI9CTJ0+6ZhpVH9x8Pr+nG1UzEaZpmi2dLXrQSMGsg/3aRZodk9WM4DZib/fkyRPW1ta4fv06oVCIZDLZlHG71wizEbGppmCrTd2N3ny9Im5NYRio9++jrK8jBgYcD9Bt0WN1LW2vKSxeW1h6WXQOQ0q2UapmGqFQiJGRkS2p/JmZGXK5HOFw2E3htrsKt5eQgrkH231gd+ut7PYIs1QqMTY2RiKR4NatW+6Xv9njtrsPc2VlhUePHnHlyhX8fj+PHj3ydLy9zrMb3v6bQVlYwPeNb6Ck085YJttGxGJUvvpVxC7+uVW2T2HphRaWVnMYUrLNslMqv1AokEqlePr0Kel0Gp/P5/aChsPhuvubDxtSMHdBCEGlUsGyrH1NCLpZMKuic/nyZbc1oRXHbWfRj23bPHz4kHw+71bBFgqFjhol7LfPrngYVCr4vvlNRyTPnPn456kUvm9+E+Nf/IvnIs29aKSFpbZwpBNpx16NMNtdhVs9RitRFIVIJEIkEuHUqVPMzc257lxPnjxx1yV38kPebX+HBSmYO7BTYc9edGNKttp6USgUdm29aEZMmine2Wu72irYT3ziE1uMyb0+GLpC3NqAOjmJkkptFUuARAJlZgb13j3sa9c877/eFpZAINCz17gTKdle3n/1GOFwmOPHjzM6OrqlmGxqaopisegKaCKRcAW0ke/EV77yFb773e8yPDzM+Pj4c//+/e9/n5/92Z/l/PnzAPydv/N3+JVf+ZWWfcZ6kYJZg1fHnoOMMHdqK8nn84yNjXHixIk9Wy+8plWb2Xav7WpTsNudhpppR2k13RJhKuk07HYemoayseH+ZyuEYbcWlsXFRTKZDOPj43VHHd1Cr6dkOxHBbv8M2/2QhRDkcjlSqZQ7UOD3fu/3uHDhAqFQqK5jfPnLX+ZrX/saX/rSl3b9nc9+9rN897vfbfrzNIMUzE2a8YFtVjCbjTBrt11YWGBmZoZXXnll3+kX3ZKS3SkFu9O5HoUIs5FzFXu11tg2YlsKvpXUrnvFYjEWFhY4ffr0jlNYWtnC0mp6veinE2uk+1XJKopCLBYjFou5AmpZFm+99Razs7NcvXqVa9eu8RM/8RN8/vOff27yEcDnPvc5nj592sZP0RqOvGBW1yqXlpYYHh5uWCyh+ZRsM2491WObpsm9e/cAuH37dl0Vjp1sZ9ltu91SsNtptQdtM7Qrwmz0e2e/+CJicNCpjq0Vx2QSEYs51bIdYnvUUTuF5d69e1QqFXeAcqunsDRDL1f4Ap49qBs9RiOirCgKn/70pzl16hSPHz/mO9/5Dh988AH/5b/8F2ZmZnYUzHp4++23uXr1KiMjI/zar/0aL7/8sqf9NMORFsyqWFYqFaanp12XjEZpxRpmuVz2fOxKpcI777zDuXPnGBkZaWjbZiLMZgVsrxTsTtt10lmoJ/D5qPyjf4Tvm99EmZ11fiYEIh6n8tWvNlTw0ww7iUK7WlhaTa9HgJ1o+fDah1ktDtI0jZs3b3Lz5k3P53D9+nVmZmaIRqO89dZb/NzP/ZynqvlmObKCWVvYo2laUw/VZt8gvTr9CCGYmZmhWCzymc98pmFHjVZOOmn0mA8ePNgzBbudoxBhekGMjGD883/uFAAlk4hEAvsTn4Bt17Td51tPYdxOLSwbGxsH2sIiU7LtO0Yrh0fXLi99/vOf55/8k3/C2tqaO5C7Uxw5wez0gOd68CJc5XKZ8fFxIpEI4XDYk/1UMw9+r4OgS6USmUxm3xTsdrpJMLsOnw/7lVf2/bVuGpHVSAtLO/9+h6FKtlsjzHw+3zLBfPbsGcePH0dRFN555x1s236uTa4THCnBbKawp500WvSzvr7OgwcPePHFFxkaGuKHP/yhp+M28/m9pEirKdhgMOiWhzdyvG4RzCMhwg3QCtHZrYVlfn6eQqHA3bt3d7Vua4Z2C1o1g9UuDkuE+cUvfpHvf//7rK2tMTo6yte//nW3ruOrX/0qf/iHf8g3vvENdF0nFArx+7//+wfy/D4SglmvY89BUW+Eads2jx8/Jp1Oc+PGDYLBYAfObmcaqVqtrYK9efMmd+7cafh4Xv9eUtx6k9oWllwux6VLl3acwtJsC0u72zIOQ0rWa4T/Z/i3AAAgAElEQVRZ7c+sh29961t7/vvXvvY1vva1rzV8Dq3m0AumEALDMOqKKpt9U/a6fT2CWSgUGBsbY2hoiJs3bx644Ncr8vVWwbaL/Y7nRVC7pUq2EXo5rbnXFJZmW1h6PWXazRFm9cXmMHHoBbP6cNtPLKsC4DV90sz2+6Vknz17xtTUVENjrdpNPSnZRqpg28l+YnHQLx+d4rB8zv1aWBqZwtKJCLOXBRm8vxAdtlmYcAQEE+pLH1ZFy6tgNrP9btGaZVncv38f0zS5ffv2vjd+Jx+Ie0WY9RgRdIp6osFuiTB7lYMeYbW9hcWyLDKZTF0tLO0WzF5P+TZDPp9nYGDgoE+jpRwJwayHg7a3237sbDbL2NgYp0+fZnR0dF9z404/tHYTjYNOwW5nL3EzDIO7d+9SKBSIRqMMDAy4a2KS+mn3+K1GqU7VqKeFpZmX5Ho4DH2YXv+2pVJJRpi9SD0RwUHb21XFVgjB3NwcCwsLvPbaa0Sj0bq37+Sb5k4vCN2Sgq1lt799KpViYmKCS5cu0dfX5/qiPnz4kHK5vKcrjYwwO0crxHivFpbV1VV8Ph/lcvm5KSytoBNrmO02ffD6XZdrmIeYbhjRZRgGExMTBAIBbt++Xfebbys8YRu9qWvT3N2Ugt3OdnGrvpAsLi5y7do1gsEghmE8tyaWyWTY2NhwU3q1TfW9SK8OYW7HvmtbWAKBgDvrcX5+nmw2SygUalkLS68bIzTzYijXMA8xO039aHR7r4KrKAqmafLuu+9y6dIljh8/3tD2B2VxZ9t216Vgt1P7+UzTZGJiAk3TuHXr1q5/c1VVSSQSboGVaZqkUinW1taYmprCsizXdDwajXbdZz5MdEJw/H4/Q0NDz01h2d7CMjAwQDAYbOh8er1Ktpk12Ko13mHiSAhmPV9wTdM8OdfUbu/V3m5qaopyucwbb7zhaf2sFdFto+s4qqpSLBZ5//33uyoFu52qYOZyOcbGxjhz5gynTp1qaB+6rnPs2DHXhmtmZoZ8Ps/c3BzZbHbLA/Uorn/2WoS5ff/bR1ft1sLy6NGjhltYel0wm1kjbaXTT7dwJASzHg4iwiyVSoyNjZFIJAiHw54fts2cuxextW2b6elpCoUCb7zxRlelYLejKIrrFPPqq68Si8Wa3qfP56Ovr88dplsoFNjY2HAfqLUtDd18bVpFL/d47rf/nVpYstksyWSyriksvV4l20yrXbFYrKsGo5eQgrlJp9cwqwUyly9fZnBwkNXV1aaO3YqCo3qopmCrBRJeBaETVb22bbsT4d944422jJRSFIVIJEIkEtnyQN3Y2GBhYQHbtkkkEgwMDBCPx9s+imk3Dtp83Svd5vWqqirxeJx4PF5XC0uv92E2U0UsU7KHmGZEB+oXXNu2mZycpFgstqxAplNzLWurYKPRKB9++KGnY3Ziza9UKvHRRx/R399PIpHYUywbPZ+91n1rH6jnz5931z/X19eZmpraYire6orMes67HRymlGyj7NTCkkql3BaWfD7P7Owsg4ODbZnC0s0pXymYPUo9N5yu6xiG4fkY9QhudR1tZGSEy5cvP3de7bTWa2Zb27Z59OgRuVzOFXnTNJuuzPXy5lrPNVpbW2NycpKXXnqJYDDI5OSkp/NsBdvXP2tNxbPZLOFw+Eivf+7HQadkG2X73/udd94hFou5L5s+n6+lL0zdHGEahnHoliSOhGDWQysizKq5+3aEECwsLDA7O8srr7yyZbZb7fG9ikg7BbOagh0aGuL69evuDX6Qw6d3e8gIIXjy5AkbGxvcvHmTQCBAsVjsqmkltabi1fXPWk/UcrnM8vJyT61/9nKE2e6UqaIoDA8Pu5Xv5XKZjY2NlrWwdHOECXStC5FXpGBu0grjglKp9NzPq60Mqqpy+/btXZuM22Gt1+y2exkRNDtL08v57ufaMzY2RjQa5caNG+6N2s0mA7Xrn6Ojo9i2zTvvvEOxWGRhYQHLstz1z0QicWDrn/vRy4LZ7qIc2JrhCgQCnDx5kpMnT7akhaWZopx68Fol2633XLMcCcGst62kWcHcLgLpdJqJiQnOnTvHyMjIntt3ah1yOzsJyk4p2J2280qrZ1um02nGx8d54YUX3HmKzR7rIFBVFU3TOHfunFtQUl0Pe/LkibteVk3nNfIgO2i/V6/0Wkq2EVrRwtJua7xmBbkXv3N7cSQEsx5aUSVb3V4IwdOnT1leXub111+vqxfpoARz+7a7pWBbSasEs9ZG8Nq1azte53rN1xv5nJ0SYU3Ttli6GYZBMplkcXGRbDZLMBh0/W/D4fCBPZx6OcJsd0q2EfZrYdlpCks3r2EeRqRgbtIqL9lyucz4+DjRaJTbt2/X/WVu1ou2FW0lnfKCbUVK1jRN7t2756a6d7up6xG3VlbJthO/38/x48c5fvy4m86rRp+FQoFYLOYKaCMzIbuZw5CS9Uo9LSzV70AikWiLp6xXQT6MBT8gBdOlFYJZKBR47733ePHFFxkaGmpo+2annexWcFTPcS3LYnJycs8UbCvxKjhV/9p8Ps/du3fdSS7NHKtbootGqU3nVQ0Uqv2f1Wik2g/Y7hmq7RSdw5ySbZSdWljeffdddw20dgpLq1pYLMvy1L9cKBQOZdX3kRDMdq9h2rbNzMwM2WyWv/bX/pqnt/uDSslalsXjx485depU21Kw26lnPulOKIrC8vIy8/Pzu1Yb77RNq1EUhbxhsZIt0x/24dOcz5Mtm8xtlKjYNi+diBLQO5fKUhTluZmQ1ZFWT58+xTRNAoEA/f39Da9/7ke7RaeXG//bia7r6LrOCy+8ADhRXSqVamkLi9c1zMM4qQSOiGDWg1fBLBQKjI2N0d/fT19fn+dUWKvGgzXC6uoqCwsLjIyMcOHCBU/H9kK1D7MRbNsml8thWRa3bt2q+623mfSpEIInawU+WshgmDavj8aZSxb593fmGFvKYytLBHWNv31liGzZ5C8fbZApm/g0hZN9Af6nn7zAk7UCfzK+wkahwrmBIP/sp1/k0nBkyzE2ChUM02Yo1ro0qqZpDAwMuAN8FxYWSKVSLC0tMTk5STAYdB+mB7n+uR/tXmPspQhzP/x+vzuFBRzzjtqeXy8tLF6Lig7jpBKQguniRXSWlpZ48uQJL7/8MuFwmI8++qijx/e6bW0V7NmzZ9s+T287jYpY1bVH0zReeumlhlNE9RxLCMGj1QKr2TIo8OFchh8+STKzUaRomFSvbiygky+bGDaAIFe2+XfvLaIqChV7c33VFjxdL/FL375PxcL9+Vq+wv/wux/yC58a5e3pFDMbBQpli4otCOgqQ7EAX7pkcwuwhUAIweRynh8/TWHZNjfOJHh9tM/TA17XdaLRKGfPngVw176qbjTVasyBgYGGX/p6uein24Zft5JgMNh0C4uMMLciBXOTRm4a0zR58OABpmly+/ZtfD4flmV1xQDq/dheBbuwsNDUlBYvNHK+6+vrPHjwgJdeeom5ubmGj7WfOE+vFfj2B/PcmUszlyySLJiYtkADfBoUtl2aZPH5a2UJsLa35gCFyg6Dq0sW3/yvs4CgYsOmlmKYFpZd4tc/sClE5/lgPsPkco6VrEHZdKKsaGCer3z6DF/+1CiKolCqWGRKJkvpEpaAl0/GCOj1RQOhUIhTp0657Qy5XG7L+mc8Hnf7Pzv9QlVLLwtmN6V7vbaweK2SlWuYPUwrb4hsNrtlTFQrnG+a3b7ebVdXV3n48OGWKliv64lVvDxw6m31ePLkCevr69y4cYNgMMj8/HzD51p7bpYtWEyXWM4U+e23Z3m0kmclUybk18iVTUqmQAEEjuBV2vQeUbae/ww2kDdscsD/8/YcugIruQqWAAUI6Qr5ssXv/HiOsF+lXLH5wdQGHy1kKVs2YZ/KSDzEr//3L3MyHnxu/3v9nRRFIRaLEYvFOHv2rLv+ub2YZGBggL6+vudEoNejtHYKZrvF3iv1trAUCgVPz6XD6CMLR0QwoflWgNqev9dee+25sTXN3hjtnDiylxFBs0LdDsGsVCrcvXuXaDTKzZs3W+Lak8wb/NqfPebJap57S1ksITAtgQDylY8/v9dvSFVom/nd6s9ShQrKtp+XKjYKkC5Z/PaP5lnNGVRMgQWoQMGwWUiX+Ff/4TH/6s3LJAsV1nJlptaKAFyMVjj2vI7uyPb1z0qlQjKZZHl5mYcPH7rFQwMDA0QikZ4u+mknvTTaa7cWlsnJSR49eoSiKFumsOyXdSgUCnIN86hiGAYTExMEAoE9e/6aoZnWkL3mYe5nRNCsS5CXm3avY1Zdey5duuT6b9YerxHBHFtI852PlvjRgwILf/4DDMtG2GDRmMBtOYddtgvqCoYl2CF4fI79fqWq37V/KfdqWYJMycS0HLGs+THlisXYQoavv/WQ2Y0ij9cKWJZAUxXiQZVf/NQgZ87sf37b8fl8W4pJtq+FKYpCPB6nr6+PYLBOVa6TXi7K6Xaf172otrCEQiEuX76MpmlbXKdUVd2zhUVGmEeAnQRgY2OD+/fv7/gAbyXNRno7RafVFOxLL73kRgutPm6rPGGFEMzPzzM/P8/rr7++483WSPr4Ox8t8a//8xTJgkGxAjWS4xyv4bMGXXVErLLDR7YBXVOwTOH+rhCOkKlA0KdS2GHDqhQInhfjnc4xEtAI+jSypY//3tW9VmzIli3eeZoiXfy4UCmgClIli9/+MMXnb9loqkKxYhH0qegeHrihUIhQKMTIyIhTmDQ5iWVZPHjwAMMwtqx/NjuDVArmwe0fPq6S3T6FZacWlmr7SjWVW69gfuUrX+G73/0uw8PDjI+PP/fvQgh+8Rd/kbfeeotwOMxv/dZvcf369ZZ+znqRgllDNVKrPpinpqbY2Njg+vXrbV/AbmXRTzUFm81m9zUiaEVKttntLMtiYmICRVE8u/YIIfitH87we+/MkyubFCsWFdNbglVXoLqppuBGjYmQj7JpUyk7fye/BpblRKzxoE485GMhVaRQEVRPU93cx4VjYabX8uQrAk3B/Xe/rqAqCoWK7QqkqoBfUyibTspYVyAc0MmVTIqGhY1AUdn+DuCIuSXIla0tYluxQdiwlK3wS995wFK6xFK6RMUSvDAc4etfeJFzg97SZ4qiEAgEiEajDA0NYdu22/85OzvrXLeaAdqNPuC7ybquUXp9eHT1GDvdj7u1sPzgBz/gV37lV0gkEly+fJmf/Mmf5MqVK3tehy9/+ct87Wtf40tf+tKO//6nf/qnPHr0iEePHvHjH/+Yf/yP/zE//vGPW/MBG6Q7Srg6QCPmBaVSiXfffRchBDdv3mxILDs9wWP7tqVSiffeew+fz8eNGzf2de1pRUq2me3y+TzvvPMOAwMDvPrqq3umu/c63r99Z45//Z+nWEqXSBdNyqbA5jlN2RdN+bhyFTYjRMURx5Bfxa99/D2qWM7+fSpcO71porD597cEaKqCqkI8rHNxKEwi7EfB+XnAp7rhZSyooyk10aaAeMhH2KeibH6GcsUkoDu/lCvbCOGca8Tv/E40oHCiz4/AaWOp/babm2loTRHcmU0xsZRjo2BSqliMLWT5n//oHrmy9wqn2iiwmqq7ePEiN27c4LXXXqOvr4+VlRXu3LnDhx9+yOzsLNlstu57pVcFs5fWMPc6Rj3Xv9rC8uabb/L+++/zxhtvEA6H+dVf/VWuXr3KL/zCL+z69/7c5z63awYM4Dvf+Q5f+tKXUBSFT33qU24/8UEgI8waVFVlZWWF2dnZPdOYe21/kDMt60nB7rRtMyLfjIn6s2fPmJqa4pVXXiEej9e9HTgPo1//8yn+eOyZE3lVnN5ItSZ6q4faCDKoKyhA0RTUBnC2AF1VSBdM/Lrqpk4jfhVdc6pXH60WeZYuoaoKuupEhkI4qVjTEvzH+6vYtvNzyxaE/CoIhaFYAMOy6Qtq5MsWtnCOt5YzUJSPU7WKohAKaFRMgWpa+DUVVAVFCPyagl/TSJdM9/MoOyy2Fipgb5b+Kji/p6tO5fDD5TxnBkJE/BpBn9qQSO2VNvX5fAwNDblWkaVSyY0+c7kckUjE9b/d6cVUpmQPbv9VGr3+qqri8/l48803+Zmf+Rls22Z6etrz33FhYYHTp0+7/z06OsrCwgInT570tL9mkIK5iWVZ5HI5KpWKZz/VakrXi2A262VbKBSYmZlp+Ny9RonNbruwsICmaW4fa73HqwrmN/7iCf/m7VlKNalM2Bod1kNtkU7Qp1Kq2G7kBo4Fni0c8SuZNpYtCPoULEtQtgTmpumAYZqYtrM+2BfU0VUVSwheG4nyX6eS+DUVXcNJpwpIhPyE4yrP0iVMW1CxnYIhDfDpChVL4FMVdBUMS6AocK4/zKPVPH1BnWJFYFkCy3Z+z7YFPlUlEFTJlU1M20kfDUR8m+lp2xVjwBX0igWWbfMv3pqkVLHJli1GEwF+6acucfNs6z1og8EgIyMj7vpnPp9nY2ODhw8fUi6XicfjW6ZxSME8uP03Q+0apqqqXLx48YDPqDUcGcHc66bL5XKMjY3h8/l44YUXPJuPV4tvvBQ6eI0wS6USd+/eBeDGjRue3gY7uYZZKpWYm5sjGo1y7dq1hs738YbB9z+c4+H6FNNreYzNtpB68KkKthBuEY6qOqlKBScqtQRkShbHY36WMgY5w8anqQR1FUWFkb4Ai5kyqqKg2lARAhUnlDOFQFVU+oLOAz5vmFi2s+a5nDGIBHT6gjoKsJE3MC2bTNFgLWtTNgW6CgGfhhA2ihAMx/ys5pzWEk1TMG1nPXYjb1CxbHRVQ1UhoKoUDJv+iI+1nEE0qFMxBZGAjhACw7RJFyvoqrJFLGsRONHz7EbJTT9PrRb55W/f5//++1frWtv0Kmq1vYBnzpzBtm0ymQwbGxvuNA5d1wmHwz05ZqoTo8m6WTBb1VZy6tSpLaYl8/PznDp1qiX7bpTuvNodolqZeffuXV5++WUSiURT5gPNRIletl1dXeXOnTtcunSJQCDg6ebsZJXs+vo6d+7cYXh4mGPHjjV0vr/7o1n+1//0jD+e2ODRSs5Zo2xAqy1RbfkQqNgom8Lp1xV0VSER1NBVhUxpswdSgGHa5Cs2J/qCvDAcJezXqVgCw7IxhfPA96kKsYBOwbB4fbSPUsWmZDrb5w2TjUKFobAT5VnCsbyzhRO5ChSCPpX+iI94yMenzvczEISBiB8FQdmyqVgCxKawaQo/+YljKIpzbtmyhU9XMDdbR/oCGmKzvxScQiRLOGuaEb+KX3NeEAKagr556X2qUyhUNUhQcM6xYFr8YGqj/gvcAlRVJZFIcOHCBW7cuMHrr79OMBgkn8/z/vvv88EHH7hDDlphaNBuU4TDEGF6FfxWtpW8+eab/M7v/A5CCH70ox8Rj8cPJB0LRyjC3I5pmkxMTLjzFHVdZ3l5uekh0p0Qn0aqYFt53O3Um5IVQjA9Pc3q6io3btxgfX29rp5TIQSPVvIspUv8n//xEZvFqZh7HLJ2TRLArzpVooppoguBjcBUdfxWGVXXUdBBcT7LiZifZ1mDWEBzolchqFiCxVSJjXwFTYWwX+N0PMiTtSKxkI9CxcYwbUxLYFoWlhAMRnRCPh2BIF0w6A/7CJoqhXKFoK7x2rkYYwtZgj6VZNHEqNgUDCe6rFiQNyxXwMB5MdBUmE+VCPk0/ttXh/nT8VXyholfValYNkPRgLvuqQiBT1OxBPRttqFYtk1hM90cC+qoCmwUKgR0hZyxuS6ME4UKoFi2+ctH66znDT55vp/ro3H8u9jutSuS0nWdSCTiPiDL5bIbfWaz2S1eqF6q2Hs9Amz3/pt5oWhEML/4xS/y/e9/n7W1NUZHR/n617/uPh+++tWv8vnPf5633nqLS5cuEQ6H+c3f/E3P59UsR1IwU6kU9+7d49y5c4yMjLg/b9UQaS/UK1zVFOzg4KCnFKzX43rdtlKpMDY2Rjgc5tatW6iqWpcBwVq2zP/+vUnuL+UoGeaOdnI7sT3qNGzAtgmYBgHbxFB1hGUSsir05XJM948ACjYWV05GWcyU8esqsaBKqmBQtkAgMCwLyxDEgjqfPZ+gVDaYy5qUTRu/phLyqyiK6lTAVoVFgGHBWt4gqKuM9odIhHxcORHj/rM8lgBh26wbTir0r54kCanw01eGyZVM/sP9VdZyBseifmcd0rKYWitgA4MRnWzZpGTa6JqCgo2uqfz0lSH+/OE6hmmSKZmEfRqfOp9gNZ3nvXkTTVUwLJv8Zh+nZW+tDqr+L0vAe7Np3p1J83vvLvLGhQT/x89d2VU020WtqAUCgS1m4oVCgY2NDdcLta+vzy0gqmdZpNcFrd1paq+TSsAxt6hXML/1rW/t+e+KovAbv/Ebns6j1RwZwaw+pJ8+fcry8jKvv/76czn2gxTMerb1UgW7H81GmHsJXyaTYXx8nAsXLnDixIm6t5tey/M//u4HLKZL+DQV06rv/KrRpbrZGlKVAk1Y2JpGTtOxVI2gaRAxSyyH+xkspin29aMAdxcynOgLkC9bFCsWZVOgKtAX9FGxbIQqCOoqa4UKecOmbNpYNtiq4K9fGmQkHuThSp5UwSCga1Q2U6oVU6BgM58sUapYHIv4+eS5BO/NpqhYENSgPxqgaFgUyiaTKzlunE5wbjDEaq6MYVnYwiluEjh9nJaiMhwLUDAsTMvmWbbCi0MRRhJB/ptLA3zv3go+VcG0Bd+7t0rIp+BTIeDTKVs2qgqWDT5Nwadr5EoWNlvXdyubhUOWZfPjp2n+ZGKFn7964rnrfhDTShRFIRKJEIlEXC/UTCbjjrOybXtL/+dOwtLLxu7QGcH3Ksj5fP45+9DDwJERzHK5zAcffEAsFuP27ds7ftGaFcx2RWu1KdibN296nrnZ6HGb2XZ+fp65uTmuXr363JvmbtvZtmAhVeQf/OZ7rOaclIy1V/51G35NxUbg11QMywYhMG0ImgYFX5Bqd2JJ83Emt85yKI4pNBQEtg22JTg3JBgYiVKyVd6bzTgmCIaFT1MpmxaxhI878zlW8jZ9AQ1VVVEVhR89TfE3Lx9zeyHThQq2EAQ0hVjQuc0ULBbTBheOWWTLFi8djwFZBAo+TQWfIFeCZ+kyy/ESinDEumBYWLYjEv1hH9dPx3l/LsP5EyHefpqiaNpoisJSpsh/vLdCumRibxYPFSqCimVhmha2UNA16Av5yZctkgUDw7KJBXX0sPP5TEu448icdhbctdfHK/kdr3s3jPeqrn8mEgnOnz+PaZqkUinW19eZmppC1/XnhikfBkFrdwTrdf/lcrnlNondwJERzEwmw7lz51xrp53QNA3DMDwfoxnB3e3GbSQF69UI3Ss7VclalsW9e/cQQuzq2rNThPnBbIr/688e83g1T7JQn6duteeyuqewX6ViCTJl6+PocvP/h02DkuZDFTZ+y2TdH8ZSNDSlQgWV4mYUe3/D4nSlQJ+vgrAEYtNuDiwCusLro32sZ4sspIqE/brrH1ssmbw3m+blkRhfeCWCYdr8YCrJRwtpiqaFBhQMC11T+PQFZ1LM5HKexUyZ5XQRQ1UpVarfHcG9ZzlsW/D3b43wO+8skC6azhqjDRG/hgqMLWUwLZtYQCfi10gVK1QsQcSvky5UKJmCsE+loin4AyqpkuX2eqqKwtXRGGOLOUqGhaYqlCo2fm1r60k1E14ybB6v5nlvJsW103E0tTOtHl5FbbuVW7lcdqPPXC5HKBQiFoshNueOtkM4bdtu62i0Tuzfa4TZbtOGg+LICObQ0NC+cx8PMiW7E42kYDvxxrzTMWsjxUKhwEcffcTo6Cijo6N7jpOq3e7PH6zwv3z7HhVLUDDqv361YgmQKppoquPKU/Vx1TUF2/YTy2cJ6WU2AlHyapCnfcPEjRzFSJzipsdrQFMwLNgwVG5eHOXexhJhvw04PZeWLQjZJY5HdFRwWjY0lVTRRFdher2IrilcGorg1zUSYR1VUcgWTbcFZjDsI100iYd0hqI+Lg6GeJZ2iooAAiqMxINcOx3nTydWeH8ug6ooDMf8pIoV0qUK/9/4MsPRALatuNfAMC0CuoZPU/nU+QR/9GGZkmE5EaINr5wIsJwzeZqsYJg2Lw5HeZYpoW3aAJY2q3g1VUVTnVRzLTbOmubdhXG+8Mowv/y3XkDfFM1uiDD3IxAIcOLECU6cOOGufy4vL5PP53n33XeJxWLu+mczRXS1HNUI9qAHZ7eTw/cKsAuNWON5pdmZmFVs2+bhw4fMzMxw8+bNutYrW3XsRqiNMJeXl/nggw+4cuUKp0+f3vN6V7ezbcGv//lj/ukfjJEumputFvvj1xR8ihNhVqn+T9OGoE9DU9XNxn+VRNhHOhxjPRDFRkG1LVRbQCjMldMJApqzz6BPdUwILJvxxQyG7bwl+3Wd/pBOQHcqT0Uxw9komLZNrmzi0xwru3hI5/FqgXvPsqznDJ6ly/zU5WOoqkJAV4gGnH3/8d1lbCF4sJynZNoIIRgM+4gHNSI+eHcmjS1gOBZgNlmkYjktJrqq4lNV8mWnGvfWuQThgE5QdwwXKpbN2cEQ8ZCP84Mh4iEdyxKcHQiSLJpMrZc31y4F40vOOSbCfo7HAvSHnCIZv65yPBZw+1Or7ScCMG2BYQq+d2+N//r445aTXhDMWqrrn8ePHyeRSHDz5k1GRkYoFAqMj4/z7rvv8ujRI9bX15t6HnSroNVLs0VFvWo4sRdHJsKsh73GZNW7vdcRXVW8VsEelGBalsXk5OSOszZ3Q1EU1vImf/KfH/Otd+fqqoBV2XSnwekbfP10H5PPchQrNrrquPRUzcozJScl69cUNAUGIgolQmRKBn4EAVVlINHHegVKTkMluuJUt5YtQSKkkyyY+DUFy4ayZZMpWfh1jakMnOmLo+gb/Hev9fMfHmxgWZbzd7fBthWerhU40Rfk8okoAmXTbk6jVDFRFda4OnAAACAASURBVFhIF5l8lkNXFc4NhLi7mCWoq2SKHxsrpItOJDgY8bOSM7BsiAZ0Krbg4rEwpm0T1FVeGArzcCUPqsJoIoRPVfh3785vGrArKAh0VWU+5djmxUM+FEUhVzJJFU2EsFEVFb+uOsVENpiWY7enKgrlzTVkBSdqN3HcjR4sZ/mJFwe9f3nqpN1irKrqllmQ58+fx7Isd5TV9PQ0qqq60WcsFqtbpA6DYB7GtGozSMGsQdO0fdO2+21fKpU8b2+aJnfu3PFUBdus2HvBNE3XdWOnWZu78VdPM/z6X6wxnzHrmh8JH4tl9X9nSxYhv4a1mZNUVRVNsRAC7M1CFcMS3DoXZ2Flg5BqYgV8+HWFgmGzUhaUKjYz6wVUnOKggmGhKArr+QpBv8rffnmYt6dTPFktgAI+4M5smoFP9HPzpJ9INMypgRJP1wqYtsAybRQEfjOPlTERth/FF0QAZdOiZNoENJWwTyMR9hHyawzF/AQ0lWLFQlEEJQs03em5PB4L8PpoH6qiML6UIVsyeXkkxucuDfDHd5/x3fFl/JqKZdu8OtLH2YEQE0s5MiWLeFB3+yqThQqqomDVio+iEAtqVCwQOJW2YZ9KPKQR9WtkShW3Mpeaa48AW9ic7Pu4oKPXIsz99q1pGoODgwwOOi8EhmGwsbHB4uIi2WyWYDDoCmg4HN71/Lq5irWd+zdNs+dcmerlyAhmvSnZZkTHa5Rn2zaPHz+mXC7z2c9+1lN12W4zMdtF1UB7aGioIZ/I92dT/Or3psmVrbomiUR8kK88Pxtyes2p2PRpzuBm1bSxhJOOPRHxYduC1azBezNJDBOiQY0zA2FmNgpULMdXNeBT0VUFXdXxCZu+kI90wUQIQbpo8mcP1rlxJs5csoiuqUT8GqYt+IvHKf7Zp8I8teBMf4jxxaxrpnDjdB8//eowc+s5LkcFf/UkiWZXSJY2R3n5FN589ThBn47A4qP5DP1hnafrFUwhGA7DF14/yUrW4Ml6gT+bXNtM6aqcigf55NkEmWKFhVR5s4LVeeiPL2W4fT5BpmwxkyxStmyCuoaiQMm0uDQQ4N2iSbpobhZL2bw4FMWwbFRVIV0wWKwYrOcqLFllLBviIY1KcWuaXAAVU/C9iWVun40zkmjv2LtuEGO/379l/bNYLLqDlAuFgrv+OTAwsCXD0u41zHZHgF73f1iHR8MREsx6OIiin9oUbDQa9Txwt1Mp2Wov68rKCufPn6/7mJYt+Dd/NcM3/uIJ+Z0mMO+CYUHMr5GtKQbya87PdRWnT9O2XBN007J5li7j06Bo2sT8CpEgFC3BXLLAxWNh0kWT5KbHasV0+ilVBZ6lDRIhnXhIJ10yyZVNnq7nEQJn1JaioCpgCIsPVyqcOKnxwXyaRFh32j6AmY0i6aLJYtbEsP18tA5loeHXLASCawMCNbfCai7AQh7uLORRhIKt2MQCPj57SnC6P8RKtsz4YpZE2IemQLni7HtyNU92s7ipP+K0F6WLBratkCtZjCaCaJsP6bJpY9o2l0/ECOgmb5yLMrlhogE5w+LBSh5FAV1RKJsWiZCPgK6ynClTsG3HzN0nnjO4VxR4ZzbDL337Ab/xd1/tClHzgpcIUFEUwuEw4XCY0dFRhBBks1k2NjaYmJjANE0SiQT9/f2YptnTKVmvEWahUGj7/OCDQiaoa+i0YNZ6wV68eLGpCLdZwaynsq1SqfDhhx9SKpW4desWgUCgbmu83357ht9+e4ZCA2IJTvP8sZifkE8lHlAZDCqE/c57nq4qWJs9EJqicLo/hGE6xS/lir3ZhO98xaMBDQX4zMVBPn1hgJN9AUcsLRtdVfDp6ma0apMtmaibPrF/8/IxIgGNQtkiVzYplCvEAz6SJSeNmSqYhDSNsE9DVRyjgPdn0xiWIFNyWjsCukYiEsCv6UzlfcQGT/I0Y3N3MYcmbHTFwqcoFMoV5rLO9TEsx5S9VLHcVLFfU/nUuQQDER+K4vRNAqg41yEa1BmK+rl+po+g7qRq40GdlUyJH8/mmUka/M3LQwxEA2RLJvGgTiLkw7IFecNG23wa+HQVRYGi6aS4fZpjMVjFFo5JxJP1AnfnMz0rmK3Yt6Io9PX1ce7cOa5du8b169cZGBgglUqxtrbGw4cPmZ6eJp1Ot/yFtlvXSGWEeURoNq1Zr+BVU7CZTGaLEUFVcDs57QTqa0nZybWnnmklS+kS/9t37vHjp0nHSLzec8KJIC3bWc/zaQpFU6AhCAacB3bQpzmFKLYzmePpmmM3F9Lh1ZE+PlrMkjdsdAXKJacY6w/fX+Cvf2KIq6MJNvIrlC0bRYHXR+MYpsWd2TSGKdBUiAR0Xjge5aXjUady1XIMAoaiOqeiNvGQj4CmkDMsEiHH6Nyy4fyxMPGQzsOVgrO+qjiCFvY7a5Uhv84LJ/uZTTuRsYKgVDGxLEGqWOGjR7MsZRRURUVXFGzAqlTorxSJfOvfcu7kBZ7GTpMq2xQNx6TglZEo/+n+KrGAxuhAiM+/cpxoQOP/fW+RjUIFDXiWN/nLx+sEdM3pxdwsM/brCpqqUCibBP06thD4NIVro32MP8uTKThm89W/ixBgmIKADjnDpPVDwD6m3RFmq/ddu/5ZLpcZGRnBMAyWlpaYnJwkGAy6Bgp7rX/WQyeKfrw8i/L5/KGNMI+MYNbrFtJMD1E9grtXFWwnJ4fstO1uN9/8/Dyzs7O89tprW+yu9jNft22bf/oHd5lYzOxpmF7FpzrRS9XezrKd/j/bclpQTsX9PMsYZEsmAZ+KYdoMRPyUTMcQwBZOVIaicDwRYiBdZjVbdk3bnYjN5q2xZV466XyOkF/jwmCYa6N9/PBJ0vV39es6P/Pqcf7og2dMLuc4FvWhqyply+bpRplbQ37Kps0rp2L88EnKKT4CbpyO87euDPGXjzc4OxDkx08hX644f2dF4cqJKANRP1nD4rVTUd6eTqMpAsOCUNDHyajJqaF+bDXDgC5495mJXTZQCyW+cPdPeYJGdibJaHiKC5/9NJX+QfKGxYPlHBVTYAvBw5U8X/rUafJlC1MIdM3xCgzqCmv5Ci8d9ztrmxUnui5WbC4Mhgn7NZazZQSCoaiPx2tFSoYzNNuq2G7hlcARzpBP49WRvv+fvTePkvOs73w/z7vVXtX7LrX21ba8yAsOmM1sxnZIGAgkmWTCdTLJZDvnTkLI3EwmYU6Gw8zNScIlzCUhE3JDIJCBgME2xnjFlrAlJGtvdUvdLfW+1l71rs9z/3iq27Isy63N2Mjfc3Qkdddb9dS7fd/f9v2yODbzmo4Cz/feV1q8PBaL0dzcTGdnJ8By/XNkZIRqtUomk1km0AtV8HqtdsleiI7s6w1XDWG+GnillOwrCRH8uFKyL7dtFEUcO3aMKIqWHV3O3u7lHjAKNZ//+sBxDo6XVtTcA/oGbJuCxZruVF7azkALEEwUfZ0itAyE0uMeLUmbihciZEgyZuFLg5IbMDJfJRO3uGVNMw8cmsaxtAoQQg/5Hxgv0ZK0SVmCk3MV2lI2A9MVkrZB3LHwgojvHpnFsYyG6IAkEIpMzGTBjxiYDzhw/BRBGGEasKUzzS1rmlBK1w7b03qG8tb+HLtH8jiWwTU9Wd6+qYWR+SqdmRiRTOFHikMTJZqTDu/d3s7QqQn2TtZpSiR5+/W93D49i/ff/5yB5lV8bds7CAwL37Jpqxb5mfu/xtFf/DVmyx4CQVPSwgsjivWQvacK7OjLEkXauUQi8UOFLyMcy2B7d5oTs1VqUmFbJpu7UghgquRiCgO34b9pG5BLWMviDktQ6EYq27yys3av9ZTs+XAuQkskEvT29tLb27tc/8zn8xw9epQwDMnlcrS0tNDU1PSKKj6v1RpmtVq9bF6YrzVcVYS5EpeMS8HLa6SeOwV7ru0vRbz9chLmkmpPb2/vywoRvFyEOVPy+M2vPM/RqfLLkqUtIOLF7iJLknZdWYdre7M8ObiAlhtvzEiG+ve2KZBS215Nl+rECMkH2tS5HvhIBa3pGG/d0MaJuSpZB8qBBCEwhZ6tjJtQdkNs09COIhVfS+tJCCOJaQhmyh7v2NxGvqYjxEgp8vWArZ1JjsyWiVs2tqEvoaG5Gm9a20zR9fnDbw3ghzoie+fmNn7ptlX05OIoFI8fX2D3yCK2YXBNT5oP3dhNf0uC/pYET53Is29WokQJ0Gt698geTjX1cLhrA4FpY4cBdhRSjSUYS7Vijwyx6HRiGubyMYnbgsWaTxgpmpM20yVPkwOSjZ1Z2lIO27ozdGXjPDG0gEDxw5ECLUmLxVpAdyamVX9EgB/pudeYJfTM6tI5I2A87/GnDwzyK5svf2pzCT9phHkmluqf2WyW/v5+oiiiWCySz+cZHR3V2sGN6DObzb7kvd6oYb76uKoI80rjXBHmhQgRXGqUeLmsxWZnZxkaGuKaa64hl8uteDuAyYLLnz04wKnF2nkNnoOzfieW/hgwW/EZmK7QnLSRSqFQVDzt5SgUmIbACyQosFTE27d389V9U1QanbSWAYcmStyxsY03rW9hYX6OXZOhnpVU2qC5VPcxEFimIJDag1IqSMV0JOoFWpRcoIjbBgvVQCvypB3Wtyc5NFmmPaFrqNUgAqWYLbk8OrRIzQtJxy1CqXh0YJ57ruvEMgSn83V2jeRBgWnC8xMVHGuW63qzlOoh+8eK2uTZ1IpDx6Yr3LRQwvY9LBmRDFwiw8Q1bRwZUXRSXCerHLFgoebjeVrmzjBMenNx0jGTm1bnqPkREwslZioh02WPbV0psnGLobkqXihpSmjz8YmCh1Q6shdCP5hEUnuCqjPcX0DXkAGOTlfI98dfl6T2avhJXsjaTdNcHk8B3WSXz+eZnp5mcHCQWCy2PP+5REhXemzlYrtk34gwryJc7EV6NoEspWC3bNmyPAR9Prwafprn23YpEl6pMfXZKdmTc1V++6sHGJk/P1m+6D3QN2iFvkkv7fWJghaAiBodmTv6svzstW38l4eGKdZ1ylYAb9vWQ83XOqpGJInZBlIqym7A/3h4iKakzdZm+PK/u45vHFqg7Ib4YciDh+cwDB095eIWHWnt4LFQCXAsg1TM5Nb+HN89Nq+7aA0IpOBdm9tY3xYnYWlBgI6Mgy8FtUhimNrMORXTGrKOKSj5IZm4yZrWJE8OLYCCZMzCaXhYjizUePumVgZmqiilCCNA6eYihKDS3kP7sWOsX5zg2VXXEg/q1EyH0DDoqheYbbmR21a1c2rRZWShghUpNjabNEcFDp4sY1g26zub2D0cEEaKWih58Mgs79nWSaEWYDcMqOONLl/bEJTdANs0UOgGp4RjMlH0lo+ZQEsQGkIRNFxhrhR+kiPMV4Jt23R0dNDR0QHo2uBS9FmtVvE8j6mpKZqbm6+IM8jFrv+NGuZPCFaSkl0ij4t5slq6+JaIp1gsXpAd14+z6cd1XY4dO0Zzc/OKVXvOTMmGkeQP//UII/O1l6oMvNz26GiwESyy9JFLwt+GgIStZyszcZvDU1ViDWF1BERKcGiiRNI2STomFU9hAF6km2gMISm6Ic+MR4jHRrlzWxd/9fgwNS+krznBxo4UuYTNwfECu0cLxCwtZLCjN8uta5p4ZGCelGMCAmUaRF7ERMkjbgn6cyaDecVcxcc0DP79m/u559pOnhstMF/xtQpRJJFKMZ53aUo4bO/OMLxQX47OQgnZuEXMMrljQwu7hheZzoekY1ogIZewMDZuZ2HvXt4yvI9SLMWhrg0IFDeOH6M9qDDRt4rNHSk2daZ5asjg0GSJ4RKcKJlsak8gvYAfjczgBhEJC+KWicLgh8OLOKZB3Nb+mqV6QKgkd1/TwanFGsMLLqub4iihmC56Wuygcdxe+FvRmY3TGr9ykc7rrUv27Pe/nBFsIpEgkUjQ09ODUopnn32WIAgYGBjA9/3l+mdzc/NlcTG52AizWq2uKEB4PeKqIsyVYCnKu1hpJykle/fupbW1lZ07d17QBXmppHexOra+73P06FG2bdt2Xvuzc32mlJKKG/L73zjMocnSiiLLpdRezBJ0pB2myh5RpInSEGA2umWXhAKUgr2jBdIx7SbSknKwLYOqpyPND+/s5bHj8zx9cgEvCFlyyUo5JkIIggCeOpln12gRxzJIxy3ytYDTi3X6WwWji3VsUzSE1xUn5sq0p20Wqz5+qMjEDWzTpO5HjOfr/OhUAc+PkEKwKhvjZ67rpB5EFGs+//bWXj731ClqfoQfRvTmEtyypplISlIxk86MzVTRw2yo97SmHAZnK+QSNvde28nX947iAd25OPdc26Ej4J+7m8IXv8TOuRMkA5fxpi4O927iWMebeadtko7bKKU4Ml3GjxSZhEkkFUemq7xzUxsTRRdFES+ChKXwg4BKPWB9S4zRUFHztUrS9q4MtSDi6HSVmGUwXXYpe5LWlI0Xhi9KyYJO2f7n966DhVMrPmcuBq/XLlm4cmsXQmCaJqtXr2b16tVIKSkWi8sKXADNzc00NzeTy+Uu6nteSpfsGynZqwSXkhadn5+nVquxdevWi3rCerVTskuqPaVSia1bt14QWYK+aL1Q8ntfP8xTQ/MvS5aOJQhDdY4GIMVCLUBGkEnozlTQAuFzZR/T0ELgUkHcgpwtWUSnQpfcM2p+hQcPz/ALt/bRknIYnKkwUaizUPEwGko+El37VEpbdAWhFi4v1H3e3dnBD4cX9LiEUtiGYLEaMlH0uHVtMw8dmWWxFhC3DJqTNpNFD7PhlBJ3TBaqAdPlgL2n8nx17wQbOlJ84l3rqQURg7NV1rYksE2BbZqkHJNPvGcjp+arnJyvLaefN3XqEZeFqs+bukyMXBsHx4t8Zc8ETQmbt25aS9N/+b9oOfA8356LU7DixFIJim7A/YemWdeW1Hq4kf5eXsMBJZQShOLm1TmOThaRCEJh4YuQTW1JbutPsXqxwsMnqsQt6IhLjs9U8EMtEyiVQir9QGSZBv4Z56Z2MxHsGinypszrMwp8te3wriQMw1gmSND1z0KhsNyP4DjOcvSZTqdX9L0vRennjZTsVYKLIa0zU7DJZPKi0xGvZko2DEMOHTq07BN4MQPKXqT4+rEqPxqLziuirmTDl1IBDaFz0PJ2hlTEHYOkY5KJ25TrAW/f3M79B6ZepArUkTa5qb+F0X3ThFItzwKahuDZkUWSjsnH37ORuGXygxMLfPp7gxRqum5nAJs6UowWXJRSVPwIISJSjkVvc5yYZRJKSRgpfCmxTMGx6TJHpyr0NcWxLEFb0uZndnTxJw8OkYmZVFSEEgKpJI8cm6Pqhw1N1wonv3eST92zmX98doJvHpihKxvjp6/rZKHi8/zpIsKAZ0cL5Ks+gdIp6RtX50g6JqGCXYML+GFEJBVz1YDuXJxb1jaxq2crc5V5snHtOLK0vwYOnqS9MIdZz6AMgRW3cYWFZRh0ZOIs1gLWNztgGCjDojmZpupFKDvJ7qkigTIIQ9g1ViMMtXZs4OumKAP9YGKLFw7wkvWXH+rvfu31xuuS1K50SvZK4pVKS7Zt097eTnt7O6CbD5eiz0qlQiqVWm4wern656V0yb4RYf4E4Ep4Yp7ZBbtz505279590Rf5pdiDXQhhlstlDh06xNq1a+nu7mZwcPCCidoPJX/0nSGeGvbwX2HTQKqXpPOW7aKUQgUKP/SXLaa6c3FitpayCyMdIY4WQrZ0S1oTBqGwKNQDXf8MJZEBDx+d5fsDc8Qsgzu3tPNXH76Ohw5Pc3ymSqVa4a0bm3nw2IIWUhd6X/e3JHjg0Awf2NHBN56fwTYFLWmTubJPFOmB/7G8S1fOoaU9zcn5Otm4TaEW4JjgRnp0pBqFKLSdmGNpG6+Pf2ug0SwkmCy6/N0zY9yyton+1iRfem6cuYpPNm4R+ZKHj87SnYuRr/ocz0fUA0FLyqbuR6Dg8HSZd2xpoyVpa/uthjqQF4TYUUjH/BxhJst74/BkQVCp+fgGvO+6Tvqa4syagpIvqQURIRGzZZ9cwmZorqKVh2Lm8rym1ujVlmdK6vpmkwOV4MXOJbonyaDiRwTyypHO61m44EriQvdLPB6np6dnuf5ZrVZZXFzk+PHjeJ5HLpdbjlCXHp4vdt+/EWFeRbgQwpyfn+f48eMv6oJd6hy9HF22F7rtStY9MTHBqVOnXqTaczGf+9CRGZ4aWmAl0rA6EtQEueT3CHqERMoXiDPytQjA8FyFKIpwDEk67hBEklogWagFtCQMctkU+8eKjZTjUpOQ0lFPJHng8Axxy6CnKcG3D07jBiHDz07ylo1tJGyT9rTDj8aKHJmqEEQR+0+b3HNtB+vbUixUPf5pzySg16qUZLLgcUu/YHihxi39OfaPF8lXQta0Jrn7mg7+59OjKKXJUhtjQyQlTRkHo/E+pXpAdzZOMmayUAtIOiaR0qIAi7WAw5NlsjGLXEwwUVPUvAipJCBINm7q2bjF+7a28ejgAn4kQSo2iTqyqYlTnuCOrKQvpthXEQxXXPpTOp1mmQaT5ZC4JUjHLapeBPgsViy8QNGctEimDOarAem4SV8uzqlFF4SkvzVGxQ0I3BAH8BvHLpLgmIpszCJjvz7Ngl/PKdlLaSgSQpBOp0mn0y+qf+bzecbGxlBK0dzcTBRFF9XP8UaEeRVhJYR5vi7YJeK6mJP5UsQHTNM8b5omiiIGBgYIw/Alqj0XSpi7hxf41EPH8VeoDasAyzBoagzRL/3MUI0GH/mC5JqScGxiETfQtlNEcnmM5MBEmS05QU8uzom5KgsVvzErCIahIy+rEco+PjRPqR6QsC3ipiAEDowX+OjOPr51YBqpdCQVSoEfRkwUPXIJh4VKgGUaxBvOJ64ShAq+c3iWSCpMQ9CTdbhnnc22jb1s705TdEP+8blxqq7edl17kuMzFYr1AEMYxC2BYQhsUwsnpB2LqhdimYLIECRsg9vXNVMPIjKBxbhrUqwHoPTg6Y7eDMdnKixWA9a2JrnnWovh+SrrwjLXliv4sRwHawajruDbeZt6CHUp+dK+ae663mCu5JGytMl2zQsxDW2J1pq2idmCkhuyWFWYJmzrynJq0aUz4yCVYmiuRtI2tJ4tL8zLAjiG4m0dHm5dMjs7S1tb20W77bzsufNGSvacuJwduGfXP8MwJJ/PMzk5yb59+7Asazl9u5L6Z71ef5GE5k8SrirCvBwp2aUUbEtLyzm7YC9VQP1Smn5ebttarcbBgwfp7u5m9erVL1nzhRDm0GyF3/vfhynUz2203ZAtfclkydLMXlPCxg0CghDMxoB+xQ1J2AI/bKj3VCLetrmdRwfm8Go63Zm0DSwBxxZDfvrWJn7x1lU8dGSGk3NVJgsuQ3MVQFtVRegO2bmyh1QRSkLMFnih4s6tHXx174RuAFJgGwKFoOaHpB2DgoC0Yzbsvwwcy8T3IixDELMEQaQYXnDpdgT790xQ9iJ+dkcnv/eOtTx5YpFswtZ6tgrtvaki3BDuvqaT1S0Jpooub1nfwv2HppHKwI9Ctnal6Ug7DM/XiFuC/+NNq3h6eBEpFe+/ppOenFbk2dGbxTYFjw8tcHSywnFDIi2H63PQYyseL1pUI7CEopkIV0r2jxW076UE35dkYxai0dhUckM+fEM3PxjOM7ZY5/q+LBNFl+mSy7yhm4dMQ9eqDUM7saC/GqaAj9y8il9/82r27NlDvV7n4MGDy9FJS0vLRXdnnok3UrLnxpUUXbAsi/b2dkZGRrj55pvxPI/FxUXGxsYol8ukUqnlY3wukfVqtfpGSvZqwfmivHOlYM+1/Y9TfOBsLHXJbd++naamc/tKrPRzK27IX3z/BIV68LKjloYQpGMGNV+7gCwRqBsq4rZOQSoUSobEbYO+pjjHZ6pEDak7syH3k68FrGlNMlXykFJbdim0S8ZX9oyRr+lI6fb1LaxqTjJZdBt6p4LWlE1PNs7J+Rp2I3at+ZLWjM369hQfubmPv9+tRyG8QBJJyeHJCs+Pl3BMgw/d0M1cxSeUivdt6+C/fe8EkVTLVmKWKXhuWmKYNRCKv9l1mt9521p+4441PDowz8n5Ku/c0kbdj1ioBpgG3H1NO5s6M0wWXcYWa6RiJgnHIOlYZGIW85WAtnSM02MSP+8yNFMFIfj2oRnevaWddMwkHTe5/+AMpxbqJBoNQg/U0/hFSYejSBoKh0aN0RC4yqBUj9ixKsvUQpHnJupYhsQ2DTZ3pnB9yf7xEmU3xLG0eP1CNcAxDSzTIJASL1Q4lh4hWSJMAcQsg13DBX7tzf1YlsWaNWtYt27dcnSydN4tqdNcijvH67Gh6EpKcMKro1K0hFgsRnd3N93d3cv1z3w+z+DgIJ7nkc1mlx+QYrHYBQkXfPe73+V3f/d3iaKI++67j0984hMv+v0Xv/hFfv/3f5/e3l4Afuu3fov77rvv8n3RC8QbhHkWDMMgDF8cPUkpOXnyJIVC4RWFCC6F9C4n2SqlGBoaolQqvaJqz0rWvFj1+Z2vHmT/WOG8ziOBVBTdhk+jAF+9kMIr1QPy9QDH0POVtiE4veiStCGMwGjolVa9kIMTRbZ2ZXBDyWy5IdkmJUrBsakKcdvANAQPHZ7hz356Gx+7vZ9f//LzTBZcYpbBYj3k5tVNHJrUuqxhpKi6Ifd87od88IYePnxTHw8dmcYyIop11VivIJKS7x6d47fftoapkkdTwqQ5YTNf8UjHLEpugJC6LpmwtUpOKBWfe3JU70elI+k9p0vcd/sqpksejw0u8IMTi9y5pZ0PXNdJeybGockJZso+mbjFnZtbaUo43Lmllcr0MP/ryCxlPyRpmTw/XqLkhlzfm6W1EYU6li4IJ2yHxUAyXKzQlYtoNRMMRCbNhJBKYISQadQsr+mIMVuX9Lem2d6TZbbs8Z1DM8RMgWkaFOshR6cqy81ZhlAkHQs/DBBK4YUvkKVp6BrtfMVjruK/qtr9BAAAIABJREFUiHiWopOl7swld47h4WFqtdryzbW5ufkVlaSuNK4k6bzWVYReCS8XfZ9Z/1y1ahVSSkqlEvl8nk9/+tM8/fTTmKbJ7t27ueOOO85r8xVFEb/5m7/JI488Ql9fHzfffDP33nsv27Zte9Hrfu7nfo7Pfvazl/07Xgxen/mIKwjLsl5EHq7rsnfvXoQQK1LteS1EmJ7nLa/5pptuesUb0yvZdAF8/qkRDk2sTJgA9I116bVLdS/dRKNvyIHU4ud+EPLBTUm6mpL4oW7ccSyDKFKcnKvyjs1tui6J7sq0G2esFyr8SFH1Ir6+b5L//r1BxvM1/Chisljn1EKNG1Y38x/euo60Y6CAehAxtlDj80+N0JKyefi3f4pP3rOVTNwiHbNwTC1QUHJDjkxV2DNa4Kv7pnjLhmaakg6RVGzuSLGjL4tSEETaAcRAUGsYPVtC0JKwiSLJl/dM8N1js9Q8ScUL+caBKf553xR/8/Rpjk5XKLshY4t1/m7XGMdmynzj+WkGFiVuEJFxLC3R51icnKuxvj1FoRpiGVByQ8JIUQ8kyjLpW9PB6ozNu5wi3XHw43EMx+Hm/mZSjkmxFvDdExXGCz7PnSowMFXGCyQxS2CZJqYQrGmJI9ERfmfGpinpEDPhplUZVrUkl1WYlsZ5lk4Do/GLlyOHJXeOa6+9lptvvpmenh5qtRqHDh1i7969nDx5knw+f9nNlVeC17NO7cXOSK4UK232MQyDpqYm1q5dy5//+Z/z0EMPAfDggw/ylre8hTvvvJP777//nNs+99xzbNiwgXXr1uE4Dh/5yEf41re+dVm/x+XGVRVhrtQTc4nwVpKCPRs/bsJcsgratGnT8lP+pX7untE8X39+EnclppbokYO4pf0qowZBWiZEekoC2agfhpEibQtO1mN86MZWPv/0qBZYFwLpKOp+xETBZX17GssU7OjL8vDBcWZquk5nCAMhJJPFOqcX6ziWQdw2MIQgjBTj+RpNSZt8XWIYmogFgkAq9p8u0pGeYbrkIaXCsrTyTtULCSLFN56fIpQKxxS8d1sHH93ZgxDwoRu6GZyp8Ktf2k+oDVAwhKA9E6NUDwmkJGloqb6aH5GwNSGZhjaPPr1Y59hUmY5MjHogCcKImi+xDYOWpMNMTYHSM6tmY19JpejKxrh1TROBlPzDD8d0ejpSxB2TvlUdyJZ+olDSe3SWHqV409oW/ChiquDx0JEZZqshmZgFwmDXSJ6dq3K4gSIVU0glmKuGSClZ25lmcKaKQuGHimPTFfwIMjGDeiDxIy3pl3IMNnak6Mw4jK3orNDnWS6XI5fLsXbt2iuSvr0QvJ4J82IbC1eKi11/S0sLpmnyl3/5lwghmJycpFarnfO1ExMTrFq1avn/fX19PPvssy953de//nWeeuopNm3axF/8xV+8aJtXG1cVYa4EpmkShiFDQ0MrSsGejR9XSlYIQa1W4/jx49x4440X5Hh+vjUvVn3+w1cOUHYvYF1KGzM7pqDoRtim0HVLoCNt4wYRJU/3XHqR4pmTiwzNVql5IYYhSDoNqypg76kCptCOIJYh6EoazNU1U4VSEbdNXW+LJFI1FHhsA8MweNe2DtrTMb7+o3Ed7SpQQhFFkoGZMh0Zh65snP6WBKMLNRzbxDK06LljgiUNDAO+NzBPf0uC58dL1LyIN29o4T/udNhXaeHYTIWdq7MIBN88MEUgoagCJIqubJz5qv/C/GJjfcIQhJEkHTOpC018ScfENARrsoJxz6JY081CQRixsSPN8VmtDmQIxa/e3s9sxce2BH4oWSj75OImX/3RFLNlD8cyGJqrcdOqHGtbk8xVAhKWQIB2dFEKL5K6a9aPUEpr765vS1CoBbSkbEpeiBuEjWyAoujqb2EaOi3V35Lg9+5cf0mEs5L0bRAE+L5/RdK3Vzol+1oktJXiYuVBz67d9vT0XNI67rnnHj760Y8Si8X4/Oc/zy//8i/z2GOPXdJ7XgreIMyzEEURU1NT9PX1XbAWLPx4IswwDDl8+PCy0fOFXkjn+9y/fuIkZffcHbGgoyDLEgRnSd95QUTcNnnLhhxHJkuU6rrJJ2YolKGbcxq8iJRaFm5jZ5rB6TLFmsRseF6ahgDDIGYaHJsu83MbDbo62jgwXiSIFG1pB0MIrl/VxOHJEqFUVNyQXEIP+e/oy/HO9RkeHa7gR1oyLpAwVazz9f1T3LKmmXdvbafs+vQ1J6kFEV94ZgwhoOpFCHSzz+efPkUoFc+O5vny3gnuWqX4o3s28NxogcGZCoYh2NyZZnihTsIyuH5Vlq5MjAeOzFLxIpSSxCzdvXt9X4Y9o0UMI8QU2rNyfbueW4sU/NrtqxnLu0yWXCIJd6xvxrJMXD/k+8cLzJd1PfWOjS2kHJs1fQkePjrHVMnVxCsEFS9iquhy+7pmDENLGFqmVkYKIoUbSq5flWWy4GlrM6mYLrm4oZ4j9UJJLmFR8fS5vHQbjCRkExZ/du8W1rRe3lm7M82VpZSUy2UWFhY4dOjQZe++hdf3yMpr1QtzCSv57r29vYyNvZCfGB8fX27uWcKZmb377ruPj3/84xe9psuBq4owX+kgzs/PMzg4SDqdZsOGDRf1GZdCmBczh7mk2rNmzRrq9fpFneTnIkwpFV94epSv/WjyvOYjESBDRTpm4gaSuGNoIYJI4ocRa1uTDM/X8COFjCLma5LWVAzD9bQp8xlF0W1daRYrHgrB9u4MPzixQBDpG48QgrhlkHUED50sMF/RnbqFms+69hQ/vaOb9ozDrpOLFOshZS/iE984wlOD8/zqzS1c05vl8FzI48fnsWVD5V3Ac6N5WpKmrunZukEmjHQEG7MEFV8RRSCEImabWIZByY3YPSl5/Av7yFd9sgmL37pjDbetbebf3NBNPZCk4xbzZY//8v7NHJooUg8iurIxvFCxqjnB5o40R6bKrGtLsrEjxVzFJ4gUp0sSb6yEUvCmtc0U6iGWpZ8sDk1WODZVJmYZ5Gsh//DDMd65uZ3epjhepLtfk45FGEkiqcjXtGrU9q4MB8cL+JHEC3R6NxOzODpZIZuw2NyZYtdwgbhlYBmSSIAKdc0XzvLBNAAhmKv4rG+/cqMDS+nbWCzGTTfddEXSt6/nlOxrNcK8kAeFm2++maGhIUZGRujt7eWf//mf+fKXv/yi10xNTdHd3Q3A/fffz9atWy94TZcTVxVhvhyUUpw4cYJCocA111zzoqeeC8WraQI9OTnJ6Ogo1157LZlMhtHR0Yv+3LPX/O1DU3xlz/iKxAkUUG5EIoH7wk3WDRVfem4cATgm2KaBaegO1phBo8lEIIVu9vnm81NEEtIxi/XtKXYNawEDqaKG2Log7xm4oSAVM/XPwoiR+Rp1P2RNS5LvHpnFNsEwdCPTdw5PcX1rJ9s7Mtx1QzdPDC0Qt82GAbUeZdk9nGd9W4IgStLfmuCdm9vYO1YiXwu4pivNZMmj7IbaoxKQSjJUUCQcl5SjSfavnhjhltVNfOm5CRQ6Lfz2TW2saU3ghoqKFzFT9FnVEscPJfl6iG0atKQc3re9k7myxxODC4yVJceKC4Di0cF53ru1jXTMIumY/HBkkZhl0J52cEPJXEVSdkMqbkTRDUFBJDUJSBQdmRiOZbCpM0WlVqO/JUEpNKj7Ec+PF/EjRckNmC172IbCMgxMx9K2ZMvG0eoFsmz8HUnJ8HyN29Y2X9T5tgQxN4c4cQIRhsjVq1GrV7/g8XYWrkT37ZUkndc7YV6KF+ZKVX4sy+Kzn/0s73nPe4iiiI997GNs376dP/7jP2bnzp3ce++9fOYzn+H+++9fFk/44he/eMFrupy46gnTdV0OHTpEc3MzO3fuxHXdi44Q4dL0YFf6ZCal5NixYwRB8BLVnovB2YRZcUP+3ydHmS5759nqxZHH2f8X6HufUpoY/QgipTBFhBCC+66L8c1RQdWLiFkGcxUftIQptSBk90ieje1pjkyVtG6pguv7cpwqFfFCGo00AtsyiVSEFylmKx6WIXQURGN/SsWjwxVGSpLcjKQlaZOvBQ3SjHADyWzos1D12XOqyO2rEvS3pvntO1bTnHJY1Zzgf+0a49uHZhrRsCZaXaoR1AM9b+oFkkcH55GAbRiU3JBvH5rmmZMLLFZDnQ4Vgg0dKQq1gJmyhx9K9pwqUPVCfuVNqzg5X2PRhVzK1PvBj9h7So/XnF7wqAeSUEKhHqKUTlenYhaZuMWGtiRKwVi+ThQp1rUm2dyZ5pmTefaNFSAM6AhjrGpO8fTJRaSCTMyi5ut9YFsGQaToyNgYQpANIrZ2pXh6OE++1ngIMhrCEAq6cyuv678ESmE+9hjmk09qiSbDwAxD5KZNhB/6EKygZ+Bc6dvFxUUmJiaQUq4ofXs1m1O/Ei7FC/NCZPHuuusu7rrrrhf97JOf/OTyvz/1qU/xqU996oLXcaVwVRPmubpgLyWlurS967qXa4kvQb1e58CBA3R1ddHf339ZLsol/dsl/Ml3jnF6sfaKIyQKsAU0RvS0mk6glmXuGoI3y6+VUhEoiNuCvznosaY1yec+ej2ffWKYp4bmsQ2DoGG/NVmok0vYxC39M4DJokuLCaYwqPshpgG2ZfKOzR385lvXUnZDHj4yixdGmIaeh4wkjBd8snGbnjaTd23t4OGjM1Q93RUatzTxLq3zmbE6eTdkeHqB1oRJLpvm/du6qAURjx+fB2Fw46omdg8vYpmi0ZErqfqSTNxqSPXpzlMvlJTciHTMJJCKpG1wdLKMaQoMBDFLNxn9y/5pVrckQKhlYXOltMuKG0o+sKOLBw7P8q6tbTx4dB4v1KMnyZjFdb1ZAK1Ta5vcsb6ZohvSmY6BUPzPp6axTBPPh2dGy7wvlaTmR0ilqPkhCK2AlI0LSq5kaLYKgGkYjBdc0o5F0orwdK8QtiVoTdvctPrcIhgrOt+GhjAff1xHlGfclI0TJzCffJLo3e++sPe7yO7bK1lnfDUiwMthEn2+97+Y9V8oYb7ecFUR5tLFcWYK9uwu2EslzEtJyb4S5ubmGBwcZNu2bcu6j5cDZ85hzpZdHjw8c167rjPl75bmKuO2QdoxQYa4jY2XOLg5adGUsFmsBlS8ED/U4rGDszU++oU93LpWN6YIIfScpWVwfV+W/WNF3FBiGZqETi/UWbfK5FduX83DR2cYnKkSqYjHjs/x2189wGc+vIPPfnQHv/vVg9T8iFDqtY6VAyYrRSLDxrEM3r+tjdOT03S3tnH/QAmpFF4gkUoRRnBsPsQxDSIVcUufz1OHT3F3h+TnN7TS0tLCXOBQLeYZLINAp3Wv681wcr4GCGK2ST2IMBsG2IgXIm7DMEg6BrqMqn/hhhGlesgt/U08dHBaE5pU+JGkuynGc6MFivWAG1Y10ZaKcWSqTNkL2dCeIogku0fyPDG4gG1CNmFz06ocgZR888A0kYSWlEU+CgkVHBgv0pWLcXKuhmwcIKEgm3CQBLiBoOaFREj8EPxQZ0tsUyBQdObi/M5b15CNX/ytw9i1C9XU9CKyBFDd3ZjPPUf0trfBJXTFrjR9eyVHM16rKdOV4mIjzAtR+Xk94qoiTHhpCvZSdFXPhUsl3HPhTIJ/JdWei8HSd5ZS8T++d+K8ZAm6kzPlmLohB0VPNt4YTZDcsCrLpmSVgbLDWCliuug16myhHv53tQ1W1PgQL5K4gaQ5YZOveghDsK0rw5/cvZV3f2YXlilQamneUad2s3GtuANL5C15cnCBLz03xi/dtprdH38rf7/7NJ974qSWc1MKKRWPD85zW3+W1miBGzf2MVmRhFEBqSBm6UhL9+/SIDnBs2M1mrZ18NCcwpsIeFP3PMmoyuqUZEt3hsBwqIaC1qRD0jb50ViJpKPTce/c0sreU0VKboBS2kllc0eKuWpAsRbgmAJfKrZ3ZzAMwbbuDL+03eLbpwzy9ZAtXWl+9vouhudr5Gu61hizTH5qfQtVL+SODS0cmijzyLE5vZ8wmCi4hJHk37+5n7itI1vZsFeTSmEaBl2ZGGEEU0WXSOlxnNH56vJxt03dSQss7w8/UjQlLP7Te9az8xKiSwBjcRF1rijEsvSwbr1+SYR5Ns5M3yqlKJVKLC4uUqvV2Ldv33L0ebm6b+Hq7ZKt1WoXNNL2esNVRZhSSg4cOMCGDRteVojgUk/yS3EcORd83+fgwYPkcrkVjblcTO3EMAzCKOJPvjPAI8dmV7RN1Y+Wa5ZjeZe4rdO6+8eKHLFMbupPUJ0valPkRpp1oeovS0st7SGB9n48NOFTCxSGUJimdvZIOiZeKDGEPnaB1EPzpXrAfMVvzDQa+oYeSL5/bJZs3KYt7SAaBVHb1LOKCkUYKk7PFbG6W1njxGlLR/zCLX1888A0hXrAuvYUows1pFTL0VcoFQ8fnUWinVQePyn4b/duYXttkANlQaFSQkUBa2JJ3rwqy+b2TqQw+MCOLiaLHmtbkzxweBY3lGzpSLGzvwk3lDw5NM9UyeOazgw7V2eZr3gMz9foSxv86d1bOLVQozmlSaMeKB49Pq81fKWe7/vozh5KXsTx2Sq2aZCKmURSIoDFWogbSm5e08TwfI2i5+vfCcHa1iSGAU0Ji82dLXz/2DwohWWayDDCl1pk4sxnpiWx9VTMZH1b6pKvEdndjTE2hjq7Vul5miivYIQihFhO387Pz3P99ddTKBQuu3jClZ7DvNgI8ELe/2IezH+SvTDhKiNMwzC49dZbr/hnXGqEuUR6hUKBI0eOrFi1Rwhx0YQ5MO/z5FBNp0vP9RrBS2qaZ/633jDGFECoIp45uYhpQMyysEwt1i2VpC0dZzxfX74Jt6cdDk6UKHkSU+ju1v1jRT754HF+4ZZV/N0zp5ZnJ7d2ZdiardGWidGZiTFd9Jb3F8BMyWNkvsqpxRpxSzuhuIFO6bqBfs1YBSaH8xydrnLr2ibilskHb+hGSsnN/U38wbcGqHp67jRq1EAFioSjLxUvlPzFYyMEXoQvdIMNwuKntrQyli+x93QJN1Ssidf4qc09bGjrYKbskY1ZrG1LkbB1bfCD13dT8SJStsmpQh0p4TOPjzBb9NkxfZqb+puWCXP38CJlN6Qnl6BUDyi6Ac+OFsjELE7n6yglUUpr6y7tDwW0pxw+sKOLiYLLYqnC+rYEz46X8EJFKCWlehzDECQMC1A4MbMxM/pCOh10Ldo2BW6gzadbUpcW/UW33YZx5AhkMi9EklIipqaI3vUuHWmecVyvJGzbviLat6/VCPBKv/8bNcyfMCyRypXC5aqBjo+PMzU1xQ033LDiE3Apur3QE73qS/7pqMt8Rb1sOjZhG1T9F0jx7AjkTCil1WGCCKTU4xMAlmnyB+/ewOeeGmVsvkQ2GePNG1r5l32TCFiuY/qh5IcjeTozMa7tyfKj0wUUisHZKhMLku/c08nmzgy/9qX9uGG0LAw+VXT5/54d4xdu6SOSiv/zzg386/4JFvIlxiOtPrQ0KrFQ9RhdqPH2Te00JUwMAfvGSnzyro385wcGiSSEQtDT5DCWry9/N4FiqljHUNCUAsMUFN2QB44tMFbw9FqU4tPP5Pmlos+DQ2WmqlowIBmz+Xe39fKVvZMND0/d0fu2Da08MjBH2EidPj9R0jOtWwyqXsRMyUWhxSBCqUhYeua1Mxsjl7DY1JHmxHwNgcIyBB+8oYvhuQrTZZ/1rSm6c3GmZwMeHKrgSx1dll2pa65CNOqwjc5fAZ1pm4mCtorWJWXtZBK3LdLxS49q1Nq1hB/4ANYDD2jVigaim28muv32M86jV9/g+eXStxfSfQuvXUJbKd6oYZ4bbxDmZcalEqYQgoMHD+I4zgWr9ixFtxfaPfe1fZOMleV5XUhCqYhbeqQgm7DIV4Ll+ta59qYQOqoMIomKdPT4i7eu4g/+9ShuqF1H6mUfv6HWs2QsjdKk0ZbSsnXfPDBNpLQxdBhJ8oHiG89P8rHb+/nXX7+Vzz5xkgcOTS9Hv2Ek+df9k1zbm6VYqdFr11jfn2VqoITRECOQSs8SHpsua91UpXjf9nZakg61QPLH79tI0rFY25rg+wPz/Pmjw3ihVgmKpCIdt6i5IfVAkrANHFMwslhfbuSxLJ2G/soxl1BaZBNanL1Y8/ncEyP4EtIxk0TMou5JHj+xQCQhbpvUw4C4YzJWcNnZ38QPTiyypTvDRHGeohsSKYWSinVt+iFqbWuSHT1Z1s3XWKh43LKmiTBSfP6Z04Bg18k8Kcfkng1xAqlwTKNhzq11eDNxk3w10J3OjQau8aKPaUDC0DVjx9Keodu603RmLmGc5AzInTvxt27FOHUKwhDV24s6q0zy4yDMM3Fm+vZCtW9f72Mll1LDfCPCvMqw1DV6uVRzVopKpUK5XGbjxo309/e/Kp8dScU/7Rk/L1mCFkrvzsVIx2ymSy7taYuyGzYEBbQogdcgQkPQ6DLVNw1DKFJxh0cGZil7IY6pRzmkgmPTZT7/Czfw83+3BzeQy4Lnd25pA8APo+VZTiF0R+rRhmVXb3OCjR0ZDGMOgyW/SkWxHlCp1lnjhGzdvIa5QpnerMtsNVoWf3d9iWUJhNAR53cOzXBTfxOq0fXakrRZ35bkgzdolZF/fG6CYj1ge0+GjrTDQ0dmdG02UpimQXfKZrqsozLbNPCUJGoQbNyxsS2TqhHghYqYqRBIyjUPQ4GrIkIlMIVOPcdUw88yiEjFLN68roUgVDx9cpEgkmzpTHN9b4ajU2Vmyx6rmuM0Jyw6MzHcQPE3z5wiZhmkYhY1D/L1kOFCQMrRKdeEYxI1ZAKzcYtIwmI1WB4HipT+YytwDEg6JrmEze+8dc1ytuCyIJVCnmXldCZ+3IR5Nl6p+zaTySwT6GuV0FaKS5nDzGQyV2BFrw28QZjnwMWmNpe2vZgIc0m1J5fLrdhl5GxcDGHef2CKuZL/iq+LFIwXPAQeG5otVjdZJFIt4FXY3NfGo4MFBmbKGEKwpjXJ0Gy1oToDgQKv4tOatJGKZRsvADeI2NSZ5vfetZFPffc4lqk9JR88PMu9O7rozMQZXaghzhhlOTpV5vNPjZCJW7Sl7eXZRwR4kX7dvokaJ/MWv9ypMIWgv8kmm4ozUXDpa4ozOFvFMoWOgIUgVIqTszUOjJcByMZN1rYkuGNTGx++qYcP39TDtw5OYxkGtikYnpxjYFGTzt3XdPKOLW384bcG8AKJUrr5ZkdPlr1jRZTSKVmJYE1rgsmii2kaGKbCDSTvXp/h+YkSp4uBTol7IT+1voXZsqcjbiF4x+Y2blydIxMzWd2S5NFjc/zL/qlGB7HCEIL7bu+nMxsjiBSW0CG3Y5mgAmqB4l2bctx/pIAfqYaikq0t0vxw2drrzJR8oHTGdFVznI+/awP9l1k79pXwWiPMs3F2+nZJ+/bw4cPU63XS6TTxeJympqbLTm6vVUKu1+vLUnY/iXiDMM+BJdK7mMHgCyUtKSUDAwN4nsctt9zCkSNHLosn5kowOFPh/35kiAv5NAUM5UNO5EOEcIkZsHd6kpInMQxNQCMLL5Al0KhPQmvawZxrjC8orUvalnYYmC7z6e8NNoyLBUIpZsoec2Wfu67t5OEjs0wU69R9iQKG52v87dOj/NvbVjFVVPzKm1bzd7tOI9EPKjETFLq2+A+7T3NjdwJTwEd29hFEipmSy+hCnVBKYpapBRU8Sb7uL0dQC1WfL+weY8/pIvvGS7SmHN6zpY35ikdryuHaVoMNvW30NsVJOSa5uMWfvn8Tf/3kKFLBm9Y1YRmCahAyMFPFEoKb+3Ps6M0yuujy+OACoZTcuDrH79+1jXwt4P95YoT5uVnWd2bIiBK7DhYYLBnM1xXNyRi3rW3mZ67vwjQEz50uYBmClGNS9SLcUM9jfmBHF/0tCUYWaiRCE19KErZJV9rEMQ0+8d71HBor8sjxBaRSVNyAIFQvIcslWKbgN97Sz7buVz9qeK0T5pkQQpDNZslms6xdu5bh4WGklMzPz3PixInl9G1zczOp1GXoNH6NRphvjJX8hGElJ+ql2mytFPV6nYMHD9LZ2cnWrVsRQryqbif/8MPTlL1zO5HkEgYVVy5HdeeCUuBGUC+HJCxduzMNQ998ZaQtvZY8I4H2TIyeXJyJoguNWU4vkPzloyfwGhJzhtDt+LYpuGVtC3duaacpYfO5p0Ya4gL6veqBZGC6wpauNHHb4BPvXM2uo6d4ekqhhI5SRUMrtRw4tMagFkSkHAvLNPjY7av5wjOnWTpavU1xJoteQ4xBp2WHZqsMzFR1hCgqHJoo8Z/es4HHBhfYNRKSSxdZ05qgNe2w53SBzR1p/vTuzZTcgLF8ncmCxweu6yKQ2uj6nVvaGJiu4EWSe69tJ4gUW7vS7DlV4AdDC4wu1mlzTG7a1IsAnvzBKeYqLkpGnJwLGM9XIKjR05pbjlqFEDiW9tqs+iH1IOLtm1rJnTYYnK3hmAa39OfYP1nAskOOzPmcXtTdvUGjHXZJgOLsenTM0mM5wwt1bl274tPqsuH1RJhnY6n+eWb6Np/PMzo6upy2XErfXsz4xms1wqzVaqTT6SuwotcGrjrCXAkux2jIK2FJlu9s1Z7LYSK9Enzn4BTfPza73GF6NrxAsa49xXzZI1/XpHrmDbXRULn8MzdUmDLCFBCzDf7Njb18+9A0QSQxgFzCRgAzFd3cIwSU3IiDEyU+eGOPNnquBfihTmdGkWB1cxzHMvjwTb38zQ9GdRpXaU1TqRT1QAuve26dVtPFyrTgjy9gGvpiN4TS6jaTerbymbGT/Ppb13J6sUYmbvPRW3op1gLes7Wd58cKfGHXmCZLdB02lLpDVBiAErih5BvPT3NkukI9hHrJ5W+fGeO+n1rF1/ZNUXVDTFOrFN19TTt7Rot8bf8UstGks6kjxfB8ja/snSQIJY5p0JS0+dwPTlPzdA3xRBhhHJrhhr63gx9bAAAgAElEQVQsMxWfrmyCshdh25Igiqj7IT8aGsMJQ3xfi/XKhrrQjp4MsyWPvuYE1/ZkODZd4VTe5ZFjcwgVkYwE0+UyjmXgS0XcNii7+phFvHhsSKClDG3HIGFfuXm/8+H1TJhnE04ikSCRSNDT0/OS9K2UkqamJlpaWlacvn0tR5hvNP1cZbgSaj1LUEpx8uRJ8vn8Oc2pL9WAeqXb/vUTI+f1uXRDRd0Lec9aB1/FeOhEbVkn9kwotHKProsplICcbbCmNUFLwmKi6JKO2/zJ+zeTSzl898jMclS39F6GEPzsDT18be84xYbbiZKKX/riPr74yzdyXV+Ou6/r4ms/msD3I0Klb+4/HM5jCnhbv8O1W9dhGAYn5+qMLtY06UpteWUIhRRQ9UO+smec7V1pNrWnaU7beDnJ4GyVj97Uzb7xEgfHS0gFuYTudK35IQKxLGRweKqMZRpYhhZN8CPJN/ZPMV/xSDoWpoAfnS7gBhHPj5eIWQbCFJyYq/H3u8cYWayTsBtOK1Lxv/dP4UcKxzJJxy3y5RrPjuTpzsaIIrUsJWgZgkAatLe20NfZBkrROr7AgfEySkruXWszMlfg2FyAYQqa4jZ3X9vB8HwN2zSIGvZfKohwTKh6Ek/oB49IvXTGVqAfGpoSNtf3ZVd0Tl1u/CQR5pk4O30bhiGFQmE5fes4znL0+XLp29eqQfUbYyU/YbjSKdnzYUm1J5vNvqxqz6WmZFey7fNjRU7n668ogTde9PhWFW5f38pt6xLk4iaOZbF/LM/wXA1DQEfKxJOCohthADHbxBCCzz05QskNMYCaF/Ifv3GEz//8DZiGgULL8GkxHoFlCJoSNl3ZOGW3imFoBaCqH/GrX9rPH753E2/Z0IobRDxwcJJq8EKeOFLw1FjAjg0RTQlBf1uSde1pQDEwU+H0Yg3TMEBFKMOgUg959Pg8TwwtkHRM7nvzGqp1n+myxx+9dwN1P6LmRxycLHNgvMTjg/NalEHoOU5DaEED2wDZGFFaqPrLHqChFCipmCjUkY2OWyUlCMWx6QpCgBO3QIFt6DprwjIAvR9iJoSRYGtXmmIt5KmTi8vEsaY1SU8uxlzV560bWtjUkWJdR4mEbXJgPM+e8QJJSxAEkhMlj6cGFKbQAu9BCCjV6GA2uWFVkufHy0Ty3LO3CohbWrHochtFrxRX2k3kSuJCCM2yLNra2mhr053hlzt9ezF4Y6zk3LjqCHMluByEefbFvqTas3HjRjo6Ol52u1cjJftXjw1pjdUVoB7Co8cXiFsGjmWwujnBdNE7Q3tVMF/VkaoB+FEI6PEFlE71KanFzZ85Oc87t7Tz2PE56lGEaQq6c3EiqZgsutr+ywBoKBahraxOL9YYmKlw4+om7myv8hsPFzEMrYsaNW58AzMlWhI2NT/iHZtbsE2DUMLYYv1FN8eyFyzP4pbdkL99apRb1uQ4tVjT+q+b23j7plb6mhP0NSVoTtjsHs3TlXV4+6Z2jk1XeOjIrG5aMrW+alvaYXi+ql1PlMKTir6mBAU3xDEUbqgFznMJi4VqgBtEOKag4kX8/+y9eZRcV3Xv/zl3qLm6q+e5NQ+2JEvWYHnAGBswmMRmdiAJDhAysBJCfi/vJeElj5WVtzI9Mr6X9yAhhACB2AECdhg8YoxH2ZpnqdXqee6q6pqr7nDO749T3WrJGlqTLSF/1/KypKo691bVrfO9e+/v/u76sI0nJY4vKTo+RRfWdMSJBW3eel0jjfEAfUntbrS4LsQTh6bYO5rn69tGqI8GuH9jK7GQzbd3lxGGQSwSRAFOrkx/usz6Buh1fJSEbNklHLB4z/pW+lJFEpESYcugN/nq6TqWAfesbeEjN3Uu6Dq5HLjax29d6PqnS9+mUqmT0ree5112e7wLwRs1zGsQl8J8YPYHqZRiaGiI0dHRBbn2XIwX7UIIc2SmxLb+mfNe2/EkUkr2j+UIW/o8A5ZkMq+jyPltH0VHR5uzCV8h9H8v9aW5Y6VWmm7rS6PQatRdwxn+6RdvpLsuxOee6NUEp06ke6fzLsuaIuweypBwdD1SGLpX0ZAKTyqePDSFUoplTbG5jeqWpXUMJPNzI6uWNkcYn9GG456v2zFmSi7P96WQvk5PPtubpqM2xMqWKOs7a+iuD9FZH6IlHgLgTcvqEcD45CQrutu4f2MrTxxO8sg+yVTOQaFrr7991xL+7PFe+pMlpPQJByx+fksne0eyPHMsSTxoUhexefe6FrIVjyMTBbJlj5UxwY3L6jg+XcD1Fa01QdZ31HDz0jq+8uIgLw9kCNkmEsVQqsiTR5K8Z30rjbEAY1kHz1dzU1HWdNSyeUkdSzrL7Owd5UhKki97fPG5fixDoIRBxZSnNZ9oT4T4r29bds6+y8sZqV1OUrtazNHnp28XL148l74dGxtjx44dC0rfvpZ4gzCvQVyKmZi+7yOl5MCBA5imyZYtWxZ0N3gxgqNzEaZSim9sG8I/C6da8+ZbnvRaoOqMhydBCKldbQxQKITQx/aVrkmu64izcyhbfbWoRlcOA8kiB0ZzSAVCKiquz0CyyBOHpnjg5kXsGsry1BFNftVZzXxnzyjNsQA1lqIj5HDL0gQv9mf0exWiKkASCAHHJgs8un+Cn72hlSMTORY1RHnbilqS6RwqUsv3ZsYwhCBggeeDbygqTrXWaRgUKh5fenGITMll/1geqSTr2mq4d10zQdvk8EQeQ8DWFoO7bmylIxFmcUOY+ze2oZSqtr7ojf6v33c9LxxP8cpAptpDadEUa2RZU4Tbl9dTE7L44f4pyr6ksy7EovoI48ODPH5wiqGZMiiFbZt87t2rGU6X6U2WsAxBOGBQdn0MA/qm9c3AlkUJBtNlCo6HLxWJkMXi+jCD6RK2YdCXBcs2MS2B5ysyZZ+g4VNxT6+CftPSOoLW5auRLQSXO8K8EmuA58Js+jYUCrFly5YrIn07H2+kZH/K8FrUME3TJJvNcuTIERYtWkRHR8eCX3s5CfMH+yd4ZO/4GR6t0o7QtSvpK7xqe8Xso7NwJVWjAEVt0MQ0IO/qzS1sCW5f3sjSpigTOYeRGZ3uS+ZdVBRaa0NUfDnnKCMAz5X0TOYwDMHf/dwN9E4VeODL20kVXJ1y9WBkpkKwzmJRQ5Tmlnq66mNM5ytM5h32jWQQQiCEgS99Do7liAZNknmHW5bVUxdUCMdERAO8aXlD1Rhek31txCaZd7RhuVL4vnbUcXxJwBBYpmD/WJammM2ekSxj2QqmEMQshVs7zcrmKN/bN0lvskhbPMDi+gh1UZvP/2SAoZkyN7TH2LSolmzJ4/FDk+wcyhKyDUwhuHVpHf+2Y4Syqz8PyxC0hX1SjkN9xCZf8am4kv/15HE+dkunnkEphK5/mgYVVxKwTCZzFZrjQf7k3lV8d884ecdn/1iWh3aNEbFNWmuClFxJ0LZQQhCwDUzHRxmaPE+HpujCNvurVZhzuc/7tfpczpa+9X3/JO/b1yJ96/s+tm1f9uO8XrjmCHMhME0Txzm3+82Z4DgOhw4dYv369edtE3UxxzYMA9d1z/j4Pz8/QPYMfZc6Rqv2VrqSgAkmguZ4gFRBp/oiAW23NpFz5tKlibDJ0voAr4yUKHiS2rDNx25dRFddmC89P1BN1epWjVTRxfUlnYkQx6aKJ7WmHBrLcXAsS2jeBm8aVK3s9BnWx2MoXFCK2rDFWLY8d86+nK1/ajXsC8e1jdzB8RwfvamVAIqSK1nbFmdJQ5R40OKedS18/eUhvvbSkFaLSjU309ioRtqGAqkEx6eLpIoulimwDIOs6/NSX4qvbRtGKYVlGkznHAqOTyxosXskq9Px6RL7RnNs7q5l+0AG0xC4nrav2zmUoVDxiQZNDENQrPgMZRWxsKDi6ajXNLT4qT9Zoq0mSFciyNBMGaUgHrS4f2MbRyYKhG2D8UyFDV01PHZoGt9XGAhClsFQWt+0OL4kErQpOT6moZ19yqfhSwFMTUzy8stJamtraWhoIJFInNbI42qNAq9mr9czpcHPlL49H/Xt7PpX403Qa4E3CPM0uNAIU0rJkSNHqFQqF0SWcPFtJZVK5bSPvdKfpne6QNk9S8qWE+nYkK1nUU5kT6xnWwa5ijfXcuD6ilTRYzLvUqqOz0rmHT7+1Z383QfXzc3IhBM/wsFUketa4wynS1o0VPWe3TOc5aNf2cl969qoCVusbo2xfyQ7R4SehO2DM2wfhBs7p4gGAyxpiLB1ia73FSoeCoFRLZjOkmzFk/zngWnWNhiMllPc2FnLytYYyYJD71SBT71lGZPZCo8fnEQJxabuBOmSR990EcPQvYimYVTT0dooQFRvLgZTJRxfURMyq/Vqn8MTeSzDIGAJUPpcUkWPl/s1WYYsQ3sVu4rDEwWClt6YHFfnn2dT3J6vjQNKrmR1a4yasE13IkTYNjmeLNIYCbCkIcTf/nhAR+FKIZXgw5vbSOYdogGLbNlDKk2MsbBJwdO1aMfXbSq2aeJ4Hu4p+69tQmt7B5s3dzIzM0MqlaKvrw/Lsqivr6ehoeE1qZdd7hrm1ZiSPZ+1T1XflstlUqnUOdO3vu9f0Lm/FuPYXm+8QZinwYUQZrlcZs+ePTQ3N9PY2HjBP/SLTcme6bX/9soQ5XM5rFchAITAqbJn2NZ9ljNFby4qnI38shUtGpld2UCT1Pf2j+P7un3ErPrD2qbgzpVN2KZAeQ4v9GdIl+QcuRUqHqPZEuFAlDX1gqm0YKygfU8tUzfp+xL2j+W5dVk9ixqjBC2D33jLUp45Mk3AEoxlKxydyGMIQ7ewSJ9MyeNHfRIh9GN3rGjgbdc3c3g8x61L6/nTd1/HH75jKfvHChwcy2GZgi88O0jJ8fCB7rogty2t41u7xlBKi4yUgqBpkFX+XDRoCB0vq+qoLF8qPQdU6uhcqvklAUFLPMBU3kEITWS+gqU1gpamGl7sm8HxJSuaY9y2NMH+sRyiGskubYwigH95eRTH11E9SjGZc3j+eJrWmiA9Uzrq9JXCR7C1PUgwHOGJYxkMYZAueoQDAsMA5l0yBhC2TdoTIQzDmNtQASqVyqs23EQicdk2ysspzLmSVbILWftCCC0UCtHe3n7O9G0kErmo9O1Pc3R6zRHm5ahhzrr2XHfdddTX13Po0KELJr3LoZJVSvHcsRQL3dcUkK9OIjGrisugUFWlrA6cZouar1pS6OMdGM2xuq2GPUMZXE8iAeUpnjoyxefet5YGq8KTPSerdX0JmaLL9NQkR9Meb1vXgSfhP/eMk6u4mIaBQJ+D4ymOjOdY3hQFoTf+Zc0x6qMBeqfyuNUoyrIMyq5uUdG2eopnepIsqg/zdM8039k9xrr2GL9z1xLWtceZLjhMZMu8d30LRybydNaH6UqEMA2DdR1xDozm8aUiHoTbltfzoyN67FbZlQRtg/dvaKVnssDe0Qwo7a1bFzH59dsX8ZlHjlB0fQSalN5/Yxu1YYu/fbofKeG2ZQnaSCJqw7xlZSO5skfR8fjyS8N4nuSF3jS+Unzsli7aa4LMFN0T+eqqRV7QMrixs5ZkwSVbdshXfOrCFgenHSaLFVxElcxhKv/q9H00aJAI29zYWfuqx4LBIG1tbbS1tc1tuFNTUxQKBbZv3z4Xfcbj8csavV0KXG6V7OVMJ0spL7oeebb0bTqdxnEcBgcHz0t9+0aEeY1ioYSplOL48eMkk8mTXHsud2vI+b72+HTxrK4+8zGrkp0T+yhwXB/TEAQsU9cjqxGUJxVBS9AaNembObF+LGhScn02NtZSF7F56tCUXksqnumZ5k9/eITfurWJjW0hdoyW9VDn6msPj2botQzWd9XRmdBqO9sSyJL2mZ2N0rYPzLBrKIPrK25dWk9nXZhlTVFUY5RsxePpI9MopbhpcT07B2dwXB8lZj1TFV99aQhX6kb+gVSRY5NF/vkj66l4PhNZLQJ688oGmqL6O53OO3zi1m5aaoJICY+9uJum1jjr2mt45liKiWyZW5bU8eu3L2Km5PLHPzjKeMahMR5g6+IEecfnHz+8jm/tGiNb9mivDVFyPSwDHripnYCl51J++fkJlDmObQg+fksXh8YL5Moe8ZCtbfs8xROHp/no1k6WNUXYO5yl4vpz7+vmJXUETYN3Xt/Ik4encD2XXMVjtPr914ZtfHSa+3SXWdmVvG1VA03nmHs5u+GGw2Gy2Sxr164lnU4zOjpKLpcjHA7T0NBAfX09oVBoQdfeqbha66Oz61+uc7/QlOnZMD99WygU6O3txbKs81LflsvlC/6urxa8QZinwUII03Ec9u3bRywWY/PmzSddwBejsr3U5uueL/mD7+4/7USS0/XfzdYwDaGJz/MVRVdiSMXd19ezsTvBXz/Vi1IQCxp8YmsLyinz4yGP3cO6jSRb9nF8RTxksW80N3dsBbie4skjU3z6tmY+tbWev91RZMdAWreqAHkPhCfZOTTDzUvrCZgGmxfV8cTByblzdKVO78oqSbzSn2JJYydS6TFXty9vIGwbdCXCGIbBzoEZfAkBW1TTqQoltLH4bK/swfEc//XbB9k5nMX1dZr5utYYP7+lg2eOpdg1OENDLMgfvnM5q1piKODIRB7TEGxdnMCXijVtMYbSZV7sS9NWE+LeG1oxEIxmynx12whtNQHuWNFA0ZHsHJzhm7tGEQgMAbctq+eVgQyehEjAIGIb/MPzg6xqiRIwTUwBxWqds1jxkEqxZVGCqG2wa1gLjDoSYX54YJL22hAdiSDHp0s0xQJ4ysBzPfKuNq1XSnLGUraArvrzmzYhhMC2bZqbm2lubkYpRbFYJJlMcvjwYVzXPckrdaHR0dVsXACXLzX5WvjI2ra9oPTtfPVtoVD4qW4pgWuQMBeakj1blJfJZNi/f/8ZXXuupAhz72CSQ2O50z5/lizN6kcyv8NAKsiVTybun/QkGZkpa89YpXB9g6+8Msnn3t7ENw7k59ZUaEXmULpMyD7xw541N/B9xVdfGadcKvGbb1mGn43zK98ZxJfMRT4lRzKYLtFZG2I8U+aDmzpwpWR0KsW24fKcH61hGFgmHJvK84P9E4QDJiubo9SGbTrr9Y/37usaefzABD6CaNDkIzd18Q/P9TM/Ry0VvDI4o4U5tonn++wfy/PNHaPsHsngS5jMVfj4v+7hHz68jscGPIbz43qEmYJ71jZTcT2+vG0EgTZvODxZ4O7VjXzhuQE8XzKWsdjWN8PNS+p4qT9NyDLnvoMXj6fxqxGvbQpM00ApaK/RimLPV3p8mgdddWGm8g7XtcZojQe5rq2GZ3tTHB7PEbZNZooevVMFQOArRdA0yQIhSxNF3tFHNcTJHrJmtaWoZ7J4pkvs1dfQadJwQgii0SjRaJTu7m58358TDx0/fhzbtueiz0gk8rqoNS93hHk58VoIlubf1CxEffvss8+ybNmy8yLMRx99lE9/+tP4vs8nPvEJfv/3f/+kxyuVCg888AA7duygoaGBhx56iMWLF1+qt3lBuOYIcyEwTRPPe3UKc9a1Z2Rk5KyuPRcj3LmUZDsxNc0fPbyPyllORQARW4tVcs7Jx1Wn/LnoSg6P56haqyKlxPEkX9udJlPyMI0TLkdKwVimRFttGLs6LVoCKEWm7PEvr0xwe3eIr/74EBtaAhhVj1ndT6mqkWOaoyGL5niQVS3aPaSOIi8NlfGkwjCq4hofdg7M4EpFqgCTmTIfu21xVYQDixvC/MqNUd53xybqIzZlT/LQjhGSBQekHivWGLPJljykBGlKbNNEIDkwkWfW59UwBGVX8ueP9zKaU0QC2qC97Pr8+GiSJ6XCk5JYwCJimxway1F2fcquT23IImhpE/SdQxkModfzpaq67ujasOtr9XHZdZBKsrQxTCLSwlOHp/BcxTuua2QiV+Ebr4xSF7ZY31nDypYYozNl4kGLiiepi1jkyi7RoEmu7BML6s9BCUHAFFhVooxagtw8iawh0HXi8+CohZCaaZo0NDTQ0NAA6NRdMpnk+PHjlEolampq5tJ981tXrmann8uJ1yLCPNv6p/O+ffbZZ/n85z/Pvn37eOCBB7j77rt5+9vfTktLyxmP8Ru/8Rs88cQTdHZ2smXLFu677z6uv/76ued86Utfoq6ujmPHjvHggw/ye7/3ezz00EOX9s2eJ65Jwpzd1M+E06Y2PY+DBw9iGAY33XTTWdNKpmmetR/ybLgUxgVKKfr7+9nXP854WZxxniVoIiw4irCthTFBS7dMOFLNOQLN31YkJ1K5qrrAvimHRfURjk/ltak6WtX6C1u6WNNRw9LGCK/0p9k5lJlbp+Irnh0o8d61CY4Ug7TWOIzMlPB8hWUKXKk4PlVAAJZp0FUXprMuTMVXLK4PMpiuYBo6xWoIgV99Hug09I6BNM8fSzKVrxALGCyJ+ahdI7TEg7x1dTPf/rWb+JMfHmEwWSQesti6qJZ/3T6qSdNTSKloT4QoOT4pz52bPWkagnJ1YoppGiAUpq9wfa2etauTWyIBbV/n+fpz1USoa8Gzzyk5PpYpkEpgGgb3rWnkkV3D+ErhSnj76sZqX6fJL2zpZG1HnL/7UZ9WwAYMBtIl+lMlPvnmkDZLtw0qnqTseLgSfmZNEwOpEntGMrgSDEP3kJqmDz4nkWXI1O/HEHBj1/lNJzlf4gmFQnR0dNDR0YGUkmw2SyqVYnBwEMMwqKuro6Gh4apWyV5OvNYR5rkQDof51Kc+xW233caXv/xlPvWpT/H444/z4Q9/mC9+8YssW7bsVa95+eWXWb58OUuXLgXgQx/6EA8//PBJhPnwww/zR3/0RwB84AMf4Dd/8zdf9+/tmiTMc8EwjJMINZ/Ps2/fPrq6uujsPLcZtWmalMuvNrRe6LEvJsL0PI89e/YQDAaZCbWTLfWc83USKLmwvDHIeM7Dk4qIrYc4z1RnYc6m7tprQ4yky3MkbBkQrl5FkaBFtqTVtYaCP/r+Ef78vdfzidsWU3D07EunmvcV6BTwRNkiUyrz/hvbeb43yWCqVO3vdDCqkanrS17oS3G70cBk3mNtS4T7t3TrfsOgxT8824dbdQ8SQtcE941mcXyJkjABzBTh7RtD9E0X+OJzfTywtZu/+eANAPzLC/0kQia/etsivrVrlLFshZXNMf7i3av5cU+Sv3ryuK5rCkEkYLK2vYaRmSK+VNXxWIrVTRGyZY/RmTK2pXB93S5zQ0ecybyDW7378BX8xh2LKbk+//j8IK4niUZMPnZzJ66E962waGzvIlVweOJwEtfPUHJ8ti6uY3FjmKNTBRJhS9cNhWAq79AzVWBVc5R9ozkiAQNPQUdNENsSHJ0soJS+CSo4El8ppHy1/WHZh7qAQXttiJuX1C/4mrtYZaRhGCQSCRKJBEuXLsVxHFKpFMPDw6TTaWzbJhgMUl9f/6pReBeDNyLMM+NCTd3z+TzRaJRNmzaxadMmPvOZz5zxuSMjI3R1dc39vbOzk23btp3xOZZlUVtbSzKZnItsXw+8QZjnwPj4OMePH2ft2rXU1CzszvtizQcuNMKsVCrMzMywZs0a2tvb+T/f2H3W6HI+JNAzXSEeNDGAuojNH9yziv/7zHEOjuVBKRrjAVY0R8mXfdIlHUFLCZMFyfU1Jj+3qZMvv9CPK8HzFZ7v83vfOcAPfvMWPrixg2/tGMWtvrdZk4QDY1lu6KghZJu8dXUzQ+kSjx4Yn+tjNKrKVs+XvHA8hee6LK4PEA1YROstio7H4oYIPZMFHF9hCEXYNhAIFAbK0FHeTBmePDzFM0enAfi3V4b53PvW8pZVTTTHA/SM6xaSj93SRX+yyC1L6vCk4v6NbTi+z/f3TxIPWtzQXkMkaHJnl8nz4zqy7K4Lc8+aZhSKr20bJlX0iBiCX7u5m4BlsqQhwjM9KYquz8auGt66qpHv75/kk29ahBCCdNHh33aMMZYpg/R5T7jM831pSo6HYeh2kZf60wRtgaymfW3TRAkIWAYdtSE2d9XSXRfi2d4UU3mXXNljZKaEZZnYBviGwEDheupVArDZjEHR8fjw5nZtwbdAXOo7/kAgQGtrK62trYyNjZHP53EchwMHDsxN6mhoaKC2tvaiSOONGualX/+nfRYmXKOEea6ULOgf1KFDhyiVSmzZsuW8/BEvhvQudPOZnJykp6eHSCRCe3s7AC/3p897nVy14FlMl/n0v+/l3Rva6J0qUvEk+YpHMu/yoc3t/MNzA0jtj07Fh4lcmaLrzaVxZw0OfKl4uT/FHSsauXNxkKeOF7UNnKswgMmcw4+PTuN4ijctb+DYZJ7GaIB00cWXOiIzBfQnS3hS92D2TDvEYxFa40F6pvOsba9hbVsNB0azSOD9N7bzv58+jqiaoAuh08s/PjqFX41wfQn/5Vv7+MpHN/EXjx0lVdCR8aauWla3xdkzkuPbu8dpjgX4uU1t3LWykcFUiT0jWTxfURM0+cQt7dy1uomgZfJyf5r+ZImfWdNMQyzIdS1RhCH4+ssjRIMW96xpouT6uL7iA/+0k7LjEw2Z/NLWTp46Mq1bUKI2qZzPf+6fwDK0YX3JlQQsA9dXmEKwobOGvSM5QEfULbGA9tyVilTJo+z4tNcGSRddcmUf4fjEQzaG8LBM/V3N2hHO/gJm/2+bBvXRK8sHNBQK0dXVxaJFi/A8j3Q6PXeth0Khudrn+aozr+ZZm1dqhHk+xusdHR0MDQ3N/X14ePhVntuzz+ns7MTzPDKZzFwd/PXCNUmY50K5XKZYLNLW1sbq1avP+4d1MRHm+UIpxbFjx8hms2zevJkdO3YAMJYpz5HfqYjaQg9hnodTW0wUUPYUD20frYpBtFF373SBDV21VLOlc6na8UyF8DzV5+wn5vqKr28b4rEdx2iIR/jLD6xj/1iOf3lxkIortWerhGePJWmtCeBLxX3r23jheJqdgzP4UmIKQbHqLWtVbfIKFRdqQmdWgeoAACAASURBVEgfmuNBOhJhbuxOMJmr0N0QZlF9hGNT2mTAFIJEGPJudaNEIpTA8+ETX9lB0ZUELIHnKbYPZmgLlHh0vyRT8VFK8J0943z+Q+sQAr61e5xc2UNKyTutIq21ecqe5C+fOk7F8YmHLT66tZMnDyf53v5xXB88KXn66DQf3tzOg9tHtR+tKSg5Pl/ZNkyh7BGyTYTQghul9MSXmYJLwDZ1XVhAbSTAbcvquXNlAwfHcwymShydLPLkkWkEOtrUM0WrJga2pOxKPOmTq+gvxTaqvaiCk1pLrOp3nC4urF93/vX3WtUZLcuiqamJpqYmQG/QqVSKnp4eKpXKOX1v5+Nye71erT61s+tfyKSTYrG44Ahzy5Yt9PT00NfXR0dHBw8++CDf+MY3TnrOfffdx1e+8hVuueUWvvWtb3HXXXe97mn0NwjzFMz2jgWDQZYsWXJBX9ClGEC9EMz2gtbU1LBx48a5c5VS8d/+Y/8ZX1eoOt8EqhEHvLof86QIRFGNcHTE6HiSgGni+D6G0MIbyxJMFRy66kKMzJQxDTFXr9w/mqc2ZPKu1hg7hzJ0JMLM/tyFEAilG+lbakKkiy4KxZ0rG7ljeT0/OZZkx2BmbrqJobmDHYNZfnw0iecrnjoyyS/dvIiljREmsmVShQp3rGygPmJhWSZbumuIH9/Dnx628YSBoQdwYbsOOTtAKGBhGAa2rcBXHC/YpEtFBLpGWaxI/vSHR6hImCm6BE0DF3j88BSxoMWjh6dRUmGaglzZ49+2jxIJmJQ9RX00QMX1yVY8njmaxPEklmlimZqwcyUP2xJzJuugievu65t48tA0Fc+npGBZY4TJbJm+gEHAFEQDFofGC8SCJuGARcXzSVZt9pTSTkK5skfANOaGhXfWBggGTCazFRxXMitLM4CAbWCZgvrIlRNhnot4IpEIkUiEzs5OpJSn9b2tr68nFou9ap2rucfz9VbJngnnQ5iWZfH3f//3vOMd78D3fT7+8Y+zZs0aPvvZz7J582buu+8+fvmXf5mPfOQjLF++nPr6eh588MHzPqdLjTcIs4r5rj2bNm1i9+7dF2xB9VoQZjabZf/+/SxfvvxVvaCjmRIHR0/fezkfAcvAMMA2BGXPxxIwG2Ao9EZqmSeIz68SZ6bskohYJAsSx9Op1aUNEda2xfnw5na+9PwgRybyDKZKc2rabMXnlb40tWGbiWxFC3KYNTcHpQRffnEQ15ds60/z3g3tFCoepiG4Y0UDTxyewvV1/c02YKbozBGB78OD24d534Y29o/k6KoP0ZGIcOvyRgKm4P4bWyn+z09i1q3ms8vegQkYyueByZ18rflGfFP7zoKOvMq+JkrL0AIiA8VktsRMWb9XX0pQegrLZL6ilbyGwPcVAdNgquDQgI1lCKRSurYKBGxTr+8qasMmBekRsA0+urWDB3eMUXZ9LRRqi3FdS4zm6riwJw9P8VL/DKOZCs/1prl1aYLOujCG0Obs4QAELQPbNOhKhBjJlPGkxPcVdbEAAQNKTpmRrB4bVnAlbvXyNNAGFL6CpmiA69vOb2DAldIreSbf24GBgTmnmtneT9u2r3pj93NF0Be7/oWmZM8nZfqud72Ld73rXSf92x//8R/P/TkUCvHNb37zvM/jcuKaJMxTfyiu67J3796TXHtmSe9CCfNypmRHR0fp7+9n/fr1p72j+4/dY5ScsxO2Qru+eBJcQzDrwd1RG2IyV8GtpgE3dSfYPZShVDVuFyhe7E2xpClKPGRzbDKPr+DIZIG/fqqXX7t9Mb991zJ+6xs7TopapYKxbAWB4M0rYiRCJt/dPYorNZEUKz7F6jlLJUkWHH52XSs7BzN0JEJEAha7h2fIFR2aYhaHJssgqPYzgutJHtkzTsHxODyR4+kjST55xxLKrsI9eJjA5CQfjMeJDTzGc8EmlqgKrhXkTanjPNOyGt8wEIbg3rUtNNXYfGl6CK+azvURdDbEMTMVsmVXK2N93Tc5k81RdjzCAW2+7niSoGWwvDHK3tEsvq9FOoZhsKU7QXttkKePJql4Al8K3nl9EwHL5EOb2pnMO/QPjzGQLvFXTx1HAO/f2MpzvWlCloFhCIKW4JXBDMuaogQsgePLaiuJTyJi8fNb2vnCc4PMFB0qvp42Uxexqn2zkCy4JxtUVK+DRNjifRtaqTvPCPNKjdRO53ubTCYZHq6OY7MsYrHYZSG3K7XGeLnXL5VKbzj9/LRj1rVn+fLlJzXZXqxF3cVGmKfbLOaPD7vpppvOeJf5/LHkgtSxJ4aX6LqXrxSTufJcdCkVvDKQJhKwKHnaLs6VkC55tFQ86iKBE04xSrvb/NNz/WyJpri5O8JwLjc3IUWgSW2m5HJ0Ms+q5ih3dtskVYwDY9o+T1Rra55UpAsuTx+Z4shEnjXtNaxsiSKEYmQ6S0vc5shUGb8a5VmmoDZkky7qOZ1KKSqez8N7RmmOB/niQBr3nv/Jm7MD/I8jj9DRVGY8GOewEeaG4gQ3O3B089uIBCx+9U3dhG0T11N8ddswILi+NcZbV+meyAd3jCGVwvVc1rTGeNeaWoq7J+lLuQQsHa3/zJoGmmv1xnFoPE/IMrh5SR1LGiM0xGzWtsWxDMGxqSI7hjI8dXSalniQD29q49G9El/4ejSalDy4fZSAaRC0TUqOjyslpjAIWSa3L2/ghd4kjudVR3ZZ/OMLg6SKLiHbJCwVBUdSciS2cbJH8Hy4ElriQd5/Y/sCrprXDpeKjOc71SxZsgTXdenp6SGbzbJ9+/ZL4ns7H1eqivVyr18oFN5Qyf60QinF8PAww8PDbNiw4VVf9OvlBwsnVLzzN4tKpcKePXtoamo6pxBpIFVccDsJaOL0pZqrWwYsQ1vUVeczWsarj5UqutSE7FcpLQsVHyfUwAduaeBQ+jCHxvJIJSl7ioqvmMw7/HD/BPnl9UxnfJoa9LiqfaPZquUeBAzY1p/ixT5djzs4luNDmztoiAaIEKI+bPLOta38cP84UsHK5hg1IYuXB1wEeg0FTGQr9KeKOnQWBj+uXUJ09b3896ltfL52I9sibTRHstzfEmBDZw2TOYfjUwViIZs7VzZQF7FpigUxDD2yLB6y+MbHbuSZniQ7jgxw17o27IDNL90Woz9VYnVjiOPjSfomU+RSUyyribJ5YyPvvKGDv/xRP3/ywx5MEz66tYtF9SH+30+mUOiRXf3JIl95aRhfQjyqvWMlJhUfbMuk6Op6pONrM3pXShbXhxA08KOj0yh0/TRd8ghZOj1cGwlQcMoUXR+/6s4UMAUV/+SrwxIQDpgErAubgXglRphng23bxGIx6uvraWlpuSS+t6/Fec/iSq1hvtFW8lMK3/fZt28fQogzuvZcahP088HssWcv2nQ6zcGDB1m9evU5awRSSgpn88I7A+YTn+tJDEOnO03DYGVLlG19M3OCEoCwbdBS8+pGciHgd74/wPrOGTZ01vI7b1/Of+4d5993jCCVfr2v4KX+GTY0Cla3xokFLTIll76k9jC1LZOCo8dgGYZ2/RnLVrhnTQs/2J3GEoqti1toqwmRLTs0xoL0TOa1a47UA5ht06A2bFOY8TGEvgmRCp6JdXE8VEdPIIGPoC/SwN8Xg/x2xeOJw9N84blBLEOLX+6+rolE2ObpQ9NsH8wQC5nUhCzetKyeI31D/MvLI4xmHKIhiw9vbOPWFU18feckh8YVhjCQo0Xe3O1zaHCC54Z9hGGAL/ji84PcfX0jrpztGdU3KaPZsvbRdaW2zfMlvpS8e10bz/amGMtUiNomlmXwrV1jNEUDhAIGYdtEKV3/DFsGJdcnZGkxlW0CGNhC4iowDXXy/Muqd61/utDzdcZrUWe8VL63p1v7cuFKc/qZxfm0lVytuCYJc3R0lLq6Ojo7O8/4A3g9eilnMd/ibmhoiNHRUTZu3Eg4fO4pEgdTulH/dAga4MhXK2JNoUlM29DNNsfrcVpd8SAfv7Wbg2N5Sq6PqEaBJUcylimzvDFCKluk6Gu3GF/pOtlPepIETMFLx1Ok8s4Jm70q6dqGwFCKl/vS3La8gQ9uaudHR6bpSITYNZShkCoBJ3ra+qcL/MHDB5FS8rSE2zKCcMBgSWOU9kSY2rDFTNHlwFgOhe7FHErmGZsp64jdNFFSEq5U6LNrMJVEYODbNhVf8b19kxway2EYIKVgPCvZPjDDwfEc2/r03M6i4/OZR47wtx+4jhdHHaZL2nu1lK3w1W3DdDdE2D+WwzbBFAa+p3h+2KGrLoIwCtiGrs96nmJPfxLb0OIigSBoGTi+4uY2xZ60FkM5nuS6thipostbVzWSKjh8/8AkQaU/l6OTBRpiAZRSRAMm2bJH2BYELZtk0aXgeAghWNceYSZbZLKk7fvmK6BtQ/dfLmm8sMjgaowwz7b2hfrezsfVTpgX04f5RoT5U4ju7u7TmqvPx2vVGnKmYzuOw9GjRwHds7TQC/jFUfe0o7wAKvMeMKsG3LPtGqAFINJXLGuMcHy6iFTQnyryqQf38Zl3rmTXcIbv7xtHAZN5h0zJ4e2Lg0wI2Jc2qitoeFLRM5lnaKbM0sboHCkrpdOCJVfywrjCFBkOjOV4z/o2mqMB1rbFEcDYTBm3Ss62AX3TJ9LMSsFLfSnu39SOIQR7hzO0xINsXVLPn7z7errqI0xNTfHY9gl2DlkUXQ8pBYZpsmlNB4/2FzEBqxrdwaxtHJjixNiw0WyFsK39VQ1DP7fiSb6+bYRMWRGxTTwFAkHBkfz46DRBU+Ar8JRCGOD4itqwhURgWfo79PGpjwdp9F0OTDpItMr1lu5aFgVy3LKmm/FshScOTzOYKjEyUyFkG7TEg1hCT1zxfEnB8Sm7HgHTpOL51SkxioApWN4YxleKvmSJ/WMFIqai7EJ1UAkG2nRfCUFN0ORda5oWdH2dDj9NhHkqFup7G4/H59a73C5CVyohv0GY1zBeT8KUUrJ37166u7vPGgWfiuF0ib3TZ08FC/RmGQ6YuL6kcqqpaHWd2X+VEioo/vKJYyQidjXy1ITr+NCTgV9YGaJ3tz8n8JnFdMFlTU2Y5U1Rfm5LJ08cnMAUglzFo1CdjCLRXrF1UZslTRFyFZ8bOmpxPMnTR6YwTYPrW+LsGskgq0brQiiClsGuoSxHJ3KYhoEvJTd2J6gJWRSyaRqNIh+8ayu3bfH4zq4xth8dYO3SDm7oTJA2Rni5f4aKr9dZ3RKjMRZgIF3SBCoUvq/orguRKXtIBVb1OzCASrUlxq9G64bQ7SNlT4IQBEwdIZZdRWtNkF+5rZtPf/MgJcdHCEEsYHHnqhYClkHnWJ58ucJIusSLfWme8xWrpwepj4VI5SvEQhZSKZJ5h2zZRRgCpbTRvGUIgpbFzUsSPHZwau77ynnaUq9Q8bEFFD2F458s+NHqWEVtxOSOVY1s6k4s6Bo7FZfT1eZKa/04m+9tLpebq4uapnlV1zDfIMwz45okzEsxE/NyYXp6mpmZGVavXv0qq6hzYd9o5qyjvKAaUQKO6xO0DSyhN04xL+Kc7W+c/ym5vpwThczfeF1MuuLw6bsW8+ePHaU0zz4mW/LY1peiZzLP/Zs6WNYUJRqweKkvdeJ8qiW1w+N5pvIVJnMV1rTF6UiEuX1FIzcvrcfxJLtHZqpiHn3w2QjWU+D7EqVg+8AMi8IOeyYcRguKLx/awZ+9dw3/5e3L+Yv0CEtbdI/heza0Ux8NICXctKSOm5fU8YN9Y4xlKvRM5TGUIBg0+ey7VnBgLM9nv3cUpzpUOhIw2dRdx6JQhYePOVVhlMGypihr2+IsbQjzr9tGcaUiGrS4a2Uj2bLH5967mkf2TaCUIFt2eHjvBEop3rOhjem8xbaBHOGAjZAux2d80qW8rmF6LrZpYZsC19N+vpmiox2EfMWdK+s5NJ4nYOo5numiS7EiCdmSoCVwfQOBPK06VgKxoMUnb1+EeRph10JwJUSBr9fa831vlVLk83lSqRQTExM4joMQ4pL43p6KC60xLhQX+tmUSiVisdhlOKMrB9ckYS4EZ5qJeT44nwtPKUVfXx/T09M0NzdfUPH8peNpvAVyvCPBrUitgjVBqlmRiGBZY4QjE4WTUrstNUGWN+lU7SwEMJWr8FevSH75rRa//44V/OjINKMzJQZSJRxf6Zpm3uEH+8YI2CYbuxLMlFz2DGfniNkU2hpv9u+ZUopP37mMSMDEEJoIPripk4e2DzOb+P3Zda08dnACVSVoWR2j9fKYy2jOx5eK48kiH//aLr7761txJPzTs/34EtZ2xFjRFOPO1c0sb4pSclza4jZ3rqhjY3cNubLLW1Y0EglY3H1dExPZCi/0pgnaBqtaYtyxoh43kaUmUc/xtENbbZDljRH6kiXeeV2jbumwTCbzDo8fmuK7e8e5d20Lv/amRXz+JwPsH81jm9rZ559fHGJZQwSE0NGjhKBtImwTO+Bi2yZIn7Lj0xZWvLkjwuF0iF2jRQwheHjfJNmSS1dtCNsyCFiCiicoVHRkXPEUAVPfmJwy7hRDQDigxVFXIq50wpwPIQTxeJx4PE4kEiGbzVJbW3tJfG9PxYWqWC83HMc5L8/tqxFvEOYZMFtHvFCcrjXkTPA8j3379hEKhdi8eTNHjx69oOh2KuecVzuJQvfgGQK6EkGG0trSbiLnsLYjzv7R3FxkMpguUyqXiQV0jU4hqLiSXMVnfwV+99sHuPv6Zv7gnlX86aNH6Zk6QawSyDs+t3UlCNkmb1nZhC8Ve4azBCyDWNAkWdBGbYYAx1P88MAEb17RwJOHJmmMBagJ29y6tIHmKISUC5aB48m5nlEfCJownPX0nJKquMiXkkf2jPIfPS6O1McYz5YZTmsx0H/71j6GZkoYwJ0r6nnnmiYOjOV4cPsIvckirfEQf/jO5dy+vJ7D4zke3DHGw3vHaQhIfvftzXTUS3YMzvAXT/RimwY/PDDBW1c10VoT5MEdo9XPWfHtXWMcmSywbyyHJfRszbBtUnZ9chUPz5dYwsDzQSlJfcRmbWuMQ5MFpATDsihgkPFtCuUMpvKJBQQIg4yiaksYwRQGliGJBAxKnkRJhVQC21AnEaZAt6cEzIvbeK8mUpuPy+0la5rmSUOWZ31vjx07RrlcPi/f21NxuVOyF4Mr9bwuFd4gzDPgYs0HTm0NORPy+Tx79+5l8eLFc1NGLjQdnClf2NBqqTQhatGIrBKR4m8+sI7f/+6BuTTrVAniQYP33NDKt3eNnkTOvlKMzJT4/DN95MvunMgHtGG6Ar67ZxxDwE2L61jWFKWQz/GeLUv53r7xOcKcJehMyeVLzw/iV+cWtidC3LWqiaaQIp/LUdcQ5d4b2nj0wDhlV9IQsbhvfRv/+vKQri3OmiD4iicPT+P62i8VdNvMsekCtRGbwXQREBim4Lm+GTAMZooOu4dz+FKRzLn86jf28ff3X88XnhtiPFvGAKbzit/9Xi//5/61/M1Tx7GEwDL0DcijBye5vi2O50tthwe4SnF8ukDQ1LNWXV8SC1r4UnLLkjoqrmQq7yAVhEyDNW1x6qM2mxYleGjHGGXXo1zxeeJgEhdBLBwkHDRwPQ/b8PF9yUg6T9HTEbvrC1Y1R8lVfEZnipQdmC/LCloC2xCsO08rvFNxtRLma03Gp/reZjIZksnkgnxvX8tzv1Bc7gktVwquScJcaA3zUhDm2VIUExMT9Pb2sm7dOuLxExvXhZJ1oXJ6wgyZ+j2Xqr6vZ6NiX+tWyJU8vr9/nJIrXzUOKlP2Ttu3V3Q89oxkuH1ZA/2pEumiS8DUoV5m3iDq7QNp1rZ10xU3sEyDrYvrODZZ0HZ86A1/ZKaMVLoPU0nFRKbCyEwJJyzoGS9TX0wTpcSvrg+xaNESblnWOOdW9NArwzi+jlYTEZv2RIjD4ye8dRVgAn1TBbTGFUDb2vUlSwylSnqyh2XgS+0a9MjeCcayZQKGoYU9yiPv+JqMlbbQc30QYtZIPoio9jjapoFTdd+5abEW6Li+bi+piwW4aXGC25YmeHjfJD3DU4xXFD8+lkQpuG9dCwF8zEyKULEAAkbCdeTKZUJNNfiYhAOKxfUhBlNFWoOKiqNIlX2OTuQJWgZF98R3bgsIB008X9EQDfC+Da0LvLpee1xuUnu9otdZdW1dXR1wbt/b0+FKHU12pRH5pcY1SZgLwcUS5tnMC5RS9PT0kMvlTjtr80KMD3qnCgyny6d9rOxDwNA/hNP9HMK2MRdFCqoDm4G9Q6k54c/s61pqQvx/b12GVIofHZ5k1rJWKjg6WZxb4/6NHRyeyGEAzxxL4s7rDfWkjkgDpmD/aIbF9VHesrKRHYNpGqIBtiyu4xuvjMw9XwgBQo8se/JwTpP6iE4Pf/TWxfRMlRjJjHD/5k7+4J7VXNdaw7/vGKa1JsQtS+pxpeTZo1Oa5JXunbx5aR0TWYfJXKX6I9eOO12JEIPzekBnzROiIRuU9o8V6OjZUlD2fP3pCIEpBBVPYhmCe9c180JvmlzFwxS6L3Prkjo2ddViGYL9YzmkUkzlXH73O4dY3BDmpkUJnspJYmEb15OA4ps7xwhmUoTcCsI08IVBrVeiNZNmULaRD0aIhywGUkUCtoUSAtfwEMKn6Cjyjn/Sd+4qMFyfeNDiF2/qZGXLxYk0rtYo8HK2fpwvGZ/L93Y2+qypqbnsKc8LTfe+EWFe47hUEeapcByHvXv3Ultbe9JIros99iv96Tnz8tNhtn4VtnX9rFJVB/kSKvOUrWZ13qQBKKmI2AaFapSpgL7pAu/7wjZ+665lrG6J8cieMcYzJcrz2hb6UyVe6kuhlCIetokEzLkIE3Qf5lNHphmf8UBMEg6YPHBzF+2JEN31WhDRGg8ynqucsOwzBMeq9bzZcyn7islchVTB4ZmeJH/7o17eu6GdT9+1jKlchUTUJmiZVEqSuxeZWPEm8hWf25YlcKW2zuubLuJVb05aa4L893tW8tdP9vL4oSl8ped1JoJBfn5LJwfHc+wczOBLHamvaI5yfWuMzKoGfnQ0pcePCfjgja3sH83zwNYO9o5mKVR8WuIBdg1l2TOc4Z7rmwlYBg/v1W02Ydukd6qIaeieU8sQeEAoYCHKRUJOhZlglIp0qZg2y/OTbM4MMhOMEqmNYQZNxrIehutQHwnqKLhq53O6bczxYWWDxc+sqrmiI4KrmYwvVMV6Ot/bdDrN2NgYR48eJRwO4zgO5XL5kvjenooLVeA6jnNBMzSvNlyThPlapmTn42wjuebjQlKyjx2c4AwGPyeh5Cpss/pERdUzVv85ZOr+vrwjkcB0SRINWcSq00zyFR9fQa7i878eO8on37yE737yZn7+Cz9h//SJ8/WlHjTdXhtia2uctpoQ3941qommGqGNpEvV81XIis/e4SxLm6Ja/GIavHNNM9/eOUrO8bFNwR0rG3jy0JRODwuqJutwdLLAgbEsXlUl+/CeMRJhi7dd18z/eOQQQ6kSIdvgugRsWhQmYAm2LKrDlQrDEMSCJv3JIkHLpCkeIFf2+LP3XMeK5ig/ODBBLGixuTtBsuDwF/cu52++t5MJN8LKjjruvaGFqazDksYYv9IYI110qm480zieZPOiWu5c0cijh6Z44vA0YdvCk5J/3znK6pYYUirCQb05BS1B/3QZ/Vcd7bqeJOSW+cThJ3lq0Y3sTXSilOB4pIn+cAMSaPEqeJEQ4YBJvuwzU3Lm1MmJsEm25HPqlWQZWuTV29tLpVIhkUjMCVDOd7O8mkntahAU2bZNc3Mzzc3NKKUoFovs3r37kvnenoqL6cFciBPZ1Y5rkjAXgkudkh0dHWVgYOCMI7lOfa3rnp+AZzBZWtDztLDnRI9lwBRYQvuWGgKK86SUvtK1zETE1rMa563jSviPPWP4ChpC4iSRD0DIMhhKF3lw+zB3rWriga2dPHF4iqZYkFzZPUlF60lFf7JIOGDy79tHCFiC9Z21vGtdC6tatIPK0ESS5jAkKwLPr3ZjCsFM0cGdNV8QUPYk390zxr7RHH3TBT0A2vHZVoJFtaOkPJv//XRftadU8LbVjdy2rIFkweE/do3x0PZR3rS8nsUNET6ytZuZosN3d4/x0PYRVtf6vHvzYqbLBi/1pfnFL+8iYluELMEv37aIgG3yn/smcaXue/zJsRQoxd7hDEppwwMBzJS86nMUnq//X/IkYdvkujqTAzOKkuPhKUGDafC97k00eyXqnCKeYWJJn5QdIW+HqBcGZjXkDliCiG0h8CkrScmVBGxByT3xxRhoV6Gu5nrWr+86yTu1t7eXYDB4knfqQnCtk9prtfas720gEGDDhg2XxPf2VFyoLd61MKkErmHCnG37OBMuVYQ5fyTXli1bFiQhv5Bj61rawjH7ziuewjR0inFJXNFXMKm41eHO1Sc1RgMkC85JpgQCbfT93LEklqf9SA2p+zilUsyUvGraVxPYHSsb6EiEuH15I9v60/QlS3N9l5qoPZ4+MkXFUxQcPaLs3vVtCAGTkxM4pTI/e2M3uwbT7BvNUR8N8mtvXsIThyYZqNYcZ8VJtmmwrS+FbRjVeZl6A8uIGn7UO62Pq3S0/IP9E6xujvKF5wYpVFyEMHj84CQNsSAfv6WLLz43QNHxUUqxOyWYfGmCe9Y0s3ski2XoqSG+A199aYhVrbG5qSZFx8eTih1DWUB/JkFRFV8paIkFWNMW58hEAcf3QenZowkvzfsWt/K9fRPkHUnJCHMo0UEvElNKon4FW0lqvDKeMJlUEdx0SddnBdSGTRpiNpO5MoWKvgmahQFEAgYhWwutZq+1+d6ppVKJZDJJT0/PgqLPq9Xp52peexaXwvf2VLwxqeTsuGYJ81y4FIRZLpfZvn37gkZyzceFiH7si+in86VWUfZnBZGw9il1fT1mKxo0MQxojAVIF10UzKVFZ/1mDeDedU1MFjzCtsXOwTTpeTVLXenMiQAAIABJREFUqSARsllcH6Hs+mxZVMdAssBAqoxpaLeZmaKHW61XCqHPqW86z+HBSfoyPoYQrOnIckNHnM6wx4aVi3jfhjbetrqJd/+/l7RtnBCYhuC+G9r4x2f7mS9zUigteDG0OMcywFTajPzx3X2UylKrWg0wDcF4tsLOoRkqno+BwrBMbAOG0iXGcxVdpzL0lA8F/z977x1l6V2feX5+b7j5Vt3KuTpndUsdJISEhZAIxjbBwAC2Z8H22ivP4LXH3jk72j2zOxz7eFbe2eOddeDYO7BGDMaEMTZgEBgJJSR1K3ZX51g535zf+Ns/fvferqqu7q7QDS2rn3N0VF31xnvf933eb3oepgsWWzqjOL7Eq6n8FC2X1miAB7a28uVXJrE8WRNKV81Fj7xjgDcm8nzt9RnOzZV4YzyHZbvs8wp4Enqag6RKguaQQalsU9UD6kwci7IeYHOzyZjQaQrpBA2NiWyV+aJNxNQp2/6iucuoDr6m5i7v39zCzu7lm33C4TD9/f309/fjeV5j/OHSpUsEAgFaW1tpa2trRJ+34ojDSvDT7JJdD671ea9F93a5Y19rhPnP3akEbhPmVbFeiy7LshgfH2fv3r3XteRairWQ9XrvfQmUPCgXHeIhnZaITqZkk696ZCpqfvBfHOwlVbQ5OV1gLm81amMe8OJwlo8d7OeVkUyjoahxPpoSa//uiRkcD/oSIe7ZmCAo57h3Ww89iQh/8ewlnJqun5RqHKOQLzCcr0v2SV4fy7K1LUx7WHBsIkeh6vKBfd38f58+wH9+6iLxoM6uniaklDywrZXDwxmqjjKYbgoZ9DQHlZOLkHi+SsmahsbdO/s5+eIY0lcpUq82klLJpfF9ia5rhAwNH/Wwagqp28bz1b8dz6c9GuBntrQyNJEjb7mYmhon+c13bGBPT5xk0WG2UCVf9bg0X+RzPx7nidMpHtrexkiqQkATBHSBK+H18RyRgI7n++iawGxtIRCscG96hOcCXWTCccIBgzGMml+pRrbqEjA08pZP0fKvGB0qe9ASEOzoifN7D29Z0TWh63ojQoHlo8+bqZt6MztZb3aX7M3c9koIbaW6t62trQSDl2361hphvhWsveA2YV4Va30I1C255ufnGRgYWDVZwurJumi5ZMvXr3mGDTWLCYvnKhdCoob9MS8rwwiUoMEz51L86Pfu51995SgzeWvRevmqy1yhynzB4r4trTxz7rLUnaEJXh7J4NQYdrZgkS45bE4YdMQDaJrgndvaeeLkbM0pRLmFFP0AYKNrly3HTkwXqFQtRnLTmJrGXz0/zJ9+Yh+funeA18ayzOSrOK7H9s4oYVNntmDxto0t/NLd/RSqDuOZKs9dSCFr2rm//cAGPn6wjydOzjGVreJLJfB+V5vkk7tCnEkVmS37FDyfkKnziYO9DLSEubOviaHJPKYu0ITGL9/dR1PY5JEHNvKDU3NoCLIVl//4xHn6W4L80t39nJwq8vdHp/AlxEM6U7kqT59P4UtJLGBQrFpYPggN2qImUzkbKRX5dccjtO59O/GzSYKGjutLipZLpuwRb7lM4No1vtegofG//exW2qJr62ZcLvocHx+nUChQKBSuiD7Xizdz2vRmEeZaCe1qurenTp3C87xG6t113dtemNfAW5Ywr1fDXAs8z+PUqVMIIdi8efOaU7qrVfp5ZSSDv4JzsRd05dR/ChnaFS4jEkG+6l2xbL7i8J2hGR7e2cmro9lFNU2Av3t9GoDWaIAP7Ovm7EyBTMkmYOqNOiOA40lOTBd4qF/jeyfmiIVMNrSG2dMbp1SxCAuHQ1t7+O7JJL5UQgZAw15rOKPqj57nIwX89leP8f3ffjt/9vRFTk0rhZ6+RJhfffsAluuTKTv86Ow8cwWLnd0xDg4myJRtgoZGazRIsmDzgTu6GE6VmctXCLkl9m3qpmNzPx+qzHNmJsd8rkJEcwmXZ5GlZv7NO7ohsBnL9fnzZ4f5y+dGMHSNQxua2dUV542JHNO5KoYO5+fK/MWzI3xsfw+mrvReDU2gmTBbtNA1DduxiZgaviYIGTqfONTHSxfT/PhiBqFBumzxneNzmLokaOqETZ2i5aIJmCvYVF1lTxYxNSRyUaMPqLR5IhxgoOXGdDLWo0/btmlpaaGjo4NUKtWQfltP520dNzNtCjevWelWT/cu1L3dsGEDruuSzWaZm5sjlUqhaVoj/b5SEnwrOJXAW5gwbzQqlQrHjh2jr6+PgYEBZmZmVt3pWsdqx0qOTeSWtelaCq9WbwRoiRgULO8KxR4BmJrE8lhWFeiz3z1DeyTAO7a28szZJJoAU0fV5xYcTzxksKk9iq5pNIV0JhpjJAqmLvj7s1WcWkQ5NJHjvoEQB9tMens3oAnB3Rtcnj6XxHJ8NA3CukYibLLw3UBIZWb9P/3dCU5PF5BS4kuYylX50dkk+/qa+OJL4w1j7HBA53fetZlIIMyXj4wzmq5g6oL9A828a2OUaTK8monwXw7P8IWXZ7hvcxvv39NDpuLwuWdHOJHycP00kSMp7u/RmLN0ziQdAoaOJyVHhjO8Z1cHIyk1zqJcYHyKFYexdLVxHFKqF4egrrGlyWWypJOxfEWCIcG3js3SEQsQCerEg7oSIJCSXMUjFlQPZIlKHYdMHUMXFCwP1/PRljiPCNRLR0fs5s3JLYw+fd8nm802ap/17s0bGX3eynizdeAahtHQvZ2enqZcVh3sq9G9vR1h3saKkUwmOXv2LHv27CGRUL6C69GiXW1KNlVcuUi8j3qApssuulJ5I6AL2mMBihWLgg35mtO0qUGsNt/no6I7CUzmqqTLNu/a0YEm4OREmvH8gjlMCaemCzy4vZ0NrWE2tEU4MVWgaLk1k2Y107kwCLI9yXjeY1t/Jy9eyuB6Ps1hk4/u7+XEZJ6msMHvv3srlu3wqb9+Q51HLUvQFgkwkani+qoRRyBxPcl4tspwqozj+eiaSlbmKy5PnZ4jW3VrZKk+g5dHMhh2kaoe4fSsEoX3peTFS2n6EiGOT+Wp2C66pkZoKq7ACrZwfjaHECB8FxOo+oKpTFkRty/xpMR2FIl5vk97NMhcoULJ9rEcDy0A0ViC92xq5lvHZgBBJKAzkSkznCwRCug4PjQFDWxDadAmSw6O5wAqTR0yNYKGji4k2YqPgVyUcg8bqkv3PTtbV3ydrBTLpTY1Tbui9rlQeHyl0eebuaHozUSYC+F5XqN5aKnu7cjIyKK69kLd29tjJf/MsZIbUQhxzQt0oSXXoUOHFhXP19Nlu9p1bW/1zUkSpehTrxcqE+TLoxkScCV0xYMEDJdMyV4UIVqOIrSArl2R/gOlpfr3b0zhSWgKG3zorh5OTeWZLVi8c1s73z0xe8XxtMTDfPGlMZxatKoL+OiBXj54ZzeZssNz51N86m19fGJXgL89bQOSWMjgkwd7ePp8ikxZvTgIoaLjeFBnJGUpKbuaUAFCCSNMZasIIQH1ciIlaOEmRmeKmJqoESaULJehyTyzeQtNEzUDa2Unlqm4RAI6yaKHb+ggwcdjY9SBFsnRpIMrwdAFXU0hdnbH6EuEaIsF+OZrE5ybL1OVGq+Ml/CFieP5tEUCFCwX25NKTtDx8TwfR1Op8w1tEUbTFbqaTAQwk6uSq9jEw2aj2adee24La1Rd5UrSH5G8Z8fq6+k3AuFweFH35kqjzzcrYb5ZG4rq21+o2HM13duxsTGKxSKO43DmzBkymQybNm1a1b7S6TSf+MQnGBkZYePGjXz9619v7GchdF1n7969AAwODvLtb397HWe4PrxlCXMlqNcSl7tAl1pyLV1mPV22q133roEE/3BsZsXLyyU/SxQxVFwVgdYH4QVwaEML7bEAf/Hs8BXbmcxWGuMVNY11JVquCc7PlahniXMVl28dneYj+3vZbLv0NIfY3RPn8KV0zSoMAjoNkqhJu+JJeGUkS1dTiH84Os180eIHJ2f51e0G7/qV3Tx1do5Y0KDq+jy8s525vEW+6mLqGv0tYf7gAzv5j0+c441xJWfn+hJT0/jFu3oYSZXJVpzG56xrgoMbEqRLDumyDa5fqzdqbGmP0J8I8eOLaUDieKAJwUBLiKaQQaqUwfPUWEokYPCeAzu4e0MzT56Y5MsvTzCSrjKbLfPnT1+irznIe7dEmc1XaAqbmLqOLyWvjGZrwu0CXdeI6wLbk+zvb+L5C2lc3yUaMJjIVNGFxNSU52U0qJOpeJTsK63dMhWf1ojGQEuET21fPJN5o7BaUltJ9Nna2kpLS8ubljBv9RrmtXC9pqKlureXLl3iH//xH3nyyScbAcT73vc+3va2t1139vOxxx7j4Ycf5tFHH+Wxxx7jscce44//+I+vWC4cDnP06NF1n9uNwG3CvAbqJtJLv/jlLLmWW/cnlZLtb7m2pqRR04e9Foq212DShi2XgDOzRSJpjb5EiOlcVenMCvW3l0eyjTnEe/qjBEMhfF+SLtucnysu2n6u6vLe3Z380ffOMpwq0R+BjXEYK6oZ0gODCYaTpVpdTjGmlErQ4PGXxihUXSRwZqbIHyThSzt0Ht7ZwRdfGidVtGiJBvjV+waYK9hkyw6fvneARNhk/2AzJdvj3FwJDcmBwWZ29cQ4NBBnKltBaEpnrylssrU9ylRvlUupEo4n8XyP/kSYT907QMXxyVddjo7nkFKyvTNKLGjQGQ+yuyfOTF65qRwdz/E7Xx9ia0eMxz68i4GRImdT80SCGlXH4fx8hWKpgu0Jojo4NYUlx/PZ1BYhWbLIVz1c36e3KUQ8pBPQNVoiBkJo5Cs2JdsnaLhUXYnleOjissjEQkigKRLk0Yf6yE9dQgiBbdtomtb4b71YL6ldLfocHh6mXC4zMTFBe3v7m6o+9mZOya5mDlMIwZYtW3jsscf47Gc/2zCSePzxx/mzP/szvvrVr15z/W9961s888wzAHz605/mwQcfXJYwbyXcJsxrYLlu1atZci237noIczUdvNerYbq+EiHwZH2mccG+ag9bd0HTTtDQ0IWk7EjeGM8Bqp754Tt78IF00eb5C2m8Bcd4dLrMb7yjE8/3+d6J2Sse4NGAzm9++Q1KlnLPeA042BtgR1+Mvf2taJogETaYLczX5htVbbUjHuTsTLEhmADKfeWx7xzjZMrF9gWeJ9G1EkFD58Htbbw6muVf/+0QUgj6m0N88lAfAoHreRweyfLVw8Nk00k+8zMDTJf8Wk3V5Qen59jQGuF33rWZS/Nl0mUb1/P5X791mt7mEHf1N/NLh/qYK1r8+TPDzOQtHE/ynt0d9LeEeOLEDJ4vMTTBubkSn/nacbriAaI1Oy3bU5F0a0ucQqpM1VFm12kLogGNfT1RxrImr41niQcMLNfnyTNJfNRLhCJXQdDQyFRcPE/iA/GgwHIXd0GDyhT0xQxKs6PcddddhMPhhvqU53mN61PTNIQQP3Xz36XR55EjR9B1fdno80bopt4svNkJc61zmJ2dnTz00EN89KMfXdE6s7Oz9PT0ANDd3c3s7Oyyy1WrVQ4dOoRhGDz66KN8+MMfXvXx3Si8ZQlzJW/FCxt3rmfJtdy66xE+WA2ePpu87jL1upYuVE3NrQl0N4htQZfIXQPNXJovUXYuE7Hjw6ujWf7wQ7t54sQsYkkC0PYkl+ZLXEqVMDSNwZYwk7lqo2t1U1uYE9OXo04flTIc7NA4NVvAclR97q7+Js7NFZES3r2rg4/t7+XX/+sbaPVuJdR3J4IRqm4erdbg4vnw4sUUm9rCPHFyrpEqzpRtNA3etb2dv35pnHzFVrOKQqOl3WVHV4yvvT7FRKZu6QW/fHc/d/TF+bOnL5EquWhCMpKqULI8SrbLN49Oq7EQTaBJyQ9OznHPphYcT9WuQgH1wJnJVRlsCaMh0DybsKnhozPYEuFtG1v44el55os2UngIIfjxhXlc1yOgCXShFIM8v5amrn1uZcdD1wTtEZOS7VKyfcqWvPw2seDrNDSIUubAgXsbdan6w1DVbWWDQIHGDN5qyPNm1us0Tbtq9Lmw9hkOh2+p1O3NTCWvVev1Zm//atJ47373u5mZubJc9Ed/9EeL/i2EuOpnNjo6Sl9fH5cuXeKhhx5i7969bNmyMvGNG423LGGuBIZh4Hneiiy5lmK90nqrwXimfFUhgqXwJHiu8qI80NfEq2M5tV5t5bo4t7ugkai+7el8lb945iLVWrdsHbpQtmFPnplHShWp7uiK8Qt7uylaDpmyw1iqzFLYnuTpc1lyltvY//1b2vjgvh4iAZ2q63NursT7d3fyg9PzSkxcF+zoitEcqROAclJxazXKH50cx/Yum2YLz+fSfJnupgK5sq1GLEwd1/V49kKacEBnMlMloAskgorj8bXXJnnv7g7yFRdTB0PXlZbsRB5DB9vx8XWB5UrCpsDQBfdtauHl4YyKhIUyo44EdO7siTCTzDDvGVQdSUCXTGTKhE2N9+zq4O+PztAUMjB0Qcn28aWGpqnxEM93cV1oi+qkyi6W6yElSuggZCA0gefblByJLi9/TwIVyQY0+PWH9y1ru1QnufrDsR51+r7f+Lm+3K0YfS6tfdZHH26V6POfaw3zariaNN6TTz551XW6urqYnp6mp6eH6enpqzo49fX1AbB582YefPBB3njjjZ8aYf5074JbHJqmUSgUePXVVxkcHGTbtm0rvhF+koRpLSGwlcDxJa+O5RYZRBuApsGLF9Pkq5e1YOvbtlzJa2M5jk/mSUQMTE09nJtCOmVbEVY9aj07W8RxfaIBA9dxGIx4GAu6ToKGRndM6a16vlrHk/DaWIae5hCnpgs8dXqeL740xi/e1cO/f/827tnQzAPb2njf7g4S4QBmLVJ2PfUC8MF93dyztQdDqA5f2/VxfAgbEq1cazCqkZkvBK7n1wb5JU4t1A6bGo7nc2dfE2FTQ9c0VaeVEl/6VB3V3COEanQqWR6mrvGBO7u5d3Mrrq/qipbjYmjwo5MTfPTQAL/5jk0EdOUKc2qmyLeGZjkyohp96q8mpi5AgOMLpNCwpYYUULYlYeHRFxW0RzR8H6ayVYpVt9Gh7KG+i86YSUCHkAEfv6efO/oSK7oeNE3DNE2CwSCBQADDMBpZEtd1cRxnUTTauDZ+So059drnvn37OHToEB0dHWSzWV5//XWOHj3K+Pg4pVJp2dLGm9ns+FaqYS5EuVwmFludGfkHP/hBHn/8cQAef/xxPvShD12xTCaTwbKUqlgymeSFF15g9+7dqz6+G4W3bIS5kpu8XC4zNzfHwYMHVz1j9JNKyXqeR1SsXiBh0fA/0NUUQPc9ZsueGqxH1TejQR1T08hVHLzasD1AuuTSmwjx8I52ZlJ5nryYXxTimrVW21cuJUmWPLZ2RvmZrWFeGc3guD77B5pI5UrY9dGWWnhke5Lvn5zlzEyxIa33P37tOF/6tf0cGGjma69NcWwiz7aOCL94Vw8vDWeo2h6b2qP81gMbmcpV+c7x2YZ6kaHDrmYPUzPU22HtAe9LyZb2CGOZSq0hSunI6hps64yxfzBBNGTilNX4iuvDYGuEQxsSbGiL8INTcwhUs86u7jhfe2WKP/jADp46Nc9fHx7jUrJMquhQCuj86EKequMRD+pUHUG4Ji5fqDg4nqTZFKTLLrbrsaE1TF8izJHRLJoQREMBspWaoLqvYXseAig5V15bPpAvOUSCgg/d2cdn3rl51dcFsKghqH4NLxd9rlaR6mZhafRZd+24ePHistHnm7X7FtT3sVLnkbVuf61uJattzHr00Uf5+Mc/zhe+8AU2bNjA17/+dQBeffVV/vIv/5LPf/7znD59mkceeaTxPH300UdvE+atBt/3OXPmDJVKhc2bN69pIPdG3JDXu7Gr1SrHjh3j3o3NHJtbvo65klStRI1+WK7ycdRqc4xSwrt3dPDQzg5+92vHr1gnZKh0XSxoXNGp6fmSJ0/PYdWab0/Plig7kg/f2cN80SYW1GnRXS5lFBFLqfwct3VEOTlVaAgsSFTd7k+evMRkrspkpgIInjufYl9/E5++dwDX8/nxxTR/+MQ5Dg0m+Nj+XqZyVUoVm5gssrW/m972ONVghqfPKXPnjjAMhitg6fzCnna+dzqF63k0BUzu7Gvi+ydneWhHG+fmyhSrLp3xAC1RkxNTBfb1NfHb79zIP56Y4+xMkSMjaY4MZ/jeyVn+00d2Mf9PFUIGRENBpJScmi7SEQ+oz7Ymyl6xPTqagoSDOqOpMhVHzYImyw4l2ycWNGgKGcqFBUGx6hEKSgwUMZqaqisvhQf80j2D/KsHNtbEGtaH+sNzIYEuJE7Lshqli1shdQtXunbUPSPrtc+WlpZGDffNRpw/iZTsWt1KVhthtrW18dRTT13x+0OHDvH5z38egPvuu4/jx49fscxPC7cJcwmq1SpDQ0N0dHT8VFvZ6yo2V7uhM5kMp06dYteuXbRuCvBXLy9PmBL1cHX9y/WtpQQqAN+/3FhSJz5NwKmZAgc3ttCbCDKRvSy4rgHJksV/PTIOEqIBgeYpibyIKWgLCqZLl5/ovoSRVJlPHurj4nyJC3NF2kKS+zfGeWm0iOdLDgw082/fvZWP/5dXGwIK9ePThGAsVcaTqpnF8yVvjOV4cHs7X3t1kulcFU+qxqQdXTEeGIxwbjLDs1Pw9MQUiYjJg9vbefR928hXXb7x2hTfH7YI6XkeHDD45DaNjBfkqWGLvzs6jRCCd21v4+BAMy0Rgz9/dqQxQnNqusDP3dHJcLJMsKay4/s+l5IlvvSj40ptSDcaqT9f+mztiHJiKk/J9ijbLlIKogGd7Z0xZnMWIdMgFtSxXJ+5okXU1MhIieW4NIcNchWHck2YQAABQ8Oxr2RMU4eN/hSnT5Vpa2ujvb39ug1qq0E9+pRSMjIyQqVSYdOmTTVlI5W+FUKg6/otQZ7LRZ9zc3NYlsUrr7xyy9U+r4dbtUvWsixCoWuPt/1zwG3CXIA6Ce3cuZO2tjYmJiZ+YnXIpainIJa7eCcmJpiYmODAgQOEw2EujqTRBXhXCSWdhqKPatDxuUyKRi1SsRZ0YtZh1AQI/sO3T6saZ80rUkrY2Bbm4ny5sZ2CLdnaEeGdm5uZn58n6UeYKuWvaA767olZTk/ncXwY1WAwEeRjB3rpTQSZy9t869g0O7qiDKfK2LVjChga7bEAuqbhe6peq2uqT3doQqnw+FKlgaWEE5N5uo0qT0/4+L4kaGgUqi7/dGqetmiAfzg6TbbiENA1spbH94Ylv3ZvP999fZKy4xGofVhPn52nUHE4Pl3AdnxMQyMa0Kk4Pm1RpepkNiIvieP4GIEQnc06MzmLiu1ScSWGELTFTH7/4c389QtjnJwtomuCly5l2Nxh4UtJc3gBqUkVKZYrDp6vxlGCpk44AAJBvupSWUKW6qUCWqJBHnrH3bjVCslksjHwXdcKXShntlZIKTl79iye53HXXXddEX3WR1ZutcYhUNFnd3c36XSaffv2NWTfhoeHMQxjkerQrRh93qqECdwS3+/NxluWMBfeDHVLrqmpqQYJgarR2PbKdVpvJOpNQwvrFfVUseM43H333Y034gtzpauSZR31P6sITWBqEleCaeg4trdoGUMTDLaGGU2Xr5in3NsT58N39vKVVyYa+6xHrcmixYXJWfxgM25trEPWZgV1AYNtES7MFRuSfK4Pw2mLB3fq/PB0ktFUCUPXODjYTEvNgqrieOzpjtMRDzZGVEQt0ktETNpipjKFrgkd2J6PAB7Yu4nDMxexXL8xn+j6kvs3tfA3R8YJ1tLJEVPDk+oYK44kZOggJAKBZXucm8niOSrS9zyfik2NsFWt88xsESF9LFeiaWAbYX7nXQN88aVxjk5kkb4kENL5p1PzeJ5ktmiTCJuYuorSJjMVkFCsKm3ffNUlbAp6E2Eu1sZrdKFGS6IBA6dGQktjS9XdLHj/nk4iARMCJk1NTQ0vxLoWaLFYpLm5mfb2dlpbW1ddD/M8jxMnThCLxdixY8ei+6gefRqG0Uh5Lqx5Lkzb/jQfrvXMzVLZt+vVPm8F3GzCXAvezE1Uq8VbljDr8DyPkydPomnaIhKCG9PputY6ydKmIdu2OXr0KB0dHezatWvRNoUQDQGC6x4PNDpCm0I6nuerZpiatJ0E4iGD/pYw45kKXo1GBSqqa4sF+NprE+QrToMoJaADEc3n+UmJIANAa9RkY1uUou2ysTVC2faYzlUbxwFq/CFbtjk1nUdNsng8fS7FA1vb+JOP7eHIcIavvjrJZK7Ke3Z18NJwmmzZpSls8s5t7ezpifPEiVny1fpnDR3xIKdniliuh+uphiKJxK5Zfdk+4Pu1iFuZSN+/pY2nziaZzllIqTSEhS7Y09eKJuCFS2l836fq+kRMwc4E/PyHd/C73zjBqZkyQlOuIU+fS5ItO/y7927hV790lKaQhqFr2K7P90/N4XiSRNhAE+qhV3E8BlsjDCfLVBxlW5YIG8wXbDa0RUgVHSSSbNnF9Z2GpygokgwHBEHDwHY99g8keORnNl7xnQcCgYacme/75PN5ksnkoqiqvb2daDR6zWvVcRyOHTtGd3c3/f3917zOFo6tmKa5aGzlpx19Xo10ltY+F0afpmku8vu82ud0s8njViTMOm7FiPxG4y1NmOVymaGhoYYl11KslzCvV4e8FhbuO5fLceLECbZv305HR8cVy0YC+sqGMJegUPUaq4naDwENupuCHB3PKSPpGiSKUJ85l8T1VPovYAg8X+L7EDVgriwbAu4SyJRdDg4GePvmVnJlh8lcZdH+NQGdUYPXxrLUxz6FUJ24U7kKf/Dds3xraBYpJQFDcGAgwWfeuZn5gkXBcpnJVfnh6Xn+7bsG+b+eHMYVSjf1F/Z2kau6HBxMcGQki6YJpBTcuyXB0ak8+3rjnJgu4Ho+voAtLSFSJZufv6OLLx2ZQEiJ6wvDJMImAAAgAElEQVT2dcdpjwXZ2R1DIjgyksGQ4EnJ7397mHu7hvlon49BiAtZl6Cu4XmSFy6m2d0dRaDE2usiCo4n6W4KkirZBAxJqepRdX02toVJlx2Cjpp/NTVBpmQjpcStEw3gL7kUfcDzJJGwxv6BJv7wA7uIBq99S2uaRiKRIJFIsHXr1kVRVblcpqWlhba2NlpbWxe9PFYqFYaGhti8efOy1+D1sLTz9qcZfa7knrxa9Hnp0iUqlcpVo89bdezjZuOtEmW+ZQnTcRyOHj3K7t27G5ZcS7Fewqyvv5YbqB5hTk1NMTqqpM2u1q17V38zQVO7wtB5OSxs+hF1wXQWNARJODdbVKnbWl1UCBrC3W7t45BSNd5sa4a8azAQNzg8Vb18/EKlLafzVV64mKJkq6H7XT0xqo5PuuzQFBC8rcPnjbS/aP8CiId0/v7YTOPALFdydCJHWyxAtuxweCSD9FXkOJPM8JH9PSRiYZ48M89fPjdCwND4797WT0c8iBDKM/NissRkpsqD29vZ2R1nKldlJl9lKmfxn354gf39zfz8HV1sa4/ww7PznJoucmamxDPnk+zqjrGtM8r5uRK6puG4Li/OwEBfLzOlJJ7rUXUVsUkhGEtXCOpQqDqNGcnmkMG/eXgL//nJC1xKVRBCRe0vD2dBQCJsUrRdJWQPZMpOQ8pQQyk0LZW/sz143+5OfuudG4kGVn87L9dRmkwmuXjxIoFAgI6ODkKhEBcuXGD37t00Nzeveh9LcbXos648VP+5Tqo3moDW8hJ7rehzYe0zEAjc1EjrVowwHce5qaMutxLeGme5DAKBAPfee+81L74bRZhr6VLUNI3h4WF83+fuu+++5gXZ36Jm9y7Ml1a07UYqdcGzVxdwR1eYYzOXo0BXqq7L//BzO5ktWHzu2WE1blL/zwfPCBMUEl2TJMIm2YrT2Lbnw0Sm2tCPBSVo8OF9PQy0hBhJlQkFBTu0EpfSdiOlHAto9DeHeZW8ms9sMLsgZGq8cDHdiNx8CeMlwbbuZj733AhT+SpCKsWeL740zi/d3cfZ2RLPX0jVFI0kf/PyBL/1wEaEgOfOq+7iku3x1NkkD+9o40ixytGJPGFDIxA0KFsuM3mLRESZV0vfQxOCgKHz6niJrZ0xXh7N1YhRIn1JPj3PpiaN40kf6Sn9W4HLF14YxTA0wgGdlrCB50ssT1K1faqOh+NJdE2dbjxsULW9hjn3UrIENSf7iUN9ayLLpVhOTWd0dJTz588TCoWYmZnBdV1aWlpu6EN7afTp+z6jo6NEIpEGgd7I6HO9biLLRZ/pdJpLly5RLpdxXZdkMnlTap9rfQFfCdb6uZTL5beEFya8hQkTaAwxX+vv6yHMtYoXOI7TuOHuuuuuFaSPBA/taF8RYWpcbhhZeObhgM5E7nKDU52jHA++8foU1gK7k/p6UkDZkUzlqoxl1HE0BXXyloeuwds3tfDipbQSD69t0/fh3GyB18ezjKUrys5KE7x/dycjqRKW4/Lrd0Z5bSxJ3ISCA0LKhiTc+3d38c03pvFr35upC3QhmM5Xmc5VMWv2WEKoWm3A0LgwX8TQlGg5QMl2+fGFNOmyjRBgaBq6LnBcn8PDGUIBRVS+L4kEwDQ0ipZLc8jAdjx0HXwpkMInFtT5yIFejk3m8X2VygWYdCLs7goTCVU4PFakJQi273NutkgiYhIN6DierEkAOhiaMtVGqs9VAs1Bg3hQZzpnLdvUZWiq8ak9dqX03Y1ALpcjn89z//33YxgGmUyG+fl5zp07RyQSadQ+b+Q4gRCCixcv4jhOwwNxYfTpukqBarWatwtxo/VvQ6EQvb299Pb2Ui6XOXXqFNls9qZ03t5sYfe1qvy8mdxk1oO3NGFeD+tVMlkL4RYKBY4fP05TUxM9PT0rvsFWWkNYKAgAl8cRypbHQkOu+uZ0ASenC+qBVf8d6qG+rSPKWK2TVvXrSEwdfnZ3J/GQTmc8xLHJPPmaNRe1GUokNQECRWqOJ3ltPMuv3N3PS8Np/vaMQ9iMsa8fTkwXyVU8Qgb8xoFmnjs7TUBDGSPrqp5oeT7zNccWT4KGxK6ZcR6fzFOyvEZTVD29eUdvnNmCxXS+qoyfa0LnlifZ3xVRDjBCNeUYmsadvVEG9QJDhpLj04TEqTmE5MoOH9jXzYmpAufnSgR0jfFMhamcxdaOCOFQgLAhqJZsAsKnUrFwEVRdSbqkSKIpZJAIozpcgYlslWTJwlimmUvnsnDEr9zdR8i88TWt0dFRUqkUBw4caGQ36qMpUkrK5TLJZJKTJ0/ium6DPJuamtb8QPd9n1OnThEMBtmzZ0/j2r+WYPxaos+bLVgQCoXYunUrsDj6rNc+644ra0lj3opOKLcJ8zaAy36Y61l/NYS70Dpsbm5uVWSbLjuLiPBqqKdT64+L/kSQmbyFKxcTaSyg40lJ1fFrcnKXt3FwQ4LWaIBzc0WqrlwUtdqux8a2CF95ZRzPh454gLLlIjQVlbVGTWxf4viqxink5QahU9MFjgxnVZSF+vvHD/bxwX1dnJvJ8/8+P4Luu9zTCcfSgpItiQUNfu6OTja3R3lwezvPnE9RcZTEXXssyNs2tlKoehybyGK56uw1TbCnJ87793RxZDhT606VmLrgng0J7tvcxlzB4exsAV+CYUjSmRwbNnfxiUM6qaLD8xdSOK7Pqek8o6kSd/Y3M5WrEjKU60I8YFCoOszkLSzHRRcG8aBB2fHZ1BElW7YYSVvoQMCQZCoOEVNH05TcHqjovQ4BxAOKZJsjJrbr84t39vAv33Zls9p6IKXk3LlzOI6zaMZyIYQQRKNRotEoGzZswHVd0uk0U1NTnD59mmg02iDX5YTfl4PneQwNDdHa2sqGDRuWXeZqgvFLa5/Xiz5vJuksJeOF0efC2ufIyMiaos+beexrVfm5TZi3AaxfD3ahPdi1IKXk4sWLZLPZhnVYMplc1b53dseB6RUvX4+0Zgt2Q9hAq6VhhYBd3XE64gF+cGpORZALIs5EJECu4uJLJSyw8Cjb40EePzxG1VGNPJVUha6mADs6Y4QCOls7olyYL3EhWUJKtU9PKj/IwyOZxu8kak7zpeEM6bLD02fnsFz1t1lL4+P72skWSxyfKfPfXptC1wVv39jCg9vamM1bRAI6ri/5/qk52qMmWzti5KoOhq4RMXT+/NlhHtrRzv/wjg0MTRUoVV1OzRR47kKKk9MFfmZLC1XPZzxZomT7jBQNRo4n6YoH2dUdQ0oIB/WaYILG62M5bM/H9SXNQR3fl9iepCsexPV8ilWnQYBjmTKuJ2mNGCQiARzfZyanar1lW42WLH3xkUDeVipKHfEQ79vVwX9//2DNbPvGwPd9Tpw4QSQSYfv27SuOwgzDoLOzk87OTqSUFItFkskkx44dQ0q5KPpcbpu2bXPs2DH6+/sb/ogrwXKdt0vtypYzy76ZEea1CO1atc/VRJ+3mhPKbcJ8i6A+9nE1rNbIeSlWkpJ1XZfjx48TiUQ4ePDgojTUagjz7g2JBvmsFEJcbiSRXF5XA87MFjg64V25PQHPnk/i+T7eArk9TagUYSxgkCpajWjVB5JFm3fvDPPji2l+fDFNLGjQEQuQLNiYuoapwz0bWjgxXSBfdhtpY4Qynn7+3DyuqyJOUOIEp5M2uhZgqlTBR+K7kucupLmrQ+Pe/jiPD+XwaiyvAW/f3MrP7+3iCy+MMW1VcX3Jl49McNdAM1s7ohwezqhO1rBJumTz7eOz7O4I4EtJOKjjSYgFBGNpZVNWcVw8XycRMag4SrLu4Z0dSh3I9rEcB6EpV5b7t7Ty7aFZYkGdoKHhS3Bcl0DIpFB11Pp+7cVjGbJciKCh8+/fv407+5Ynn7XCcRyGhobo7OxcdsRqpRBCEI/HicfjbNq0CcdxSKVSjI+PUygUiMfjtLe309bWhmmaVCoVjh07xtatW2lvb1/zfq9lV7Z07rOexr0ZWA3p3Ojoc71Yj47s7aaf21g3rkeYpVKJY8eOsXHjRnp7e1e17lLs6mlisDXMcKpy/YVRs5vlmsLPQtEDgXrIFxd0ttZ/n4gYhAydmbzSlK2T5WBLiE0xj80DPRwZzlwRIRm6xouXMoymK0hZt8QSPPLABk5NF2mNmFiuT1c8QLJoYbmqK9TUBRtjkvOzSkWHmsuI9KHqejV5OImhCXxfqfUkWhKkbInvyZoNl0r7np8vEjQ1yraLSsuqkY4T0wX6E2Fs1yceUrdDc9gkW7LpjOhcMA10TSzyB+1NhBjLVPB9ScnyKFouAy1hBhIh3rOrk+8cn0UIaA6ZnJ4pcm6uiCbUdkWtXqxpGhXbpWRffmEJGYKgJqm4lw2/l6I/rjEY8W5olFQX8d+0adNVPQnXCtM06e7upru7GyllQzRhbGwMKSXVapXt27fT1tZ2Q/d7reizWlXG5gsj0BuFtUZpS6NPy7IWzX02NTXR1tZ2U+cdb0eY18etNdDzzwzXihLn5+c5evQod9xxxxVkeb11r4b//ed3rmg5AXgLty0v1zR3tRnYC/w1BapRZ0d3jI/t78WoabjC5YunYHuM5V2+fGSc83PFy3ZdqBTuzq5YozmoTrKmJhhOlpnJW3zn+CxPnklyfKrA+3Z3sqMrSk9zkINdBlXX5+2b2zD0yyIJhiZ45B0baYsFcH1Z265AAH2JMHlPR2iCgK4RMXUMXWD4DuV8Fk/K2oyoUJ3Avk/Zdqk6ivhcz8eybIQm2N7fQdjUKdsuru+TLbuEAwa9zSF++VAfXfEghaqLAOaLNl95dQrL8QnpgkTYJKBrhE1BvuKiCYHr+ySLNpmKU1NVEgQNpbhkagLXlTi+WFaxSQBhQ/DOrS3Mzs5y5MgRhoaGmJqaWpd8Y7FY5I033mDHjh03nCyXQghBc3MzW7ZsYdu2bXiex+DgIPPz8xw+fJhTp04xNze3rr6B5aBpGrquEwgEyOfzzM7ONkyJPc/DcZyr+n2uFjfqRSYYDNLb28vevXs5dOgQXV1d5PN5yuUyb7zxBmNjY1f1+1wr1lPDvB1hvgVws9Mcy0WJdZeH+fl5Dh06RDAYvOq6q715t3Wu7KKVUGuAUajvxdBgOOsuSsPWPyHb8fjCi2ON39UXCeg18svJxt+EgE1tEcKmRndziOawwdBkfpFZtSclZdvnwlxRpW5rnarPX0jzjV+/k8985TUOT0k04XBHr8YDW9s5MpIhHNDZ2BrmB6fn2NcX542xLPUYzdSVSPtMQY2L2L6P4wtChuCjd2/kUH+Us//tFEXLw/MkPpK+RIDRdJmNbUoKsFJ1MXTY3hnhH0/M0RI28KWP7Uhsz6NkufzD0WkODCbY3B5hrmDRHgtQtD0c1+Pl0QyapuZFHVfiSUnIFGxsi3JiqqCEIAAMNYZjaDrxoE7F9nAA170sgh/UwfJU5On6krsGmvm1d+4gbKpxqFKpxPz8PENDQ/i+T1tbGx0dHcTj8RVd25lMhrNnz7J3795VWzOtB/Pz81y6dIkDBw40RlLqKcmFkn31xqEb9TCemppq6EXXZ6MX2pUt7Lxdq2TfzWjKWRh9ptNpdu/evWz0udbO2zp+kl6Yb1a8pQlzpViPvJ3jXDZ3rgtXm6bJoUOHrnlxrrRhaCFKtk/Q0BbNTK4UYVPDcnyWJnSFgFjQYCRVUfOU4rLZM8BgW5SZfHVRLdOTULY9NrVHeG0sh6lBU9ggX3EbfpthU2dPb4wfX0zj+RKBSqHmyg7/89df40JWNhRvTk4VSZdcfu2+QZ44Ocfr4/nGsbxvdydV16Nk+5ybyfO5Z0fY1BHlF/Z288pIlrzlENA0vnRknG8NGXzsYD8jqTIjqTIT2QpjWRsdm/v6dAa64FwhQLbqMZquYrmS1ojJx/b38vjhCZpCJhKoOj6vjmbpbg7iSUmxpmKk10yzE5EA8wWLiuPhS4gFNTpjAUV0qH9brqRouWhCSRQu/MYancohk4DrEw0a7OqK8n/84m7CtRESIQSxWIxYLLaoVjg2NkahUKCpqalRK1zuITo7O9tQkPpJ2jJNTk4yPT29iLRg+YaYZDLJ+fPnqVarJBIJ2tvb1ywGMDo6SjqdZv/+/YvWX41Zdn35a+EnocRTjz4X1j7T6TSjo6Pout6QNryeNvBSrKeGuZ7685sJtwnzOqinRtdyIS1Mq1YqFY4ePcrAwMB1hauXrrtS9DaHGhJ2q4GhQbQmrVdvtpGyprjTElb2WdQio9rTvC1q0t0UxNA1grpGgcsuGppQ0eKPziZV12ttm72JEImwSSyo0RwOcEdPE5qQ1Gb9kRJaQ1AijC/L6LW2Xd+H+ZLNudkil5JlkLLWRSt5/mKKT71tgC+8MErF8dGE4MJciYrt8cv39PEXzwyTtmxMTYkPfO21ST73yX380ffPY+g60aDAdT0Oz3h8aEec56cLRE0QQiOgQ9H2GE1V0IWk6noYuqYMtjVBezTAXEHVc6uOS8WRdMcD/OzuDr7y6iQ4EAloBE2dFy5laImaOK5UKV5Pcr33mkLVpT1q8ul7B/gXB3uvOW+5tFZYj9bqDSQLo7WxsTHm5+cXzVjebNQzK7lc7grSWg6hUIj+/n76+/vxfZ9MJkMymeTChQsEg8HG+dSdha6134sXL1KpVLjzzjuv+5K68P9LzbIXupxcLfq82XOSSwnwarXP4eHhVUef64kwb6dkbwO4nFZdC2HW102n05w+fZrdu3c3LuyVrrsaBAyN/f3NvDicWd1xCkGyrOpG9XETUMSXKbsULHUcgpoKjVRkdWG+hLug4FYXJ9A01VE6X6w13aCIdCZv8Y4trTxxco6SleOpM/MkIibpkpoh1TT41fs38cz5tKqVLiikdsWDjGeruJ4ixXrTTsX2OD6Zx/UlIVMDqcQQJrNVTk8XqDgeAV0oC7Baw9HfvDzBxWSJiKEmSG2p9F+PzfsgBUHTwPN9qq6H9H2qxRye72O5gkhAULJddCEImhrv2dnOP51OYrlK0q5ge3z7+Cxe7XiiAb3RjZ0tOVRrHbX1iDxkKD3Y5bqbhYD/5+P72NMbX9X3KYS4QmC9Hq1ls1lM02T79u0/MU3S+myn67rs27dv1fvVNK3RMQo0RBNOnz6Nbdu0trbS3t5OIpG4YnzkzJkzCCG44447Vp0luppg/LWiz5/WyEodS6PPfD5PKpVqRJ91x5Xlos+ldoIrxVup6ectTZgrubDXI4+naRqZTIZ0Os3BgwdXlfpa6wzov/vZ7Xzkr47grXBVDUUwC+uSdQH0guVTsKzG731Ux6lWW8ZxJbK2oi6gJWKyqT1MUJMUarJzvgS/RppCSr57fJaC5WFqiiSyZYdDPQFawgbnc/DlVyYJGjqxoEHBctEQhAyNP/nYHl68mObUVF49lGpNM9s6o3Q3BxvK7aaugVCEvr+/mR+enkeihLyl7+P6UHVVJJ23XCKGIBI0KFoeHU1BfGA8XSEaUnVCD0nS0dnSEmAqb5Op1qTZDHh1NMve3iZMXaMzrlN1fDQNSlXVPCSAou3iuOrhbeiAAL0mfyeEmjVdrslHFypjsLN7/bXF+vhCJpOht7eX1tbWhsB6KBRqRGs3IzXr+z4nT54kHA6varbzWohEIgwODjI4ONh4IZ2dneXs2bNEIpGG1+f58+eJRqNs3rx53ftdbmxl6chKXbrvVhhZgcXONHD96NPzvBULTSzE7QjzNhpYK2HWBaQty+K+++5bdYS6lhomKAGDBzfFeepiYUXLSxaLsIOqN0YDOlM5S6VFoTHTuKktzM7uOD86O6/SrxKVjJXQGjGIBgyeu5Bm4SOjLkbQExPMFD3VpVsjZceHkqcxn1UD/apGKtAFbG6PENQ1fCn5ra8cQyLY2B5hJFnGk4KmkE5TyGS+YNMSDpAs2Ti+h6EJ9vU2UXZc7tmQ4OWxLI4n8Xw119kU0jnYIXh5FhwpcC0PXROMpMoc2pAgYupcTBZxfJ+ALpjIOsozc3sXz55PoeNjuz4hXXJ8IosLOJ5Oe9RUkWTV5e7BZl4czuLVGj51oQQOdDwMXWB5UHWXYcrasgFd8GtvH2x8/uuB67ocO3aMjo4OBgcHAZaVuPM8rxGtNTc3r/vB77ouQ0NDtLe3N/Z7o6HrOh0dHXR0dDQaoebm5jh8+DCGYRCJRMjlcjfkfBZiObPsugZ0X18fjuPccLuy9aZ7rxd9ghKhWG2UXCqVbkeYt6GwFsKsz7UlEglM01xzOnetLe4/tzOxIsJcKGkHl7tfDU0jWdNm9X0lJVf/W3PY5JlzSeyag0a9tqkJyFU9hi+m1Xo1QowFde7si1GyJYOtIZ49l8Kpeou0an2hM5wqoWlqZMSXKvLa2BZmaLLAXN5C15T7Sdny+JdvG2AyW+GZcyleHcuiCUF/IsSOrgQjqQrzRYcT0wWGpvIMtoR55B0bODld5MWLKWzP53vHZ4mHTD6wr5ORVJmT0wUEgmzF4cnT82xsi+BKQSxoqHQqqkv4/FxJKRjVxLtNU0e6LhtiOmM5l5G0ml3VhXJ66UsESZYctNrnk7c89ZkvQ5RBDZoiJvmKQyxk8tH93Xxk/8pVb66GarXK0NAQGzZsoKura9HflpO4S6VSTE5Ocvr06StEBlaDuuH54OAg3d3d6z6PlUAIQTAYJJVKsWPHDjo6Okin043zicVijfNZSyR1NWiahuu6nDx5kp6eHrq6um6KWfaNrI8uF32ePn2aubk5pqamVlX7vD1W8hbBzUjJZrNZTp48yc6dOwkGg1y4cGFNx7YewuxpDqJTi/yugaVbr9fVMiV7kaOJV0vZRgM6xyfzV0SlQsDGtgiW6+H6YGqKMOq1ur5EhG8eneHkdB5fikZjUUAX9DcbBD3Vmyt9cKhZZAmBLhRx16XyNCGQSNIlh8PDGXwp0Wvf4USmyvbOGPlqEdfzMXRl3jyartR8JWsH7Es0XSNbdXhjIocpNCKmVlM8Etiuy0S2gqnVZzVFbXsaPc1BxtIVfCnxpWQq72DqsK2vlZSVwSo7BDWImPDaaJamkEbU1MhV3MbndbVvVNPU9TjYGuH3Ht7CO7e1rTsiKpVKHD9+nB07dqyodm4YBl1dXXR1dV0hMqBp2qLGoWsdW129Z9u2bTdckOBasCyLo0ePLjK5Xng+hUKhIdkHNCT7VjqGczXUvXUHBgYaLwc3wyz7ZjYUBYNBwuEw3d3dxOPxVdU+b6dkb6OB1RDm5OQkY2Nj7N+/n0gkQqVSWTPprTUlC9AVCxIPamStle9bE7XIqBYy6iyQyqs13bieT8n2GulWgfJj/JmtrUxlq6RLtahUXt5GImzwd0dnkLWQ0691uO7vjfO+3Z387WtTXCpK2qIa2YqLWyPnSAA6I2pPEtAR+CjyLtsuZdsnZAg8WVP/kTBXtHB8H6FdfhnyfZ/nL6TJVWwlKhDQ0YRqtLFsDwufiiNpDhs4vo/vC7riQaJBnVNTBWU+7agRl7OzJd67u4Pna9Zghg5hQ+fFSxksxyNsauiawJHg45Gr+DhyYYuPeplYzufb8eC9uzr41w9sIhFZvX/qUmSzWc6cOcMdd9yxphnLushAXWhgofJMqVRqjHm0trYuyqAUCgVOnDhxw8ymV4pyuczQ0NBVXw6EEDQ1NdHU1MTmzZuxbbtBCMVi8bpjOFfDciS9ECsxy64vd73o82aPrNS3v1z0mU6nGRkZoVQq0dzcvCj6XEuE+Y1vfIPPfvaznD59mpdffplDhw4tu9z3v/99fvd3fxfP8/iN3/gNHn300XWf53pwmzCvg5UQpu/7nD17FsuyFpk9r7dhaK1kGzB1PryriS8dyy7bULIcBJftr+oC7HV0xYNIKUmV1Uxp/fEvgaAueOpMEqeWoq3/XavV7Pb0NDFTmFczijXD5/p85f/99DBOrTlG0wQdsSCGLuiMBZjMVPjmsTkiuqRgg0QSNAU9zSG2dkQ4OpEjW3YxdKnsrjTBB/Z2UXU8zswU0ZANco4bHpEIFG2BVzsGIQRdzSE2tkb47vEZMiW7Ifg+m68SNHXCAZ1srXs4ETEoWi7Pnk8RCxogTdyaqXW9vut4PrWeIKRU4zq6VN3Ljq/GSJYjSwEMtob5X9637YbU2ebm5hgeHr6hM5ZL61/ZbLbROFQf8zBNk5GREfbt2/cTjTjqJL1nzx6amppWtE4gEKCnp4eenp5FYzgLZxmvF03XI+nt27c3TLevh+sJxl8r+lzreNtKcbVpgGAw2PisFtY+//RP/5Tnn38eXdcZHR2lu7t7xdfvHXfcwTe/+U0eeeSRax7PZz7zGX74wx/S39/P3XffzQc/+EF279695nNcL24T5nVwPdKrOy20tbWxc+fORRfMetKq6xF+1zSNX9gR4/U5j6GplTX/aGLxw7y+aw3IV5V03NI0rCGUTqxT62ypn3nY1NjUHlVR2UwB11MelbpGQ5YuaOp4vl8jT4H0JXN5i4MbE5yaKjS0Wz0p6IwZhA3IVRwmMxW+8OIYIVMnETbIVBw0IWgNG/yfP7xIWzRA0NTwvMvKQ2fmLfpbI2xq07g4X8LxJIYG52aLnJ4qKMcQzyNb8UiEDcIBnfmCxY6uGLZXJmxo2L4kqAsKVVWHLNkuAV3D830c7/9n783j4yivrOFT1bvU2tUty5JlS5ZX7V4wEDLxGyBhABtImAS+mTeQhN+QZNjyJpmQgWFgQhKSYSAJJITgmC0Bm8UreEwGAiEBL7GxFmuztbdaS3erWy21eq96vj9KT7m61fsmg/v8A1ZvVd1Vz33uveeeQ9BQkYdThhlxgyKwjwU9XB9PwrKWGQjf4xcbUjP4bTAYYDKZFggDpBIsy6K4uFgMEk6nE0NDQ5iYmIBGo8HY2JhIHEr36ArNpJMJ0tIxHEDo+05NTaG/vx9OpzNkNj03N4f29vakMul47cqoAlG6EEsGK80+f/jDH2JkZAQ33XQTHnvsMfT29mLLltFKejIAACAASURBVC247bbbcNFFF0V8n3Xr1kU9nuPHj6O2thY1NTUAgJtuugn79+/PBszFQrI9zJmZGXR0dGD16tVhyzGJZpjJQCaTQc4QPH59La789amwfTMpQmU+LASxgXG7W9SbpYLm1SU50GlV6BqfEYkuDDMvgk4IrHNejNkDR1LkjPCeW6qLxJ4iAyGA+jhhRIUq5MhZFiwLEI5gzsdjS40O/9M1CTr84vJyUKt4/H1tLt7qn4PV6YOMYTA540FlkRpL81VoNdjmza5ZjNpcKMtX4ZKaYnw0Mg0ihGl4OR7WOS9WlOTA7XfBxxGoiUB8srv8gvA6T+DycvCzDDgQyOUMeC8w7RbK0zIGGLd7UKpVCDqxHES5P1+IAUsWgEbJiNZgW1do0VIwh6NHj6KgoAA6nW5BqTMaCCHo6+uDy+VCS0tLxmYsAcBqtcLpdOLTn/40WJaF1WrF+Pg4enp6EvLGjBU0w021WpFarUZFRQUqKioWZNNKpRJ5eXkwmUxobGxEXl58M7KREC37pJrB6SrNJjJvXlVVBZlMht27d4PjOBw9ejRlGzWj0RjgnFNZWYljx46l5L0TxQUdMGOBTCaDx+NZ8Pfx8XGx7BVuZ5sJS55QYFkWs7OzmJ6eRk2pBn2W2BxMpBAYriyM0+5A15L5OUw/x+PYkE0c3uTJfBYpY1CiVcEy6xHmNSFklWCANfo8TLt8ONJvBZkfR5EBIOAhZ4EanRbFuQqM2twgIPDPE3EYhsHUnBeEJ2DmGbsMAzj8DKweFjwPsIwQ0VkGMNhcUHEusAwLVsHC6RV26kabG1es1aFrfAZgALeXEw6MAUq0ShjtbvAgcPv88PgF3dg1ei1aR+3wcgQ+TsiSzQ4fSjRyEMKBEEF9xeH1C0GVPxcsw0Ehw3wmLMNtly7HNQ1lYBlGlDkzm80Bpc5oijY8z6OrqwsKhQINDQ0Zu+4IIRgcHMTs7GyAeo90zEPqjQmkjmgzMTEBg8GAlpaWlAdiKYKzaem8Z2dnJ4qKikTJvlQGseDsc25uDgaDAatXr47LLDseJBuI5XI5LrvsMvHfV1xxBSYmJhY870c/+hGuu+66hD9nMZENmFEQXFYlhODs2bOYnZ3FRRddlDFpsVhBCIHBYIDT6cRll12Ga30G/PKd/piyTClUclY0PA6GUs5i2OoWVYFoP1OtkKEkV7Cw4ubttuTzDUuGFSy5zI5Aa7AclQx5ajlYhkG/eQ6DFiGA0b4gwwDLi9XwcTzAMJCDgCNCRqpUseBZGTRKFv55MXXCAYQnUMtl8HKCyaRKLpRO/bzAqhXstRjkKGVw+X1gwULGMGAZQQlodv60Z71+DE05saIkB0OWOeSq5VDKWNicXticPoBhIGNZ+DgCl4cTjLiZQLu0YDAQytjbGsqxrXEJqorPBcJgmTOpoo3P50NxcTF0Ol3ATCGddSwpKcHy5cvj/JUTByEEvb294HkejY2NIYNfsDdmMNGmoKBALHXGcx/RsnNLS0tG7z869H/RRRdBrVaD4zjYbDaYzWacOXMGGo0mLSIQweXfeHufsSKRki8hJOzc5ttvv53QcVBUVFTAYDCI/x4dHRVdZhYL59dqfx6CzlgB50x28/PzsWHDhkXLIMOBLp4qlQoFBQWQy+W4sWUpXjgyApvTF9GYOBgFKgZmJ39OVJ0V2KgrSzSwOgXTY9l8eVbI8ARijMHmDjCy5jkChhXYpLNuPzieQCkXxjiETFFgpbYbZ4QsiwgLQGGOAgUaGSbsXnRPzIFlBL1b53ztmGUAP0cwbHWhVKvCuN0Nr5/OkTKwcUpolD443Bx8nEDmYQA8d9SA6pIcGGwumGYFST6ZisHJkWmo5CxKc5WY9fihmhejd/s5KGVKKBUyyBgGLh83L9MjZMDUgJsaUinY+dI1QhtBswzwheYl+Jet1VF/A6mijd/vD5gpzMvLQ0FBAcbGxrB8+fKMzToCQiZy+vRp5OTkYOXKlTHfB1KiDSWPmM1mDA4OQqFQiMEm3BB8cEabybIzPc4NGzaIGa1MJhOPOVgEwu/3B4hAJHqsDocDHR0dqK+vF8u/8Zhlx5t9nk9r2ubNm3H27FkMDg6ioqICu3btwksvvbSox3RBB8xYLg6q5OFwONDe3o6ampqMLk6xwul0oq2tDcuXL0dRURG6u7sBALo8FX64fR3+32sdAZZekcAAmJw713sVNGIFo2aDzS2KFnBEKKkCwkwlFTtghSQRfgIo5AxyVXI4PRym/b55KThe8KIEgzy1HEa7W2CVyoReKiGC4IHLy8PH8ZDN68p6OYIVJTlQyVmcNQtegBaHV7ARy5VjzuOD3cdAzgJjdg9YhkHjsgIMmJ1weP3gOAKGEIxMzaG6RIVeswcquaD3mqtgMDHrR4FGBhfHw+XjwXEEfp5gbNoNjudhc54jPsnZ0KIPvggtaxkjKCX986dXxPQ7SCGXy6HX66HX60EIgclkQk9PDxQKBUZHR+F2u6HT6ZCTk5PWRS+UalAiCB5doHq3lG0eXOqU6tE2NDRkNFiOj49jdHQULS0tYftzoUQgku3lUvZvNPu1aL1PqVF2qr+3RIlIe/fuxZ133gmz2YxrrrkGzc3NeOuttzA2NobbbrsNhw4dglwux5NPPonPf/7z4DgOX/va11BXV5fS448XTBQmZmI0zY8RvF5vRDaq3W7HmTNn4PP50NDQEHeT/8MPP8Qll1yS0CJ25MgRbNmyJeoFabPZ0NXVhbq6OhQWFsLj8aCjoyNgtumdHhO+9XJ73McghZoF3PNRQppBKWRA09I8nDTMzjNhhXPleIKbN1fg9VPj8PqFXh8ttcpYQfS9Vq/FkHUOLg8/b48FgBDU6rSYmHXD6eXAiq8jqCjUwOHxC8bNzDyblxCU5crg5GVw+QQijtcvqO6UF6gxMeOBQiYwZ+UyBl4/hxwFC7ubh0qGebNpBh6OYFmRBsNTLnA8ATc/ZiNjgOIcBazzYzWFOQrIGMDk8EHGhBZOpyjWCC4waoUc+jwVfv4PdVhektzIxfT0NLq7u8Wsw+PxwGKxwGw2w+VyiZlNqvtqHo8HbW1taVfvoaVOi8UCm80GjUYDr9eLvLy8BUz0dGN0dBSTk5NoampKuPwr7eVOTU2J3qWlpaXIz88PeT52ux1dXV1oampKSnZOmn1K17lQ2efx48ejsluDMTs7i3/4h3/ABx98kPAxnqcIeZFd0BlmNBBCMDY2htnZWVx22WUJkQuoU0UiNzmdxYy06I2OjmJ0dDRA3D3UDOfla/WoKdFgYCoyASi4/0YtttQKGea8QVknhB6mjGFw0jArzjHKWcGSCwCODtjg8fOQM0JgYufFCy5eUYgTIzM4MzkrCLRDyFapys+sxweepxJ780GWAQo1CphnPfDMl3RZCAG7QJsDp90NjuPBEQiKQgwBAwYaBQsGQL5KjmmXH15OUNZRK1j4eQKfj8DpI2ABTEw7oVbIYHdzgqarnAXHE1idPshZwfXE6fGLLi1UAjBc+VWtkEOlZHBDUzn+75ZKFGiSYxBS8+Xm5maRCKRSqURWZ3BfjYqRl5aWhjUrjwVUGCAT6j3SUqff70dra6s4IP+3v/0tarBJFYaGhjA9PY3m5uak5h+De7nUu9RgMGB2dnaBBCE19pb+xokiluyTEocSwYWkIwtkA2ZY+P1+dHR0QKFQoKCgIGEmHh1LSWSnH2mOM1gsQXpDh3vdVy9djv94oycigzP4MWpT5ZxX+AlgzALIUTLz/UxGZL5Sn8fyfCWsLh94yoidJwjwBOgcd4jlVoE4RKDTKqFVyTE45YRp1itmeX4IwUcuZzAw5RT6mPMHQgC4/cCAZU70yKTnwPGC+o/Xz0PGsHD7/HD7eTFoyxgGChkLL8dBKQM0SjlkIPD5OShZIEcOeHgePu6csIMnaP4mUgmGAVBXkY/vXF4bQO5JFKOjo5iYmIg4YxncV5ubm4PFYkF7ezsIIeJj8bBUExEGSAVo+XfJkiWih6zP54PVag0INnQMJ1XjDFIPzUTsyKIh2LtUKkHIcRx8Ph/q6upS7h4TqffpdrsBCN9vPL3PC0lHFsgGzJCg/cCqqirodDqREp8IaMBM5GYON8fp8/nQ1taGoqKikCUqZn5EIRg3bqjAS38bRc+EI65auzRQSjPQXKVg8cUTRjSupqzZkhwGljmf2PPjiDBTCQBFuQrB13J+RISbf5JCxsA47QJ4ghy1HC4vD/A8qks0mJjxgOOF+UjFPAGpukSNwSmh/ynI5gEaJYt8tRKTM27kKGVCv5UAKiUDrVIGm9OPpUUq2F0cZl0+MAyBSi70Uj0+Dg4fP5+1spjjePjnZyoJEHlWJAgyBvg/q0vw2Bfrk3YcIYRgYGAADocjJvNlCoZhoNVqodVqsWLFCtFNI5ilWlJSEvY9rVYrzpw5k3RpMF5Q8fZg0XiFQhFS73Z4eDguvdtwoL1SjuMS8tCMF1IJwvz8fPT19WHFihUwGo04c+ZMwkziWECzT7fbja6uLtTW1orVqVjMsoELywsTyAZMsWRKMTU1JWpwFhQUBLDOEkEyEnehXjs3N4e2traI5KNwNznDAL/9xybc/oc2dE04YjoGBoBLklXRmMEAcHrPEV84yd9VCgYmJxEZo1QIXqNkwTDA9Lw6j48jUMz3LRkAUw4vnF6BfcvzBMy8KlCpVoVhq0vYCHB+Yf6MZVCSp0a/xQ05KwRSGSPMStaUaoS5TQAcxwtqO34euXkqTLs5EMJALWdgmycvMQzg8nCY851r0MpZRpS5g+QcIkHOzJd5ieDF+dC2tUkHS57n0d3dDZlMFnZ8I1YoFIoAliqVgxsYGIBSqYROpwuY+ZycnMTw8DBaWlqSKufGi1jF20Pp3VKBAafTGUAcimWTQQgR51nXrVuX0V6pyWTC0NAQNm7cCKVSiaqqqoDfaHBwEHK5PIBJnIrjc7vdaG1tDdDglY6qRDLLBrIB84IFIQTDw8OYnJzEpk2bxAUimYAHJKcnG/xayiJsaGiIuzRGHROKNHLs+voGfO3FVpwYmUnouACgQMVixstDRgIDSZ5KBoWcgcvnh48XAg+BIF5eqiIYnRXmM1lW6EH6OCGwgoEoDODnAaekX9oz6Zgv8xLMEQKlnIHHDwxZXCAQskFAyFTdPh6jNpdg2Dy/O6a+kwMWJ1iWwYzbhymHMGajZIXjd0o2BTJWkLMDgUgGivYLMgD0eUrkquS4Ym0pvnrpckFzNglwHIf29nYUFRVh+fLlKfdzpDOfq1atgsvlgtlsRnd3N7xeLxQKBXw+X8aDZTKSc9JeLs/zInGor68PKpVK3BCEKnXSURmtVovq6uqMBstwLNzguVzKJD579ixcLlfcG4Jg0I3J2rVrRbYy/Vzpf2nQDHZcYVk228O8EMFxHDo7OyGTybB58+aA8kMqnNqTzTAJIRgZGcHExERAMI8VNFjyvMBUlbMsfnzdelz95FFEmzQJR2aROqEw839jGWGUxOU+F16o+4hCxoDIVQDrBksgkoIYAEU5clidfsjkLGQA+PmmoUYhg9PLYcbtl5SEGcx5hQBsmRdBcHl5KGUE7vk012gXyrden1/spypYZn6mlEAtZ8EyDLQqFkq5TAjufmGEhGGE8RWaMnsiUWDpMQHQyIGNpQQtZQQXV8vA+D0gysTJFFSjuLKyEuXlyftiRoNGo0FVVRWWLVuGvr4+2Gw2aLVafPTRR9BqtdDpdAn5YsYDygyNNkYRC1iWRUlJiZih0hnJrq6uBSIQPM+L4g/pMroOB6PRiImJiZhEGNRqNSorK1FZWRlyQxCLKhQFDZbr1q2LujEJRRyi68n777+PgYGB2E/4Y44LPmC6XC6cOnUKS5cuTcvNkmyG6fP50NXVBZ7nFwTzWEBZcbQnQRfwyiIN/u/Fy/DiMQM4Pr75oeBWHpWCYxgGTi8nlEjngyeA+VEOgrH5QAYIzFaGF+YtZ1xCYJP5OdElRcYy8Pg5aJSCgIBKxoCAwYoSDc6Y5iCXM1CwLHycIH6eq5bDM+eDViWDjGXhn4/IKgjemD6OAEQQQVfJWcgYwOXj4PBw4KhOLiKPiFDQEEiVjrQqGX5y/Xr8nzWlYlmQ6roWFRVBp9OhsLAw5t8uk4xUKQgh6OnpASAMjdN2xezsLMxmc9y+mPGA9kpTwQwNhVAiEGNjY2IA1el0GdmYSGEwGGA2mxNi4YbbENAKAR0tCnXd0esrlmAZ6nMBYW06cOAA/vKXv2D37t1xvcfHGRd8wDQajTEb7CaCZAImJSAsXboUK1asiHtxIoSIKkWhFuv/d/lKeP08Xjs1Do8/tiw43AiFTquAZU6YU6RvJZ+fycxVyTHt9AlBe/71fg5QyoVyKQ2sfiKYSPMAWELg5gTLLKUMACMQfagZs3w++CvlLPw8h0K1DLY5H3wcAU84+Pw8/LwwPuLlBNEFWuUdnNfWFck8EAJfPL8SO9+vXFmag3/7+9VorBAWnlAjHiaTCb29vcjNzRUztXCsa5plSZVdMgGO48SSZE1NjXitSX0kw/UJdTpdUjOftH+XqfIvFYEoLCxEa2uraFnW2toKAOKGQKvVpq00Ozw8DJvNhubm5pSwcKUbAo7jYLVaA3Rv6TlxHIe2trakGc8HDhzAL37xC/zP//xPzNZmnwRc8MIFfr8/akD78MMPcemllyb0/v39/dBqtQFMv1gwOzuLEydOoKKiAqtXr47rtYQQfPjhh+L4QbSb/tigDXe90oFZT2KBnb67VBKPIkchDO5TAQAqQiCXCS4gajkLnhCxz0gzPcX841IyEUGgAbNSJijrkPn/9wYdvlYpzFC6/OcCtQyATCbMU3p856T/gNgv9trSHHCE4O/r9Lhxw1IsyY9O/5cOr1ssFgAQe2o0U6OZaVNTU1qyrHCgko96vT7AHSIaaFnQbDbDZrMlNPNpNBoxPj6OpqamtJZ7g0GNn1euXInS0nPWal6vV/yNqFlyIu4xkUAZz/X19WlXLJKOFplMJszOzqK8vBxLly4N0CSOB/v378cTTzyBN95445McLEN+MdmAGUPAjFVxJxQGBwdF891YYTKZ0NfXh+LiYuTn58f1WtpfMBgMGBsbg0KhEN0jIs11tRrsuOX5UwLZJU4Eix3QK40SeKSQzTNfZSzgmhcLIKAi7QL71ecnUMqFd3L7Be9KBoKqDwshE533GQEBkK+SzYsfELi8vHjRFqhZqBVymGe95zRx50vFLBCXIL2cFcZW8lQsrmsqx1V1erQsK4z+wjCgC7PZbIbT6YRSqYTH48GGDRtSPn8XCVS9J3h8I15IF2aLxSKq2eh0urAzn8PDw7BarWhsbEyrMXIwaP8uWmVJylK1Wq0x6d1GAp3vdLvdqKuryyixiGrSrlu3TqwSzMzMQKvViqNFscya79u3D7/61a9w8ODBT3KwBLIBMzQ4jhPLluFw/PhxbNiwIaE5qJGRETAME9POnRCCoaEhWCwWNDU1YXx8HDKZTBzajuX1UnIPwzAi+9FsNoPjOJSWlkKn04UsN/3+mAH/9b/98PMk5h9e2quUgm4teCws48rnjaRpRkgzSp4QMcAy83q0IIBKwcLL8QIhCAKBx8sRyAD4CKCWAcy83qhLkqnmKlnMSQJoopAzQlaq06qw45+aUFWcOlYgnbGcmppCXl4epqenkZOTI2af6bSuor2s1atXp3zxo2o2ZrN5gTOJTCYThQHq6uoyqgs7NzcnBo54+3cul0vcEHg8noh9wmBI5zszPbJCg2UwmYr2p6lkHxDZfm3v3r349a9/jTfeeCNtLazzCNmAGQqxBMyTJ08mrLwxOjoKv9+PFStWRD2Ozs5OyOVyrF27FizLYnR0FDzPx0RGCkfukYIOrpvNZszNzYXsP/1vuwE/eqsPZldyP36orJOB0FOkziGM5DksI2SfwLmSK80C5x3CxOdS/Va5JIOVZow0QEv/q5E4ncR8DhAE4auKc3DVej1uuXgZcpMcFZGC53n09PSAYRhRgIJmamazWSzd0k1OKkk2MzMz6OzszEivVOpMMjU1Ba/XC41Gg7q6uoyOJMQqZh4LaJ/QYrEEbHJKSkoWlKMpmYplWaxevTqjwZKec2NjY1RFHmq/ZrFY4HA4kJ+fj+7ubmzduhXvv/8+fvOb3+DgwYMXQrAEsgEzNGIJmK2trVi9enVCN/f4+DhcLhdqamrCPof2U8rLywOC49jYGDweD6qrqyN+RjRyTygE959yc3OhVCoxPT2NhsZGvNFlww//50w84jYiovlBSh+S9iHp41RUnfYlmfkHCDn3PFGnHQsDc/BHhyMqRTo+OQusKMnBpdXFuOfyGqgVqS0ZchyHjo4OFBQURCR0BZduU0GymZqawtmzZ9HY2JjRgEVnHZVKJXJycmCxWOD1esWsJhkbrGiYnp5GT09PWs45XDmaZmrd3d1QKpWora3NaLCkm6JYgmUwCCGw2Wx4+OGH8ac//QlWqxV33XUXvvjFL2L9+vXnlQ1YmpANmKEQS8Bsb29HdXV1Qjtxk8kEu92OVatWhXzcbrfj9OnTWLt27YIRgomJCczNzWHlypUhXxuqBJsIqC6t1WqFXC6HXC6HTqfDW0M+PPm+IaG+ZjKgQUsaeIMz0uDnpuLzACBHwUCtkOGH29ZidZkWS/LVSav1BIPOWFZUVMTVnw5Fsom3dDsxMYGRkRE0NTVlVJCAsjNLS0sDNoUcx4lZjd1uF3tqpaWlKSMB0Q1Cc3NzRvrD0nK0xWKBRqNBdXU1SkpKMmZ4PTMzg66urqQ3CK+99hqeeeYZPPPMMzhy5AgOHTqEs2fP4oMPPvika8hmA2Yo8DwPn88X8TldXV1YunRpgBpGrKCLwZo1axY8NjExgYGBATQ1NYW8+OjCGIolm6pgyXEcurq6oFQqxXKR2+0W+56nJ114vZ9g2O4XzZIzhXDBUB6CTJQMZAxQoJGjLE+Fi6uL8cWWctTo0rMYUMJJbW1tADszXkizGrPZDCD6OITBYIDJZErKqioR+Hw+tLa2RhVhkPbULBYLGIZZwCSOF3Rkpbm5Oa394GBQMYSCggIUFRWJxCGpOH66vEvtdju6u7uTZlu/+uqr2LFjBw4ePBiw9vn9/oxeP4uEbMAMhVgCZk9Pj9ifiBc2mw3j4+NYv369+DfKlrPb7WhsbAy7k6a71LVr1wb8PVXBkmY65eXlYYlFfr8fU1NTaB8Yx5PHbThrT+ijUo5kM0sGQqBkAJRpZfi72mLc8dlVKMxNX9ZFS2TpcP2g/Sdpf5qSbBiGEecmMzHKIIXb7Ra1j3U6XVyv9Xg84jklog1LJeeam5szOrJCs2mdTreA7Efl7SwWC9xuNwoLC5MusUtBS8/JBstXXnkFO3fuxMGDB+MmR31CkA2YoRBLwDx79iwKCgqg1+vjfv+ZmRkMDw+joaEBgBCATp8+DbVajTVr1kQMdtPT0xgbG1sQbKORe2KBw+HA6dOn41KT4TgO/3GgE3/stcLlIzGp4pxPoN+UnAEKc5VoqSzA966sgZp3iRkAnSXU6XQpzUgy2TfkeR7T09Mwm82wWq3w+/3QaDSor6/P6MgKZeGmQhhEKgVntVqh0WjETC3UOY2OjorZdCZHVqSWZBUVFRGfKz0nm80GtVod8ZyiQeqjmczvvHv3bjz33HM4cODAhRosgWzADA1CCLxeb8TnDAwMQKPRJCSd5XA40NfXh+bmZrhcLrS2tmLZsmUxjYoEB9tEyD2hYDab0d/fj4aGhoT6EMNWJ97tNeOdHjNOGWbjmmfMNKjLiAyASg4sL9Lg02t0uKG5HFVFmoANR7gyZ7IM1bGxMRiNRjQ1NWW0LEiJRWq1GiqVClNTU+B5PuJoUapA2ZnpYOESQuB0OsUeoZRkk5+fj+HhYYG81tCQ0WBJbfcqKioSWiukxCG/3x9Ahor2O0mlBZMJlrt27cLzzz+PgwcPZtT79DxENmCGQiwBc3h4OK55SClcLhe6u7tRU1ODzs5OrF+/PubdtsPhQH9/PxobG1NSgiWEiH2sxsbGlCze/WYHvv1aJwxWFzieiCbSi4HgMq1awULOMshXsbiqksdXL29EcWHs6ibBDFUq2B2rLiydq52ens74cD5dvKXmy/Tv0tEiaUkwVcdHy4KJbsjihZRkMzU1BblcLvaIM9Vr8/l8OHXqVNICEBS0FUIFBvLy8kSBgeDystVqFUlNyRC5Xn75Zbzwwgt44403MirLeJ4iGzBDIZaAOTo6Co7jsHz58rjf3+v14vjx45DJZHELS9Ng29TUlDImLM/zWLduXUr7WF4/j7MmB44O2mB2eHCwfRI213wmjPgUdeKBNEBqVQzcXkFFXauU46n/rwFKuQwTpimQmQlcsjG5ng7P87BarTCbzZienhZ1YcOxOQkh4vdN52ozBdo3rK6ujthGkJZuaUmQnlOiCy/VmW1qaspo+Vf6fZeXl6dMnScWULPr6urquPu0sUAqgD81NSUKr+t0OrjdbvT39ycdLF966SW8+OKL2WB5DtmAGQqxBMxYZinDvXdPTw/Gxsbwmc98Ju7drtvtxqlTp0TSQqLB0ufzoaOjA8XFxSn3VQwFL8dj9wkj3j9jweCUE8Tvhcl5LvNkIcjmxaIjEIrcU6CWw+X1wz/vMrK9cQluvaQKrYZpgGFw5VodCnMUAdl0KkkfVBeWlgRZlhXlB3NycsIKmWcCVMkmkb6hVDCBlm7Dqb6EAiXZZLr0TI2fQ806hlLnobZeqdjEUAPmTDrL0MqH0WjEzMwMlixZAr1en7De7R/+8Af84Q9/wMGDB7PB8hyyATMcPB5PxMejzVKGAm3+5+fnw2Qy4VOf+lRcx0T7lYODg7BYLDFrwgaDEi9qamoSIi0lA5PJhIGBATQ2NsILOXYeMaDLaMeM040iBYdJhx/Ds/NqPCyDsnwVHG4/Zuf9L9UKGS5aXgiLpho4cAAAIABJREFUw4M+ixMylsV1jWX4zhUr0Tk2C+ucDzW6HNSUBpb9CCE4e/YsPB5PRqTXKPPRbDbD7XbD5/NhyZIlWLVqVUaDZSqdTmjplqq+FBYWBkjbBYNaVTU2NmZ05ICKIeTl5UV19KHqPGazGXa7PSb3mEiIVZM2HTCbzRgcHERjY6No7WW1WuP2xfzDH/6Al156CQcPHkxa/egThmzADIdoATPceEc4OJ1OsURTXl4et9tJKHJPPJqwFDabDT09PWkZY4h2/NIFNFx25/V60TM8gaFxM9TwoFJXDL2uFAanDF4OqNHlQKeNr8xEJQZzcnKwcuXKjAYsuoCWlpbC6/XCbrcjLy9PXJTTGUgoCzcdTie0dCtdlKWl28HBQczOzqKhoSGjpWeO4xI2fpZWCaiOajwEr2Q8JZOF1A4t+N6i64TFYhGNssOpKL344ovYvXs3Dhw4kA2WC5ENmOHg9XoR6XuYnp6G0WhEXV1d1PeamppCT08P6uvrxRsp1oAZ63wl3f2bTKawZJSxsTGMjo6isbExo70knucDRKZjXUCpdyTtESYSaLxeL9rb2xcQXTIBygpdv369+LsTQgI0VGmVINbdf6wYHx+HwWDI2HC+lEk8NzcHlUqFdevWIT8/P2MbFL/fL3pZxqOWFA6hJAjDzXzOzc2hvb09456lADA5OYmRkZGYZktDZdQnTpzAVVddhbfffhuvvPIKDh48+ElX7EkU2YAZDtEC5uzsrFj+iARqqRVMeIglYCYqRhB8U+Tl5YnZaaZp9X6/Hx0dHSgsLEzI8JqCkhxMJlNAoIlUjqY7/pUrV6aFeBEJlNIfjRUavPunxI1kAs3IyAgsFsuilEK7urogl8tRUFAglm7T4R8ZDEqySRUjNRihyFC0zOnz+VIm4B4v4gmWwSCEwG6342c/+xneeustmEwmfOtb38INN9yAlpaWC0EbNl5kA2Y4RAuYTqcTvb29aGlpCfk4dZ3w+Xyor69fsFBEC5ipUu6hu276XrR0ptPp0q4b6na70d7ejqqqKixZsiSl7x1cji4pKYFerxfL0bR3l+nSM3Auu4tXm5WODZjNZszOzsYdaAgh6OvrE70VM10KlW6MKKh/JBVMkJZuU1XlCGf8nE7QjHpiYgIOh0PMajOZUY+Pj8NoNKK5uTnhjREhBC+88AJee+01PPvss/jrX/+KN998E6dPn8aHH36YzTQDkQ2Y4eDz+cDz4SmbHo8HHR0d2LRpU8jXtra2oqSkBNXV1SFvoEgBM1XKPTRgVVZWiiUqynqkQ/g0eKb6xqCSb+vWrUtIbzceBPssqlQquFwuNDc3Z/SGJ4QEGCAnk90FBxqa0YTb6PA8j+7ubsjl8ozbRfl8PrHsHU3JRiouQDc6VFwgkWNeTJINnS2tq6sTz2t2dhb5+fnifGS6Mvzx8XGxcpVMsHz++eexZ88e7N+/P+Be4Xk+pg3X1772NbzxxhvQ6/U4ffp0yM+4++67cejQIeTk5OC5557Dhg0bAADPP/88Hn74YQDA/fffj1tuuSWh88ggsgEzHKIFTL/fj5MnT2LLli0Bf3c4HGhvb0dtbW1EBuqRI0ewZcuWBRdlqpR7aMBau3Zt2IXE6/WKwdPtdovlwFhURCKBqgZl2ioKEMqRY2NjyM/PD2A9ptLpIhSoGbDf70/5TCsQeryDErx4no/JFiwdSKYU6vP5xNYBzahpoIklo6Z9Q2mPOFMIp6JDy5zUgJm6/KRy5nNsbAzj4+Nobm5OuMRNg+XevXuxf//+hI/t/fffh1arxVe+8pWQAfPQoUN44okncOjQIRw7dgx33303jh07BqvVik2bNuHEiRNgGAYbN27EyZMnz3dfzZA31idecj4VkMlk4LhA/Rqz2YwzZ86gsbExauOfvl66sHIcl3QJFhD6GkNDQ2hqaop4IyiVSlRUVKCiokK0VDIajeju7k647zQyMgKz2YyNGzdmVNxaOjZy0UUXgWXZANbjqVOnIJPJxIw6lQQbKQs3Xdldbm4ucnNzsWLFCpHgNTg4CIfDAb/fj7KysozM00pBs7tE5w0VCgXKyspQVlYmBho6GqFUKsVNQajSLd0QLkbfkAoxtLS0LMj2GYZBYWEhCgsLUVtbK44X9fb2ijOfpaWlMStDBYPq4SYbLJ999lkcOHAgqWAJAH/3d3+HoaGhsI/v378fX/nKV8AwDC6++GJMT09jfHwc7733Hq688koUFxcDAK688kocPnwYN998c8LHsljIBswYEKw3Ojw8DJPJhM2bN8fESpTJZGIGm6p+JZVds9ls2LBhQ1wBSyaTQa/XQ6/XgxCC6elpmEwm9PX1xeSxSFVV/H4/WlpaMt4/owGrvr5e/P4YhkFeXh7y8vJQU1MjLl7d3d0pI9jQcqRer1/gQpEuKBQKlJeXo6ioCK2traioqIDP58OxY8cS8sNMBA6HAx0dHSnL7qSBBoA4R9jZ2QmO40TWN60cUPeNTFcwpOMbsXy/arUalZWVqKysFMl4k5OT6O3tRW5urkgciuW9DAYDLBZLUuLxhBDRcWTfvn1p//6MRmPAfVFZWQmj0Rj27x9HZAMmEPMCyvM8Ojs7wTAMNm3aFHOgYFlW7FOmyvCZMhSbm5uTClgMw6CoqAhFRUWi+LjZbEZra6uoYKPX68UsjTJhCwoKorqtpBrxjI1IFy9KsDEYDAkRbIDY5ebSAVqOlJbcpb9VW1sbGIYJmCNMFSihKp3ZXU5ODqqqqlBVVRXwW9lsNnAch9ra2oyaXQOCV63BYAg56xgLpBUOWv2wWCxoa2sDENm7dGRkBFNTU2hqakr43iaE4He/+x3efPNN7N+/P+WzuRcqsgEzRvA8jxMnTkCv18ddDqMl2VSQe2jQ0Ov1cQ9rRwPDMNBqtdBqtaiurhaNpGmWVlBQAJvNhuXLl6dk9i0e0LGRRIyX5XK5WA6UEmz6+/uh0WiiZmk0w8oEqSkY4QJW8G/l8XhgsVhw9uxZuN3upMuBwDkxhHg1kJMB/a0YhsHc3BxqamowPT2NEydOpG2ONRi0b9jS0pISIo+0+lFdXS3OfA4ODooC+FRFaXR0FDabLSXB8tChQ9i3b1/GfruKigoYDAbx36Ojo2Ib6L333gv4+9atWzNyTKlGlvQDIWsK7lFKMTs7iyNHjmDDhg0JUdlPnz4NvV6ftEks9bBMJGgkC5vNho6ODuTm5sLr9aKwsDAl5xQL0jU2Qm2iTCYTLBYLgIVM4lhnLNMBi8WCvr6+uNV7gmdztVqtKAIRa7ZEy5GZEkOQgo5QNDU1BRxvqDnWWO2vYkWmfTSlM5+Tk5MghIhVjERGcQgh2LFjBw4fPow9e/akPFgODQ3h2muvDUn6efPNN/Hkk0+KpJ+77roLx48fh9VqxcaNG/HRRx8BADZs2ICTJ0+KPc3zFFmWbDhwHCeyVYMxOTmJ/v5+cByHyy67LO4bk+M4cTcJQCxxxttPoLv9+vr6jBMfgv0zqfEtHezOzc2FXq+Pa0GOFSaTSRSNSPdOmWZplElMR1Y2bNiQUbUkIHVC5sFOF7GQoYxGI8bHxxcErEyASipGC1jB9lepGO8YHh6GzWbLuOAHAFFesKamRjwv6okZa++dEIJnnnkGf/zjH7Fnz56UX7M333wz3nvvPVgsFpSVleGhhx6Cz+cDAHzjG98AIQR33HEHDh8+jJycHDz77LPiKN7OnTvx4x//GABw33334atf/WpKjy0NyAbMcAgVMAkhGBgYEMsjJ0+exObNm2O+kUL1K+loh8lkgtfrFQfwo7lBGAwGTExMZNwFgn725ORkWP9M6YKcjEh8KFAWbqrdRmLB0NAQJiYmoNVqxXk7mqWlezEdHh4We1ip/ixaZjebzeI1KB0vokSyTPt3AsJ3brfb49akDR7voJZe8TCkacCqr6/PKIkNEAzq5+bmFghQhPLEDCcXSQjB008/jbfffjstwfICRDZghkNwwKT2TEqlEmvWrAHLsvjb3/4Wc8CKhdxDbwaTyQSHw4GioiLRyJfeNFSXlc77ZXIBo7OGPp8P69evj3kRSUQkPlWfnQrQkRWv1yt+tnQMYmpqKm0KSqE+O53w+/0BpVuGYaBQKDKeWRJC0N/fD7fbnZLzppZeZrNZFCAPN3Oc6s+OB3RT7nK5UFdXF/H+CNYllsvlyM3NFdXFnn76abzzzjt4/fXXs8EyNcgGzHCQBkzqb1dRURFAhf7oo4+wbt26qDvWRJR7gkuceXl5KCkpwfj4OAoLC8MqCKULVPqMjmgkM4YRTSQ+1GefPn0aubm5GXcboSxotVq9wFdRCqr0YjabwfN8QN8zWeazQqHIuHoP9ZP0+/3IyckJ2BSkUtYu3Gf39vaCEIK1a9em/Lylm4LgLE0mk+Hs2bPihjTT33l/fz88Hg/Wr18f92fTdeqBBx7A6OgoWJbFU089hc9+9rMZr8Z8QpENmOHA8zx8Ph/sdjtOnz6NdevWLWhIt7W1YeXKlRH7h6lQ7iGEiMxUmUwm9gd1Ol1GyrFUYm/ZsmUoLy9P2ftSNxLqLUoXrtLSUjFzXky3ETpjqdPp4mIfe71esVIQ66YgGNSmqqioKECbNROgfpKUbUsXbjobKdXv1el0MZtJx/rZXV1dUKlUETcoqUJwlubxeKDRaFBXV5fRGU+qA+zz+ZIK1IQQPPXUU3j33Xfxz//8z/jjH/+Iv/71r7j44ovx9NNPp/ioLzhkA2Y48DyP4eFhDA8Phx2QPn36NJYtWxZ2cDtVyj3T09Po7u4Wh8SlerAMw4jZTDpu8NnZWXR2dqZdq5MuXNSNRKVSoaCgABMTE1i9enXGGcB0k5Cs+wXP82I2Mz09Da1WK5KhwhFRvF4v2traUFFRkfFRHb/fL24SIgkxBOv3FhYWiu2DRNsEVOIvPz8f1dXViZ5CQqAZNcuy0Gq1sFgs8Hg8KZOLjPbZZ86cAc/zSWXUhBD8+te/xl/+8he8+uqrYmuAEAKj0RjThvPw4cO4++67wXEcbrvtNtx7770Bj3/729/Gu+++CwAim3x6ehqAMCrX0NAAAKiqqsKBAwcSOo/zGNmAGQ5WqxW9vb0RRbS7u7tRVla2IPNMlRgBcM75IpyHpcfjEUlDPp9P7A+mYtdPRxgWY3xiYmICvb29UKlUASzOTBwHHdVJ9SYhFjIULasthiUZNQ2orKyMq5IQbH0VyxxrMDiOQ1tbW9RAnQ7QsntOTk5Au4HKRVoslrQZf9PyM4CkRD8IIXjyySfxwQcfBATLeMBxHFavXo3//d//RWVlJTZv3oyXX34Z69evD/n8J554AqdOncLOnTsBAFqtFg6HI6Hj/5ggGzDDgRACj8cT8QI+c+aMSMyRvi5VMnf9/f1wOByor6+P6Qb1+/1iyYyShvR6fUKD6tGYsOlE8NhIukTiQ8Fms6G3tzcjozrBZKi8vDxMTU2hrq4u4yLUVLWopqYmqUBN1YbodQggQG0o1O/l8/nQ1taWMuPneBAsXB8OtAJCWbd0E5eMqDohBD09PWBZNqkeNSEETzzxBI4cOYJXXnklYdLZkSNH8OCDD+Ktt94CAPzkJz8BAPzgBz8I+fxLL70UDz30EK688koA2YAZDhdMwPR6vRGf09/fj9zcXNHrMVW2XFQbVa1WY9WqVQm9DyUN0ZJJXl6eWAqMVDKj5SGv15txT0Ug+tgI3fVTwkYqzYmlovWZZhVaLBZ0dXUhLy8Pbrc7JEM6XaCKSekou1MFG7PZHLKfm27j50igfeKSkpK4FbKoLrHZbBZLt1QwIZbfixAi2rEleo/T9/nlL3+JY8eO4ZVXXklqc/vaa6/h8OHD2LFjBwDgxRdfxLFjx/Dkk08ueO7w8DAuvvhijI6OivcdleWUy+W49957cf311yd8LOcpsm4lyUDqWJIqWy6Px4P29nYsXbo0qrdgJLAsi5KSEpSUlAT0BwcGBqBWq6HX6xeUzCgbVavVLgork46NRBJvDyUSbzabYxaJDweDwQCTyRS3aH0qYDabMTAwgIsuughqtTqgxHnmzJm0WpTNzs7i9OnTqK+vj+qwkwiUSqWYOdJ+LhUf12g0cDgcqK2tXZRg2drairKysoTIZKFE1cfHx9HT04O8vDxRMCHU70X7pUqlMiliEyEEv/jFL/C3v/0t6WAZL3bt2oUbb7wxYJM6PDyMiooKDAwM4LOf/SwaGhqwcuXKjB3TYiEbMGOEVA82Ff1KunitWbMmpRJRDMOgoKAABQUFWLVqFebm5mAymUSBbr1ej4KCAvT29gaYTWcK0rGReAJ1vCLxoUDZiS6XK+MuK4CgUWo0GgMCNcuyKC4uRnFxcUiLMlriTJbkRcvPmXL9YFlWFBh3Op04deoUioqKMDIygtHR0bSS16Tw+/3imFgqWN/Bouq0Tz0yMrLg9yKEiNWjZEakCCH4+c9/jpMnT2L37t0pCZbhdF9DYdeuXfjVr3614PUAUFNTg61bt+LUqVMXRMDMlmTn4fF4Ij5uNBrh8XiwbNmypINlsNRcpuB2uzE6OoqRkRGoVCosWbIEer0+LlGBZEAZoclm1MGQqtdQjdFgBSU6wqBUKpMqiyWKRBR0pKVAqSpPvBZlNKtdjPIzFa6X6gCHKnGmo09NiU1VVVUZyWqDz4vjOBQUFCQliEAIweOPP45Tp07h5ZdfTllm6ff7sXr1arzzzjuoqKjA5s2b8dJLL6Guri7geT09PbjqqqswODgo/jY2mw05OTlQqVSwWCy45JJLsH///rCEoY8psj3MSIgUMAkhsNlsOH36NHQ6HcrKyhLyVaRemlNTU4si90b1aBsaGqBUKsX5wbm5ORQXF4ukoXQEk2TcRuJBsIJSYWEhSkpKYDAYUFpaiuXLl6fts0MhVeo9dADfZDLFZVFGNWmbm5szfr3FYvycLnYq7ZdWV1dnnIFMyUUymQwsy4oC+DTjjvV3IITgv//7v9He3o6XXnop5WXYQ4cO4Z577gHHcfja176G++67Dw888AA2bdqE7du3AwAefPBBuN1uPPLII+LrPvzwQ9x+++1gWRY8z+Oee+7B17/+9ZQe23mAbMCMBK/Xi1DfhZTcQ/sydNGKx7GD53n09PQAANauXZvxcuDo6KgoqB1840nPy263p1w3lc6Wpqt3Fg48z8NkMqG3txcsy6KgoCBtIvHhPj8dg/nSfq7Vag3bpx4ZGYHFYok4LpUuTE9Po6enB42NjTGXXYOFBRLVJfZ4PGhtbUVtbS1KSkoSPYWEEIqJGyyAT8vVkUanCCF49NFH0dHRgZdffjmr3pN5ZANmJIQKmJHIPZSsYTKZRDm7cMxUqiJTWlqKqqqqjBNsqEdiXV1d1AAYrJtK5+x0Ol1CN+1islHn5ubQ0dGB1atXo6ioKG0i8aFAWZnFxcVpz2ql4haAMNrhdrtFndFMb86mpqZEW7JkvttQdl7RStJ0tnX16tUZt4+iwbKwsDDib07nqS0WSwBLmrKJCSH4r//6L3R2duKll17KBsvFQTZgRkJwwIyH3BOsXEN3/DqdDl6vFx0dHYsynJ6sLquUXGM2m2OyhpJieHhYzHAyfdNHy2pTIRIfDrRXG68oQCrg8XjQ0dEBl8sFhUIRMNqRiY1aunw0aandbDaHLUnTsv/atWszbvTN87y4QYpnbIVKRprNZjz22GMwmUwoLS2Fy+XCq6++mg2Wi4dswIwEn88HnudTIkZAmanj4+Nwu91YtmwZli1bltEMK1UjK1JQco3JZBKDjF6vXzCkvphuI8A5MYRYMxwqEm82m8V+brx6sBQulwttbW2LYvIdXAKWSvWlo9QejLGxMYyNjaXd7YTnebEKQkvS+fn5GB8fR0NDQ0pNxmMBrSaUlpYmpVzEcRzuu+8+HD16FHK5HEqlEtdccw2+9KUvZbz3nkU2YEaEz+cTs0qO48CybFI7ctozXL16tXhzcxwnjj+kkx1L5d7SWZaSBhnpkHpeXh46Ozuh1WqTcjpJFKOjo6J3aCKLdnA/N5RIfDhQRijVAc4kogm4B/cHlUplSi3KYjV+TgdMJhO6u7uhVqvBMExKqwXRQGX+9Hp9UoYBhBA88sgj6OvrwwsvvACFQoGJiQkcOnQIK1euxGc+85mo7xFNG/a5557D9773PXEDfccdd+C2224DADz//PN4+OGHAQD3338/brnlloTP5ROCbMCMBK/XC5/Pl7RyT6SeIVVCMZlMcLvdYoaWSgcIyoTNhNwbBR3mnpiYgMlkQn5+PlasWJESRZ5YQeUFnU5nTL3aWN8zWCQ+XJChc46LocVL5ebKy8tjriZQizKLxRKxWhALBgcHMTMzE7fxcypAmbiNjY2iP6S0WpBOFSUaLMvKypKq4hBC8OMf/xgDAwN48cUXEyJoxaIN+9xzz+HEiRML1HysVis2bdqEEydOgGEYbNy4ESdPnsy4ZON5hpA3gezBBx+M9KKID35S4PF48E//9E9wOp2oqqqK2aU9GH6/Hx0dHVCr1SGZsDKZDHl5eViyZAnKy8vBcRzGxsZEx3WWZaFSqRIOnqOjozAYDGhpaUn4HBIBPc/R0VGsX78eOp0OU1NT6O/vx9TUFAghUKvVaQuePM+ju7sbAFJaAmYYBmq1GiUlJaisrER+fj4cDgcGBwcxNjYGr9cLpVIJu92Ovr4+NDc3Z9QmCjjHCF2+fHlc/VKFQoHCwkIsXboUer0ePp8PRqMRg4ODcDqdMV2LUiGIxSAX0T51U1OTuEmh9xgNYizLiupQVqsVPM+LIv/JgKoHxbNJCQVCCH70ox9haGgo4WAJAMeOHUN7ezvuuusuyGQyTE9Po7e3F5/+9KfF57S2tmJsbAxXX311wGv37dsHmUyGL33pS9BoNKI3KnUjuUDxUKg/ZpV+IEh6/fu//zv27t2LG264AQUFBbj22muxbds2lJWVxRTAXC4XOjo6YvaRlMlkKCsrQ1lZmagFS2XE8vPzodfrY87QpAvXhg0bMl4SC0WwKSwsFElDJpNJVK6hZKhU9XPpJqWoqAjLly9PawkuNzcXubm5WLFihSgS397eDpfLhaVLl8Ltdie14YkXtF+abOldoVCgvLwc5eXlC65FrVYrlqSli7nUeaOuri7jpXer1YozZ86gubk57LUULBlJCWxU9SraaEc4pEo9iBCChx9+GCMjI3jhhReSGv0xGo0B/dPKykocO3ZswfNef/11vP/++1i9ejUef/xxLFu2LORrjUZjwsfySUY2YELIJBobG9HY2IgHHngAAwMD2Lt3L2699VbwPI9rrrkG27ZtCzDYlcJut6Orqwvr1q1LiJ0XfGPb7XaYTCb09/dDo9GIM3bhBMo7Ozuh0WjQ0NCQ8YWLjo20tLQsWLgYhoFWqxX7mW63GyaTCZ2dnWI/N5KzRTTQ4fRUm13HAoVCAa/XC41Gg40bN2J6ehpGoxHd3d0pFYkPh3T1S4OvRan0m1wuF0lDAwMDGTN+DgYdW2lpaYm5/yq9Fqurq+HxeGCxWMT2SXFxMUpLS6MSvfx+P06dOoVly5aJRgyJgAZLg8GA559/PiNzstu2bcPNN98MlUqFp59+Grfccgv+9Kc/pf1zP0nI9jAjgBCCiYkJ7Nu3D/v27YPVasVVV12F7du3Y926dWBZFrt370Z5eTk2b96c8jIo1RalPTS5XC5maCqVKm1Sc7GCqhY1NDTETbChvSaTyQSXyyUqDcUqj0ZHCFatWpXx4XTKAvb7/eJ1IH1MKiqQiF9kNNjtdjGjz1SfGoC44aEyaRUVFSnzY40VZrMZg4ODKR1boT14yiamWXWwwEWqpPZ4nsfDDz8Mo9GIZ599NiXBMl67Lo7jUFxcDLvdjpdffhnvvfcenn76aQDA7bffjq1bt+Lmm29O+rg+xsiSfpKFzWbDwYMHsXfvXgwMDECv18Nut+O1117LyAiBy+WCyWSC2WyG3++H1+tFbW1txgXUaTmO47gFASMR0AXLZDKJNl60JB3qvWlGn2nlIOCcAbFGo4k62xo8x0pF4pMRHaekrqampoz2qYFA4+fy8vIFEoQ0q05XL3NychIjIyNplfkLVuWhs8eFhYXo6enBihUroNfrE35/nufxn//5n5iYmMDOnTtTllnGog07Pj4uVmL27t2Ln/70pzh69CisVis2btyIjz76CACwYcMGnDx5MuPCD+cZsgEzVXC73bj11lvhcDhQUFCAtrY2fOpTn8L27dtx2WWXpX3YeGpqCr29vSgrK8PMzAy8Xq/Ickw3lV5qC5aOsRGaoZlMJlit1gV2V1S4fjECht/vD1BsihdUnNtkMsWsXCPF5OQkhoeHUy4KEAsiGT9LLcpC/WapwPj4OIxGo+jBmCm43W5MTExgcHAQCoUCS5YsEb0w4732eZ7HQw89hMnJSTz77LMpL9dH04b9wQ9+gAMHDkAul6O4uBhPPfUU1q5dCwDYuXMnfvzjHwMA7rvvPnz1q19N6bF9DJENmKmAz+fD5z73OXz5y1/GN77xDQBCL+3dd9/Fnj178MEHH6C5uRnbt2/H5ZdfnvJF3Wg0YmxsDI2NjWL/xu/3iwtxOoXUaQm4oqIiI1ltcEna7/eDEIKmpqaMliKBc/3SqqqqpHpXFKFE4iPpEo+OjmJychJNTU0Z14Wl5x5LdiXNqi0WCxiGSTqrHh0dhclkWpQZT6mIe1FRkVi6nZmZiUsIggZLk8mEnTt3Zvw8sogb2YCZKgwNDYUcDgeEDOzDDz/E3r178c4772DlypXYtm0brrrqqqTIGXTOcG5uDvX19WFvuHjLm7GC6rIuVs9wYGAAdrsdxcXFmJqaAs/zAbOD6QRlo6br3Ckz1Ww2w2azITc3N0AkfmhoCNPT02hoaMj4Qut2u0XlokTOneqmUosyKnARa4Y2MjIiuvssRrCkPo/BLZdgzWU6o1taWrqA/MbzPB588EFMTU1hx44d2WD58UBmHpGkAAAgAElEQVQ2YGYaPM+jra0Ne/bsweHDh1FcXIzt27fjmmuugU6nizn7kzJh42ElBpc3tVqtuBDHk6UsltsIcM7lhWEYrF27Vjz3YBEI6oGZiO1aJFCj70yp90izaovFIs56NjQ0ZHzGkxKr1qxZk5IhdmrlRTO0aGzioaEh2O32RRFEiNfxxOl0ioIJHMeBYRh4vV5s2bIFDz30EGw2G5555plssPz4IBswFxNUAWjPnj1iH+Haa6/F9u3bRVPqUKBl0PLy8qSlt2ZnZ8XyplKpFBm3kfphtG/W2NiYcbcRKvdWWFiIFStWhP2OghfiVBFQFlO9hxCC7u5uEEKg1WoDFHkyIfsWyvg5lQjO0NRqdYArzsDAgKjalOlgmazjic/nw4kTJ/Czn/0M3d3dyM3NxaOPPorLL7884/dQFgkjGzDPFxBCYDQasXfvXuzbtw8Oh0McV5FmUUajEQaDIS2lQCl7k2EYMXjSnishJKActhh9s0T6paEIKHSONZ5ziFfAPZWgNlF5eXkBs7+pFImPhFiMn1MN6fXocrmgVCpRX1+f8IxuoqDBMtmsmud53H///ZiZmcE//uM/4s0338S7776LzZs347e//W0KjziLNCEbMM9XWCwWHDhwAPv27YPBYMAVV1yB8vJyPPXUU3jrrbdSQjKJBOpCQsdVSkpK4HQ6wTDMoriNpGrGMri8qVAoAuZYwyFZAfdkQJm4Op0uovNFOJH4eMvtwaBZ9WKwkKXjSoWFhbBYLOKMbiYsymivOll7MJ7ncd9998HpdOI3v/mNWIYlhMBkMsU8wxlNTP2xxx7Djh07REGJnTt3iq4mMplMlLarqqrCgQMHEj6fCxTZgPlxwOzsLL7//e9j7969WLp0KbZs2YLt27fj0ksvzUiWR3fYPM+Lqi/p6A2GA81u0lEKlM6xEkIClIYAYUEbHBzE7OxsRGJVupCoj2Y8IvGRYLFYxJGdTGfVtAQtl8uxatUq8VoLFhVI1cYgGDRYrlu3LqleNc/z+Ld/+ze43W489dRTCV9DsYipv/vuu9iyZQtycnLw1FNP4b333sPu3bsBAFqtFg6HI+HzyCIbMM97EELwwAMPoLOzE7///e8hk8nwzjvvYM+ePThy5Ag2b96M7du3Y+vWrWlZ0ILLoLQ3aDKZMDs7G3X0IVlYLBb09fWhsbEx7QQXqgVrNptF0pDT6YRcLk+JGEO8oGzUUIzMeOF0OsWNAYCY2MSLOeNJfTw1Gk3E2d5wFmWhmKnxgFY0UhEsf/CDH8Dn8+HXv/51UtdQvMo9p06dwh133IEPPvgAQDZgpgDZgHm+w+Px4Le//S2+9a1vLdiZ+v1+/PWvf8WePXvw3nvvYc2aNdi+fTs+97nPpYS5Gm1shPYGTSYTbDYb8vLyRMZtKjKxsbExGI1GNDU1LcpQ/qlTp8BxHACkfWMQDPrdJ1sKDIVQG4PgsY5MGT+HAu3X5ufno7q6Oq7Xulwu8dwSJUQ5nU60tbUlXdHgeR733nsv/H5/0sESAF577TUcPnwYO3bsAAC8+OKLOHbs2AJrLoo77rgDS5Yswf333w8AkMvlosjDvffei+uvvz6p47kAEfICyoqvn0dQqVS48847Qz4ml8uxdetWbN26FTzP46OPPsLrr7+Oxx9/HOXl5di2bRuuvvrqhLITm82Gnp6eiGMjLMuiuLgYxcXFASXAgYEBqNVqsTcY74JLCBHHBxbDaYX2DJcsWYKqqqqAjcGZM2cSHsWJFbQEna6RHaVSiYqKClRUVIgVA6lIPMMwcDqdaGlpyfh3z3EcOjo6UFxcnJBykkajQVVVFaqqqkRC1ODgYMw+mHNzc2hvb0/6u+d5Ht///vfB83xKgmW8+P3vf48TJ07gz3/+s/i34eFhVFRUYGBgAJ/97GfR0NCAlStXZvS4PonIZpgfc9Dez549e/Dmm29Co9Hgmmuuwfbt27F06dKoO+1UjI04HA5xpx+PhRchBD09PSCEhPQPTTc8Hg/a2trCqveEGsVJpDcYDpRgk4kSdDDodWOz2cCyLHJyclIuEh8JVJdWr9cnNS4VCsFCEKHE1OnYTCqC5b/+678CAJ588smUXcOxlmTffvtt3Hnnnfjzn/8cVoXp1ltvxbXXXosbb7wxJcd2gSBbkv2kg46C0HEVj8eDq6++Gtu2bQsgUtDnDg8Pw2q1pnRshDpa0DKZTqcL2T+jmrTBoxOZQiJMXKfTKW4MKGlIr9cnFOzMZjMGBgYWjWDT19cHj8eD9evXg2GYlMvZRYLf7xdni9MtsRgsryiTyZCfny9K7SUzNsPzPL73ve+BZVk88cQTKd3wxSKmfurUKdx44404fPgwVq1aJf7dZrMhJycHKpUKFosFl1xyCfbv3x9AGMoiKrIB80ICIQRmsxn79+/H3r17MTk5iSuvvBLXXXcd1q1bhzvuuANf+MIX8LnPfS5tmV2wGg8ln6hUKnR0dCTtVp8oqHpPMn0r2hs0mUzwer0imzgWq6vx8XGMjo6m1XUjHGhWzzAM1qxZE/JYkxWJj4RUWWQlCovFIhKMqLxiIhZlPM/ju9/9LuRyOX75y1+m5R6KJqZ+xRVXiPcRcG585MMPP8Ttt98OlmXB8zzuuecefP3rX0/58X3CkQ2YFzLsdjvefPNNvPrqqzh27Biamprw7W9/G5dccklGeldUbHx8fBxTU1MoLi7G8uXLUz50Hw1WqxVnzpxJaRk0WEg9Uv9sZGQEFotlUYTEKRtVrVZHtSajiFckPhLiEXFPB+hGqbGxEbm5ueK5mc1mkQUei0IUz/P4zne+A5VKhZ///OcZbyVkkRFkA+aFjsnJSXzxi1/ErbfeCr1ej9dffx0nT57ExRdfjG3btuEzn/lMWvtXdMFau3YtOI4Th+7z8/NFgfh0BhHar21qakpJDzIUgvtn0rnB4eFhUTw/04ssZaMWFBSENQ6I5T2kTOlgkfhIoNqsqRibSQSUXNXU1BRyoyRViLLZbGGNv3mex7e//W3k5OTg8ccfzwbLTy6yATNWvPrqq3jwwQfR3d2N48ePY9OmTSGfF02J43zDDTfcgDvuuAOXX365+Defz4f3338fe/bswfvvv4/6+nps27YNV155ZUr1U6nxcXBmRzVFqUC8RqMRpexSWa40GAwwmUxobGzMWBlUyiY2Go2QyWSorq6GXq/P6OiM1Pg5knpQPAjuDVK1mVBkr2S1WZOF3W5Hd3d3zOpFwRZlDocDf/7zn/GFL3wBO3bsgFarxWOPPZYNlp9sZANmrOju7gbLsrj99tvx6KOPhgyYsShxnG+g6j2RHj9+/Dj27NmDP/7xj1i+fDmuvfZaXH311UnpatKeXbQZy1CLcCxSdpFArcEcDseiqPfwPC86zZSXlwfo96aTWENBjZ8rKiriUg+KF+FmImUyGdrb29MyYxoLpqen0dPTk5TU39TUFJ5//nm8+uqrmJiYwK233orrr78eF110UdZ95JOLbMCMF1u3bg0bMONV4vi4gRCCzs5OvP766zh06BDy8/Nx7bXXYtu2bSgrK4up/0WZuDabDQ0NDXEzcUNJ2cXDSqUEFwABovaZAnVbof1aKYJ9IhMln0TCYvUM6Uzk+Pg4bDYb9Ho9KioqMt6vpmM7zc3NSTGROY7DPffcg4KCAjz00EP405/+hAMHDqC1tRVHjhzJuNBGFhlByJswW1NIEEajMaC8VVlZCaPRuIhHlFowDIP6+nr8x3/8B44ePYrf/OY38Pl8uOWWW/D5z38ev/jFLzAwMIBwGy4qpD03N4empqaExlY0Gg2WL1+OTZs2iaMvPT09OHbsGPr7+zE7Oxv282mwUiqVixIsqXpQWVnZgmAJCCIVlZWVaGlpwcaNG5Gbm4vh4WEcPXoUPT09sFqt4Hk+4c93u92i+XGmCTYKhQJ5eXnweDzYtGkTysvLMTExgWPHjuH06dOYnJyE3+9P6zGkMljefffdKCwsxKOPPoq8vDxcd911+N3vfocTJ07EHCwPHz6MNWvWoLa2Fo888siCxz0eD7785S+jtrYWW7ZswdDQkPjYT37yE9TW1mLNmjXiBj2LxcEFq/RzxRVXYGJiYsHff/SjH+G6665bhCM6f8EwDFauXInvfve7+M53voOJiQns27cP3/nOd2C1WnHVVVdh27ZtorPJ3Nwc3n77bdTX14cdXYgXNMBUVlbC7/cHqLoUFxdDr9eLbhY+nw/t7e3Q6/Up69nFAyqIEGtmJ5fLsWTJEixZskQkDU1OTqK3tzchCUI6Y7pYZVBKsKFsVEDQs5VqwQ4ODiYsEh8NlAnd0tKS1PtyHIe77roLpaWl+OlPf7ogO47HAP5f/uVfAto327dvD2jf/O53v0NRURH6+vqwa9cufP/738fu3bvR1dWFXbt2obOzE2NjY7jiiitw5syZbCl4kXDBBsy33347qddXVFTAYDCI/x4dHV2UmcJMg2EYlJeX45vf/Ca++c1vwmaz4eDBg3jkkUcwMDCASy+9FB988AFuuummtG08pAGGulmMjY2hp6cHWq0WMzMzqKmpSWvPLhyo60WiBBfqEFNSUhJWgjCSGk+6jZ+jQUqwCS6dMwyDgoICFBQUoLa2VhSJ7+joACEkJpH4aJiamkJfX19KguWdd94JvV6PRx55JKlS8vHjx1FbW4uamhoAwE033bRASGD//v148MEHAQA33ngj7rjjDhBCsH//ftx0001QqVSorq5GbW0tjh8/jksuuSTh48kicVywATNZbN68GWfPnsXg4CAqKiqwa9cuvPTS/9/enUc1eWZ/AP8GgkXKllDZREUNIAoY1FbtqONGkSVx6yC4gIq4tFhri9XW1tNlbHW6nlOn7ZnpgrXTYgtBHEXUutSxVRkqgYIdBYUCsoV9JyR5f3943vcHEiAkYb+fc/oH4SXvE6G5eZZ777cDPax+JxAIEB4ejvDwcNy+fRtBQUFwc3PDv/71L+Tl5WH58uWYN29en51MNTU15WYpjY2NSE9Ph5WVFfLz81FRUdGndWAfxgarqVOnGtT1gtU+wLi5uaGxsRHl5eXIyMjQ2vRb28yuP/W2l6aFhQVcXV3h6urKFbnIycnpskh8T9j2ZL6+vgbtK6rVaq6Y+TvvvGPwvqu27ZsbN250eQ2fz4eNjQ1X93fOnDkdfnY4bf0MNRQwtUhMTMTOnTuhUCgQFBQEsViMs2fPori4GFu2bEFycjL4fD6OHDkCf39/rhJH+7JVI01WVhbWr1+PY8eOYe7cuVAqlbh06RISExOxd+9eiMViSKVSLFmypE8aE7fPs7OysupQB5Zd/mMDTF8c0mBnVn0ZrB599FFMnDgREydO5A4N/f7772hra4OlpSVqamrg6+vb73Vpgf+f2em7Zzhq1Cg4Ozt3aCvHFonXJU+XXeY1RrB89tln4ezsjLfffptSR0gHFDC1WLlyJVauXNnpcWdnZyQnJ3NfBwYGIjAwsFfPXVVVhTVr1iA/Px+urq74/vvvtaZsDLWO6TweD8ePH4eHhweAB2+A/v7+3AeKa9euQSaT4a9//StEIhEkEgmWLVtmlJkYm+PZfhmQx+PB2toa1tbWEIlEXF5dV7MzY92/Lz4MaNN+T7esrAw5OTl49NFHkZGR0WlPt68ZK1ix2AL+9vb2YBiGKyhw9+5drQUFysvLkZ+fD19fX4NWMtRqNZ555hm4uLjg4MGDRguWumzfsNewe/S1tbWws7MbsVs/gxWllfSzl156CUKhEPv27cOhQ4dQXV2Nw4cPd7puuDaA1Wg0yMzMREJCAs6cOQM7OztIJBIEBwdjzJgxvX6DLy0tRUFBQa+q97S0tHApHSqVqsPeWW/vP5CNl7XdX6PRoKqqqkMVJbbSUF8cFCkrK0NBQUG/1MV9uKAAj8fD6NGjUV9fj5kzZxp0f5VKhWeeeQYTJkzAW2+91e+F1P/+97/jt99+w2effYa4uDjIZDJ8//33yM7Oxtq1a5Gamori4mIsWbIEOTk5dOin71Ee5mDg4eGBy5cvw8nJCSUlJVi4cCFu377d6brhGjDbYxgGOTk5kMlk+Pe//w1TU1MEBQVh+fLlGDduXI/Bi63eo2/aCvD/OYPl5eVobm7miqjrUmi8qKgIZWVlBt3fEGzjZ7ZR8MPYKkoKhQKVlZXc7EyfvqXalJSU4P79+13ev68VFRUhPz8fo0ePhkql0rtIvEqlwo4dOzBx4kS89dZbfTIr76mQektLCzZs2ID09HQIhULExcVxh4QOHjyIL7/8Enw+Hx999BECAgKMPj7SCQXMwcDW1hY1NTUAHryhCQQC7uv2RlrHdIZhcP/+fa41WUNDA5YtWwapVNopj5JhGNy9exdNTU1GrcvK7p2Vl5dzxbi7KjSel5eH2tpaeHt7D8in/YKCAlRWVsLHx0en+7efnbF9S9ngqc8y8v3791FaWjpgHxYeDtbaisTrUkhdpVJh27ZtmDx5cp8FSzIkUcDsL93leEZERHQIkAKBANXV1Z2uvX//foeO6RcuXBhRHdMrKytx8uRJJCYmorCwEEuXLoVUKoWXlxd27NiBsLAwLF26tM/e4B4uNM7mQwqFQty7dw9tbW3w9PTs90MhDMMgPz8f9fX1Bn1YMGRZurCwEBUVFToHa2MrKSlBcXFxl8FaW5F4dt+z/cyaDZYikQhvvvkmBUvSHgXMwUDXJdn2RnrH9Pr6epw5cwY//PADrl69CrFYjJ07d2LevHn9Mrth8yHLyspQXFwMPp/PFVHvz36WbONnpVJp1GDNLksrFAo0NTVBKBRizJgxWg8N5efnczPrgThBWlxcjJKSEojFYp1n1u3rE1dUVCAzMxMrV67E4cOH4e7ujjfeeIOCJXkYBczBYM+ePbCzs+MO/VRVVeFvf/tbh2uoY3pnNTU1WLVqFZ5++mm4urpCJpPh+vXrmDVrFiQSCRYtWmRQCbSeqNVqZGVlcYdo2i9tsidu+/L+ujR+Nga2EIRCoejQek0gEKCgoIArYj8QwbKoqIjbs9Z3ZltcXIyvvvoKCQkJaGhowNatW7FixQp4e3tT0CTtUcAcDCorKxESEoKCggJMmDAB33//PYRCIdLS0vDZZ5/h888/73XH9J7ajLW2tiI8PBy//vor7OzscPz4cb17Ig6UtWvXIiQkpMNerkqlwtWrVyGTyXD58mV4eHhAKpXiqaeegpWVldHurVKpkJGRobXUXktLC1cgXq1WcwXijZmLqU/jZ2No33qtpKQEJiYmmDx5stEODfWGMYIl8GA2HRUVhWnTpuG5557DmTNnkJSUhMLCQly9erXXHwR0SROTy+XYsWMH6urqYGpqiv3792PNmjUAHqwe/fTTT1x6VWxsLMRisd6vjxgNBczhSJc2Y5988gkyMzO5I+uJiYk4fvz4AI6691QqVbfLrxqNBjdv3oRMJkNKSgocHR0hlUoRGBhoUMNipVKJjIwMjBs3Do6Ojj1eq1AoUF5ejtbWVm5f0JAOJGwajq2t7YB8yGEYBnfu3IFarca4ceO4lI7+mlkDxtszbWtrw5YtW+Dt7Y3XXnutw+9ErVbr9dy6pInduXMHPB4Pbm5uKC4uxsyZM/H777/D1tZ2xG+3DGIUMIcjXdqM+fv74/XXX8fcuXOhUqng6OjI9WQcjtjlS5lMhlOnTsHc3BzBwcGQSqVwdnbW+XW3tLQgIyMDkydP7nXQffjUpkAg4IoJ6DqLYRs/29vbw8XFpVf3NwaGYfD777/D1NQU7u7uHf7dtM2sx4wZo1cua3fY9nA+Pj4GLQO3tbUhMjIS06dPx6uvvmq0MepzJmH69OmIj4+Hm5sbBczBi9p7DUe6tBnrqk7lcMXj8eDp6Yn9+/fjl19+QWxsLExNTREVFYWlS5fi/fffx507d7psDQYAjY2NkMvl8PDw0GuGyufz4eDgAG9vb8yePRuPPfYY1+IqOzubCzRdaWtrw82bN+Hk5DQgwZJtfD1q1KhOwRIAzM3NMX78eMycORO+vr4wNzfH3bt3cePGDdy5cwc1NTXd/vvqIj8/HzU1NUYJlps3b4ZYLDZqsAQeFG5gi/w7OjqirKys2+tTU1OhVCo7nHjfv38/fHx8sHv3brS2thptbMT4qDQeGdZ4PB4mTJiA559/Hrt27YJCoUBSUhJeeeUVlJWVwc/PD1KptMObcm5uLhQKBby8vIyyF2piYoLHHnuMa3HF7gvm5ubCwsKC60DC7gsOVONnlkajQVZWFiwtLbnk+e6YmZnByckJTk5O3KEhtg6sjY0Nl47Tm6CXl5eH+vp6g0/jssFyxowZeOWVV/QKlt2libXH4/G6ff6SkhJs2LABR48e5V7TO++8A0dHRyiVSmzduhWHDx/GgQMHej1G0j8oYA5xhtSpHGnYGrJRUVGIiopCbW0tTp8+jQ8//BC3b9/GwoUL4eLign/+8584d+6cUQ8OtR+Dra0tbG1tO6Q83Lx5E2ZmZhAIBCgpKYGHh8eA/I7YPVOBQKC18XVP2hdEYOvAlpeXc7VuteVDPuzevXtGOY2rVCqxefNmzJo1Cy+//LLeM8vuWgE6ODigpKSEW5Lt6gNOXV0dgoKCcPDgwQ7dR9jZ6SOPPIJNmzbhvffe02uMpH/QkuwQ177NmFKpRFxcHKRSaYdrpFIpjh49CgCIj4/H4sWLh+3+ZW/Y2Nhg7dq1+OGHH3Djxg1YW1vjgw8+gLW1NQ4ePIjz58/36RIZj8eDlZUVJk+ejNmzZ8PV1RWFhYUwMTHBvXv3kJ+fj6ampj67/8PUajXkcjns7Oz0CpYP4/F4EAgE8PDwwJw5czBx4kQ0NzcjPT0dN2/eRGFhIVpaWrjrjVnBSalUYtOmTXjiiScMCpY9af//1tGjR7X2gFUqlVi5ciXCw8M77VWWlJQAePDaT5w4AS8vrz4ZJzEOOvQzDBhSp5I8cOzYMXz++ec4ceIELC0t8Z///AcJCQm4cuUKpk2bBqlUCj8/vz5r3cX20mSXgdn2XeXl5Whra+NO3FpaWvbJmz+bOuPk5ARnZ2ejP//DmpubuVxWjUaDxx57DM3NzWAYBlOnTjXoNSqVSmzcuBFz587FSy+91KcfDnVJE/vmm2+wadOmDsXW2fSRxYsXQ6FQgGEYiMVifPbZZ7C0tOyz8RKd0SlZ0ns95XjGxsZiz5493DJwdHQ0tmzZMhBD1RvDMDh48CB2797dKSBqNBr897//RUJCAs6fP49x48ZBIpEgMDBQa1s2fbC9NL29vbUGZJVKxRWIb2xsNHr7rra2Nsjlcp1SZ/pCa2srbt26hYaGBpiZmfWqAP7DlEolIiIi8Kc//Ql79uyhlRSiLwqYpHd0yfGMjY1FWloajhw5MoAj7R8MwyA7OxsJCQlITk6GlZUVJBIJJBIJHBwc9Hpzrq6uxu3bt3XupckeqikvL0ddXZ3eh2pYA33AiO1Yo1arMWXKFGg0GlRWVkKhUKCurk7nIurAg8AbERGB+fPnIyYmhoIlMYTWPx469EO6lJqaCpFIxC3fhoaGjugSfTweD15eXvDy8sKBAweQl5cHmUyGjRs3Qq1WIygoCBKJBJMmTdLpzbqiogJ3796Fr6+vzr082x+qYYuMKxQK5OTkwNLSEvb29rCzs9Opxm5rayvkcrleeabGwBZFYBiG60jTvnn0w6/v0Ucf5U4UP/z62GC5YMECvPjiixQsSZ+ggEm6pC3H88aNG52uY/f63N3d8eGHH3YqHzcc8Xg8TJo0CTExMXjxxRdRWlqKEydOICYmBlVVVfD394dUKsXUqVO1zozYxsu+vr56N542MTGBUCiEUCgEwzCor69HeXk58vLy8Mgjj3CVeLQ9f0tLC+RyOdzd3SEUCvW6vyHY4hImJiZd1sZ9+PWxJ4r/+OMPmJmZobGxERMmTICDgwPCw8OxcOFCvPDCCxQsSZ+hU7LEIBKJBPn5+cjMzISfnx8iIiIGekj9jsfjwcnJCTt27MDZs2dx7tw5uLu749ChQ5g3bx7279+PGzducIUKvvzyS2RnZxsULLWNwdraGiKRCHPmzIG7uzva2tqQkZGBtLQ0FBQUoLm5GcCDAzdyuRxTpkwZsGDZVQWhrjx8otjT0xP37t1DWFgYxGIxGIZBcHAwBUvSp2gPk3RJl7J77anVagiFQtTW1vbbGAe7xsZGnDt3DjKZDOnp6XB2dkZ1dTUSExP7LVi1733Z2toKpVIJd3d3ODo69nuAYRgGt27dwqhRoyASiQy6P3v6e86cORg7diySkpJQVFSEqKgobN++3YijJiMQHfohvaNSqeDu7o4LFy5g7NixePzxx/Htt992OB7PJm0DQGJiIg4fPozr168P1JAHLYZh8NZbb+HHH3/ElClT8Msvv0AsFkMikWDJkiWwsLDo8zE0NDQgMzMTjo6OqK+vR3Nzs0EnUnuLPTRljK4rLS0tWL9+PZ566ins2rWLe67GxkYUFRXBw8Oj18+pS+cR4ME+sre3NwBg/PjxOHnyJIAH1YlCQ0NRWVmJmTNn4tixY0ZbQSD9jgIm6b2ecjxffvllnDx5Enw+H0KhEJ9++immTJmi03Nv3rwZp06dgr29PbKysjp9n2EY7Nq1C8nJybCwsEBsbCxmzJhh7JfYL/bv34/S0lL84x//gKmpKdRqNa5duwaZTIYLFy5g8uTJCA4ORkBAANfqyZjq6+uRlZUFb29vLs9PrVZzBeLr6+tha2vL9b40dr9LtjathYVFhzqq+mhpacG6deuwbNkyPPfcc0YL9Lp0HgEAS0tLNDQ0dHo8JCQEq1atQmhoKLZv347p06djx44dRhkb6XcUMMngcuXKFVhaWiI8PFxrwExOTsbHH3+M5ORk3LhxA7t27dJ66GgouHnzJsRisdZAxJajS0hIQEpKCoRCISQSCYKCgmBvb29wQGDzPH18fLqcyWo0GlRXV0OhUKC6uhpWVlbciXKtgaQAAA24SURBVFtDWmqxz92b2rTdYYNlQEAAdu7cadRZsa6dR7QFTIZhMGbMGJSWloLP53faziBDDgVMMvjk5+cjODhYa8Dctm0bFi5ciLCwMAAd39CGK4ZhkJubC5lMhpMnT8LU1BRBQUFYvnw5xo0b1+sAUVNTg//9738653myY6irq0N5eTkqKythbm7OnbjtbeNojUaD3377DdbW1pg4cWKvfvZhzc3NWLduHYKDg/Hss88afQnZ1tYWNTU1AB78GwgEAu7r9vh8PsRiMfh8Pvbt24cVK1agoqICc+bMQW5uLoAHPTwDAgK0/l2TIYHyMMnQ0lXrsuEcMNlGw3v37sVLL72E4uJiJCYmIjo6GnV1dQgICIBEIoGnp2ePAaOqqgo5OTkQi8W9avLM4/FgY2MDGxsbuLm5oaGhAQqFAunp6b1qHM0GS1tbW4Nr0zY3N2Pt2rWQSqV45pln9A6Wxug88scff2Ds2LG4d+8eFi9eDG9v7z5ZRieDDwVMQgYpHo+HsWPHIjo6GtHR0aisrMTJkyfx5ptvorCwEEuXLoVEIsGMGTM6LfW2L4pg6METS0tLWFpacsXTFQoFsrKyoNFoMGbMGNjb22stKZiZmQmhUIjx48cbdP/m5maEhYVhxYoV2LFjh0EzS2N0HmHLQE6aNAkLFy5Eeno6Vq9ejZqaGqhUKvD5fK1dg8jQR3mYZNDSpXXZSGJnZ4dNmzbh5MmTuHLlCh5//HF88sknmDt3LmJiYnDlyhWoVCocO3YMn3zyiVHzPFmjR4/G+PHjMWvWLIjFYowaNQp37tzB9evXkZubi7q6Oq6Qu52d3aAKlj3RpfNIdXU118GmoqICP//8M1csftGiRYiPj+/258nQRnuYZEB1t4d5+vRpHDlyhDv089xzzyE1NXUARjm4tba24sKFC0hMTMT58+dhZmaG1157DcHBwb1aijWESqVCZWUlysrKUFFRAWtra0yaNAm2trZ6n7htampCWFgYVq9ejW3btvV52osunUd++eUXbNu2DSYmJtBoNHj++ecRGRkJ4EEfz9DQUFRVVcHX1xfffPONziUPyaBDh37I4BIWFobLly+joqICDg4OeOONN9DW1gYA2L59OxiGQXR0NFJSUmBhYYGvvvoKs2bNGuBRD16xsbE4duwYYmJikJKSgkuXLsHd3R3Lly/HU0891ScNsdtTq9XIyMiAvb09zM3NUV5ejtraWlhbW3MF4nU9cdvU1ITQ0FD85S9/wdatW6mCD+lvFDDJyNJTnufly5exfPly7vTmqlWrcODAgf4eplGcOXMGH3/8MeLj47nUEY1Gg/T0dCQkJODs2bNwcHCAVCpFYGCg0Yuts82nH+6nyTAMamtruRO3FhYWXAH1rk7cNjY2IjQ0FGvWrEFUVBQFSzIQKGCSkaWnPM/Lly/jvffew6lTpwZgdMbF7qt1tQTIFjuXyWQ4deoUzM3NERwcDKlUCmdnZ4OCkkqlglwux9ixY7s9wdy+gHpFRQXMzMy4E7fsuBsbG7FmzRqEhYVhy5YtFCzJQKGASUae7vZIh1PA7A2GYVBQUIDExEQkJSWhpaUFgYGBkEgkcHNz61WQYoOli4tLr5tPNzU1QaFQ4O7du3j11VexePFipKWlITw8HJGRkRQsyUCigElGnp4C5urVq+Hi4gJnZ2e89957HerkjgQMw0ChUCApKQknTpxAaWkp/Pz8IJVK4ePj0+2Bnba2NsjlcowfPx4ODg4GjSMnJwe7d+9GRUUFzM3NERgYiJUrV8LHx4cCJxkIWv/oKK2EjFgzZszAH3/8gYyMDOzcuRMrVqwY6CH1Ox6PB3t7e0RFReH06dO4ePEipk+fjg8//BBPPvkk9u7di59//plrTcZSKpWQy+VcP0pDNDQ0YPfu3Vi/fj0yMzO5AvVvv/02CgoK9HrOqqoq+Pn5wc3NDX5+fqiuru50zaVLlyAWi7n/zM3NceLECQDAxo0bMXHiRO57crncoNdIhgeaYZJhrbsZ5sNcXV2RlpZm9AMxQ1VLSwvOnz+PhIQEpKWlYfbs2ZBKpZgyZQrCwsIQGxsLkUhk0D0aGhqwZs0ahIeHY9OmTUYaue6F1FlVVVUQiUQoKiqChYUFNm7ciODgYDz99NNGGxMZUmiGSUh7paWlYD8wpqamQqPRwM7OboBHNXiYm5tDIpEgNjYW6enpWLduHZKSkvDkk09i/PjxyMrKQmNjo97P39DQgJCQEERERBg1WAJAUlIS18w8IiKCmzl2JT4+HgEBAf3SZo0MXVQajwxb7fM8XVxcOuV5xsfH49NPPwWfz8fo0aMRFxdH+2VdMDMzg5eXF7Kzs/HNN99AKBQiISEB7777LsaNG4fg4GAEBgbq3BS7vr4eISEh2Lx5MxfYjKmsrIw7sevo6IiysrJur4+Li8MLL7zQ4bH9+/fjzTffxJIlS3Do0CEqQkBoSZYQfRUWFiI8PBxlZWXg8XjYunUrdu3a1eGa4dTTc+3atdi8eTOWLl3KPcY2hU5ISEBycjKsrKy4dBUHBwetH0DYYBkZGYnw8HC9x9NdIfWIiIgOnUYEAoHWfUzgQRN0Hx8fFBcXc7mhJSUlcHR0hFKpxNatWzF58uQhm6NL9KL9kzPDMN39RwjpQnFxMfPrr78yDMMwdXV1jJubG5Odnd3hmtOnTzPLli1jNBoNc+3aNeaJJ54YiKEahUql6vb7Go2GuXv3LvPuu+8y8+fPZ5588knm4MGDTGZmJtPQ0MA0NjYypaWlzIIFC5ivv/66T8fq7u7OFBcXMwzz4Pfk7u7e5bUfffQRExUV1eX3L126xAQFBRl9jGRQ0xoTaQ+TED05OTlxs0UrKyt4enri/v37Ha5JSkpCeHg4eDwe5syZg5qaGpSUlAzEcA3WU1k7Ho+HSZMmISYmBj/99BMSEhIgFAoRExODhQsX4sCBAwgODkZUVBQ2bNjQp2PVpZA667vvvuN6rrLY3xHDMDhx4gS8vLz6brBkyKCASYgR5OfnIz09HbNnz+7weFc9PYc7Ho8HR0dHbN++HWfPnsW5c+fg4OCAJUuWYP369X1+/3379uH8+fNwc3PDjz/+iH379gEA0tLSsGXLFu66/Px8FBYW4s9//nOHn1+3bh28vb3h7e2NiooKvPrqq30+ZjL40aEfQgzU0NCA1atX46OPPoK1tfVAD2dQEggE2LNnT7/dz87ODhcuXOj0+KxZs/D5559zX7u6umr9AHPx4sU+HR8ZmmiGSYgB2trasHr1aqxbtw6rVq3q9H3q6UnI8EEBkxA9MQyDyMhIeHp6dkpJYEmlUnz99ddgGAbXr1+HjY1NtwXKCSGDF6WVEKKnq1evYv78+fD29uZqrrYv50Y9PQkZsqj4OiFDiS55nsOppychg4jWgEmHfggZpPh8Pt5//33MmDED9fX1mDlzJvz8/DB16tQO182fP3/EtSgjZCDQHiYhg5QueZ7D3Q8//IBp06bBxMQEaWlpXV6XkpICDw8PiEQiHDp0iHs8Ly8Ps2fPhkgkwpo1a6BUKvtj2GSYooBJyBDQVZ4nAFy7dg3Tp09HQEAAsrOzB2B0fcfLywsymQwLFizo8hq1Wo1nn30WZ86cwa1bt/Ddd9/h1q1bAIC9e/di9+7dyM3NhUAgwBdffNFfQyfDEAVMQga57vI8h3tPT09PT3h4eHR7TWpqKkQiESZNmoRRo0YhNDQUSUlJYBgGFy9e5Fp06dK1hJDuUMAkZBDrKc/T2toalpaWAIDAwEC0tbWhoqKiv4c5oLqqplRZWQlbW1vw+fwOjxOiLzr0Q8ggpUueZ2lpKdcVZKj29Oyu60h3NWAJ6W8UMAkZpH7++WccO3YM3t7eEIvFADrneQ6Hnp4//vijQT/fVTUlOzs71NTUQKVSgc/nU5UlYjAKmIQMUvPmzUMPedKIjo5GdHS03vdoaWnBggUL0NraCpVKhaeffhpvvPFGh2taW1sRHh6OX3/9FXZ2djh+/DhcXV31vqexPf7448jJyUFeXh7Gjh2LuLg4fPvtt+DxeFi0aBHi4+MRGhraY9cSQnpCe5iEjGCPPPIILl68iIyMDMjlcqSkpOD69esdrvniiy8gEAiQm5uL3bt3Y+/evf02vsTERLi4uODatWsICgqCv78/AKC4uBiBgYEAHuSrHjlyBP7+/vD09ERISAimTZsGADh8+DA++OADiEQiVFZWIjIyst/GToYfqvRDCAEANDU1Yd68efj00087pK/4+/vj9ddfx9y5c6FSqeDo6AiFQjHkln4J6QWtf9w0wyRkhFOr1RCLxbC3t4efn1+3PT35fD5sbGxQWVk5EEMlZEBRwCRkhDM1NYVcLkdRURFSU1ORlZU10EMiZFCigEkIAQDY2tpi0aJFSElJ6fB4+1OoKpUKtbW1Qy51hRBjoIBJyAimUChQU1MDAGhubsb58+cxZcqUDtdIpVIcPXoUABAfH4/FixfT/iUZkSithJARrKSkBBEREVCr1dBoNAgJCUFwcDAOHDiAWbNmQSqVIjIyEhs2bIBIJIJQKERcXNxAD5uQAUGnZAkhhJCO6JQsIYQQoi8KmIQQQogOKGASQgghOqCASQghhOiAAiYhhBCig57SSijZihBCCAHNMAkhhBCdUMAkhBBCdEABkxBCCNEBBUxCCCFEBxQwCSGEEB1QwCSEEEJ08H/MOYi/uaDz6QAAAABJRU5ErkJggg==\n", + "image/png": 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", "text/plain": [ "
" ] diff --git a/tutorials/tutorial1/tutorial-1-ffd.py b/tutorials/tutorial1/tutorial-1-ffd.py index 777b8ed1..18f26194 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.py +++ b/tutorials/tutorial1/tutorial-1-ffd.py @@ -1,26 +1,26 @@ # Tutorial 1: Free Form Deformation on Spherical Mesh import sys - +import platform print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") +print(f"System: {platform.system()} {platform.release()}") try: import pygem - print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") import subprocess # Installing from local source. It can be replaced with github installation once pushed and merged. - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[dev]"]) + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) import pygem print(f"PyGeM version: {pygem.__version__}") import numpy as np -np.random.seed(1) +np.random.seed(42) import numpy as np From fc52219db9bd753971e7ed020d2a80b884cd463c Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Tue, 11 Nov 2025 12:11:52 +0100 Subject: [PATCH 04/50] updated tutorial3 # Conflicts: # pyproject.toml --- pyproject.toml | 83 ++++++++++++++++++++++++ tutorials/tutorial1/tutorial-1-ffd.py | 2 - tutorials/tutorial2/tutorial-2-iges.py | 38 ++++++----- tutorials/tutorial3/tutorial-3-rbf.ipynb | 35 ++++++++-- tutorials/tutorial3/tutorial-3-rbf.py | 43 ++++++------ 5 files changed, 155 insertions(+), 46 deletions(-) diff --git a/pyproject.toml b/pyproject.toml index e69de29b..8e34db03 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -0,0 +1,83 @@ +[build-system] +requires = ["setuptools>=45", "wheel"] +build-backend = "setuptools.build_meta" + +[project] +name = "pygem" +dynamic = ["version"] +description = "Python Geometrical Morphing" +readme = {file = "README.md", content-type = "text/markdown"} +keywords = ["dimension_reduction", "mathematics", "ffd", "morphing", "iges", "stl", "vtk", "openfoam"] +authors = [ + {name = "Marco Tezzele", email = "marcotez@gmail.com"}, + {name = "Nicola Demo", email = "demo.nicola@gmail.com"}, + {name = "Andrea Mola", email = "amola@sissa.it"} +] +license = {text = "MIT"} +classifiers = [ + "Development Status :: 5 - Production/Stable", + "License :: OSI Approved :: MIT License", + "Programming Language :: Python :: 3", + "Programming Language :: Python :: 3.9", + "Programming Language :: Python :: 3.10", + "Programming Language :: Python :: 3.11", + "Programming Language :: Python :: 3.12", + "Intended Audience :: Science/Research", + "Topic :: Scientific/Engineering :: Mathematics" +] +requires-python = ">=3.9" +dependencies = [ + "future", + "numpy>=1.21.0", + "scipy>=1.7.0", + "matplotlib>=3.5.0" +] + +[project.urls] +Homepage = "https://github.com/mathLab/PyGeM" +Documentation = "http://mathlab.github.io/PyGeM/" +Repository = "https://github.com/mathLab/PyGeM" +"Bug Reports" = "https://github.com/mathLab/PyGeM/issues" + +[project.optional-dependencies] +docs = [ + "Sphinx>=5.0.0", + "sphinx_rtd_theme>=1.0.0" +] +test = [ + "pytest>=6.0.0", + "pytest-cov>=3.0.0" +] +tut = [ + "jupyter", + "notebook", + "ipywidgets", + "nbconvert", +] +dev = [ + "Sphinx>=5.0.0", + "sphinx_rtd_theme>=1.0.0", + "pytest>=6.0.0", + "pytest-cov>=3.0.0", + "jupyter", + "notebook", + "ipywidgets", + "nbconvert", + "black>=23.0.0", + "pylint>=3.0.0" +] + +[tool.setuptools] +include-package-data = true + +[tool.setuptools.packages.find] +where = ["."] +include = ["pygem*"] +exclude = ["tests*", "docs*", "tutorials*"] + +[tool.setuptools.dynamic] +version = { attr = "pygem.meta.__version__" } + +[tool.black] +line-length = 88 +target-version = ['py39'] diff --git a/tutorials/tutorial1/tutorial-1-ffd.py b/tutorials/tutorial1/tutorial-1-ffd.py index 18f26194..9c652a25 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.py +++ b/tutorials/tutorial1/tutorial-1-ffd.py @@ -22,8 +22,6 @@ np.random.seed(42) - -import numpy as np import mpl_toolkits.mplot3d import matplotlib.pyplot as plt diff --git a/tutorials/tutorial2/tutorial-2-iges.py b/tutorials/tutorial2/tutorial-2-iges.py index 8d60d0c6..5e039029 100644 --- a/tutorials/tutorial2/tutorial-2-iges.py +++ b/tutorials/tutorial2/tutorial-2-iges.py @@ -5,13 +5,29 @@ # ## Tutorial 2: Free Form Deformation on a cylinder in CAD file format +import sys +import platform +print(f"Python Version: {sys.version}") +print(f"Platform: {sys.platform}") +print(f"System: {platform.system()} {platform.release()}") + +try: + import pygem + print(f"PyGeM version: {pygem.__version__}") +except ImportError: + print(f"PyGeM not found. Installing...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + import pygem + print(f"PyGeM version: {pygem.__version__}") + +import numpy as np +np.random.seed(42) + # In this tutorial we show again an application of _free form deformation_ method, now to a CAD file. These files, that are often adopted to model complex geometries, require an additional pre- and post-processing of the surfaces to perform the deformation. # # The **CAD** submodule of **PyGeM** takes care of the deformation to all CAD files (.step, .iges, etc.), so first of all we import from the submodule the `FFD` class. -# In[1]: - - from pygem.cad import FFD @@ -19,19 +35,13 @@ # # The `FFD` class in the **CAD** module shares the same interface with the original `FFD` class (for discrete geometries). We can simply parse a parameter file to set everything like we want (remember you can do the same directly setting the object attributes). -# In[2]: - - ffd = FFD() -ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_iges.prm") +ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_iges.prm') print(ffd) # Almost already completed! We now specify the input file (the one which contains the shape to deform) and the output file: these are the two input argument to pass to the object in order to perform the deformation. -# In[3]: - - input_cad_file_name = "../tests/test_datasets/test_pipe.iges" modified_cad_file_name = "test_pipe_deformed.iges" ffd(input_cad_file_name, modified_cad_file_name) @@ -39,9 +49,5 @@ # The output file is created and the deformed shape is stored into it. We skip any visual check because of the **CAD** format file, so as final proof we simply show the differences, lines by lines, between the input and the output. Even if we can't be sure about the correctness of the results, in this way we ensure the outcome is different from the original inpuit. -# In[4]: - - -get_ipython().system( - "diff -y ../tests/test_datasets/test_pipe.iges test_pipe_deformed.iges" -) +import subprocess +subprocess.run(["diff", "-y", "../tests/test_datasets/test_pipe.iges", "test_pipe_deformed.iges"]) \ No newline at end of file diff --git a/tutorials/tutorial3/tutorial-3-rbf.ipynb b/tutorials/tutorial3/tutorial-3-rbf.ipynb index 82b99a58..f52018db 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.ipynb +++ b/tutorials/tutorial3/tutorial-3-rbf.ipynb @@ -19,14 +19,35 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "%matplotlib inline\n", - "from pygem import RBF\n", + "# Standard header for all tutorials\n", + "import sys\n", + "import platform\n", + "print(f\"Python Version: {sys.version}\")\n", + "print(f\"Platform: {sys.platform}\")\n", + "print(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "try:\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "except ImportError:\n", + " print(f\"PyGeM not found. Installing...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", "import numpy as np\n", - "import matplotlib.pyplot as plt" + "np.random.seed(42)\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Set matplotlib for notebook\n", + "get_ipython().run_line_magic('matplotlib', 'inline')\n", + "\n", + "from pygem import RBF" ] }, { @@ -153,7 +174,7 @@ "outputs": [ { "data": { - "image/png": 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S0iSNjYJ9+zTy80c3mbhcLgzDoLS0FJfLRTgMra3g8URxOHz4/f4EMnY4HCMKeO+GjA9FEvdejB/JIuOPChmnSPcDwrsxNMSgaRqBQIAtW7Zg2zYVFRUTKqq1tqqcbewtPB6TlpaJX7imCWvWaOzerWy6NTUu8vN9FBbCM89o5OfbfPrTFnv2DLBhg5IfnXFGlGuuAZfLMeLYhpNuR4fgjTd0pk6V9PWp4l1Dg8DnU5F0evrB57rdxPO6ybBnj8bPfubAslT64bTTVCHwsMMs0tIctLcL0tMlnZ2Cj388kTTHwqZNGg895CQ/30bXJb/5jYP0dMnHP56YnjjrrBDz59cyb17aBD/d2Geiji0SUWkJKdXPRNQdsZxuXZ1g1Son/f0C2/Zw6aVuzj470co9NE3R1tb2rsn4X6FDnojxY2g6LRqN0tfXR1FR0UfC+JEi3fcZ78XQIKWku7ubyspKQqEQixcvJmu0MC8J5s2TPP+8Ik/lIHMyf/7El88//7nGmjUa6emwZ4/A7dY58kgVkaWnS95+uw/b3snnPpfLZZflEg4HEcLH3r1+IpEIhmEMaTTjZe9eg0DAwO0WFBRIbDv2WUiysiS5uZKGBo2GBpWymIjCYdMmjZ//3MH69TqTJ0uOPlqR4erVDj75SRdLl8Jdd4V54gkH3d2CT3/a5NxzzXG2ehAbNuh4PDKe483OtnnjDT2BdGFsR5ppqpuJpqkbx/Da12WXRXnoISfd3aoP8WGH2ROyQMdI98EHnQSDgkmTJNGo5De/cTJ3bogZMw6ea6fTidPpHNFXI0bGgUCA9vZ2/H4/0Wg04dzFfpxO5/tq/hiNjIPBIF1dXRQUFIxr/IgFNWNZ2v/dSJHu+4RYcay/v5+0tLRDMjRIKens7KS6uhqPx0N5eTmtra0JhBsKwZ//rHHggGDGDMl559kjFAfHHSdpaLB55hkNKWHJkm7OPXdi49MHBmDtWo0pUxRhFxdLDhwQ9PXpeL391NeHmDcvzJIlS3A6nYPSokTXQjQaHRzd4+enP5Vs3eoBbH77Wx+f/3wXc+calJdPorLSTU4OZGRIjjvO5PLLo0ybJsfN29bUCO6914nHozqeNTVpbNkCy5ZZaBoEAuryLiuT3HFHZMxtNTUppUU4LFixQk28AKVkGPodD4cFWVkjCXE00vX5VCFv3z4dIWDhQovbboswVC59/PEWhYVh9uzRyMyUHHOMhdM55u4CinRtW1BfrzFlitonhwOEkLS3a8yYkTw9MRQxMu7uzmXPHp20NHXjcjqj8ci4o6OD2tpaotEowWCQyspKvF5vQmT8fkabpmmO2sd5qNYY4IUXXmDbtm3ce++979v+vFekSPdfjKEaW9M02blzJ8uXL58w2ba1tVFTU0NGRgbz588nLS2NQCBAc3Nz/Hm2Dd/+ts6mTQKvF9avF+zdK1i1ykqIooRQTrLzz1fFr82bG3E6pyZ977o6RWLp6bBo0UiymzJFUlNj0dyseh0sWpTHJZeAyzV6h60tW1w89FAGTU2CQABWrBhA06LYdgZr1niYM6eJCy6o5K9/9dLQ4GbBgiif+pSfoiIlkbKssV1clZUatg3Z2aovRCAgaWgQzJun5G+5ueMnby3rYArB45G4XLB+vc7110dYssTmtNNMXntNp65OQwj1PuefPzJSHu4Oi+Gppwz27tUpLbUHPxOdv//d4DOfSdzG7Nk2s2cfgrh4EA6HItyuLkF+viQaVUaUwsKJb2vzZo1Vq1zYttIrP/uszX33QXZ2NtnD7H8bNmxg0qRJ+Hw+Ojs7qaurS1jVDJW3OZ3OfwkZjxVdDw9k+vr6Dmk1+O9AinT/RUg2DscwjLhtdyzYtk1zczP19fXk5OSwePHihCbcuq4nqBdaWmDrVsGUKYpYc3LgnXcETU0wZcrI7Q9N0Q2NyGL5w23bBD/6kY5tq98XLLC55Rab446zeeUVDYcjQFdXmGXLJKed1sIRRxzOjBmSYea2+DZbWgRVVYL773eRk6Nsu/X1gh07XCxcGCUjQ6Ory8OUKVOYMgUWLx6qVTVG9DdwODxs3VpMdXUWkyYZfOYzgsJCdYOwbdU0ffZsm23blN04GBRcc00Q0xw70otE4DvfcfLPfxp0dAgKCyUnnGDicEjWrNFZskTZoe+/P8yWLUpNsWiRTUFB8jH04bBIUHYA1NRoeL0HDSUej6Su7tC0tW1tgnXrdKSEFSssiosT3//LX46wapWTlhaBbQsuvTSSkFoYD4884sDrjU38kFRXa7z9tp4gq4tBCEFWVtYIYjNNMx4Zd3V1UV9fTyQSQdf1pGmKQyHjWKQ7EfT19Y24UfynIUW67xGjGRomAsuyaGxspLGxkcLCQpYuXYozybpyqHphLIx3HccMEpqm85e/aDz2mIZpqvE4CxaoL52UsGOHxo4dFp/+dC3BYJj29kJOPTWT886LUlMTYN680ac/PP20zsaNBo2NgtpaFX1lZEg8HkFTk8H8+apP7rJl4xsHTBOqqgTPPCPZskWQmRli374I69aFuOaaajIyXEydWkFVlReHQ6esTPK1r4VZutTGtm22bx/781izxmDjRjViyO9XFuYdO3RmzUpcMWRnk5SAYujrgx/8wMvOnWnk57u58soIRx2lztesWTbbtjnIyrKREgIBwcyZ4y/7Y2hqEnzpSy76+5Xs78knDR54IJzQbKisTPLQQ2Ha2lRvignUWBPg84mEG6gQksHpSCMw+qrGyZ/+lI5lwSc/abJypZLkDSfjhoYGwuEwuq4nyNq8Xu+oZHyopFtWVjah5/67kCLdd4nxDA1jwTRN6uvraW5uZtKkSSxbtmxExdiyVMSk2igm6nQnTYIlSyQbNqhoLxBQv5eUjP2+MdJdv97gZz/TKSqSaJrklVdU4UrpcyXBYICNG/fzsY95uO22afF9M83k0yd27hQ89ZSTlhaN7m7B0UdbSKnxzjtQV6emTJSV2TQ0QFubg+OOs/jc58YukgUC8M1vuti1S2P/fo38fMmJJzqYPBkaGrLwerOZNcvP178+wPr1ffT0RCgu7kHTouzdq6YKR6PRuG01EhGEw8Q1xaCib5dL5ZKbm5WbrrVVUFiocfHFY+eAY+jsFHz1q06qqmymTRsgM1Py//6fk5KSMFOnSs47z6SmRmPLFrU8Pu44i9NPnzjp/uUvBoHAQUdeW5vgf//XwZe/HEk4F273xLu+DcfKlSbPPOOgsFCRrcOhnHsTxbZtGnff7SItTRUJv/c9J5oW4YQTlJFitMh4aG+KxsbGBDIeGhlHo9EJj19KRbofQUzU0JAMkUiEuro62tvbKS0tZcWKFSNyVX4/fO97Om++qeHxSG6+2eLkkxPJTtPgjjssnn5aub9mzpSce649bivEmKPsnXcEDoeMF2uKi6GyEkpL++joCKLrXs48cw6lpYmXhxAiHnEHAioH3NYGv/61hsdj090t2LNHY9IkSXm5zbRpyq2WkaFyvw891E5JSSfTp1ck3T+/X9l1OzsF1dWC7ds1SkslDQ1KsrZrl84RR1hIKXA4DjYonzw5toWp8XHv/f39mKbJ/v37eeONNF54oQQhDCoqbG68MURJiYeZMzVWrzbIy4PDD7fZvVtjzhyLW26JMn/++KTT3i744hddrF+vo+s2LS2ZnHKKWi00NmpMnWrh8cA3vhGho0OpF/LyZNIVSXW1oKNDUFQkmTbt4Ln2+URCesjhkPh84+5aAvbv13jkEYP+fsEJJ1h85jMmQy+7Sy5R1/Ibbxjk50uuuiqSsA8xjJYqe/llHcMg3v3NsiT//KfOCSeMfnMxDIPMzMwElYFlQX+/hab5CQQOkvHAwACGYdDT05PQm8Ltdo/Yn/7+/hTpflRwqIaGoQiFQtTW1tLd3c3UqVNHHWEO8JOf6Lz+ukZJiSQcVh3Akk1icLngoovGJ4bGRnj8cZ22NsjKKqaiwqaggEHLqtIOp6cH8XiC+HwGM2cWcuWVJFUOxHS2zc1wyy0G3d2C1lYwDMlJJykFQXW1ZP9+jenTbebPtzj6aMmxx9rMmmXjckXp7R253WiU+Ey01lYlUXvtNdWpTNMkkyfbHDig0doKdXUaZWVqe8mg62rcu8fjYceOHrZsWczTTxvMnm2Snh6lsVHyy19G+Oxn95CZGWHBgmls2FCAYeh87GMWd95pkpU1MdPAc8+pfg45OZJw2MY01ay3KVMkmZkHj1OIsW3Lzz2n84c/OAZdg0pCFpOknXCCxauv6nGi9fsFK1cevAbHQ2Oj4CtfcSGlsio/8oiDSEQ5/WJwOODKK02uvHJsKd1oBS2XSxFmDKYpkub7x8I776hins8HBQXpfOtb4Xheev/+/eTn5+NwOPD7/fT29tLU1EQoFIo3pHe5XGzevJne3l4yMjIO7c0/YKRIdwy8F0MDKKtuKBRiy5YtlJeXM2vWrHFTEBs2qIKOpqmmM93dSplQXDzx/W5rUyTm9Uq+8x2DcFjla9evz+EXv3Bw4402a9fC3r0RIpEwubkOfvazdKZN0xnLBtvYKHj22WI2bjQYGFDTHmK9HVRkJ5kyBfr7ld52+nSbiy6KEhtM0dU1MidYWyv4/vedgzlgjVNOscjPl8yYIXn9dcGMGTBpkqS/32b+fJuzzjI58URr1C91OKya4tTUaHzve7Px+x20tgo6O52cdJJGWRl0dnpYtEhFWEuXRmlu7mdgIIjD0U9VlS9uGojJoizLS11dBk6nzuGH26QN+h/8foGuw/TpNrt2CaJR6OkRXHxxdMLL8w0bNO6804VhKBtyWZnN737nYPlyi6wsVTj78pcjPPWU+qpeemmU44+3xp3JFsOWLTrB4MGbqGFIVq82Ekh3IpASBgZUPWA4zjrL5KWXdJqaVN7Z4SCpwmM09PSoVJLDoZyE3d2CO+5w8dvfhnA4iNubvV7vCEKNrWw6OjpYt24du3bt4rOf/Swej4cTTzyR++67b0L7cOWVV/Lcc89RWFjIzp07kxy/5KabbmL16tWkpaXx+OOPc8QRR0z4GIciRbpJ8F4MDaBGmFdXVxMIBHA6naMWyJIhP1+pE1QPWrUvWVkTz9U9/7zg+983EEIt1zMyJAsXqscmTYqwYUMajY01XHBBC729FeTmFrFggRi1+GJZ0Nmpikw/+5lBW1s6zc2CSEQNjywqgpoalbvVNMjKkqxaFaGsTDWNSexvcPAXVazTeOopg5wcKCqSNDXBm2/qnHmmyZw5NrW1gvZ29UX+xCcsvv71yKhk29UleOQRg4YGDa9XEgpJotEgkybZ9PXpRCJKYjZliqS4+CAhOhwOysqygCzg4J0tEong8/morQ3z/e876e0NY9tQXBzllls6KCrysGRJDs89l42UUFERobVVcN11Fp///MQcb42Ngttvd9HXJ0hLk/Fm71lZqlFQ7LyffLI1on+wbR9UoQwMwN//rrq8HX64zcknW/H0wXBnm2km7yA3FqqqBHfe6aKtzYVhzOPBB7WETm1Tpkh+8pMwL72kFB4nnGBRUTHxa7apKdbkXv2emytpbRV0d6t0i2mao0rGYiubjIwMfvjDH7Jy5UrWrVuHbdu0trZOeB8uv/xybrjhBi699NKkjz///PNUVlZSWVnJ+vXr+cIXvsD69esnvP2hSJHuEMRkXzGr5NSpUw+JbPv7+6mqqsI0zbhVd8uWLfGURDSqIjtNk5SXJx9Hc8stFl/5ikFLi9qfJUskxx8v2bhx/Pfv6IAHHjDIzlZyrvZ2BhtrSwzDJhg08fl6cTo1Tjhh+bjOoq4upQeurxd0dKgv64wZEaZMkVRWKkLMyZFMnQpnnGFSXi5ZssQataBjmoL+fsGaNTrf/75z8PNQOeCjj7bIypJ0dAiamgSGATfeGOHEEy1sW8nikp2GaFQtTR991IGUMH26ZGAAXnnFwDAgKwsKC20aGzW6ugTl5TZXXz2+083pdFJVlc/tt7viZDZ5sk1tLWzbZnDiiR1kZ1dz/vkOnn++GMPQueiiTs4804XfP7GBlps3K5JS0jdwu1UT9k98wiQ/f2zSiuVXw2H41rec1NaqtMy6dSrijKUKYhKzpiYVlds2XH/9xIqEoGR1t93mJhCAwkKTzk6N22938c4SYbgAACAASURBVMQTQYaavkpL5SFHzzGofsbqXDocyvgTa7EJxDubTQSWZcXNGtMmOtoEOP7446mtrR318b/97W9ceumlCCE46qij6O3tpaWlhUmxJh+HgBTpMlJja1kW3d3dE5aeDB1hPn369IREfkxj29ur8qDV1QIpYdkym3vvHek8mjtX8sgjUfbuFXg8SpUQu96Gu54sSxGry6WihM5O9VgsGiwogLo6yfbtIQwjgG27ufZaQUXF6McVicArrwj6+gRvvSVoaBBMnqy+rDt2CHJyXBx9tOog1ten0hiXX25y8cURNG30m9P27Rq/+EUOfX0etm51UVFhk5GhbhTt7YKuLsHs2Ta2rTFrls3SpTYrVliMdV+IRuHee528847Ovn0aaWmSjAyLwkLJpEkWNTUGgQCDulqb66+PcsYZJslSfqEQHDigzBbTp6sc8te+5qKlRaUNNmzQBxuzQySSwdSpnsHzBVdeKWloaMDv9xMK2XR1DZ0u7GHHjkL27csmP9/B+ecLiorUezocEk0TzJ5tUVmp4fOplNBXvxoZ15EWM2O8+KLOM8+oG056umTpUosXXjD43OdMXC510/nJT0I8/7wqpC1fbo3aAU3KkTe2jg51ngsLJZGIxOu1CYWguVkjM3PiCgeVhlLOSJXfP/hYSYnkiiuiPPqoIx6IfPWrkXhEPlHJ2ERTLu8GTU1NTBkigp88eTJNTU0p0j1UJDM0xDocDe9+lOy1XV1dVFdX43Q6Rx1hHpva8Mtf6hw4oJZLAG+9pfH005ILLxx54RYXM0IAP3SuFag82KpVOjU1SpB/1lk2555rYxgqreDx2LS3hygsjHDNNUFcrgIMo4bjjkvu1pFS5YJvv11nzx515dfVCZYuVftXVAR790JTk5uSEnUzuPBCi8WLJV5volU2BttWUWh9veAvf3FQXBzE44kSDqsl5dy5NjNmWOzYodPaKrAsuO22yIi+BsNhWfC//2vwzDMGe/ZoLF9u09IisSzJxo0ap55qMWmSZNGiZqqqKtA0+MIXIpxySvLtDgzAD3/opLlZpTLy8tSNTtfVeWho0NB1BltE2nGL8NBzE8sBD/1i2rbN00/b/P73TtzuCIFAlJdfjnDjjZUUF7uYOjWDnJwyurocFBVJ8vMlt98eiU/xGAuqKYzBD37gxDRVVBgOC95+22DevMT9y86GCy8c/XqurBT8+MdOWluVVOymm6Lk5al9iEWbqv+MjDcUys6eOMH5fPDlL7vYv1+5+srKJD/6USihW9xnP2uybJlFe7uSx5WUjLz+x0OMdN8PS3IyQn+37/NfSbrjaWxjRDnaa4eOMJ83bx7pY3S8jkW6lZWqy1XsPLlckurqiZ80XdfZs8fmwAGVPnj7bUFNjaCkRH0J/vpXjcMPl3zzm0Fuu03S3GySna0KZIsWqUrWvn2RpCaLcBh+9SvV3GbLFkFpqcrTdXfDli2C8nJFQuXlkhkzejjqqCwWL7aZOVMOfiaJF2AgoEwATzxh8MorBn6/aviyYoVOXp5k5kzJ3r0agYBylB12mM3dd6tqdTK3FyiXW329IC0NXntN549/VFX47m41pWHxYhUtdnWpXOkpp0QoK2tj8eKxxct79mg88ICD/fs1jjxSuc2amgQDAwzmcCWmadPQoPKOV1wRTWhXGUOy3gtvvungttvcRKMwaZKbI46waGvTgAymTOnH7/dz++3VrFnjpq/PZv78AUpKbBoavCPcW8OjUNu26ex0I4QixmAQdF0N5TzySHPC6oHeXrjnHhd+v5rAvGePxn33Obj//ghCKF3zzTdH+OEPnUSjGqbp5PrroyOCgrHw5JMO9uzR46+prhY8/riDm25KTPOUl8tDGpM0HKFQiLS0Q+vyNlFMnjyZhoaG+O+NjY2UjCeMHwX/VaSbjGxHaxo+nJxiifna2lqys7MnPMI8Rrpz59rs3q3j9UqkVI1TDjvsUPzxufz2t25AfQFDITjiCEXiug6aZrN+fTNLl1bz6KPTcLsnUVCgJXz5hh6XbSsrcXe3KpRs2qSRnQ1Op6C7W5KWpvKj27drNDXJ+ESJefMaOeaY5P0bAF54QefBB9WctN5ejWOPNcnLg/Z2nc2bnZx8MixYYBGNgqYJpkxRkdVY/Wd37tR46CEHlqWOfd06nVmzbKJRlVIJBtWNQ0W3FtdcE6W4OEqSInQC9uzRuPNOFeEODAhefllZX9PSJIWFKnXT1iZwOmHGDMmDD4ZGRLmg0hwvv5xGTY2DuXMNTjtNtdD8xjeUVMvtVtvZulWnpESi61q8+FNcDLEieMww4PP54lbavj6LZ54pY9++HLKzBdddF+SYY5zYtj3YeEdQUaF6L/j96sb++c9PfNTQjh0a69frxBZ2BQUqmh0YIJ6zPe00i3nzQmzb1kNOTohjjx0ppYmlmnJz5YhJ0nV1Arf7YMDh8ahc/r8avb2971t3sbPPPpuHHnqICy64gPXr15OVlfWuUgvwX0K6h2poGPpYbIR5fX09+fn5LFmyZMRE3Z4eFREaBixbJhOqwzHSvfpqmwMHlOAf4OSTbc45Z+KNrh97bApZWTbp6Vq8X0JNDcyebdHX109Pj6CszDmmBjhGulLCgw9qvPyy6kdaVwezZ0vKymR8TtrAgMplXnKJxVVXKZH/pEmwbt3I7UajqmnKvn2Cu+92D+6zipQ3bdJZudKiosJm505BS4uT4mLBz38eikfKo6G6WvD3vxv8/e8GZWU2FRVq3196SWdgQOWxp0+32bdPY2BAcNZZJldfHcXjUfs0GkxTNU//5S8d+P2quBYMqkhy3z61ejjjDJNLLomyerWBaSr1RLKGNOrcGLz8ciYZGRZ1dQb796vUiW0zaO5Qyo7GRsHhh1ssWJB8FZXMMPCd7zjZvVujuDhCOGxx330ebrppD9nZ/QhhceaZ9Tz9dDGGoZGdrXP99dGEySDjQTneDjr1WlsFbrcYoXCYOlWi6/6k29iyReO++5yDxC244YZIgm16/nyb11/X48NCAwHB/PkTc+VNpHdJDO/FjXbhhRfyyiuv0NnZyeTJk7nnnnvio4euu+46Tj/9dFavXs2MGTNIS0vjsccee1fvAx9x0n0vhgYpJbW1tfER5smsugD19XDVVWqul5RqifSrX5nxKCFGul4v/PSnFi0tqjhUVDR6r4RIBDZvFoRCqrCWmwvhsB6X/wgB+fk2muZnz54obnca55/v4OyzR3elWRb885+ZVFWlk5en8eqr+mBvV9V3YMsWwbx5ko9/3ObFF1Wl+9RTbb78ZWvMeWHRKDz4oM727RrV1Ro9PWpJ7nCoaKmlRcnLNA0+9rEw55zTwooV7qTTHywLdu/W6O0VmKbk4YddmKYq2rS1abjdJiUlkunTlfsNVC55+XKLX/86xGhBTnOz4B//UNriZctsdu7U+OMfHRiGivirqpSmuL1d4PMJzjgjynHHqf4L118/OntbFvzylwY/+pETp1Njzpww8+bZVFcrfbGUqgBlGHIwCoR7740wrKUtoJ5r2yQUDnfv1vjFL5RporLSw/z5Nm43uN0LmDu3m6amJi67TGPJkiZqa00yM/soKfGxbdvBycJerxfDSKOtzcDpVKuBodddZ6eyWPf3qz/atmDePJtkfcxjs9mGIhRStt9gEEA5HX/6UycLFoTiCozzzjOpqtL45z+VlHHlSpOLL56Y0uFQ+y682w5jf/jDH8Z8XAjBww8//K62PRwfOdJ9r4aG2Ahzv9+PlDI+wnw0/PSnOv39goIC9XtVleCPf9S45hr13kM7hGnayLHmwxEKwW236ezeraIjlwvuv99i3jw/lZU5FBbadHeHsCyb7363n4KCQpxOKCkZORo9hspKwb336rzxRuFg9VmNx5k6mCUoL1dL6bo6RbbXX2/xP/9jj1lB37dP8NxzqrPZvn2SqVN7yMhIQ8p0ensFxcVKX9zfr/SWCxfaXHHFAAMDwaSEK6Uqjq1da7B1q0ZHh8DplJx4ok1/v01zsxhMz5jMnGlzwgkme/fq5OdLLrwwOirhdnWpnrvRqPos33lHSaoyMyUZGdDfr24Kfr9qHv7tb0cmbGz4058M/vxnBw4HaJpk+3YPOTmKaJYssVi+3IqrHgoLJffdF06as960SeOxx1TUvXixxec/HyUtDb76VReaFksfqR4Hs2fbpKfLwe5rDnJzczn+eDj+eIDSEWPed+xo4Yc/LKGjw4kQOscfH+C66wJkZChZ27x5FlVVGoWFNpGIwO+XnHZa8ijUsqwRq6i+PsGBA+p8xVBcrCZ0xEjXMOCOOyLccEMk3opz+LXa3CzYtk3D6VQ30ZihZiyN7nD09vb+x1uA4SNEuu/V0BAOh6mtraWzs5MpU6aQkZHB1KlTxz3hLS1qLlYMhqHydzGMNck3ho0bBRs3CrKzlexn586DbRu7uuChh3T+538a+X//z2LnznQmTTJYtcrJ0qXjNwH5v/8TPPywshbruo1hqOXzjh2ChgZJaamSbZ12ms1NN6norqQkuYY4HIbt2zPZsUPjySc1PB6L9vYILS0OcnPdlJVF2LHDhd+v09ERRUrBtdd28oUvBPF6vdi2TX//SLH+P/+p88YbGps2GfG+tZqmimSbN2ssWaKW/8Gg6kNw883RwXz46EtU24Y1awp56SU3DQ2CI4+0KSqycbkku3cbeL2SnByYOdOmulqR2W23jZ5bNk1FfjGr7iOPOFi1SpG50wlOp/rA9uzROOssk6lTFclu2KBSIXPm2IODLxNRUyN44AEnubnK7rx1q87vfgcXXRSlp0fla6urVRHPsmDaNMkRR9j09SUfvz68W9vjjztpb1ed1LxeizffdHH44SHmzq0jEAiwfLnO1q1zqKnxomk6p58e5fTTVa545Gc6cihlMKhSEk4ng+4xlUZxOEZ+jqMFofv2adx2m2swWlapjAceCJGRcWga3Q9Dsxv4CJBuTPZlWRbvvPMOCxYsOCSyDQaD1NTU0NvbS1lZGTNnzkTTNNrb2yd0l12xwubRR3XS0tSXwrJg+fKDF5xhqP6wo+G55zS++U093tvW7ZYJnbDcbouaGh/RaDt33eVkxoyccY/trbcE69YJsrLgpZc0CgpUcxvDgP5+neJipY1MS1OEu3ix5EtfspIue2Po74dLLjHYtm0OUqquZ9OmDTBtmoeeHgcHDugce6zFihWCcNimuFhj5coAH/tYBL8/SGdnJz6fj3A4zK5du+IW22efzWPtWgdOp6S+XmlCi4rkoPRN0NwsqKgQ5OfDnXeGEj7boQgG4dlndfbv1+M26n/8Y1I8Ytq8Wcfthqwsm0WLVAogdnNcvNjipz8NJyWFYBB+/WsHGzbouFxwySVRDEP9LT1dOcdMUxGvy2WzYgXceGM0rq2OjQ8abZ/vussZ33ZJic3SpRbbtulce200PrVi9myb/n6Vbrr11vBgWuQg6ZqmMt1IqQgrVnIIhVQ03turVk0Oh05FhY1pTmLePLU0s22bJUuC1Na2Ew77cTr72LIlGO9pkJ6ejhBe9u7NoqUljWOPdSQUyoJBQUmJpKtLrRiEUOdP11X6ZyL49a/VhxWTytXXC15+2eCTnzQPKb3wYWh2Ax9i0k2msQ2Hw9i2PaGT5Pf7qampwefzMW3aNObMmZNAZkqipRxCmZlw0kl2UhnO1VfbdHQIVq9WWs5rr7U45RSZsJ3R5Geg8qFe70FrZkOD0qvm5kaJRHw0N2t88pOC0tJSsrKyxiXcf/xD4wc/UPnfUEjQ0ABnny0pLlZTZqVURDtrluT3vzcZr2Petm2C558XPPWUGoDo8Qh8PomUOn19OcycqbpimaZaap52mskFF8S2qwP5FBSoyk4gEKCqqoqSkjIefVTj1Vdd7N3rZM6cTtzuKB5PHu3tbgIBiWGoOWrRqGDJEotTTjHjmuHhkBJ+/3sHu3drOJ2SP/7RQVubE4fDZOlSSEtT+eX9+wXl5RpXXx1l2jSbTZt0XC7JscdaSQ0TUipyff11nYoKRYC//KWDww8/WCQ7cECdL59P46ijgtx+O+N+pjE88ojBzp1afApwU5OG2y1ZtEjdNO67L8ytt7oG5WDwta9FmDXr4PBGIRQRf//7TvbvVwQ8ebLNbbdFyMyEZ59VbSFjaapQSKkGhkbcmqaRkZHO/PnpwEE2tW2bQCBAa2uAO+7IpLlZwzTz+N3vbG67rYpZs9So96KidPLzXbhc6hh8PpVWmDRp4tKvvj6Bx5PYRW9gQP3/UHO671ZR8EHiQ0e6oxkaQPnoY0P1RsPAwABVVVVEIhHKy8tHHWH+zjs5/PjH6Uiptr1ggcYjj5gj8pxOJ9x9t8Wdd6ql+fAV31DSDYdh9WqN5mY4/HBl7w0GYai00Om0Wb68jT17XAiRzqc/bXDTTTbNzcm1w7YN//u/Gq++KigsVAWx3FwVxUqpNKfbtwuOPtrmzTctenrgjDPgK1+xxiWHXbsE3/mOjq5b1NTIuG8/N1cbdCpJOjrUF/p73wuzcKE16k2hqwt+//s0du4sIxzOo75eo6hIkffevUWcfHKUo4+O0NFhEwgwSMIW11zTxKc+FcDr9eLzeUfYa9ev1/j5z51s3qwxfbqkqkoQCqncdDSqsW2bxooVFgcOaMycaXPjjdG4I2vy5IPFHNtW6QwhVOEyFFKzzZ56ykAIQW+vzZIlqlBpWaoY5XIpd1VLi6CoKMCqVd1kZeWNOPbYaPi8PBnvNrZxo8aDD7oIBNTqKBRSS/SeHsHll6t01MKFNk8/HaS5Wb12aD44Fuk+/7zOW2+p3HZ+vqSxUeOZZwwuv1zJ1nJzZTxKllKZGsaKvmPQNA2v18vGjdm0tKi8tZQBdN3Fiy+6mTu3ha6uLvz+eq6+WudXv5pFW1sa5eUmd901gKZ5gIl1azv2WIsnn3RgGLFxQ8TP0UdtagR8CEnXsiyi0WjSpuFjOcl6e3uprq6e8AjzX/2qFIfDJjNTSbS2bxe8/LLGqacmj7ZGuy5ipBuNwle/qrN1q4bDIfnTnwSXX25x+uk2Tz+t4fVa9PdHAJurrtJYsMA7mCZR75dMO1xXB7fcovP22xoZGeoG0NkpWLEiltNW+dlZs1TUu3JliLPOauWEE6aNetw9PSqHvG+foKvLRtcHSE/34XROAjSCQQOPR42dOewwyRFHSD71KZt585ScKxlCIXjoISdr12o0NTnx+QwKCpRErbzcZv9+bbCY4+biixW59fYK5s8XLF6ch8/nwufzxUf4SClxuz00N+fxi1+UUlgYJSPDSW2toLNTkJenvPyhkGqP2dionFb33x8eoSGN7d+jjzrYt0+da2ViELz1lkF2NgQCktpajZwcJalbudKmt9fizTd1dF2lam67rRGvd6Qwf/NmjR/9yImUilyvuCLKySdbfOUrbpxO5SJzOtUNubBQ2WGHSukyM0lqt1Wac52f/9xJZaUWTx8tWmTS3BwLFGx0HcrLbSxL3VTOOWdkM562NsHGjSqXfuSRdkIbys2bVRN5TQPbTiMtTVBeLhIiykWL4Kyzovh8XQQCsQLewW5tLpeXt94qorXVy5w5OmefLRPUERddZBKJwNq1Bm43fP3rkXhDnUOZPpwi3fcJsXn3yRCLdGOIjTCvrq7GMAymT58+YUmJz6eTkXGQvODgkmcikBJefFHw5pvpaFougYBgxw6NyZPl4BgTye9+p/Pkkz309gZYv97L7Nku7rjDycKFI28Iyeak3XGHweuvazgc0NcnKS4+6HQrK1OEk50tuftui6Ii6Oz00dWVvKi3c6fgD3/QeO45DdOUFBX5qa420LR0zjnHy5w5gh071HEFg7BggeRvfzPjUfpQG3BMDdDTI3j4YSeVlYIdO3RMU+J02oP7r/otlJRI+voUaR9/vOqmlShRc+FyucjIyKOrS6kiLEtyxx1q1E5np8bhh/eTk9NPf7+XcNiDz2eTmSnJywvi93u59tooZ59tJs3ZRiLw298abNigM3eu6on7ox+peWNCCPLy1DI+GlXtIs8912T5coujj7bYu1eLqx7a28MIkaiti00CVvladSN4/HEH06fb+Hwqh1lXJwY1woJ586wJN42xbZs33sigsVGlNxwOiWkKtm83OPdcdY5POMHimmsi/PrXTmwbVq60uOWWRL92Y6MyccTKDs88A6tWheM23I0bFeE5HGBZNj6fQTLTl8PhICcnm5ycRNILhyPceaeDdesMdN3k2Wct1q7t5rrrmvB6D8rarrgijauuGnnspmlO2GWWIt1/A2KRrpSSjo4Oampq8Hg8zJkzB693YqPHY1i+PMCbb2ZQUKCiEMNQBaeJ4mc/0/jZz3Sk1AmFSnjtNdWrNkbgUpr4fBH279/L7beXk5vrGTNfq+s6mzdr/PCHBpYFpaVqGe5wqH2TUjnJsrPh9NNt/H4lzbn8civeYCVZtGxZ8MADGr/8pY7DIRkYsNB1E6/Xwfz5TrZs0aiqsigpsQGNSZM6OPHEbC65RE/aIrCmRvDnPzvw+eD//k9ZPydPlrz1liIWl0v19u3qUrbeUEgR+Le+FRlVD9zRIXj4YQddXarPREuL6lY2aRL092tUVuZw0kkWXq8kO9ukp0cghEkgoHH66dXMn99KR4eXQCA9PpNL13X6+uDb33by2ms6oZCKkjVNyZ1cLohGVWOf8nKbzEylN73ppoNFspi0TEp44w03muZmxgzBjBmSQAC++EUXW7aoItnevZLjj1dzwyIRlffs61NRqM+n0gt33RUeUTewbZWKaG/XKC21WbxYSQPDYZtHHsmNS7V8PjW+PTvb5swzYyYguOoqk8svV5FkMu569lkj3tUtI0Olu1av1uMEKISSgHV3CyxLTZ8ezdyRDG1tLt55x820aRIhHNg2HDiQTk5OFl6vskI3NDTEh5B6PJ4Ro3oOpZCWM1Y1+D8EHynS1XWdzs5OqqqqyMzMjI8wHwrbVjKq5mY1u2vZsuRE+qUv9aDrGlu3ZpGVJfnGN6wJT1g1Tfj5z3WyslQBxOeL0trqoqBA0txsI4SP/n6N44/XOeGEpRPa5p49LlatyiYzU+WNX35Z5fEOO0yye7f64gmhXFq33mol7Y87lHQ7O+HHP9b5xz80amoEum4hhE0gYFBaqhMIKPna1Kk2K1cqMl+5MkpPTx1z5qSNsED396tl6k9+4mTdOp2BATEYPdmUlkrS09VKIbaczs21Oe00ixNOMDnuuOQGDCmVfvMXv3DQ2ytoaRFs2KB00cXFyvKbl6d6r1ZXK5ndY49FkFKwb59FKFTFeedNJxLJwe/34/P54l/wcFjwpz9NZ/fubPLzNVpbnTQ3awSDYtB8oogmGBR0dGicc47JDTdEk6aRnnzS4LnnCvB43DgcTi64wGTPHo0dO9SNSdMkgYBgyxaNGTNUP98f/zjM9derXrpCwF13RUb0oJUSfvELB2vXGmiasmKfd57JhReavPFGOq2tDgxDYBgS01T50M9+dmTdwTCSp7+khOef19m7V6UnbBsKCmyWLTt48//Yxyz+8heD6dNt+vqCGEb6CAXJrl0qjxyJwKmnqlVALH6wrOE9lWNz/5zk5eXFh5Cq/ZGEQqH4uers7KS7u5uurq642iX2r8czMkhJRbrvE5JFg0NHmKelpY0YYR6DlPD1r+s895wWH5V9yy3KojscWVk6X/taG+Xl4y9tfD544gmN2lrB/PmSc86xh7iLlHRGCJtTT61h3z43oVA+Z59txA0UyWDb8Kc/qQJZcTH09nrRtIOTXiMRRQqHHaYayLS2Co45xua7301OuJBoA77vPp2qKmhrs7BtgWlq5OVpg9MPVP/a5mY44wzJzTcfNF709Y0cTrluneCRR1z09qroNj9fkp0t6e1Vn8mCBUrw/tprOoYh8Xgkc+ZIvvnN8Ijo68ABQW+vIDtbTTh49VWDvXtVJNbdrSJQXVfRaKw4putqWsNZZ1mD3bEk06ZF2bPHj5rr5qKy0oNpFjBjhk12Ntx8s4utW1WkXVISxuUK0NHhxDQFQmh4PCaTJ+t0delceKHFHXdEkraZfPttjT/9ySA9HUpKLBwOyYMPOti2TUXPQhC/oQwMCL70pTA5OZCTY7N6dZC2NjGooR257fp6wZ//bOD1qvORmSn5y18MTj/dpKdHpZWKipR6Rkq1irjuuon3XWhpETQ0aPFeti6Xcv8N1Sp/5SsqHfHiiwZer8mqVeGExysrBXff7cTtVjeXBx5wcuutEY45RkXDU6ZIZsxQeXuvVzIwoBxvw7uIgfpuezwePB4P+YNe5l27dlFWVoYQIk7Gra2thAbHFaenpxOJRNi/fz+2bU94WMBQrFmzhptuugnLsrjqqqv4+te/nvB4X18fF198MfX19Zimya233soVV1xxyO8Tw4eOdIdi+AjzGTNmEA6HR50cunev4B//0OLRosrf6Vx4oT3ioh9PXxtDJAJf/KLBnj3qon/lFY0DBwQnnmjzf/+n43ab9PfrZGQE+cxnMqmoiN2JRyfczk646CKDjRtV0S0jA6RMIzv7YD5W1+H4422WLVODCleskKOmPywLmprg0UfTWLt2Jjk5Ou3tEaZM6cYwivB4NILBg82jp06Fc86xWLZMcvLJclikcnA4ZVeX2u5dd+ns368ILBJREiCv1yYvT9LRodHcbON0Cu68M8DAQCPz5pVx8snmCML95z91XnlFNfaurtZoaREsXmzT06Oxb5+6IaginrrptLYKsrMFZ59tcdlliQWi2I0hEIAf/MBJXZ2Gpin9b2+vSlkUFqroub3dw9Kl6mZ13nkR/vIXqK/XsSybWbP6OPHEXWzfro+Itt55x8E99ziprtbQNC8tLYKjj1YjcpTGVsm1/H5lcrj00igLFx48706nIqW9ezVeeklptU86yYr3bbjvPiUFczhUdLhwoTVYdBPMmBFA18HrVXn7hDwmTAAAIABJREFUnh6Vvhie8gkE4M9/Nqiu1pgxw+a888z4c6qqBE1NinRj06enTrUS5s+53Wqw5je+EWHDhq0sW7YsYfuvvqpWHk1N6sMvKLBZs0aPk65hwHe/G+bRRx1UVmocdpjFlVdGk97AkvXzPViMc43o5heTtVVWVrJu3Tra2tpYsmQJHo+Hyy67jGuvvXbkmwyDZVlcf/31rF27lsmTJ3PkkUdy9tlnM3fu3PhzHn74YebOncuzzz5LR0cHhx12GJ/73OfeFcHDh5B0hRAJI8xLSkriVt2uri58Y4xK7e09aKmEg0uugQFGkK6u60mVENGoaqPY0CCYP9+mqEjpP4uLFTnZtuSFFzQee6wLywqxc2cGJSUBfvKTPCoqxj9Jtg13322waZPqEGbbYrA/LoRCajijWqIJrrrKYtGisVMePh/8+Mcaq1drHDjgIDMzQDjcT11dJlOmFLNokWpWLoQa7VJcDL/9bZR580ZuS0qoq/PQ2qqzaZPGW29ptLWpGW4ZGWr5G40KAgEZd4+Vl1t8+ctRiottpk2Lsn17G0cckeiFVrI2jaefVkWal19WfRICASX2nznTprFR0NmpEYkoaZRlKTfZt78dYc6c5Bbovj6DRx91sGmTxqJFShHxt7+pPhlOJ8yda5GdDe3tGs3NGpdeGuGSS2wuukg10dF1mDXLg2EsjY/v8fv9NDU10dkZ5K675mGaUTweF6Zp0d7uZPNmddwqUJP09Kg89JIlFldcMTIK3b9f4wc/cJKWps7jtm06t94awedTjdNj32vDUM2DLrxQ9bqdNcvPV77Sx09+ksPAgGrnuGpVYpHUslTOetcunYwMyTvv6FRVaXzzmxE0DZ55RjUNF0LidCpzg2GICfXzHXrudu7UcLtjU5D1Ec67rCy45ZbRI/CtWzV++lMnPT2CpUstbrwxErd1jyUZi8naFi9ezKJFi9i0aRNbt27F7/czMMGq94YNG5gxYwYVFWpC9QUXXMDf/va3BNIVQjAwMMD/5+69w+Moz/X/zzsz27SSVl2WZFmWbdxtwGAwvZdwiCEJkJAQHyCB0BJaKoEQArlCScKhnhzIgYQk1AChGdvYxsbginuRi4ptdVl9tX3K749nd2ThCr9z8j3Oe125YmztaHZ35pnnvZ+7OI7DwMAABQUFh40z728dcUXXcRzWrl1LSUnJPhHmhzIfnzDBwe8X/DGDMVZV4Q6a9l7789S1bbj+eoOPP1Zp+EDny1/OmOnIz6RSJtFokra2Bh56aCShUIClS9cyatTJBzyvtWsVTz8tia+nnWaze/fgw0H4pkKWv+KKDnJzy7EsuOgih0mTDnxz9PfDO+9oPPGERnc3JJOSxhuNGgwb5qekRPx4q6ocJk60CYXgrLPEmPxAIZhz5ypee60U0/SzapXO6NGDptbxuKQeSDKsWAwahsPddyc59VT5jMSaceg5b9qk8dhjXiIRwQa7umTIlJMj8eOrVulccIHJuHE2gYDc2JomD8lHHkkwerQcL5kUaKO2VnwEjjpK5+GHx9DT46GjQ3DZ9nZRj3k8DratqKnROf54C79f/HwzJue6jhvBblkwf77Ohg1BCguzuPhiGdj98pd+duzQ092zQ05OioEBi7y8brKy8ujvh1BIw+/X0TSNX/86jt8/9MkgcmKDbdvEu2PcODs9c9B57z2RRGdc3/LyxL3ujjuS6dgdm5kzE3zzm1FMU4ryZ0k9zc2KZcsMTFMw5aoqm/XrdTfqvbdXUVJiE40q4nE5/tSp1n7NbvbnFwyyY9B1XLqgbasDUgf3t1paFA884CMYtBk2zGHlSp3HHvNyzz3J9PH2L3f+7IrH4677X2YIdzhrf4kQn80+u+WWW5g5cybl5eWEw2FeeeWVwzqnA60jrugqpZg+ffp+/+1QRTcvD/70J5Mf/lCnsVFx9NEOv/uduV+fgf0da906xbJlGqGQdLWW5fD22zrHHWdTX28DUeJxnfPO0zj99KMPaECz99qxQ3HzzQa6LkyEZ5/V0TTR2Dc0SAeaSqm0Kq6T008/eCywbcN//qfGc89JUoXj2GiajWnq5Ofr6HqSREKRna341rcspkwR/9MpU5z9nm8yKaq0pibpwDs787Bt6cDElCajuXfSGVcOxxxj8+MfJ6mutvcZPmaKbn+/+BQ884wH23ZYv96gtVVhWSLs8Pvl+4pEBHecOFGcxLZskZDJ44+33XQDELOctWt1Cgtt6uoMnnjCA0TS9CwRc4TDAgEVFjouY6CtTXHttal9gh8z6803xVoyP9+hpgY2bdLJzrbTvGKRv5qmwrZ1pk5V/Pa3Ierrbe680080aqNpFt//fg3btnViGMYQiGLu3Dw++MAgFlP09Iiw4ZhjLDZvFm6srjuAQBSJBHz1q6b7QMwUo2gUnn/ew9q1Amlcc80ghLFwoQzJPJ6MvFYw8Mz3fN55Jp9+6qOoSHYp0ahym4jMkkBSL2vXKnR9HL/6lRrynWZny27ENDPwgHPQuPnPrkxEUkYRWF5us3q17s5c4PASGr6ow9jhJELMnTuXY445hoULF1JXV8d5553Haaed9oW9e4+4oguD0TWfXZ/l6e5vTZzoMHv2obmQhmGwZ4+4c7W1wamnipRW1weLk6aB41h84xtrWbKkhEikhOOPN5g1y94vDqppGpYFL72ksXmzDMFSKSlsGa65pkmEeXGxIpUSC8Njj3V46qkI4fChAwU/+EDxj39odHTYabhDAToejyIaBaU0IhHFxIkOV19tH9CdC+S8HnpIZ+tWxbp1IikuKnKwbRniZWVJDHsmMsjvF8bDI48k9snhisdh7lwPS5ZU8umnmUQJgSZ6e6UwZGWJemrPHsXYsTbFxTL0e+qpOGVlTtoSc2hR6OxUvPWWzquvGkye7NDWpjFnjkFXF+h6kJwcxYQJYucIIlXNDKXCYXjmmRjTpsm1FItJx5jp9DZsEPP0ggKRteblwdy5BvX1BrYtxtyFhdIxWpbipz+NUFnppbISPvooTkeHoqTEIStrFDCKVCrlQhRNTa387nc5OE6EZNKXpqoZtLU57vmUl4viL5mUc/rVrwbhg4wM+E9/8rBmjc7w4UIhfPxxr8uzffllDz6fyJd9PimgJSW2q2z7xjdMursVf/ubwAy33prkkkuG3huPPOJNP8xMWlv9/PznPv7zP+PusPbyy02WLTPSijXZ8X31q4cfUJmdLbulzGujUUlD/ryN5BdlLhxOIsTzzz/PT3/6U5RSjBkzhurqarZu3boPvn2461+q6B5OttnhroEBnXvvPYpEQug0S5bAN74h1Ka+PvB4LMJhizFjYpx9djWXXpoR7+87IMsIGyIRjfPOM9iyRa6oYFDUYnu/FdOEkSPhnntMmptlq33ccQ6plMaGDfsee/t28UV4/32Z7OfkRInHEyiVi64bGIZ404JDRYXDUUd18u1vF3POOfZ+/QZAbs6dOxULFyqef16USv390tX29ekUF+NmsUWj4rs7bVoKn8/hjDP2T6175RUP69cr+vo8vPiih74+yV/r7BRbycz22O93sCzlUosefDBxQIyxr0/EB3190NOjsWSJpBfk5MhWOZGQZIRTT7UYOVIm+3/8o5dYTIQEt96aZNo0J20M42HDBlFefelL4h3xwANemps1Wlth1y6NceNsGhoEOhkYELlxOCweDF/+cgtTpgw+wbKyZLdSV6d45hkvHR2KiRO9XHedh4qKfJ56ykdjo5F+cEN2tklOToozz2wkGIxg2+OxLJuSEp1IxODss1PpSHZ5mouFqcZbb4mhzfbtGlOnWjiOdLRer8369RrJpEonlYgH85e+ZA1pGm65JcU116To7FTuDi6z4nFcil5Tk0Ew6MHvl+40E1l03HE2jz4a58035b1cdpk5JJ49s6LRzPc79O+POUYCSJct010Z/V13Jdz3eLirv7//C3W606dPZ8eOHTQ0NFBRUcHLL7/Miy++OORnRowYwYIFCzjttNNob29n27ZtLgb8RdYRWXQPtDRtXzrTF11r1njo7bXJBAKbJrz+us6TT3Zw990GHR0Bzj9f56GHsg7aLcJg0f3Nb/xpUxb5+3gc6uth1ChoaxvcTt18s2z7p0wZakzyWYz5rbc0HntMY+NGDU2zyc2NkUx6ycvLYtIkWLlSudaDRUXwxz+apFLbOOWUfbWwvb3w9tsamzYpPvpICuzatSKLDQTkphGpqeN6ov7kJxbnnWdTUQGaZg4xYenrk05wzRqd9es1Fi7U6exUtLQMIxqVIWEsJqbvW7cKdurzCRE/kYAHHkgwbdpQ+lssNigG2bZNBm81NRrTptls2wZbt8pOQqJ7bBKJJL29Afr6FDfdlOSiiyy++lWT+nqNYcMGoY+5c+Ucq6pEkfbqqwa1tYJVjh5ts3u3Rl+fDIyUEvqWpjn09YlI48Ybk5xzTjtKhfb5TB9+WLrY0lKHzZsVTzzh5ctfNpk3T6h1PT1Ch+voMDjnHMXVV5eRny/X25NP+kgmHcaNG+Bb36ph1aoohmEQDAaJRqO89JKIUXw+uXYWLzaYMMEiGHR48snMkAwXF7YstY/vQmaQF4/Lz37nO2LgDvI5Zlgjug5tbVn096t9ONXTptlMm7b/XVgyKQq/hQtl9jJzpskNN6Tca13TxMhnzRpJQx492qayctDU53Cx097e3i9UdA3D4Mknn+SCCy7AsiyuvfZaJk2axB/+8AdAUiPuuecerr76aqZMmYLjODz00EMupe2LrCOy6P5vpH0efIkpejRq4vM18sYbo8jOPvRHt3q1DMhaWsZx5ZUa69cr15PVPbKj+OUvU9TWKgYG4Mwz90/9ynBs+/pg9mzFokUaK1dq2HYKTRNP31gsi7KywaiaceNsBgaEvnbTTTbjxsHSpfueZyIBTz0luOeSJRq9vVLYBJ7AhQ6iUeGFZmcrTjzR5tprBxMGMr+zpUXx6qsG8bhsz3t6hGe8bp1OPA55eUkcx0N/v/BER450qKiwicWk0FuWcv0JMisSgRde8LiMgqOOsnnrLYOeHvFybWoy6O6W12d8d00TQiHh7f75zzE3wqa83KG8XI4tD1LDLVC6Lh3y/Pki7tB1KbBjxtjs3i0R8YmEnhahOHg8wjf+4Q9TzJnjxTAMqqpkWp8xZV+5UiMvz2H8eEm4ranRWLjQR0ODljbNkTRlj0dx990J117zpptMvvMdk1gMHEcnmZyShnZSRCIRenp6eP11L7oep6fHg99vk0rpBAJRRoyI0tRU6Hb80agUzQkTLCoqBq8toUx68HgE108kxFVt/HiBIIQmJw+XDMaaKYyHu157zWD+fMmGcxz4xz8MRo60ueiiwe9X09ivg9w/y+zmoosu4qKLLhrydzfccIP75/LycubNm/eFjr2/dUQW3X/GOuEEh1AoRUuLiePEMU2Df/93xdFHTz2s19fUKG64wUjTqPw88oiP8vLBrjHDEy4sdDjpJIezzjp4h65pGsuX53PjjR7q6pSbkGEYBoGAwuNR2LZgxGedZXPjjdK1jRrlHNBNbOtW8d2dN0/x4YfCB02lcI3NM1vfzOS6oMDhF79ooawsi/POy3Mpd319fdTW1hKLacyePYJwOIDj+Ni6VXDb7dslNBEcEgkNn88hEFBpKEBSBSorxYdg5Mh9XbBef91g2zaNykqHjg6JSx892mLMGCmwLS1SFLxeKR7hsLAVAgHFww8nDpgZ9vbbEuOekyMDsY8+Eol1KpWR6UpwZ26uQAUPPpjg6ae9vPuugWEINvzII3FefNFg9uzhFBb6CQQ0br45RU2Nxp//LA+XeFyjvR1OOUViazITf9sWzm0yCaefbjFu3NBrwOsdHOQpBSNG2Pz4x5Cfn0dtbQFbtuS6nhfxOAwbluL003tpampl+PBekslqAgGbQEAjHjc499z4EBZCOCydbGurDLOqq6XYdnaKraZKpwEXF9uEwzaOY6Lrvn04tjt3Ct83P9/Zh763dq3Q1TINq98vw8i9i+6B1ucpukdKagQcoUX3YJ1uZht+MGeimhrBQS0LvvY1m6OP3nfCnkjs4fbba/j440kkk4WceabOFVcc+AnvONKRGYZcWPPmqbRzFESjNqZp4zg606bZbN4sk3Tp2A7taQsiQnjppRE0NTmuJFQoWILZ9fdLkQwG4ZZbLEaPPvjx1qxR/OY3Op2dsG6d3HSBgCiGWlpkaBSLybY/K0u2/j//ucUZZ8QIBsUDdmBggB07dtDervHhh5NpazNYvtwgkXDQNJv2dg3bdvB6B6llHo9FSYlBbq5Ee195penexKeeKmyO5cs18vPld//tbx4+/FBn9GibzZvFjaynB6JRndNOs5g0Sfi3sZh0mH6/dKzHH5/kzjs3MX36ZCxLoohMUzF8uFDPFi/WefJJjwshRCKKbdsU0agUxKIih2DQobVVEj0efDDByJEODz2U4LrrkkQiKt0Ba3z0kU5xcZzycof+fvjb3wxWrJAJfKZ4x2JS4EIhGbwVFwu0kEzKMOm3v43vwx5Zu1bjzTcNhg+XIeLu3VLIb7stxd//XkF2tqj+lHLSijKDyy8vID+/gPHj5Zp86SUftu1w/vndnHbaDlatiqPrOsFgkC1biqmvH47fb+P3Cy4ciw0O2o491qKszEknQTjEYhpf/3pqCKVs0SLdzXETKqPJrFmDQpXhw202bzYIhRwXWy4rO7xO+fMamI8ZM+awfvb/9Toii+7BVmaYdqCiW1OjuOoqg0RCts/vvKPx7LMmxx8vnWNHRwf19fXk5uZSUWHwH/9RgKYpDqYgi8Xg/vslckYpGbjtfa0oJU5Q+fnw9NMm27dL2uqUKc5+lTkAjY3w3/+tMWeORlYWHHfcAJZl4ThO2mlNrmpNk8idUaMczj3X5stftvebw5a54OvqgkSjil/9Sk9P3aWgJhKkRRiCqQYCDlOnihNWUZEo0770JUlcSCQSbNy4kWg0yqhRR/Hmm8UkEnY6v03ob1VVkmsG4lHr8YghuWUpwuE4kyYNMH16B11dQp8KBAIsXmywcKGOxyOGOBs2aIwcKRE7S5fqxGLCV/X7pYht2CAUqAkTbHp6FH19gifn5jr84hcRTFNi2p95xsPmzVoaLpBgyz//2UNbmxTZjg75LJNJoZSlUoqGBhmclZU53HVX0k0CVoq09aKk/N53nzdtRF7MWWdplJaK6KClRbkRP2PG2C7lq79fju33i5VjNArnny82kdnZIpfOYKZz5khe3Nat8v1WVtrs2KGlU5YLiEalffT55HM577yUC0/oOtx3X4qf/jTF9u0ath1kzJip5ORIMYtEIrz6qgefz6Snx0DTbLxem6ysOKlUO+GwGAM9+2yM55/3UFubYPLkfm68cbCbTCYltmjvLLT33zc46yzLFUh8+9spNmzQaWuT5mDsWJuvfOXwht3/SraOSikfkHQcx/mXK7oZ2thnY9Iz64UXNJJJ3C1nT48Ut+HDm2loaCAUCnHMMccQCARYtWoVpmkeUu737LMaS5ZolJc76e5M55ZbxEpwzx4wTZns3nijRWGhSHYPturq4KabRAYMwrOtrfXh9RpUVoqfQYakUVSkePHFFOPHH/iYH3+s+OtfNZYt0+junkI47CGZxCW1ezykmQ/SjZ5+us2TT8rNv7dUN5FIsH59H83NOuXlVezYkc8LLyg++URjzx7J8UqlBrE/wyBtOwherzASLrmkheuvH8aIERrRaDYDAwPs3r2HHTvg/fcrGD3aoq0thx07stLqJinAvb0q3Y1LsYrH5XeUlTncdFOSESNsFi0SeECSIGy2b4flyyWpOGMmU1eneP11L6NGOYwbZ7N1q05Pj8AfPp90+H19AgF1dSnuuivhijv2XrYNDz8sPrnBoIhPli41qKhwXMvK5mYZ7O7YoXHSSTZf/7pJdrYowzIMlupqMZafP98gmVR88oko0jZt0vjHPwxSKTG02bhRo79fDGXuv99HMimvVyojTIFLLhl6nomESIlrauRn8/Md7rsvybBhBqFQiHXrAnR1ae73BBoTJsj8Ym/nrwsvzHJ9DRIJr2s2E42KH8ann+ruwHbMGMuFkgAKC+HJJ+Ns2ybMkPHj901gWb9eY8MGwb7POmtoKOW/QlSPUqoEuNxxnKeUUsVHZNE9GLxwKNpYJg48sxwnRUtLN93d3fsY5WSO9dmi+/HHAk94vXD11TZr1w4KJgxDsMWWFimGr76q09IS5pxzkpx55oEnntGoMBgKCyUJornZRinp8izLwDB0gsEwRUXiO9DVpZg82eahh6yDFty6Onj+eZ1IRIpJPC43SGZIZhhyc+q6FN78fPjNbyw33Vg+syQNDQ0sWxbn449H4vP5eO65ELruUFoqkIDf75CbK5lhtg0jR9pINyhCCqUk/nvmzGYmTCgFAgSDAZQq4Y9/9NDeLtvbLVvstBtZRlWnp78nUZElEtL19fQoLr7Y5He/E3pRIiFDqbo6jcWLNU44QfHyy+UsWeKlu1uRTEqyxwcfGAwMQFeXGLtMnmyxc6dGf79Q1QxDhmSBgDAoLr/cZNMmkX0XF0sopKbBW2/pLFwo2+ayMpudO1WaY6zR3S3wUVmZTSol3fejj8bdCJvXXotRWyu7ov/6Lw+xmBTEQMBh507Fli0a77xjuHaMiYR8pv39MmT85jf9+P1WWhwh98LUqRbTpg3djS1erLNpk2DhSokL3J//7OEnP0nS1SXObFlZuA/geFxx4YVeRmRiotOfezQaZffu3SQSCerq6ojFYmmmUA7bt08llYLsbNl9bNmiU1Aw9DyysuDYY/e/U5w/X+fpp73uTmjRIpsHHkgQCPzz4tf/t5ZSSjlCpxoHXAY8BVxxRBbdgy3DMA4qkLj8cpv58zW6u1OkUikcx+CGG3KYOPHQxuEgtpA33yyDDceBDz7QOOUUwQSzs+XvkknF8OFQWQl33mnR2Nh3UCrbunWKH/9YJv62bZKb24NSQTQtgGGoNH7rUFER44UXxA6wtHRfv4jM6u+Xwr10qWLJEikA+flyY+m6YGviwTsoBnjkkRSlpZKamym4pmmya9cutm3rJC+vii1bJmBZA7S1SeGKxRS9vfL6ZFL+l5MjQ51IRHHccQ633y4qsqIim2uuSVFfP/TzfPVVg/5+GaA1NjqsXWswbJgIJRKJwQ5U08AwLCIRndbWBOXlMb72td00NvrJzs5m9uwCamoMCgtttmzRefPNIK2tOlVVglOvWqW7AY25uaQLhMbEiQKhXH99kttv95MJbp461eaSS0zee0/nH//wpIsCnHCCRXm5w+9/73OZEnv26IwfH2HduqALKUgqrnjgnnuuRVXV3rl5wixZskRn3jzdlXzPmCEc2h07NF56yUNPD+i6RNFXVdmccopFUZHD+PE2NTUqrdwTX17bls/yy18eNLTJdJDr1omT2cSJthvGaVlyHiNHCsSRSbb4bER8PK5YsSKXXbtKmTzZYfr0wvTrLTZuTFBSYtLXJ3Qvr9ciJ8diy5ZdWJbHVd8dDCL42988lJTY6XOWh8769TozZliu2c3hrL6+vv/LXrrZQKdSaipw/BFZdA/W6Xo8ngN2urZtU1nZyg039PHBB1X4/dlcfTWcf/7+v9hMp5sxMdd1+OMf9bThs/xMV5dseYuKoL1dFGBHH20zc+bgk/1gMezJJPzkJ3r6AhsgmVQ0NRVQWCjJCpGI3FChEFxxRQv5+bkUFR34Ik4k4O67DTZtkpvONEWaGY+TppbZ7tDD75dz/9a3LK65RnBKkBuqsbGR5uZmmpqOYu7cscTj8oDx+bJJJjX6+1X6vcmxsrNl259MCtd29uzYXoMhE9OEjz7SmTt3ONu3G5gmLFggwYzl5WISFA6rNGwghTA3V7wC/H45V6U04nGHl192OOoog2SylO7uAd5/P8Yrr0SoqmpHKYddu/JYujREYaGkQRQXK9au1UilRABQWenQ1yfd8uTJFj/+sbAnRo2Ksm6dTijkcM45FtEovPqqh+HDbYJBKUyrVuk0N8vwaswYm4YGPR34mI1pynXh94uyzrZxo9g/u/r7JcKostKmtVXDMBwWL9Y56yyLd9818PkcfD4RtsRi8uD8znfkur733gQrV1p0deUSDktnPnq0zQcfGHR0KG6+OUVvrxiUJxLCq+3uVixbprvCA+naLVat0tNmSnKuGewa5MF0110+6uo04vF8fD6DX/3K4dhjJYq9sjKLQMBLWZmTfvBq9PV5GDkyF8saoLm5mUgkMsScPDs728XwJUx2aPMghla41+FnfZsPtP6PFt0MztIC9AI/BzqPyKJ7sLU/eCHjt7tr1y6Kioq49trR3Hijj0NFRCeTHn7+8yCrV3swDLjpJgvb3teUOSsLnn/eZOtW4YpOmDA0A2rvjrmvT8zDFyyQ7eqVV4bZs8egoCBFMBjEMCQI8YorLNauFRrVlCkO111nEw4LxrZ352Caoujq6gLTlCK9c6dcvJlzi0ZVulNzsCyN0aNt4nFFYSFcfLHNT35i7fM5lZWVUV19Iv/9335KShzWrNEARSymkUgMfgCSnSV/tiwh6j/wQGKfSfycOTpLlujE4zrz5wtefdxxFnl5NkuXCgQRDDqusGLCBIFcCgsFJ89sga+8MpUWjehoWi4vv1xETY3YQPb2FmIYwqmNRhWRSIBIJElHh+F6A/T3Kzo6hO7l9zvcd18Cv1/8CzJ+B5dcYtLRobj7bi8rVuisW6dz9NEWo0fbfPKJTleXsEYCAYcpU+w0HayNd94ZhWUJtllYKH4E112X4vXXJUljxgyLk06Sh96SJTrr1mlps5yM9Nhh5swUN9wQcEUT+flC/Tv3XNO1XCwshEcfXUs4fCJPPOGhtFS++8pKmw0bdAYGUtTXy/eUk+O4akJdhwsuGDRo+o//SPDkk+LbMHq0zR13pIYwaVas0Kmv1xg/zIxWAAAgAElEQVQ+3CYcTpJK6Tz3nIcnnki453H77UkefdSb3vkpfvjDBNXV+cBgAXQch1gs5vrhtre3uxDF5MlVLFlSTHGxIpkUX+KMX+/ngRcSicRhF+h/1nIcx07//3ql1J3AJMdxlv3LFV2Px0MsFgOGFpHi4mKmT5/+uTwwX3ihlGXLvFRWytbyscfE0Hr9ep3+/gwFCi67TPx4jz9+/0U8U3QHBuCqqyTXDETZtXRpFhUVGrqe5eKrAF/5is1NNw09zurVQofLbLl6euB3v9P56CPFjh2KUEi6hmBwkJurlJxjfr50y/fdt5bp0ydTUOBxC6PjOOze3cYbb/TR2VlMMnkKnZ0iPvj0U4XjaGnqmHSyaf9olx6XSsEVV1hcfHGSyZMFm9yxQwqwYUjs99tvG1RXO6xdG3CDE5ubxQfCcYRjbJqkM9Pkd5x2msV118V44w0P9fVSpL/5TTN9zhJjs3WreNUahrAddu+W0MtQyKary6azMyvN0HDweESK3dGh8Pmi3HZbPd3dFgsXDmP79hyqq3VSKcXf/27Q06PSgzrxv1izRqeuThgSJSUOHR3y7zU1GuPH25x/fjszZlTw85/73LnBjBkWH3wg1DGfT2wbE4kUw4fbPPigz919RCKyzR83zuGxx3yEwyoNU8GePbITmDlzEJYRfrawJ7Zu1WlokO95wgSLvDxhxHz0kTiuZeYXPp9DeblNQcHgNRoMin9vc7PEAb3+us6sWYMUxt5eMZVft87AtkOMGmXv45T2b/9mccwxcVpbVVp48ll4AmbP9tDU5OWoo3I4/3zLZexYlsXo0VGKigZYtUonLy/Geec1sWuXSVdXNuFwmOzs7EMW3/8pFer/9FJKXYR0uRYwFahTSh17RBbdQw3SMtPX3bt3U1JS8rmLbWZt2hQgFLJQykgPg8QB6/HHTV5+WVIQrrtuX57v3suyoKfHIB63WLlSsX49KGVhGA5K6cTjQvTfs0fR2ZlJt7DYK2zVXZ/NOPvLX4ROtHOnRnY2xGLSNe3apRg/Xm70gQEplroODzxgkp9vkZ1tpzsTyZKrq6tj2bKRNDSMJxbTWbRIIxgUdVkkIt2yZYnooLjYIivLpq3Nm05xkML73e+aTJxo0tam8/zzHiwL2tpEVlxaKlzgOXMUmlaAaUrBamkZxBJ1XVFRYae/Q3jmmbhr2/i976V47TWDjRt1fvELjbPPNpk/3+CTTzJUJPHb3bVLT+PJQvQPhaLs2uUhHBa8XSmhjeXmwvLlDppWzscfJ3nzzWz8/jipVB+BgMWGDUXU1OQwbJjN6NEOXq/Brl3Q2CgQheNIRl13t8AVTz4ZZ/NmxQknWLzySoyaGnEgi8VESVdV5RAKCV953jydykrxbBgxQqCFVEoeQI89FuNLX8oiK8tJG8LLdX7hhSZnnDG06EYiBm+/7WHYMJu+PoE71qwR+MDng+ee8xIKiUcECDf4uuusIZ1sfb3i6ae9FBfbhEIOy5ZJGm8mHHPtWp2eHo1AwMGybLZv93DiifvOSyoqnCFKt72v/QceEMMcnw/mzoXaWpPvf1+Ooes6+fk5XH89XH89QAAocI2Bent76erqoqWlBcuy8Pv9+0AUe8uE//lK1UMuP6ADY4D7gDhwGFrW/6Nrf6Y3tm3T1dVFc3MzVVVVnHDCCYcNxO9vDRtmU1Oju7JO21aUlMC55zqce+6huYbbtyt+8AOdzs4CbDuLc85pwzRL0TTJtrJtOW5xMfzXf6Voa5P48AMpqDRNMs0WLtSpqVF0dEBJiUoPmXDpRSUlMHOmxQknZFILHE491eHoowUmyHxOW7fWsWdPAUVFx7FuXRb5+ZIknJsrW/vMVtk0nbShOgSDNoGAiBIaG+Vnf/lLk6OPlkIxb55OVpaET378sZZ2jbIIBGQoJtLUQcwzg5WnUgIr6Dpcd13SLbggOV7r1+tUVQnv9le/8uH1OowcKbjswoXSoXo8jmvOU1enk5Xl4fjjLTZs0AmHB+lxt9+eJCsLFi3K4k9/CqVDKQOEw3mUlNhs3qxj2w67dum0tVmMGdPDnj2F7gOisVFCMYNBuOQSkwULDBYvrmTYMOGsfu97KVpaNG6+2cfu3RrbtsG4cRbV1TbhsOL11310dQ2KMCorJUduyhTbzSrLDMlSKSmOd9zh47LLUpx8so1t2+zZE2DHDs1lnpSXi+PZqadaJBJyniUlwigR3wXJlNt77dyp0dcHsViGN2yzdq3uFt3aWo1Royw6O7X0XMHeZ9AG0hGbpigW92YG1dcrNmzQ3QRsy4J58wxmzUrtN5k5syRZOB+v18vYsWPxer1uflrGpW3Pnj3EYjFWrlzJ4sWLSSaTzJkzh8mTJ1NRUXHYBfhQUT0AixYt4rbbbiOVSlFUVMTixYsPedw0c+GN9H+uBv6e+bcjtujuvfaO7cnPz6egoOB/RJ1y880D3HlniM5OKRDTptlcdNHhqmngBz/Q6e11CAQiDAzYLFgwjFGjdDZvlgGCbYsa6dvfFhNxcZE68Jozp4h//CPAtm06pimvb27G3cY7zuAg64Yb7P3a41mWxfr161EqwOzZx1Nf72X7dkVtLYRCKk1fGmQ36LoMh4SVoHj55U683h7Gjj3KPebAADzzjM6mTTpbtog3QW+viA4Mw2HnTg+JhErno1nk54ucN9MlZ1gV3/tekqoqOe+lS0X4sGKFzmuveSgvF4HB9u06u3cLLp2VJZaL0u1KLlt2tmDcyaTi/PO7uffefHp7FQ8/7KW3V3HZZSZf+5qk4774ovjklpQ4bNggBurbtws8UVAgkUHRqMbOnYUoJUPIREIKTHs7nHFGByNGdPPxx6UUF0cZNixFe7uH9983mDNHjt3XJ9/Jxo06Sql08oeT9iBWtLcrvF7FAw9ImsN998W5916BKDK85OpqJ+2T7CUvL8no0TZ/+UsV/f2DD6yGBnFTGz5cdmPTplmsWSPeCRl4Y++oIBDT+EwXCmK6/qUvDTYTZWUOu3cLta6/P0IkkjvE8c224a9/NZg/X8rIuHE2t96adAdjtj3oFge4BjzWvrTnA9xDg7DC3vlpxXvxGadMmcLYsWO5//77WbRoEU888QRXXXUVV1555SGPfzhRPb29vdx0003MmTOHESNG0NHRcVjn7jiOo5TyOI6TUkrdDHQBrxzR4ohMbE9jYyNNTU2UlZVx4oknYpommzdvPuhru7ok12v1ao2KCof77rP2m8IwZgz89rcNJBJj8fth2rShA7K9VyIBs2drNDfDpEkO1dVRmpu95OYm8Hr9BINxLMvghz80eecdh1WrxAjml7+0DphI3NwsBH2fz2HkSFiwoMC9Gf3+DOdYbqpIRLbNxcUOjz5q7VNww+EwtbW1DAwMMH78eDZuLKe2VicrS0xjfD6Ix6WjbWtTjBiRCZdUaY8AuOoqi9JSyePae738skZNDVRWmnz0kUFLi+Cs8bhiYEAjGBQP3kzhDYVIO6056LoYl2dnCySwYYNo9deuFWJ/MJiJhDFIpYSzOjAgiRNtbQ6trZrrxypxM3Ksc89N8J3vNJGdnc8bbxiug1lDg2LLFsVvfuNjxQoNpRTTplmMG2fzzjtCXxOamijdWlrE2/fDD3UMQ0vvKORz/uMfs/jZz3LYuFEnLy8FdBKP22noYxh+P5SVpVBKp7tb45xzUvzmN1LhxJlOIIhzzrEwTXlPs2aZjB9v8+mnOvPnC51MfHDFK2H9eola37kzSGWlw549yvVfuPLKlCtmefzxOD/7mY9PP9UpK3P49a8TDBs2+L05jrBHiosdV8zQ1aU49tjBinjrrUluvNFPVxcMDHg4+mh7iN/uypUac+caVFZKh7t9u8arrxpce638THW1TWWlDDazs2Unc8IJFodLMsioLw+2/H4/1dXVjBo1igcffPDwDuye/6Gjel588UW++tWvutzlkpKSz/MrMh+WA1wKRJVSm4/YotvY2EhDQwPl5eXMmDFjyBPxYDxdx4HbbjPYtEm4q42Niu99z+DNN1NDBAEgmFNOTpIZMw7egZom/OxnOmvWaOi6xV/+kuCMMzrIyqrC683F64VIJI5tw9SpDpdeevBHveNIEvCzz+ps3ixT4cpKB6936PtSKkPVgtdfl7C/kpJMQZMVjUZZvnwXb74Zor9/Kg0NKYqLvTQ363R3K9eWMhjM8DRl6HLHHaIMSiSkax03zua88xzWrfOwfHmQhgZxNhsYUCxcqFFeLmkKwleWYiJMD+EFi/2gQywmJkB3351g0SKDzZs1RoywufvuJAsW6Ol0X+jslNyyk0+WQj9/vsTMFBZKB9bZKYkSGWjFNOUBFQhAaanD7bdHiEQUq1ZprF+vMXKkbHGbmhS33ebH74fRowVOWbVKdg6JhMhpw2HFtm0a1dU2JSUOd9yRYMWKLNeoyDDg+utTPPKIn/Z2hW1rtLYG8XiKKC21WbVKJ5GQHUB3t8bIkQP4/Q6PPhogHJYOMEP1Mgw5pzffFDXdGWdYXHaZSV6eOH719al06q/DiBE2OTkCETU1BVwpeGWl7b6fzCookDijxx7zsnWrxuOPe7n22hRnnplhqohYorNTuQpNGbQNXjuVlQ5//WuMTZt0amu3ceWVY/H5Brftu3YJHr1li/xdUZFDbe1gkfR6hcnyl7942LVL49xzJT5+752/bYs9ZTKpGDHC3sc28nDWFxVGHE5Uz/bt20mlUpx55pmEw2FuvfVWZs2adVjHT3e7huM4Tyul+oAngMojtuiGQqEhxTazPjts+uwaGIDNmxVFRVK0QiHBpGpq1D541eGaokuyAuTm9mGaSUKhbNasGc3991vce69s2cNhgzvusDgc7+PaWsXLL8tkPpME29qq8Ps95Oc7aelnZluuuPFG0/X9zax4PE5dXR2dnQO8++4x6HqAjRt19uwx2LxZJxYTBoW4k0FOjmDBmgbHHutw7bX7foY7diheeikLy7JYtEhj61YpZmvWKCIRnWBQT8e3i/1fOCxb6KIiKQp9fYpLLmnit7+VzJlbb00RicCzz3p47TWDDRs06us1mpoUra0a4bBAB7W1mosrDhsmDwOfTyS9Xq+cs8dDGgIyOeUUC01zWLs2h/nzvbS1STGVEErF1q0akydLJpdh2OzYIekVxcXC+vB4pPCOHWvz8MMJolHF/fcneO01SYy44ooU06ZZ/PznfiorbbKybLZtc1yM2+sVc/pdu0Qx1t6ey5VXpnj+eU86zVfOtbNTMWlSH1VVA2RleTEMH0uW+DjjDMV//IeIBlIpHdMU6mBFBZx0ksWZZ+YSCFjE43Lt79qlccUVqSEcWxBfhK1bZTeXTIoHRUWFzVFHOemdgvCiPR7Z3WRkunuvvDyRVft8/UMKLkgI66pVunuNbt4MV1+d3Of1mcHZZ5dlwRNPeFixQjr6UEgy9TLKvcNdX9Rh7HCiekzTZPXq1SxYsIBYLMZJJ53EjBkzGDt27OH+DlMpNQs4F3gNGH1EF93PqsXg0BPMQGAQB/N6B6fn+1N3Hajo1tYqfvITnZ07FePGWZx11m4ikQKKirz4fLk4jhSYk092eOONVNr6bhOXXTbtgOe1aZPinXekc6uudlwubCYGxTTFhObqq8PU1uazdq08OK64wh7ifpZMJqmvr2fbtgE0bQyQR0+PTk6ODMeCQZuuLsP1rs1YDHo8UrxEbTX0PZumPJg+/FCRl+cQi4l0NhgUQUU8rqUJ7TZZWUKryjhpZVRbklzgcN557cBgztv770tC7ciRDvG4xHdnZ0N2tmSbzZuXiYIRme6OHZobUe7zOW4QYjIpn4+oAzUefDBIbW05waBYP86bp6WpbDJ8Wr1ao7paOs22NjFrzyR1hEICU9x8c4o1azTef1+8MyoqHL7ylRRjxtj84Ad+Nm7U2LxZsOdJk3rp6spi1SqDzs5MlJFNKuUwYoTDmDEOjqPc9ITMd5pI5LBgQRalpQkmTuyjqyvM0qW7WLr0GGIxA7/fobISwmGNmTNNTFM601DIIidHTIBSKTH52bpVczmuIFHwySTs3q3c3LKmJo2jjrJYvlwnL0+GbOGwnG9enrNP45FMyoOqr2/fUrFrVyZqXv47c00d7lq5UueTT3R3F9Lernj+eQ933ZX8XDSwLyqMOJyonuHDh1NUVOSGXZ5++umsX7/+sItuel0CPO84zrvwLzJI+zzLMOBHP7J48EEdy5JCc+aZ9n6Nw/dXdAcG4NprDfr7HQwjxqpV0NJSzsiRXnp6ZJve26s4+WTZKmVny3Z46dL4Ac9pwwbFbbcZ7lY8mZRpsm3LA0FMY4T2dc45A9xyy75RFaZpsnPnTtrb2+nvH8tf/jKZ7m6hqFmWnJf4QsjPZxIFiosluub1100qK2WAtPdzq7ERnnpKJLTr1sHAQADbNohEhGOamcJnZcn0PBAQHPiaa1JUV4tB96JF0g2VlNjMmTOMujqD44+XmPP335eBUzgs7AulSEMEkJdns2aNjsfjuDLRDOth1qwUJ59s8d3vBmhqkgida68Vcr/P57B+vYfCwhhjxthommLzZo2dOzV3or97t3TVmYKhafI5dXYK7nzxxZJA/MtfehkxwnGlvW+/bTAwIO5sFRU2HR1SeMvKcuno0FxpdSwmg6rqaptrr00ybpyNYfhciELT5LMX7rNGa2sWqZSfs86yWLq0mN5eg3hcpZVzFhUVA3g8O+jsVPh8k4lGlcsCyTzkH3/cww03SDBlxqUtA094PPIQyM2V6zw3V3BYGYyJJeXemC9IsX3gAYka6umZSGenwde/PggPJJMCQQhmLyKcz8Pa6uwcNMsH6XTFme7zm918kZDIw4nqueSSS7jlllswTZNkMsmKFSu4/fbbP9fvcRznawBKKQOO4KJ7sI527yDI/a0rrpAt1tat0tmcffb+k3B1XSeZtJg/PxOWKM793d02Pl8Sn89HRYVkdP32tynee0+nqUlxzjkW3/mOfcALsK9PcLzcXOliXn1VlFAZqlh7u0N1teSibdmiXGf/O+/sJhgc+hCwLIu6ut00N7cxenQFM2acxDXXyABq2TKV3s4K9WhgAAIBHZ9PCm2GDzp2rMS5f3ZIKBNz6ZaCQUmrjcU0gkHNtUPM4KmhEASDJrGYQVmZw+WXm+7xpkyxWbhQZ+FCHZ9POMk33+ynrMymr0+xYoWGacrxBgYUOTlCTcoU9Lw8+T2SXuDw6qvxdIoCfP/7SVau1NmyRbF0qU40arF4scGuXYrm5hyKi2XLH49LUdc0J51NZ9PcLB15MqlcpaGuw1VXJbnjjhSPP+5h6VIZRB13nMAaAwPw6acaeXnS+YZCNq2tijFjwnR1CX7v98tDxLIUV1+dIhyW1/z3f8d45BGvG7y5t6+uOJsp/v3fU1x8cRbV1dDaKl1oKmXwzW/6ufTSMUQiEe6/fyc//Wklvb2KVErjxBN7yctLEY8HmDNHZ+pUh9de85CTk7HTlEGr4ziu8cy//ZvJK694aGqSz93rhTvvHCpX/s//9NDZKaIHpeL8/e8hJk2y3Xj6Cy80WbJEH5IecsEFh59RWFUl32EqJd/vnj2K00/PpHoc2J71s6uvr2+ISc/hrsOJ6pkwYQIXXnghU6dORdM0vvvd7zJ58uTP9XuUUpXAqUAQSB6xRfdg60DuYHuvY4/dfyzO3stxFM8+O5q6OiOdypDglFOacZyRBIPZaJpyqVujRsG99x6aC1NTo/jhD3U2bFDEYuIUNnXq0KKvaWKW88QTKerq5MarqnJwnASJxKBkt7Gxiddfj7By5Ug6O8eglOK00xw6O2UwImkK8j6KimQreeGFPeTlGWzbFqKnR5gWd98tKqElS1TaTlK61qwsxc6dyg1YFCmpQzQqtDBNIy0asTFNi64uh7y8MF/9aj0vvOAjJ8fHhAkeHCebhQtzKC2VdNu2NkUyKUKOqiqbmhoZruXkQEGBTWenRn09aZmtlS728vsuvTTl+rdu2aLx6ac61dU2gYBi3ToxisnNdRgxwqStTbFggZ5WvcmWfudOjVRKOvKxYx1Wr874UwwW3b4+xf33e9mxQwrK7t2K7m6dUaMcli3TicUUbW2C2R53nEVWFixcWOr+ngz9LxZzWLdOw+MZ7ICfey5OIOAwa1aALVskraOw0GHqVAufD1pbNZqaNHbtEjrhUUc5RCJwwgk2hiGWjKeeavL3v9fy3HPjee89RWNjHtFoitGjB+jq6mXVqjpWrRpDW9swlJIA0ooK4Wtn+pDcXPjTn2L8/vdetmyRjjzTBWdWfb0MymprFZbldZkuU6bIv59wgs299yZ57TUpI5dfnmLGjH1ToBsaRO6cgXMya8oUm299K8Urr3hwHJg82eaqqwT/tSzrc6VGTJ16eIkun12HiuoB+NGPfsSPfvSjL3R8pVQuIoyoAE4G5h2xRfdw7B2/iApt77Vli2LDhhBlZQMkEglyc7NYs2Y0X/mKw9tvD+ZGXX/90ADFAy3bdnjgAYPVqzW3IK5frxGNStHo6soYzihmzhT10KRJkPGIaGsTGXBLSwsNDQ309laydu0kwmGNHTskpaGxUaVjdqSLSCZxt+ymCbNm9TFsmEF5+dAx8SefKN56S6OgwOHddyVRorhYBi4ez6BJdXa2uEmJqMEmOzuFaXo46SSNp5+O0dvr4a23JqHrSRobUzzzjIecnASNjXE0zSEaLSMa1bAsRU+Pk35Pg0Y0hgGdnTZf+UqKmTNNqqoc/vQnD++/r6d5vVJIlRJXra1bhdFQUuJQUiIMilGjZLiVlZWgvj4HpRz3++npkYn9FVeY3HNPkvnzdW65xe8KJ2bNktDEVavELKekRFy/xHpSBo5lZfI5x2IigBEam4dMUm9fn8ARZ5whktrMtr21VbFokU5jo4hGSkoEipEhqcavf53k3/89AAj+29+v2LIFTjvNHiJsEHm7n5oanWBQrsH2di+pVAFPPZVFZWUh69Zl0dur0HWH3l7o60txwQU7WL++z1V0LV5cQFOTj7FjhX/8+997ueeepJtn1toqMmfZzeRRXq4oLR1amE891dqv3zBkqJk+2trk2pwyxeauu5IuL1gpEfFccIGVTtAYhBr+Vbx0geHASMdxzlZKLXIc52tHbNE92MoYmf//WaZpsmNHBxBC07wUpO/aSETxox+ZnHuubE9Hj3YOSilrb4cPP9TYtq2MggKbpiZcsrqcqzhAPf64yaJF4rH69a9bHHPMvhFC4XCYhoZmBgaqKS09kUjEi98v0/hgUG4UTZOOsbTUYfRoh9paUbmlUvCLX0hQ497sjt5e4X+uWCHDluZm4cGGQpJ9pZQU6ww9LDfXJhAw6e31EAg4gBfDUFx5ZdINdczNdQiFPNTU+EmlNMrK/OTmwuzZBn5/Ep9PttSffKKnecYiIhg+PEU8ruPxaHzlK6ZrPF5WZjNxomL4cDG/+cMfPK4Et71dMXu2gW3L9jQeFxXUtGk2fr90eRmRBwiWWVbm8MQTCZYv11iwwGDyZDHeFumwzauveujqUuzcqTFtmsWUKTa6LphwPC6Y8ahRDl1dDmefbfL8814yBRfkO5g5M0Vdncann2qUljqceKKdHuAqVq4UR7W8PBFmdHcrTjvNck3gCwogGpVhqmWJMfhLLxlccolJQYEU3eZmP6YpUuJIRCCY7GyHqVNtZs+WeUV5uZM25wHwcuedVZhmgoGBAQYGBvjggzimGaG1FXJyNMLhIKtXJyguFq+EjF1pMumglEM0KrSuz65M8/HZ9de/SjpHebmN40g46fz5Ov/2b0OLtM83eD/sff/9M0Ip/7fWXl662UCPUmoEoCmlsv4li+7hUr32tzKCi5aWFsaMGUEwCNFoAMMQHuiUKTa5uZLaeyiXsuZmGbr19Cii0eEsXOglL0+KWIY5kdl2nnaas9+wPsdx6Orqora2Ftv28de/HkNLSxG1tWL3Fwo5buROxlrQMODb37Y56yyLtjbBj0UfL/4BmaL74YeKF14QQ5ZVq6SL3HuAF4mo9ABLpY1oUpx0UjMjRkTIyzuKt96SbeF3vmMSj8O99/qpr1cUFMj5yPZZzq+3V4aDubkmw4f76OyUgp7h78bjKm2ZaHL88V288soAZ5yRIh4PMW9eAQUFCqVU2kBHOq6KCge/3+ajj4QXW1gIRUXiZ7B5s0FxscEddyT43e98hMOD5j8/+EEynR8mtKyiItiwQWf3bsXmzR6CQTFKb2xULF8u0/XaWpUuivK5V1ba6Lo8qLKzMx4HmetPtuYZz9r2dsW8eXo6Kl6xdu1g2nBZmU1enlDBcnNld6LrMvi0bfnveFwSMHbs0LnnngSWZbNwYS6bNmmu/8WECZbrQgbyXgsKhAtsmplEYIVh+PH7/RQVFZFI+Fi1ysDjkc+xsjJOLNbLpk3tbNvmxbYnUl3tYJoappnCcXKJxwdTIXp6hEtcU6OTny/y573PoalJIyfHcc/H7x8clB3Offh5MN3/a7aOziD9Yg/wNtADLAI+OGKL7hf11M0s2xbWQDgsVoz5+YMeshUVFcyYMQNd1/nhDzfw3ntH09Kic8YZNj/6kXXAAVkqBU1NUlDLy0Xg0Nen0oGFKeJxH2VlMkDYuVMOkpfn8IMfWK4/796rq6uHDRsaCIU8TJ06lTffVNTXazQ2aunBiGzhDENoO8IxFVhg+nQnTQHDdX6STlgjlUrR0gJ//rNOaanDxx+LBDaVctLKNEV1tTAGEgkoKLBIJqMo5eWaa/LJzm7h+OPhzjtlN/Huu4oFCzQqKky6ujTefddDQYF0Rn19QocT1ZhDZaVJMOh1C6C8bynul13mUFSkKCsrpKcnj0ceUUCKtjbh/I4ePUB9fS6trYp43Gb4cNmGGwau5wSAptkUFZn87Gc7OPXUo2hr03jvPVG0TZ9ucfbZJs89Z7BkiU5xsQyXpk+32LxZBpfl5Q5er4rExH4AACAASURBVDAy2tsl403TxMUtFpP31d+vePDBBB9/rDFxosnq1aJYsyyYMkWukREjHAoKRNUWDisuvDDFfff5GTZMvptIRNHUpDF9eopgUK6F006z3IdIMikKLhmwykNg506Nujof27aJ5WZfn9Dxtm3TXcvFk04S1VdXlzAxUinF1Vcnh1y3tbXykBPjJejr0/B6A1x8cTlZWeWMHevw8ss+enocfL4E/f0a5eVd7Ny5me5uMZ159tkKWlo8VFbK9/P733v49a8TFIrPORMnWrz1lofsbBvLkutK8uUOvT4Pptvf3/9/ruhmluM4DUADgFLqXmD2EVt0D7YOlR5hWfDTn+p89JG4MymV5JZbNnLyySFOPPHEIV92VZXJE09ED+nV2d0Nd91lsHu32BSefbakSRhG5kmf+bPGqlUp3npLpSN3HE4+eeiFGA6HWbGigb/9rZyOjmmEwx7OO8/G641jWTbR6KAYwO8XLOyyyyxiMdmCz5plszeDRsy4NTZsUPT3FzF27ACVlZob2dPYKOq8SEQGeJ2dsn0uKUmxaZMk+1pWkG9/26GgwODVV0tYvVpj/HjxpV22TKO4WDq/ujoxAc/NFVetri5xY/P5ZDrf1uZH01SaZqRc3FlyuiStV9MgmTRobTU48USDsWPFf3bZsgChkENBgUV7u85775kMDGhpMyINj8eksBBMU+ess5KUlSVZvlzobt/6llwPjY2KO+/00dmpkZ0t8T6dnYqRI22WLxemRmencG9LS0VQUVTkuPaJWVkyTDz2WJEsNzRIOnFlZYxRo3xpHrNiyRKJaa+qspk4UahlWVlOOopIzGFKSqSop1KKuXN1TNPghhuSXHqpfFd/+YuXnTsl/mfGDAvblu64o0MjEtHJzRUTGqGoKTedIj8fXnwxxiOPeFi+XKe0VIx0+vpwjWZaWmTnUVVlE4vJAyWRwHUhCwYVjz+e4uGHvdTW+jjmmH5+85sghYXHEYlE6O6OsHWrTU5OJ9u3y+cyMBBg/foBpk/3EAwGufJKk9ZWGXYCXHJJymUn7H0v9vXJNbz3CMY0zSHRWQdb0eih78//lysDNaS73+VHbNE9HHvHA61FixQffqgRCsVIJOLE4wHeeus4vvWtfbf3hwtV/OEPOrt2SVdp25KycPHFNqapMTDgkEhoxGKKCy6Qm+RrX9sXnohEItTW1pJMJvngg2Po6gqwcaNMkLdu1Rg+3I+mxbBtKZamKRerpsG110qSwf7Wa69prFunYVkOixcHmDfPj2Ho9PZCcbFyscRAQLaklmXzjW/UMHJkP/n5Y2ltDVFUZOH3O7zwgsfls955p0Z5uYRvxmI62dkazc0CUZSXw7ZtQnfLzxfBQSTikJub4Pvf1xg/XvHIIz6WLxf/h+nTrbTpjODRW7bILsFxpBCUljrs3KkxZoyD16vR0uKwfbsXn0+60mjUob3dIBIxGTYszJgxNWzblmLhwhhdXX5KSzUCAfGx2LTJ4LjjBGfMyhJvgJUrZYtsGGJpKQm6NldfnSIry2HFCt1lUOg6nHtuilWrdI491qKuDnbskCDKykqTrVt1KiokGqe2Vuhw3/hGiu9/X8zJHUcgh6IioRVOnWrh9Yr3xTvvGPziF0nefFM62QydbO5cnW9+02TECJu//z1ES4vhRu8MH267UT+ZJVCFYtIkgS9Wr9bo6/Ny113S8YqPg2DqIDDESScN9ewYMcLhyScTdHV10dvbS3HxaEAjJyeHYDAHpfysWBFyHf8qK5N4vV00NrYRiUQAmDkzi0suySUUClJcHESpQfy7uVnx+9976ewUZswNNyQ57rjPZ2Ce2cUfyqPh/9XaC9t11xFbdGH/9o4g8EI0Gt3va2zbZtu2PiKRILm5ilAoRHa2Rns7iNfw0LW/nDQQ8vumTYJLTpkilKoMlp/R5+fkyPDquefEQm/WrDCXXrqvuDwWi1FXV8fu3SlCoVGMHx+iqclwB1k5OZmIdMWxxw4QiQRpbZXsLMOACy+0h+ju5X2Sfk+wcaNgun/7m0YwaBIOCz/VcaCtzXGxQzEnSTJiRJhTTimgrExUN9XVMgH/5BPh9jqOxSefKHdybpqK+vpMKq5ANhMn2mlvAOlqRXygmDAhzEUX+cnJ8fHXv8b54AOd2bMNRo602bNH8cYbEjGTIf4vXmykrRcFS8wMbXRduv1AQLnMA4/H4cYbbYYN8/LJJ5OorY2TSvloatLYuTPBhAl9LFtWQleXpGgcc4xDVZWWNmZX6S5Wur9wGO64I0kyKUyGk06y2LhRusZbbkmxcqXGypUGu3fbTJmSIiurD8fx09MjOHZJiRS+zk7FccdZNDRoDAzIQzJjmxmPK6qqbJYsMRg3zqKsTGCitjZFd7dIqQcGFP39cr197WspPv5Yp67OoKjIorfXSGexKY4/3qKzU7l0uuZmUQZmoIyKCmFh9PXJ0O2FFzzk5YnVJMgQMuPL8NllWfty3mMxgbYEg3bSvtFeJk0qIz+/zL3XotFoenDXzdatjSQSCTweD8FgNo8+Wk0ioVFR8f+x9+ZhcpXluvdvDTV3Vc/zmKE7c9JJgIQYCCCCQBJm4agoikeObAVUFA4qHPFzAGUSUNyCIAps5kGZA0ggc2ceO92d7vQ8d3VVTzWs9Z4/nqrqNEkg4D5nm3N973V5EaSzqrpqred93vu5B+F/33+/kzvuiJCbqz5R/Dr863npapqWrpQaTPgv6MkUCTjOi+7R1tEiezo6OmhqaqKkpIy0tFxMU76o/n5YsuTIXeKRrtXXB1ddZdLWJn9/8mTFrFk269bpeDzjXeikSYrTT1ece65NfX0Lfr8fTRsvutFolIaGBoLBILt3z+appzJTPgLp6cnhx8SBW0XFCI8/HuO113Tq64V7uXz5RCHG2JgkSuzcKQWwvV1YFmNjUhiHhozUUS47W35+0aJB3O4hZs/28u1vp5OWJhcMheAPf9BpbpbuMhYDv99Hd7eWsqLs6NAS3g0yVOroENra6adbbNokxTMaJREwqXH33R6WLpXp/QcfGCkIJun9mpNjU1GhiERg9WoTwxC4YmgItmyRbleGTYpoVEvAEfK7lZTIUXrPHieBwBjV1U6yszV273by9tsBvF6L3FyLzk6T996z8PmidHa6icelsBcXW3i9YrdYWipMhvJy4ZguXGgn0jR0tm83MAzh6nZ3Oygv91Baqnj9ddk0XC6YPVs4vCedZPHuuyYg7zVpJKTrMphrb1e0tprMnGmzYkWMrVvlSK7rKpGkK9BRbq5s9EqphMeDCCwsS1J4m5p0vv/9KBkZAuVs3qwzNiaKtAULrFTis3xnIr2Ox+UzD4U0PtxY7tun8/vfO2hry6Wy0seNN5JqLPr6NLxejYUL7VQc1MiIfIaZmePdZ5KeduiKRqN0d4/Q26uTnT1IV5ecSoNBL1u2DLBwoUkkEjmmovtJBm7/l9e3NE0rAX6klBoESBbf/yeL7qGUMaVUqtjm5OSkUiQiEZu77hJ3qTlzFLfccuRdPll0R0elADqdotJqbpaHQCnhas6fD1OmwIEDUnTPO89m2bLx7vPQjjkWi1FX10R3dy9VVeV4PDO45RaTnBwpuOGwHNkLCxW1teNF2OuFOXOCGEYJy5dP3CQkglz+/OKLkgDrcMDWrUJzam4WTHJkRIYnSR8Aw4hh24qlSyNce20OoHPo4eHppyV+vLRUsXevxrZtGk5nbkI+KxzZ0VGBJgIBgQIyM+GGG6JUV9uMjkqnuG2bYJMu1yiZmX5++UsvTqcUza4uOQZ3dMjAqaJChBMSia4oKBBMOCtLJNZf/GKMz38+Tk+PzmWXuRkaEj5qRYWkORw4IJtEYaET2xb3rXBY0dwMkyZpKGWQkQGdnSY9PQ50XeJv4nGNtjaDzMwo11xTxzvveNm+PZ9wWDFtmo7bbTA0pNHQoFNSolIUu95eKCsb4d13M8nKEnHK2JjGzp0Gp58ew+1WTJ5s43DIayRTO8rLbebPtzlwQE8MrCTi/ctf9pCfb9PbK5vm+vUGv/qVdIDV1dJ1Jk8+liWD2eJiMcWprdVZtMjmscccKcFHNKp4/32DW2+NpJKC58612LxZBolJUUhl5fg91durcfvtTtxuwfbr6jzcf7+TH/9YdNM5OYLZW5aIO0ZGpClIejx81HI6nRQVOcnJceFweMjOlvc4OmqTnz/E4GCQYDDInj17cDgcqcJ9pHThTysB/r+wPgNUAXFN0/6glNqb/A/HddE9GryQxHQ7OjpobGwkKyuLE044YYJY4tJLbS64QEjhPt9Ev4FDl2WZ/PrXfjZvlpv48sstGhu1CQRvp1N06vfcE6ezU/49N3fiNUVSHKWh4QCPP26xfn0FsdgMFi1SnH22nepwQeCEcFjjscdiPPqozvvvi+z0uuviOByhCe+vqUkMxPv65HUvucSmvl66xg8+0FP0I49HNojycov2dov2djcOR4yRETneXXFFJuvXa6xapSe4oTbz5yfd10Qn39IidDDTjNLa6iIWEyxYKHAyRQ+FNHJzZSi1aZPB3LkWFRU2W7fq5ORIt9rSYtDfD5WV0pm+8YbwN71eeY+7dun4fBahkHzHydj4WEyKw6WXxikokC5t5co4hYXSxW/aZPDQQ/Ihut02DQ1eLEs6rx07pOvTdZuyMumcQyF578PDsgG5XFIMV6zQiEansHGjDNU6OhSNjcPk548mcPZ0Gho0ZsywmDRJx+m0SU+XDdXlks0yEhFmQXo6rF+fZE7Y1NXJ5+v323R3i61kdbVFfr7QEVta5BhfUCB+xtGo8KZXrpTTVlWVzY03NnPffeUMD8vreb0qdeqSe1Z8H+bOFZl1NCqYd0XF+LNy661RvvMdF9u2GcRiwis+dCbQ3KylKIjhsKKw0GLvXoFihNkBN98c5Re/cNLZKV3yjTdGDkuESFLePJ6Jz4Oui/vY3Xc7E3mDGl/+skV1dTaQzeDgIHPnzkUplUqLaG9vZ2hoKJUu3NTUREtLC16vF6XUJ4YYjiU1AmDTpk0sXryYp556iksuueRYLx8BvgecAvxc07S7lVLvw3FedI+0lFIMDAzQ39+P1+tl4cKFuD7MvE6spBHIR63nn89gzRo3kyfLrv744wbV1WLQnTw1RSJicG6aUFJy+DVs207lPQ0MzGDt2hL27ZNuZcsWwUodDrk53W6BO3JyFOXl8NOf2sD4w7B27fh1R0bg/vuFZ7trl0Zbm8Yrr8ixUabRWuIIO+6Xe845QebN20xHRxW7d5eSk6Pxla/E6e2Vv1tSotizR+NXvzJTiqmMDDnOJkUGliWFwemUAVfSlOeEE8SfIBCQ7jQWE5WTwyE8VtuG/Hwv/f0GkYiG2y0wQTgs+HBlpcAkBw5I8vDy5RZLl8Z56iknQ0Py+vPm2fzjHwaLFlm8+6547JaWCstg7lyLujozIUWN09QUo60tjfr6JO+VBN1O3LS+/OUYd9/tSvFpxW1NcOuaGpNp0xQlJVBXZ9DTk0F6up+ODp1AwKa/32D9epPS0mGKi4d57LFChoaES1xcrFBKoIHcXJWiA9q2zU03RXjnHZO//90AJIHizTdNTjzR4pxz4jz6qNgxahpkZipKSsTjNmlODnDyyUEyMzO5774M+vrGB23LlokZezwukM+2bbLpyslBpY79IN/RzJk2mZki+Q4GxeHrmmtiKQXj/v0669Zp2HaA4uI4VVUTn5eFC23+/OcxentFgPNh2uPOnTr33isZdcXFih/8YKJt48yZNr/+9Rjd3XrqnkmuJKaraRqZmZkTKGHJdOGenh527NjBnj17mD9/Pn6/n/vuu4/q6uqPeqRT1/+41Ijkz914442cffbZH3vND60sYJ9S6hVN034M/FTTtN8ppZ49rovuoTvboSGL6enpeDweZsyY8U+/xu7dHtLSZDJsmslUVcXnPmezapUUnwsusLn88sMxYaVUQrLbhGEEKCoq5sCBIhobtVSBNQzpJv/H/7DZsEFncFAK5s9/Hj+iygekiIbDJPKtpMvu7BTa18iI4Hk+n3RKra1JwxiLSCRKWVk7mZkZnHmmmDdHo1Yi9VW8DoaHYf16ncxMeZ32do36eimQ0aiotmIxOxUlk4z1CQTgRz+K8sEHRoIfSsrlqrxcUVUlR95t23JxOiUivblZo6FBkhpyc+2UqY3fr7jsshiXXx5HKcFAa2rE4LyiQvHeewZ//rOJaUqOV1eXxoknWqxZYyRi6LWEuXuM/n5Svg5padLdpqUp7rknQjwOb71lUVMjnrWGoXHppVEaGzUOHhTpamWlTXW1cG0PHtTJzgaHQ09EDuksXOjixRfTEgnJAtu0tmoUFIyRmxtnzRqdsjKoqtIBk3hcMt0qKhRFRWL+MzCgccEFcerrdZ5+2kFamuCjfX0Sef+lL8V5+22D006zEp+Rzdq1bqZMsSktFXhjaEj4wRkZ4lGbNJGxbRmgrVwZY+7c8Xu0o0Pw10mTxvH0fft0wmH5LvfskcGfPGKKpiYn550XO+xEKDach582+/vhjjuceDyKkhJJuLjjDid33hmZcF9nZIib3JHW0TpXTdPwer2cccYZ6LpOTk4O9957L6FQ6JgzEY8lNQLgvvvu4+KLL2bTpk3HdN1DVjYQBVBK/X+apm0Bbtc0zX1cF12Qwtbb20tDQwN+v5/q6mo8Hg9rD20J/4lVXDzuhq+UdI/l5ZLYGw7LkfLDO7xSiq6uLg4cOMDgYBEPPngKXV2KtLQxLrxQCmZyaGFZ8udAQNIfgkExqzmabUR9vY8HHjBT4gjDEClvkrer62K2MmWK4r774jzwgMU771i43XF++lON006roLa2FhCc97e/NQiFNLq7xzt1wRyl4Ca5qWVl0NenEkMgG59PXMlGR8VQZ/58i7vuEhvAaBTmzxcfBF0XSldnp5bwQIgyebJOfb0zISgAUHR1CaQQDErX39ios369QBLDwxrz5lnk58tnsHevcF4rK0V8sH69zhNPOBIhmhrr1unMnGkQjzsoLLRpbBy3cDRNGXCeeKLF9de7WLrUYv58i+3bdYJBjT17DIaH5fSybZtQ4JJpFq2t4pmRhCeiUTE7T6rIxN1ONuaZMx309xu0t2u0tto0NQ1TWjrCwYN9NDTMpK5ObCanTpXPvbxc8eqrMmPIzBTIIBgk9fk89ZRJd7fGF78Yx7Js2tpMtmwxcLvFeNznGxeHrF9vpLLfJB1ZWAwT4S4SMmV5jVmz7ITIRP771q1yYjJNm8HBMcDJ4ODEIrh1q84zz5gMDwuP+OKL46n7tr1dT8ETIB1/W5tg1J8i5OGo61AJ8CfBdo8lNaKtrY0XXniBd95559MU3feAXhBLR6XUq4nC+8xxXXQHBwfZvXs3Pp+PuXPn4j30DPaftK66KsL27SadnR5sW8QM558vO/ORim1yAwgEAkyfvoArrkgjFoOCghh9ffDyyzqlpYr6ehKuXRp+v6jivN6Jx0gglRgs7lfwl79UkJsr6RcDA1riIZUJtGC2Qs6fPj3K8PBeLr44zE03VZKdnc3IiCRK2LZ0qvffbyRsGRWrV+v09pKSAVdUjDMnkhheJAKf+5xi6dIdZGQs4uGHDQYHxaZQhBU26ekajz7qYONGGXZYFhQWWnR1CZYZCFi43ZIEkYyhAQgGxaR8+nSblSst0tMVDz7oSHT1EnJ59tlWIolBbDaBhIcvqYGSZYlya3BQY+XKfi6+WOf887309cnn6XDAv/1blI0bdRoadCxLlG2nn26zf7/Gvn3iWmbbitZWsfR0OhVr1pgp/FdUazbl5VLIYrFxlzL5zsQucsECOYF0dpqMjaXzve+5+Pa3C9A0uU5Dg0ZnZ4xJk4bZsGGAWCwdyErYTEoBz86WIpyeLsOwSy6Js3ZtgLo6gWhGR+X/X7zYYtkywX2LihS1teLH4XQKs+PDEelbt+qpDRIU77xjcv310dT9V1ioWL+ehFFQnFDIlVI2Ahw8qPGHPzjJzBSI4p13xJHtkkvkPaSnqxSLxzTlBJa8j/4z16f1XTiW1Ijrr7+e22+//dOyI25WSo0mXiue4Ot2Aqcc10XXMAzmzJlz1GL7UeB6PA6PPqrz5ps6aWnw7W9bLFhw+BdRUKBx660HMIw5iY5AHbELHRgYYNWqVp5/vpxo9GQWLtQ57zwpErm5IsX0+SwiERm43XabQWOjUG0uv9zm7LMnHrGUgr/9Tefll6W7WrbM5sQTFZalU1srPFuPh1QHN3u2Sg1NZs7sY/r03WRnT2LmzJnYtsZzz+ls2KBhWR78/hxycsRop6xM8frrIsBIT5cHNlloAgHBCwsKhD+qlGDNL71URHm5zsKFikWLLNasEZ6zpskQzOmE7GyboiLFqlUmr7wiUEAkoqUSE2Ix0eInu2rDgMmTbS66SJy5urqkKC1cKEf8bdt0Hn3UkUrS2LzZwOOxGB1N0p1UaqgXCChmz45z2WVdNDfncdFFMbq79YSZjOSt1dYadHVBfb1BVZX4K4sQQQp8fr6ivFwKemOjnop2Ev6wDBonTUoaCokdZZI/XF0dTzhrieNZbq58pkk/4rIyUf9JwoaTxYsVPT0mg4MW+fkjdHU5Ej64Jk5nhN27baZO1QA5Oq9Zk0l2NhQVyclgaEjw0aT89vrro2zb5qazc9yfY+pUC6XGN4Y1a8ToJxrVEukeIn5Jri9+UcQf7e0aIyMm5eUqpeoDwd2VUqm5RkGB2GQm50ylpYpLLonz7LPCDtE0+O53o4fNUJKhoofS1WzbPuahWDAYpLi4+Jh+9tB1LKkRNTU1XH755QD09vby6quvYpomF1xwwcdeXyk19KF/T324x3XR9fv9R1WLJSlaR1O1/OlPOg8/LMew3l4Jq/zTn+JMnTqx8JqmidMZPWJBBtlp6+vrCYWcPPnkHJxOMyGNhYEBIxUlo+taKsm3slLxyitxurpIUaE+vDZs0HjmGTmibdig8+qrGtXVUrz7+sbhBDESgUWLbC64oIn29k5mzy6kpGRRitC+bp3G2rWSsbVqlc6uXaWpGByPZxyeSB5tbVti4c891+aPfzR46SW5zje/aTE0BFlZEbKyhE72xBNiuhKNwgkn2HR1SbRNZqaEMtq2PPTipavo7HSRlqaYN89KHfvDYfmdR0fh+ecNzjjDZv9+nWhUx+OJY5ryGSklHqyC5WqsXm0Qi2kJj1+dUEgMyuNxxbRpMXp7HdTUyMDy5JOFp9rRofHGGybz51sUFckRu7FRZ3jYprPTSBRdg7w8yVCrqFDs2iXMjCRl0O2WDjsc1jjxRJusrBg7d2q4XC6WLbN4/30zFUF/4IDG9OmCUTc2iuR4ZEQ2L5dL4XJpVFRogAufT3iv2dk299/vpLPTJhh0sH69oqlplJUrD7B79wDB4BT27QOvV/ByXScligDpau+4Y4xbbnHj9doUFto88YQzEbIqm7tSii1bzNRGGghMHIRlZsLvfz/Gzp06dXWNnHtuMZmZ4wNpj0dOAtu2yT1eWCiquEPXpZfGOeEE2RiKitQEW0il4NVXDV56yZEI5JTQSrkPP5mt4yzxP/1E61hSIxobG1N/vvLKK1m+fPkxFdyPW8d10f0405tYLHbUL+/vf9fJzpYgQq8X2tul0B2p6B6psA8NDVFfX088HqeyspJ9+zKIx40U7lhcLAOyf/s3i/vvN1BK9PL/839aqYSIwsKj/25792rEYjLUcrnkgait1Zg8WSSjoZCEShYUSGaZpu3H79c4++yFqeOQKK3ElSs9HbZt02hp0UhLi9Hd7aKrS+J8XC7BFSsrVcICUY7vhYWiqPvxjy26uoSPvHGj6P/XrdNSA7vi4gjPPedg+3YHlqVwuWLMmBGmrS0N25ZjbjIBQqkYv/nNEBUVPu65x8nzz5sYBpx/fpy8PMVrrxncc48jpUjbuVNnzhzpKJ3Ocay7oECECVlZKuEhIU5lkyfbnHJKnIEBnbvvLgNENNDcbHPaaRZ1dRrxuODE6emKadNsHA6dhgaDnBxFTo50pYODOhddFMXvVwwOGjQ1CbzidMrwqKBAUVOjJ0QUFh7PGAUFJjU1cp28PJVSlp18cgy/H378YyehkEYwKBh3IKDIzbVTPhaaJp9TVpa8xtKlIjQZGtIxTR8/+EEF779fxu7dTsJhkXG3tQlOPjjYwb59Y+TnC5+1ttZDSYmdYgvoup2AIWwGB2HrVkmD1jTh5JaUKD772Yn3uceTNE8P4vdPTGaIRoUJkoy82rvX4IILDn9OZFB3eMOyebMMDcWtDd59V2KbVqywPnHR/TRJwMeSGvF/ah3XRfej1sd5Jni9oiw71FPjSP4aH5YBj46OUl9fT1dXlFWr5tDS4mXGDDG4SeKvmjYuVrj4YpsTTrA5eNAiGKzlgguO7HA/Ogq//73O6tU6gQDMnWvT3T1+9Bobk+4jFHLxzDOjfOc7brq7LYaHYyxaNMIPflCG1zuOe6xerfHIIwbJjyAzU9HVJR1Ke7uDoSHxSPB4BILJyhKtfm8vfOlLFkuXyoMSicAjjwikMTwsctGKCgfd3RqaFseywrz/vgenU6ewUMzC6+sNWlv9aJqN2x1H08YSgg83paVx/uM/DCoqdC69VFIgmpqE9gXQ1yeFdN48RTBosXGjQU2NwAdjY1rqZ3t6xEfhUEzV65WOsrBQ8fDDZooWlZ2t2L5d57nnZOgzOKixapUM+7xehWEIfDI4KN9ZXp7kfi1ebPPeewann25RXCzJt4ah+Mxn5H01N0uXPHmyk0DAYuVKi9dekxNETo4EUjqdUF1t87OfubBtgTeSYZ3JzWj7dp3aWli40OKii4QP294Ow8PymebliSmNrsNf/+rF4ZD8OUnz1SgqctDXl8dLL42wcmULo6ON1NbmsmlTKS6XRkEB5OTouN3SpOzZI9zcefNsQiEt9Rkeev/bttDQ3n7bpL9/vrruCQAAIABJREFUEldf7WDRovHiuXWrwDJiVCSds1D9jm0lPaCTcENWls2uXTorVlifSAL8z3jpHktqRHI9+uijn+o1jrSO66J7LJ3u0da//ZvFTTeZDA0JzaeoSPHZzx5OXdF1wa4ikQgNDQ0MDg5SXj6VX/6ykPp6oSbV1WnU1WmcfLJi7VotNVT53vesRLovlJdrbNgwfNT38+CDOm+8IXlco6MCA2RmCsk+Sdz3+RReb5zCwhC//OVBenszqKwsY9o0f2ri7nJBY6MIJvLzFY2NGuvX68TjKmFmIzxbSZcgFeRYXq743e/iKcK9JAdL8d63T6OiQlRyb76psWFDKZpmkZYW5ayznNTWenA6RQLs9UrRuvRSOOMMm7fesnnkER9DQ1BaGufss7twuzVefNHm0Ucd+Hwxuro8nHXWGB6Pg6EhBzNnylE+EBDsMyfHJjMTBgbE9MbttjnrrDjPP+9gYIBUzpbDIZ9BQ4N0qskuuKRE0d8vjmKTJsmwralJY9cunenTLbZulaFUT49GRoaNw6ExdapNT4+IBNxuGRZWVNi0turs3WswZYqioMBKZLGZrFgR5Le/LaOrS2NoSChzkyfbaNq4k1ky4sjnk9y6ggLF/PkWbW1J2puN36+4/35HIrYH9u0T/vJ11yUVlnK/GIZsxl6vXG/qVJPm5nRyc714PIq77nIRCsm929YGeXmjnHPOLjZvjtLenk8kUkF6OuTmmliWdOSHNpfvvGPw1786EicpnQcecJGeHk1FtCeThJOQQVeX8LmPdeXkyMA32QWHwxozZsifP6mB+b+qrePR1nFddD9qfVyne8opigcfjLNunRTOc86xOdKGGYvF6O+P86MfdTIyMpmFCz34/dDYqJGXN273V1urceutcT77WemkJk9WE7xDk8UbxIjmD38wUvljV18tw6j8fJUyyhG5q01ams327XpC0WPzhS/so6nJZu7cGfj9fkIhuPdeSTXQNMVFF9mph6enR1IK3G5S2KckR8QZGXHi8wknOBSSyX9dncbq1Rq6LrStz3/eoqlJ2BW2Da+/ruFwxAgERvD7Pezc6eXxxwEUWVmK9HTBnEMhjc5OWLtW7Af/8IdRamqksGmai+HhdAYG/BQX20yaFGXbtjiPP+7DMBSRiE1dXQy/f4xg0IWmeUhLE7xZ8G+bX/5yjCVLbBYtsrj2WndqWDl7dpwXXzSJRjXicYu1azPQdY2CAptIRIaDySTeykrFwYOwe7eRonlFIhqhkBTik06K88orJgcOSBTS/PkWGRmK8nKLrVtl+JqeLoPV5uYYLS0eDh6UzjQYFJy8txeWLrXp6pLvdv9+aRIsa3ygFQrpVFXZuFw6RUWKF1+UbnzuXDEACoWkOz7/fLmXv/KVGO+/L9SrhJEXHo/IcGUgKQ5toZDOkiViuBOPQzzu5bzz5qBpcUpLh3jhhQhbt7oYHhbLyLPO6qO1tY9AwE9aWhrr1vnJyVGJoi4nvS1b9FTRXb7c4h//MGluliFjICCnjGNdy5ZZbNok1pi6Lg3BhRfK7/j/F93jdB2LJeOcOYo5c468O8fjcQ4ePEhraxcPPzydcLiItDTBNbduFSghuZLdh8tFIrrn6Dt+NAq/+pVBW5s4Qa1fL//Ly5OHKJkokQyH/NOfbNatG6O2tp3Cwn5ycxXTp0vBBRlmNTeLiuof/9D5+991Fi+2icXElCT5cHs8itxckSd/85t7eOyxBYnJtMSdX3mlxd/+plNSIvStl14yePZZ6bYzMhQVFSH6+924XDput87+/Z5U9lgkIsdlIfNrzJ9vs2SJGFe/9JLByy+7CAQUHR06ixcbhEIiYsjK0nC5nImgS4158+yEIbeL+nqdrKwIgUCUwUGLSMTEsnSU0li1yqK0VBGJmJx5ZpzZswUXDIU0nnhCOkal4tTW2mza5CE7W6O9XWdoSKO3V7K6BgYE0+3s1BJ+vMKmsG2NJUssamsNqqoUxcUWDQ2SFXbZZTGeftpJS4vGvn0waZKdoKzZbN/uY2xMrpOZKV4REjwqEMKFF8Z56SUjwTCRrrCxUQIoS0sloHTOHJu1a2XwF4sl04aluCe/x1NPtfj+9+t44om5DA9Ll3vwoE5Pj8a110bJzCRhSi7+Dx6PnDySnbZpmuTlZfC97+n85CcONE1RUGBjmhns22dRWdlLS0sLvb2FbNqUg22bOJ0+CgvjeL3jN312tuLuu8fYvFk2rfnz7QnDPMuCF14wefttMVe6/PIYJ588/vc9Hrjxxij19YILT55s4/ONP3vHWnSHhoYOM9T5V1/HddH9Z+CFoy3LGk+QKCkpoaDgZDo6Rpk2jQRtSDqWE04QBZnDIQ/IWWfZfIhxcsTV3S3FdvNmLeEFIFE5F19s0dcn2VlKKWbOVJx4YpT6+gPoeh/Ll08hL6+aPXv2TMCY6+ulE33xRT3Fqd2/Xyc3V9JoIxFSoodkGGJl5RCvvhqnpkYYFSUlQpcyDIkof/11A5Aho6ZFeestE7c7DaVEGmwYowlRh1gw+v3ykF9/fYShIbEPTMp5OzqEfjVrlmDKjz6aj9utJbBmeUg7O6UIicBAOv1lyzRuvlln926bK690o5SGw2Fz7rlBWlujXHmlIxF+mcbBgxannhqnsdGTMsOOxaC8fAylPPT2isjC75cgzN27dU47zaKqymL7dmcKixd/YqGJjY0Jzp6WBnPnirLvxRdlwDdjhnCBm5t1ioosNE2xebOPSERLKPBEJu7ziUlQSYnIlBcssLnsshi33eYiP1+y0Xp6ZLO45ppYgr3h4ODB8TRgpxMmTYqzZYvOggVStKZPD1NaKrlrSTZEOCzYMcDGjToHDugJ1oxAATfcEJ0AH9TVSTedNKgZGDBoacnlnHMyEveRk85OE1BEIg6CQQufbwubNsUmGNCcckoaTufhKrBXXzV47jmTwkKBIe67z0lGRpQZM8YLr9MpVLcjPYPHgun+q3vpHm0d10UXPtr0JhKJHPN1JGG1nYMHD1JYWJhKkKiv11KvIf+Un//JTyzee0+O5NOmKS68cKK94qFryxaNl1/WaW+v4GtfE/nl6KiWMnixbTE+ef75GPv26bjdFgUFTWzb1k55eTmVlZWpGyseN3joITdbt5opCWZb27ih+fCwcG2HhjTuuy/GTTeZ9PXJcdTrheuvF6xSrAcVv/udRH6PjIg0WfK+wDAshofHEnitsDKGhgSmiEYl+DA3V6U2ndFRsTyMRhUNDQaxWIy2NqG8ZWUJhNHcrJGebjFnjkVLi5s33hDmwtiYvLfhYRKxQdKlvfSSybx5Fl/6UoxQSGPaNBu328eTT6bjcmnMmROnpCTO5s1mIonDZnhYEQ7HmDNnlMFBLXHsFnmzpkFurs3UqYr77hvj5ptdnHaaxerVJkqJqc6ZZ8ZYt86gpUVj926RFzudwsutrTVTGObUqSplMrRqlS+lLIzHJea9qsrG6ZTIdpcLqqst5s61ExCMbIDZ2XL66OyUzfzHP3YRDmvk54tb2uCgmOrk5SkeftiBUrGEybcwO5JGMuXlovbSdSm+f/mLk2nTpJuPROQe+3Bir8Mh3ggg8EV2tiItTQrgwADs2mVw0kkyaAuHh/F4ApSVLWDq1BjDw8N0dw/z2GOK3bvHcLvDrFzZx9y5Bmlpafj9ftavTyc7W6VCJwcHRRZ+aNE92orH459I6PSv5qX7ceu4L7pHW8fa6Sql6OzspLGxkZycHE466aQJ+u1JkxSVlSO0tvrweuVGP+MMRX4+XHbZx99ANTUaP/yhHLEGBtK59VbxENi5U0+F/GVnywNbWqowjGYOHjyI01nE4sWL0XVjQozKyy9ns2GDk6IiMabp69MpLpbhm6ZJJysYLlRXwwsviP4/GhXFmK5LygPAc8+JzLW0FPbvV6xfr7Nli0YkEiUnZwy324OuJ/1s5Sibnq447bRW3nmnkr17jdQga+FCi6lTNZSSo/cf/+jG65UitHhxjL4+ESdkZ8cBOeqGQlrqwezo0BkdtRPerxKq+corBq+/bqCUsBacTuGDBoMaM2faaJpOXp6TzEyDjg4H06YJtllf72bPHp2KikGqqzt56608HA7x8o3FdPLyojQ2CuY9a5bNvHlRhoeFuXHggAwzc3MVdXU6W7fqfOMbMerrhanQ2ChOX16vStCmtBRtStfHlWnFxWIs39EhRkTxOFx5ZYyf/MTF3r3jEtmcHPmdX3jBTARNSndrWbIJJBVpui7Ks4ULbbZsyaKpSSMY1FOd7Pnnx5k0SdJ/YdztDGQ+MDIyPrSybWEftLVJEyHzCcWNN0YPeS5IsFtsHI5YiiFiGAaBQICnn86mo0Nn7lzFyIjirbfyqKrqBoJ0dnYSDufT1pZGfj44HE5GRjwpbPjj1rHCC59ERPGvtI77ovtRne5HYbpKKbq7e3jppV5isQwWLz6RqqrDj0mGAd/+dhu7dvnp7PQwfbpixYojd7VKwVtvabz/vqSgXnqpzbPPinggOxs0LU40Kp3otGmK7u5xy7sLLhhk/fptZGdnpwp/fb3Ggw/qhELC6b3mGoudO31kZMR5+203Q0NS1EZHk4o0kRX398P3vx/HMKT7Pessm5df1njmGQNdh66uUqZNk84zKwtaWmD1ah2l4jido7hcbtLT/YyMSNdZVCQPcTAo+G1np4ezz45SXOzE47EpLRV1la5LzE1np2wE1dWKdes0nnzSlTAat/H5htH1AAcOiK9vMjo+GoX8fIvPf95m7lxFf79AJ/PnC5c1I0Nj1SqDaNRkdBTWrTM480wRPAwMyOeYzB/Ly7OpqrL56U8Psm3bbHbu1BkYkKLj8VhoWh/f/a6bri6NmhoH1dUR8vN1/H4Tl0tPcYGFtid47urVJtnZgo1KQbeZPHncRDxJ7UveF/G4RiQiPrcSSQ+vvGKydq1suh0dWoInq/Hf/3ssYVCjUskTSee2WExOGJaVFLAonnuulBkz5LXDYTkVnHuuiEhycxWTJtnU14uScWBAICCPZ/wZ6emRGKFTTrFSCSKjoxxCL4TTTrN45x0Dt1vR1+fmxBNtJk0abzJ27hRHOjFl1xgY0BkdzWHmTFH6fO97Grfd5qCvL048bpGVNUggsJ+NG2P4fL6EN24aDkcagYBrwvN0rEU3HA6nZhvH0zrui+7R1kclAvf397N/fx1PPjmFmpo56LrOU0/BtddaXHLJ4d2rz2dw8cWjpKcfxYUmsf72N52HHxbv27Exje3bhbaUXJqmpyz/nnsuzkMPGTQ3Rygvb2b58hEqKxekwviSrAS3W661ahVs326Snq44cEAMb9xuKVZ+v3SNv/xlnIEBSYmYOXP8dQ8cEJFFebmiuVlj7dpszj/fZMYMlaC8RYhGNRwOk9JSH7ou6rWrrorzgx+YBIPCuDAMGZgUFMQZG2tlYCCPHTu8dHWJ72wgIJHvYmwtD3Jrq9DVcnJGGBtz09qamypOfr8Uq8FBLeGVK2Y1Tqf8HoKhSzeTlqbo69OZN0+O+9u367z7rpiRO50qIbuVwjQyIsOqzk4HjY06y5bFSUtL+hko1q8vZPZsm2nTbGprLfbudZKb28v27R727UsnLc1mzpwI8bgDXTdYtcpMRTAVFUm45EknWbhcYm/Y3W3R3OwAVCKW3WbHDsGOZ8+2cLs1Vq6UkExxqiPlbZuePq5IXLbMYs0a6OoSdzaXS76vzk6TE06w+NrXYoyN2Skj9Lw8RUGBwBPJvkPX4d57I1x5pYvduw2yshQLFlj88Y9OfvQjURIm7T6Fay3X6e7WUu5fmgbf/36UyZNNduywcbt7+O538ydIeP1+EYcMDWmpIFLfIUlUFRWKX/0qxt69Og6Hybx5Pny++akIn/r6Ue68001nZ5y0tCEuuaSbqioxLB8bGzsmnDYYDH5qju5/5Trui+7RjhdHCqccHBykrq4O0zRxueaybVuA4mKFrstR8YEHDJYvtw8TSRiGcUzhlK+8opOXN27q0dwsbIbdu5MDEwder2LFCoXPN8Q55+xH0zQqKysPm8AmzUgaG8VgxTDEsHzOHEdquq1pUsD9fulSRNAwXmxtW3DSUEgeqP5+eP11PTWw2rPHIhKJYJomSrkpKpKBT0+P4I0nnaR4/vkYr76q09wMpaVWIkWihM2bLbq7DbzeMfz+ILW1AX7/ezemKYkC+fk2Bw/KBD8zM0ZurptAQKezU+Oss2KcfTY88ICDYDCJJcPy5TbNzfD00068XkVPj86uXTbz5lns32/idCq8XgVoVFeLUfrwsODM4bCW8lbIzISyMovf/a4Ul0soX4WFMnjq75fjuHSzOnPm6AQCGlu2FCYgGEVLi4PNmw1mzBgiO3sYpXIYG9OJxaRoG4aRcu/KyFAsXx5i924Xublu6usNMjOFPXLwoM7evTq33hpl2TKLxx6TIVl/v9gdjoxIh75zp1CxnE64++4Ib7xhsGWLkUoL7usT3nBlpaKhAbq73TQ0GImNS+CkPXs0qquloOfmisvc4sWx1PCspUWjsVEnK8smGpUhZ0+PljLP/8pXYhP8bB0O+MIX4px77hDNzX34fPmp/yZDR43du2WQ3NQkeW6HdsIgxTwvbyKkoOs6LlcaTz+dhWmKtD0YhLfeymfu3G7GxkIMDQ2xe/duDMPA5/Ph9/tTg7tDO+B/RhjxX7mO+6J7tHUovBAOh6mvr8e2baqqqggEAmzeLLzV5Iaa9DIYGTlcmXY0qCIchq1bpVuYP1+m74fWeduGadMUv/mNxcsv6/T2DvHFL44Ri7WwZ88olZWVEziGjY2S3BsOy2Q5GpWCm5Y2btsYDDq44op+HnywIOHaJV3xFVdMvOGTto1yhFUJTFl+WcuC7u44kYiBUmnk5gp8oWkara2C3X7960nbSsXIiE1fn0Zvr05jo4Zta/T1mei6Rnm5g0jER1+fTlqaTW5ujOZmRU3NMJGIhmGkkZVlMzYm3rHihSrd7fXXx3j9dZGznneeTVaWQAimCQsXKvr7bbZtM+ntNYhGx9Vnpimd2dCQJOomWRuWBStWxJk71+YvfzHJz7cScmaxbuzpEbnq3r06jY2KpUsthoel6Pf2ChvD6ZTvTBgFTmpqPOTnazz7rHjuhkKQmTlGbW2E7m4PNTUwe7ZGIBDnq1+Ncdtteqrjy8gQru28eTbf+Y6b9euFXtXTo6VCJD0eoYnt3auzYkWcWbNs3n7bSG2M5eVqQvLH9dd7cbniaJpsooODGitWxKitNXnzTVixwkrde3v3SsJJSYlKwRMAf/6zg/R0oQKOjIxHwh/aXPb3w5NPOti/309mZiHXXSewA8hQrKFB49RTxdDJNGVw29ysTeCmH20Fg2LYVFKiEp8TtLUZ2HY2FRVZ9PX1pYzIh4eHCYfDdHV10dDQgGVZeDwedu/eTVNTE4ZhfOLUiI9LjHj88ce5/fbbAUhLS+P3v/898+bNO+brf9z6f7bo6rqOZVns2LGDsbGxwwrclCnSJfb3S+Hq7RXC/JF41kcquj09cPXVZuqIlp+vuPJKi4ceSnZf4ot74olyzdmzR9m0qRbLssnPn0Zubu6EG6W9HW66SWJdXC5x0VqwwCYaNRIG2TLUC4dh0qQIzzwT5667JPbmjDNsli+3aWoS/FXX4Z57jJSl365dUkyzsiyCQRuXSxGLCX7pcAjXdngYfvhDi4MHpUMZHFREIha7d8O+fSaTJkm+1759Gn/9q47fL9zfsjLFa68JwT07G/z+GBkZilNPNbjiCiff+55GR4eDSEQxNKRYsqSDgYFB9u3Lob4+jZISm64uJ93dUhTa2gSfhqTJjZiCe71iMLNhg0lVlY1tSxhmMpFC06To9vUp2tttDEPD67VQSpGZKR4Va9dKJticORa7dxu8+67BKadYpKXJoCkQkK65v19YGUnj8hkzbL7xjRh79ugJcx0HpaUmAwM2DQ3Q2OjkBz/Yw7p1Xmprp1FXpzNlSgyXS6Ory8njj5u89poIRTweYS8Eg3DKKRb5+RKp09OjceaZcUZGNNasMdmyRcc0oazMJjdX2AcjI9DcrBMIxLHtQ9k0GoWFNnv3GqxYYdHaKjlxwrwRWOiii+IpYUNPj3yegQAJ3JcE5i0rFoN773XS1SWf4f79Pu67T+LbTZMJakZJh+YQw/OPX8l06KSRfyxGwqxevnfLstB1HU3TCAQCE3xyk6kRra2t1NbWsnPnTubPn09GRgb/8R//QUFBwUe+9rEkRkyaNIn33nuPzMxMXnvtNb75zW8e5rX7z6zjvugeaYcbGxujoaGB0dFRpk+fTnZ29mE/l5EB99xj8fOfyxR3wQKbm2+2jnjjmKZJR4diyxZR3yxebPPIIwZdXVrqSNbRIVLgW26x2LRJutOzz7YJBCwOHDhIR0cHLpeL8vJysrNz+fvfdVat0hIepHZCPgrl5fKakrumc9FFNh98ICKFsTGN/HyL8vJRZs5UPPRQnFgMHntM57e/lSFZfr7ikkvkQS4uVrz9tk5LC4yNWQSDUSZNMuntFfcvpSAvT4qddELyGn19itdeI+EbKx2gpgku3NwsxWnKFFE+rVsnFDOXy8LhGATc+Hw+Jk+OM2eOxWOPxbjzTgd1dTJcXLEih76+TPbv18nIiJKVFWZsTOPNN/2kpyuUchEOKwoKdEZHxTu3vNxOHaWHhzXOOsvmiivinH++iwMHpDsVpy0Ihw3efRdaW2PU12dz5pk2Xu942m2yCz3xRIv2dvGUXbvWSEAUws7QdcFq16wxEsIIk4ULLSorbebNs3n6aaG65eRIkkRdnUYwWM5f/5pPIGDT3S1pwYFAjNmzewiHR4lGywiHhdMsxVJer7iYRN6bdKV33ukgFJJuu6NDMPH/9t+inHCCCHJ8PsXYmJHyqLVtKeBDQ6LKA2FCeL3iHREKiUIwL2/ckvTkky02bnTS3S1S3LExjS98YfyI1tOj0dEhnejoqKKgIE5rq8Ac+flSrM84w+Kttwx8PsHQZ8+2ODSD7aOW1wtf/nKMxx6T1tu2Bco41G3v41IjzjnnHPr7+1m8eDE33HAD/f39x2RifiyJEUuWLEn9efHixbS2th7T73Ws67gvuoeuaDRKY2MjfX19TJkyhWAwSE7S0usIa+pUxSOPfDxW29np4pZb0rFtwdEef1w6vUP9R10uoQctWGCzYIHCtm3a2tqorW2muLiYxYsX09jYiG3bvP22xpNPistZR4fG7bcbCd+HibQew4A77rD4858VW7fqlJXZXHzxIJo2jpPV1Gjs3CneCHv3amzYoFFbqyXMvKG52cIwYng8DqZM8RAKaVxxxUH+/d+npjiUfX0wb54Q+UtLLSIRWLfO5MUXhdzucAhWWlenJYqNQCvNzRrBoE08Hk8M9TKJRqUor1wpuOYLL8iRurxcUVubzO2SRN5p0wzS0z2MjMj0OxCI4fUqduwwCIfDaJrC7fYTi9kMDZk4nbJJtbaKgfu118a4/XYH0ahGYaFi6dIozz0HU6YMcdJJadTVmbz/Pnzuc3GmTRO/hbExO6EWE/+D9euN1Iaj67L5nH66hVIi5S4rs2hulk70W9+K8eCDDmpqDA4ckOTeri45nj/4YBbDw5CfryXMhTQKCgzOPjsDpdKZNSvOnj0OhoasBHdWsWmTza5dMHNmnPnzpcjt3SvDQZdLkZMDHR0isQXZWH760xDf/76H3l7B/AMBxbZtBvG4zde+Jrz04WH5nESqLNalh1LWL744zosvGmzeLBziRYvi1Ncb9PVZZGcnjc81Ghs1RkcN/H7Jc3M4xu/3b34zxuTJYsFZXKxS7Inkam/X+POfHXR2Ci3vi1+McejYYvFikYD39Ai0cahB+rGuYDBIbm4uAFlH8kc9wjqWxIhD18MPP8w555zzid/bR63jvuhqmkY8HqepqYmuri4qKiqoqqpC0zQaGxs/kWPR0dbf/pZGNKqYPFlujLY2OQoND0v3BrLbn3SSnaCiddPQ0HAY7zfpWLZhg/ArX3tNXMAiEXnoMzNF6JAMqfzGNyzcbrj66vFwyv5+ja6u8aLb0yN438aNGtu3JztSjdLSMYaHR4nF0nE43BQXqxSt6uSThznppDC/+IWfzk7BHK+6KsaaNXqqo21vl+JZViYFf+3apAm4dNN//7sOWDidMbKzTQYHDaZMsXC5FCtXWuTnSxGvq9NTOVwOh3TePp+Q9pOIzebNIlfNzzfRNPn9zzgjjauvjnHTTSJeAClWfn+MeDzIDTcE8PkMnE6TkhLF7NkD7NwZJyMjg7KyDEBjzhwptGvWmITDYsje2elg6lQ7wfm1Ep4VpNRbsRh87nNR3nrLgVIKt1vYIO3tEkne1qZTWmrT1KTz9tsGU6fafOYzYd5+OzN1TM/JUYl0CPHrLS62ueAChddroevCOT7hBIveXulmg0GLM87YwebNEUKh+TQ1pZGVpXA6hbnw3nsShjprls2iRWNcd10vL7wwhbIy8dmIRkltPPJMwOrVJrquEuGWaoI4wrZFobhkyXh329oq/r9SdBWdnRLIadtudN3NdddZE6A30xRa2aJFFunpTMCDh4bg9tudRCJS9NesEfnzDTdEJ5wk8/MneuzCRwcPfHiFQiGmTp16TD976PU/vI72eu+++y4PP/wwH3zwwSd6jY9bx33RDYfDbN68mdLSUk4++eQJVJMkbeyfLbojIyaGMd4Ri0JJMXOmxXPPybW/9CWL007rZePGOtLS0liwYJz+pZR0pHv2+CktjRMIKNat01PhjrYtFKjf/laOcUNDsGSJ4sQTD79BdF1n5043f/yjYL2TJwvOu2OHyIGHhy38/jAjIwbXXuvmgQck0sXvFyeo6mqbQEBRVhblxRdj/OEPOnV18OKLRsIcRaXMc9LTxeTkwIFx4/RYTFFbO0Y0KsY/SWPrJHVt+nSbLVv0BH8z6c8rBXbtWoNwWJRllgUqDEFbAAAgAElEQVTvv68ze7aY/BQWjmd4mabAHoWFGt/6ljA5mpsdVFbanHsuvPJKLpYVJy9vCIejn717ffj9Y6Snu2lsNOjstFPwREuLOFgZhnzWhiHc2ZtvjnHvvSaGIYPGZMGdPNnm2Wdd7Nqls2uXYsmSGKGQzrRpMd54w0lurmx+ubk2nZ0aCxZY7NjhZf9+J7GYeOUmFXqZmbBqlYHPp3PCCTY//GEsJYn1+TR8PoOCAuju9jB37jzuustBa6uDUEg+b11XzJgxgGmGuesuL9dcM0RhYYysLItAQD63tDT53JKiiB07dF56yaSsTIafwaBEuyfNy+W5kGuvXi2njrKycYwc4B//kCHpwoUWwWCEWEyntdWYUDDXrtV5/nkHtg1FRTZf/3osBQ+0tMgwuKREXrOszGbPHj3lXPdRK4nnHsv6NGY3x5IYAbBjxw6+8Y1v8Nprr5GdjOT4T1rHfdH1+XwsXrz4iIU1SRs7WgT7sa5TT7VYt05PhUGOjmqceqri5JMV115rEw6HaWjYT0uLzuzZs/EdcmcpBffco/PKKwaxWCZKKb761fHMqJERofwkhzhXXTWRhWBZMuxzueRnmpocPPpoHskMs/fe05k1S7C3WGyMQCDO1KleensdlJVZPPZYnF//2qC5WRgRp59us2ePj7y8ODU1Nvv2GUyeLB4N9fViUu5wkHpPmzZpKRoSRBkYiHPDDUP8+tceQIprKCQbx/TpNoGAwA633OKgvFx8bx0OK+HVK0d2t1sw4ffe01m7VtRa/f1SCCxLftdzz7V44gmDDRt0pkxRRKN2YsCnEYnoTJ5sEYvF8PsNKirSqK0NYBg2Y2PSWU2aFMbnU/j9Dnp7PYlUBD3lseDxyIZw5pkW77yjE48LLOD3Cx5/0kmKnTs11q1z8p3vRJg3L85zz7nweIS2ZtuSVvH++zr79vkxTeELx2JSdD/zGYvKSlGINTeLiu200yz+/d9N9u7VaWlRVFTYNDVJZ/zrXzt44gkn2dnSnXZ0aMTjGkuW+Cks9HDgQJyGhmF0vYtt29JZv97CtnVcLo2qKouvf12SemtrpWAVFIh15KF83OTq6tJoadFT/rd79uhcdVU0xSYIhUildTidMSIRk1BovFS0tGg884yDwkKBIjo6NJ56ysG3viWds8ulJnhLx2LSCR8tbHXi/X70tJcPr09DGTuWxIjm5mYuuugi/vKXv1BVVfWJrn8s67gvuoZhHLWTPRanMdsW3EzTkrSpw3/mjDNsDhzoZtu2qei6qL1OPlmmqHV1dUQiESorK8nIyKC/X2hffX1CeyopkTSE4mIpHCMjFs8+6+Ezn1HU1ioyMqSoDQ2ROoYnV3+/GJsnnbDOO89mYMCBpkWJxTTeeENnZESxebPFqad20dGRR06Om95eKCgQ20GfD377W4u//U3w3vp6RWdnDrW17fh8YeLxHEIhgzffTKO3V0/YJ4pNY0cHCe+EOEqFcTqduN0+LrvMpLo6ytVXO+nrE/bAGWdYBALyQK9eLQbVkydLEd26VawN/f5x7G7PHunCJExSCP6DgzLA+v7343i9sGmTnoqjKSwUI/L6eptQaIyNG21OOy0Dh8PF5s1SPEpK5D7o6oLp09P4xS9GuO02RVOTRM0rFScW04nFhrn5ZpOuLpNwWGf5cguPR37vzZuNVDe2ZIl4GpSV6Xz1q2kMDEBTk5mgesnvY1kWliW4tdMpnVw0KvJeEPzbskTc8fzzJn/6k1hqdnZqtLaaTJtmceGFFtGodMdJapdhyHU6OjQKC3VM001FRR6WZfL++xmcdJJOZ6dwXEOhGMXFW9i40WJwsJBodBKhkEZPj9hE5ueLWjEZsLBpk2yWp58ujIjRUTGPT675822eekruyUgEgkGTCy44FNKShyRZRPPyhEKWXBUVkp23bp2Brotz2xVXxA7LRxsYkH8e2qz+n7Z1PJbEiNtuu42+vj6uueaa1N+pqan5RK/zke/hP+1K/4Lr4/wXRkfh1lsNtmyRG2bRIsUtt4jSaOJ1TJYs6eG66yoAGdjt3dtAMBhk6tSp5OTkoGkCC/zkJya9vdJJrV2rs3SpjWmqhC5fwzSlG/tf/yvOLbeYqcL23e9azJo1seg++aQQ2PPzhVL28MMGy5YJZ/XttzXGxuJomoXTadDYWMw111g0NkqHc9ll41Z54bCY7pSViSFMW1sGa9dmUl0dYWgoTn19hK6uGLquSE+PkpWlEQ47+e53Q9x0kw+vV5GWFqC/32D+fBlEzZql+OpX42zYILLZ1laJ1hkaks+1qkp+50gEduwwKCsTRsXevfKQtbWJC1fShtAwxBKxqEjwU9NUKdNvkM1wxw6b7OwRsrIcNDamsW6dyKmrqgS7TS63W4rf8LCTggKDqipoaZEnfs4ci7ExD0VFw2RmDnPwoM62bU6++c0uhocDtLfn4HZDZqZ8n8PDcOWVTixL4BOfT7itCxbEycnppbXVQX19DpYl7znpw/Dqqw4KCizmzhUucHV1jJ//3E1amvh2iHeGxPSkpZHIGZPiaJqk3Oa2bhXGyMqVwj9+550kdKMxaZKWkGV7mT17IR6PYtq0Edavj/Dmmz7AwjRtcnOH+M1vonznO2OkpaVh2/5Uxy9sCiZYlc6aZfPDH0Z55BFhUpx//giXXTbepgYCQtXbtEk23IwMCQ9NLl2XQVsyH620VKXoaiCd71/+YrJtm2yS1dUWV1zx6fLRPk1Uz8clRjz00EM89NBDn/i6x7qO+6L7UaD7x3W6TzyhU1Ojp7qvtWt1nn1W8aUvTTziJ6+T9Njt7Oxk0qRJTJ8+fcLr79yp0d0tk3qQmzNpIt7XB16vTk+PyaxZMGsWPP10nJ4eufGPZAna1KTh84lto2jsRdXmckUJBmXIZppOysqkuE2frvjqV8ffu2VBT4+IG2xbGA2vvWamFGrd3U5cLie27QVES19UpBOJRBkZGcXtruH663N49NFpNDTYlJTEWbEijmUZ7NwpoYTTp9uJ4Zdi716ZZOfkSGEJhWDbNgOfT7jKLpeIC77ylTivvmqwfr2e4mgK3U2UcHfdZeLxyO8/dapi6tRRNm4cQ9f9VFWloeuSwNvSIkm2u3bpDAyIQs/lEtn09Ok2d94pt7dScrxftEg4yjt3mmRlCb0oN1e8JzZsKKGmxiQYtGluNiguHsHt1igpsair8+PxaCmrR683zvBwP35/GosXe+joUDQ0aAlDHSnsMsjV2bZN5847R5kzx8IwJLUiGU0ejQoWn54uooLzzosTCom7WnGxzcKFFvG4qBmXLpXv2++P0dPjIBjUU/4MTie89JLJpZfGSU/3ccMN4q6WmamRm6vjdntpbHTR09NPV1cXXV1O1q6djWWJCKOy0ubWWyc2J6ecYnHKKRb79tVTVFSEaY4X3bQ0gRiSzmaaJjzgQ5dhwIknHtkQ6r33DGpqjBTFrKbGoKxMceaZ1ieawYTD4U9VdP+r13FfdOHTm97U1o53WyBE79raIxfxSCTChg0bKCkpmTCwS0ptj+ajbJrws5/FueMOk+ZmgylTBvnZz5wJQ+mJ4ZSWBW+/rbF/vzh/FRUpXn5ZCq50QxYdHaMsXTpIUVE+hqGltPSjo0yQcQ4OKu67T7ok2zbweBTBoEFfn2j63W6or9fp7oaZMxVTp4ocur8/Sn+/zfnnwxlnnJawIVQ0NY1gmmO8+GKcffv6ycnRGBoqZnhYJx53sXq1i6EhjXBYvHn37bMTXZ9KYYVer+DhZ55p8dnPWlx4oYvWVi0l4li2zGLVKoPubo1ly2zS0+Ns3mzhdIaZOzeQ8EKQa8Vi8v01NYnhTDQqmPTppwuH94MPdAoKRABTWiqObJWVNgcP6uzfL+m/06eLsU40qrF/v5vCQvk+gkGIRn187WtDtLXF2bpVRAu6LqGOtq3T359JQ4ODHTvkOD53rmL2/2bvzMPkqst8/zlL7Uvva9KdTtJr9oQkBIEAIoqETTaNAjqAKArDIoooDIJCFIGZEUEyoCCKSBwQIghhCQRMSAJkTzpJp7vT+75Vde1nuX+8VdUJa5y597lj7n2fh0fR7uqqOue8v3f5LrNMXnhBRxzBbSZNkoq+ulpl82YPO3YIhMrplMNBLI4s3n5bpavL4vvfj9PQYNDfH6CkZEJf2DCEBZhMwi9+UUAkojE6KovY4mKbr3wlyZ49Kjt2iOZuRlNYSAsKuq7j9zuoq6vCtuHHP/ZQU2MRDltEoxbDwybR6FbeeSeVpd3u2FHIa68FGRqqYNkyFxdcMNF1bNggLto1NRaGIcXA+vUap512ZCpibW3iA5h57mRXIWiYv2ema1nWf3tJ/n8jjoqk+1HhcDiIxWIf+f/X1IhoR07OBOzr0DbJtm36+vpoaWnBsqysxm4mdu9W+OEPNUZHBWt4880mRUXSamfcbJcvt6iuhv/4D4NIJEJTUxuFhXmH/A25+WwbVq5UeekloZHGYgKQl8WMzchIksLCFHl5bpJJDw8+aHLTTTrRqCTrL3zBpLVVIR63qa42eeopIUVUVAgedc8eEV/RdZXSUqkOM4SBsTEbSDF7di+qmsPy5R6WL5cKtq9PZoMNDU5s24dpKjz7bBn19QbhsMnY2Dh79lgMDmqUlSXIzbVQFCfl5QrLl8P3vjdRIY2NyQghPx9ee02lrk4kFDs7RapxYEDh4EGVGTMMQqEQyWSM4uJC9u0rYdcugTSFw8LQyrThGesbv1+q/RNPNDnzTJPXXlOzB6HDIQn/8cfFD8zrtdi2TTQQ5s61OOsskwcf1LNJIDdXPnc06qalxcfZZxs8+6xIYuq6wqRJJnV144yNmRw86Ka/P84ttwwyMpLLU08VEwoJ3E7IDQp33+3gmWe0rIvDyIgcEpdfbhEIQDQqlj719RCJ6ITDsHGjI639a6KqNlOmJNm8Wae5WaeiIoXXKw4TpqlQUJBZuMoH6OhQOHBAYXhYsmRZmc2KFQl0XZZqoRCUlkqFbZoqoZCDkpIFzJiRIhqNsnlzkt/9TiU3txenM8mf/hTENEc57TQIBAKYpnxXHo98X5Z1+Hjik2LSJIutW4VYAjI7ziAdjnS88GFF1j9KHBVJ979a6X7lKxa7d4twh21LO3ThhXLxh4aGaGpqIhgMcswxx/Dee+/R2uqgr09u4tJSuOkmWaBkfLHuuEPjV78yWLMms0izOOWUifd1qLPw/v0KjzyiMjwskJ7zz7d49VWVykppzWwb9u2zOf74bl58MZeqKid+v4/ubqitDbN0qc1zz6U4eFDsftrbFdaskYf585+XyqGgQKBEa9aoRCLCmFu4UOQKh4eVNDbYxOmMEIs5+frXCzn+eBUQPYOhIfkn80C1tCisXSu41kRCY3xcJxRykkyqFBYqTJ+uACl03SQUiuB07mb58lIeeGA6hqFRUAD33JNibAyeeUZjyhQ5kGbNEmJHMGhRVhZjcDBMZaWToqIS1q0TZbWyMlleDQ4qnHuuQUODzQ03OEilJqo6RZGl3dVXq2zZInrFJ51koKpKWvRbobJSrkdxsUU4rPC97xn8+79r9PSIBkNpqSAuNM1m1y6VtrYE27dbnHQS1Na6KCuzeOkljfz8nDRmGWzbhWEY3HJLLl1dInYeCKRQVYWTTx7Htp0YhmCyg0E5LAYG5DBVVfB4ZJnqcDi47TYH4bCo0/X2irj8o49GKSmx2bUrhWWJfoWiyFzVNKGtTa7PpEkyunjwQSezZomwTTwuSTaz5M/JEbJLa6uSpVAnEnLfaJpGIBBgcFCnrEyjpCRAT08PwaCXAwd0Fi/upLOzE7dbZXy8lpYWHbdbIx53cumlR1blgizwmptV9u6VQ6GhQfSTQZKu8whgDpnn/f/r6f4Pi4+TdwSpfu6916SjQ+i/FRUwPh5i16796LrO7Nmzs/CvdeuKePttmYGZJpxxhthiZ+xOcnMnlMHeD/vKRCbpDg7CvfdKRTtpks3OnaKZC9LCWZZFKBQiFLI4+2yd0lIPzz8vmg4XXWQyZ84gUEtxMSSTNl1dKlOmmIyNiRj4gw86WbTIpL1dSA2ZuV9Jic2BAyLK3dio4HbH8fsN3G4vyaROXl4CEHuVRx/V2LRJDpVYTBZEW7bIQzp1qsxom5pEkKeqKlORq6iqi1RK4aKLnCxYcBzr1yuccUYSy0oQDhu88MIgs2ZFCIWqyctTsG0XluVkxw6FlpYUoDI+XoTXO7GUytDpfT4ZK5x0ktBxjzlG5c03JZnpusy0d+1SqamxWLDAYvdulc2bVZYvt1i82GTlSsch10La4hNPdGUNHsNhSbwzZ1o4nUnc7j4WLfISi+Xi9ytcf73Bww/rHDwoEKzycrHcOe44lZ//vATDUKitlcVlf7+DWbMS1NbGaGuLYJrFxGI2LpfF6KhOKqXx3HPiyFFfb3HeeSbDwwL5mjRJRl61tQId03WN0dFBdL2dYHAxw8NORkYEauf12rz8ssZVV8WZNi1JNKoSj5M2lRSGo2XJUhAEjnfZZUl+8AM3Tqfcu8cdZ/LGG1ralUIS89iYVNFjYzrBoJPKSifTp08HhL1YXW3wzDMW4+MJZs8+iK4P8N57krTdbj/r1hWxaZMPl0vh/PNTfOpTE8+EywVXXZWir08SZknJhNiOYRh4MiX0x8T4+Pg/pJYuHOVJ98PkHd8fmgZVVRCNRtm5s4lUKkVNTc1hA/rBQVizpoyaGnFtTSZFO1eYQJLQMrYoH4dgySTdzk4F0xQA/EsvKaRSCoWF8LnPmWzcmERVxwE/8+a5WLzY4vjjLa6+Wm5ahwM2bJDXs22bZFIenOFhWL1aT1vdgGmKTfjQkLC9ioqkre/ttbGsTi69NMnTT9cQi3kYHYUFC8zsjS/4WY0pU+Thb27OJD/598pKgW81N8toRthlQmPVdbjqKoNzzhEn4aEhnfp6DXCTTMIbbxQxMGDQ3w9OZ5RgcIS33vIRi3nSIjFO+voE43rppRaXX+7K2tKYJmlxG5vbbnOQk6OkoXhiMlpYKJbzmbZ1zhyLri5ZIN5/v4OWFnGHqKgQ8ZxYTEZKHo+dFiK3yc21OPPMJl58MZ/i4hIcDkda48Dm1lsdbNokXcPf/qYyZYrFSSdZ/NM/GTzxhJtAQL6fYFCYaSMjLgYHC5k1S5aMBw7IzDseV5gzJ4TDkWRw0I3fP8asWePEYkEsq5hUShZtbW1Ctrj77jGWLx/n9NPnUlsLl10mzsWzZ9vMn28xOgq27cDhEKSM12vx2mt6unOQRD95spFWqlOprZWlnc9nH2L5pGS7haIioRaLAlkhdXUat946wSNWFIXJkx2cf76K0+liyhQfmjYVwzAIh8OsXg2rV1sUFPQQjSrcd5+PRGKUefOcBAIBdF3PwgDfH0c60x0bGzsirYX/iXFUJN2P09T9JJxuIpGgubk5Syn8MK2GcFgEtnVdbhKnU2BJX/iCAPgVRaqJ6683PzLpRiJiBdPW5mb+fGkvt28XexZVtTl40GZsrI3PfMbN0FAJU6cqfOlLVhbbeCjGcXDQye23izFiZaVQWtevl4rP4RDcJAgT6NhjJdEImiBGOGwybZqDSy4p4/OfN3j4YRGDqayEhx/WOe88k7Y2JasENTgImzZpvP02aSqxzGD37FHTurkCkB8ehi9+0eT888309yoLqYyHpm3D66+r7N2r4HaLBdDu3R4mTYrjdnupqdHwej3p7XWcvr4RBgbaWLJkGn/+cwkul4LHo3DllQbvvScWRlVVNhUVQmI4/XST4mKL++93kkxm9AME5/of/+EgEBAoXX+/Qn29zfnnG6xapXHwoJ1dasbjFoODSV5/vYLGRi+joxbz5kk1u3ChxVNPCd46o4U7PKxw222prANwW5uSFTkPh+U7X7tWJTfX5vTTxSPtP/9TY2BAYdo0L+BlZAS8XgVNi/Laa+McOJDPli2yMPT5DKqqwtTVudm0qZ6TTkpRVWVz8cUmmzfbWbEiETxXcDgcrFmjcuCAntbz1ejthZUro+TnW5im4IpzchT6+zXGx2WhVVAgs+3MY7RypYOZM820hGcIhyOP3t6Jri7zncphJNoKF1+cQtd18vLyaG93Ul0Nfn8A27ZpbzdpbU0waVIvLS0tWXnGjE5uIBDA6XRmKf1HmnT/EZELcJQk3Y+Kj8PpZvQa+vv7mTp1Kg0NDR+ZvMvKwO+3GByUG31wUIDml1xi8ZnPiPVKebmdVQh7f/T0wM036wwPw9BQDZ/9rGg2JJOScA0jRXl5is7OKfzrv2aEyCe29C0tAkWqqLDQdYtVq6YSiQxRXKyyb5+HvDydQEBlcFAwvZMmZZY1Cj/7WZLrroOWliS67uCmm3ROOEFEQnJzBa42e7ZU0W1tIuR+wgmi5pVK2bzyitCNJ02SjXskonDRRQZ79shnOHT8llkkb96s8vDDejrpyYETCNjs3atQVwdeb5xUKkQiEWTevAK6u1W2bdMoKFBwOh0oisLZZ7vYvr0EwzBYtixEW5vC5MljzJ9/kN/+th5VdRGPO3A6xSPt2Wc1Rkd1BgcVmps1Zs4UW/acHNJtvbS1tm1TXCxiNS+9pGXHDLYtDC+/34Vl2cyaZbFnj/i9XXutQTAIf/rTxMbd6ZRD5frrHaxZo6VtdUQYx+2WCnTJEknOBw8KGuP44y3a2xWeeELPCsWPjyvU1TlIpSr4xS9clJbaBIOigOZ02pxySpx4PE53d4gNGwaprnbS0jKZV14JIpKO8l5PPlmu4ZNP6uTm2lRUyOipt1co1C6XipUezm/dqjI2JvdLR4dCXh788z9HSKVEIH5w0E1ZmY2m2VhWimRSTDIzsXq1jm1LxwAy0tmzR2XOHCt9X9n09alpirICOJkyJY/aWqlMM/KM4XCYsbExOjs7SSaTOJ1OYrEYfr8fTdPweDwf+Uz+o7pGwFGSdD/qwqjqxI2WCcuy6OjooLOzk4qKirT5o5qdC35YuN3w7W/38Kc/eeno0JkyBb77XSNtuzJhvSKvD+vWKWzZIjfzWWdZPPSQGDiWlYGqJti4UWHOnCQ5ORbBoJFGJHjTbfFEZZ5ICKKhuVkWJz6fyllnWeh6EfX1Jk1NJvv3C6f9jDNa6O8vQtcVhoYcRKNOFi4MMTzcyO23e/D7qyksFKeDTBjGBAxo61aZfyaToklbWGhx4IDMAgsKpGrLsKQWL7a4+eYUP/+5g7Exm1RKWE8nn2zS3w8PPaSTny8COy6XtNonnGDy9tvgdA4Tjaq4XAU0Njro7JTXTSTkOvp8cMklBkuWmGzY4KCmRgWc1NVBc3OAnTtLCYctenuhrm6MeNxg27YcEgkHlZUWwaBOd7dQkK+7zuDBB3U6O8VSXj6zYKnvu8/B8LCFz5fCNFV0XWfxYqlSM8/ycccJpOzEEy0eeECns1OkJqdOtWhtFbpwa6ugQDRN6LuJhMxTFyyYgMll9BFefVXliSd0ensVmptVSkoszjjD4sILTdat09LLoRgul43f7yUcdmIYxRQVSbKfO9fPunUp1q/Xqa0dZnhYY2TESXn5KA5Hkmg0CDixbUFNjI4qRCKwfr3KJZeYuFxysV95xcHMmXJwWJZ0Lj09TioqDGzbpqHBoLFRo6TEJB5XUBSLyZNT2fHE8LCS1b6V50wOj0ycd57B3Xc7aW9XAZuKCovjjptYtCmKwsiIj9FRPwUF4nIh93uC7du3k0wms9KsmjbhMJxxj1BV9R/WNQKOkqT7UXFoMj7U9be4uDgL/+rogDvv1GltlcRxyy3iNvD+qKy0+OlPR8nNLeDjoIF/+YvKk0/KrDMWU9i6VaqEQ8dP8XgEXe+mvn4KfX0BwmFJTtdcc/goZOtWQRxUVZnEYtDVpbJunYZlKbS26mza5ELTZKa5cWM1l10W5913LVKpOKecshvTHMAwfASDDvz+YZzOIPG4h6ee0nn3XTXr1tvWprBpkxhFVlVJBdPbq3DzzSna253k5ZF1xbAsqdC+/GWTLVtEi9bvF+fbzZuFaGLbE3Ainw82bFBoaTFIJk1UNY/iYo0dO9S0PxdZVtrcuTYrV4ojbWenvLeMY0YyKcmjsdGB2w0DAyrgTgsP2bS326hqilQqgdMZp7s7yuuvj2EYhUSjuSQSKrquZGfDPt8olZURSkoKSKUc3HtvkvZ2hTvvdKSVrsjaCF11lZONG0VUXCzi5XN+/vMmf/6zjJfkHpPPMjqq8Je/iAFlRp9g2jSL5ctdBIMyM41GZWzxxS8a6aVhH7FYAS6Xg3jckZ2TP/+8Tl2dxS23pCgv99DREaCgQKWw0MOUKTA0ZDEyEiAa7aCvr4/58928/XYtsZgDh0PB61VQVVF3O+MMKUBkWZtx9wWQZZ3DIc/LjTda/OhHCXbtMsjJCXLDDQkmTzbTZAyT6dPhmWdc6esswkiTJk0UN5Mm2dx2W4KmJrHzmTHjcAusdetkiaiqSlpLN8WSJRYulwtVVZk6dWoWB28YBuPj44TDYbq6uhgfH+eRRx6hq6uLnJwc1q1bx9y5c484AX+Sa4Rt21x77bX89a9/xev18thjj7FgwYIjeu0jjaM66WZicHCQpqYmcnNzWbhwYRaSYhhwyy06IyNyo4yOwg9+oPHoowbvX4xmlmCfhMX+y1/UbCsOMucrLrbTGrdhEgkT0DnrrKncfDO89ZZIFi5YYFFZOfE6tm0zOiqLqcZGNa1KpuDxqPzTPxn88pc6liVz18pKOw3x0rjpplb6+/uZNm0aubmz2LfPpLc3Qjw+Ql9fH089lcvWrYWUl0Mo5CIedzJvnjx0kyfLckNV5WEsLoZbb02xYoWD8XF5UK++2qC0lDTtVmH5cqlgUin4wx90zjvPIB4nbTRp8/zzMD5uUFysoKp+4nGhfcZiYNvqYcpi4bAIAT34oM7WrSqdnQoHD9o0NMj3CNJZABQUWAwMwPe/n+KxxzT27tUoKBB92ArJsAIAACAASURBVHAYioq8vPNOLj5fnMWLx+jthSVLBqmsTLB6dSG2rVJcXJw9eNevV7n/fp2ODtEjrqmxcblsvvpVk9tuc5CbK0kqN1eq4bo6i8FB0Y5obpbkYZoyfqmosMjLEyy0x2Ny550GPp/o7mY6jVRK5uB33gmLFrVxxhlJzj23hBdecKQV3RROPdUkP1+Sc0aXQ+CJSroahnhcpbranRXlnjtXOos1a2y83gQ1NSFMM8lbb6WoqgoRDAaZNKmEX/9aqMBFRTbHHSeykSAGAJ2de7niCgfBYC3FxRm8s4ZlWenRgEpXl0IsJpC1+fMNCgqSaWEbcXzIz1c59tgPonhGRuAvf9EpL7dwOKQzeOYZB7NnJ/D5pBM9VGVM13Vyc3MPS6qzZ8/m7rvvpr+/n6effpof/ehHrFmz5hOhZkfiGvHiiy/S1NREU1MTmzZt4qqrrvrf6hoBR0nS/ajxwtjYGNFolK6uLubOnYs34xiZjoEB+SfDCsvLE+GVzk6FhobDq90jWcrJe5lwZgVJnscfP8DwcIKOjkJSKR9f/7rKscfKz37+84ffmAcOwLp1Uo1MmWIxPCxKW/KASTLfvFlj7lwRkM7PFz2Ari6D3t6OdJu8mFRK5Ve/0mlqcqKqHvz+Aq691qC318mMGQaWlaS312TfPgOPZ5DKSi+xmJtIRCEScZKTozF5sk1Njc2sWUk6O8UlIzNKycC55DOKhfvevSq9vbJgiURSxONhIpE8ZsxQ8ft1AgFJNOeea7J4scU3viE2PRl34HPOkcXk1q0qFRUye21sFCuamhoRXsmEWMmrLFsm9u5DQ0Ioyc+3WbRIHITLy3V03c+kSdDSYjJzZhc9PS4ikVwGB+MYxiCDgxqapvOznwXIy0syc6ZOR4eKx2Pz859/cB+QsbdpbVXo7VUJBu20y7JAtfLyxNBTrp8sWKuqbOJxuU7794sITns72LZBTk4/TU1VtLWp/OxnJiecAL/8pQjhZLqjjPBMIiFax/v2iXC93y+atl/+8uEY2VNOEYv1ggI3BQVuRkdhyZIU5eWjbNuW4IUXFAoKRonHNUZHHXi9YZLJFK2tY/T19REM1vHUU0WMjgo0bvlyk2OPtbJjuLVrnRx/vJ1mB9p0dGi0tjqYMUPskSzLyuLRbVuMPDPPaDSqZTWTQTo8y5Ku0Oc7MsKD2+3G5XKxbNkyLrrooiP6HTgy14jnnnuOSy+9FEVRWLJkCaOjo/T09FB2KHX0vxlHRdJ9fwjzqwnTNPH5fDQ0NHzoKZihIiYScvENg7TZ45ERLWxbHIBXrZLss3y5ybnnmvzudxqBgM3YWApVHaaqapCVK6eSSDjYtWsnCxfORFFcmKY8wB6P4C0bG23uuENPt38isThzpsmGDSJyU1wsrX9Pj8IPf2hw000q4bBJf38Cr1fh298uobJSLul778nDmamQensV/vxn0UFIpTRCIS/r18sMd/PmyrSJY4z2dpuiomHOP7+ZPXtsgsEggUCAOXOCeDwe9u5VWbVKdHFHRwXVMTYm1fjkyTYlJQadnVEUJcWtt+rceKNQkIFsNejzSSKpqZGDIxaD004zuegikxtucFBUJO292y3z5LY2kdXs7xfsaG6uoBB6ekQ7weGQxB2Lwa9+lWTmTJsf/EDHNKXaHh4epq/P5s9/rmFszEUyCVu2eJg5M4eZMy0qKxMcPKiiqklisXja5t7BqlUhFMVNaanMhTPLM7cb5s2zicdNmpsVLrjA4sorE7z6qhx0E5hT+dloFL70JSdtbeJ40d5uEwikWLYsRl1dGZEI7NghKnLHHmvy0EMa774rCmsej1zzggJ4/HGNzZtFgzgalYOmtvZwXz/LElH45maVrVtFG+Gssww++1nweHIZHNTwevU0NdtmfNxg1y4XO3duQVEEAfGrX9kYRojSUh1w8cQTOlOmWJSWThQUE2JECpqmoGk6TqeWfg9W9j8z1XHmfwsGTTweLb1IlHFNXh5ZVuiRxn9lpnskrhEf9jNdXV3/P+m+PzKn6KHwr5qaGgoKCti6detHslx8PvjWt0zuv19LW7UoXHyxmebOHx66rjMykmDrVsEz1tfbvP22wn33admW8e67dW6/3eCKK8Z59dVhpk41+OpXC5k0qR7IGPkpWYLEgw8KpMe2BcL07rui2CUOJIKdVBTRoC0stLMPfWGhzfz541x7bTd/+1supaX5LF+uMXXqRFs2NjbB1Nq0SWXXLhVV1Tj/fIODB1U2bVLTso2kdW81jj/excqVJpCDbS+gqclgYCBCNDqSpkNbPPxwLT6fhsejMzLiorBQxgy5uTZFRSFGRxMUFgZIJAKceGKSiy82eOIJmUOrqs0550jL/OqrOkuXWnz60+L91dEh1ZvPJ3oFHo+MTPbuFYufvDzxEevqIkt+6O/XsxVTxg24u1vhN7/R2bFDYXTUZNq0QQIBL/n5fg4cULOMtLIykb1cscLg9dcd6LqOxyP01v5+aXu7uiwMI0kgMMKsWUkiETdFRU7y8xUsS88mr2RSEuxbb4muQ1OTiNwrCnzveymeflpj715xS3Y6E4yM6LhcOlVV0nlFIjLKiUTg+993EokIi2zTJpWlS02+850UmgZ796pZtEg4LEvOZ57RuPBCM+tqsmePwqZNGscfb5FIkD6s1OxMNRCws4nTtmFsLEVOTpQFCxYQCASIx20ef1ylqChKNBolmRyhr8/B+vUDzJunEwgEOPnkQl591U1Ojk00KgiK6upDF2tqGs0hkLTMSM6yZKTw9a+n+N3vHLS1SRdz8cVCykml5Fl+/4jhwyIUCv3dSfdIXCP+HmeJ/2ocFUnXNE2ampoYGBhg2rRph8G/Pknecdkym/p6cWwQdtCHn7jj4zo//WmAWEzuoLIyESwR2UP5mVjMYtWqQS6+uImbbqr7UK3PzGz48cdVBgfFxSCVsnnqKYH6HHqvqaq0y5dfbvCb3+goilh2X3zxAXbv7ue002q46KLM35AWdsMGldFRgS0lErBtm8rOnbIkKykRsZJLLjFoa1PSzKWJMUFGpsK24Xe/09iwwYGmeXC5Crn2WgNFUfH7FUpK4iSTSSKRONu32xx/fD/btpWTSEBubi4DAzpLlsj3ePXVBgsWWLS1CZFh6VIRjbHtCbSIbWfou05UVaBXiYRURiMjMl/VdamGhocVLrzQpLTU5uGHdeJxgYUlk1J9/f73OrZtUF4+jGF4iceL+MY3LIaHraxoN0h3EYsJ0uLf/k1nZEShp8dOmzEqLFxoM2WKB/CQny/X+8orI/zylylWr3bhcIyhqkkGBrzMnh3mm98sZO9eB+Xl4o/W26vw0EMJjjvO5p57NJJJk0Qiga67sCzR6/j978X5Y+ZMm3POMdi6VWalU6faTJ0qkK+hISWLpqittXj9dZWeHjG1BEmi99+vc+utqbSrs7hkCL1YDvrOzgnPvaVLLZ5/3mLPHpNYLIrf7+TWW3OzOwy3W6GoSGN4OIjLJa9fXKwwf74Pv3+MUCjEvHldhEI+OjpyqK5WOfdcC8vyY9teFEUOz0ce0UmlFPLzLb71LZPycjubSKuq4NZbbQzDRlUtbFsnHo/T1NRETk5OWqNYxhNCeZZ/Dk3E/6dcI47UWeK/E0dF0lVVFZ/Px/Tp0z9wQh7JLHb6dLKwlY+Kl1/2ZxW5QCqzjCq+bdtEIhGGhy2WLHFz7LHHfuTpqGkahmFw4IBYvmzbpjI4qGLbCsuXG2m1JalGTFPgSjU1NiecYLBvXy+G0U59fQWlpYuIRJTsaCSZhJ/8xMHu3SJiY1kKp5xi8MQTOiCjicmTBb/b2aly2WUGDzzgIB63s6SKE0+URNfYqLBhg5plpA0PS2srNFENt9uDZXl5911IJi26uwMEgwrhsMnISIIpU/o5+eROmppEsWr+/CCf+pQH21Z4+WWVrVtVRkdlsVReLpqxAwNCQNA0kVqsrrb48pdNLrnE9QFh+e5uhaee0pg1y2LjRjVtCAk33ZTgySeTBIPh9NJUVMzKykz27ZNxiMcjiIT+frENuu8+Hbdb2Hajo0IBPvlkk40bJzammYR1zz0+Xn9dS7tBeJkzx+bUU5OcdFKcRx5xEAhEsSyLoiKFgQE3Tz0VY+/eOC5XL7o+C133MDqqkEgoTJ9uUV8vlj9nnmlQXm5z4IDygUPXNCc+/MUXm2zdqvLssxoOh7znpUvFSbq9XUSXpkwRB+CdO8kK4cybZ2WrTV1P8U//tIetW10UF0/hmGO0w0whM1bozzyjYZqSwG++OcW0aS6gmOI082bhQtGVDoVChMNRmpv7iEajRCIuHn20lsJCjeJiJ6GQk1/9SuOOO4wPXEddB9tW6O/vp7W1lenTp1NcXHzYSOLQ0UQmEQP09fX9H3GNOPvss/nlL3/Jl770JTZt2kROTs7/1tECHEVJ96NOo0/SXzjSGB7WcbkmqJBerwhuv/degsbGFE6nk7IyF5dd9sGbKxPd3TadnR7Gx7vIyXHx0kt+Bgc1dF3ICOvWqVx/vcHatQJPWrbMoLraor9/gNbWFiZPLmbKlIVEoxr/+q86+/bJQ3rhhSa5udKKV1VJoozFbDZv1rjgApOXXpp4sBIJsXH/6ldFb+IvfxH1q2uuSWUPlPFxOVAURR5aaZnlwXY44OBBm507DSIRB9OnK+TkuBgYULjyyhRf/aqK11tIX18O7e0RwuEx+vqaiEajvPrqZN56q5TcXJV43MnQkJY1zJwyxcpWvrm5sqFvaLC58EKDP/1Jx+Wys+aLra1SyS9aJCSE/fsVzjxzEI+nGdueS2FhCbous/poFK64wkk0KgfU9u1ixHnuuQbt7SKPmPm7fr8gDpxOae1bWqRtNk05IJ9+Wqe8XMR3MjrIN95oEwrl43A48XodqKoIzofD0NycpLXVpqIiyCWXtPDkk1WMjzuZPNlgyRIxnhSNZJE1zMsT5972diUtXqNwwQUT95PLBb/4RYpUSg7JjEZDxmsP4IUXZF7a2yuaG4sXW3zrW0ZWMa+1tRWfr5qxsVL271cZHra44AIzK3i/e7fC5s0aJ51kpWU9ZXn3la98UNDG6XRSWFh4GItz924Tl0vB5YoxOjpKMpmkvd3Ne+/1UlIih3AgEEDTNBKJBI2NjTgcDhYuXJg1cM0UTofKNmYSbzwe57777qOjo+PvtuE6EteIM844g7/+9a9UV1fj9Xp59NFH/66/cUTv43/7K/5fio9TGvsk/YUjiblzbd54Q8k62A4Oppg/v4l/+Redrq6pOBw6xx9vUFLywd+1LJsnnlD4z//UUdVqdD3B6af38fjjHhyOFJalUl5u0t6u4fMluflmuSyhUIgtW5pwu93Mmzcva3T5xz9qWc1dgWppfO5zVlZQGshScy++WNrWnh75PyZNsrnoItFZ+NrXTL72tYmHqbdXNHbDYalA4nGb995T2b5dpajIpr1dIRpNcPLJ7XR0VOH3K+TmKunvWRwfvF4x4Xz4YaG5QhGXXSbb73vv1amsTGBZSVyuCN3dGlOmdOHz5fPcc8WkUgqaJku66mp5yG680WDyZMEAl5XZXHGFwUMP6dnZpmWlSCTCvPSSQkfHsQwMaPT22oc4EEvyFY83sZo54QSLpUstHntM5ZDiiVhMVLkiEVG+amoSZ4frrjPYvVsSQeb7zc+X0YeiwFtvaWlVMiWbOEtLI8ya5cbn89HRAV/5Spyrrx7kxz92sXu3zuBgBEWBUMgPhNi508M3vpFPLCbz3FBI4eqrDa688vBkNz4uFfDLL8vfbGgQirH4sQlsr6pKDgvDkM87MJDgwIE9uFwu6usXctddXhIJWST/7W8itnT11XIIZz5ThsHn9UpnkcEgf1IUFGg4HE58Pie5uXL4iCeeQiQSpru7m/HxcRKJBIZhUFJSQmlG0ehjQlVVtm3bxrXXXsvZZ59Na2trNkn/PfFJrhGKovDAAw/83a/798RRk3Q/KhwOB8lk8r/9Op/9LGzfPsiWLV7GxyOcfPIoV1xRgd+fgaFNQL8OHFBYtUohElFYssRk8mSLVauclJeLrN7QkIsNGyqZPl1IFKoqN3xvr8H+/fsJhUYxTXEfqKqqoqSk5LAbbN8+leJiqULb2xU6OxUGBiw8HqEo+3zSPn/60yYlJfDQQ0l27hRM7Jw5Fl7vhFxjpp3ds0fh9tsdJJOk5SpFW2D3bkm4kyfHSSQiGIafY4+dQkGBxm9/q2BZmVGIwjHH2EQi8Otf6xQUSPUVj4tiWX29LEc8Hje67sa2xRBxxYp8HA4LVTVIpZIoikllZYKlSwfo7fURDAb58pc9fOUrUqmuWycMvMZGhfLyYSKRJKFQEe3tDioqbPLyZH48e7bFV75i8qMfOd5HVbZ54w2VxkY16+IwMiIJRlVlAZbpWj0ei3hcZqzd3RbxuCymvF5JZsccY7Fqlcb3v+/EssSscmDAYurUJKef7sLpFMlQ2xbLp927C9m2zcHBgwpNTTk0NFicfvo4s2ZF+fd/VxkaipObm8Lv1xgcdLFmjc2yZTazZ09kuwce0OnrE4bf0JAs0047TQ7caFTJ6kjIZwXDiPPee3s59dQp5Ofn09iopJ165RCqrISdO1XicTOLlAC5bm63oF4aGuwjSrgginBf/KLBqlWyg3A44FvfMsjLyyEvL4dYLEZjYyN+v5/y8nKi0SgDAwM0NzdjGAZerzdbDYtimZtEIsHdd9/NG2+8wa9//WvmzJlzZG/mf2gcNUn34yrdSEa77yNi7VqFRx8VEZXTT7e49NKJVjcTppni+OOb+cxn+qirqyM/f/KHvlZ3N9x9t7SoTqfFH/+o0tAgD0Amb2Y8wk44weSttzR8Po1oVGfuXJMZM1yMjEiy1XWdUCjEtm3bMAwT2w5SVOQjJ6ec7m4P27Zp9PWJnOSjj+rccIPB3r0qQ0MKZ55pZokLfj8cd1wGxgNPP63x4ovSup1xhsDcfvUrHadTZr+2LTba3/2uQXOzRSwWwTAgJyeXeFzD40nxzW8adHUpvPZaxoLe4OyzTfr65DDItLsul8y/77xTFoUHD0o12N6u0t2tMm2ahcOhMjjoYuFCne98x6CoSKGzM4/u7jC9vU3EYlFU1cnvflfL/v0BVDVFd7eNaXpZvDgPv1+hqcnOfr9FRbJwmzbN5tRTTXbscOB02mmZSpE7zIxhiopMDhxQuPRSk0TCZtWqiQufSMjy7g9/0Lj7bgeRiHQC06ZZWUv1885zoSg2TmcKXbcYH3eSSrlZs0ZQFh6PiOU7HDZ33OEkGJSxSH+/fM9XX+3E4agkENDTqBAXbW2igNbZmeLmm8N84QudHHusRTAYZNOmKsrKhDzh99t0dIh7xtSpdtYBuK9PIRBI0dMTIz9f5fOfn4Xfr2Wvh2naH3DqzXx3VVU211wj3YRY0ttcc83hnWJbm8Kzz2qEw3JfnXKKddgs+pRTLGbNShIKKRQV2QSDsvfo7Oykq6uL2tpa8tN+7YfOZTOaDKFQiNHRUdasWcOKFStIJpPU1tZy3XXXUfJhreQ/WBw1Sfej4pMWaTt2COwrP19mdH/6k4rHA8uXTyjZt7S0MDg4iKZpLFmy6GMhJI2NUpGVlMjvywxSKp6MDOTAgHh/3XqrwVNPCQEgL2+UY47ZjddbRm3tsdm5VllZGX19siRrbbUAg9NO62X9+iAHDwZxu+VvFRYq/PGPOqtXf3xVv26dLGIy0Kk//1mjoECSVCCQEYYGsNi/v4vTT4+walU9ti0P2fTpNp/6lNA6f/7zFNGowJlcLsHR9vdn3CgEVbB+vUJjo0o4rGQxuvX1FoZh098/IZgTDNrs369SXGzzi194aWryY9ulLF0q8+dt2wyamlQCgWEUxWb6dJVQyM0FF7Tw7LOT2LEjB9tW0vRdheJi+f4vucQkFFJYtUrEbS65xKClZcKSXGi5srhbuVKnpUX0FUTwBU4+2eCHPxQH39xceZ+2DV//ukFfHyQSMmPVdQ1FcRCPC+TJ7Zb58Ne+JiOCvXulRc/wc8rKxJ1iZETgYmedZfH882Jqmkgo6LrC4sU6ZWUF7N+fz4UXDhMKhXC7x+noMPH5RI0rGvUBEVIpNw6Hg5/9LM4tt8RpatKYM8fNLbdwmE7C5MkydnjySQ2HQ8YQ3/62cViRsXSpxXHHJbM06ENv995eWLFCz+KoH3tMJ5k0PkDyKSqaGOlEo9Fsdbto0aKPtNhRFAWv14vX6yUvL48//OEPlJWVcfvttxOPx9myZQsFBQX/8In3qEm6H5UIPwkytmWLbGgzi4TCQplzffGLBh0dHXR0dDBlyhSWLFnCxo0bP/LvZLasInLuyL6nVEpEms891+Q3v5Gvu6TE5vrrUzidsGzZAHV1B8jJyWHatAWEww5++1uR/5s92+Kzn7W4914HXV0qlZUK8bjG2rVT+MIXTEZGdAoKUmiaSTJp0NursGnTFvx+P8FgMEtsOBTRsXu3jDRkcyzve80alXnzLN56S00jHKKEQikaGjSWLJnOCSeYbN0qIPzTTjM5VGM6k0RWr1Z55BE9Wz0VFckybN8+lfp6K2v/3dencOqpotWwc6earbhiMWhosHn6aY39+4WRJnKQGtXVBoODPaRShRQU5ON0iqhLPG7zwANT2blToa/PIBxO4nCIb9yyZSNEoz48Hg/XXGNwzTUGyaQcOu+8o6PrNkVF0plUVFhcf70ze/37+mDpUptvftPg4EHlsErQ7RbVt7vuUonFQuTna/T25pJKyfxSVcUpOSdHRj3hsJK26ZEuI7MEi0bltTKF3qJFFvfdl+Suu0R3YeFCk+pqgQEahkIwGETXgxQXO1i/XkPXobLS4KSTQpSUdLFtW5hEIkEqleLSS4sYGanC73fg8x2O5nniCY3eXpXqaivtaffhyB2H43A50Uzs2SOOHBnzVV23WbtW+0DSzTwT7e3t9PT0UF9ff8Rog/fee4/rrruOCy+8kDfffDMr9XjWWWcd0e//T4+jJul+VHxSpZubKzd1RoUqFrMpLIywceMWioqKWLJkycfqe46N2Tz2mDCAamrgvPNMKiqkBdM0qW6+9jWDOXNsli5NEokIlCeRiLBtWxOKojBr1iy8Xi/RKNx1l4OhIQWv12b7dp2hIZO9e0XPAciC3AsLpTK3LAHaj4wonHWWyaJFixgfHycUCtHV1UU4DegMBAIEg0G83mKiUR+5uaJv29amkJMjdN/6+ijvvpskJ0fnjjs8HHecZNT5823mz5dRxcGDCvfcI4fCvHkyNx0eVnj4YZ2iIqnkxblYZCUbG12H6VgIDEq0iF96SWPbNrEUDwZtbrlFdBTy8uw0esLGsmKsXt1DXV0AjyeH4WH53IOD0N2t0t7ux+220TQFv9/JD34Qo6ZmhGRynP37u4nFojidTtzuHB54YAotLR5SKWhqUpk3z+aEE0xsW0YJGWSQyyWz8qlT7az/VyZZdneL6pbP10tlZT49PR6+9jWDxkaVjg7xX8scMBmXY8uSjqKvT2HXLhHLKSmxueOO1GHz5pNPtiguTnDjjU5GRuRASCYVvvQluX9/+lOdd95RaWgQZ4dYTOOyy3yUl09j//79OBwOHI6p/OxnPsbGTFKpGD5fkm9/u5vKSg/BYJDXXiultNRO30d2mpQiziNHEmIldbhS3YcZPYyPj9PY2EheXt7HVreHRjweZ8WKFbz99ts8/vjjzJw584je0z9aHPVJ95MgY6eearFmjZg4plIGlhXmiit6WLBgQRYtkAnbhsZGqdaKimyqqy1++EOdAwekNd+3T6etTeOHP0zx3nuy8JkxY2KT7veDy5WiubmFsbExampqDgN4NzWJHmtmmREMip5tUZHF2JiA5MU9QTCm996b5L77HIyMwFlnmfzzPxuoqpqtcjOxdavN3XcrDA6aVFePkkyGeOWVIG1tfoJBk8mTTdrbTQoKwvzlLy58vg8XDhkZmWgt/X54801xF1i61EJVlaz9SyAAXV3yMH7+8yYvvii06GhUobDQZvZsEV5/+OEk27aJZsGsWeJiO2mSzHudzgRDQ0N0dOSya9d03n5bSesXTIi0HDwoc2JpdcUNQlF07ruvjHC4jLIym+uvNygsTPDcc0n27NEoLBzFsgwUxYXHY3LOOeO88EIRtj3xKGTsjUCqwO99T2QsbdsgmbRZsiROeXkZiiLeZjNm2NxyS5LHHtNZuVKjsVFou4YBZ59t8vvfazz4oI7XK+OmcBiuvNKgru7w6rC7W+FHP3IQiykMDgrN+XvfS/G5z8nPrVunUVwsic/vl4r8rbdGqK5uzGJcV67U0HWNWbPkWnR2wsGDQerrBxgZGSEedzI4KKp3TqeDZNKDpqWwbe1jx2aZmD/forhYo61N4IPJ5OHqeJZl0dbWxsDAAPX19Ufs7vDOO+9www038MUvfpE33njjiB2B/xHjqPlkn0RG+KgIBODHPw7x3HM9JJM2p51WSnV17Yf+7FtvFbN1q5amKtqccIJNS4tCebn8/UBA2vdIRKzADw3LsrKLhKqqKmpraz/wnlX1/WI50nrfcIPBHXc46OkRlMBZZxnMnCnJ5re/TR728+vXiy1MSYnNKaeIw+5tt7lwucSup7HRw0knWZSUWMTjFvn548RiBk6nRmenk87OjmzS9nq9h73HgwfF3DGz+a6osHnvPY1zzjEBm1hMEu3IiFTzgQB873sGZWUZ2UeLb3xjQsFN12HhQjHBXLVK47e/1UkkbOLxGAMDMXJzixgddVFcbKct6GVufMklBhUVNk8+efjtaxgyYywqEhHvgQG45x6de+6xsSwPPp9OQYEcpF6vSSSSor19iJaWQUZGigiHSfuKaXznOwlsW0dRFM4/P0pFRQtDQxotLdX87W++7DIqkYDp0y1uusnBW29pJJNSJRcXm9xxh8GMGTZ33ilkBtGvFRz0Qw852LRJ4/LLJeMdCAAAIABJREFUDU46Se6V556Te6e6WmatfX0iMp6ZDolSGWlJTpNoNIFljR+GcR0fFwWyTIiDhpPS0lJKS0u56SaVH/9YZ3zcIpk0KC2NEgzuY+PGGC6XK50kc+nrC+L3u2hoOFyoPhiEW25J8dZb8l7nzbOoq5O/Fw6HaWxspLCwkIULF34ilRcgFotx11138c477/D73/+ehoaGT/ydf/Q4apLuR8XHnd4ZseTR0VHOPbeWgoy51ofEyAi88UYxdXUGDofoFrz6qk4ioWT1VyVhZtSXJGzbZmBggJaWFoqLi1m8ePFhrVZbm8Kbb0qL/alPWVRWCh7W7RbCxPnnm8ycafPQQ6L3GgyS3by/P558UnRK3W6B/GzZIhoFqZSdtfApKxOw+5e+NMQrr/jRdSc5OUH6+xVOPDFFUVERoVCI5uZmotEouq5nk7Bt52GaevYw2LZNYft2lcZGNzNnmoyOCtMsJ8fm1ltTqKo89JdfbnL55SaWJULeK1eKOteFF1pZDO4jj+jk5kbQ9QimmcOSJTlccYXJuefa2blxRmRlbEwExk85xeS110TP1raVLPMqk9SLikQxbmxM3H/FHVfe09CQxoknKlx9dV3ahFHmyp/+dJhTT+2ltLSfjRuFYWYYBsXFZbz+eg1/+5uLvj6Vffuk6lu+3MDpFPp1SYlcF8OA9nY1q8gmI6zMoSEXrqDApqDA5pFHdOrrk5SUCIXX4Tg0Yco9kIkbb0xx660OBgaSpFIG8+erLF8++bDZ6+LFFmvX6oyOSqcUjSosXjxRACxaZHHvvSl27FDx+VROOMGD3z8P27ZJJBLs3x/lpz/1MjpqYJpJqqriXHPNKIWFsifweDzk5CiceebEa1qWRUtLCyMjI8yYMQN/hhf/CbFp0yZuvPFGvvzlL7N27dqjuro9NI6aT/n3iFKYpkl7ezvd3d1MnTqV+vr6j/1927YZH7dxuZwMDfWhqhoulwtd9zBzpkZjoxO3WwwHP/1pM5vgQqEQTU1Cbpg/fz7xuIvGRpHkmzJFaJ/f+Y4zbRcD//mfNnfdlaKxUSzcZ8ywsy6qeXkiG/hREYvB889rVFTYWQv3XbtUqqslIWUOhvFxA9MMM39+DxdfXM9zz7mIRoUqeu21FoFAfhbOA3Iw/e1vCVavVkkmx1HVENu2eRkfd7Nvn5cpU0wKC1V271a56CKTiy82KCjgsOooE88/r/L738tIoLlZZdcujZ/+NMmWLXFisRi5uTaFhQX4fCqtrVBaarJokcW776oUFclnVFWyuNH77kvx1FMWjY0KdXU2J51k8YMfOLIuINGo/N3vftfJrl1iw97fL67Pp55qMjAg1ODMfmdsDLq6fLz0ko9YrIyZM1tYtixFQUEeL74IL71kkp8/QFWVxvCwl6qqBKecYrN7tw9Nm9jyZ4TBM1Xpddel2LzZxdCQLP98PrFIyhCqhoakM1m0yOLZZzVSKYFZjY8LlTsTxxwzwj//cwe9vWVMnlzIsmWHV6GpFLz4oszb9+2Tcc/ttxvMm3f4fVNTY1NTc/gMV1EU3G43L77ox+lUmT1bKvnWVpv9+114vQP09QnV1+FwZHcEiqJw8OBBSktLOeaYY464uv3JT37Cli1b+MMf/kBdXd0n/s7RFEdN0v2kyAz/e3p6aG1tpaysjCVLlnzsgD+DSLAsK63G5WFkxEdurkFvr4HfH+f88/ezcaOPgYEgtbUKZ56pMT7upK2tjUQiQW1tLYFAgOZmhR//WDbTpgmnn27S3S0wqsySrKdH4eWXNa699u+nLWeYVZl7PkPjbWiwmDXLYvt2SCRigMltt2k0NNTT0ADf+EaCZFIWc6GQKGWBJIXcXNi2zc2KFQGcTnkILUvh0ktjvPSSzdBQEo8nQThsoqo6b74JX/3qCJYVBNwfeI8vvaRTUmKnFy9ixvnCCx0YRgqns5ZAQE0fDBOMtDvuSPEv/+Lg3XdVcnJgxYpUtoLUdbL01LVrpW3u71fo7YUMKzwYlEq6qEgOrYEBhcsvT/GFL5h885vOw0TpDUPQLEuWjGCaKdavr2H2bJuGBotYTCM3V6e42ItlWSiKQUuLSlPTXoaHk6RS8+jsFIfiSERn7tyJZF5XZ/PnPyd47TWVJ5/UKSuz8PnkEFEUKC4Wkfa77nIwOgqtrRplZRZ33JHilFOk0m5ubiYcDlNTM4tXXgmyYQO88YbNd79rZOF/b74p6nFyKAkzbsMGlQsvPLIlGcDg4IQVjzDTVCwrl2nTJrahyWSSsbExDh48SCQSwel0MjAwQDweP2w09WEJ+O233+a73/0ul1xyCffcc88RLdiOtjhqku7HVaq6rmdb/JycHBYtWvShUo+Zttm27cMEN6QKUPj+9w1WrtRpbdWpr1e58kqVsrJ5HH+8gLpHR0dpazvI+Pg4TqeTYDDI8PAwhmHwi18Uoao2kyZJgnzxRY38fDvrMCzvUyBCf090diq0tSkUFEiltGmTyCCGw1I9TZ9ucuWVrbz2WoJgsJxjjw1QXT3x+5lN+8AA3Hqrk6Eh+ff8fPjxj5M884yG2y3zYJDlTV+fk1NPtWls1AkEnOnftykvjxIKhejs7CSRSOB2u8nJyck+iJrmyDLhxsfH6ekxef75SQSDLgIBhe5uge8FgwLXAqnw778/lUUQrF2r8uijGnV1skxTFBmX3Hmng5wcm0BAZqEnnihkjWuvdWaxpsLWElz0F74gB98bb4imMIhKXGlphJwcHZ8vh9FR2LjR5nOfs5g2zc7aFSmKSjzu4oQTdPz+edxxh5PBQaHuplJJlizp56KLDrBli5qtCAsLg1RW+lAUmzfflGvf0CAY2cJCuOkmSbgVFWJ9MzQkeOfBwQEOHDhARUUFpaW1XHONC7dbZtaDg4Jo+MUvUlkroUOp4IEAWfr3kca8eRarV4sGciol33lt7eH7iUgkQnNzM5MmTWLy5MlpaGSKcDhMOBymtbWVSCSCqsrn37VrF4WFhfz1r39l9+7d/PGPf6S29sP3Jv8vxFGTdD8qxsfHGR8fp729ndmzZ+PLAHIPibExuP9+jW3bRKnp299OMmOG9QE5uZIS+Jd/+fAqVBJuG5MnT2bSpEkoikIkEiEUCtHT08vevU4KChIMDYmDrWl6mD0bWloc6LqdJk8ofPrTH8Q7ZiIcloSdkyMP1rp1atrTS5LBBRcYnHWWSWOjyuzZJqed1s+OHU2UlJRw5ZXVH1tVrF4t5pmZqqmzU0n7WB3+c5mD6fzzTdas0bJEg2BQ4eabHVRVVad/ziYejxMKhdixI8K2beOoqk5jYz4OR5JUykN7ex7j4xmZRVHbOucci9pai/cvvS0LVqxwsGOHIAZWr4aLLhLW3dq1Km63nZ3lplI2LS0qJSUm06fLf/d65Ts2jAlh93POEV3jlSs14vEEn/pUDEXJyWK2EwmFYNBi+3aF3/5Wp7tbDoaKCkGufP3rBuef76K/XyEnR0YJoZATl6uY7duLOOusOPn5o4RCITZuDLFixRQCgSizZqkMDLiZPt1iyRIAYZVlRqECq7PYvLmL0tIBFixYgMvlYt8+wX1nxleFhXKdRkZkfl1TI/dOMinwtsFBhc985sirXIALLjAJh0VPwuGAK64QuCOQVsc7QDQaZe7cuXgOwYo5HA7y8w8fTRmGQTgc5sknn+Tll19mdHSUsrIy7rvvPh588MEjGkUcjXHUJt1EIkFTUxORSIRgMEhdXd2HJlyAf/s3je3bFcrLLcJhm5/8xMG//VuS0tJPrhKGh4c5cOBA1n/tUI2EjHtpeXk5xx3nYP9+8PuThMMpYrEYZWWNnHOOjw0bJuFyObjqKouFC53A4X/XsuDhhzXWrBGrk4ULLb79bYOf/cxBMGhnzRafflrn4YeTnHPOGPv37yeRcB4mlPNxkdHgzYTHI+SGCy4wefddBwMDonqlaUId9vvhN79JsnmzCFbPmydVZ2OjwMKKihQ8Hg87d/q46y4HqZRNLBYnGIxx4okKLS0pOjriuN1JVFXD69VYu1bnttuSH7pQOXBAYdcuJSs3aRiCfT3vPBOvVw6sDNY6mZywfrnuuhR796r09Mho5LjjTM47z0x/ryannNLMnDlD+HwNvPJKbhpBIHPXQEAWdt/4hpAx8vNtRkYUZs82WbFCDt+WFiXbLSSTIkize7fK0JDNli1efv5zB9OmFbJ1q4bPp1NaapJKpSgsTLFhg8HGjVtxOp1MmtTAzp0BiooUEgmDZNJi7lwfc+ZMyArm5srBkcEMx2IyYskcNvPnS+W8cqW4ZixaJPfJodHdrfDQQ+IFN2OGHByHchZcLvjmN02+/nXzsKp5aGiI/fv3U1lZSV1d3RHtUBKJBCtWrGDPnj0888wzVFdXE41G2bdv3/+zCReOoqSbuQkMw+Dg/2rvvMOrqrL3/zm3pBdCSOgtCQkJhBoUnYEvP8RBGVGxIAyCDGJHQEQposCoFMHCAIM6gyJK0RFnkJEiKGABEoggIqQQCIGQkEZu+m1n//7YOSe5JIELQijmfR6fx3BP7tn35px11l7rXe+bnq6bM3bq1ImkpKQ6aWN2u2D/foVWrZx6xlZSonDihJFmzerOOjVLoOrDDefDuHF23njDTEaGJ0ajJ1OmOOjXrxsOh4MRI4qxWHIoKioiPt6VMRAYGMgPP/iwcaOJNm1kYJMlBCN2exUxXTZyBAcOnKBVqzNERkYSqEWD80Aq/EPPniq7dpl0u/CiIoWbbnLSo4fK/Pk2Nm2SY7T33lvlluzlJTm6INf05psmvXzw9NMO+vdXWbTIiKJU4O1dSpMmvuTnN6ZXLzsxMQr795sICPBCVZ2UlTlxOu3s379ft1nSvoOAgAAcDlONZpUQsgbr6ytHW0+dksMovr4wfLj8e4eEwKpVVlJTFV17Yd8+A82a5ZObm0zz5s0JDe3FM894UVoqH3C5uQr33y/LEzt3GrFaFX2k1WwW/PCDCZNJvn9oqHw4+fjInYiiKDRrptK0qRw8iI83cN99Tt0CSlEMeHp6Ul4uWSi33HILNpuN6dNLeP55E+npckrvrrvOEBlZSnZ2mc4a8PKSgyxbtxp1b7YJExwuTrv33utk8GAndjuc+6wtLYWZM6XJaGCgYM8eAwUFZubMsddgw2ibIrvdTmpqKlarle7du7v1ABdC8MMPPzBlyhTGjh3LokWL9F2Wj48P3bt3v+B7uIMxY8bwv//9j9DQUA4dOlTrOq60s++l4IYJupqghrbF7927t/40rU3esapmq1YKzig6F1RqBNTOFLDZbBw7dky3BAoKCmLPHgMbNsigNGSIg+7da/5ukyYwf76doiIZKLWSsslkIigoyGVIQhOHLioqIjs7my1bgrFagykuVvDw8MDf35MTJww0ayabJcHBkJdXQVmZjYgIDzp3jnMrE/nuOwOvvSaVxZo2FQwa5OTHH40IAY884tQDqpxIq7u5V1YGb79tIiBA0rusVli2zES7drmcPOmJn5+RRo2C9DWVlSn06eMkONhEXp50InY4TEyYYKdXr16oqqqXZrKzszl0KI0TJzyx28M5etSToCAjxcVmjEbBU0956qPHcXEqAwc6+eMfVX3ABDRpQcGMGWZSUwXl5aV4e3vyzjs9aNvWg7//3URZGbrmcH6+1BAOCXHi5eWqPSAfdFXvvXSpnb/+1aPSMh3atVMJDa3yhNOCl5+f/P+DBxWCg+WaJkyw69eAh0chL72UisUSS3a2P02aNMfL6yxlZdIs0mIp5623OpGV5UfjxkZKS400bSp0IaPqMBqhtkpSRoZka2ifs2VLQUqKLE9UqwroyM2V9eR27drRrFkzt66pkpISZs6cSUpKCuvWrSM8PPyCv3OpGD16NOPGjWPUqFG1vl4fzr6Xghsm6GoXxE033VRDZ7P6VNq5TTKDQeHZZ5288Ya0YldV+OMfVV3QW4Oqqpw8eZLTp0/Trl07fYuVkGBg7lwzfn5y6zdrlpnXX7frE0Gua6xqXJ0P54pDp6cbSU5WMJulTU5Wlo3mzXMZObKUZcvakZxsJDDQwDvveBAbW1ObNDcXli41k5Iit+faBNGsWXLdQUGy/rdtm5HVq21uy/hpsFikzrCW7JtMKsXFZfzyy2nuvLMjmzd74esr7YPMZjl9FhwMH31k5aOPTOTnK/Tr5+SOO9RKJwyDLu3ndLbipZfk1F1ZmRyTNZmKiIgoYv36lgQECDw9jYCRAweMvP66qrNBqmPbNgOHDllp1MhCs2YBFBX5s2aNyowZDqxW1yBlNMoHB8D/+39O2rY1cuyYQd9uz55d9QDv2VNl+/YKkpIM7NqlsHGj3LobjfJvfcstTjZsMPLyy2bsdlmCaNRIsGSJjbAwQWFhIcnJyZWODDfz7ruyvOR0GmnXrhlvvBFMWJiU3iwsNNOihQ2Hw4afn4MffzTy7beHad3aW98ReHt71xkcvbzkcI2qSlsobfN3bvJqs9lITk5GCKHXky8EIQTff/89U6dO5fHHH2fp0qVXvITQt29f0tPT63y9Ppx9LwU3TNAFaNOmja4wXx1apiuEwOl06owE7aKQYiN2jh+X47xdu1Z5lVUfbmjatGmN4YYtW2STRktUtQ57584X18A4H+64w8n+/WYOHfJBUSA2VvDcc5CVlceUKQcxmfxR1VKcTie//OKrMwb8/f0BI7NnS8Gc4GBBaqrCyy+bGTlS3nFaeaJJEylCXlKCi1aCO2jcWNZApTtwCfn5Vnx8/OnXL5qBA8FsdrJzpzQpfOkluy6w0rw5TJ0q17Fli4GhQz2w2RS6d1eZPNlOQAD87W9mLBa5vXc6DeTm+jBzppmgoEC++cYDb29npaeWDbsdfvjhMF26GPUg5OvrS3FxMYmJFgyG5oSGhqAoCg6HIC9PBqc+fZx89ZVsJBqNckhh8GC5Ll9fWLnSxvr10qYnMlKlWzfVRdS7USPYuNHA998bqaiAvDwDw4c7GDPGQWioNCz19pbXiBCyfn74sMBmS6K0tJTY2Fh8fHyYM8eDwEB0tbcTJ2R5QpNOVBS50/H09EBVpb5F584xGI3Su0zj0crdkH+NQNyunaBvX8nY0DQhRo50Ur0yJg1IjxEWFua2mldxcTGvvPIKx44d47///S/t2rW7uAvoCqE+nH0vBTdU0K0Lmi6tzWbDYDCgGd1VR+vWwmVLCnK4ISUlRa9D1fbEN5urOLIgM4naBgPqgt0uWQhnzihERgri4tQamaaXF7z8sp30dAWHw4mqHicjI4+IiAiXKbrq23JNoT8/30xSUidatlRQFA9CQkxkZyu63by0KZf1PmkF7/7ajx1TWLzYVKkXUcrBgxWoqjdBQcG8+KJDt9WePNnB5Ml1v8+RIwqLF5sJDRV4eMga+7JlJqZMcXD8uKK7LWt13MxMhc6dVYKCoKDASECAUTfZvPPOaFS1mKKiIo4fP05BQQFCCDp1asuePSZKS514eprIzzfQr5+DiRPNbN0qtZRDQ6FrV5UhQxwuLBJ/f8nWmDvXzLJlZkDS86ZMkdNoP/xgYOdOI82ayXp4YaEgKcmAZohQVlbV2JNNQCe//JJGjx4BLk2p8vKaWaeWcUdESL7woUOSqVFernD77U5CQ80oStWuqLgYkpKc5OWVoCj5NQLx0KEBdOvWmOJiL1q3lgmGPI+VpKQkjEZjjYZwXRBCsHPnTqZNm8ZTTz3FsmXLrqkGWX04+14Kbuigq5UR/P39ycnJITExEUVRXJpU5+oLgFQ7Onr0KDabjaioqMqMsXYMGeJk3z5DpaWJDBqDBtXdgKsOp1Pq5CYkSE80h0Mqkj30UM0s2WgU+PpmkZ6eTqtWrejYsVeNC1zjRfr7+9Oy0ke+oMCJp6cZu70Cm60Yq9XB2bNemM2ZDB7clPXrgzCbZebz+uv2WmuBmZkKX3whZ+379VPp3VslJweefNKD8nIVIUo5dMjIfff58eSTCoGBdtzYkepIS5OfQ/ud0FDpYgxS1yA1VbpXaNvh1q2lStZ779mYPNlMWpo00Vy40EZAgBEhpENBaWkp4eFRfP55C7780kBRkYrFYsfHp4Sbby7k0CEfNm0KoXFjJwaDdFHu21fKaZ6Lzz83kphYpTuxe7eRL78UPPCAdHCAqszXz8+VH3v77TKT9vNTKSqyVfrataVFC9fbr39/J59/LgdIysvl9xEbWzUIsnChnbVrjaSny53Uffc5XR7QmZkKU6fKnYHT6UNcXBNmzLBXCtNU9QmCgs7g6VmG0+lBaqo/qqqSn59Phw4ddOPJC6G4uJgZM2aQkZHBl19+Sdu2bd36vfpEfTj7XgpuqKCrBc/qk2QAnp6eukyc0+mkqKgIi8VCWlqaPlETEBCAn58fFouFwsJCwsPDadKkyQWfjFFRgvnz7ezYYcBolKpl52bMdSE5WSExUWrHas2gVatMDBnidMmWLRZJAfP393c7C9HQuLGRESMUVq/2r7xBBUOH2uncOYi2bfOIjs7kzBkHrVs7adzYmzNn5APJy8sLRZFKVxMnSuUrs1mwY4eRF1+0Y7UKzp614e9fio+PL40be7BtG7z8svWia8JBQUK3tVEUma1pddlXXnEwaZKZ3FzJPhg92kH37vLvGh4u+M9/bAghBySWLZOC2t26HaVPHztxcXEsX+7Fp5+aCQ6WI7NFRR4sXGgmNtaDoUPNeHhI4RepsWBi27ZS+vcvcfkOQDpGVBf09vWVpRqQ/FhFceXHVm9wvfKKDZutgu++MxEW5sHs2QoREa63Xlqawv/+ZyQ1VSEpSda4X3zR4VKf9vGBMWOcQO2lq2XLTBQXS5dgISSjZOdOAwMGqLWaSBYVFXHkyJHK9/YhLS2NkydP1lqa0CCEYMeOHUyfPp1x48bx3nvvXVPZbXXUh7PvpeCGCrrVg61Wtz03aBqNxhpsAavVyvHjx0lOTsbDwwNFUfTtuVYfPZ8YR3i4nPy6WGgNHG2J0jq9ymHCarVy9OhRKioqiI6OrlVIpKICUlLk9JK0hal5nuHDncTEqJw+LZ0ZevYUKEpjgoMbo5XftNFOrTRRUVGBl5cXu3a1oqCgKe3aGTAYDBQXC1audBAXl4oQHQkMbISiSJ2BiymrgHzIfPONgbw8hXbtVDIypAaxl5dg3DiZ1rZqJfjkExunT8stekhIzff56ScDs2ebMBhKsdlspKRE0bmzwGxW+fZbI4GBotI+SQb0+HgjPXqY6dDBzNGjRnx8zLpiWFiYldLSUrKysigvr1LeatKkBUVFAZVGnAplZfLvXl4OW7dKkaEjR2RG3qWLyrRpstlWUlJCUlISTzwRwE03RbFunZm5c2HYsKpM1WaDiRM9sFikrkRxsRTMad7cvYe3hsxMRa/HK4q8tnJzaz4BhRBkZmZy6tQpOnTo4FKiqp4RVy9N7N27F1VV2bt3LxaLhQ0bNtCmTZuLWt/lxvDhw9mxYwd5eXm0atWK2bNn6yyl+nL2vRTcUEF3+vTp+Pn5ERcXR8+ePc9bFtCgDTcEBQXxhz/8AbPZrHs1WSwW3TTP6XTi5+fn0qT6rU/4Dh0EgYGap5WgoEB2w729VdLTM8jOziYsLIyQkJBaM+78fHjxRQ9On5bE/06dVF5/3V5DVFpRoFs3QbdudT8YPDw8CAkJIaQyqmkTZYmJDhwOO2fPlqGqTkpLDfj5qQwaFMgPP5gqxdplqWTSpNrt5/Py4OBBA2az/HxSmhAmTZLyhlLsW/Dww05uuUUlLEx1oTB5eKDrLdSGL78sp6LCSfPmZnx9G1FQoLBlixQLCgwU5OQoeq1aVdFrzZMmSd3j/HzJ742MVHn2WU8CAsL0966oqCA1tYwzZ+wUFpaTmyvw9RV06WKnd+9yHn+8GXv3VnGImzYVLFliR1FU0tKOk5+fT8eOHdm1qxHLl5t1vu+770rhn9tuU8nJUXQ5TJDyiQUFspGmTYO5g65dVb7+2kDLlug1+4gI198vLy/n8OHDdVrn1JYRW61Wdu/ezX/+8x+sViuqqjJ69Gg+++wzl+PqG2vWrDnv6/Xh7HspuKGC7tixY9mzZw9fffUVr776Kjabjc6dO9OzZ0969epFp06d9K352bNnSU9Px2g0Ehsb6zLSWN2rSduOqKqqOzKcOnWKkpISvT6sBeLa6sPng58fzJtn59135Yjpn/7k5N57z7B371GdKXG+wL5ihYnMTOnnJYS0v9mwwcjQob+dOaEocqJs0CCFjRvNFBUpqGo5QvgydOhZbLZCnnwykx07gikv9+PmmwW33eaB0+nnciNnZCg895yZkhIZ2Nq0Ebz9to3Dhw3s3Sszby3b++wzI+PG1R64a0NFRQXJyclYrc3x9m6hW9M4HOjTdePHO3j2WQ+ysuTvtG4t+POf5ffTrBn8979WDhwwUFAgWQtbthjp08epN8HOnvVm4sRALBYFRRE4nfDMM2X07WshObmM3btVvLxKMRoNmM0GjhwxsWfPWYxGOXih6cr++KMRX1+hN8p8fAS7dxu47TZVH5zQdjhawKyNO3s+jB3rID/fzE8/yRr9mDEO4uJkmUMIoVMeL8Y6x2KxMH36dHJycvjss890NkBubq7LbrEB7uOGCrpRUVFERUXxyCOPAPKmPHDgAHv27GHp0qX8+uuvlZYmZjw9PVmwYAEdO3Z0K2Ot7sjQqpV0AnY4HPpWTJtJ17ajWiC+EMexRQtp21JSUkJKSgrFxe6P7mZkuHbFPT3lFNTFwuFwLXNUh4dHLiNHnmLfvnBMpkb07y/o2zcIRQmiY0c5kVZlD5TrYg8UGBjI0qXNKS8361vl9HSFr74yEhoqXMZMzWa5vbfbL1ym0DjTWVlZtG7dgXvuCeHIEQOZmUrlmtGVtWJjBStX2ti714CnJ/zf/zldKHH+/rJ+vGCBB5pp9Jo1RhYvttOypWDDBgMWixQPAqnE9r//eTN0aChWq4Knpyc+Ph7I5ba5AAAgAElEQVSAwG53Vk5wHSUyUqWwsBBVVQkMDCQwMBirVR4HclRZY2UEBMDzzztYsMCk6zKPGePQm3YaMjMV1q0zUloKAwao9Orl2vDz85OqbKWl6OUUkNOTR44c0cWe3FH2EkKwdetWXnnlFSZNmsSoUaNc7pOQ2uo8l4jNmzczYcIEnE4nY8eOZerUqS6vWywWHn74YTIyMnA4HEyePJm//vWvl+389Y0bKuieCy8vL3r37k1vqSrCunXrmDVrFv3798fLy4uZM2fqE2y9evWiZ8+exMXFERQU5FbGajKZaoh8WK1WLBYLFouFjIwMbDYbPj4+Lmpb1evDdrtdl+1zd3RXQ5cuKocPm/TBjIoKWWJwF9nZkgeblCQ5vC+9ZNe1V8vLy0lOTsZoNHLnnR0ZMsSL2ho4tdkDOZ1OioslbevEiTKs1nIKCtTK0o0XWVkq/fopeHiYsVhkg6igAHr3VmsNuKoqSyleXqCqFpKTkwkODkZRbmb4cC+sVnnMwIFOOnQQ9Oun6saJILPrNm3qzv7XrJGOD1qQy8pS+OILI88+66CiQnF5GFUfnGjdWtCzp0pCggFFcVJRodKpk2DEiLhKPV+pupabm0vr1llYLOEUFJjx9DQQEmLgvvscgAyAQ4Y4iY1VOXFC7lzOHc7JylJ4+mkzZWWyfr9tm5FXXrHrrhMalEorJfm9qWRkZHDmzBk6duzo9rVVWFjItGnTKCgoYNOmTToT5krA6XTyzDPPsHXrVv0+vPvuu4mJidGPWbp0KTExMWzYsIHc3FyioqIYMWJErUqB1wNu6KB7Lnr37k1CQoJLKUFVVdLT04mPj2fHjh0sXLiQ4uJioqOj9SDctWtXtzJPkEyJ0NBQnXojhNBvvpycHI4eParT2DQmRVhYmNsiItUxYoSTU6cUdu2SN+699zprpTvVBiFgxgwPMjIUWrQQlJTA9OkefPhhOSUlx8nLy6NDhw4uDxR3YTQaadSoEY0aNeLPfzayYoUJf38nFRWS9dCkyXGOH8/hmWca8cknEZw960m/foIZM2rWL/PzYdo0M2lpCuXl5QwaVMzEiZ1QFF9Gj5a7iKAgyXH99ltps3Oxu96Skip/N5D6CiUl8v8HDHCyZo10YtCE0TXBHIMB3nmniNdfL+LoUX/Cw30ZNcoAyJKJr68vvr6+/PprS956S4qrl5YKBg+28OCDpzh16iwZGaru3tykSQDt2/vXmolu3y5t7LUHQ1GRdPY9N+hq0KxzgoOD6dWrJr2wNkhn6C3MmjWLyZMn8/DDD19xZkJCQgIRERGEhck6+rBhw1i/fr1L0FUUheLi4kozgRIaN258XbtMXL8rvwTU9sQ2GAyEhYURFhbG8OHDAZl9/vLLL8THx/PRRx9x8OBBTCYTPXr0oEePHsTFxdGhQwe3tmmKoug3n1YfzsvLIyUlRdebzcjIIDMz04U/fL5xTg1eXpJSVVzswGCoynDcQUkJHD+u6HP4fn6QmWnjq6+SGDDAz+0b9UIYNsxJYaHC5s1GTCYDkyc7ueeecBQlHKvVSr9+hTpr4tdfrXh7e7t8DwsXenPkiANf3yL8/Hz55ptw7rzTTlCQwGZTdDcNb2+ZgWZmKud12KgNAwY42bvXjNms+Z5JPjJI947Fi228957UZ7jnHicPPuh0qZFOnhzJW28FkJho4OBBaN9esGCBjUaNZHCcMcOMl5f8e/n7K3z3XSNefNGbkJCqgRaLxaIzZoQQeiDWmrZOp9El41YUOYhzLlRV5fhx2cCLjo52q5kMsscxdepUioqK2Lx5c73xWWubGjtXH2HcuHHcfffdtGjRguLiYj799NNrlqbmDn5XQdddmM1mPcA+9dRTCCEoLi5m3759xMfH8+qrr3L06FFCQ0P1bDguLo6mTZueN1CWl5eTkpICQLdu3VyUyTQRaIvFQk5Ojl4f1soSgYGBtW6npDLaxX9Gb29Jvi8vl2O6FksxFRWe9OrVgTZt3OMBl5bCxx8bOX7cQHS0yvDhzhpDEWazdIvVKGDVvx5PT89aGRMWi4WCggLS0tL4/vtOeHoKvLy88PAwoqrSDHTgQBWDQYq+e3nJJpQQ6LVXdyAtkoz85z9GTCbZvAoOhqeftrvwbOPiVOLiqgxAi4uLSUpKolGjRvTq1YvPP/dg716D/gA7elThgw9MTJrkIDdXQYgq2UztO9ccpasPtGhQVVUvz2hN24AALxyOTpw8acLb20h5uZHHHnMVIdJ4t6GhoW4bQwoh2LRpE7Nnz2bKlCn85S9/qdeA5s7U2JYtW+jWrRvffvstaWlp3H777fTp08dtp+FrDQ1B1w1oLIX+/fvTv39/QF4sp0+fJj4+nvj4eJYtW6ZvyTXKWo8ePfDx8amsbZ6gvLy8zi17bSLQmgh4YWGhXh/29fXF1Y3h0uxOTCaYNMnK7NkqdrsDT09/HnpIoXNn96yCHA544QUzv/witSd27TKRkqLw+uu1sw/cqZxojAkPDw+dHRIT48vx42aMRhtlZVJJraAgjZMnnYwf34y33mpGRYUBIRSmT7fX4PGqqmRFfP21ET8/wWOPOfQpr7Vrjcyfb8bTU1SOchuYO9dKdHTtgdvpdHLs2DEKCwvp2LGjHiiPHZMOvFUTaYK0NPlDs2YCs1lQWopu0WMwUKsojwaDwVDZfKuqwTqdTlq2LGPVKiNFRQ66dcsiONhCUlLVUE9paSmdO3euUzf6XBQUFDBlyhTKy8v5+uuvr8rggDtTYx9++CFTp05FURQiIiJo3749SUlJ3HTTTfW93MsCpbYnTTVc3D7tdw6n08mRI0eIj49n7969JCYmkpeXh8PhYNSoUQwePJiYmJhLrkcJIXRtBYvFote5tAmiwMBAfH19L5ipCCHIycnh2LFjQHvKy5vTpIns9LtbVk5JUXjySQ9CQqqckM+cUfj0Uytu6qTUCo0X3aJFC1q3bk1GhoHnn5eUNadTGkq++KKN0lKZCaanl3H8uJ3QUAdt21btDHx9fVEUhZUrjbz/vonAQFGZDSv885822rcX3HuvJ2fOVOlNSP80R60edQUFBaSkpOjrqp6NffGFkb//3UTz5vK7OH1a4cEHHTzzjKz97t1rYNIk6Y9nMkmaoCabqeHgQYUFC8zk5Sn07u3k+ecdFywXORwO3fPPw8MDIYSLFnNdNEYhhE6rnD59OsOGDbtqmgQOh4PIyEi++eYbWrZsSa9evVi9erU+QQrw1FNP0bRpU2bNmsWZM2fo0aMHP//881XlCLuBOr/Qhkz3MsJoNNK5c2c6d+7MmDFjuOuuu+jVqxeDBg0iOTmZt956i6SkJAIDA3XucFxcHC1btnRrS6coiosbBchAX1JSgsVi4cSJE5SUlGA0Gl3KEtXHWUtLS0lOTsbLy4uePXtWliyu3rP1yBGFM2cUmjevoKLiCIqiuIgLtW0rWLHCxvHjcsAhLEygKFWZYOvW0KdPlTVMUVERx44d0+3j16zpiq+vGW9vI35+Rk6fliPD7ds7MZulG4YGIWrS1Ww2G6mpqdhstlqpfEJI2l+7diopKQa8vaFHD5XRo6vYEr16qXz9tZXcXOlld24ievq0wqRJHhgMAh8fwddfG6moUJg711UDujqcTidpaWmUlJQQFxenl6q0MlVRUZE+5m42mwkICCAhIYHw8HDef/99nE4n27Ztc1tJ7ErBZDKxZMkSBg4ciNPpZMyYMXTq1Il3330XkJNlL7/8MqNHjyY2NhYhBPPnz7/WA+550ZDpXkFYLJYaNB0hBHl5eXpZIiEhgczMTNq1a6fXhnv06EFgYOAlZx92u13PhouKivRxVqfTqYv4/NaL1uGA8ePNHDpkwNtbql798Y9yIs7dZb/3npGPPzbhcFix2exMmWLjoYfc2xq7A7vdzogRZnJzVTw9rTidKvn5Xjz6aAFDh0JiYmOmTfMFBE6nQkCA4NNPbbRsKYdNsrOzSU9Pp1GjCI4elfX6W25x6pNjQsDMmSb++19TZWMLXnrJxrBhNZXizoctW6TXnVaPVlXIyVHYudNaw6MOqrLu6n5854M24j116lQSEhL07LJ///5MmzbN/YU24GJQ5x+lIeheA1BVlaNHj+pBODExkbKyMjp16qQH4s6dO7slJn0utOBx7NgxgoKCdJlLh8OhW+IEBgbi7187Vel8KC2FTz6RAt91NdLqwokTCsOHG/HwKMLb2wODwYfSUoVNm6w1xph/C3buNPDKK2Y9KAYHO5k/PxujUbImDhzwYt++5jRqZGb4cCfR0b44HA6OHDmCl5cXvr6RPPWUL4WF8v2CguBf/7LRvLmUoHzkEU8CAuSgh3SPUEhIqKhVra0u/PijgalTZdBVFFn3dTjkd1E9njocjkrvOyvR0dFu0xjz8vJ4/vnnURSFJUuWEBoaqj9QNA57Ay47GoLu9QabzcaBAwf0QHzo0CG8vLzo3r27HojDwsLOW5YoKSkhOTkZHx8fwsPDXdgPWn1Yy4arT5JVrw9fiVqf3W7nyy8zmTevFS1bemI0yipXbi78+98XXxOuLiheG/bvV/jhByP+/oK77nJSPcmvrrOhaW3YbDYaNWpEkyZNWL68Jdu2+eprysmRrsXTpjnYts3ACy946KLjAAUFCrt3V1yUELzdDs89Z+bAAemPZjTCjBl2F851Xl4eqamptG3blubNm7v1dxFC8N///pd58+bx8ssv8+CDD17R2u2FJssAduzYwcSJEyvNOZuwc+fOK7aeq4yGoHu9Qwhp7bJ37169UXfs2DFatmxJjx499Im6Jk2a6HQrRVGIiopym1qjTZJpgbi0tBSTyeRSH/b09LzkG1cIQVZWFidOnCAoKJxx41rr/OKCAggOltt7d/uMJ04ovPSSmdRUA23bqrz2ml03zbxYFBUVkZSURHBwMG3btqW8vJyioiJefjmQgwc98fd3YDIZKS31JC5O5Z13BKdPG7n7bk+MRqmpUFgo1dK+/LKm5ZEcjJD0vtq+PptNDkBYLHKqsFMn+TnsdjvJyck4nU46duzo9m4nJyeH559/HrPZzOLFiy/r2G5tcDqdREZGukyWrVmzxmXIobCwkFtvvZXNmzfTpk0bcnJy3NbvvQ7REHRvRGgaBHv27CEhIYGEhATS09MRQjB06FAGDRpEt27d3Bq0qAua1J8WiCsqKvQBBi0Yu6Pvq0kc+vn5ER4ejtlsZv9+hRkzPDh7Vo7qzptnP6+amOu64MEHPcnPRx9C8PaGdeusFzUkojWkioqK6NixYw35zC+/NDJnjomgIIGqOsjNhTFjMoiLO4XBYCAlpQVvv92W8nITkZFSYexczYTNm2XN1maTQfntt+06p/d8yMnJIS0tjbCwMEJDQ93Obr/44gveeOMNZs2axX333VcvzITdu3cza9YstmzZAsDcuXMBXGrG//jHPzh9+jSvvfbaFV/PNYCGoPt7wEMPPURISAgPPfQQhw8fZu/evRw4cABFUejWrZs+yBEVFXXJ/N7qAwxaMNZkL6vXh7WyR3Vua21Zt9SMoIbr7oWQkaEwfLgH1aRgKSiQbhJalngh5OXlcfToUVq2bEmrVq1qDU5CwMqVRlatkun3iBEORo1yVtruOCq/gyLy8opxOEowm80uPOrMTG9GjvTE11d+xrw8Kbf4ySe2GufSYLPZSEpK0ncq7moMnDlzhueffx5vb28WLVpUrx3+zz//nM2bN/Ovf/0LgI8//pj4+HiWLFmiH6OVFX799VeKi4uZMGFCnU6+NwAaKGO/ByxfvlzP1Pr06cMTTzyhz6snJiYSHx/PvHnzSElJITg4mJ49e9KzZ09uuukmty22tQEGb29vmlXqH1YfZc3MzKS4uBhFUTCbzZSUlNC8eXN69uxZa/1ZUbikxpm/vxzZtdurfOqcTvfcljW3W+kW0ZN//9ubwEDBvfc6XYK4tr5HHnHyyCM1BXOqCx61b1/13trD6PTp03z3nS9lZRH4+AjsdhONG5tITjbicFCjjFKdMREREeF2SUBVVdatW8fChQv529/+xr333lvvvFt3JsscDgeJiYl88803lJeXc8stt9C7d28iIyPra5nXBK7roHuhwr0QggkTJrBx40Z8fHxYsWIFPXr0uEqrvfKozVlCURT8/f3p168f/fr1A6pu7oSEBPbs2cPy5cvJzs4mIiJC5w93794dPz8/t27ec0dZNYUyp9NJixYtKC0tJT4+XrdF0jJBd7vvtSEoCJ580sGyZabKz6Tw8MM15RCro3pNOTw8nJ9+asaMGZKn7HQqrFtnYvVqK25KzdaKc0XAVVVh1SozimLHbndw9qwNk0nl0KEkAgOrdgZOp5OkpCTMZvNFWTJlZ2czadIk/P392bFjh4sLRH3CncmyVq1a0aRJE12LpG/fvvz888+/u6B73ZYX3Cncb9y4kcWLF7Nx40bi4+OZMGFCDTGNBkg4nU5SUlL0+vD+/fux2WzExsbqgTgmJua8wUCTEszOzq5hAwOulkAWiwWr1YqPj49LIL7Yab1fflHIyDDQooVKt251T9SVlZVx5MgRfH19iYiIwGQyMWiQJ6WlVRNpZ87ASy85uP/+3y4Cr0EImDfPxPr10l3CaBS8+aaNmJgS/XvIy8vDarXSqFEjQkJCdJGb85WAVFXls88+4+233+a1117j7rvvvqpOt+5Mlh05coRx48axZcsWbDYbN910E2vXrqVz5861vqeqqtezsM2NV15wRxJu/fr1jBo1CkVR6N27N4WFhWRlZV0T5nTXGoxGI9HR0URHR+sC0RUVFezfv589e/awePFifv31V/z8/FxEftq0aYPBYCA1NZWCggJCQkLqdLyozRLot9oixcYKYmPrDpKqqnLixAlycnKIiopycUzQPOqqoOhauReDggIoL1do1kzU4OcqCkyd6uDuu52cPavQoYNaST+T49pZWVk0adKEsLAwXYv59OnTdVL4DAYD2dnZTJgwgcaNG7Nz585Lkt+83HBnsiw6Opo77riDLl26YDAYGDt2bJ0B1+l06g+d3bt306JFi2vScfhScN0GXXck4Wo7JjMzsyHougkvLy9uueUWbrnlFkAGyfz8fPbu3cuePXtYu3Ytx44d00sY06dPp0OHDm5nXO7YIhUXF+tC6Rdri2SxWEhKSiIkJKRWqcp77nFWav1KXQYvL+mr5i6EgHfeMbFypcxiW7dWefddWw2esaJQ2dwTlb8nOHXqFJmZmURFRem2Nx4eHi5qY9XF4NPT03njjTc4fPgwBQUFjBw5kscee8xt2536wKBBgxg0aJDLvz355JMuP7/wwgu88MILdb5HUVGRLuRUWFjIY489RmFhIYsXL74ia74auG6DrjuFe3eOaYD7UBSFJk2acOedd3LnnXeSmJjIo48+yqOPPkrjxo3Zvn07CxYsoKSkhJiYGD0j7tKli9v1W3dtkTw8PHT9hXNtkRwOh65LcD7VraefduDpKdi61UhAAEyY4D5lDeC77wysXCkNJg0GSE83MHOmB+++WzczQbPOCQgIuKB1TnUx+KysLKxWKzfddBNDhgwhOTmZ6dOn89Zbb90wGeC//vUvSkpKmDhxIgAvvvgiHTp0YM6cOYBr9ns947oNuu4W7i90zMXgQo27VatWMX/+fEA2tZYtW0bXrl0v+XzXOmJiYvj+++/17GzEiBGArN1qIvAffvghv/zyC2azme7du+v14YiICLfrdXXZImk10ZMnT+r1YZPJxNmzZ2nbti2RkZHnfciaTPDEE06eeOLSarhpaVL5TIsDAQGCw4drP58QghMnTly0dY6qqqxevZolS5Ywd+5cBg0adMUSB3cmygD27t1L7969+fTTT3nggQd+83m1YDp27FhdiGfAgAFER0ezZ88e5s2bR1ZWFnl5eQwcOPC6p5ldt400dwr3X331FUuWLNEbaePHjychIeGSzudO427Xrl1ER0cTFBTEpk2bmDVrVkPjDhlwioqKdBH4hIQE0tLSaNq0qUt92N0BgNpQUVHB4cOHsdvt+Pn5UVpaqtsiadmwn5/fZW3MfP21gSlTPAgKkpnu2bOyjLBypWumW1JSwpEjRwgKCrrg6HZ1nD59mvHjx9O8eXPefPPNK1pKcOf61o67/fbb8fLyYsyYMZcl6GooLCzk+PHj/OEPfyApKQmTycQbb7xBTEwMwcHB5Ofnc/jwYRYuXHg92PXceI00dwr3gwYNYuPGjURERODj48OHH354yedzp3F366236v/fu3dvTp06dcnnu5GgKAqBgYHcdttt3HbbbYAMxJmZmcTHx+tuzfn5+URGRuoi8N27d79g/VZ7n5MnT9bgtlZ3YMjIyNBlLy/WFqkuDBigcuedTrZsMWIwCIKC4NVXq+QYNf+9vLy8i7LOUVWVTz75hGXLljF//nwGDhx4xcti7lzfAIsXL+b+++9n7969v+l8GjNBy3LfeecdhBA899xzPPbYY0ycOJEvvviCd955B5Dsk7Fjx9KhQ4frIeCeF9f16i9UuFcUhaVLl16Wc7nTuKuO5cuXc+edd16Wc9+IUBSFVq1a0apVK+6//35AZlGHDx8mPj6ezz//nJdeegkhBF26dNGz4Y4dO+o33dmzZ0lLS8Pf359evXrVuBmrOzBof7tLtUWqDQYDvP66nTFjHJSWykkzrXysaTmEhIS4bZ0DsgQ2fvx4WrduzXfffXdR7tC/Be42pv/zn//w7bff/uagq30fRUVFBAUFYbVaKSgoAGDRokX06NGDf/7znzz22GNs2rSJ559/nvvvv5/Zs2f/pvNeC7iug2594mKactu3b2f58uX88MMPV3pZNxSMRiOxsbHExsYyduxY3Uk5MTGRhIQEFixYQHJysi68U1ZWxrJly4iIiHA7E7zctkiKIoOtBlVVOXbsGGfPniUmJqbWgZXaoKoqK1eu5L333mPBggXcfvvt9dr0def6njhxIvPnz7/kZta5vNuVK1eyePFioqKiCAkJoU+fPvprCxcu5NFHH2XAgAF06tSJdevWER0dfUnnvdbQEHTdhLtNuYMHDzJ27Fg2bdp01aaDbhRoTsp9+/alb9++ABw6dIiRI0cSHh5OixYteOGFFzh9+jTt27d3EYEPCAhwO2h5eXnh5eWlK15pwd5isZCdnU1qaqpbtkiFhYUkJSXRvHlz4uLi3D7/yZMnefbZZwkLC+P777+/KoaL7lzf+/btY9iwYYDUrdi4cSMmk4l77733gu9fPeBmZGTQpk0bRo0axe23386XX37J3Llz+frrr1FVlYEDB9K/f38eeOABdu/ezV/+8pfL+EmvPq7bRlp9w53GXUZGBv3792flypUu9d0GXD7k5ORQXFxMeHi4/m+aCLw2TZeYmEhFRUUNEXh3ywa1obotUlFRkYstkp+fH2fPnqW8vJyYmBgXl+fzQVVVVqxYwT//+U/efPNNbrvttmvaq6w6Ro8ezV133XVRjbSsrCweffRRvL296dKlC08++aRuFzRy5EjMZjMhISEkJCTw6KOP8vDDD1+Wz3aVcOM10uob7jTu/va3v5Gfn8/TTz+t/86+ffsu+ZxXi8JzLSM0NLSGBqvBYCAyMpLIyEidTmS1WnUR+Pfee08Xge/Ro4ceiNu3b+92rVULsNVrrHa7nczMTFJTU/WAnpyc7DLIUVegz8jIYNy4cURGRvLjjz+6XYa4UnDn+r4YnDp1SudZgxwBnjBhAmPHjqVv3750794do9HIww8/TLt27ejQoQNdu3blnnvu4eeff76hqZYNme41imuBwnMjQROBT0hI0EXgjx8/TsuWLfUg3LNnT4KDg93KNh0OB6mpqZSXlxMdHY23tzdCCH2UV+MQV7dF0ji6n376KR9++CFvvvkm/fv3v+EGdgoKCvjLX/7C3//+d31C0eFwcOzYMUpLS3n66adp27YtBoOB+++/n/vvv58///nPDBs2jJEjR17t5V8uNGS61xvqm8Jzo0NRFIKCghg4cCADBw4EqgR69uzZw/fff89bb72FxWKhY8eO+hBH165d8T5He7K6dU7Hjh31oKkoil4f1rbN1W2R3n33XXbv3k1FRQWDBw8mIyMDu93+m8oe1yIKCgrIzs7W1cM0a/j27dvz3HPPMX36dAYPHszQoUNZvHgxrVu3ZtGiRURERFzlldcPGoLuNYr6pvD8HmEwGGjXrh3t2rXTG0SayPaePXtYtWoVL7zwAgaDge7du9OxY0e2bt3KqFGjGDhwoFujzZr+8OrVq0lKSuKjjz6iV69e/Pzzz+zbt++655xqWLFiBeHh4fTp04eIiAi6dOlCcnIyUVFR+kPJbDZz8uRJ9u/fz+DBg/Hy8uLWW28lLCzsurZUv1hct7ppNzrqg8LTgJowm81069aNJ598kuXLl7Nv3z6+/fZb2rZty4IFC1BVlddff50HHniAmTNnsmHDBrKzs2v9ewEcP36ce+65h+PHj/Pjjz/Sr18/fH19ufXWWxk/fvxlly7cvHkzUVFRREREMG/evBqvr1q1ii5dutClSxduvfVWfv7558ty3uTkZN555x2GDRvGvHnzOHXqlC5yXx2TJ09m+/btxMTEEBsby5w5c35XARcaMt1rFleawtMA96Aoij4+fPDgQUJCQnQxdE0E/v333ycnJ0cXgY+Li6Nr166sWbOGjz/+mEWLFtGnT58rXrt1Op0888wzLn2Au+++26Uk1b59e3bu3KmPqj/++OOXZVRd80T74osv+Oqrr0hNTWXnzp3cfffdLsf16dOHlStXoqrqDSPUc9EQQpzvvwZcJdjtdtG+fXtx7NgxYbVaRZcuXcShQ4fqPP6RRx4R//73v3/zeTdt2iQiIyNFeHi4mDt3bq3HbN++XXTt2lXExMSIvn37/uZz3ghwOBzi119/FR988IF44oknRNu2bcWDDz4oSktL620Nu3btEn/605/0n+fMmSPmzJlT55kt+5IAAAbZSURBVPEFBQWiRYsWl+Xcqqrq/19WViYWLFggZs+eLVJSUmq8/jtBnXG1IdO9RnG5KTzuwJ1MqbCwkKefftrFRrsBklIWExNDTEwMf/3rXxFC1Dsr4WqOqmufVQiBt7c3AwYM4JNPPmHTpk20adPGbev43wMagu41DHdEoTWsWLHiN5/PHcbE6tWrue+++2jTpg1ADc5sAySuBg1MXAOj6tr5unXrxv79+/npp5/IzMzUr6kGNDTSGlANdTltVEdKSgpnz56lX79+9OzZk5UrV9b3MhtQBy52VH39+vVXZFRdC/7Dhg1j1qxZDQH3HDRkutcgEhMT2b9/P2PHjq3X87qTKTXYaF+76NWrF6mpqfrQx9q1a1m9erXLMRkZGdx33318/PHHV+xvpl0z3t7eNTjODWjIdK9JnDp1irVr16Kq0q9r+/btzJgx44qf1103jjvuuANfX1+aNGmi22g34Oqjeh8gOjqaoUOH6n0ArRdQfVS9W7duxMXFXeVV/w5xvi5bfbf7GlCFoUOHio0bN4pt27aJoUOHioULF9Z63OXsCrvDmDh8+LDo37+/sNvtorS0VHTq1En88ssvl3zOC7ElCgsLxV133SW6dOkiYmJixAcffHDJ52pAA+oRDeyF6w1du3Zl/fr17N+/nxdffFEX+tYgKrvjl7Nhc7lttC8Ed9gSS5cuJSYmhg0bNpCbm0tUVBQjRoy44UZnG/D7QYPgzTWKr7/+mjvuuIN169YxZMgQl9e0gPvvf/+boKAgevTo4SLKfe6xqqq6TK2Jq0Bnqg27d+9m1qxZbNmyBagi2E+bNk0/Zu7cuZw8eZKlS5eSnp7O7bffTkpKymWf5GpAAy4z6rzBGq7caxCJiYm8+uqr3HzzzbUGF0VREEJw5swZPvnkE/r378+qVasAKWmo1VhVVUVRFD3gPvDAA8THx6Moil4vvppwhy0xbtw4jhw5QosWLYiNjWXRokU3dMC90BivEILx48fr+gY//fTTVVhlA34Lbtyr9zrF1q1bmT9/Po8//jgvvPACH3zwASC34tXhdDq5+eabmTdvHp988ol+3IkTJ3jggQeoqKjAYDAwf/58MjIyAPj888+5+eabAa6JwFXbLuvcDHzLli1069aN06dPc+DAAcaNG0dRUVF9LbFeoZVbNm3axOHDh1mzZg2HDx92OWbTpk2kpqaSmprK+++/z1NPPXWVVtuAS8XVv/MaoCMpKYk5c+YwaNAgRo4cqeu0JicnYzQa9ey0oqKCxYsXM3PmTEaOHMmf/vQnhBC6+v+zzz7LM888w5IlS9i6dSuNGjXi0KFDuttCSUkJ27dvv+rTZO6wJT788EPuu+8+FEUhIiKC9u3bk5SUVN9LrRdUH07x8PDQh1OqY/369YwaNQpFUejduzeFhYVkZWVdpRU34FLQEHSvIYSHh7NkyRJGjBgBQHR0NGfOnNGnhrQsMC0tja1bt/Laa6+xdetWHn/8cXr27InFYgGgTZs2rF+/nuzsbFasWEFAQADbtm3Tjf3+8Y9/8NprrzFw4ECGDBly1W7a6rxSm83G2rVrawiktGnThm+++QaAM2fOkJyc/JvJ9mPGjCE0NLTOBuDV2sK7U25x55gGXNtoCLrXEMxmM506dcJsNuv/tnbtWn0+Xgu6Gqn922+/5ddff2X58uU0a9aM4OBg8vPz2bBhAwUFBfTt21e3TPnuu+/4v//7P6xWK4mJiYwfP579+/ezaNEifDXf8HqGO7zSl19+mV27dhEbG8ttt93G/Pnzf7MU4OjRo9m8eXOdr1+tLbw75RZ3jmnAtY0LsRcacI1CUZTBwD2VP0YDrwIpwLvAJqAQ6A5MFEKoiqIcB4YJIeIVRZkBdAZWCiE21v/qrz4URWkH/E8IUSPdVRTlPWCHEGJN5c/JQD8hxBXdEiiKcgswSwgxsPLnaQBCiLlXe20NuHxo4OlepxBCbAA2ACiK4gGYgQggUQjxtqIowcA4IFpRlFQgFEhQFMVDCPGaoihxwL8URWkErBENT9/qaAmcrPbzqcp/u9KBbS/QQVGU9kAmMAw413/8S2CcoihrgZsBS0PAvb7QEHRvAAghbIAN+Bn4WZH7zbPAU0A5EA4cE0IIRVEeUxTFCXwPfAZ0E0KsruOtf6+obb9+xR9KQgiHoijjgC2AEfhACPGroihPVr7+LrARGAQcBcqAv17pdTXg8qKhvPA7g6Io/w8YhQzEvwBzhRCnru6q6h/XYnmhAb8PNGS6vzMIIbYD2wEURVEaygq1omEL34Arhoag+zvG7zXgKoqyBugHNFEU5RQwE1kTb9jCN+CKo6G80IAGNKAB9Yj/D4wLJb4V9MX/AAAAAElFTkSuQmCC\n", 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", 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" ] @@ -188,7 +209,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] @@ -233,7 +254,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] diff --git a/tutorials/tutorial3/tutorial-3-rbf.py b/tutorials/tutorial3/tutorial-3-rbf.py index e5cb566d..9fedccd4 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.py +++ b/tutorials/tutorial3/tutorial-3-rbf.py @@ -6,15 +6,29 @@ # In this tutorial we will show how to use the Radial Basis Functions interpolation technique to deform a cube. # -# First of all we import the required **PyGeM** class, we import numpy and we set matplotlib for the notebook. +# First of all we import the required **PyGeM** class, we import numpy and matplotlib # In[1]: +import sys +import platform +print(f"Python Version: {sys.version}") +print(f"Platform: {sys.platform}") +print(f"System: {platform.system()} {platform.release()}") + +try: + import pygem + print(f"PyGeM version: {pygem.__version__}") +except ImportError: + print(f"PyGeM not found. Installing...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + import pygem + print(f"PyGeM version: {pygem.__version__}") - -get_ipython().run_line_magic("matplotlib", "inline") -from pygem import RBF import numpy as np +np.random.seed(42) import matplotlib.pyplot as plt +from pygem import RBF # Using RBF, we can control the deformation by arranging some control points around the object to deform, then moving these latter to induce the morphing. Within **PyGeM**, the setting of such parameters can be done by parsing an input text file or manually touching the `RBF` attributes. @@ -22,25 +36,20 @@ # Let's try togheter by using an input file: the first step is the creation of the new object. After this, we can use the `read_parameters` to set the parameters. # In[2]: - - rbf = RBF() -rbf.read_parameters(filename="../tests/test_datasets/parameters_rbf_cube.prm") +rbf.read_parameters(filename='../tests/test_datasets/parameters_rbf_cube.prm') # The following is the parameters file for this particular case. The Radial Basis Functions section describes the basis functions to use. Here we use Gaussian splines with the distance parameter equal to 0.5 (see the documentation of the [RBF](http://mathlab.github.io/PyGeM/rbf.html) class for more details). As control points we consider the 8 vertices of the cube (the first one is not exactly the vertex), and we move 3 of them. In the Control points section there are all the coordinates of the control points. # In[3]: - - -get_ipython().run_line_magic("cat", "../tests/test_datasets/parameters_rbf_cube.prm") +import subprocess +subprocess.run(['cat', '../tests/test_datasets/parameters_rbf_cube.prm']) # Here we create a $10 \times10 \times 10$ lattice to mimic a cube. # In[4]: - - nx, ny, nz = (10, 10, 10) mesh = np.zeros((nx * ny * nz, 3)) @@ -56,8 +65,6 @@ # Now we plot the points to see what we are doing. # In[5]: - - fig = plt.figure(1) ax = fig.add_subplot(111, projection="3d") ax.scatter(mesh[:, 0], mesh[:, 1], mesh[:, 2], c="blue", marker="o") @@ -70,28 +77,22 @@ # We can also plot the original control points and the deformed ones. # In[6]: - - rbf.plot_points() # Finally we perform the RBF interpolation using the `RBF` class. # In[7]: - - new_mesh = rbf(mesh) # We can plot the new points in order to see the deformation. Try different basis functions and radius to better fit your specific problem. # In[8]: - - fig = plt.figure(2) ax = fig.add_subplot(111, projection="3d") ax.scatter(new_mesh[:, 0], new_mesh[:, 1], new_mesh[:, 2], c="red", marker="o") ax.set_xlabel("X axis") ax.set_ylabel("Y axis") ax.set_zlabel("Z axis") -plt.show() +plt.show() \ No newline at end of file From 3fa32b32de64ca21296262d00a19a823d043cc20 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Tue, 11 Nov 2025 16:17:50 +0100 Subject: [PATCH 05/50] modified tutorial-3-rbf.ipynb --- .gitignore | 3 +- tutorials/tutorial3/tutorial-3-rbf.ipynb | 47 +++++++++++++++--------- 2 files changed, 30 insertions(+), 20 deletions(-) diff --git a/.gitignore b/.gitignore index e0ac81e6..e8621ff9 100644 --- a/.gitignore +++ b/.gitignore @@ -12,5 +12,4 @@ pygem.egg-info/ # virtual environments venv_pygem/ venv_pygem -#virtual environments -venv_pygem/ + diff --git a/tutorials/tutorial3/tutorial-3-rbf.ipynb b/tutorials/tutorial3/tutorial-3-rbf.ipynb index f52018db..e466ae00 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.ipynb +++ b/tutorials/tutorial3/tutorial-3-rbf.ipynb @@ -26,28 +26,18 @@ "# Standard header for all tutorials\n", "import sys\n", "import platform\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import pygem\n", + "\n", "print(f\"Python Version: {sys.version}\")\n", "print(f\"Platform: {sys.platform}\")\n", "print(f\"System: {platform.system()} {platform.release()}\")\n", + "print(f\"PyGeM version: {pygem.__version__}\")\n", "\n", - "try:\n", - " import pygem\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", - "except ImportError:\n", - " print(f\"PyGeM not found. Installing...\")\n", - " import subprocess\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", - " import pygem\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", - "\n", - "import numpy as np\n", "np.random.seed(42)\n", - "import matplotlib.pyplot as plt\n", - "\n", "# Set matplotlib for notebook\n", - "get_ipython().run_line_magic('matplotlib', 'inline')\n", - "\n", - "from pygem import RBF" + "%matplotlib inline" ] }, { @@ -61,14 +51,35 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": { "scrolled": true }, "outputs": [], "source": [ + "import os\n", + "from pygem import RBF\n", + "\n", + "# Try to locate the parameter file robustly\n", + "possible_paths = [\n", + " \"../tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorial3/\n", + " \"tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorials/\n", + " \"../../tests/test_datasets/parameters_rbf_cube.prm\", # when run from PyGeM root\n", + "]\n", + "\n", + "param_file = None\n", + "for p in possible_paths:\n", + " if os.path.isfile(p):\n", + " param_file = p\n", + " break\n", + "\n", + "if param_file is None:\n", + " raise FileNotFoundError(\"Could not find parameters_rbf_cube.prm in expected locations.\")\n", + "\n", "rbf = RBF()\n", - "rbf.read_parameters(filename=\"../tests/test_datasets/parameters_rbf_cube.prm\")" + "rbf.read_parameters(filename=param_file)\n", + "\n", + "print(f\"Successfully loaded parameters from: {param_file}\")\n" ] }, { From 2a92869e7b435fdd9b581c919a1628cfecd66022 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Tue, 11 Nov 2025 16:46:23 +0100 Subject: [PATCH 06/50] Remove setup.py from repo --- setup.py | 71 -------------------------------------------------------- 1 file changed, 71 deletions(-) delete mode 100644 setup.py diff --git a/setup.py b/setup.py deleted file mode 100644 index 4b9ae42b..00000000 --- a/setup.py +++ /dev/null @@ -1,71 +0,0 @@ -""" -PyGeM setup.py -""" - -from setuptools import setup, find_packages - -meta = {} -with open("pygem/meta.py") as fp: - exec(fp.read(), meta) - -# Package meta-data. -NAME = meta["__title__"] -DESCRIPTION = "Python Geometrical Morphing." -URL = "https://github.com/mathLab/PyGeM" -MAIL = meta["__mail__"] -AUTHOR = meta["__author__"] -VERSION = meta["__version__"] -KEYWORDS = "dimension_reduction mathematics ffd morphing iges stl vtk openfoam" - -REQUIRED = [ - "future", - "numpy", - "scipy", - "matplotlib", -] - -EXTRAS = { - "docs": ["Sphinx>=1.4", "sphinx_rtd_theme"], - "test": ["pytest", "pytest-cov"], -} - -LDESCRIPTION = ( - "PyGeM is a python package using Free Form Deformation, Radial Basis " - "Functions and Inverse Distance Weighting to parametrize and morph " - "complex geometries. It is ideally suited for actual industrial problems, " - "since it allows to handle:\n" - "1) Computer Aided Design files (in .iges, .step, and .stl formats) Mesh " - "files (in .unv and OpenFOAM formats)\n" - "2) Output files (in .vtk format)\n" - "3) LS-Dyna Keyword files (.k format).\n" - "\n" - "By now, it has been used with meshes with up to 14 milions of cells. Try " - "with more and more complicated input files! See the Examples section " - "below and the Tutorials to have an idea of the potential of this package." -) - - -setup( - name=NAME, - version=VERSION, - description=DESCRIPTION, - long_description=LDESCRIPTION, - author=AUTHOR, - author_email=MAIL, - classifiers=[ - "Development Status :: 5 - Production/Stable", - "License :: OSI Approved :: MIT License", - "Programming Language :: Python :: 3", - "Programming Language :: Python :: 3.7", - "Intended Audience :: Science/Research", - "Topic :: Scientific/Engineering :: Mathematics", - ], - keywords=KEYWORDS, - url=URL, - license="MIT", - packages=find_packages(), - install_requires=REQUIRED, - extras_require=EXTRAS, - include_package_data=True, - zip_safe=False, -) From 6e8e36d11480ab2345ca45589310e01a5aa692b5 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Tue, 11 Nov 2025 17:29:40 +0100 Subject: [PATCH 07/50] modified tutorial 4 --- tutorials/tutorial3/tutorial-3-rbf.ipynb | 2 +- tutorials/tutorial4/tutorial-4-idw.ipynb | 170 ++++++++++++++++------- tutorials/tutorial4/tutorial-4-idw.py | 23 ++- 3 files changed, 137 insertions(+), 58 deletions(-) diff --git a/tutorials/tutorial3/tutorial-3-rbf.ipynb b/tutorials/tutorial3/tutorial-3-rbf.ipynb index e466ae00..e6689a61 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.ipynb +++ b/tutorials/tutorial3/tutorial-3-rbf.ipynb @@ -60,7 +60,7 @@ "import os\n", "from pygem import RBF\n", "\n", - "# Try to locate the parameter file robustly\n", + "# find the possible path of the parameter file depending on the working directory\n", "possible_paths = [\n", " \"../tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorial3/\n", " \"tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorials/\n", diff --git a/tutorials/tutorial4/tutorial-4-idw.ipynb b/tutorials/tutorial4/tutorial-4-idw.ipynb index 731bc3c5..8051c490 100644 --- a/tutorials/tutorial4/tutorial-4-idw.ipynb +++ b/tutorials/tutorial4/tutorial-4-idw.ipynb @@ -5,7 +5,7 @@ "metadata": {}, "source": [ "# PyGeM\n", - "## Tutorial 5: Inverse Distance Weighting interpolation technique on a cube" + "## Tutorial 4: Inverse Distance Weighting interpolation technique on a cube" ] }, { @@ -20,11 +20,53 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-11T16:25:50.214302Z", + "iopub.status.busy": "2025-11-11T16:25:50.214165Z", + "iopub.status.idle": "2025-11-11T16:25:50.812872Z", + "shell.execute_reply": "2025-11-11T16:25:50.812154Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Python Version: 3.12.9 (main, Aug 14 2025, 00:00:00) [GCC 14.2.1 20250110 (Red Hat 14.2.1-7)]\n", + "Platform: linux\n", + "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PyGeM version: 2.0.0\n" + ] + } + ], "source": [ - "%matplotlib inline\n", + "import sys\n", + "import platform\n", + "print(f\"Python Version: {sys.version}\")\n", + "print(f\"Platform: {sys.platform}\")\n", + "print(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "try:\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "except ImportError:\n", + " print(f\"PyGeM not found. Installing...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", "import numpy as np\n", + "np.random.seed(42)\n", + "\n", + "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "\n", "from pygem import IDW" @@ -41,11 +83,33 @@ "cell_type": "code", "execution_count": 2, "metadata": { + "execution": { + "iopub.execute_input": "2025-11-11T16:25:50.815032Z", + "iopub.status.busy": "2025-11-11T16:25:50.814771Z", + "iopub.status.idle": "2025-11-11T16:25:50.818615Z", + "shell.execute_reply": "2025-11-11T16:25:50.817899Z" + }, "scrolled": true }, "outputs": [], "source": [ - "parameters_file = \"../tests/test_datasets/parameters_idw_cube.prm\"\n", + "import os\n", + "\n", + "# find the possible path of the parameter file depending on the working directory\n", + "possible_paths = [\n", + " \"../tests/test_datasets/parameters_idw_cube.prm\", # when run from tutorial4/\n", + " \"tests/test_datasets/parameters_idw_cube.prm\", # when run from tutorials/\n", + " \"../../tests/test_datasets/parameters_idw_cube.prm\", # when run from PyGeM root\n", + "]\n", + "\n", + "parameters_file = None\n", + "for p in possible_paths:\n", + " if os.path.isfile(p):\n", + " parameters_file = p\n", + " break\n", + "\n", + "if parameters_file is None:\n", + " raise FileNotFoundError(\"Could not find parameters_idw_cube.prm in expected locations.\")\n", "\n", "idw = IDW()\n", "idw.read_parameters(filename=parameters_file)" @@ -61,44 +125,20 @@ { "cell_type": "code", "execution_count": 3, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-11T16:25:50.820153Z", + "iopub.status.busy": "2025-11-11T16:25:50.820006Z", + "iopub.status.idle": "2025-11-11T16:25:50.950575Z", + "shell.execute_reply": "2025-11-11T16:25:50.949334Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "\r\n", - "[Inverse Distance Weighting]\r\n", - "# This section describes the setting of idw.\r\n", - "\r\n", - "# the power parameter\r\n", - "power: 2\r\n", - "\r\n", - "\r\n", - "[Control points]\r\n", - "# This section describes the RBF control points.\r\n", - "\r\n", - "# original control points collects the coordinates of the interpolation control\r\n", - "# points before the deformation.\r\n", - "original control points: -.1 0.0 0.0\r\n", - " 0.0 0.0 1.0\r\n", - " 0.0 1.0 0.0\r\n", - " 1.0 0.0 0.0\r\n", - " 0.0 1 1.0\r\n", - " 1.0 0.0 1.0\r\n", - " 1.0 1.0 0\r\n", - " 1.0 1.0 1.0\r\n", - "\r\n", - "# deformed control points collects the coordinates of the interpolation control\r\n", - "# points after the deformation.\r\n", - "deformed control points: 0.1 0.2 .3\r\n", - " 0.0 0.0 1.0\r\n", - " 0.0 1.0 0.0\r\n", - " 1.0 0.0 0.0\r\n", - " 0.0 .8 1.0\r\n", - " 1.0 0.0 1.0\r\n", - " 1.0 1.0 0.0\r\n", - " 1.2 1.2 1.2\r\n" + "cat: ../tests/test_datasets/parameters_idw_cube.prm: No such file or directory\r\n" ] } ], @@ -116,7 +156,14 @@ { "cell_type": "code", "execution_count": 4, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-11T16:25:50.952639Z", + "iopub.status.busy": "2025-11-11T16:25:50.952468Z", + "iopub.status.idle": "2025-11-11T16:25:50.956462Z", + "shell.execute_reply": "2025-11-11T16:25:50.955925Z" + } + }, "outputs": [], "source": [ "nx, ny, nz = (10, 10, 10)\n", @@ -141,18 +188,23 @@ { "cell_type": "code", "execution_count": 5, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-11T16:25:50.958198Z", + "iopub.status.busy": "2025-11-11T16:25:50.958041Z", + "iopub.status.idle": "2025-11-11T16:25:51.100829Z", + "shell.execute_reply": "2025-11-11T16:25:51.099872Z" + } + }, "outputs": [ { "data": { - "image/png": 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\n", 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -176,7 +228,14 @@ { "cell_type": "code", "execution_count": 6, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-11T16:25:51.103083Z", + "iopub.status.busy": "2025-11-11T16:25:51.102850Z", + "iopub.status.idle": "2025-11-11T16:25:51.140019Z", + "shell.execute_reply": "2025-11-11T16:25:51.138899Z" + } + }, "outputs": [], "source": [ "new_mesh = idw(mesh)" @@ -192,18 +251,23 @@ { "cell_type": "code", "execution_count": 7, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-11T16:25:51.141973Z", + "iopub.status.busy": "2025-11-11T16:25:51.141814Z", + "iopub.status.idle": "2025-11-11T16:25:51.262538Z", + "shell.execute_reply": "2025-11-11T16:25:51.261977Z" + } + }, "outputs": [ { "data": { - "image/png": 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\n", 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y5TNyTrYw3XTZ8PAw+/btw+12J2TR3d3ds7pozjSFpyjKCbtxS7mWvDBapDMbNi2ngrMpkpkMTqdzUguczMzMFDeCsURwutJZE5GO3++nu7ubBQsW2FND3wTYJHMWIbn3JTkVMBmCwSD79+/HMAyWLFlySgTDNNJlpmnS1tZGbW0tc+bMYcGCBSm1k7OxedLhcJywMFr1nNraWmKxGJmZmXi9XgzDmNXd9mQ42yOZyTCeBY5FOpbDdDLpWM/5m4Fk0rEk8sk1Hcke4HbaYJPMWYCZzH2xYDknl5SUYBjGrBXZJ1vwNE2jpqaG3t7ek7oGTHSM2arJnCpcLhfFxcUpNi39/f309PSg6zqbN28mOzs7EemkpaWd1oXnTEUyp4NILQuckpKScS1wYrEYR48eJT8/P6EKfDMI3fqN2VND3xzYJHOGMdO5L5ZzcldXFytXrqSwsJA33nhjVuz1J6vJDA8PU1VVhdPpZMOGDeNawJytkcxESLZpyczMpKqqitWrV9Pf309fXx9Hjx5FUZQUEcFs9pG81SOZiTCeBY5F4IODgxw7dgzTNBN1stMpRTcMIyWVluy5hk06sw6bZM4gDMOgq6sLv9+faFScCkZGRqiqqkJVVTZs2JBY6E7WjDldTJQua21tpba29gRTzfGOMdGiOd0FdTYaRKeL5I75yspKDMNISHrHjlK2SOdUJL28xWoypwLr+SgqKiI9PX1cCxyrjyfZAmc2rnOyFOhEpGNPDZ0+bJI5A0jufQkEAvT29jJ//vwpvc+qgYy3yM9W9DDecXRdp6amhu7ublatWpVQGE3nGKeKMx0ZJfffkNRH0t/fz7Fjx6iuriYtLS1FuTYddd+ZWOzP9Hmt53eqFjjJkc5M+58sv7+pIpl0xpsamkw69tTQE2GTzJuMsekxVVWntEOfzDmZWYxkxqbLrMjJ4XCwcePGKc2in22SORt/rGP7SCxJb39/P/X19YTD4ROUaxMtbm/ndNl455yoT2Y8Cxwriuzs7Ezpf5rIuXs8nKqYQ7Knhk4LNsm8iRhvLPJUiGEqzsmcpnRZW1sbNTU1VFRUsHDhwml1aL/dIpnJMFbSm2x/Y6mrkme9ZGRknLDovFMiGeu7nOrzNDaKHM+52+12p0Q6J/udzLZi0CadiWGTzJuAsb0vyQ/XRMQwHedkZnFhl2UZXdc5dOgQXV1dU0qPna5rST7eWw1ut5uSkpKEuioYDCZI5/jx4wApyrU3u+Zk4a1AMmMxngVO8hydmpoa0tLSUmo6VtPt2ML/bGMi0jl+/DjDw8OJHp13wgA3m2ROM6zeF2sBGdtcOVvOyRMda7rQNI2Wlha8Xm+KsGA6eCdGMhNBkiTS0tJIS0ujvLw8YSBqyaUbGhoSkyM7Ojqmlf45FViL35u9uCX/HmYDqqqSl5eXSCOPtcA5dOhQwgInFAq9qdZCyb95q1XB+q2+E6aG2iRzmpDcYTxR78t4xJDsnLxhw4YpK5Zmg2Ta29vp6ekhMzOT888/f8Y7zdPRJ/N2gizLZGZmkpmZyZw5c9B1ncbGRnp6elLSP8nTQqfjCzZVWN/RWy2SmQzjWeBYyjW/34+u6wwPDycinTdrRpGu6ycYd443NXQ8yfRblXRskjkNmE7vi6Ios+KczCmSTHLfTV5e3qw0xtmRzNShKAppaWkEAgFWrVqVSP/09/en7MSTlWuzsSieKZKZ7UhmMjidTgoLCyksLMQwDBwOB+np6QwMDHD48GGi0eiEFjizBYtkknEyh+lk0rnlllu47bbbuOWWW2b9mk43bJKZZYwdizzZj2i2nJM5hRRVIBCgqqoKWZbZsGEDzc3Np7ygT9bQaf2Qpoq34g5uuki+H2PTP9FoNFHPGesL5vP5Zjy47UySzEzcuGfr3E6nM8XpIRwOn2CBk5WVlaiZZWRkzErUNR7JjMV4pNPZ2Tkjs9uzAW/Nqz4LMVNrGKvIvnXr1lNyTk4+1nRg2dKUlZWxaNGixHXPRm3nZCRiOQbEYrFE8XYqFvxv50jGwsmeGafTeYIvmEU6bW1tGIZBVlZW4l5OtVv+TKbLztSsl/E6/sda4ASDwRQLHOv+WpHOeMrAqUDX9Wk37EqSRDAYxOv1Tvt8ZwNskpkFzNQaxjAMGhsbAVi8eDFlZWWndB2yLCdszSeDruvU1dXR3t6esKWxMBtFe+vzjy0qt7e3U11dTUVFBZmZmQwMDCQs+CdqZHynRTKTYbzBbX6/P5Fes7rlk+1vxruHZzqSOROYSse/JdIoKytLub9+v59jx45BXBlokc5UPe1momyzzp+RkTGt950tsEnmFDFe78tUYDknW8RUXFx8ytcyVXIIBoNUVVUhSRIbNmw4YYc0G+OXx5KMYRjU1tbS2dnJqlWr8Pl8xGIxcnNzmT9/fsKCPbmRMTMzM0Wm+k6OZCZ7jzW4zVKuTXVw25kkmTMVycyk4z/5/pqmmXAj6Ovro7GxccoWONM9t4VAIEBaWtq033c2wCaZGSK598WcZCzyWCQ7J8+fP59XXnllVrT7Uyn8d3Z2cujQIUpLS1m8ePG4D/xspMuSSSYUClFVVYVpmlx44YV4vV50XU8hjbEW/MnpoNbWVnRdR1VVWlpa8Pl8s+ZjdTZhtkh0vMFtlv3N2MFt1sL1TkuXnWrHv6UMtDztTmaBk+xGIEnSlGoy48Gae/RWhE0yM8B0xyJbGM852VrMdV0/ZYnqRCRjGAaHDx+mvb2dFStWJHL742E202U9PT1UV1dTVFTE0qVLU4qZE2FsOqihoYH+/n56e3s5evQoDofjLTNSeTo4HYv92MZFq4ekv78/0RS6e/fuxP18Mwa3nc3psulirAWOrusMDQ2dYKSanZ1NOBye9gYuGo0Si8VIT0+ftWt+M2GTzDRg9b74/X6qqqp417vedcrOydb7Z8sOZrzF20qPAeOmx8ZiNtJlFg4ePMjy5cspKSmBY8eQd+6Eri6UwkK01auhomLSY0iShNvtxuPxcM4556RYirS0tND42muU1teT29eHs7gYx8UXI61fD2+xSOfNSgcm95AEg0F27NhBWVlZYnBbNBo9wf5mtqOOM5kuO93ntsZBJFvgDAwMMDAwQDQapa6ujuPHj6dEOhOJAUZGRgBsknm7I7m4b0kep6remcw5eTaNLccep6uri4MHD1JSUsKSJUum9OM61UgmGo0mSG3t2rX4fD6kqiqU++6Dri5wuZDCYaRXXkH7+7/HWLp0StdkIXlnvkCSUB96CL25mbDDgVZTQ/jll/G/+90Y733vjBdJKRgkvbkZqagIc+5ceJPko2cqbTV2cJtVH2tpacE0zVkf3Ham02Vv5ojt5BHgXV1dLFq0CCAhIrDcuy3Cyc7OTslqjIyMIMXn8bwVYZPMFDC290VV1QTZTPRj0zSN6upq+vr6TuqczCy7J1vHMQyDuro62traJk2PjcWp1GSsKC87OxtA5PyjUeTHHgO/H3PFCpAkDF1Hqq1F/eMfiX796zCFH/0JxGeaqM8+i9LejrR6NenxRctoaSFt714a1qxhf3yRTE6tTVjPMU2U114j87HHWNTQgOuFFzDmzEH7+Mcx4ovD6cKZEDaMfYalcYaLWXNeZnNw29spXZYMqasLef9+cZ5VqzDjNUYLloQ5MzMzxQLHUq41NjYSCAQSFjhNTU1kZWXh9XpP+Zpff/11vv/977Nnzx46Ojp48sknuemmm076+ieeeIJ77rmHqqoqIpEIy5cv51vf+hbXXHPNtM5rk8wEOFnvS/Iwo5P9UKbqnMwsuydbGv/9+/djGAYXXnjh5KqUSASpuhqGhqCkBNnlmvaCl2zmuXDhQsrLy3nxxRfFPWppQWptxSwvH01hSRJGaSlKczNSWxvmJGmzce9zMIhcW4tZVARJP0C5tJS02lqWqSqLLrzwhKKsw+FILJA+ny8lVSEfOIDjgQeIRaOECgowCguR6+pw/OxnRO68E+K2/tNGJAIjI5CVddKo6EwZVU5mujp2zsvQ0BD9/f0nDG4b736eDG8lddmUYJqoTzyB47e/RervF3/k8xG77Ta0m25KPPfjFf7Hil4ikQgDAwP09fXxla98hWPHjiHLMv/yL//CFVdcwcaNG2cU1QQCAc4991xuv/123v/+90/6+tdff52rrrqK7373u2RnZ/PAAw9w4403smPHDlavXj3l89okcxJM1PtiPaDjPazTdU5mliOZSCTC9u3bKSoqYsmSJZOnBZqaUH7+c6TGRtA08HrJXrSIrksumfJ5rVk3fr8/YeZpkdSkZDWNRfWEY8myiIDGNqAaBkgSZnxSYbISaDyllbVr9Pl8FLz+OgSD6PPmYXR3Q1oaxqJFyIcPo+zZg3711VO+XgCiUdTnnkPZtAlpeBgzNxft3e9Gv+KKFGI8U5gusVlSXStSTR7clux+bN3Pkw1uO5OD0k4Hwcn79uG4/34AjPgAQqmzE8d992HMnSuimvi5J/tNulyuhAXO/v37eeSRR/jGN75BV1cXn/zkJ+no6OCJJ57ghhtumNY1XnvttVx77bVTfv2Pf/zjlP//7ne/y5///Geefvppm2ROFdZs75P1vlgPyVhimIlzMrNEMoZh0N7eTjAY5JxzzhGF9okwPIy0dSvKXXch9fZirliBWVICw8N4t2/HJ8swBaKxuvfdbjcbNmzA5XSKAn9XF+mtrZi6jllZiVlWhtTcjLlokSAW00Rua8NYuhSztHTS84y7IHk86GvX4nj2WXSfD5xOcdxjxzCLijCWLDnhLWOVVsnGiXV1deg7d5IejWKMjGAidqhWKk/y+ye9zrFQH30UxxNPYKanY6anI7W34/jFLyAWQ7/uupTXno2RzGQ42eA2v9+fMrgt2f7G8us7E5GMtVGZ7ZqM8tprMDKCuXjx6LlKS5Hr6lBefx1j1arEb3y6587MzKSoqIgHHngA0zRpbGxM3O83E5ZU2/rtTBU2ySTBTBqLPFHvS7JttwXLOTkrK2tazsnMAsmEQiH2799PJBLB6/VOTjB+vyCXrVuRGhrA7Ubatw8CAczFi9FzcsiqqoJQCCbIt1vd+3PmzGHBggVIoRDy3Xcjv/EGDA2xdHgY1/Hj8PnPY3zkIyj33Yd06BA4nciRCHphIdoHPjClegyxmPhnDPQbb0Q+fhy5tlZEMKaJmZdH7JZbRGpqEiQbJ5qmCbt3I//1r/hjMUzDoLW1FbfDQWY4jJaZiTKNRVnq6UF9+WVMnw8z7qhg5uQgHTuG+pe/oF922YT3d1xoGsquXchVVRCLYaxYgX7hhdM/ThyzXRsZb3CbJSKorq5OeIJZFkhvNrFav7PZJjipv3/8NKiiIPX1QdJ6Md1zB4PBlH6mqYxqPx343//9X0ZGRvjwhz88rffZJBPHdHpfrLqMYRin7JzMGCfm6aKnp4cDBw5QWFjI/Pnzqa2tnfgNLS2o3/kO0osvgsslUmS5uRCNIjU0iMXQ7UYaHj4pyYzt3rfs1OXHH0d+4QURmZSXE6mtRd21C/m++9C//nW0r34Vedcu6OrCKCggvHo1cnn5hJcrdXaiPvMMRa+9RlYohOOaa9BuuAEz7pBg5uYS/fKXUfbuRWpvh/R09FWrphQdnXAuSUK++mqcBw6Q199Pl6qSl52NeewYg0VFHNB15G3bUvzWJtpMSO3tMDSEOWZRMHNzkXp7kbq7MSsrR/98sgVX13Hcfz/qCy+I702W4aWX0LdvJ/rFL8IMOsJP9yLvdrtTlGuWJ1hbWxvBYJDNmzenKNdOd5Pt6SIZY8kS1FdewdT10U2TroOuY8Sjm5mSzMjIyBnv9n/kkUf493//d/785z8nNhBTxTueZJLnvlg/uKkaW4ZCIWpqak7JOZkZRjKGYVBfX8/x48cTfSh+v3/i43R2ovz3fyO99JJYoCQJgkE4fhwqKyEYROrvRwkEiOTlnRgJBINE9+3jaFUVWlYWF77nPXitzzw0hPz665h5eRAPpw2vF72wEOXgQaTGRswFCzDiBX5d1zGj0Yk/ZH8/zh/8APnwYaJpacixGOpTTyHX1RH5l39JnIe0NPSLLprW/UPXR+9B8n1dsoTo3/89xqOP4qypweXxoF96Kdk338yGsrJEKsiSnk5kv2+mpwsiDwYh6dmQgkFwuzGn2cEt79uH+uKLGPn5EK+JEAqhvPEGyuuvo08j3564RtPE1d+P+qc/IQ0MYBQVichoClHgdJHsCRaLxQgGg5SXl6cMbrM65a17OuXBbfE63GQ1Pmuhn20i06+8EuP555Hr6zHjqSyprw9j3jz0K69MnFuJ1wmnA0ttdqbw+9//nk9+8pP84Q9/4Mr4Z5kO3tEkM3Ys8nStx/fv309BQcEpOSczA5IJh8NUVVWhaRoXXnhh4gGcrIlSfvllpKNHReQSDouFLxoVNZmuLlF/aG2FwkJ6L7iA4uQ0VnMz4XvuYWT/fircbjJzczH7+jD+9m/FgjQ8LBbTMbliMy0NOjthcDDlz6dyn9Vt25Dr6jCWLEGPRIgGAhg+H3JdHeq2bWjTLHwCyAcPoj77LPKRI5jZ2eiXX4529dWinhOHcd55DM2bx5FXXiFz40ahXpMkFDih/mClgqyZJJYTss/nI2PuXIzly1F27MCYOxe8XlEL6+4W1z4mtz1ZVKFUVwuVmkUwiLoUDgfK7t0zIhnHgQMsvvdeHEmpSOPZZ4l+9atCDXgqMAzkI0dEraKyEjNphLeVjh47uM1SriUPbksWEYyNHOUDB1CfeAK5pgYzKwv9mmvQbrxRkPu4lzQ9j8GpwiwsJPLv/47joYdQ9u4FQHv3u4l97GMJGfNM+3OCweAZI5nf/e533H777fz+97/n+uuvn9Ex3rEkk9z7kjy7YSrvO3LkCLFYjLlz57I4qdA3U0yHZKz0WEFBAcuWLTvBsnyi40g1NZCejul2Ix0+LHZ/BQWY4bCod7jdmGvWMPLud+NP2kGasRgDP/kJ+sGDeFavJjM3FwYHkZ97DqmtDeOWW0RBPzcXqa9vdIcuSSJXnZUlFupkaBrK4cMow8MYubkipTTmO5AaGsDhELnuSEQQqKqCw4FUXz/FuzsKuaoK5w9+gOT3i9pISwuOn/8cqbWV2N//feou2OEgVFiYSMuNh7H1nGS/NcuupWDjRub095Nx7BhKXL2nXXQRsZtvHv87ejML/+EwGQ89hDY4iLF6tbj/sRjykSM4HnqI6Ne+NmPXBKmlBcdPfoJy+LAgxqwstGuvJXbrraCq4xb+x3bKW4PbrBHKyf0jPp8PX1MTru9+F/r7IScHqbUV+Wc/Q25uJvrlL4977adTcGDOm0f0m98UGy5JgjHEcKbNMUdGRmhoaEj8f1NTE1VVVfh8PioqKvj6179OW1sbv/nNbyCeIrvtttu46667WL9+PZ2dnRC3fMqaRqT7jiOZmc59Ick52TCMhExzNjAVkjEMg4aGBo4dO8ayZcsoHafmMOlx4pGLOWeOKEb29oo/N00oL0f/9KcxbrkFbWAA89AhiO/Wjzz9NMX19WSvW4crOxt6e5G3boWuLqSGBqRDhzDPOw/joouQH31UqMh8Pty9veKa3vc+SL7e7m6UX/0KpaYGKRbDdLkwVq4UC1DyLj0zEzMpyrRgalpK+ikBXRe9Ph4PjE2zmOZoSmjJktEFqK8P5dVX0a6+GnPevAm/g/EgtbYiHziAZJrIy5bhnTMnYQ9vOSHX3HwzxqFDpEWjuCsr8a5aRY7bzdhqzmRyb33ZMlSnU0SF1o88FBJKtXXrpn3tcm0tUmsrw0VFiUZWHA7MoiLk/ftFhJsUfUwZkQjO738fubpapEfdbqS+PtTf/Q4zJwftppum1PE/3uA2K3KsO3yY+ffcQ0FrK9qCBbjcbhwOB9LAAMqrryLfeGOiFpKMN6Xb/yRp0JmaY46MjMyKOebu3bu57LLLEv9/xx13AHDbbbfx4IMP0tHRkdgcAfziF79A0zQ+97nP8bnPfS7x59brp4p3FMnMdO4LSe7FJSUlLF68mJ07d85KbwtTIIdwOMz+/fuJxWIp6bGTHkfTkPbuFbt9pxNjzRqYPx/jwgtRtm+H4WGMNWuQOjqgsREpOxvtK1/BvP56kOVE2s3q3i81DPKzspAyM0HThHqsv1+ke3QdMz8feds29MJCjE99Cum555D6+zFcLsLvfS/uv/mb0Ys0TeTf/Q5p/360ykqktDQYGUHZuRMzIwPtb/828VL9vPNQXnpJFNAzM8E0xX97vejnnZd6zF27UOOvNT0ejA0b0K65RqSoAEZGkBsbRc0ombB8PuTubuSmJvTpkIxpoj75JOof/pCQNquZmWjveQ/a3/xNSn/OnDlz0NesGa3nHD9Odbw/J7mewySRjLFmDdoVV6C+9BJ0dCSk4Pr556NffPHUr92CpolodszCZyoKkq6Pq+abCuSqKuT6eox58xJkbxYWQjiM8pe/oN1ww4wW++TIkUAAZyBArKAAzTAI+v2YponT4SDD7ydy4ADqokUn3M8z3QQ6E5IJBAKzMgrk0ksvnXAjM5Y4Xn311VM+J+8kkpms9+VksJyTOzs7U4Z7zWQK5ckw0bF6e3s5cOAAeXl5rF27dsLajyzLSOEw8ve/j7x5M8RiYoedk4Nx660Y11+P0diI/Je/iCgEMJcuRfvYxzCTmwzDYejtZc/27SxYtozKFSuQtm2D7m4R9cTTEwQCYkft82HEYsjbtqF97GNw2WXg91NXVcWK9etTi7ctLUjV1SLf7/WCriMNDCD19+N49FGMOXMwLr4YZBljxQq0W25BfeIJnA0NpIXDMGcO2i23YKxcOfq5d+/G+ctfQjSKkZeHFAyKxb+3l9gnPykWY5dL/BMIpN40S6U1Tge1HIuJLv20tBNSL3J1Neojj4CiJPpxpJ4eHI8/jrFwIcb69SmvT/avYsw45cOHDxOLxXA4HLhcLoaGhsafvKgoxD79aYzVq5H37AFNw1i5En3DhnGvfzIYCxeCz4errw+sdKZpInd2YqxYcWKKc4qQ+vvFfR0bTaanI/v9EAphGMapuY47ncgeD25dx5WdjRlPr0UDATRd50hbG/1btiRmvPh8Pjwez+np9p8iTqUm81b1LeOdQDJWeqypqYlwOMzChQtn5Jy8cePGFI+mU5Edj8V4kYxlb9/c3MzSpUunNDVTkiQK9+5F3r4dysshI0PsXNrakH/7W4wVKzA+/nGR1qqrw1RVzJUrRxeYaBTzuefQ//hHlvT3k7doEQ6HA/PyyzEvuwz5T3+Cvj6RokH80M2KCrEAu91iQQ6FRNRRVITh8Zywc5KCQaRIBDNOMMobbyAdOyYECNEoru99D62hgdjtt4Mso914I/q6dQxv305XVxcLbroptU5iGKibNkEkkvAWM3NyMNPSUHbvRrviCpEGczrRLr4Yx+9+h5mVJfLlmobc2IhRVoZ+zjmjxxwawvP44yx94QVcf/wjxvz56Nddl9LcqezciTQykmLuaRYUIB0+jLJ9+wkkMxbJ45RN0yQUDNL++ONkbdkCHR10FxQQuuIKHJdcQk58fg6IdJa+YYMgllNFdjbD11+P6ze/Ec+Dx4MUCGDm5hL7yEdm7EhgFhcLIUUgkCKrlgYGMBYsgLS0UzfIdDjQr7gCx29+g5mVhZSWhkOScPb0YC5YwNLbbmNYlvH7/XR3d1NfX4/T6UwQTSQSedPHQ5xKJPNWdWDm7U4yyekxSzI5G87JxElmNiOZZJKJRCKJ5soLLrhgyvlYWZbJPXQI0+lESiq+U1qKVF2NvG+fSGHMmyf+PQaR3/2O0EMPIaeloael4R4aggcfxNA0jOuvx8zJEcX+hgahGluyZFSu2dODuXAhJJmAjufmbBYWYlp1neFhpKYmkcN2OjGdTsy8PNRnnkFfvRpj7VrxnuJiQhddRF9TE/PHpg1GRoT32dgO6Kws6OhA7upKpMG0m25CbmlB2b0bWlrEsUtLRdHfWgxjMRy/+AXq1q0EENGDsnMncmMj0S98QXzG+HnHLYo7HEhDQ1P6vpLvU8bmzcx76CHkcBh3fj76sWPEfv1rmgcG2LFsGS6XK5Fam6w/ZzoYvuIKumWZ9NZWpK4u9AULhBz3FAQtxsqV6KtWoWzfLr7veE0GSRLKr/jzfqoih9iHPoTU1ISyc6eI2gGjuJjoP/4jck4OWZAy42VwcJCWlhZisRhbt27F6/WmKNdOdZ7TZDiVwr9NMmchxo5FVuOKlsnwZjsnW8eyZNR9fX3s37+f3NzcaUujZVlGiUYxVZWUn68kYUoSTNCX0nnoEDzxBBlFRbjnzGHk2DFMSUJqa0P+6U8xi4ow3/Uu9Isuwpw/H/mJJ0QBWtNEekSSMDZuTDmmGgoht7YKhZhVqM/Jwbz8cvTf/Q5qa5E1DSkSAdPEKCvDzM9H6ulB2b8/QTJMVKtwu4Vdy8AAqCpyYyNST484p9MpIiYLGRlE//mfkQ8eRG5pwUxPR1+9OkVsIB86hFJVRXjePCJDQ5h5eZi5ucg1NaivvEIsTjLGwoXwl7+Ie2ot+JomIqply1IuUertRd67V3iXFRejr1qVmt4KBnE8+igxwyAybx6uzEzk0lLczc0s2b2b8o9/nIF4es3qz0m2ajnpkLFwGGXXLqTOTsy8PPTzzz+hYdMERlauJPqxj5302Zg2FIXoHXfgeOAB1B07kPr7MfPzib3vfYmekVmpjWRmEv3Wt5D37UNuasLMyBCfcRzLFctOyBoatmLFikSN7OjRo4nJk6dzcNupTMW0SeYswtjel2Tn5Mkij+k6J892TaahoYGmpiaWLFlCWVnZtHd6kiThX7CAsqoqobSyHuihIXC5hMx4DKzu/ZGdO1nncOCcO5dYNIrv4EHkkRFBIrEY/PM/Y/z932N84AMYt90GRUVIL7wgUl2aJgror72G2dyMed11SIcOsfD3vydDUVDz8jAuvliozFwu2teto6OujiV1dTjDYWJpaZhlZci5ubisyCf+/SVj3KKl04mxcSPqffeJ1FsoJArXgQBmWhry3r0Y5547+npFET5Sq1aN/120t4vP4/GI+0acpHNyRM9HHPrGjRibNiEfOCAiM0kS6aBFi9AvvXT0eAcO4Lj/fiFYQJh6KsuXE/vc54QIAZCPHUPq7iY2tseosBC5owNHayu5S5eOW8+pra0lFosl+nNycnLE/JyODpzf/a6w24nfN2PBAqJf+1qKiu60dfzn5hL7p39C6+2F4WFR30lKN8/aeVUV47zzMJKFIBPAqoskD24jnj2wPOxO1+C2mdRkTNOcNQnzmcLbimSs3hcrwkhurpyIZJKdk+fNm8e8efMm/QHMZk3GMAx6e3tRVXXqzgG9vSKSKCxM6PElSaJ73Tr04WHUmhrIzBQS4VgM84orMJMXVsMgUlfH4aoqwgUFnPOud+Hatg0zEEA5fhxPdzcUF4sF1zDA4UB+6CHRTzFvHsYNN8A556D89KciPVRRIYrG9fVw551iFy1JGOXlmLEY8h/+gBmNUnv++bS2trLi4x/HUV6O42c/I1ZRQRQIDw5CIEBmOEx/Tg7u4WHS09PF9wgogcAJeX4A7corUR96CGlwELxeJFnGLCvD9PmEeeYVV0w6SsCCaR17zLMiBYMYyc2JmZlEv/Y11KeeQtm6FQwD7Yor0G68MUEeBIM4fvMbpJ4eUbuRZYhEUPbvx3zySWKf+pQ4p9MJqoo0llhjMSEpHrPZcTocFGVnU1RQgClJCauW/v5+mpubkYBzf/97cquq0BcuRPV6xUyfI0dw/uQnRP73fxMbkGkv9iMjKJs3Ix89CunpaBs3jqYQx7ufeXkpKVQLZ0rldbLzulyu1BpZfHCb3++ntbUVwzBSRAQzGdym6/qMmrZnS8J8pvC2IJlka5iJnJPHI5lTcU6ejUimr6+P48ePJ8YyT/oQDg2h/PKXSK+9hhQOY2ZlYbz3vRgf/jCSqhLNzyf4ta+R/vrrSLt3Y6alYV58McZVV41GNsePE/7Zzwjs2cMiVSV97lzMG2/EWLkSeetW5IYGDFXFNAwRGVRUQGUlUm2tiAziO2F5/37o708MIgMwKyqQN2/GnDOHSGEhXo8HcnPRo1H6n3iCwdxcLrz0UjweD9HLL8exaxdp+/aR5naDYaBHowxdeCGd8+bRv3cvsixTMjRE/muvsfjIEVxFRRjr1oleC2vxMk2Rrlu5UkQgDoco7ksS8uHDyLW16FMkGf2cc1BLSnBUVeHr70c9eBBTUSAzE/3221Nea+blEbv9dmKW7HrM4iXX1SG1topuf+vvXC6MggKhDrv5ZiHOmDsXfckSnFu2ELV2+7EYcmsr+rp1mHPmjB5z1y7U558XTtOZmeiXX07a1VeTVlZGWVkZhmEQPHKE9KNHCWRlERwaQhkZweVy4crPx334sPh+4zWX6ZCM1NuL85vfRDl0KGFGqj7+ONF/+IcTHKUnw7iF/74+1NdeEzL0/Hz0Sy9NGIvOFqZSF5locJvVGCrLcsoMnakMbrMGlk0Xdk3mDGOqvS/jkcKpOCcripJIyc30uhsbG2lsbCQ/Px9N0yYnGNNEuesuYUKZny8WWb8f+b77RDH15ptF139REcbtt8OYRRHADAQY/s//xKiuJm3xYtJyc5E6O5F+/Wv0227D0HXk/ftRw2GkaFQohebOHS1yJ/dOdHUheTyi3mMhHE6k6iTTRG1sxGxuRvP7yQbWNzXBtddiIIrzka9/HfWll1Cef170myxYQNoVV7By8WIMr5fAwYO4fvELjPZ2gpmZ9HZ3k/bYY5h1dfDNb6JkZCTmyphOZ+okQl0X1z2dFIXPh75yJY7nnkMZHERyuYTUOxoVxf7xcLJFKxoV1zD2e3U4kMLh0RqZLBP79KcJHzuG5/hx5O5uiKe3Yp/+dOL48o4dOH/6U6RgENPnE/NKfvlLkWqLf9eyLJOhKLgVBXd+PhkeD9FolGgkwkgkQrSvj8bdu3HEPcI0TZsyyai/+52olcXVepgmUmsrzl/8gvC6dSdMgZwIYwv/Un09rm9+E/nYsUR6z3z0USJ33imi51nCTCKokw1u8/v9dHZ2cuTIkSkNbptJTcYyFbXTZWcIY8ciT+j7lJTemg3n5FMp/EejUfbv308oFGL9+vUMDQ3R0dEx+RsbG5HfeEPMfbEirrQ0aGlBfvppjPe+d8LrikajNP7+95QcOULGunU44yG4WVmJdPgw8u7d6P/6rxhDQ0QeeQTlnHOQrfMMDGC63ZhJkl0KCzFDoUQkAaJGgiyDaeJtbkZtaCBmGKgOB6quw+9/j+7zYVi2KhkZ4v0OB2ZeHnIkgvToo8g1NcQ+8Qly9u3DEQgQWL2aEb8fT04OoaEh5H37qH/wQbSNG/H5fJSvWUP6M88IlVnSAmjm5aXWX3RdNAvW1EDcENNYvXqUCKJRlG3b0IuKGCgpITcuh5Z6e3E8+qiot0xxV2nOmyfsazo7xXeG2ChIXV3inEneZeb8+Rz/8pfJqamhWFVFof6CC0Y7+3Ud9emnkUKhUeVXfj709grHgquuSniNmWVlQk7d3Y1cWYnb5cLtciEND6NXVuJbt47eSITa2lrMvj7yGxoYfPFFPBUVOC+5ZPzpn7EY6quvivqTtYBKkpiZ0tAgnp1pRDMpi71p4vzpT5GbmsTAL1UVvmdHj+L88Y8J33+/EHLMBIaBsmULyuuvw8gI2UVFDL7rXTM7VhzJg9vmzp2LrusJEcFEg9tmUpMJh8Poum6ny95szMQaxkqXhcNhDhw4cMrOyTOVMFvRU05ODqtXr0ZVVUZGRqZEWFJ7u/BFGmspk50t1FV9fSclGat7f24gQE529ujibpogy6LXoL0dJAn99tsZ3LGDtNZWGBwUdR3DwHz3uzGT+kmMuXNRg0Gk558X9iElJWJBXbgQMxgkraEBHXBkZaGEw1BRIYrxTz4J114LHg/S0aMor78u7EtycsSgsEgE5cABjJ07hUFmZiZSfEGy0hhyXx8rcnJoLyjA7/ezc/58Fufnk3PoEKos41BVpNxcop/4xGhaTddx/OpXKC++KPy0EKSoX3aZqI84HEjHjiG3tREtLiYWiSR256aqCqXd0aOpQoIJYObno193nRAl7NkjzqkoGAsXCinvmGdWS0tj5OKL0ebOPfFgAwPIra3CgTn5HLm5yLW1yC0t6FbNyOMh9pGP4PzJT4QrsGVgKkkYf/M3FCxeTEHcGy50770ox48jyzKxWIyBhx+m9/bb8axalZoGitvWnxAVxl0HpGm6AySny6Tjx5FrajCKikbJXpYxysrE91FTM+V7PuYkOO6+G8ejj4qoUZYpDIXI2rwZ6Z57phV5TYSxjbaxWCyRWmtoaCAUCpGRkUEkEiE9PX1aEU0g3jxsp8veRMzUGsZKb23dupX8/Pw33Tk5OT02Nnqa8rHy8hJOvineXcPDomCdnX1Cb0qyqGHhwoXMcbmQNm2CvXuRWltFYb+wUMh9L7lEqKTKyqi59VbyR0Zw7NsHwSDGsmWYSS6/Um0tyt13C2uanh7khgbIyUG//nqCn/gE/b/4BSUHDiC73SiGASUlQtWk60jt7UgtLbBokZAcB4OpvmEuF2Z6uiiQ5+UhNzZCNIqnowO5v1907kciOHJzKbNqEcuXM7J6NSP33Ydzxw70cJiR3FzCsRje3l5ycnJw7NmD8te/CkKzZMtDQyibNmGcey76xo1ilz7eSGfLGWC8HbV1v8d5Ds2sLOTh4dG+GtMUkubmZowVKyb/zi243eByiTpc8p9HIqKpdkxHuH7ttUS9XtRnnkE6fhxz2TK0665Dv+oq8QLDwPnrX2O2txOcP5+cvDxMTSOjthbXc89Rk5/PkSNHcLvdCdVa8apVuF58UUSLFkHEDVH1pM8iNTWN1lZKStAuvvgEX7iUdJmVVhy78Fr2NpONhDgJ5JoaHH/8o6hLxmtyYb8fT0MDPPYYsc9/fkbHnQwOh2PcwW319fW0tbXR0tJygnLtZGtYIBBAluUp1XzOVrylSGZs78tUU1yGYdDc3IxpmixevHhK3fOTYTqF/2g0yoEDBwgEApx//vknOJhOlWTMJUswVq1C3rpVDOVKSwO/H2lwEP2mm4Rth3Usw0A/eJCWLVsY0DTOe//7yS4vF07Jvb1IR44IYlJVpNpacLvRP/lJiOegIz4f2sqVOI4dg2AQ+dAhzKNHMdeuxbj5ZuT774f2dox168Ti6fcjHT1KUJbZOjJC5S23EDp4EKfXi1xWNtoXEggIkkhuFh33w5qYsiz81jZvxvPiizhHRlAsR+asrBTbElmW8VVVoXZ2Ys6fj+7x4O3uJvTYYxzt7eVgeTlLX3mFoqEhqKzECaKXKDMTqb0ded8+9I0bMSsq0JcsQd2xYzQlqeuigL90acJVgPgCqzz7rPCDA/QLLkC/7rpRU8loFMdDD2EqCuZFFyU+q3T8OOpDD6FdckmKmeKERfi0NLSNG3E8/riYU5ORIVwSmpowFy5McR6w7qt+6aUivTfOAi4dO4Z05AiRoqLR8dKqijRnDjm9vazLzSWW5LfW1NRE0/z5nLt9O2kHDyJnZqJqGpKiEPvwhxMkIu/ejfOuu5C6uwVhR6MoL71E9ItfFM9KHMnpMnPOHCFhb2rCSLLwkbq6MPPzR9ODui4aY3fvFhZCK1aIOUInsVxRdu8W016TGnhNRcFIS8P56qunjWTGwhrcduzYMRYsWIDH40lEOpYhZbJyLXlwmyVffrPHcs8m3hIkk9z7MtFY5PFgOSdbhFA0Qz+msZiqhNnv96eIC8brKk4hGcsbzDRFbjz5c0oS+h13gKIg79sHXV2YGRmidyVuQinLMubICLF77iH00ksUaBrzMjKQDh/G+NznRBRkGJhlZWL+i2GICMk0kY8eRbcmf0YiqA8/nEh/4XCIwWSWJ1pzs1A9WYuXz8fw0BCBzZtZ9r73UbxiBT0rV5J38ODo9YdCSO3tGJdcInaWsRjGggWYXi9ydTWoKqbHg5mTI6KnVavQzzsPh9OJPDSEHo8kzPR0cDhw/O536O96l0hzxWsTZna26C8BnCUluOvqWNPVxcD73w87dqAZBv7ubpAkUatwu0kzjFFBgyQR+/u/R+7sJL22FjneqW7MmUPss58dTecMDuL8n/9BPnhQ1CkAx6OPolRXi4Fq2dlIx4+LulBhYaopZ1ERcmsr8pEjKQ2nk0F73/uQjhzB8de/IvX2iutatIjIRz5y0vkpwPjCB01DMgyhnEt+xlQVSdeR4kKUZBfkyKpVDC1ZQuDpp1EPHSKcnk7oXe9CuvJKfCMjpLtcOH77W2GOunRpInKT6+tx/Pa3RM49NxEJpqjLHA5in/gEzu99T6T30tJEdOvxCGfuzEwwDOHE8MwzIu0oy/DCC+ivvy5GEkyxZjGZ0/XphCVhtga3Jbt1+/1+ent7OXr0aGJw2549exKvPVWSef311/n+97/Pnj176Ojo4Mknn+Smm26a8D2vvvoqd9xxB9XV1ZSXl/ONb3yDv00ysJ0qznqSmc5Y5LFIdk5euHAhmzZtmrFWfSwmq8mYpklzczMNDQ0sXLiQysrKk153gmSOHhXy5PjQI3P5coy/+zvM5A7yggL0//xP9MZG0UldWgpWUdlyD/jjHwk99RTKvHlklJWJBeXoUeS778aMzw0xV68eJRmPRyjF4ucFyGhtRW5txVy8eDRFlJmJmZ0tXhfv4QAwYjF6+/sxIhHysrJEiqOzk44PfIB0w8AZb9hEVTHWrEH//OdHJc9ZWdDfL3admiaKyZmZxD74QfTzz0fq6kIKBomuXMlIMEiOzyfeE4shNTUl8vVSW5tohhyzozcKC5Ha2vBGIigbNuDYuRNvdjaxaJRwLEaovx/N76fV4cA8ckQUaufMQbv5ZrSf/pT0aBTT60U/99yUHL6ydauwsk+6P2ZhoXAG2LJFDCVzOE6aejNlOWVQGoBpGDj6+pBUVTQvjnlOpVAI5dgxiMUSKSuprw/nAw8QWbJkWuOXzYoKjOJiHPX1RJP6f6SODqFOHEfy7XK5yD/vPDjvPEzTRA0GicabQptbWshob+ecmhqkoiKchoEaJzCjtBT5+HGxMbEcE8aoy/TLLiOSlYX6zDNis1Nain7DDWJKZ1wurz77rNhEWIKJUAhlxw7UF19Ee//7T7hefd06HGlp4ndiiRk0DSUYREtumK2uRnn+eeEaUFqKduWVU27unA7GK/wnu3VXVlZiGAaDg4N0d3dz7733UlNTgyzLfOYzn+HKK6/ksssuO6kLyUQIBAKce+653H777bx/nHs1Fk1NTVx//fV85jOf4eGHH2bTpk188pOfpLi4mGuuuWZa5z5rSWamY5GJ7xgOHz5MR0cHK1asSDRYSZJ02vzGkpHce3PeeeclbNwnOpba14d6771IR4+KxUySkLdsQWpuRvvRj0SzowVJgvnzT5gdbxgGkZERpJdfJq20FKe1eDgcmPPniyFg5eUiSjKMlDSDZKWg4lA1TSyOY6WY8X4WsrOR9uzBiC/SmRkZIm/s82E+/DDIMnmShP/WW0nr7ER64w2RAtuwQbw/DsfDDyP396OvW4cUCold6tAQ8uCgOFdXl7iOtDSiDsfoYmGaonnRKuC7XJjxVFpyGk2KRMRncLnQzz8fpbQUx/PP4wiH8coypKcTvfZacm68kb5wmPr6ehx1dSx+7jkMRSG0ejVOSULZtw8pEiF6xx3g8SDX1QkCSY5M4wPWpNpauOEGsZAvXYq8c2ciNYmuiwL+4sUphptSaytl999PVnMzLocDs7KS2Ic/nGK0qT73nOhxWb58lIAiEZR9+1BffRVtOpMLXS60D30I8/vfx93QgJSRIXqicnPRPvShlO788ZA8Srm8vFz051RVoSgKgWAQfzSKqii4XC7cuo57rIfdOH0yxpo1RNesGfd8yoEDEAphJosiPB5wuVC2bx+XZIxly4h94AM4Hn1UyONlGXcgQHTpUqQPf1gcd/t2nP/zP+D3C5KuqUHZupXo5z43o0mjE2EqPTrJ/Tfbtm3j97//Pd/97nfxer18+9vf5uabb+bll1/mkksumda5r732Wq6dxue59957mTt3Lj/4wQ8AWLp0KVu2bOFHP/rR24NkTNNkaGiI4eFhcnNzp0UwJ3NOtqZfzqbf2HiENTAwQFVVFZmZmWzcuHFKpnuyLOPbswepsVFYv1jd2NnZSEeOID//PManPz3hMUKhEFVVVZiRCNlOJ86xqjlVRTIM9HnzkHJzkY4dw6ysFIQ1OChy3El2/5G8PAyvF6WuTuysPR4oLBTd62vXQlMT0vPPg6bhcLlQurqQdB3D603UJDxVVXh+9jMkp1PUP9xupCefRNq1C/Ozn0XyeFB27xa+aHl5owXtkRHko0eFkmvuXCGTra9PmTsvdXdj5OYKDzHAmD8fc+5c5OrqxIJupqcjdXWhXXedqFcdPIjS0IDpdosFyjCQTBOlq4s8n488S9K9eze6ptFVWkowXrD35uSQuX8/+p49qO96l5Axj/cs6XpKvSn6mc/g6ulBtiaRqipGRQXRz39+lKCGhnB+//tk7dmDWVyMmZmJXFeH88c/JvqNbwhSAeS9e0X3f3KE43IJuW9NDUxzPK5+0UUMvv46hX/8o4iQ3G600lKMpObPqUKWZdJXrsS1ZAneI0fQFi4kGo0SDofRmppoKyriWF8f2bKMz+dLTKSdMk6W5pKk8b+H+N/FPvc5jHPPTUiYj2Vm4vngB8krKABNQ/31r5GGh0VEmlQzczz0kEjFzpJ02No0z8S7rLi4mB/96EcAdHd3z1gROx1s376dK+M+cxauueYavvjFL077WGcdyVjRi9/vp7GxkY1jTBdPhjfbOXlsTSY5PbZgwQLmzJkz5R+RLMt42toEuSQ/hLIsFEWHD0/4fmskc1FREYoso82di1RXlzqgy+8Xi+/atei5ucIOpr4+IWE21q/HSJqap6eliT6LAwcAkBwO8Hoxzj8ffe1aok88genz4XG5RNRjmph+P1IwKBY+p5NoYSHZL7wgoi5rR26awhH6mWfguutEEX+sPNPtFoqikRGRr//Yx1C+9z3SWltFvSAYxHQ40D7ykdHivMOBUVyM+vjjiSFiptuNfsklaO9+NwDqn/+MNDQkelSSmkvlxkaUzZsTfR6ujg60ggJkSaKivJxINEooFCIcDNK0dStDqkpZQQGVioLS0YEUr/NJ3d1CQJGcavH50FesQOrpEQaZPp8Y2pWkxlJ27EA+coRQZSUOrxfS0zEyMpAPH0b5618TJGOmpyNpGuMtt2PVZRgGcnW1GNTmdovJmWP6X+QdO8h97jlR61u+HEnXUQ4dwvWNbxD+2c+mv8A6HMRuuw3nj36EevgwqsOBNxYT5P+5zxGrqMDv91NdXQ3A4cOHycvLIycnJ2EfdDLoK1agut0wMDCqDIxEIBwW/UQngyyjX3xxYqhb+44dzI+n26Tjx5FbWoR0emzNrKVl2jWziWCtO9MlmZGRkZRGzIJZkl1Phs7OzsTsLAuFhYUMDQ0RCoWmpXY7a0hmbO+Lw+GYMiFM1Tl5tu35rWPFYjEOHjzI0NDQlNJj4x0rkpEhdsHJjY3E5Z0nsdZInjmzfPlySkpKqNq0CdPhEEXnxkaMuXORPB5RSL/2WswFC2DhQrSVK5H/+lekV14RQ8O6u1G//W2Ma67BePe7qXjhBeTBQcxly4QnWDAIkQi6qlJ75Ajz+/txr1yJ4nZjxn+w6LoQFvj9UFiIOjSEFIshuVyjC6MkYRYVCXXb+98vmgY7OzEdDvHZXS6ktjYRicSL2fqllxKQZYI//Snp3d2YXi/apZeiJ5GiXF2N+uyzopaweLGo2QwPC6I8fhwjO1vMTBk7gCx+Xvn4cawnwywsFJ8nLi11u1y4FQU5OxvPhRfSM38+/dnZHF+wgKIXX8S1cyeS14tZWYn5kY+ISaTEGyh/+UvUPXvQly4Vvmq9vagvvIBZUoJ++eXilnR1AWAkL0CShJmRITzC4tAvuQR1yxYkvz8hNpC6uzHT0hK1CxC1Cuf//R/Kli3CgSG+cMY+97mUBVn905/QR0aIzp2LmpaGGfduk+vrUV9/fXrptziM1auJfulLqI89huT3o69Zg37NNSiVlRTHd+W6rvPaa6+Rk5OTYtNiSaV9Pl/qoLv4cbWrrkJ94QXo7EzIm/U1a9CSB+5Ndn3JTaAOh9jIjV0TdF3UzGbR+t/akE6XZN7qljKcLSQzXu+LqqpTIoTpOCefjkjGSo9lZGRM25rGgizL9J5zDuaRIyKNVVYmFsKODkhLw7jiitQ3BIMYTz3FwBNPkBsMMufyy3EsXgxtbcz/wQ9EE6VpIg0Po+zbh7FsGcY//APG9dePLrB5eaJYPjws0mYej+h3eeghzHCY7MOH0QsLUUpKBEEYBtG+Poarq/Geey5p2dkpTsmmyyUa8tzuRB1HiquLzLG7HsMQReu0NPQNG3B973uwY8domlBVMRcuxPGb32AsXy7mwEQiyLFYoiCu7NmD5PcLN+OyMpTt20XaI3mIWHyOvbJtG8Y554gdanNzaiQQ9+Ayk7rv9Y0bkfbuxdvSIsw2VRW5rw+jshJWryY/I4Oi/ftxxpVzBmCMjDDs93NIUfBUV+Pz+cjv6sJdXY0+d26iKG+WlkJTE8orr4jdtaqKaCxeJ0uxWgkGMZLkt/oVV6BVVaE+9ZTocXI6MTMz0W69NcV6RX36aZSXXhLvzcoSdaDmZhx3342+cGEiolHq64l6veOSrtTaeuKDao2/DgbFMzr2ezVN1EcfxXn//WKjAchNTVBUhFZZmfQy8Q2UlZXhcDgSNi39/f10dHRQV1eHx+M5YdZL7POfx1i9GmXHDjFSYdUqUcCfRsSVIp0uK0NfsgRl1y4RTSuK+A5aWzHmz0+pmZ0qrPTgdFViZ8pSpqioiK745sdCV1cXmZmZ0+7ZOeMkc7KxyJN5g83UOXm2SMZqety5c6docpxGemwsZFlmuLyc2D/+I4777kNqbIS4AaP+iU9gJofsmkb0O98h9vzzeNLSSM/ORnrqKTh0CLOoCG9TE9F583BkZYkfc0cHkmEIa5UkApYOH0Y6dEiIB6xUS3k5HD2K/PLLyNGoqF1YM0cCAQZHRshTFLLOOw+qqpD27RP9EQ6HqLdomvixOp0QDKIEAuhZWagdHaLuY5piXszQEMY11wirkmefFWTl9YoBZOEwZGWhrV2L6fGgbt8OoRDyoUOENG001aXryLW1qE89Rewf/kGkUcZTDTocYt4NoL373ci7dyN1dAhxha6LuTJFRYl0CiCK9V4vvq1bUaurRSpuwQJiX/mKWNAGBnD+5CeiB2PFCiH51jRyjx5l3e7dNJ93Hh0dHfRs386izk50nw+3LON2ucQCl5kprikUgowM9PXrUZ94Ak99PcyZI6K5zk7hRpC0wZAPHEDq68Pw+UR06fMR/cQn0N/znlGiME2Ul14SxG7VsBQFY84c5Pp6lF270OPpQ6OkBPno0VTSjf8+xg6Bkzo6cNx7L0pVlZigWlCA9qEPiWjHaireuRPnT38q3l9ZKUipsxPnD3+IMW9eIkVokYy12CfbtBDPTFh9JEePHk10zPt8PnLOOYesiy6asYNzSl1Ekoh9+tPIPT2i5he/NrOkRMjVZ2kwHElF/+muESMjI2ckkrnwwgt57rnnUv7sxRdf5MLkiHmKOGMkY6XHLPXY2C/AIoTxGtRm6pw8WyQTi8WoiXtfrVmzZmqSwqYm4Vqsqhjnnw9JuVXrBxO76iqkjRuRqqpEL8u556bk0U3TpOuZZ0j7619xzJ1LWlGRKKgbBlJ1NdLu3egZGaN1HUkSdv319ch79qROw+zrG13ck2BmZSGFQujp6aLfISeH/v5+wqEQBbKMMz8frbAQ/StfQfnmNwUhmqYQDixdirF2rXABACJlZTgiEdz79om0jSQhSxLGsmXoV12F+vLLyA0N6CtXivtQVye+75ER5CNHRC7dNMWcmP5+Qvn5o4upogjJcHU1DA0JsnvxxYRUGuILZjSaEAfol19OrK0NxyOPIFdVIek6Zn4+0dtuS5ln73jkEaS6OgYqK3EUFIj+nuFhHM89R/Scc1D27hX+Y3PmjF5P3G/Mu38/c+OeVobTibJ1KyPBIP2hEJqm4Xa5yOrtRZ4zR9jqxDcT0S98gdg3v4m3uRk5PV0M+frgB9HjtSypuRnHz38+Gq2ZJnJrK+rzz2OsWZPwLSN+/07om7EaLq3R2YB2ww2Y27ah9vQIqyJNQ25rE6m8JIkvkQjO735XWP0UFUFWFlJ3N4677xapunjaUn3+eaEAS55XU1oqrINeeilBMsmjOABh0Nrejpmbi1lRgaqqKbNerI75/v5+2tvb0TQtxYxyOn0kYw0yzYULCf/gB6ibN4vNR26uGMw3dgLrKeJURi9PdX2bCCMjIzQ0NCT+v6mpiaqqKnw+HxUVFXz961+nra2N3/zmNwB85jOf4ac//Slf/epXuf3223n55Zd57LHHePbZZ6d97jNCMlOxhrF6WcYqMk7VOflUSWZwcJCqqqrEzPVJlR6GgXzPPSh/+IPYzUsSSl4e+v/7fxg33ghJJGPEpcFm8g88Dk3TOHToEJ5duyj2eFCSm0plGTMzUwwQ83pPLAxbHmXJyM0Vi3EwmCplHhzErKxkyOsl55VXCDU3IxcXUwIoXV2YFRUod9+NuXIl2ne+g7xpE/LTT4sifUaGaJq8+GLM9esJbdpEzvbtoicnFhM7YESdSa6vx2xqSphjSuGw+G+nU/x/Z6e4oIwMpHBYREljP0PS7l2/+GKUv/4Ved8+cS80TXSMFxYKv694ik6//HLRNR63YyEtTfRfFBUJubDfj/Lyy2g5OURkebR73+8XUyatnp+4YCIFsix6knRdpOqWLUNds4a83bvx5ecTcziI+f1ooRANpaX0bduGz+ejqKeHoocewt3SIkQUGRnEbrklEXEAKG+8gdzbi758eeJzGwsXolRXo+zYgWaRjCxjrFiBsmlTahNofHBd8kZDv/BC/BdcQP6uXcK6J/730X/6p1G/N0DZswe5tlaMLLCi28pKpIYG1KefFoQkSUL4MDaajLtgS3FnaZJIRo5EcNx7L+rLLyONjAiBwvr1RP/xH4V56NAQ6lNPkf3aa2RLEuWXXELsPe8hIEmJoW1NTU0oipJCOmPrOckY14U5NxdtksbEU8VMSSYUClGePMdohti9ezeXJdUw77jjDgBuu+02HnzwQTo6OhLuAwBz587l2Wef5Utf+hJ33XUXZWVl3H///dOWL3OmSCaxg5kgR2l9IdaXM1vOyTMlGdM0OX78OEeOHGH+/PnMmTOHv/71r5MeT9q0CeU3vxHqn4ULRdTR1obywx9iLlqEuXhxgmRPJq8eHh6mqqoKt9vNyhUrULdtEwtucv5e0zDLy1H7+ogm1Rfo7obMzBNUMma8TiBv2pTYQWJ1vre3U7hzJ4bfjzcSIaO/HzMzE7OiAjMedUgvvYRcV4fc1SV28eecI2TSbW0ozzyDvnQpaUeOiGhizK5QOnwYedcutOzsBAGaDgeSqorz6/roIDa/H6OkBN3rxdPVJY4ly+JcnZ0izZWZibxlC3JHB3Jnp1DWyTJGeTlGQQGOxx9HHx5Gu/561CeeQGpvR9+wQSyIponc2Ijjd78jsnw5Un+/UK9lZwsCtu5XRoZQiPX1ifpOTo4oultkH/ck09evH001KQqxD30IpaoKddMm1FgMd3Y2sQ99iGX/8A8MBQIM1dWR9R//gdbRQSQnBy0tjbT2dpzf/z6R8vKEskzq6hJCiDEOEKbTmRAOWNBuukmMmK6tFdcSiSAFAuiXX44R//6UbdtQH36Y9CNH0DMzMdLT0a+5RowMGLNxkzo6xLMxdvHOzBQedJomUopLlqBs25YgdIhHk4aRMpXVylw4fv1rHHGVolFeDiMjqC++CLpO9KtfxXXHHai7donNgGni2rkT5bXXkH70I9IrKhK2+4ODg/j9ftrb2xP1HEtEkJOTk7JhHXeOzZuAmcqXR0ZGEhvaU8Gll146odvBgw8+OO579u3bd8rnPmPpMlmWJ/zQ1oNgqc1myzl5Jn0ysViM6upq/H4/a9euxRdfxKdCWnK8lySRHlMUzPJypCNHkF59VXTUT9Dc2d7eTnV1NXPmzGHBggVIeXmYf/gDtLSIGookiV1qLIZx222En3gC9/HjIucfjYru8EWLUB59FHPNGoyLLhJ5++9+VzQNDg0hd3RgHj6MuXw55qpVaE89RczpxFy+HKfXi1ldLeoP69ePpu98PuSXXxbpkY0bE4uKOW+eSN1t2YI0Qf8Cuo52ySU4Hn9cGDiWlooRznE1lVFRIdIofX3oV15JrLubrP/7Pxy1tYnITduwAe2GG5APH8b5H/+BNDiIkZ+PHPduk+KpMknTRKG9slJ4sBUXj+64JQmjokLY1R85ImxuMjLEtM+kXbk0OAjp6ZiFhUKp9Td/g/P++5FqahImjkZJCbFPfGKUCAwD5wMPJAaXmaqKFAigbt6MceGFZF18MXmHD+MYHERftozwyAiGJDHodOJubaX33nsZvuMOfD4fvuJi1EgkVX1omqMzf5JgLFtG9M47UZ98UvQNZWWJqZ3veY8QXDQ24rjvPgiFCJWWgteLa3AQZetW9Isvxkh2mLCmW0qSeJ6SCWhkRJBH/D5pN96I+vzzot8rblUk9fVhVlYmZOTEF1xHICBUdllZo1FTTg6GLKPs2iXcsnfvxigpSaT+zHAYZedO1OefR/vABxK/G4tM5s2bhxaLEdi+ndDWrXSrKoeKi8nIzsbn8yXWjTNBMlNpxBwPtrrsNEKSJFRVpbe3l4aGBvLy8k7ZOXkm6bKhoaFEemzjxo0p6bmpkJbU13diftyK5AYHE380lmQMw6C2tpbOzk5WrVqVyE8zZw7G3/0d8q9+hVRTIwaGuVwYV1yB8bGP0b5sGRmvvUZJfEdP3Cpc2rsXaccOMS2zshJ5yxbhPbZsGWYwCB0dmIbB0I4dOHQdMzsbR3wsMOnpSENDwozRIhmHAykaFX0uY388aWlIjY1o2dniNSMjozNYAgFBiOeeS3TOHJQ77sD5s58hNzQgBQIi3ZOfnzB11K6/HrOyEvcjjxBWVYzcXAiHkWMx5HAYMzcXx2OPCeuQuKuB6fUKIUJ/P8qRI+jnn4/c1YXc3HyiRDzp+8AwIDMT7eqrkX/9a1ymiSTL4nsKBNDe/36hqgK0j34UuaEB9amnhNoqLU1Iji1bellGPnQIZedOUS+xGj3jFvvqk0+iX3SRiAQkCVlVkSUJl9uN2+XCHBnB19tLx8gILS0tuBWFFU4n3v37USorURQFua1NRHnJfSKxGMorr6Ds2iUK23/7t6JmkiTHVXbuFPW2ZcswenqEI0RlJVJNDcr27SeQjH7eeRgLFoiaWVmZECb09IBpjhb+h4aQ6+vRLroIdft28dw7HOiXXUb0s59NqXkZhoF7ZETct7H1howMpO5uoSCD1N9OPJJS3ngjQTIp6Osj7b/+i4y9e5FCIea6XMSWL6ftU5+iNxSira0NgOq4+m+mY5RnglOpydgkc5pghbaHDx9m+fLllI6doTIDTIdkTNOkpaWFurq6k6rXpuIgYK5cmSjkJ1IIsZjYjS9YcOKx+vvRnnmGvpdeIsftZuH73ofT50PavBnlkUeQDh/GLCgQjZOFhcIHa9EizFWrhIooL4/e97yHor4+kZJbvHjU0yoUQtq1C2nnTiE/tcJwr5dYeTnhfftwahqeeD0iUcdxucR/WxYuxF2SnU5h25JcbDdNUbcIBPCkp4t6yuuvi2vVddEUmptL/3PP0VhXR/C88yj9u7+j8v77cfX1JQZ5ScPDaBs2oF99NY4f/Qipp4eBefPwxn3a9GgUqbFRSJcbG8UOe0wqCUkSjZlWTSozE2PRIpQdO8TiZtnVt7UJt9+4QEC7/nqkXbtI/8tfRCe8qmKUlQm1XSAg0oz794vI57zzEjtxqa8P9emnhWXMunXILS3ino2V2ObkIB8/LqJDK8Id8xzJsRjuRYtYuXJlwkRx0OtF/r//w/vss5iaRqS4mMDVV+MsKBA/5GgU17/+K8rLLwvLHUB94gm0a64h+q1vJYhG6u8X35c1esA6qdMJPT0nPsReL9F//mcxn6auTkSIPh/aLbegX3MNUksLzh/8QIx7iH8WY948op/6lIicx/4mTJNYTk4iYjSTJbqDgwnCluKknAwp/tyNB+fdd6Ns2YJRUpIwgHXu2UOF10vh//wPoXCY7du3J/pzGhsbE2aUFulM1AJxKpgpybzVp2JyJklmot2D5ZxsGMasEQxxkokkL5QngVVk9/v9rFmzJjGMaLzjTUZa+k03IW3ahFRfL6IAwxDNdMuXp/S/yLIMPT3E/vM/0fbuxef14nE6xfuefloQ1ciIKGrX16McOYLxsY+hf/nLKeezpNVSXP2WYpro8YgibHt7yg4yGAziHxggz+nENW8e0tGjooHTgtudmmOPE4m5aBFmVxfyyy+Luk5hYWKwmjFvHmlVVagDA6KoPzAg5o4sXUpnXh5ydzerh4cZKC7G2LuX0OAgHXPn4vJ48LhcpHV3i93+BRcgHz6MmZGRSiLx6ZdyS4uoJ+3cKYgvK0uk/+LXaWZliWbPrCyMhQuFbLe6GvXllzFdLhH15OcT+8AHICsL5bnncP7kJ4LMAwHIykI//3yMykrUN96A/Hy0D34QJa6YS1FS5eUh9fSg7NmDsW6d8IKT5RPTTMGgEBS43aLB8PHHkY4dQ1FVlOFhoQBLTxd2OEkmirnNzThCIcziYmIOB1IggOPXv6YmFCK2YQNz9u6l9MUXxWhua/c7PIz6/PNCqRcv2poVFWJjEBcoWNYsUiRywtyXxGebN4/ID34gpL6BgFDW+XxiMNhDDwnCXbRIEJmuIzc04PjjH4msX39CjccwDFEDuu46HA8+CJ2dwkJpZASprw/tmmuEFcyuXalR8MgIpqIIu5cxkDo6ULZtE/fVIvW0NIyiIuR9+5COHsUoLkaWZSorK1PMKP1+f8ItxOv1jlvPOVXMpCZjmiaBQOAtPRWTszGSSXZOtjr/ZwtTIQUrPebxeNiwYcOEO5speaHNn4/+v/+L/MADyHv3igLpBz+I/olPpHpxSRKBhx7CtWcPyrJleOL5Y7OnB/nPf8bMyMBcskQUewF6e5GfeAL9gx+EpEa3xDXFR9ieANPEnDNH1AliMQYDAYLBILmqitvjQbvmGtTHH8dz/DiSJSDo7RVNhLouHJjT0sQO3DCQ29tFQbylRRRo8/Iwli8Xhobd3egZGaJI3toKwSA9gFRYSH5BAebx4+TGVVPmkiV4srIIh8OEwmGGHA4yDh+m6/nnKfV6SQuFRFrHmgNjNVFmZqKvW4fy4ouitpObK0QEHR3CNNM0kSIRtOuuwywuxnH//chtbSK9E4kIx+errkK/9FLkQ4dEY+jQEKaiEMnMxKPrIvIpKMDMz0fZuVPUF0Ih0ag55vZKiiL6XwB97VrMuXOF6WllpViABwaQgkFi11wjBBNz5hD98pdx/fM/k378OBIgud3oixYlBm0BSC0tQgWXlYWZny9+uKaJ++hR1hw6xPGbbsK1bRuRUIhgLIZjZASHw4EjLQ1Hby/Kli0JktEvvBDlpZeQDh/Goaooui4EFmVl4y7g1kRPVHV0tot1XT09yIcOidqJ9VtVFFHnOn5ckM+Y4WyWwiv2sY8JV4TnnhPiBY8H7b3vJfrpT6Ps3Ss2DIcPi2fZ4xFOD+9+N/oYTy1ATIYNhzHH1mu9XqS+PvH5CgtT6iJj6zmxWIyBgQH6+/sT/TmZmZmJSCczM3PG9Ry7JnMWYDzn5B07dsxa8ySTFOpN06S1tZXDhw8zd+5c5s+fP2muVgY4dkz0gFhd+uMde9ky9O9/H31kRPxYx3TMRqNRIpEI7h078BYWoiT/ULxesWjl5KQe3+cTjZOHD4tO9KTPaBiGUHs9/7zovLailqEh4VN1883w5z8T3rcPyeWiSJZR+vpE4X3HDox58wiqKmn9/SK37nYLohgexjQMjOuuw8zNRf3v/8bMyRFpv2AQenqEi4DfLwr22dkYltxWltENg9y2NuR4BGdYUy/DYSSvVyyKDgcZGRki8ujpYWhoiOb58ynfvh2XrjPs9eKJxXC2topJnOefj1lRQfRrX8N5993ItbUipaWqGHl5kJVF9OMfx1y9GuX111Efe0x4g61fLyKyjg7Uv/4V/YorRJ/H0JBoGB0ZEaTpdoPfj1xXh752rfhswaBYbDdtEguwtRGJCy0SneIeD9H/9/9w/cu/CNWVpmFmZ6Nddx3a+943+p01NWEWFeHPy8OdnY0rJwe5rQ3HvfcS/bd/E/Wd+nrRxJqUYkWSMPLycLS1Uep04szKQvF6UTMyiMViRCMRgoEAaeEww11dBHt6xO48N5foF7+I4777SH/6aTzBIJLPR+zii1OcuOWqKlGA37cP0+lEv+46orffPvo8McFUy7jj9HhTLRMKL6eT2Kc+ReyDH0Tu7BQbhIIC1EcfxfHww6LWOH8+ctw6J/bZzxK77bZxm26NkhLhDO73pzhMSH6/2KDFI5eJFnqHw3FCf44llT548CCGYZAdFxHk5ORMq55j12TOAJK/nGTn5A0bNiQke7PZoT/R8ZK9zyZKj6Vc/44dLP/Od8jq6sLhdGKuWIH+pS9hxiWn42Kch8Xv91NVVYUsy2RkZ6PEu9OTLlr8e+x1x+e5mG53Sk1EkiTMuI2/OX8+0sGDQokmSWLnXFREZP9+2rxe0i6/nKLhYZTDh4X775o1okGwsxMjLY1gRQXOpibMpUuFhYlhiLk0r78uIhlNEwPPiKfl0tKgvV3UZKxrNwwi0SiqaaJ4PEjhsCBBWRZmmhkZYtdbVSUWL1mGwUGUPXtQdZ3ymhqMsjJiF1+MsWULaXv2IAUCxFSVsNuNds89SH/3d7iuvhqtvh51YEA4Osdz8nJbG+qWLcRWr0Z59VWkWEwIC4hLgEtKkOvqULZtE9GPoiTGBsjx+TbIsvBB6+sTqajsbDEFc8sWlKoqkcqL15H0c88V8mgEqTsefBACAfT588X3r2lIwaCoA82bBwMDIs1TWEgYcGRkgMeDoSjItbXC2n/RIrHZUBTxvSc7N0Sj4jnweNAvuADltddQdR1VlvFIkpjK6XQSWLWKxqTdeVEwSGVNDZJhoJWUoKoqjj/+Eamnh+i3v41cV4f7i19E6ukRKcfhYRwPPIBcXU34nntGFV/FxZgVFch1dRhJKU2powMzLw9jzDgKxpklQ04ORpy4pM5O1D/9CTP+/AIYpolcWyv85E62UGdlod10E47774fWVpFWHh4WUeNHPyrqmH7/tKIJt9tNSUkJJSUlmKbJyMgIfr+fvr6+xHCxZL+1ibIeuq5POytjpcvsmswpINk5uaKigoULF6Y8BJNZy0wX46nBrB4Ul8s1qfeZBenIEdSvfpWM1laMwkKhtNq2DbWlhdgDD6QMETsZkm1xFi5cSGdnJ+H160l7/HHM5N3x8LBYyDVNRExxUpFaWsRck9/+Fun++zFXrMB4z3twhMNU/OhHqK2tibSNWVqKsWED8osvYmzahByNMs/hQM3PR//whzFDIfGDjufOzfnzkV9/HW9jI+aKFaM5dVkWqbaGBkEQ4/3g09NFSqu/X/hL6TqKpiFnZYlO9KIiQSQjI6Jf5aKL0Netw1VVJRoI3e7E7A/9oovECOMHHsAZCKBaxqnnnUdsyRJiwSAcPEjff/83XTfdxMpNm3CUluIsKxOLmNuNaZoixdXeLhpNxxaNLYHAyAjG/PkomzaJKCgrC7mzU9xDTRMqvlhMmFrGj2EsWiQaFQ8dwszPR3v/+4l95COQmYmyfTuur31NOF3H3bSNJUvQN2wQ7sqvvoo2bx7S8LBQ6MWngSbg9Qqj0OFhAPRVqzAqK8WI4rlzxaYiFELq7xeNhJmZaNdfj/KXv6C+9pqIsOKLub54MQUf/CAFBQWJ3bn7rruINTQwXFqKIz4h1BWLoW7bhr5zp5hA2dsrzmUNmAuHUfbuRXntNXTLlDI+ftl5112iLyc9fXSq5Qc/mJIStjBRRCEfOSJSW8lpOUkS7g51dSIyT+4DS0Ls1lsxXS7UP/1JPEPZ2cRuvZXYe9+LvHs36sAAzhnWWCRJIiMjg4yMjJT+nP7+/sQalpaWluK3llzPmUlNJhgMYpqmXZOZKWKxGAcOHJjQOXmqJplTRXIkk0xwiR6UqVrzP/EE9PQQLisTkmaPRxQbm5qQn30W41OfmvD9ycICyxanp6eH4auuIqe5WdRuIDG1Uvv7v0fev19EJdb90DRRxO/vF5LSTZtQDhwgT9fFordggbAKGRxEamlBevFFYkeOEMjNJd3nE1ML29pQfvUroUAbW5z1eoWkeOyPMj7p0SwtFUPQkpVl8V218aEPoT/yCHJzM4rbjTM3VxR1ZRnDNJG2bRMF9HXr0Jcvx/Xf/y2aKINB0RmuKMTe/34xYvmJJ8QiLEko4TBSJILS3Ixr1SpcmZmQnU3WsWNkxQvmAw4H0bY2XC4XHrcbt9uNs79fLFwrVwpJcXJ6J57OMRYuRD/nHNSnnkJubsbweEQ9p7cX0+HAqKhAu/VW9I0bRf/LD36A+txzmHFXAGlkRBDH1VeLv7/zTiGCcLlEBBMOi+8lOxszL0+k9eJebmZurhin7HYnlF5SX5+ov1iiF7eb2Mc/Luxd4ukr0tIE4X7iE+I1GRkYS5diHjgw+l1kZ0M8Sol99rOJ3bm7tRWpsJCAw4GiqoQjEYajUTIGB/G/+ioFb7yBPNY80+3G1HXkw4dHSQYw1q0j+i//gvqrX6Fu346p65hr1iTk3mMxnlVUAg5Hoo8qxVHB+s4migYUBe2WW9De/36RJsvKQtm9G/cddyC1t5MTjbIsLQ1F11M84WaC5HoO8fXM8lurr68nHA6TmZmZiHQ0TZuRAzNgp8tminA4jKZpE0YPpytdpmkaNTU19Pb2Tjga4GSQDh8WC7tVhCduKSJJSEnW7CdA1xlpbORgQwNqXl6KsECWZbSMDPTvfAfz1VeRqqtF2uSCCzDPOw8jGhUNjk1Nomj94osiYrLqN4WFsHs3no4OhsrKEsIBcnLQQyHYtQutoIDM/HwU68dbUiIs93t7U8YpAyiaRqykBEdnp3AottIgtbViAezvx4zFRN9NWZkYNNbRgZmRQeDQIY5dfDFFZWWk19cj9/UJYiopQfJ4MAcHMa+4gthtt+H+3OeQjx0T8mFVRWpuFvNdjhwRkVs4LM4fDIrGz4wMpN5esaNfvBjcbmRdJzM/H2dxMWm6Tiwvj3AoRHR4mFhLC7Is09Lbi2/NGko2bUKtqxPEODiIFAhgLF6MvmIFZmUlke99D+e3v426Y4cQBuTkYOTnC8KN17TkAweEF1dubmK2iWkYYpb9448LM8rubqG2i/u44fGI2TW1tWLeTG6uuKduN9oNN+C87z48/f3IcWKTRkbQ3ve+RH+J8sYbqE8+KWpV8WZTfdUqonfeOSr77uhAqarCWLkyxeBS6ulB2bxZTMK0nvX0dIj3jXjcbpHy1XXMvj4Mj4cRhwPP0BAxjweHLOOI1xQkGNf1WD58GHXXLkFubrew7qmvJ/pv/4a+ahWOP/wB5YUXkEIhss85B/94AoP43BiztFQ8E/PmJdR5Uk+P6MmZyq7e5RLjJBoacP7f/8HIiBgUFwrhPHYM5913EykqSrgpzAYcDgcFBQWJeS+hUCjht9ba2kosFiMUzyz4fD68Xu+km9pAIIASny76VsYZI5nMzEzWTjIQ6HSQTCwW44033sDhcLBhw4YJfY5OBrO0FGn37oRcWPxhvBcj2VMsCdLmzUTuuQcOH2ZdWhquq67CyM1F3rsX6cABygcGRNPcTTdh3HAD3HBD6gFcLswrrhCeWH/6U6JxcPQEYsGSR0bQkj5TJBJhJBwm1zDweL1IybtDWRY74txcYcVSWSkims5OcDjw33QT3t27RQSVlSUUQJ2dEHdeNhcuFFFST4/4Iefl4a+sJNzZyaL+fgbXr6d78WIqN28WdZ2MDHGPOjqQX38dpbRUkEV5+Wg0lJaG6fEkPMJMq//FNNEdDlTLXHFgQLx+YEDk7+fNQ7viChyPPorTMHAGAkjHjiEPDxOtrKTw5ZdpPv986q+7jnMffhhfdbVQhxUVYaoqjl/+ktj/+3/CMmbRIqJ9ffRmZlIwf77YPLS04HjsMZHuqq5GCodTd+qyLHbOO3cmiudmRoYQToRCgmRUVTS1BoNoSW62+jXXEA2F0H/5SyHAqKhA++AH0eLedlJPD4677oJ4w6lx7rmi3tTcjLpli+jkj0c/UjAoyC/5ec3IQO7oEJuDOMloV16J89AhlGBQPEemKdKDubnk33QTSkEBjv/+bxzxYWtSLAaahubx0JWdjSd5cNXgII5f/QrTMBK9X6ZpIjc1CW8yrxd182ZMRQFZJqe6GudrryEtXz4aqVnIyCD2yU/iuPtuoSyL31tj5Uq0m28e97d1MqibNwsBytKlIuWmaYRLSsjo6UF57bVZJZmx8Hg8eDyeRD1n165deL3eE+o5VqQzHpFY9Zgz4VAwmzhr1GXjQVXVKfW1TBV9fX1Eo1HKysrGnZw5VRg33oj84os4urvR8vISfl9kZ2OMM0fb3LGD6Fe/ijE0hLe0FKckIf3xjygPPywWMMMgPxaDl15CaWtD/9znTqpUA0bde8eqehRF5KRHRqCwkOGREQIjI/gAKStLdMVnZ4+q2/r7hUJpwQIh621qQnK7MX0+oopC5ksviTpGvDHTTE+HsjKk1laU+CwV0+vF9HgwliyhvbgYwzAoWrIEx/Awnn37UAIBYdSYNJKY4mIxS726GikWS6mTmFlZSB6PUHdlZoo6TnwSZsTlwhkMirky8dkmUn8/+iWXYM6Zgx4Oo2zfjrJzp/hs8QI9y5ZRuGsXRa+8gqlpmP39jMyfT29lpZj77nCQfeAAxl/+gvLud4thbxUV6LHYaD2iuFiMhD5y5OQW8JqGGVdEWcOwzKIikTaL9wsZJSVol1+Obs1o13UcDz6I+sc/4m1vR/F4hOw93l8idXTgvv120Zcjy5i1tZjFxWiXXy7IY9s2uPFGsYgWFIiayODgqLGnZXqanj4qeAC0yy5DeeMNnK+8ghoMCpun7Gxin/60IOzSUtQXXsD517+KjYGiYHg8GNnZOH/3O3a5XDji9YfixkY8PT2jTtDx79koKEA+dAgpFBLnjgt6osEgntZW+N3viP7TP51wG/ULLsCoqEDZvFlYBVn3Y5ppI6m7WwzDS7bhiTtkJAxY3wRYHo2FhYXk5+ej63qiP6elpYWamhrS0tIShGPVc86Uzf9swjRNzhhFTqX+MVuRjK7rHDx4kObmZiRJYtGiRae0OzAvuAD9n/4JIyMDZ2enSDsUFqL9278lvMgshEIhen76UxgawrNyJc6CAsjPF4ql9nahAps3j2hZGaaiJOxiJoKxdq1YvBobR6dpDgwgAZH163EMDDDc0EC0v5+CYBBXe7tQboVCoqmzpgYaG5Gam4W9+44dSK2twkb+ssugpISsrVtxtrWJYWRxNRSShHz0qKhTeL2ikXF4GKmpiYGeHlRVTQyiIicHORhEHR4+KWEaBQWiCS+5y9zhEDWQggKRLjEMkcaJ2/xLoZAQFgwMQDSK9oEPEPvoR1F//3vc//iPwim5r0+oyAoL0deuRT5+HGXfPpT6epTubhx+P1lHjjBnYIDCoiJcXi8jLhd9L7zA7n37GAkGiYXDJw43k2VQFGGCmZ0tvj9dFw2D8RSXfuWVovHxnHOQ29uFQWkgIIQS8ambRpKYQn3iCRy//CVEIoTz8tCzsoRo4FvfgmgU5ze/KZpRHQ4RITmdwuJ/y5ZR9+p4dGcWFKBfcolIt3V1QTCI1NEhJlRecYVIq0UiqI89hutb30Lq7SWUm0t07Vqin/884XvuGXUjjqec9EWLxHTL+IRLeeNG8gcGuNjpZOHChUiSRGtnJ4FgkEG/n2AggBaLiWcyPiqbuNrRghSfPKm89tq4z4XU3o7jl78U/zz6KOrzzwuHhGnCqKwUG0Dr/sRJRhrTRPtmIFnCrCgKPp+P+fPnc95553HRRReJ0RCGQX19Pa+99hpXX301P/nJT5AkaVbET3fffTdz5szB7Xazfv16du7cOeHrf/zjH7N48WI8Hg/l5eV86UtfIhyfsjpdnNWRzGyQjCWPdjgcrFu3jjfeeGPiwuMUYXz4wxybNw/nwYNUzpsnBouN2XX09PRw4MABNra14Y1PdLQg9famjH6VAC07G1d3N9LmzRNLofPy0D/7WZR77xX+ZCCiiauvpvPqqwneey9lBw/ikyTk4WHw+TAuuEDUBPbtE/JZp1P0JaxbJxRhpgnNzch//KMokqelEfP5cGVmisL20aOCoCKRxIIPoHu9KENDZA4MoCSPie7rQ+3pQZNl4bGGqAGh69DQgNTZiRKfJaNu2SJIzzDEwm2a6Oecg37JJRjLlqG+9BLysWOkDw2B2y0kvfHJkfqKFcjHjomF2jQx5s0T0uNwGKW+HrO0VEQ2ui5I0evFjFv1K/v341q8GFdWFlJOjiiSr1lDcNEiPNu2QUkJ/qYmPJqG2+8XjgHLloHHQ+zTn8b5v/+LvGWLiMYkCaO8HH3JEnC5iPzgB7i+/nUhDgCMoiJh1hmJ4Pzxj4l8//uYhYWizhKXlhv9/SLi8HrFQLYnnxRNibm5QuChaaNS8pYWpJwcMbAsKZqNffzjYnLoK6+IulB6OrGPfATtllsAUB97DMef/4yRk4ORl4fe34/a0YHpdot0qYV4pGgWFaX4jll/p/r95OXliXpmRQXOZ5/F1dRE0OViMBwGXSezuxvN58MZt/aRolExxGx4GCkSQTpyBOXFF9Gvumr02IODuL7yFZSamoRjgvLSS8g1NYR/8pNpkYN+6aWCoOrqMIuLkQIBvF1dGHPnosVHX79ZmKgZc2w9Z3BwkOuuu44//OEPdHZ2kpeXx2WXXcaVV17JLbfcMqUWi2Q8+uij3HHHHdx7772sX7+eH//4x1xzzTXU1dUlzpmMRx55hK997Wv86le/YsOGDRw5coS//du/RZIkfvjDH077s59RkkmpaYyDU5UwWw7GljzaOtZMbbfHQsrJYWDtWirOOSflz03TpKGhgebmZpYvX076/PlI1dUn7owhxQ3YMm+URkaQn3pKLOouF8b69ZjvehcMDiK/9poYOFZejvaf/ykK8QMDMDxMn9PJ0ZoaYu97Hwv/8z/Rq6uRfvYzkYePF6iNd78b2tuRt24Vi4pFjJIElZVIb7yBFAigLViQMoPGzM9HPnZMkETc2j0WDmMGgyhuN45oFGNgQEhW/X7krVuRFIWR5cvJrKtDqqrCbG5GCoVE3WDePJEKC4XQ1q1DPnYMef9+MQRr2TIhA46PKA7/5Ce4vvxlhoaH8a5bh+xyCbeB2locf/iDIMHhYdGoGK9NSdGoiLwOHRKOym53IuUnBYNilx0Oiz6QggKRUrruOvILC5G+8AWkwUHytmzBFY1iahoxh4MBn4/+v/wFz8aN5C1fjlJejhyveZjZ2UiahuPhh4lWVGCWlWHMm4e+dKmQAXs8IqVlGELCvH072pVXis1G0uZEIi4S0DTkpibhExb3fZP8/sQsGykUAp/vhPn2kt8v5rKccw6mz4d27bVCZRiv2SgvvyxILSMD0tMJ5eVhAOrLL6NdeeVonS/uTq3s3ZtKMvH7aiZvKNxu9C9/Gee3v01WV5d4r2EQKi+n9bLLqIj3rrgCAZRIJCEbNz0enHfdRTQ9HT1eo1Jfemm0wdgSouTkCOfoJ58kOsZGaSKYRUVEv/511AcfRKmrQw4GCS5fjvyFL6S4KbwZmE4zZlZWFl/84hcpKCjgN7/5DT/96U958cUXeeqpp7j22munTTI//OEP+dSnPsUn4irEe++9l2effZZf/epXfO1rXzvh9du2bWPjxo189KMfBWDOnDnccsst7LBMS6eJszqSmamEWdd1amtr6erq4txzz02w9dgZNcmQqquRf/tb5F27hKLoPe/BuPnmCUewjmcrE41G2b9/P+FwmAsuuICMjAyMG25AOXRIpE7iPS+mqopoymrkA7Hoqirs2YPy9NOJZkb5r3/FWLNGjExubU38SOUlS9BvuAH5nnvQWlrIisW42Oej8corka64AikzU6QLxipy0tPFYjHeEDBFwZRl5FgMPVkuGo0mGtyIxYiNjGBKEo6sLKH8KilJGFVKPT2YbjfB88/H0dSUsMi33AOMd79bnOPAAZEqczrFgnzeeSn9EWZ6OsqePSLV53AwVFGBxyJlWcYsKEA+eBB9zZoUd2UzN1f04cRiYjE2DKFSy8kRtiOGIXLysRjy8eOYwSD62rVid2uawrTR5RK9MQsWQFkZcnk5mV1dOJ96ioGtWwkeOIDS20voggtwZ2XhdLmQYHSIWFmZ8EzLyEidPmqpEAcGxH3JzxdNhsld9KGQ6NVZuRLT6xXXk5+PpOviHobDog/lve9NWSyV11/H+Z3vCOKKf5/qa68R+e//xiwqwnHPPThefFH0DqmqiPIqKsQuv7dXpEGTxCT69deLullzs2i+jUaR29vFZNN16yAUQtmxQ8ixnU6in/88clcXUm8vRlkZ8pVXUp6Xhww4f/5z5OFhUd+TJMI+H5HFi0nr7ER++ukEycgNDUiGIWopyffM40E+cOCkv8WTwVi8mOh3v4vU2cmxo0eJ5uezaExK+83ATDa2Vrf/6tWrWb16NV/96lenfd5oNMqePXv4+te/nvgzWZa58sor2b59+7jv2bBhAw899BA7d+7k/PPPp7Gxkeeee45bb7112ueXJOnsJpmZpMsCgQBVVVUoisKGDRtGFTBJcyTGHlPavx/1s58VJJCWhtTejnLwIFJ1Nfr3vnfSmsJYmxqrez8nJ4fVq1ePDku64QZoa0N+8knRnKcowvbF74eODnA6hfEhYK5YgdzaKlQ6luKkrw/lkUfE4LClSwURRSJIe/eivvoqEYeDaHY23sxMpL4+Kp98EvmqqzBWrxY70/5+UQeyMDAgUlcjI6nu0MePi52yYeCpriZUVpZ4v1RXJ4QNIyPoIyPoubm40tOFjUwshhkOC2FBYSHGkiWYTidpL79MWm8vksslZssEg8JyJRwWc+hjMaG4CgaRW1vRzj8/9QZnZkJrq7je8b4DwxAF6SVLEs2JeDxCoJCTgxTv/kdVBfHl5IiJmYEAUiAg6hyFhWgf+ICICFwuHHfdJXpzjh9Hj0RQTBM9nk5z9fWRtmkTuaoqSDoaxfHSS3StXUvM68XtdpOlaZhtbUjxZk21piZ1wFxcTGCUlIi+jve/H+f//i/SkSN4QyHUuNOAceGFYuRAVRWOhx9GGhgQBB/vHzEzMnD+5jdEi4rEAj08LI7j94uBdHHpr1xdjePnP8dYtAjHb38rUoXx4WdyUxMFfX3IcUWfOaZxUt+4kehnP4vj8cfFcDqnE33jRmKf/rToBbrrLpTduxMRmuJyod1wA7Evfzmlx0X/8pfRIhGcDz0EOTkE3G5CPh+yJDEEaLt20XjgAD6fj1K3GwecOJIhGhVSdgumKRo3GxuFiemaNScOVUv8wCXM4mIiQ0OzksGYLkzTPCWSORX09vai6zqFyZEnUFhYyGFLvTcGH/3oR+nt7eVd73oXpmmiaRqf+cxn+Jd/+ZdpnTscd/c469Nl0yGZjo4ODh06RHl5+bjFfUmSxj2m8otfCCVK8sz2wUHkv/wF4+abxfjgk1yfNZIguXu/srIyteajKBj/8A8Y73mPGBTm9QoLl/5+lMcfR9q+nRDQc/75zG1sFLvvZEmjYYgFtLBwNL3mcqEbBvLgIPqiRaRnZyMBel4eUmMj8uOPY1x7Lca73oX89NNiQc/IECmXQAD91luRt2yB2trRP29rg6IisYPevBlPY6MwvwyHMd1uAnPmEHE6yW5pwR2X4qLrok6xZIkoNB87BgMDyMPDSP39hLKzcWRkiDpCUxPy0aOYbW1CGWf1mCCciZVDh4Q81+EQvRHt7cgdHejxyMLb3Q1FRSLl1taGfOwY2rp1mMXFwiTzjTfE99zfL0jE68UoLka/9VYcjz6K3NgoIohYDNPtxli8GPn4cdSnnhJuz7W1OB59VMioMzKIqSqKLKPs3y88tV5+WaSviopEOqu7G+fICGXHjxO85BJCwSDRQIDGoSEG3niD4kWLmJuZiWv37oQ7saRp6KtWJaxntGuvRX3iCZQtW3CHw8iqKnqbliwBWRajkFUV509+IkQQaWmYc+aI+k5TE+pDD6Gfd54QPHR0CFm19dw7nZCTI+TD27aJZyc3V0RGTiemxyNqTQ0N6H/7t6MD6UZ/MOjXXivMQ1taBBHFPfrUZ55B2blTiDPiGzmprw/1uecw1qxJlQdLEsbatRibNmHOm0csEMApy2TEJd7hpUvJzMyku7ubjuxs1igKzsZGzNJSHE6nsFpSlNHBZ8Egzh/9COX11xMNw8acOUS/9rVR37hxMNuGu1NF8pj56eBMWcq8+uqrfPe73+VnP/sZ69evp6GhgS984Qt8+9vf5s4775zycX72s5/R19d39kcyU6nJWOaanZ2dKemxkx0zhWSiUaRdu8QuLpkYMjPF7nHfvpOTzMgI+X/6E4FvfYusUIiLr70W17nnnlx+XFaW2ltRWor+hS/AF75AV3Mzfr+fudZgrWRYM+WtnZBpEgyFkEMhPIBXlkXKyuEQhBYfg0xHB+bq1RiAvGuXiGhycjBuvBHjggswLrsM+cUXkfbvF42PixZhXnIJOBwMFhQgHzhATne3mFGzYgUjkQgF8Y538+BBYX+TlQVWyiYtTbgOV1eLccHWiIA4SZo+n0jLhMNCSh2//6gqZm4ucn8/8tGjGHPnIh88iNLcLHqJhoYwMzNRW1tRq6pQ4s2jZm4ukmHgeOABtOuuw5gzR0x81HX0JUswFi1CGhoS0d5//AeOP/4R9cknxbyRigoR9eh6ogAtNzQkjmsEg8gjI8KPra8PpapKmGd6vWID4PFgDg0JYm1pwTk4iLuvD3PpUhbedhv9bjd9XV105OVRWFuLMxwWDs05OaLeEE/DKtu3I4VCaNdfT09HB5n5+bhUFWXnTvSqKoy1a9EvvRTj+efFBMy0tMRGwywoQD5+XIgl4jYyY61+rGmc8vCwmNtipe5GRkQhXtNENPehD6U+cyMjqM8+K4hbVdEvukgs8vFnW961SxhRJmUKzNxc5M5O5OrqE3pQ9AsvFIPRGhqQsrNF3aytTZh/vve9zJkzhzm5uRilpUQkCfUXv0A6epSIaWKmpTF8ww0Y551HpmHg+v3vUf/yF6FOLCkREVtDA87/+i/C9957ggGthdmqxU4X1npzJiKZvLw8FEWha8yI7q6uLopO0tN35513cuutt/LJT34SgJUrVxIIBPj0pz/Nv/7rv06ZLMvLy4Uc+5Q+wWmGVZOZSA1mpcdkWT4hPTYeTiCZuCEiQ0OpLzRNscM+WQgeDJL97/8udpAuF1leL/Kvf4357LPCej8YxDzvPOF4PIUiY8I9eeNGqKoa9SmLXwtOp1jcDYOh4WFikQi5siwKxa2tic8iZ2SghMMQCKD+3d+JGSHZ2RjXXYexcSPKU0+h3HMPyg9+IBRNH/sY+kc/inrbbUh1dWJcb2YmrkWLGFi2jOyODoZUlbCmUVpSgmrtBF0u0csytt7jdieMOyXDEM1+1nz4oiJBhnFJr6mqInWYkyOIJhiEkRExubGnB33ePIyLL8Z0OJAHBtC8XoyMDOS45bwxd66YXbJvH45f/xrtiiswFy9GX758tD6Tl4dcU4Ny4ABGfj5mSUmqzDz+/SuHDiWGyQFCfdXXJ1JUmgZ+P5KmCWfn+PdiFhaKdGEkgtzbi7F8OdpHPoJSXk4+UPTGGzibmtCWLiWQk8OIx0MoHCbjjTcYePxxvMuWUfjcc+I6cnKIBoOiJuJyCXFGdTXG2rXiu3c6xZ8n2/zErYVwuYQsOp4uNbOzxTPjcIj6yKpVIorr7RUihXgvDZqGZJooLS04HnqI2Kc+JY43PIzrjjsS0zUxTZRNm1A2byYSr/koO3cK9+jWVox580RTZVI/ygnIyiL6ta/h+MlPcBw4gGKaot/n1luFI8DPf46yfTvEYngqKojdeSdyNIoeDNI3Zw5d6en0V1djRiJc8Ic/4HY4kDMyUK3JsHPmCBuj3buF5904mKnd/qlC13UkSZr2uUdGRqbtRjIWTqeTtWvXsmnTJm6Ky9MNw2DTpk18/vOfH/c9wXjfVDIsgpwo85QM0zT5UHzjcsbTZRPB+mAn24FYs2dKS0tZvHjxlL7E8UjGuO464eFlLeymKTrbs7MxLr103OMMPPoo3t27Cefl4SstFe+pq0PevRsOH8bMzETeswf5mWfQfvlLzPjUxZPBIhnj2muRdu0Sx4kPk8LpxLjiCsy6OkI1NShuN1mWyaDLJXaxHo9YcDs6xA9vaAhyc8WC09+P8uCDyM88I4agZWSInWRzM8p3voO0aZNo6ouTgdTTQ1p3N7HeXgKahgyUlJSMugVEIol6jtTYKObcpKWJe9DaKvLnpaXQ2krE58Pt8wnX5cZGTJdLnGN4WJBLWhqEQsjxv5PCYWFEee65GJdcgnzwIOorryAFAuQEAiiqKswiFy8W9i5bt4r0oqaJbvviYkieXxJXMUkdHUJ6HZ9DkxJtxmKCiMvLUV59NeF0HM3MxB0KIek6xpIlwk7IugfBIFJnp0jLeTyYmZlo73ufSNeYJo5f/EKkuPr7cTqdOJ1OMlatQj/vPLTBQbJ++lMkvx9laAhTkgiFw6OWL9alx0UlxrJlwqm6sVFIeFVViBY6O9EuvVQU5SUJ7aqrcPzyl0hHjiQEBmZZGbFPfQp53z6cd90l+nnifUQA0YwM5PgIa6OiAv2661Cfegp1926M4uLRjU4ggPLyy6gPP4zzgQeQ4mldqb8fubERffVqjIoKkYZcunTcZ9xYvJjIj39M4zPPkOlwkH/hhZCRgfM//1N8d3l5mB4Pck0NzuPHiX7lK0irVpEH5FmuxG1tuGIxIrJMsK8PRZYT99ej60JJeBJMZvV/ujDTCCoYDM5KM+Ydd9zBbbfdxrp16zj//PP58Y9/TCAQSKjNPv7xj1NaWsp//dd/AXDjjTfywx/+kNWrVyfSZXfeeSc33njjlD+HFFcYmqZ5dkcyJ1ODGYbB4cOHaW9vZ+XKlScUtSbCeDNl9E9/GungQTGQyzDEiNesLPSvfe0ER2XDMKitrSXjtdfIVhRC1o9wZET4VMmySFuVlAjL/ZYW5J/9DP1HPxKvM03o7RX/Tuo3SVxXZib6t76F+frrIo3lcmGcfz5dc+fS+eCDzNu3j+yREeGsfPy4mAFTVyea7+KKLDMcFhJhq1BaWopZU4O8bZtYBONKJjMrSxDNH/4gRimbZiIVZAwOklFdTfhd7yJdkjAt99tgEGnrVpHyKi8XEuodO0SarK9vdDH3epGiUTzxVI7c2SkisQULRApnaEiooPx+sTCoKvqKFZCejhy3OzHnzEF96SWhxvP5iBkGciwmog6vV8yB13WRBopGhRLv6FEhPCgtFY2i/f2iTrRsGfrq1ahPPy36P9LSkLq6Ru+bzycGtv3lL4LYAgHSh4eFRDmuAtOWLkX985+FQGJoSMikXS6MhQtRjhxB+s53iPzwh8jNzTgeeABTkpC8XqHuCwaFHNjnw7t3r0gfFhWJBtyeHtL27CGwciU9QJphCA+2efNEEdzpRL/kEpSqKjGF1OEQz8mqVcT+7u/EMxS/n2Z+vpinE4kgORwYhYUYBQXon/wkUm8vjoceEqTscGDk5OAvLye3sBCzqUlM0LzuOpTNm4UKLDmKj98v5333iVRoebmYHxQKQSyGsns3piShv/e9JwwpS4GqEpg3D5fPBz4f8q5dKPv3i9pOPJVnZGcj19Wh/uUvRFetSrxVkiTSS0pwLlyIp7aW9Px8ovG5OeHubqLRKEdHRnA1No47ZOxMkcxMI6jZGr38kY98hJ6eHr75zW/S2dnJqlWreP755xPr5vHjx1Ou7xvf+AaSJPGNb3yDtrY28vPzufHGG/nOd74zrfNaa9pZTTKyLCc6Xp3xHHYwGKSqqgriUjtvsjx0ChjP7p/cXLRf/Qp50ybRz5KZiXHVVTBmFkYoFKKqqgrTNFk6f75IJ8TDR8nvH1VqWV+YLENGBvLrr6PHYmIWy/33Cy+wuJLM+NSnMHNz8ezahdfvh3hzpHHddXDddaM9NzU1rLj9dtKLi9EAad8+lG9+E0pLRY5/ZEQoj9rbYds2MR0y9YOLhXjM/TJdLrFQFBYKhVgwiKZpwg7CNPF88IMY0Sjyyy9DZ6eQ/obDGFdfjbloEdL8+aIhsb5ezHZfuRLzggtEQ2JODrGDB3GqqpCFr1uXIG0jNxe6usR1dnYKJZy1yCxciHLoEMqWLWIxtmTfcVdhtasLZd8+oWrLyEgMDjPz8sQ93rkTfeVK5JYWZL9ffMamJuTdu4l95CM4fv1rQVSaJiTVJSUo27eLWTs/+AGuL31JpIa8XqRFi0SNqL0dIy2NyLe+hfPHP0YeGhI797lzRVNr3CBTfeklQWqRiJAGxz3YSEsTEeWuXaKnp7hYCC68XtB1lP5+fHV1aG43hmHQtWIFtZEI7jfeoPLIEUpefBFt4ULkYBDZ78dIT0e76aaEhFl54w3k+nqhNLNSmqaJXFOD+vLLxD75SaJ33omZkYHj17/GnDsXPSsLrbdXkJTHkyJ9HjflZRhIra0iAo0r8xgaSkz7lIJB8bniTaMWpIYG1PjQNn3dOox4+ghA7ugQr09+LiUJMztb1MjGRp2yjPbhDyN/73sojY24fD7c4TBSKETkqqvIvugi/J2dVDc2ojkcCet9n88348Fhp4qZnnc2bWU+//nPnzQ99uqrr6b8v6qq/Nu//Rv/9m//dsrnVRTl7CaZsWqwmaTHxuKkijW3G+P66+H668d9n9W9X1RUxNKlS1EMA/70J9TBwVFVTpxkUqSghiF+JO3tKHfeKUYEx4UJ8ubNyK++CopC7sgI6fFRtPq//ivSgQPw5z8T6OjAs2wZG770JdKKixOHNQsKxA7ZOr/1MLa0YKgqyljBRCAgekCOHhU/6OxscZ1xqwipvx/T7SbscmF4vTgAY3gYeft24RiwcSPk5SG98ILo3ejvR37+ebGjfv/7xX9nZ2MuXy4UdHHvqkjcbdg455wUGfVIcTHRzk4kXcdZUICsKDit2ltenjhHd7dIXQUCoChEMzJQCwsxh4aEQso0xfU7HELe6nQK+bLDgVJfL5wD5s/HWLNGjE4+eBD9wgvRVq9GNU3RMFlQICYqdnWhbNqEfu654PEQvugiuhSFUosUXS7k5mZiH/842sUXozidqd3nccsZqblZ1DskSQghfL7EbB1iMVEzcTpHmx4VRUQf0ShKJELkvPNwXHophRdeSK4sM9DWhvfnPyfU2oo/IwOzqAj30qWk9/SgvP66MFX1eMRiHa/DJCBJmOnpYrG2Hsdzz4WsLGELlFxDGRrCiCve9IsvFkPc4o2VpsslnmtVRUqObkxTRIvhcMJg0/W976Ht2UP0X/8VFAXHr36F4777RA9Y3JmifP16ovEmwERNL3lkBCIdaRYXjyui0S+9lKhpoj72GHJLC6SlEbvpJozLL6fi8ceZu3OnEMesWEHnxRfTpevU19dDvEEbICcn501Tms2UZGYrXXamcVbXZEhyTq6traWtrS0xmnmmmK4s+v+z955hcpRX3vevQufJOWpGo1HOEUlEk82SFrCxcY7rtb0OrONj1mmd2cXs2tgY1l6DEzhgMCYjokA55zgzmpx6Yuequt8Pp6p7RkggBLvg533OdXFZnunprq5wn/uc8w/Hs/dr3EVHnXkm6euuE9Oww4dzNrPBYM6oyeVk2Fddhf7UU5Jgpk/PIoDU2Bj6tm2o8nLshgbSIyOEd+/Gd801OJkMGcsiZBhMPXYM9uwh86tf5aor14jMePhhHMuShDM0hKZpjDQ2UtrVlSWx0dkpu1S/XyquREI4Onl5Qob0+WB0FDsex6fr6MXFMDQkjoRbt8r7KCWJwjRFsn2CwZa2caPMPWIxeb3b74+YphxXaakssnJCGR4eZryvj0pNwy4shJ4eRkZHcRyHgM9HKJUiZBio5maMPXugpETkUWIxaa3ZNk55OXo0ilNSIlWCrgvcemRE1H7DYaxVq1Au2k/fvh3z+ecxH3kkKz/jNDYKgKGvD33vXlE0GByEkZFs9ZSNQECSRDwuunGuSGd2bqaUVFtVVdLme+op0VwrKhJ76fFxgQQvXiziol6lEIuh9fVlobiBbdsE3u73YwJVzz5L4Nlns+fU9vkYnTGDjqoqInv3kvzpTynu7cXf1iZEzeMWay2RwJ6Q3O2VK3FmzBB1hbIyfLEY+siIqAe4as72vHkCIjl8WFS/ARUMYl17rQBK1qwRhemREbkP3OG7PXcuWBbmmjXYF1yACgbx3X67qCi7kjXayAgVa9YwvHIlvPvd2EuWyLzpyBG5Hi5YQbMsMifzfNE0bFdkVHNVuEkmCXg6b24bOvL000xtbaX2m9/EWrCA9evXYxgGLS0t7N69O+v3cqLW2usZr8V6+W/dFZM3OsmcSmiaxu7du19izXy68WqSzInY+xMOjMxnPsOO/HxWg8wz2ttluD6Ble/MnCk6Yz/9qTz8E242rb3dOyjpkXvooV27SBcWQlWVtAltG629HeO//gvbHc4BOB/4AAQC6M8/L0CFggKcd7+bHZbF2du3E9i9G/r7paVRVYW9YgX688/LzjqRkOF7Xh6xJUswN20iEI+j2ba0sUyT8aYm8j0kViqFvm2bzJ6Gh6VVYhhSHfX1yUzAg1Hn5UnrbmyMyPg4KhJB37EDx7bpDwTQ29up6+lB03Xs8nKMeJzg8DCZigpwRSwzhsFYSQn5fj/m4CCaUuS3t2MmElKxeEm1v19ABYODUkEEAjKn6unBfOEF7Px8GBvDfPxxWYBdoISxb58kqxkzMB97LCs06XvuOZnzTJkCTU2SlMfGJPEEg9IiKyrCfOIJtIMHpSU5PCzCnaWl2EuXohobMR58UFpysZhsNmxb9MHCYYFe9/QIOKSnRxKwrhOrqSE8NIT+n/8p8NyyMvw/+YlUa/n5kuATCYoPHCC/uFisrn/0I1GWtm3Z6PT1kbrwQvyRCHpPj0jMnHOO3G/HjolWWiaTFdr0+/04Z51F5oYbcObPB8vCf/fdqNJSrJoa9MFBeW+lcGpqsK+4AmPvXpk/jo9nJYYmzlTo7kbfvj3XQpvAP1NFRWh9fUSeeQbe/W4oLCTzyU/iu/32rGyRKioic+212Bde+EoPc9Y3x3ziCfSDB3PEXA9SvX8/xtNPo1ybAA9Wm0qliEajRKNRdu3aheM4k1proVDoNesbZp/T05gFedbLf+uumLzZk0xvby/JZJKysjIWL178yrsB2xZjr337ZMG96KLJTPdTTTJKMdzVxbYDByguKZnE3p8YumEw3NxM5qKL5NiUwrnmGvRHHpFFacECnKuvloF5eXmO7+L2vLVEImvN6xFT09EofqWEhDY2Jg+yu+vVH3kE++tfR9uwQRbX6mqc978f59prpTIpL4eCAtJPPEH8619H7+sTw6r/+i/hrFRW4lxzjVQ28Tja2rXEKisZNE3KLr1UzMtGR+HoUWzTJFlZSfYWd1niWYisd+yOI62tkRH3pOiyaKbTaErh6DqUl2On02Q2biQ/FCLsLprW2Wdj19WhZTLonZ0E3ISoqqpwzjgDfyBAaudOEokEgb4+/IkEqepq1IIFmBUVqNJSGbiPjQnKq6REduGuCKY2PIy+aZNUP0qJs2NJiVyHnh701lb0jg60VEpaboGAaLR1d2MeO0bp6Ci6zydDdMfBmT4dfc8e7IsvJvPud4uEy9CQ/G0ohMrPx1izhsynPkXqe98j9N73SgUTicgCPX06emenKEMfPYq+d68kEBeCGy8uJlBcjNHSgvnIIwKRHh/ParPh88kAfmgIY9Mm9ERCKrn8fGGVDw5iRKOoF15gtLgYystJXXUVgXnzCEajspAfPSrQ4RUrUC0tjDsO/htvzMr06wcPoh86JPDwSATbRUVqAwMYW7difeADJH73O3x//CPmf/83jI2JG+fxUFtNk+TsbrYmhmMYmKOjeJNRZ84cUt/7Hubvfoexc6fI/9TXn5D3c7LQjhyR1058Tg1DPJZcEdmJi30gEKC6uprq6mqUUoyPjxONRunv7+fw4cP4/f5Jfi+vpbX2WiqZv/V22RuOLjvZTsFxHA4cOEBnZyeRSISamppXvkgjI5j/9E8yQ/Asln/4Q6zvfQ81oew+Ebpswgej3XMP6f/+b4KdnZxVV4f/gx+UlssJ4iXoN00TG4CVK1/61hdeiPbII9Iy84yavAFrSQnKcXCUwrEs0cBy2fS470sigdbTg/ne98ow2X0A1fz5WJ/4BMbTT6M99xwEg9TX14tszdSpAik+fFgQcz6fJLwpU7BSKZy1a7Ech6rqanymCQUFwszv6kJLJPCNjgoSzTv3mYwcU36+LHiZjPzO7xfpF59PfpdMgmXhFBTgxGKowUHaZ82iOC+PwqEhYbQvX45TUCAy9CtWoA4dQu/tRZWX4zQ3oxkGIYAlS8Qzpq6OaE8PVkMD6XQao6eHYEUF+YkEzJ+P/4UXBDrrLiKqokKMvdrbs8eZlU7RtBzizbalMvL5JHkaBk5FhZwDy5KKqaICe8YMVHEx5pNPil+MKxujyspkXlFWJnySXbuwd+7MAhHshQslQXv8G8dBi0ZJ3nknvltvxXz8cSEuBoMia6RpqHAYvbMTx2urVlZmZXlQSq5RKiU8I0/7TtPQSkvREgnCBQVY//APdM+dS7/jMLp+PXW7dzN11y605maCgQBaOExm7lz869aJWKfnBROPZyHcEyMLEInHUVOmkP7sZ3FqavD/x3/IHMx7lj2BzmXL0Ftb4b77pOpxJYTIz0e3LBKLFpFdtm0b/w9/iPnww9m2s/n441gXXCDOny+jH5iNoqLJ7U0v0mkBKrxMRaFpGvn5+eTn59PQ0IBt2wwPDxONRl+X1tprmcn8rbfL3pTaZR6Cy3EcVq1axb59+06J9W/8+Mfozz0nD7uL2NF6ejC//GUyjzySHc4bhkHam58cHz/9Kfatt4p2V0kJZlcX3HQT6s47ZcGpqcG5/nqcq66SPv+EheOVQs2bh/PpT6PfcYfoLQFOY6OQDqNRYj4fvkyGIGS1yQiHZRH3/M4zGfSNG3E8naZ4HG3dOnzPPCMmZoEA2DbTX3hBvnswiP7YY1INpdOwdy/OmWeSnDuX4W3biNTVUWCaOUVoy4LNm2Xnnk4TbmmRNtCUKdIS6umRaqatTYb81dVyjLt3y3t4opt+v8yClMJIpbDa25kyPCyGXIEAzqJF4vZ4330i86Lr0kqqrsapq0Pr7kbfv1/aee48xgwEUH4/hYWF+Hw+UqkUqdFRUuPj9IyPU+s4OGNj+CMRTNMUwqFrqIar/Kuqq0XHzK3ClM8n7pgeCMIwpLXltr8Mvx9n9myB5LoDb90VodTdnbMzfbrMhLywbbEOnjZNzolpTvaq9xQQDEPsF9atk+RsWcJdcRyxMGhqwpkyRRZv9xi1dFoSuCsOqkWjufdNpdBd7xqjpYXCX/yCyHnnMeVzn8Py+7HXrSPk2TUohVVcTGr+fKxgUK4nLgG5oSHr8aMmAE30/n6c+vqcInMshj1nDvaiRRg7duTuIb8f64orcJYtE+Kn46C3tcmcTCk0pbCqqkhcdVU2yRjPPSdyNEVFuXnm+DjmE09gr1qFfdllr/h82StXYjz8sGziXFUNracHQiHsM8/MPqenstgbhkFpaWlW7fi1ttZOJ8k4jvN/RSXDm61d1tfXx65du6iqqmLWrFkYhnFq7a1MBv2BB2RB8frChiED2u5u9KeewnHZpyeEMAPjx45h3nEHpmkSnDJFEsjQEFpbm/TPy8ulxbF+PfaRI9j//M9ZxzvbtiURuMq6x+8CvXAuuwxn9WrhvwDO/PlE77kH3113kR+Pk7QsnEsuQevoEEl/1xMcTZOdWiwmD6uH8AmHs4rCasGC7GKX6umh4MknxUGypESsk6NRQQI9/TTxzk7Cs2YR+vSnUU8+Keq2mib8nWgUtWIF6fFx2LULuruFT2JZAtWdNQt940ZJOl4rL5PBmTNHdq5eQtM09EwGR9OgpgYjHIa+PhkWr10rC086La02y0Lv7xcybDqNcfBgVqiTo0fBNMm85S0EXKl7zXEIHztGpLNTRCoLCqR11tbGcHEx4cFBQqOjArWeNg2amzF270bF4yLv71ZqKhQSA7RoVJKMZYlDaCwGmoaRSmGuXYvT2Yl12WXCn3nhBUlOliVyJr29ZN76VjAMjA0bMPbvx9i4UdQHwmGRTikslPOi62jRqCzAVVXYb3kLzr33CsdEKYqSSdHsqq7Guvxy2dTccw/67t2SKJWSmZmu4xgGuuOg0mnw+UTAMpnMSvSrYBDzoYckKbzrXRQ88oic47w8lKZhDgzgW7sWVVfHsdZWit77Xoq3bEEPBqWSHBqSc5SXJzO4YBDrmmtkLvTII5iPPCKtQsPAXrgwe5/Zq1YJjNowxEunrAy7tFQM3JTCCYdJlZQIdNsNj+nPRFRmXh709gqC7hSSjDN7NpkPfhDfr3+dbY+p4mIy7363aKm5xMDTGe6/UmvN5/NRUlJCaWnpCVtrpyuOCfy/mcxrDS/7e45wx44dm4Tg4lTl/pPJLJR1UrioqImSMSdKWl1dXXT+5S8sTyYx6+qE2a6U7PC8GUokIiiWoSEZwF9/PdTVYeg65oMPYv7lL0Lyy88Xm4D3vOfEkjRFRahzz8WyLHbv3s3Q7Nksvv9+rL4+Nu7cydk33IB5773SYjBNSV4upFd/9tmXvufoqBzfyIj851oIaOPjuR51Oo0qLCTj86EPDRFpbsb43vdEO231atQLL6Dt3Yv23HNilrZ4MZlYjOFQiNpEIovYcS65RIiBxcUi797SgqbrwnGZPh1n6lS0HTvkPKRSKF0nXlFBJBSS61NUhIrH0Q8dkkRUXCyACaWkRTU2Jmgy79qR2/kbu3ejIhF8e/ZgjI1JleOKXPpSKaivRwsGCR88iBodxfH5GKupYbi0lPz+fvzV1YT6+wXqq+tCUFy+HC0axVy/XtpquO0ivx+rvh57eBgzP19mN7t2YT77LMqFPivHEUmZaBRj3Tr0/n5J5KYpApKPPiqzkkBA4Na6Lom6sFDmRrqOKinBmT0bfc8e0RGzbalG3ZmXKi0l9dWvEnz/+7NzI6e0FGfOHJGLcRn32LYctwtZdurrZaOTSMhCX1wslUl+vtzXrkyNGY0S6u+n6Nln0YaHsU0Te2wMo6eHTGUl1vLlBOJxnMWLsS+7DHvVKoxnnhE152AQp7oaLZGQOVN9Pekbb8y1VmMxSZ41NaiKChyPVOk46Fu24N+7V9q5kEXOvSR0PatMcCphv/WtOMuWobvoPWfu3Gzl5ZymSOXxcSqttfz8/GyVU1hYiG3br3qm4yWZv/V2GW90ksFtj+3YsQPLsli1atVLysNTqmTy8lCzZ6Nv3DhZ6DIWk2HuBFOxie/nsfd7enpYsmQJvnBYFj+/X3aO8XhWniP78LiQW33jRpy6OmrWrSP04IPSdnENu4wf/1iY2QsWiPT9ZZeJbpdto23cSKq3lx2Og6qrY/Xq1QQCATJlZSS6u2Uuc8YZ6J51bH19lmejTFM4FhMjk5HdfX9/NqmGHEd22o4jycpxsBF4tREMolsW6tvfFrjv8uXY11wD552H4VYtHDiAXlJCvKZGGPqDg1keCojDpVNTg/biizJHaGyUnxcXk1q9mqG2NooPHcLvODje7CYcltnT2JiABzwZGk2TllhRkVRaLlxWSyZFz8xNqtr4OPHp0/GXl2Pu2YPd0CCaWVOmiMji3r1Y554rsydXTiVUUYHftkl1dJCIxeicNo26558n09CAXlNDIBRCLyzEisfR02kYGUELBrHnzMEKBLAOHiSYSgkabcsWtFgMp7JSNhsun4feXuHkOI6IZhYVSUXtOOjd3WKJPG+e3E/FxTjhMMbu3dj9/WhDQ6Ik7aoL93R0UN7cjL+tDfPxx0kvX47mSvTYZ5wh5zgSyUKGKSjAWrkS889/RksmcaZMkRabW0mrcFgM8PbulaRWUyP3iVsVKb8fXzyOkUqJyrSuo5TCTqXw9fTQYdt0Xnop/vnzKSktpTQep+DJJ6VL4M5wVCiEHQig794tZmOeMKa7ecg+ixP/122beeEsXQqPPJK1agBXusi2c987FsPYsEHU0isr5ecnQJqq8nLsE7heet2L1xum/HKttT179mRbZfn5+cRiMcLh8Cmh1uLxOD6fj8BJuiJ/S/GGJpl4PM6LL75IZWWlEBxPUFKekhKzpmH/4z/KbryjQwaRmQxaKoVzySVijTzh/WzbnsTeX716NaFgELVgAdr69VIReTejK/WSbYF55EoXClu7Zg2A2AQg8xTt4EG0lhbU+vVopon6+c+xP/EJjDvvRB08SCCdZkU4jOaW8ky4+R3HgWnTcD7yEfRf/EL0sjxpkwsvFGZ9W1uWp5Dt2QcC2SSgDw5mPdaVpmEbBprj4PfEKrdtQyssFE7Crl1oTz+N/c53Cvy6rw9Mk1AgQFFTkyTVdFr4L9u3o8rLUe6u1GP/s3s3TJ9OXNcZbW+npKuLgDujccJhSQSBgPBYPGJgKiVaVa7FrtbfL6rHHtzX788RTMfG0NJpSvbuxSgtxamry8FyBwfRDx0SbsXgoOzkm5pyKsemSbiyEr2ri/zZs9EOHiRZWUk8FmNoZAS/aZJnmhgNDZjFxZjr1sl3tiySZWVEbFvaRoWFKBfpla2Qg0FZFJNJ0ZerqJiMhkqnhZ80dy7OggUCt3UctL170fftk0q5v1+StK6T9uZTJSUCg4/FZLjvadRN3A3btuirffSjWH/3dwQ/+Umc/HxBKWYy0kIbHsaZNi27m1fhsLROBwaE5+M46O77ePe7phS+sTG0RIJpjz9Ow/79jCxYwIHrr+fI+DiL9+4VO+oNGzANQ6q6ysrcd/UiLw9n0SKMJ56QDYp7XrTubtFL85LRyAj23LnYK1ZkFZ/RNGnBLlmCdemlaK2tBL79bbEAdzcRzowZpL/85cmW0S8T/1NJ5vg4vrUWi8XYvXs3iUSCTZs2ZVtr3n8nq3DGx8eJRCKvG4z6jYw3NMmEw2EWL15MyUQzouPCNE1SHpHvZUKddx7WbbeJN8yuXVBWhn3dddgf/eikwathGCSTSV588cUse9+78ayvfQ3zn/9ZBAYdRx5qpXLwTKVkISsrwznrLOjpITA8jF1eju79/sABqYZ0XXbuBQXCT/inf8I2DFKhEL78fHzj43DHHdiA/a1vvQRE4Fx6Kc7ChcJNyWRQc+agpk5F//Of0e+7DwYG5AELhWRuMjiYbZmgadnFSSWTGJ7EjMt3UDU14k3j/kzbtw/fF7+YbQviOGjpNKU7d6J3dsp7u3+rxWLilFhYKOZYhYVou3eTGhwkWVhIxcAAZjqNM28eqqWFvO5ukbh3BTkxTZymJmmZHTsmba54XDTPfD55qBIJqWi8gXgsJryOVArTrbZUTY0QA595RlpJruyMKiqSTYbfL2rOPT1yPuvqUH//9/giEQoALRJBdXbi9PWhDQ/TXVLC0NSpzEgmYWBAtMu6u6UiVAp7/nw5zqEhVHExenu7QKNTqaxkj5ZOCynVsqQizGRE5XjdOozt27HOPVeEPQcGCNx0k8y6hodxWluzzpCaB/11yZ/OvHmomhqZM5SUSDXr6ojZF10kagzFxdjNzZjuhsfjY6mSEqzrr8eeNw/fXXeJ66Sr8IDjSEWr66JD5z4fWjQqcGmktauHw5SsX8/ykhLiX/kKwZtvxr93r1SLSqFt3Yo1ZQpqyhScie6eQOb669EOH5ZjDwTkuYhEaD/3XBpDIXx33imJJZ0WXs7f/Z1UWo6DfeaZWJdfLgKa3/gG2sGDqKYm2Xyk0xj79uH7yU9Iv4yp4MTwkGX/m4u2pmnk5eURDAapqKigsrKSkZERotEobW1t7Nmz5yWtNW8d8JLM33J46vlv+Ezm5RIMr5I8qc45B+ucc7IeJRy3a1FK0d3dTSKRYMGCBZNmPwA0NWH97ndozz8vcwXA/NnPhDQ5NCTvUVCA/a//Krtdx5Gb3ntw43GpLkxTdrruMTiBAHo8TqakhGA4jB6NyjFmMkLStG3sz3yGkv370TVN9MtKS6G6WrSgJoTztrcJ18WtSszPfhanoUEQUz09YBiMJhIU7N/PaEMDBYkE5sCAnIvCQmkJ4bYSPfSa48DwMGr+fGltjY2hEglhqvf2Sk8/FJLFz/u5ZWFfcQV2OMyIaZK3YwclAwNohoFz3nmouXOxFywg9tBDFA8NSVVVWIhauRJVX49TVIS2bZsQ8FwzLmf5chgdFbRSKiXIM1yl7Koq7EwGamrwt7RgPP64JBfbzranPFSU8eKL6P398l3ctoxx4AD+22/HXroUc906ST6eX31RETWOQ2EwyPjq1eQ//jj68DC6pmEHg2Il3N6O09QkvJyDByXxGYbo3DU1YWzfnhOOdMmu6LpUoMXFaKOjGGvXyvB561ZpBbpyMvrAANqaNfgXL8bX0oK5fz+YJuYLL5C55hqcqirMDRuyqET8fuylS8m8613gcls0F+SRtSZwHJzGRqzzzoNIhNQ//zPBT386Bzs3TdINDVjDw4QHB0V5wO+X74UkKqeqSuZoSmGuXUvwwQcJdHSIfI7fLxuZZJLAkSP0lJSwe3iY4n37crv0pibS3/oWxlNPoR88KEnvzDPpikaZ81//hblxo1TGhYVo3d1ofX1kPvWpSRQA7fBhmQnW1OTatX4/TnW1WEO3teW6CC8Tb5Q4JhMEMg3DyJ4bJrTWhoaGsq21oqIinn32WQKBwOtWydx2223cfPPNWb+tH/3oR6w43oV2QgwPD/OVr3yF++67j2g0SkNDA7feeiuXnQIAY2J4x/6Gz2ROxR3zVCDMk+L4uYVSpHt62HXwIGNK4ff7X5pgvAgGURddlN3ZZf7u79Dvv1/aVOXlOFddlZPtLy5maNkyap9/XlpqSsmC7XFJIhEs28aKxQgBgVBIEDluewXcHeVf/4r+8MMsTCYJBYPoZWXYH/gAztVXo61fj+a2DvDgo54HTjqNmj8f7amnUPPmQVMTtm2TefFF7ECA/Joa9Lo6HE/E8+mnZZd97JjoUEUiAvf0WOktLVlrX1VdjR2PY46NyfDVFZMkEBCAgWVhdXTQPTqKM2MGRbNnw3PPCQjAFW1URUX0rFxJQXu7IJRWr8723NXSpdh1dehbt8o8YcUKqRwrKrALCsT4bGBAbIzLysRDPhwmUFQkgpWHDknlEA7LMRcXSxJNpSTBeNWkzyc8GKWy1YR11lmCvKqsFDVrV+oncugQ/g9+EF9fH05rK2M+H6q6mrFIBCMeJxKPk/7AB6i480500xT0V2OjkC1TKfR9+4R748GMq6uzpmHK50MbGsJ84QVJiO4sSdXWglvRVG/ciJlKycbFtUDw/9d/4ZSXY114IfrwsGxkXCFK5bYTjSefFFmgSy+VJJJOSyJoa8PYtg37rLMEmtzcjBMMSmItLiYdCBDv6ZEZXiIhmwjXo8ZpbMyhvSIR6O7GeOwxOadVVbJZcdtymlKUV1cza948otEora2t7NmzJ8stKb38cvLz87MctYJf/hLfjh3yGe53UAUF6AcPYjz6qMxb3AVKSyTk+xw/m/D7czI/p7AkvFFeMrwMhPlErbWuri4eeOABtm3bhqZpfOhDH+Liiy/mggsuOC1vmXvvvZcbb7yR22+/nTPOOINbb72VSy65hAMHDpzQ3DGdTnPRRRdRUVHBH//4R2pra2lra6PIMxk8jXjDk8wrxavVGjs+tLVrsX/4Q7SdO1nk8+FcdBEbTmJqdMIoK8NxHeJOFD1vexvFmQwFe/fm2lWGgZoyhVQmQzwep0ApmTvYtrRXfD55nW0Lg9t1ekw3NREoK0MfGsL4zncwfvADkWpxHEElffSjONdcg/H972P85S9CeJw5M9uyyvh8jPb1oYJBUuecQ35XF6q7WxJea6sgzkIhEUYMBGTXu39/VlcLXELqwAB6PC4SLkoJ/FbTJBm5XBxSKfj976kzTcyiItSMGVBeLjOdw4fFkbK4mICHcHNnO4B8/2RSEE+BgLTT3AULd/BPebksJMmk7GILC8nEYuLv4s0u/H6ZN4RCWY6LSialwjFNSUBej18pSKWESd/QgH3GGajm5skX00u04TDWkiWMJpPU1dVRoBTpVAq1ezft7ibAME30igoCfj9+EC6NZWEvXCgVS2Eh1NXJd+7vl3Po92cT4USLZFVSAskkZiwmicOr7kMhVCKB3t0tMv61tVL9KCVyKfv2Ya9eje763KNpOYMz71p2d8u/g0HhIpWX53g9ySS6bePMnk36wx/G2LYN3733ogoKJnFktLGxrD4cLjQYXZcNUyaD0jT0/v7sLr25uZlUMknqj3/E95e/oPX0MFhfz/iVV2KuXk1waEjOy3EgH1VcjN7RIUna3Yw4jY2irt3fP8lVVuvvl7b1q5jJvNmSzMTwWmszZsxgzZo1/PznP+fnP/85paWlfPe73+WGG25g7969zJxouHcKccstt/CRj3wk6x1z++2389BDD/GLX/yCL7kipRPjF7/4BdFolBdffDE7L2o8hUrx5eJNn2ROCcJ8sti0CfWxj8HQEL7iYny6jnrgAeZt2QKXXXZCdMqrDVVYSN9XvkJ4eBjt2DHYvx/jN78h09WFbRgUahq66xmv9fbKTtGTXnGRVVpvr4hXukq3qrBQEEE+n1RNqRQMDWH+4Aeon/1MFg6/X1BV27ZBOMzQu99NX08PhUuW0DttGnmLFxN++mmxLxgaQiUSqJkzxbJ382apRtwZC6GQILpGR7Pui9rgoLDMA4FJ8ylc/xDHMDAKCjDdykZfvx5n+XKxBLBt4ZlYFg1KgetXb9x7b/Z35OXhuIgnMhn0bdtwli6V6qWlRZBvlZViaNbWhr1wIf7hYXz9/eixmMwlEgnRWWtokDmONydxxSq1eFxQbIYhiTSTkVlQezuYJlYgIJ44nZ3o27ejt7Sgd3WhgkH0cFi+8+Ag+tgYQXfhm37uuRhHj8ILLxCLx0m1tWHFYpiAEQqR+PjHyQsGJdHEYtIGGh/PkmvtBQvEI8flF2muxI8nXaM8fpAL3dbSaRGdfOopgdHX1WGdf35WAdl4+GFxNO3txc7LE/gz7qxNKXHaBJxZs3CmTBHvlilToLgYlU4TiEYFnnzFFdiXXYZ+7JgIoHZ1yX3hotms666Ta/Xcc3KNBgZyIJhUCu3YMVGxdtU18u6+m+I77pDrHQxStHMnmcOHOTAyQiYSYWR8HNXXRyA/n0AwKG1i1ydpUtWSn4/1trfh+9nPRDomL0/g6z4f1vXXC4T8T38SMc/SUuyzzpKq/3gpmzcwyZwOT8ayLOrq6vjBD37AD37wA3p6el7WVv5EkU6n2bJlC1/+8pezP9N1nQsvvJB169ad8G/+8pe/sGrVKj7xiU/wwAMPUF5ezg033MAXv/jF07ZJeMOTzKm0y04nyViWxfi//zuFQ0MYU6dmtcdUOEx+ayva44+jXDvSE8bYGPpjj6Ht3SvtkPPPF1TVcTevYRg4gFq8GLV4MclLLuFoYSGVjz9OxeAgWmMj9tvfjjNvHuZnP4u+Zo3s2oNBsQHOZMQDJi8Px+/PCU66C43W0yMLu+PIQtrXJ+0Kx5G/9ftxxsaIb91K3t13U1JeTtu2bYSCQZx//EecG24QWPWtt8p5rq7GrqmRIXwmg7Z7t7RSZs5E37hREp5SIq2fl4d/4UL0TZtyVYi7c1XV1XLzpFKy+MXjAiE3TTS3UkHTpHrr65NWj2dvbNvyXUpLSV9+OfrgIOajj4qo4vCwtGuam7HPPhutqwtzzRqM3buJjIyga5rMZ1avFv2u1lbwvks8LtyUYFDOk5tosgoKLrSZcFg8Th59VFpnTz6ZtYPWDx2S4ysupljXMcfGpI3kQs711lact7+dwK5dlHh8DDdhxMvLOfTww6gVK5i3aROhbdsEqusOnB3PsjoSkUXc9e9RiDacSqXQk0nU6KgkC5d8Ci50XtfRWlownngCp7kZ/49+hH7woCzysRh6Rwf26tXSTmxpwcnLkwpvZARj40Z5r9FR+XcwiL+wkKGmJvSPflS4PX/4gxB7Kyuz5F09FsO6+GLSn/40pNOYv/+9/D3ItXYFLVVBAb6775ZrFo3i+81vpEpzF0atooJAWxtz1qzh8fe9D9/s2WgHDjBSWkrGMMhLJAgnEmTe9jZMTZvkhWT9/d+LKKkrPussXoz1d3+Hqqkh8M1vCqI0HEZLpTDWrsV673uxrrhi0nN6uu6Ur0ecDuP/eAXm01GeHxgYwLbtl5g6VlZWst9FrR4fR48e5amnnuJd73oXDz/8MIcPH+bjH/84mUzmtP1l3vAk80pxOklmbGyM7du3c8b+/fiKitAmSp8HAvLgn+QkA9DXh/mZz4iniwd9vPde7I9/HOf975/0Us82GWBwcJAdO3ZQfuaZFH3kI9jH3VjWffdhfOMbok7gMfFd3xPlwl8VZHkMKJVrURmGLNyOI3L0bmJWSqE5DtV79+Js3Yq2cSN1vb2Cfquvl8WpsBDV3Iy+aZO0QSors1WC1t2dlVZxLr5YVJYHBsT90kVWOeecg+rpIRWN4u/vx1AKvaBAFm+3CsKTmq+rE3FKTUMFg6TjcYIDA3L83kPjJhstFhOV36YmrPPPRzt2DH1wUEh01dVyPpqbsVydsXR7O8yYga+5GXw+7HPPlbafywVyampEv8w0MZ5/XiqIdDqbIFVFhbTXfD4ZuB87hvnoo6IDlp8v1yQSEVh0fz8F8XjWAtmT0wl8/eskfvtbrFWr8PX0yKYgFMKZNo1gQQELOzvpufJKhs46S6RYXHdMZ8oUjIYG/C0tZK67Dt+DD0pCc+0Y7FmzSB89SnhgIGvpnJXRd+2WvftAb20VDbADB6T95WnH9fZivPACangYvbsbY3QU37PPotxBubNgAda116K3taG1t5MpK6PlQx9ifl0dDA5iPvaYmMvNmZNNgAwN5YAsRUWkP/MZgp/8ZLY17NTXZ7XctO5utLY29NZWQc1NbGVpmqgit7URHB/H/Nzn8N95J+HDh3HGxkiGQnQvX87BwkLMF198CczXPv984b9MEJj1f+c7aJ2dWc06BWgdHZh/+IOQjD2fpzfBTObVfvYbJSnjOA4VFRXccccdGIbB0qVL6ezs5Oabbz6tJOM4zps/yZim+aoG/11dXezZs4fGxkbCU6eieQxyL9zF2Sks5GS4DePuu0XjacoUeYAdBw4exPziF1G33YZatgz7fe9DrVyJrutYlkVLSwuHDx9m1qxZ1NXVnRQVYn/5y6imJvSHHxbF4XnzZPEdH8fnWj9nZzu4A05X9wlcMls6LYxrFyKop9MCPf3sZ0EpytJptKeewti3D+f88zF+/Wu0LVvkfXt6xK8knUY7dEiS29gYdHdDVZW8z44dghzKZMDdEUfz88nXdQzP1sDl06iKCjRdlwrItrMQVFzBTc0FCWQBEaYp//n9QrB7/nnU0aOSUIqLRQp/Qu8dXLJtXR3JVAqzoSHHLchkBH3nqRWXlWUTmX322aJ/1tcnVURJiUCu3XOpCgokOaZSwm+ZIASqCgulbeY4Of04Tzvu0CHM++5DHxrCPuccOX8TzL+MffuoGB3FCIfRFy0iXVdHIpmUGcXgIIWjo6J8/IUvUP7Nb0pSLinBMU2GgaDjoA8NybzDndnZzc1oiYQs+qGQDNs7OuTfHvGyqEh+3tODcexYNlFhGGjDwxhDQ8K+r6+XJDJzJmzbRqSjAwC9q2tyYnBnOASD6L29AjFvbhawQ3191mI7GyMjWcsKAgGRPzrOIdMDFahAANXYSOob38B44QX0TZsI5OdTu2IFlfPnMzw6emIAQWmpAAg0DYaHBXVWWTkJRerBvfX9+7OaZbyB7TJPzua1VjKnE2VlZRiGQa9rMe5Fb2/vSSuj6upqfD7fpOOdPXs2PT09pNPprEPxK4UHX9Z1/Y1PMq8E0fMqGe+gTxYT2fuLFi2ivLwc59prMXfvRg0PZyHHWk8P6bw8uOACTiD6IkPVxx6ToaR3QtvacvOUri70hx9Ge+45rFtvRaupobe3F8dxWNHcTPG2bfDUU6jGxqwN8aTw+3He8x7RUhsfF1fG1lb0H/5QbIxjMUkC+/aJ7pW3i3Ql4b32iWPbaK5+lXfcHjor4zLYfb/6FcYvfymtnmAQbXwcbetWkSMZG5skjMihQ6JZFY1Ke/Cyyxhbu5bCgQGczk5KTBPTtlGzZqGGhgQtZhhSRXgaax6L3626tGgUvweJ9cJTcnbJmvqRI6IUncmIkdjUqWjuUFvr6spydzJXXond1YV/cBBME72lBfr70fv7sadNk8qouxvV1CTaZN3d0nrLy8MpLpYkpOsy4zl2LOfoiEsM9ciCIyOSQF01bNLpnJSPK1bq/9nPZGdeVoa9atUkHhWWJZI6ZWVoySQ+08xuHpxIBCcQYCQvj4OAGQ5jxGL4LQtfJoM/HkfV1WHPmoV12WX4fvELsUWG7NwGTRPuVTqdPWZSKSG6xmJy3mMxAR54x+2qLphPP43avRunslJssjUNn2s+p/LyhNDr+vVkn89EQpKNN9uZMQPV0IB+4ABOc3NOVLSnB+eMMwRUEYkIr2nXLtkguO00bWiI1LnnknH5NMaTT+K/7TaZ72ga5j33YL7lLZR88Ys5AIEL8x0cHKSzsxOlFMXFxZT5/UxxHHGonbwQTFbomLA+vFFJhgmK7aca8Xj8Vc9gjg+/38/SpUtZs2YNV7ujAcdxWLNmzUmtmM8880x++9vfTjpfBw8epLq6+lUnmPXr1+Pz+d74JPNK4V2cl+upvoS97yFT3vEO7IMH0f/8Z9n5ubITB666imkngzC7/fXs7iiZlMVe12XBj0RkAenqgptvpufzn0c3Tc4KBgndeKO8FpfbsWgR9je/+RJPG3AdNN1FQDU3Y//4x+x7+GGqS0qoXL4cbfNmzHe/OytCqEpLUfPmoZ59FiORkIfLax24rHMtGoWREQK2jeN5tpum7PQtS9pmqRSaC/8lEJBjsG0YHxd5+cWLUatWoUIhehMJEl1dVEajGJ2dwh4/80wYGkJ/4QWpWsbGpFXhchu0zZvl/DmO6Kq5kGjN049zW1XeOVZuRany80WpIBgU50hvBuSi24wXXsApLCS4cSNmNCrVSCSCM3UqzqxZ6MeOoY+NoW3bJudMqeygXRsakhbgkSPSQnPlgpy6OiGXDgwIEs2tBMhkZDEHOW+JhOzaEwmp1lwUmH74MNrgINbf/Z0IZD7xBHpfH8aOHdhz5ggR9oUX5PzaNnoigSopoeItb6FswQK0HTsI/upXqHQaByi0LBy/n7EPfxj9H/4BLZXC95OfZO2nUUr4MPn52NOmifdKXp4k1WRSiJUeYMCFTWc3Jl5ij8fRDx+WAf/UqWSKizHWrsX87W+z591etEiqvvFxtO5urIsvloq1tRXzoYfkXhsawvBknFyCbfpjH4NkEv9tt6E0DU0pqYwHBiAQwFq2jLGPfUwqtfZ2/D/6EcTjkqw0DUZHMR97DGfWLKy3vx1OAPMdGxtjcHCQrmiUTHEx1du2Yek6wUiEgN+PfuyYiI/OmTPpcXujkox9mppp4+PjNE209z7NuPHGG3nf+97HsmXLWLFiBbfeeiuxWCyLNnvve99LbW0t33XNEP/xH/+RH//4x3z605/mn/7pnzh06BDf+c53+NSnPnXKn+mt1XfccQePPPLImz/JeAN7y7JOmGT6+/vZuXPnS9j77h9jf/ObOO96F9rWrRAK4ZxzDgPbttF4sjmPruOcfTb6n/4khMjR0WyZj65ntaMyeXlYBw5QMj6Or7aW0L//O1pnJ2raNHltPI7+5JOiWFxYiJo5E/uGG1Ang09rGlZlJenKSmlDrVyJ/S//gn7XXWJtW1bGWHs7ofx8AkVFaNXVUqGUlsrC6i6AKhiUto03aEdmTNmP0XVZtLyWkwepjkTku6bT2LpOZ3s7yjQpPOssjHgc9fTTUFsrScvlCzEwgPbii4KKmjEjt8s+fFhUCEZHSebl4a+qwnDRQ55yAO4AXwWDstt1nS71ffuysj3KNOXYHAe9pYWydFpkUNxrp8VigkKbOlXka6qqsuKbqrZWkmJNTZZ0SSKBPjAgyamhQXr5iQTm44+LirHbiiQYxC4pEel8yAIVvPdxGhuF19HeLuTPxx4TdelkUgingLF5syRCd8OjpdOiSJCXh7FnD2rhQsymJrSKCvR4HMOyiCmFVlJCbN8+dj/2GCVz5rCwoAB/Oi1VvM+HPXNm1uJbFRejHTsm4AEXIq+KiyXJupYByoOHu/c27v2hDQ9jDAwQ6ugg+O1vS6VsGAI9f/ZZnGPHUFOmYK9aReZ970Pr7sb/ox/JkL2iAuuMMzAOH8YpKcG64Qasiy6C4mKMp57C2LgRZ+FCnPnzs6rW2vg41vXXk6mtlc9+4QVRpJ4+PdduLCxEDQ9jPvZYNslMfkQ0CgoKKCgoYOrUqVilpejf/S7mwYNkLIu0baNKSxl/61sJ6jqRCd2PNzLJaBNsQU41Xi8vmeuvv57+/n6++tWvZrs8jz76aBYMcOzYsUnHVl9fz2OPPcZnP/tZFixYQG1tLZ/+9Kf54he/+Ko/u7Ozk2Qy+cYnmVdql02S058QSikOHz5Ma2vrS5Sbjw81c6Ygudw4mdy/F/YHPoC+ZQu0tOR2gZom/IVQiGQyiROPEwgGKa2pITOReey1Xbq6ZAfX349qbER/+mm0DRtwrrhCmNu9vajFi3He9z6Uu+uaCCIABBmWn4/1178y0taGVlWFcf318NhjIpiZn5/btet6Fq6rTFMWaFe/jImmUrFYDpnmfVY6nW3FcOgQbN5MTSjEcE0NZkkJ9PWhliwRyRzX80Pr7YUjR2Rh03VJZJWVwhAvLs6KYOqOI3pi558vdsEtLSKtD6QyGZKRCJgm/kSC4MCA6Jf5/dK6ycvL6oRp3d0YjiM/95KPbaN3dqLv2yfEvlQK1dgoLZ2JiBqXi+LMnSt+NhMsegkEsFevRuvpET5IJiM7acB84QVMD2xhWZJEy8sFIOBK6mu6LgnGcXDq6nJk01BI7AxCISGHOo4sNtEoGmCfdx7Gtm1SOZaXYyeTdPf10VBfT/Xhw+Tl5zM6PEwqEqGvoQGfbWMWFBDIyyOYSqHHYqRuvhn/D36AsWWLtAVra3Hq6jCfe06us+c/49oDqIKC7DV3SkrAcaj77W8lKVdWZofzniZd6stfFnKtrmP88Y/o7e1SIbhup1ZNDfqRI/K3bgtMd22tszyXGTPk54cPiz3yJZeIvMsECaRJ4ffnqt5XCLOxEb73PYz16/EdO0YqGKR/xgx6w2GGNm+epBOWyWTeEHTZ6RqWjY+Pv26D/09+8pMnbY8988wzL/nZqlWrWL9+/Wv+3M7OTr773e++8UnmlULTtJcgzNLpNDt27CCZTLJy5cpX7bnwioi1piYyP/sZxp/+hLZunfS6HQenooJ4PI7KZIhkMnDuueJZs2VL1usc3BZba2uuxVZSIq2LnTsxfvhDcaDUNPQtWzB+8QucVatwrr4af1PTZP0nn4+OlSvZGwwyrbKSxvnzRVLkoovQH3gAbedOnJIStIoK2L1b+AO6juElRk9BegIih4nf21tovRah42BHo+iul3zZ3r2ienvWWQIvPnIEXnxRduf5+WJrMH26yKy88IIk8qEhSUDFxah589A2bpQZSCAgsOJYDMuV/PcnkwRGR0kHgzJ4HhlBAcqyRFfLFSfVRkZy1YtXlbjnh1QK87HHpPorLc22xzxTL21gQNo+qRROZSVGMJhFnOnd3fKaoSHsBQuw6+qEkZ+Xh9bXR7KoiMj4uFQEpaU58qsrzKkNDMhsx7KkLeUpCHv8I9dWOgt00HXR3dq4Ef3BB6WF6/fLIu0qF3htsaBhEKirI1BURKiqirRlkUokGB0dZXxwEL9p0ldaSvUHP0jh6KioYrtsf2vFChH6tCyZO2kaqqoqKzuj3PtCsyzMsTGZKbnkYG10VFQhenowHn5YkkR+Pvrhwzierl1vr1TRLjFU6+rK3VMn69u758jzdHFmzJDvGovlUIdKoY2OYr3lLfL/Mxn0HTuknVlVhTN//kvtmIuLsd/6VnmugSr3P9u2szphra2txGIx/H4/R48ezQEI/hcqm9OFTsfj8b9ZwzKvcBgfH6e8vPzNn2Q4TlpmaGiI7du3U1xczOLFi7PttFOOZJLClhYRtDzzzJfom2Wjvh77M5+Bz3wG7Ykn0G+8EfvYMQK6Lp85fTqZm25C13VG6uoEWDAwIPOXkZFciyYUkgcvkcgmK1VYmEMPpdNo27ZhDA1RX1VFZtUqDMApKODI1KkcVYqFy5dTPmGuo5qbsf/5n7P/X7/lFnSlZOB27BiWZZEsKqLg8GFZeJLJXKLxnDYhKz8CZHe4qrYW0yVeJoaHCcdiGI8/ntvljo/LQF0pnNmzMZ55JjeriEYFtTV3rnCKKisZGhmh/NgxQfnZNqniYgZmzqRyZATj4EHU2BiBZFIGzEVF2OEwRne3+L8nkyjLwvAEUl3hz6xygmXJQjoyIpBf2xaTsbo6jK4u9JaWrNijxxp3mpsxtm+X1p3LP1KQ82MJh9F375bE5g3aS0uxZ8zA8AAgkF1oNdsWyZh4XBbw/Pxs4spWio4j7xUMyvlOpaRFpWmS/PbsEci560BJJIIKBHCmTkVVVmJu3Ijp8xEGikIhVDrN0MUXMwy0B4OsTCaJvPgiyu9HdxXEnalTxbCrthb/v/+7wJbHxrLcJc2ysJqa8HmVrW2L144H4nAcfH/4A3pfH6nvfx9VXIzR2SlcKpfwqsJh0Teb0NaxlywRPsvAQA4QMTICuo59xhk4mQwFhw6JXFBJSZZEic8nYJKqKjLXXYfW1YX/3/5NSMm2La3ChQvJfO5zk6DJJ4uJOmHNzc3s3buXdDpNPB6fBCAoLS2lpKSE4Im8n16HON1K5vVAl73RkUwmiUQib3ySORUBOC/JtLa2cujQIaZPn05DQ8OrFo/T//pXjFtvZW5LC6bfjzF7NvZNNwma62WiffZsWr/0JeYePkyZ42A3N+Ncfrn0oLu6SFRW4lx5JfrvfiesZU/rKxDI2dV6u3HDkPlJIiGLjksYdMrKKH72WdTGjWhFRWSSSaoKCqj96lcJjozAwYPCbD8e3gsy59m2Tdpkc+cSGxiQSqq2VqqOQEAG9KYpRmOWJTtnV7NMuW0LDfC7PvMEAjiRiIAJLCvLtMYwRKYmmcR46ik5AA/mncmgjYzIbt9tXw7Nn0/BnDn4d+1iPJlkZP58KmtrRXyyshLNJWCqqiqspUulOnnuORERdZOJ0jSsUAgzmRRYsWlKRePOGlRxsdgGFBVJm7KnR5wYPXCBC+P1/frXpD7/edH0OnRInDGrq2V+UFuL0dqKdfnl+H7+c+HOGIbwS5Ytg0QCx3HQ+vqyBmfKNOX3U6diPv+8tAxdjbIsyslL7l6i8QbzLpqOri70ri78jzxCfmOjGLINDxN67rkcd8dDjGmazJSqqohccQULFixAGxzEKCvDicXkGONxNCDZ0MD4tdeSV1mJsXcv+o9+lCWGeqKgyu8nU1yMOTyclfDxkGgqP1+EPzduxHzqKTk/+/ZlfwdimGfE40w0M3cWL8a68kpJNN5MKxDAuvhi7JUryfvpT8l/4glM156bcFgqxbIyrLe+Fev661HNzfi/8hWM7duxp06VjVoshrl+Pdx5J+kTyKG8UnjznKampkkAgu7ubg4cOEAoFMomnKKiotettXY6HBlPx+xv3RUzk8lQUFDwxieZUwnDMDhy5AiJRIJly5ZRfJyk+KmEtn49xr/8CyQS2AUF6LqOb9cutM98hsw992QXxYnhOA579+6lt7eXRZdeSnFpKcc32TzRP/sTnxBG+IMPyrylokJ23N6N4qHBwuEsemniIqS1taGnUqQLCxkqLcVnGBT296N/6lNZi2IVCuFcfjn2//k/Aixw/TecVauw3/Me0TM7cgRfKsXYlCnkf+Qj6PfeK4S6qippd+m6tLLcBTbjyoMEPJSYC0PWkkmC8bjogOECBCDXhkuncwupKwjpLVD6unU4E6x0M+k0g6Wl5MVi1NTWilZZLCZtw9paHO9nriSKvWoV+oEDItPjOKjqarSpU8ls3ox/dFQSjcsbypSWohoaMLw2TX6+DP8tSzS2XMCGsiz0gQGC3/62JE4PgZVMiiBjKIRy2evOwoVkNI2BZJLK2bOz/iZqfBzr0kvx/eIXMuAvLRXSqK5jz5olCs0eOs3vF2b/yIh7A2o5AVWPt5OfDw0NKLetF+nuRh8dFY2xYFA05NrasJcswZ4+XZKY6x+kHzmCs3gxvmeeQS8vx1mxAm1wECeVImYY0N5O6wMPMDxnDova2iieNg0zFBJ0WkGBGJjt3s3IGWcQ9Fqanmq1zyegiHBYIP1bt0pS8ngwHvIvLw/lOJhr12JfeaX3QJD54AexV6wQW2/HwZkzB2fRIvTNmwk/9xwjxcWCKAOc4WH03l7Sn/kMjmd3cPgwxp492BNmXEQiOFVVGJs2iSrBq2TATxz8Hw8gyGQyDA0NEY1GOXDgAOl0msLCwmzSeS1qyKdbyfzf0C4bGhoiFAq9+ZPM2NhY1lHOc5E8ndB//3vhSkyZgorFcFyNMK29Hf2hh3A+8pFJr58Iiz5z+nTCmzeLnMqyZTkBw4kgAtPEufZanGuvlUV640bML3xBdLLImUwp0xSEF2QHyqqmRux0dZ2MphEKhYiEQpIU+vuhqkrQQ11dGD/9KfoTT0A0KnBckHbOt76F9Z3voLW2Eh0YoCcvj7IVK1Bz56I/+ijs3QvRKGrZMklY69dj9/ZKsk0kchyXVEqOMxjE7OvLWRZ4i7hn9eu13DwDrwmEWe3gQQz3ezeYJqNNTTgf+hD5W7bI/MprjbigBTVliizO7lBcP3BArAfy86VqiUbR6uoYnzGDgpYWkXqxLGlzZTIkBgexQyHCo6P4o9Gs9YLmapxlZ1NuWy7bIjRNtPFxfPfeS/oTn5AdtaZJAtZ1LNdMTYvHs0nVmT5dCI0VFcLX6euT34XD2EuW4DQ3Yz7+OPasWWDbsvt2QQPZ8+eSWL3qRnPBGuFoVJKXy0nxUG3Gzp1yn3pEV03D6OrCuuQSaUu5AAlVXo4GRAB9eJiFDQ1E58/HpxRJXWekoAC/67YYcBUlMnV1JL78ZYIf+Qj6vn1S2VVX54iWSgnnxdMyq67OVeX5+TA6muNbZW8At1KaOlVELF0EmbFjB5Zt40zcoRcVQVcXxu7duSQzNib3oZdg3FChkPxubCynSH6K8XKzEZ/PR0VFBRUVFSiliMfjWXfLo0ePnrLR2Ini/4/tMi/JvP3tb6fak596s4bH3g8EAtTX178mK1Lt8GFBJnmmXuQWSO3YsUmv9eRhKsrLmbdzJ76vfEWkXADKy7H/6Z9wXHLT8Ygw+TANdcYZZP7wB9E/6+sT5NnQEOb3v5+FCmNZkJ8vu8a1a0UwsriYPBdOrLm97KyJlN8vQ+ydO6UF5srBa21tmB/9KJlf/Qp1ySVY7e3Y7uxAzZkjiKBoFONb34JQiGFdZySToXx8nLCuo/buRU2fLqzyQ4fk+JAk6OTno2cy8tD7/bnWD0xuB+n6pESDZeHYNoFYjNKjR1G2jb5lC9q+fVm/HzV1Kpm3vAXKytCefBL92DFZ1JNJqSjmz0eVlWE+8AD6nj2ETVO4JuEwqrERbWAAX38/BePjWJqGMTAgn+vObbR0Wo4vL0/Opaea4En2WJYkmtFRfLfdhuY4stBWVWFYFvmxGLphyCB8eDjLdHeam9E3b5b3TyalYh0fx5k1i8yHPiRCm7292STngQCyfCefLysPo8ViMs9KpaSdNUFSPUvAVArdswL3UHV79hD4/OfFwvnoUZzp0wVh587/MAyorKSoqAjz3HPx79hBZHSUjK6TCIUY7e/H7zj0VlaS8vmofsc7iHz/+8J/SSbFEttVdLZXr0bfvVuqv87O7GyRgQEUTJaPicXw33KLGKi5kkj2smWk/8//ybZmX1IVHHfvqClTZAM4ODipYtEGB+X81dTIc+tW4Vm30peJU4Uwa5pGJBIhEolQX1//EgDBCRUIXuZ9T2fw7zn3/q1WMl7cddddBAKBNz7JnKgMPZ6939nZ+bKQ41MJ1dgoC4j3mRNaF6q2Vl6jFK2trVl5mCmdnZg//rHcyFOnZpE0xte/jrZ3L2rRIoyFC0+OVKuowHnPeyb9KLN8uZBD166VQXQ4TLy1Fb/Ph+7359pMyWSO36BUztvdWyAzGUkGnkxLLIb5hS9gjY5S+uKLAgd+61txLrtMFq7iYpymJsafeor+igpq5s0jFA6jWltzsNbVq2H6dIEZDw1htbaih8OCSjp2LAcggOxiN8nH3ftdMEg6FMIyTRQQHh1F+8IXcvplbqLSu7qy6DBj+3apavLycObOxVm0SAa8moZ16aUY69dj9Pbi5OWhzZ2LM3OmKPA+/TTayAi+0dGscZldXo5x8KDI7qTTqOFhmUNBDvHn8W0cJ8cpcRcv/cABTNMknE5LkonFZMF1HIxHHiH9nvcQ3LxZyKhu1aOamnBKSjCef570xz5G8POflx2/3y/tqfx8GZJXVmLs2iXE0Hgc5fej2TZOUZFIpUSjOeLnRLUE79p7lghKiSx/URFaPI5+7BhOaSn2GWegj44KobKgAG3rVoHMp9OYhw5h6johXUeVltJ59tnE588ns2MHvr/+FcO28cdi6GNj6L29qIICMh/6EPaZZ+I0NuK/5RZB7rnSNp6D6UREmf9nP8P885+lVVlXB/E45rPPgm1jXXMNPPww+kSnW9dOwplAnvRcMn2//rUkWc9q3HHIXHkl2sAA5r33YuzZIxuhadOw3vY2gaifJE5Xu+x4AMHJFAhOBiA4nc8ddzsUf+szGa8oeMOTzPFxIvZ+T0/Pa/KUwXWU1J99Vgatbq9Z6+9HVVTgXHYZlmWxa9cuRkZGWLFihVih/vzn4iDp+Y5kMtLS6evLQpFLamrIe9e7wINd4i62LS2yODU0ZCU5ANTChdgLF4JSxLZupeOvfyUUClHf2EjmP/+TwLFj0gbzevkeJ8RbyL3Wiyff4pXurhmZ74tfJBIM4rcsjO3b0R96COtb38LZtIn+HTsIDg8z1efDdNtHqqAA+/3vF6fJvXtlEDs8DKOjpEtLReI+nRb59JERkdP3FkdPmHHCjARNw0mnMSwLX14ecQ8y7OlYecefnw9jYwR+85vcLlbT0EZGMDZvxlmwIPudVUUF9uLFjB47hlFVRaS+Xn6el4d19tnoO3dKG6ywMCuQSTwu8GHHEbKo1zJzkwq6LpWDJzTa0JCtIlQwiN7WJmrAE9SkjR070NrbBSgwZw7OjBkip5+fLxuVWAz98GHs5cuxZ8yQeZamSQtsyhRZlIeHSb/vffh/+EP5yq44ambOHJwNGwgNDwss2lPe9q41x1WOrnipqqwUVOHAAPrAAOzciXX55RgbN+K76y6pCg0D+5xzhIPS2QnxOKqqiuErrqCwtJRZhw5hpFLELrqIRHe3mKhZFqZpEp03j0gmQziZxKmpQXfndbizHae6OtveBDAfeUTud6+lXFCAo2kYW7eSef/7ic+fT2jr1myi0VzItX2cU6N1ww1QUIDx8MPoQ0M4DQ1YV1yBvXw5gW9/W2ZS7jzM2L4dvauL1Fe+ItfxRM//60TGPJkCwckABKfTLou7Uj9/65WMF2+qJHMy9v5rNS7DRWDZ//IvGD/6EWZnJ0rTcGbMwL7pJsZLSti2bh3BYJDVq1fnNHp6e3OLOKAdPSpKw7oO4TCqshK9vZ05P/sZvO990kPu6MC49Vb0HTuE5FZSIpbJ73jHpJK+u6eH3dEoTe9+N/VNTWiaRl9xMeb991MzOCjAgZYW9HXrZDdnmjlY9MTFhgkVhCuBooqLsdNpKC1F27QJ49JLUePjVGoaPl2HaBT76quhpgatv1/aLcuWCXLq8cfBtnHOOoueSISaw4cJHjmCdvCg7Pz9fpxp00S+wzSlN+5J1rvVgfIE9uJx/ImEwKiZ0BZxUXZZHTPIwavd72k8+6xwKVyYsrN0KbFAgNKjR8UcrbVVuCrDwxAMigX1yIjwcXp7pfIoKMi2bFR+voAC9u/PVWBuOH4/mUgEUylpfcXjaLEYPle6JqsBZtvo/f347r5bLLlLS3HmzcsRPz0r62QSwmEZbnvIvlgsm+Ssiy/GeO452YR46tuZDMPTpxPas0cSjKcplp+fa5e6yLRsFa7r8v4+n4hORqNomQzmgw+i9/eLVI7joCWTmE89Rea663Auukiqtb17CXR0kKirk5lPURGRoiIh086eTTqdhl27iO/ezc5wmOqjR5ljWagzzxQFAqUEtp9IyMxseFiuVTwuUjMTIxKB/n60sTH63/MezGnTCA0MyLlfsgT7rLNeMn/BNLGuvhrr8svl3Lm2BcYjj0iCmTUrO1tzXP8l47nnsI7rHGSv8f8A4//lAAT79+8nk8ng8/kIhUKMj4+fMoAgFotJm+nV0jPepPGGfwvPT+bl2PunZcF8gnCuuw7nrW+l69FHiVsWzddcQ8/gILvXr6e+vp7p06dPvhHdWUm2pdLXl53jeC0DVVVFsKMD7dlnUeefj/nNb4qKcU2NLAADAxg/+YlYHs+ahd3czAHDoKOzk4ULF04SwbNmzqTrAx+gYtky+UE0ivmRj6A/80x2sXRmzZKdo7dwW1ZOa82ypP3kCjwyPi7kyEwGo6gI02sRdXWhP/aYDK1d7gSAWrAAZ+lSaVNVVuIcPUrivPPwz5+P/uKLuYqmoQFn82YRQHTbOo5pMtTQQHFbm5BBTRMcR+yEDSMHn3V94XFnEe5NkKsy3OpC37tXvicCgU1XVTF43nkUjowQeu45WYR9Pkkws2ZJoksmYdcuQY+5A3Zn5kyZfxw5glNTI3yZgYFsklbu9c5EoyRNk8jAgOyyHUdaQS6IQAWD0nJLpzEffzx3b65bJ5XLxReju74mhMMyhD96FC2TEV6JbUMyiTN7NmraNJxFi4REmkyijY3hs20KUins5mbSH/84/nvuQdu/X9QVDh/OofnIIRWVy9rX2tuzsx1c4dTsnGKCF5H5wAM4S5cKKAFQruSJikRkvuQ9k0DA50MPBpk6ezZVZ53FWGEhViBAuq2NoaIi/MEggWSSUDSKXlgon+cJsXZ1QWmpABL8fmnrhsM4tbXYhkFqwQJUWxv6zp0ivxMMimLyiXb8nquqG3pXV460mj1gl9/U0nLyZ/9/wU/mRACCffv2kUql2HycAsHLAQheTUL6W4g3PMlYlsXmzZtflr1vmiapiX3c1xKRCOmlSxmNRjlw9Cjt7e3MmzfvhNLX9pVXoj/0ENqRI4L48Xbe4XBWRkMzTWnHRKNoGzag7dsn8xtv95uXh7ZrF8Ytt+CUlZHSNIoWLaL+1luJHCec+RIQQUkJ1j33oN98syQaQPP7cUIh9D17ssNkSktl1tTXJ/IikQhWOo2eSmGmUlk7AE8HjEwGffv2HAvdM9basgU9mcS++GL5fNfLRDU24oyPy2JZVCRIphUrsGfMgMOHsfbsIR4I4F+9WqRlNm/OEjQB7LIy4WJ48wTTzJH+vM/xkvuEOY/Kz5cElU7j+/OfKXDVh/WWFlnQysqwVqwQR82uLpHoP3RIWkQFBTj19diLFgmabXBQCImxmCQCv19aa46DsXUrkdFRHNf4CsfBMQzxklFKKgvPFXTiMbsKCsbGjWLw5RJszSeekAooFpN7o6goB1s3DPSjR7Euvxzz/vvFTycvDyxLFJENA7VwIammJoIf/CBaa6tA2L15jPfZ+fmSHDo6JLl6cyZPAseDmpPzJ9JGR9G3bEHftQt7+XIStbVisZ1MYmzfjjpwQBJgU5NUg8XF2AsX4rNtKo4dw6dp5Le14QwMkKyoIKMUsfFxulauJNXRQf3mzYSSSfTublRfH1oolK1qrEsuEU+jLVto+I//wN/Wlj1mc80aMlddReaf/umlMjPHhSoufuksEJe4+zKqxf/b2mUegCAUClFWVkZ9ff0kAMHevXvJz88/IYDASzL/t8QbnmQMw6C8vJy6urqTloevR7tsYiilGBoaIhaLsXLlypP3Phsbsf7t3zB++lNBdLmoINXQkBt2xmI4Ph9q5kx8LS1Zu1mQKkPfvl3aZn4/QwUFBDIZ6j1baMMQ344pU6C0lEIgWl0NE/vTPh/Ol7+MuvZaQcj5/aiFC9Gffx79tttk4ff7pbXn9wtyyf2OllKYXgUxsR3hoa68Rd/r8TsO2r59MuxOJKi0bZg9G620VPTfDAN93Tr5jGQSNTJCbGCA0TlzqIrHRXVg5kycVEoG26OjON4wv7kZbdeuHDIJZK4zEdwwcUYSDEoy9/tRjoPW30/DHXdguMoG+Hxo0SjmI4+QqamRZJRI4DQ3S8XS1DTJ78RZsAAVCGBs3Yqqrpb/Sktl5z8wgN7VheG1qAoKsMrKMA8dkkrHcXAymZysvK7nkrObiIzDh0Uu35Vo0fr60FIprCVLRA1AKVkgLQt982YBCkydilZXJ/B1v5/+ggIqCwvR163DuuoqgXa7pFNVXCyzHZef48yahe/XvxaVAe88+v3Com9vF7h+YWG2EoPcfE+LxdD6+8kUFNB0003CF4vHpQLs7ETfuRN79WoyN9yAamjA/NWvRB15+nQ5hy0thNvacJqbSX3604QvvBBtwwb47/+mLxQi0txMuKcHw22VWtdeS/rLXwZNo/CJJwgdOCAJ3n2GtGgU869/xT7vPJnFvUzYK1ZgPvywVKZTpsjmqLNTfHcm+Me85O/eINMybyZzIgDB4OAg0WiUDlchvri4mA0bNmCa5utWydx2223cfPPN9PT0sHDhQn70ox+x4rj514ninnvu4Z3vfCdXXXUV999//2s6hjc8yWiaxtSpU1/Rgvn1aJcBjIyMcPToUQBWLVyIOTKSNVo6Uaj587Fuu028Sx5+GOP734doVAbXqRRaIkH/woUUz5mD6e5ESSYl0QwMSBLSddKGQTASIeRa6GqPPy7IIE+ZuKyMvJoapvp86Pn5whkYGYHq6qxV80SRT+faa3HOOAN961YZ+q9bJ9VOdzdqbAwfyPzlBN4aHI+0gtxxx+PiuKgU4UwGva0N5s/HvuEG9A0bREhy61aUYZB0VX/LVq1CHx0VJFN/v5yfSARnzhziHR2EBwehqAhnzhxpgXk6b0qh0mmB6k5IMIBUEUNDUjm5IAXTM0ODLJ9Fi8dlRuISLD2l7ExpqbQCPUXisTHss86SIXJ9vcxXjhyRYzUMrAULZPF1HJyZM3GGhrA6OoRD5DhMPIMKcu00yFY0qr4+13osLkbr7ETv6JC2pLdJUgr92DHSn/mMLIwuIiqVThPr7kbpOnp7uwzxQyFRN/bM3kIhSKXQOzrE3767G98jj0hbsLAQ1dSECgREHiYWk0Xcq2iUElHMwkKc8nK0eJyK++4jvGOHiH5WV0vrbnwcYjHs1auxL75YhEnXrxfts9JSqWqXL5cNT309zvXXU+734+vpwQgESM+YQTKRoL+hAXtkhMjAACNVVZBOU2zbRLZswXE3D9nTV1yM3t+PsX37KyYZVVdH+h/+Ad+vfy0OoY4jwIm3vQ1n3ryT/t0bqcJ8ojZdIBCgpqaGmpqaLICgs7OTn//85+zduxe/389nP/tZLr30Us4555ysfcmriXvvvZcbb7yR22+/nTPOOINbb72VSy65hAMHDrysV01rayuf+9znOPtkivGvMt7wJHMqYZrm61LJtLe3s3//fqoKCyn67W8JffOb8jCWlmLfcIPAjU90I2qawJHf9z4oKkK/806B9BYU4Lz//eyZOZPVSqFWrEDNmoW2c6cQLMfHxStE1zGqqwmEw8JDcXkimmnmuA8jIzjz54t0/Fe+gl5UJLvf8nKcd74T55prXtpKqKsT5V9AD4dJHTpEtKSE/KEhnEQCs6EBtm7NLhyYZq6VQo4M+hL9srw8ME3SSmGYJv6ODnwf/rDIpaRSkEph+f3EL7iAwre8RSRVwmHU4sXw/PNi+zxrFqq5mcH9+/Fv2oS/vV2G6qYpi2F1tSxewWC2MsrqgHn2A64nvZNOSxXhyt2TyYjWGS6qrr8/d04cB8bG8P3qV8IPSqflOpSX47hSKfrOnTKwTialzTg+jlZejjNjhrD2BwYwW1vJBAKYui4SM5FIlreiTeTbuKGAdCaD6fOhJxIy90mlpLVnGDmHzWQS/eBBzPvuEwmcSEQqWXcWoo2PC3y7qEiSaF+fzIJiMYFL+3xCFi0rw77gAox9+6R6cmVlCATEJycazVWNrngoLrnVa1Pl79wp3yEQkIrOBZZojoO+aRN87GNovb1Skbowf6/6VS7QQhsezomR+v1i0pafT35+PqqmBnvPHmJjY+w9eJBUKsWyVArTtrFc9NrEUKe4c3eWLyc1b55sWBxHABYTEJwn/Js3WZKZGBMBBOvWreMnP/kJd911F7FYjI9+9KP09fWxf/9+Gk6CnDtZ3HLLLXzkIx/JesfcfvvtPPTQQ/ziF7/gSyeR5rFtm3e961184xvf4Pnnn2fYRQ2+lnhTJBlv+H+yeK3tMtu22bdvH319fSxZsoS8734X3/33C8wyHIaeHoybbxYU04c+9HIHinP11ThXXik75Lw8QS498YQcXziM9dWvYtx6K2zfTiIaJajraNXVGNXV8h4eqdMjzXkPfSaD2deHPxoVaLVpSqLq7cW45Rb5u5ISaYmsXg2e+KAbx6ZMIVNSQm1/P74ZMxjs7ye/oADnqqvQN2wQ6HUyKe2niXMGT2cNcrMZlw/js22cigqZ9XiKBZkMlmFgOA5lmzdLEuvtzSkD5OWJNXVlJQrQy8s5umwZFYcPE04m0Rsb0WfMQNN1bMcR+PHgoMxgpkzBnj0b85lnpB1nGCi3DZdl7XvnLpWS45zYwmJC2y2TQT94UBKbrqNSKXx/+QuZj30MX2srxrFjsogHgyLbMmcOekcHTnU1xpYtKMuSdkVBAdbcuVLN7NolCe34e9H9bDU0RMI0Cbuk0OyS6SHO/P4svNp85BFhwe/ciVNZSfriiwm5cilOYyNaSwtORQW+hx+WFmk4jNbbi55MkrnySjHmWrxYKk/XK8lre6qSEpK/+AWMjxP4+tfl+sXj2YpRtyysM87A9hZ5d46SlQ7KZDDWrRNeWX6+nKeODvR9+9A7OnKiofPny+wJcKZPx1i7NoccBDTbxq/rlK1cyapVq0h2dJCoqMA8dIjhQACVl0cgECAYi+EPh8VWIJXCePppjPXr0dJp7CVLsC64IDsDzUYohLNo0Sk9/8ptsb4RUv+nAzjQdZ2pU6dyxx13oJTi4MGDTHE3Iqca6XSaLVu28OUvf3nS+1544YWsW7fupH/3zW9+k4qKCj70oQ/x/PPPv6rPPFm8KZLMK8VrSTKJRIJt27ahaRqrVq0i1NuLvmYN8UiEgAc9zc+H7m6M3/xGoMYnG7rZtnBJxsdR06dnW2yT/Gnq6xn+2tfY9/DDFABznnpKHr7+fmmheSiekpIst8ALLZnEPzwsMNzCQnnA8/LQ1q/HvOkm+Xcmg4pEsD/wAZxPfQrH7xfiam8vS772NYL79pHeuJGR/HzK3/EO1JIlqLvvRn/6aZnbdHaKcGYsJqZjqVSuHaOUtOa87z8+jtndLQukaYoysuPg8xKKJ/HuLf6mKcZjv/891ic/iVKKqqoqbMsiPncuQ8PDOIODpDs7iZgmkYoKAqtXywwhmZR2RziMvWqVWCx4CcY0cWbMQD98WBLiRJDA8TGBV6JlMkJu9fnQEgmM55/HWrhQfOp7eiAUwp49W9qQmgbd3VgXXYQWjWI7DmOWReGCBcI6HxsTp8cjR6SF6FV9ZWXYixZhvvACoZERERW1bbEs0PUsR0fzhtUTfXzc0Ds7Cd9/P9FVq9D6+wl+5jM5jx+/X8iIroqzU1YmCSWREBVrFzwyqWopKxNPnfp6nD//GfPxxwVe7iEjTRMCAUYWLKB42zaR9HHlhLwZkwb4f/hDkrfdhlNTg/+Xv5RjCoWk1Xj0aBYUoSIR7HPPxXj2WfT9+3MWAAMDODNmYK1ahfnMMxT96U+Y7e34lKLyyBGs/HysUIi0rnPkzDMZjsWY8c1vUrx5M4a7+dK3bMFYv57UV77y0kRziuE9m29UJfNqP3eipIymacyc0CY/1RgYGMC27aw5mReVlZXs37//hH+zdu1afv7zn7N9+/ZX/XkvF38TScY0zdOayQwODrJ9+/ZJvBvt8GG0eJzM8Vj+wkKB+3Z2isvjcaEdOIDxne8IX8SyoKgI+/rrcT74waxIJkB3dze7d+9m6rJlTJs2Deeyy9B+8hPRD0skUPX1IjOTlyftCZfJjGGIyVcmM1m/qqsr53Tosuy1vj7MH/wA5/e/Jx2NMieTYf6CBfCOd+BccQXpc87h8PPPM+3ccwFwPv5x1CWXoN1/P9pzz8FZZ8HgIPqTT6KGhmQBc6X2tUQiK7fi+HzisAnYPh+Orgvs0tM481pYXpLx2i1dXRh33ZUVijRqatA/8hHyAgGMn/8cq7UVa2wMZ2xMZhHz5xOqribc0gI1NaQ7OnDy8gj6/eieOnBREc7s2SJv4gEXThQTf24YaD6fVIX5+ej9/QRuv10WZLc6MnbswF6xAuuSS+RviopQU6aQLi9ntK+PQseRBdWyUIWFWB/+MObvf4+qqZFr6CZpe+pU9N5e9LExOS/hsFgjtLXJtbVtbKUwJ0CFs+ABpdCHhoh0dGB0dkq7Mi9PZkTpNM7UqdiuErQ2Pi4Iuo4O9I0bcaZMQa1cKdWK65Sqt7Sg79+P485wrDPOkNZWLIYqLBQCZTRKbMoUknPmkOftbD24dnk59syZaIcOyWd5sx1POdnnwykqQhsbw/zrX8m8//2oigrSn/885n33iXqDrouq8rXXokWj+H73O5TjEJs+HWfGDAqPHhUZoPPOg7//e6oWLKBgzRqCL7xAf34+TiRCIBgkaBiEd+zAfPJJrLe97VWvAbwJksyrrWReT8OyU42xsTHe8573cOedd1J2XJfktcabIsm8Eori1VYySilaWlo4cuQIs2fPpm6iPH5pqQj+HQ+JTiSklXSi3dL4OMZNN8mws7ZWdpcDAxg/+xnk5WFWVGDbNgcOHKC9vX0y/6WgAPtLX8L+5Cez9sPmBz+YcxC0bVmMa2pyLayKiiwySuvqmiRGqcJhacX09gqhzjDk/D33HGzYgPPQQ5hf/jLKcVCJBFowKO2N5mY480wZ6psm1NTgXH+9OHq2tAhgYO5c9D170Lq7QSlM25ZBuKsFZrrvRTr9Uo6L9yC5KDX96FFBPSmFikbR29ux3vUujN//Hv+GDQTcdmCqvh4jEGAwFGJ0cJDitWsx43HMggJoaMBavlxk4w8cQNXXS/JNpeTzQiHZGHhJ5/jE4zhZ2LUWj8ssx3MAlRtLrJI3bEBZlry3a7tgHjxIweAghs8nc5vBQZxp0wQ04CoDGAcPCl9notmWUoJga2wUUzLDyCLozIkbpYkSQW4UHTwoA/hIJAuOUMkkxu7dQpqdcC9onZ0CGnBnep40Uvb9bDt7LVRREVRUSPvRtZdgcBBlGAx+6lOEjx2Tc2gYOJWVwvGyLKm+kkm5lqWlIi+UTosGYCgEbW0Cpfeeu4YGMp/9LBmPeOrew+bvfw8jI+Iz1Ncnra6VK2HvXuw5c7BXrSIEFESjmH4/oWnTSKdSJFMpxhIJUqkUqYcfZmjZsizc99Ugr7y1428lybwe4phlZWUYhkGvq2HoRW9v7wnpGkeOHKG1tZUrrrgi+zMvOZumyYEDB5g2bdppHcubIsm8UnhJRk3w7D5ZnEgeZmKohQtx5s4l8OKLggAKBmVoOjKCc911Yjp2XOhr16IdPSr8F49AFQigHTyI+alPsbyigoHVqxm66ipWnntubheiFBw7JnpPNTVZ5VjrnnvQ//Qn9E2bZNjp2vmmQyFif/0rZZlMdtCreTtjVxkZQI2PC/pK02QIPUFBWdu2jeCXvsSydBrfv/2bkCqvuw7n6qtRs2ahKivRWlrkuwQCMrTNZFCLF6Pt2YNzwQXidNnSgh2NYmua9M7HxiQRe0kme0InzEsmOG8q14ZZFRWhuQnZuPvuHMESqXzMc8+loLKSvM5O9l18Mf50Gp+mMVZYSKK8nJCmUfCWt1DwzDMCVXUcqK4Wl0RdF0TdyMhkcU7DyHFv0mlho08kM3ryNpmMVIeplDhJmibm888L+ioQIDwyklVLdqqrxZJgYAB7wQJ8990nwIO8PCFZlpdDKoWzahXG0aNoe/agaRpORYUgxSaes4nnbuJ9lk4L2MK2BTzgCWsqJdWUN7/TdYwDB4SPEomgOjqyBmeah+xrbpa5WEEB5vr1Qh7WdUk4Ph+qvJxYfT15tbW5e8IVCyUYlJlYebnAlouLBeLsVryaYcj7uOhCL7S+Psw//xnj+efB78c6/3ysq66S9/QW2onPsN+fs0IAsRJwBTQDwSCBYFA6DMPDjBUV0T4+nvWk96RbSkpKcgodJwnHtb5+I8iNpzOTicfjVHsz3NMMv9/P0qVLWbNmDVe7Yr6O47BmzZoTWjHPmjWLXbt2TfrZTTfdxNjYGP/xH/9BvSvldDrxN5NkcHcFLye1MD4+zrZt214qDzMxdJ30v/4rox/+MKHBQXmIg0HUW94yyW1yUnjmS16CGR4W2ZhkUh7MRIKaRx5hysgI9gUXyGsGBzF+/GMZuicSIpB4ySU4H/6wiFV++MPy7wmRSSTYUVfHW55/XuRP0mlJIB6R0k2iusd98BbSCS0rbXwcc9MmCvPzUQ0N6IcPY3z3uyKdv3ixoIw6O0Xg091tOuedh3PeeaJMsGULWlcXdiJBMi8PVVBAwdCQ+NnH49K/n7DYZYU8dT1X3RhGFr2F2/7Tt2/PQYz9fmGGj49j/u53pObPx3zmGRYqhe7z4SxcSOTMM0mmUsRiMQZ1nbGpUwkoRTiRQF+yBJ8LX3aWLkXfulWqQNsWn/v58zGeeUYWaddWOJsMvfPmotQmgR4yGTTLwmhtRcvLo3/+fCqHh0UDTdPQu7txhobIXHONMNVTKTTLkgpn9mzRdhsbwzrzTHy//a1UMem0MN0XL0YbHsbYulUSwQnafUrT0IeHSVoWIVfhOLuR8L6HaQoIYGxMkF/BIHR2Cvx3yhSc6dOx3vpWVH09xv33o/f1CajGRRfqAwOoggLSH/4wViRCZN26nOFcOi2zp54eaX994hOQn4/d1IRvdFTeJxSS17a3QySCdeGFckoHBgj88z8LWMCVs/Hv3o2xaRPWRRdhuBW7mlhpJZOoCbtjZ+FCuO8+Ab54m71YDF0pQhddxPyGBvTOTtLbtzOuFD21teytqaGgqChLaiwoKHhJMnmjkGWO45wW4CAWi70u7bIbb7yR973vfSxbtowVK1Zw6623EovFsmiz9773vdTW1vLd736XYDDIvOMg4EVuxX78z19tvCmSzCvtMLzE8nJJpqenh127dtHQ0MD06dNf9j21qVPZ/IUvcGF+Pr5oFNXYiFq48KRsY1VTI79zh6NaW5s8MLpO2u/HKi7Gp2nCmn7mGZxLLsG45Rb0p5+W9kdZGQwPY9xzj1jjvu1tUr0cd+Pruk68qor0T3+KuXdvVnzS/Pzn0Y4exXYclKZhTFwwJ97ASmW9XoxUCr23VwzKMhnMr389q5yLrqPq6rA/+1nU8uUwdSpoGvbnP4/+3e+SjMWITpkCDQ0YVVXkbd8uFYjfLxpgVVUixX7ggJwPz18EdwH3LAFMMysomiV+6roszrYti2VnJ0HPc8dF2ekvvohpWYRdfoA2PIy1aBFD9fVk/vAHRlpaiAwOEk4mMW0bX1kZ9rRp6L29OAsWyCJVViZJzmvtGYbsyAcHs+KSLwEOTAAN6OPjVOzfj5FKyUxH1wXp19eH3dCA3dCAmjdvEvPc2+k7M2aICrIr++KRSkmnsd76Vnz33ju58tI0rIYGnOFh/Mmk3OO2LZ/pWVO4gp7KFZX0KiOnulrg8IODaH19WB//OKqoiPCFF0r14wlZNjZKOywSkXNRXY0+Pk7eM8/gNDbiNDaiHz4sVZ+mSbK69NIsr8cpK0MbHc2Jfvr9smFx+Rvmgw/KHGhCta8SCYwNG7DOOQdn5kyM/fvxAWYyiT4+jtPUhO16yAA48+djXXUV5gMP5Fw1fT7sc87BXrQI/y23YOzahd/nI8+2qdq9m1mXXEL3nDkMTiA1egmntLQUv9//vyIpc6I43Tbd65Vkrr/+evr7+/nqV7+aVbR/9NFHs2AAryr8n443RZJ5pfBK3RPNZRzH4dChQ7S3t7NgwYKXoClOFIZhoAyDzIoVGKfg7a3OOgs1Z47wX1xOgLIsHMNAr6xENwzhLyiFtncv2tSpwuqurc3pLhUVwZEjmP/6r6hf/Qo1dSr2+9+Puuii7Od4F9zRNNQEeOb4rbfifPrT5LW24nPRQ9rg4GR/FI85n8nI0N6FKus9PbLLHx2VBcEVcdT278f8t3/DuegijD//GdJp7BUr6PP5GJ83j+p58xgaGhLS46WXyiKTSkkvf8UK2XUrJbwfVwZfRSLSAhkdFWM0ny9n+OVaOmfDsnKgB9xkOWHB1jduFM0u2xYPny9+kaJLL8Xs7KTgoYdQiQQZwyBj24wWFuLYNgVK4du9WxZKV705a9c8NISaOVOY6d7xTL7JXnLdzaGhrG+P5rVy4nF8v/+9/MmTT+JUVGAvXSp+PAMDonZcXCwJ0zDQu7rk/GsaxGJk3vEOUp/7HP477pCf6zqqsBC7sJA0YAaDQnh1HDT3WjM4KOdX08S9M5FAlxsGJxJBN02BGQ8MYOzejfnXv4p6uGnKMY+Pox88SObd70ZVVaHv3Ys2NIR/bAxjaCiLlLS92WU8LvdNTw+qpga9pUWEQAMBMU7z2oAdHehtbVI5btggoqQT9bhcJJpx9CiZT34S5+GHUY89hmYY2BdfLBVXaemka5B53/uwFy/GcAVmnTlzsJctw3zgAQFpzJyZUwro7ye4Zg01q1ZRPW8eSilGR0cZHByko6ODffv2kZ+fT9idDf1vVzTeTOONqmQAPvnJT56wPQbwjCtVdbL45S9/+bocw99MkjnR8D+VSrFjxw7S6fTLy8Oc4P0mIsJeMYJBrG9/W+T9N23C9mC0U6ZglpUJasdxZKdZWChw5VgMJgxjNQ8qqmli3LR3L+ZXv4qlaajzz4doFN/atTQ+/bRoYJ1zDtTWCkIunabmrruY3d4O27ZJK2rvXlFo9oiW7lBXi8Vk5+qqGHg7cM/hMCt5E4uh7dkjvu3uDl5/4AEqfT5K3/te9GAwx1+ybWGKT52Ktm6d7GIB66KL0EtLpYLTNIH6RiLoO3ZIOyeVykGOI5FsazLbmpqYYCYCB9yBuDY+Lu3Izk78X/866aIi7MsuE/2t0VH8rvcMDQ2k9u5lMD+fyM6dRHp7JTEUFopET0kJ5m9/K8ANT67DSzQnIFZOuFHkOF2BR1IpqbQmDFONaBTj4EGsOXNEJ811LFWAsXGjIAXz8gQhqBTa4CDWVVfheDMmwwB38Q7E42Q+9jFUbS3+m2+WQ3CJqZqrm6Z5hFrACgax29vlmFyOjPHUU5JgvMrDbRlq4+OYjzyCdcUV8l0LC7EzGUkMyeSkDYDmQac9WZ9gUPgxVVUi5eK1Gl19OTx7hERC4P3BYE5JAkQhuqIC6/3v53BFBTNsG6O6Wiq9E5xzZ+FCaZ1NCGPTJpyCgslKAWVlor584ACW270oLCyksLCQpqYm0uk00WiU7u5u0uk0a9euzXq/lJaWviYTxFMJD778amdBr2eSeTPEmyLJnMpFOF5aZnh4mO3bt1NUVMSSJUtetSz2pKSllCQGn+/kWPz6eoa//nX2PPYYU597jrpHHpEb3hNJ7O8XTamLLpKHNC9PqoeiIhgcFBKfacoiW1Ymi//27fg+9CGpANJpVEEBNbqOb88etEceofPtb2dXIJBDyM2fj33ZZdlj1rZvR//1r8VtUtfFijcaldmJ40hrxRNNdHXSJoXH9QiFsJVCdxz0dBrfAw+gBgcpOXgQxzTRa2txzjwT5+KLMQ4fhn37xM1S09BSKZy6OhE/3LEj6x9Pe7sgkfx+8YJvbJS5TDwuCflEJnTH65e5QqTKsmB4GN+3voUqLcXYsMG7iGiDg/jf8Q4C9fUU+HxYc+diPfcc48XFjASDOEA4maRk3jwCQ0OYHlKqqgpn+nTMP/1pcuvKC6/d5y3qXrXo3TMer8jllZj79onh2BNPyJ97KCxX0kaVlmIvWpT1iXHq6jBbW7MOnZppMl5dTd7AAOn3vQ/1u99J8o5EpDXpOLnWn6s3Z/j9GOk0js+HbVkYto3T0YHmCq2a5EzBUAq9vR3f736Hdckl2HPnkti7F6ewEPOpp7IgEHvKFPS+Pqyzz5aqZ9s2tFhMJHi6umQDU1eHNjqKqq/HXrJEbBf6+sTobGhI5nxVVVkEoL1ypZyjBx5gzm23kZ9K4fP7cerqSH/84zinoKX1Ss6XJwq/309VVRWGYZBOp5k9e/Yk75dwOJxNOIWFha97lXO6eml/y9bLJ4o3RZI5lfCkZZRSdHR0sH//fpqbm2lsbDwt1IiXZLTNm0UAc88eaT+sXi1w48bGSa/3Zj5TFy+m4sorccJh9IcfRmtvJ5DJ4BQVYX/96zBlCkop0RV78klhjkejskD4/eI9Yhg5bxqlJCnF42gjI6imJqyZM0nv2EHeN77BBU1N+AF1xhnY11yTOy5NQy1eLKxvN/RbbkFfv17acp2d6Om0nJvjpdEhqyisdF0SjK6juwuqNjCA9sQTBFweh97ZKUij2lrU9OkYW7eKK6HPJ5DXxYtFZmR8HH3bNpklmaYMomfOxFi3Tpw2Z89G27MH3SN/ev4rnkLxRPMzXZddOEh1qGkCtvBaaq4jpX7kCOavf419/vlorl6bFgzia26mpK8Pq7eXVCZDanSUo4sWUavrMHUqIZ8P/8AATm2tkCsnhqbhLFiA7kkAuRXNJNvpib4+rjeOlkplrYi1lha08XHS55wDmoa5fz++++9H+f2CRCssJHPxxeguiTKRn09U08gfHkbr7sapr0cbHpYqytNTa2pC6+oi84534L/zTnTXUlzPZDCUksV/bAxtbIx0Mok+MoI+0QnWS3o9PRAOU/nUU4Sef16So2VBayv6jh1Yf//3WO96F1p7O77f/EassOfNExXrvj6MwUHspUtFfw3w//jHMDYm4JDubrFwjkZxamvJfPCDOMuXY2zYgO9nP0NPJLCmTsUwDPT2dvz/9m+kfvjDHAT7JGEvX47561+jPNKo2y5T+flZ64KThTeTOd77xXO43LNnD7ZtT3K4PB2tsJcc82nAl5VSxGKxv3lXzInxN5NkDMMgk8mwe/du+vv7WbJkCaUT+7mn8X7avn2YX/qSCFmWlgq/46GH0A4dwvrlL2UX7co6HD/zsb/3PZwbbkDbvp2uaJTYGWcwffVqeXNNw/7sZwWCvHZt1rNFVVfLLj+VEnQO5NoUruBmQVsbA/X1FA0Oku9qcqnCQvR77kHbsAHr5pvhJBITavVq2LULZ+VK+ltbqfD7MRMJ0b86ckRaa4GAtEcmoKoMx5GZA+ScI00TZRhYeXloFRXoL7yA//zz0Q4dkqF9KCR9+rlzZcduGOIUefSoVDNTpwqYorgYOxCAF18kPTSEPxCAujrsWbPQ9u1DGxrK+a1MbFl586NEQrS7XEAD7pyBREKk5H0+9EOH0A8ezCUgTZOZWGMjvmAQ/9AQKi8P/9Kl2IkE2v79pMbHydg2jmkSLirC51ZlKhTCaW5Gj0alzeUtwMfzgrzj9SocpYSZ7yXOYBBtbAz/888LMMJtG+qWhf8nP8FavBhmzJBBOWDFYiKv7ykl67q0Al2TuSwfxtU6y7z97fjuvDMLZberqlAzZqAdPoy+dy/hsTG5ToYhnCnTZKy2FiMSIdDZCZs303jPPVlBUBIJgXsPDclmp6wM8y9/EX7QvHnYM2bgDAzI7zs7peU3fz7Gc89lTcRsw5B5Ul8fWn8/9plnkvnHf5Sq64knIJkkUV5O0OeTDUpTE9rBg6LE8I53vOzzal1wAfqePRg7dgjU2SWHWldeOQmhdmRU3IsAAP3qSURBVKI40SzG5/NRWVlJpessOj4+zuDgIL29vRw8ePAlDpenAxw4nSSDC2EOT1AQ/1uPN0WSOdVK5ODBg/j9flavXv0SL+1XG4ZhEHjgAUkwTU25wW9BgTyojz5K6rrr2LFjB4lEYvLMJ5NBW79e2P/hMMklS8i4cL9sFBVhf+lL0N2N1tGB+S//IjIsruhjtqddWJjdsTs+H0YySaS7m/DYmECrq6sl2VVVSXvtYx8TSfnycpwrr0RdfHFO+XfFCpy+PrQnn8RwJVXU/PnYl16K8c1visaVa25l+/0YntjjhDmIBzNW7gzFGBuTc9LWJou9q9ysxWIYW7cKcTSZlIXQ3S07550n6tFuDDc0EBsYoCgYJDA0hLVkiSzIlZUYzzyTNVtD08SX3l3wspWO53XvQY8NQ16fTMrxTyCrZuc5/f0yDPecI8vKCLS04Fx/Pb4f/ADV20vcMPCZJqPNzUQbGykZGCBvYEC8Tnw+mTe4cwfNNVrTLEs2DUwAC3jtvby8rEoyLsdF7+yU8+neOyoYFF7Oxo04bW3Y9fWisB0OE+7qQi1ZgjNzJvacOYJCmzg3OnIEFYlIxZJOQ0kJjlvxaaOjcOAAmmVhXXqpzMXa2uTZMgxUYSEhpUin0ySTSY798Y9MGx0lVVmJ37bRLStrJW3s2iVzvOHh3CBf00Stubxc5j+uD73mafF5iLKaGtHc8+51D3nX3Z1FomWfdl0XUdChoVd+YIuKSN94I8aGDegHD8pmYPFi4Uu9wvrxSugyTdPId0U9GxsbsSyLaDQ6yeFyYpVzqgngdFFt/6+SeQNiYGCAsbExioqKWL58+evSO9V1Hd/evTKnmHiTuiZk6X37WLduHZFIhJUrV+Zc7MbGML72NRm6u9VAfShE9w03wJw5L/0g17vE+t73ML72NVFvHh/PDl+pqoKODpxYDAvQNY2wUtLTLymRCgegp0ce3GPHhBthWRj33Yd93XXY3/ymyJDs3y96VZ/9LG1PPIF/7lzyly4V4MLdd6Pffz/aHXeQGB8nNmMG5S0t0mv3qpeJ3jOBAI67aGutrTmujmd0lsmI2dX99+eqIneXr3V2CpQ2FGJgYIDYkSNUzJxJcMUK+OMfZaAcj4v45GWXYWzeLNpamoZasgR92zaZ33h6XB573GWwZ/lBE1tYnscLOU0zvaND/k7XxbVy40YyTU2Mzp7NWCBAYXk5gZoa/LW1hByH9NatDJaXU/zMM7L46TrMmoW+fDl6Tw/G2rUiw+NeWk+N2au/tPFx+V7xuNxXrnU0ri6dKiqS5OAKexpHj2IcPQrPPYdZVETPypUkL7tMdv09PbIZ0XVRGPYW7HAYbXQUu7kZEgmpuIqL5TseOwahEJl3vxv71lsJXXSRnANXecHX34/PsnDmz6dmxQq0P/4RNT6Oikbl/HsJwCUoq+pqOcfDwxh798q96/OJcvZb3yrf3fXP8drBXmhjY9izZ8v/SadlMzUwIGRn73lzv5PXKtO6u8Vt1bbFQbShYfKzmZeHfcEFOS7aKcarnY2YpjnJ4TIWixGNRunv7+fQoUMEg8FswikuLj5pIjmdmUwmkyGVSv2/wf//ViilOHr0KEePHqWgoICKiorXbThnGAZWWRkcb9mqFJbj0DI8THV1Nc3NzZMqLf3ee9Gfe068Q1ymvXHwIBW/+Q1cddWkHfykt120COt3v5MKaHgY49Zb5aF1HJL5+Rjj4/jSadL5+RguC1pNmZIdPGctlz1Ej8tB0e+5B33NmqzMu6qshClTCC5YQHrmzNywv6KCoUsuYfy55wiUllI+YwaOZaHWrJFZx9iYJJHqatnFWha6rpPWNHzebMRdrLIVhZcEPLsCXOn97m70P/+Z0VCI4PAwZaWlqKuuwjnrLNSmTRhPPCGoNctCz2RwFi3CvvhizLvuknmBbcsC50rGKE0TzTddF0tiD649ETzg3RcT5zq2LRVEMCiab4OD2D/5CbHSUqrb2zH37EGVlGCvXIl/9mwCRUVEli9HT6eJlZaSHhnBGhhAe/55/LqOb9YsQoODmFu3TuLYaG6i0Y4dy82aEgnhAcXjk4fWnm7aRGdHpdBHRqjcuhXtM5+RlpPL8VGlpQKPLymRtpCmCVG3pERmIPn5MlNRSiDbhYWyeAeDqLo6SVZetecy31VJCf6zzsIKhwn390ulFQxKWymRwEmn6bnnHrj6amoLCgjcc09WJJV0Gs00MZ94Avvyy7GXLMGZNg394EGxnfD5pO0XDGKffz76vn2Y994rbdZolLKeHiETl5QIr6m5GevMMzEefhjfPfdIe9Izjrv8cmmjvcZn/rVAlzVNIy8vj7y8PKZMmYJlWQwPDzM4OMjBgwdJp9MUTSCDhsPh7HpxurplwP+rZP43wrIsdu7cydjYGGeccQZtbW2vqzumYRiMnX8++du3C6O/rAzlOGRaW0n6/ZTccAOl06dP/iOl0B99VBYuD/3hKu6GDxxA/9CHcD7wAZzLL5/sRJlMor34oiyQfj9q+XKsH/0I4xOfwGprQ1MKIxKBmhoGp08nb+pU8tevz/X9h4dzC3pBQdbwS7NtSS4uhBldRxsbw/H5qG9rg8pK9Lw80HW66+vZ1dvLitpaij3vDp8Pdeml2MuXi5RMKiXQ102b0Do7MZQi5O7ElWFguWZieiYjyDJvkfcWVm9ekUqhb91KfjCI4fNBfz/O3XeTWbJEHDL37JFqLhJBlZXJwlhTIyTW3/xGiHiRCKqxEXvZMrEDaG1FNTejubbG2eTmzUe8YzkOiqyNjkoPP5PBtm2C+/ZR673G50MbGcFsa5NEd9ll2Gefjb5+PXn9/XLeLQvb50N1dDBmGIyEQtSf4D7UQFBw7sxIVVQIXNolRGYtFCYeq9fecxczs68PlUigpkxBxWJCsBwexp4xg8wFF2Du34+5ZYuQHpuawE2QTjSalXjRjx5F6+lBb2kRPsq554pvzfi4zMoqK+UYUin6lixh6qOPyrGkUuKiGg5j19ZSvmkTWy+8EGd4mMZEAoJBdNNEKylBRSIY69djvPgi9jnnkP7Up/D96lfoe/eKkGhlJdbVV8tM7Ac/QO/rw5k7l0x5OZmnniLc1ibOreeeS+aDH0Tv78f3q18ByHxI09D6+/H96U+ipnDGGa/pWX89+TGmaVJWVkZZWRlKKeLxeBZAcPToUfx+f7bKyWQypyUpA/w/dNnrHcfPZMbHx9m6dSvhcJhVq1bh9/tfV3dMvCSzejV2LIZx993Q0iL96sJCjK98hdKVK1/6R57PuweXtiy0rVsJ9vfLQrJzJ8ZXv4r+1FNYP/yh7KDHxzG++12Rrrcs2fHedx/xv/97Nn3lK9Ts2EFjIIDT1IRz0UUc3L6dadOmEV67Fv2OO4RV7w29/f5sb9+bSWTDM8WKxdBGRggNDhL4xjfQi4pIpdNEAgFWfvSj5F96Kdqf/oTq6RHVgXgcrasLde65qEwG7emnsefOFZ5MV5dUElVVaIOD+BIJGUx7/JfsaXEXygmQXs1xMIqLRfsrHEbfuxfza18TVV8XzaXq6wXeGgqh79qF9Z73iJXC0BCUlGTJrHZNDcbvfy8K2ZoG5eXCP2lqQt+0KeeKeXz4fNLGGR6W7+aJPnoLjmUJEMKyZF6VSGD89a84DQ1yjOk0FBRgptOoGTMonDaNwuMr3wmhAdacOWiZTHZOooqLc348E6yn4biqy/t3MCjJzzTlfGYymJs2oXd0YLS1ZSHMxpYtOCUl2NOmCWjFuz8zmZyahKeW7feLllxpqXCpXAfXoVmzqN+9G91xxLq6uBhn6lT0RIIIsGzRIgIjI6iqKpL5+VguXNrn8xEeGkJt3gznnIOqryf95S+LIGgqJRVUMIjx5JPoXV04c+ZItVRfT+fZZ9MYjcKZZ5K58UYBBfz612gjI/I6b77okp6NdetelyTzP8H41zSNSCRCJBKhvr4e27azVc7hw4dJJBL4/X7a2tooLS09JUvlWCxGKBR6QxQK/qfiTZFkmGBc5knlNzY2TmpV/U8kGdtxcD72McbOP59j992HPy+PKddfj+8EIpngqiAvXYr+8MMiKtjVJegb0xQGfEODwJOffRb90Udxrr4a/eGH0deuFekad2CYbG8n8fOfU/u5zzHl858XZFb2I4Qk6lx7Lc7ixQJJHh/H+OUvhQGfyeSskieKU06wWtZaWwlkMmjBIKNVVaQKCylJpzF+/Wvsj38c5fej790rbOviYtSqVdhXXCGyPT09YqgVj0N5OU5lpVRlhw9Df3/WdgBdF1KpqyStcLk7XuXjDri1zk5RT9Y0zD/+McfZ8fmkeursxHrnOyGdRn/iCVmIq6snI4bCYZxVq1DBoCgcz5kjs4DRUdTwMNquXXK83gLuopc8lryTyciMxUMleeABD57sOoTqro+GvmGDGNBdfLGcTxdNh1JoJyIQuqE0jd66Oso3b8YcH5cE4zhSrUUiAmhIJHKip5xAjdlNAlpPj1xj17HSOHQoB0YIh2FsDL27G98vf4k9dy729OkY0aj42yxZIgkllcI4dEhsl3U9C1W2Lr1UbIwjEbR0Wq6h3y+AFhcCbZ11lkgGBQKY4+P4xselqguFSBcWYmUyHO3ooH/TJkpLS6lMpyncsAG9v1+02s4/X8AI3r3pbUZ0HcrLparzQAGx2GRTOu98Hiegebrxv8X0Nwwjy7sB2L9/P7FYjOHhYVpaWvD5fNm2WnFxcW7OOyHGx8dPKRn9LcWbJsk4jsOBAwfo6OiYLJXvhmmapI6X538N4fFkenp62NXWRuO119J03PzlhMf5zncKe3//fiFwZjJopkm6oICA20fVbFugy1dfLf4toZD4iwDjIyNY3d2UtLdT+vWvo+67D8f1gcFVIsgaoDU1SVsEUDNmYH7iE2jd3aLC7M0lJrapcHezySS6bWMZBsGODvKLi6GuDm3zZsxPfCL7OlVYiPWlL+G85z04joNj26gFC7B7e2WhD4dFdy2RwAiFUGNj6Fu2CIN75kxIp4UD4wpFTmxVJcJhDNPETKXElMyD8XrAAfffWiyGeffdOdMtlwRpX3ghzjnnyByhrU2sfC+4QAQeLQvNVRUgncYpKxMflYEB7OnT0YJBabG50vi6p8DrJZeJsOPjqrLseYzHMdatQ1VUyEDdI66WlIhK88BAzobZTTD2tGmYCxcy3t+P2dmJkU6jhcNQV4fZ1ITe04NKp9GffRZ9YhXDhGTjqhljWdKS9apYrz3o2UB7LpfRKPqGDZi7dpG+5BKS73oXTlUV/sceE/WHQCA3F3LnQM68eZDJULprV1bPTiHVsT4wIFytt70tuyHQhoZk0+DzYYyMEBoeRpWXU//udxOorib17LMYP/0pmWhUrrlhYPzpT9hXXYXn1olpZgES+tgY9gQrYQ/GPQk8YNtSXc2ZI/fAkSNybMXFONOnv5T39TLxSsK6/1Oh6zoFBQVMnz4d27YZGRlhcHCQlpYW9uzZQ0FBQTYp5eXloWna/3VETN4sScZxHDZt2kQ6nWbVqlUnPMmv1YL5+NB1nYGBATo6Ok5Z8wxAzZ6N/W//hv6HP6DfdZcI+NXWkgyFmCRS4S1WrpCmUoqhoSHMAwco6e6W1pmmoR06hPHtb4uw4vXXE+7oIO/ZZzGSSUGKnXMONDWhzjsP649/xPjhD9G2b0el0zJodvWhsh4r6bSQQXUdq7iYYH6+9ON37RK0kmmKTLtSaENDmP/6r2RiMXxr1xIYGBCr2rlzRT7E+w7hMKqyEufss8Wdcd68yXybHTvQYzGZS5SUgGUR1HVsXcfSdcyhIXTbRtN10TPzLHrTaWk5emrJHmQ5ncZ47DEBI5gmqrgY+7rrUMuXY2/dinn33fLZeXlSrbgCj7S1yVC5qwsrECBTUkJwbEzcNR1HCIUHDsg86AR+LpMsnEFUjoeGBL3l6rBp0ah8lmVNgt46s2ejFiygcOlSjL4+VGMjmeFh7O5urN5ekl1d+ByH9osuov7oUSIDA4JGm0gu9XbuXks2mcwpNXhJ2FVKzt5jhYXS3uvuFtuCBQsIfeMbBH7zG0nCpony+7HnzBHuEq6k0K5dRDo7SV10Ef5jxwRlmMkIuXHBAqmi9+9Hi8VwqqrQXPtuT0XCbmzEWLyY6kyG4EMPoVkW6TlzSFkW44kEwQMHSDzwAHpdHfm7d6PX14Ouk9fejpoxA9vjlAH2qlU4Tz0lihEuUk6LRnGmTcNetAjff/wHxs6dWQtre+5crA9+UKrZU4g3SoXZtu2sdI1hGFlrAoBkMsng4CDRaJS2tjZ0Xeeuu+6ioKAAv9//ulQyt912GzfffDM9PT0sXLiQH/3oR6w4ibrCnXfeyd13383u3bsBWLp0Kd/5zndO+vpXE2+KJKPrOg0NDZSWlp50x/F6tssymQy9vb2kUilWrVqVgws6jkjdHzkiToxnnpmDEE8INXMm9k03Cfv961/HycvLVR+xmBDgzj5bXrtqFezZQ7+bWEoHBwUaGwpJtVBUhNbWhv6f/wmtrTQ+8QQBx0ErLkZbtw79mWewP/UpYdXPnIl1xx2yCA0NYfz3f2P893/nWkWZDMowSIVCGLYt4p+GISgn14iMvLwsAVSZJlpvL/5/+ZfJldCBA1hK4axaJe/rKi04tbXo5eXyeYEAjt9P54IFhDSN4kgEY2wMtWgR+q5d6Nu3S0vEcaTd5POhbBtL09BBko5XTUBOudnj7TgOxqZNMoPy+dBbWrBuvBFnxQqcDRuyiClVV4dymfBOSQnGiy/i9PWRMU3M/HzUGWeQaWzEdJFLyqsEXk7WZmK4SVCFQnK+MhlBd7kadF47SO/uxr7gApzly9GGhzFvv102CiUlshHp7CSRSKCPjzNSU4MdCBCMxzHTaUkOrlqzvWAB5kMP5dxSQyE5BjdRap4vjluRqUBAABt5eZhbtxL++c8xf/c7Ob5QSCqVeBzj0CES55yD0dUlunbRqIhw5uXhzJ8vGwfHEZixa9ugtbQIYOLccyWJDQ7KMbmioaTT6Pv2oR07hqqtxRcM4kOgxsrnw9fXx+FrrqFvyxYK2toImCZjU6aQ/8EPorsVOggROf35z2P+5S8Y69aBbWNdeSXW5ZdjPvKIzGUaGuRZjMUwN28Gv5/Mpz/9ihwZ3uAkc7LZSjAYpLa2ltraWhzHobe3l3A4zIMPPkhvby+rVq3irW99K5deeinLli171cd/7733cuONN3L77bdzxhlncOutt3LJJZdw4MCBl3SJcMUy3/nOd2Y5iN///ve5+OKL2bNnD7WvoMbwSvGmSDIA1dXVuYX6BOHJyrzWGBsbY9u2bWiali1TARgdxbjpJuG/uL16o74e61//dZIi8sRwrrgC/emnMZ55hlAigTY8jNJ1nAsvxHHtfIfOPJPUn/9MUWcnYcOQXburE6UKC0XXrLVV/Oz37qUQSM2Zk51JaHv2YNx0k2iqJZOoZctwrrsONX069v/5PzjnnYf+2GMwPk6/puHs2EFBczPqmWfwDw3Jg+k5cOp6drYATLZQ9uyeUykYH0d/9FFJfq4AozN3LtZHP4qzZAn6M89gjY7SPTZGaGyM4hkzUO94B+rBB9H27UOZpqg29/dLgsnLEzXfzk58qVROdHNiu2kicMBrJSkljp7hMFpvL75vfYvMJz+J5s01LAunqEjQY+EwKhym98wzMTIZItOmodXV4ZSWZltEekuLbAKKiiSR5eejDCMnK3MikUwvAfj9UrlM4L4AWX8cYjHM++5D7++X5ONJBSmF7TiMGQbp886jKS8Pp7oa41e/wtZ1YuEwWiaD33EERnzxxSLPs2VLjh9k21KFuh4sEzlN2tgYjI/LeY5EMDwCZ1GR6OW5WmkMD+N/9lns5masuXPFNkLXcZJJdA92axjCwZk9O9uG1UZH0Q8fFvBAY6NsitrbpZXqyRBlMqhEQv7GU0g2Tfw+H03Ll2O/4x2MtbTQu38/3WNjHO7ro2Dr1myrKBKJQGkpmQ98gMx73yvfzTTRBgakPVtVldvsRSLYdXUYe/ZgdXQIleAV4o30kzmVAb6u61RXV/Of//mf/PKXv+See+7hwx/+MI8++ii33nore/bsedUmZrfccgsf+chHst4xt99+Ow899BC/+MUv+NKXvvSS1//mN7+Z9P//67/+iz/96U+sWbOG9773va/qs4+PN02SeaV4Pdplnv5YY2Mjfr+fgYGB3PvfcUfO/yUvT2YtbW0YX/sa1u9+l7WSnRThMNYPf0jqzjuJ/+lPBKqrcf7+73GuvhoCATo7O9nb2sqsr3+dwL59qMceg54eVFWVPByplHjWe+0Rnw/lOAQPHBC73GnTpGXT3i7Qzvx89AcfRNu+Hes734Fp01BnnknqjDPYsWMH8ZERVuXlEezvp+essyg8dEh4EF5/f6I7oyvcCOSkWiBLItT7+2Wwnp8v+lj79+P/xjdI33wzMU1j+KGHCAeDFC1bhnrLW3CWLEFVVWHedJNIf4RCUvFNnQojI+iHDolnyf79WXBAdijsDt6VC5HOLvauVL5TXy/w3EOH8H3hCzJANwwx4dqxA2fLFuzVq2lramKssJA5TU0YCxZMImeq6moyb3kL5oMPyvn3+UQiZXwcurtf6lzpVSmeA6lrnZ2dbXiwbdvOItS0zk5J+IYhOmZTphBfvJje0VFCTU2U+/0CFlm6FG3aNHyxGL5EAjscJlZXx3gwSOKxx9Dr6mhct04QZu68S1VUZDXotIEBlG2jBQKizADSZnMckSsKBuW4PUM593obO3fiLFuGWryYfTt3UldZSXDNGknmkYg4mRYWYp17rlyzHf8fe+8dJ1dd/f8/b5mys73M7maTbDabXjedhF4CSA0CCiiggAr6AcWgIqKICIJYAEFAFKQXKYogPYROSEg2vW+2ZPts352ZnZlbfn+ce2dnN5UQv8bP73MeDx7Ksnvnzi3v8z7nvMoa6OkR47P0dNFUCwZRTFNmNoYhs6+ODrT6eoFIFxRgDx8uHJhx47DLytDa2gg+/zwFH39McXs7mZMmETrpJHbqenIg7iac3NzcgW5GX59cx6FqGoGAgFDCYXazLdgl/pN+Mp81uUUiEXJzc7nkkku45JJLDohrE4/HWblyJdddd13yZ6qqsnDhQj7++OP9Po9EIpFs732e+K9KMgfaLrNtm23btlFbW5ucvzQ0NAwkrUhE+C9ZWZJgkB2sXVqKUleHsmyZyPEPDdNEfeQR0v75T9F1SiRQn3sOa8QINufnU19fz8yZMwVTP3Mm5vnno3zjGygrVwqpraVFFgJVlZ2ay4Du7xfpjPR0aG2VXWNJibQhiopQNmxAv+MOzDPPJDJ2LCsbG/H5fMw/6ig8GRnYjz6Kt7OT/okTSZswQRjURUVoDz4oLSOvV0Q53QXIbVE5ZlnJKsPjkZ8Fg1gFBagrVqCecQaBnTvJ1HWUSZMwvvpVrFmz5DDFxdhTp2IGg5KccnKkAnP0x5TOTkFHOQNsa9gw1C1bRAhyN1VsLC0NPRbDbmpCi8elMnAH4K4Rmc+HunUr0d5e8vPzKY/FUCMRrLo6afdpGmpzM1ZZGeaXvywghG3bUPv6pLLz+bBKSoSTkjrrcHTRlN5e+SzX/RMGt/Vc10knSaXOaZQtW2gdNYpCr5cMd0YCWBs3YhUWYh1/vPyd30+6x0NGQwOG3093MEhk9GiMWAxfdzeqc//19HTsuXNFtv/BB5OSO4plyfUuL5eqOBqVuY3rZOlWXzk5qOvWsX75cryhEMNra9GamgRIYdvYXi+xCy4gNns23tdfR922jcQJJ+D59FPo6ZGqpq8P4+yzMc44A/255/C88grm2LFoW7eidHeLl09zM9bo0SQuu0wcMm+7Da2yknh+PmZGBp66Okoee4z8664jcdRRdHV10dHRQVVVFdFolJycHPLz8ylIT8frGM3ZKZs8pb1dRDv3c456oGrInzcOJEEMlfk/kOTY1taGaZq7zJmLiorYvHnzfh3j2muvpaSkhIWO8+nniUMmyeyPO+aBVDKJRIK1a9cSDocHzV8GVUaRyC6eGuC0SkxTpNp3c2z19dfRnngCIy2N3pISMoNBqK0lfP31dF99NQtOPHEwiEFVMa6/Hv2nPxWzr9ZWWShyciShNTQMwDn7+gaGrSNGDCS/tjZR+N28GeVvf8Pn8TBt4UIyH3gA1ePBnjEDq6eH/ldfJS0cFq/3I4/EmjcPs6gIzx/+IOglV5PLQSkld/KxWFJZ2C4slB16a6v8rK4OrzMHUFUVVqxA/c53iD/4IHZWlsCta2qk6kq1TPD7k1WN9vrrWBMnCmrNWdyUjRtlGO+27jwebE3D4/djxeNCSLQscQR1pVUMQxb+WAxiMdJra0l3216KgrZzp8xJTj0Vc/JkrFNPhZEjMb/yFTzXXiuadenpshseMwbj/PNF8r65WY7hulnW1UlCdq6PPXx4UqkhmWyGVkFOKIbB6LfeShqeoesi6LllC0ptrYhaOiACHFCBumgRuYDmuGqauo5h2xjt7ZjV1XRnZWGdcALDSktREwmpNn0+gYlnZMDIkXLO3d2DNg12VhbGpEnEqqrIqq5m4vLlknwnThTwhGmidHfjfe894qEQ+po1mI6svxkMojU2yiaqqwtz4UJBHL73niD7ioqketmxA6W1FTsjg9hPf4p1xBFoH36IumED5pgxAkYBrOJi1C1b0F9+Geuww5JVzLhx44hEIrS3twu5sauL4SNGUPbuu3gjETzBoECso1GMc8/dsy3HkDgUZzJ7ikPBS+a2227j6aef5p133vncGpEcSklmX3Eg7TKX1Jmens6CBQsG4dIHHS8vT6TqN26U3bcb3d3S6x/K/HdCeeUVQWkVFUFLCwmgMyODzKYm5vX3Czt9aIwejXnNNahLlqCsXo3ywQei0eT1ypymrg4tHBZRypYWWXDdIWkkgvrpp0nXw36vF28iQfDVVwWIsHAhimNdmx6PE5k1i8wrrsBKTxeI8re/jTViBJ7HHsMeM0aGxY89NmCP7O7MNU2qKNdMLB7H3roV1en7K1lZ0tqKRFBaW/FedJEsas4g387MxLjiCkmOIG6aDpBC3bw5qU6A1ysLlmOCptTXY40fL0S+t99G7ewUMUZ3nuSgz8xEQgiEliXkP0WReY57f51qR2luRlu6FM2y4MknMU8+mcQ3v4l52GEy4NZ1IXWOGpVEzSnZ2dImQuwQ7PJyjAULxCht2zb5fn6/VAu7m+EMfUZcLk5u7gCRtqtLXCyfe26gFeew3a3vfAeKi9EeeAClthZ91Ch0TYPubnFzVVXqbJvMeBxvOIyalobq8aA3NaHE45hf+ALWRRfhve66gQ2D14vt8xGtqUFXVcYOG4a+YoUguRIJ+XzLEtXwri78zjxIce6/nZaGNWaM+NVv3IhhWQLf7+0V6SOnijWLi6UFvHOnbFBAYOSOKrUdiyU3k3ZOjiDaUuV1gEAgQCAQSJIbOydPpq2gAM/SpWg1Naj5+Vinnopv4UL2V6f4/29JpqCgAE3TaEkx1wNoaWmhuLh4r3/729/+lttuu4233nqL6dOnf67zcOO/LsnYtr1f8L6WlhbWrl27C6lz6PFAKgzz619Hv+EGkarPyRFkVCSCdcYZ2K7Q35BQ2tpkkO7saHurqsjt6cHX1YX1979jHHYYuBwAHHDBnXeiLF8uFYojwa7U1Qkc05nLGNnZqF/8Ivb48ajPPy/S61lZghBzqqp4ejqerCxURcFubkb785/h4YelbTJpkrgEvvkmqs9H4jvfQenuRs3LE6veUaOSidP45jfRli4VHxhnx2tOmYK2fr0YjPn9JGIxvC55LkUux3bk7JXm5gHxzEQCpbsbz913k7jwQhmqx+OYZ5+NPX061tFHo73xBnZ7uxAPu7ux5s6VSuLee6Xd096OHQxK1ebIbODxYE+YgLpuHXoisev8JnlS9kB14Yh7WmPGQCyG9tRTKFVVMpfQ9QGBTVfJITMT85xz5DDBoLTMhg2Tz548Gds0UauqsF27Y/ea7O48Bj9syVab4lavjuRNEinm9aJu347vS1/CPPdcaTupqgzvFUXAE0cfTQYwYfhw9Px86OsjYVnE43GMWAzNsujTdZSvfAX96adRKytlTuL1kgiHyejuhvJyYlOnyud3dw/MmpIPtSN2OWsW6t//Lk6nW7ag1NdjWxbWsGGYpaXYgQBWWppI7ziil4oDFHDN5twEosTjslFJ6VgofX1SRTmbCKWmRioqZ8PlvqMFhYVw8cXYF1xAtLWVtv5+2nt66Fq5krS0tCS5cW9y/If64D81wuHw556DeL1eZs+ezZIlSzjrrLOS57JkyZI9WjED3H777dxyyy28/vrrzJkz53OdQ2ocMklmX4nDvVn7IlbZts327dupqalh2rRpe8zcQysj+8QTMVyJix07ID8f89JLsS66aI8wSXvyZJR//YtIZibpzc1kNzcLyc40UT75BM83v4lx553YzkutPv006jvvyCKfmSkvXjwuyCFnUBsbN47GL32JUVdcIR8yahTqvfeKrUBjI7ZpYqal4cnJESh0T0/SbdGFCysrVqBNnUq8sJDAc8/hf/tt6dvn5GBNny6Likt8y83FXLQIa/x4rMmThYA4ejSWg2wzenoEZutWNY4jpGIYcgx3luKW1a4MfySC/uST8nO/H+WBB8R6+Hvfwx4xQqDi3d1YRx+NdfjholT9zW/i/elPxVs+PR171CiskhJsn0/Oy7GUdlFbzoMzcD9MU36euuC7i3henjiYvvOOEPt27Ei2vGy/H6uiAvPss7Hmz0f95BO5P65ci2Gg9PRgXH456gsvoLa3C1DB4QkpXV1Sde4pLEvmUu71SnXbdBchh3ekhELCA3I2LnZpKeZxx4nETiCAsmGDVAejRkFpKd7t21FiMRIjRxLJySHa3s7GF19klmGQnZ6OEothRqPoioKaloYZDEJWFtb48WivvSaf624cIhE5r74+zJNPRlm+HP2pp4Rn5cjyq11dBJ59lviPf4y1YAH6K69gORYN9PSgtLRgnHoqVm8v3qefRt2wAbq70T/4AGPcOOEbOaKdxskno27ciOeJJ+Sds23s4cNJnHfeLm6ZisdDYPhwSoFSR9uws7OT9vb2pBy/m3CGmo79Nw3+D1a7bPHixXzta19jzpw5zJs3jzvvvJNwOJxEm1188cUMHz6cW2+9FYBf//rX3HDDDTz55JOUlZXR7LSNXXHQzxOHTJLZV7iJZW9JJnX+Mn/+/L0qmbryLalhL1yIccIJMh9ISxvkU77bzzvzTOJvvYWycSMZLS2y6CuKLGjjx0NtLdq992L88Y/S6nr3XZFycc/L6xWi5ZYtWF/+MtbJJ1Pv89EdDuPyoa2TT8aaNo3EBx/Q8cILlLzxBlp2dhKVpXR17SLRTzhM2ubNJIqLoaZGZNxHjRLHwldewRo3TjTR8vNl8QiFsMrLMc88U4a7a9YQLSmh2zTJbWtDGzYMIzMT/Y03oLdXvmciMTCLcBFiLpPfBQ7E44KSKymBaBT96aeFs9PXJ737wkJpwzjwTLuiAvOII1CDQUE65eXJ7MY0sRsbUdvaMFQVKxDAY1kyp3IX+mh0QCGaATiyqShYLS2oHg9qV5e0czZtGljgvV6UaFQ85OfPR6mrk2S7YgV2KJRUJbDHjROJ+f5+IeFGo2LV4PFgAWpbm5BMh4QdCMgmwCVWupVCqtW0o9KQej3tYcOgtRWlvl4quxEj0J55Rs79ueewAwHME0/E+uIX5TnQNDKamsjweMgaMwYtPZ2OadPw1dTg6evDTE/HHj0ab1oaSmsr1syZaG+9Nfh+aRp2URHq2rWY3/hGUurFGjlSKtWMDDAM9H/9C+v007EvvBBbUdCWLcOurcVOTydx8snETjgB/4MPws6d4qZ6+OHoH3yAZ+NGMrOzUcrLSVx4IVZFBd6bbpLZkEPWVOvq8N53H7Hc3D22qXHWg2AwSDAYTMrxp5qOpVor/ycG/7ZtH3C77GAoMJ933nmEQiFuuOEGmpubmTFjBq+99loSDFBXVzfomtx3333E43HOPffcQcf5+c9/zo033vi5zuW/JsmoqoqiKHucy+xt/rK70DQNy7J2bb8pym4JmEMjGo1SGYmQfcklTHvuOdTGRuG/5OeDI3lOfj7K6tUi+Oiy8t0dlm2LFpmLrnrwQdT33yf9/PPpHD9+0Gd1+P1U5ucz4gc/YHhdHcqWLdgun8S1Lk75vrbPhx6JkFNTA6ZJOJGgv68PT2Ym6YaBZ+1a0dXq6xNhzi9/GfOooyAYxPjGN+h+6imi771H3ogR6GeeSeKkk0SHrKsL7aOPZIF1GfqkCDM6asfJ9kt6ugAY6utlJ751qxA/3aG5z4f+6KMYV1+N8Y1vyKGKi7Hb2wcvMKqKOW0arZZFxrJl+CdNwigrE0j3xx+jrVgxmD+S8neKz5e0OE4oCrptizKB3y/VmEsC7e7Gc9ddcOedScM0a8IEzBNPxDzzTKy5c6W6PesstFdeET97p33bq6rETzuN4HvvSdJ3niO7oEDanC0tSXWDQVbYqWZxbuJxodNuhZpIoL72Gup770l71ueTxNfaiv7MMxhf+YrMvmIxlLY2zNNOw1NSgmVZ+Gpr8ft8qMXFGLEY1o4ddObmsr26mjIgOGwYmmnKpioQEIXseDypRKAtXy6zlby8gWfMtgWgsGoV5owZmN/6FuYZZwhqMS8P24FF6zt3YkycKN83Oxtz+HCs99+nbfx4Cq6/HqWoCP3FFwWiPmlSsp1ojR0rYqrvv09iL0kmNVLl+EeNGkUikUhWOa618vbt2yksLCQ/Pz/Jwv93hsv5OxAV5oPlinnllVfusT32zjvvDPr3mpqag/KZu4tDJsnsz5xlT8N/d/4yatQoxo0bt9/Hsm177zOe2lrU5culNTJjBrbTQ+7s7KSyspLCwkImfe1rEAzSv349njFj0FOH/Sl+9WRnCwJn61YZuDY3o2zYgG0YA/DT1lby77+f5quuQgmHUT/5hJ7mZhrT05l49tkMr6jAePBB9CuvlB1tPJ6EA5OVJcPhRELaMokEKmCnp5OVSBDo6CCs6+BATV2LX622VgbGp52G3dFBw9KltPp8lN12G95gEDPl+yTuuguuuUYUirOysCZPFliz6/HiJj4YIHgqisBst21LMu3tnByZpzitGf3222HZMrRNm2T+pGlYPT3YM2cK/Hr7dppsm5YTTmCmqsr3cjYC1uzZMtsIhwV150jXYJpCakwRElWd2Yhtmtju+fb1iVGXO5dJMdRSt26VFp9lof/1r9iFhZhnnYV5/PEQCBDzeAj19OApL6egrExaUeGwmI55PJLkTFPk+EtK0D78ULg5pimzONdNdKjEjWEk7xGmKYjD3l6p7DIy5L5Ho9KSfOIJrOnTRYJo2jTMhQvZ2dtLVn8/Bf39qIWFAqSIRlGam/EVFBAsKyP22muYoRCmrqN4PKimierwxqxFi+Q84nFpzTU1yb9nZSWrzmSVb9sCYvjkE4jFsCZNEj8cjwfd55O5o21j6Tp9OTlS7eTmoiQSaC0t2Klmc85zY6elyfzxAMPj8SRNxyzL4p133iEjI4Ompia2bNlCenp6ssrJysr6t1Q5B5pk+vr6/ld5yXAoJZn9CV3XB3Fl9nf+srtInfHs7iFTn34a7U9/EoQZsiu3vvhFas85h01btzJ+/HhKS0tRFAXrsMNI5OTgbW8fIG3GYtDeLtBZB7FmnXMOyu9/L62qxkbsaFQIdUVF8gJnZaGtW0fpww+j+Xz09vYSMwymeL3okQhmUZG4A/7+95gNDdDejn7PPTLDCAZlUevslAXI6xUpl/x8yMhA7+khq7YWtbcXNA0jLw/TQYjp771H7IILUHfuZFg4TNmwYaiffkriiiuwKyoGrndxsdjdzpghw14Qh8ZHH5UZh+NuiStnAskWmuKqCzgilbamiayJI5Hj+dvf3Jsqvf+dO7Gqq4mPG0djIkHPqacy5YwzRCXhuedQ168XHks8jnnccRgXXijeJTt2yIwLoKVlwB7YMOS8cnJkEXQ3K0OEPZNJxkmCSnOzcFKysoTQ+OabmKecQtTjoTY9nfzyclHdjURE2POMMwTU4VRIdn6+VAIdHTLv2bxZ4Oc4C7XLVXIjPT3pX59sYWVmSkJS1WTFkiSGxuMiIDpmDIlvf5vq1lZaly2jNC0NNT1dNjM+nyDEpkxBKS5mZGMjWjiMWlqKHQphAol4HH37dqJjx9I2Zw55VVX4+vtlkJ+VJSTQUAg6OrCHDxcOkm2jPf44+mOPJd1eNV2XRKTrsoFzWqmhUAhfJELhlCmYThfBLChANwzMRAJF02SzZ9uo0ai0WA9CuDYUpaWleL1eEolEEiK9bt06bNtOznLy8/Pxprh7fp5wN8MHMpP5P4HM/2CkVjKfZf6yp2PhPAxDW2vKunVo994rD+jYsfLD9nbiDz9MRyLBrG98IynnDUAwSN255zLxxRfB4XwoiYQYb+XkyKKXlYV91FGYmob6z3/KYuj1YpeXSyupvx+luhpPbS0FtbVES0vpnTiRgvJydFVFWb0a/corZZHp7xc12jPOIHHXXejf+97Azk9VISMD47TThHhYVSUtFl2Xlp5jfKb7/eiunHpDA9lvvCEQYVXF7ujA6uhAD4dJ/OpXsqg54qD22LEyGM/Pl8/y+7HOPBOzrQ2ltVUWpblz0V59VeYuHs8Az8QVyHTbfI6Fc3Km5PMNzCxME6WyknhjI8N0nVHt7ZiAuWgR9ogRSTdPe9QorDlzICcH85vfRPnpT0WtwKnuzNJSyMoSeZKiIkGEuUKcDFY/li+ZUlG4KDCH24FlCWP/2WfpmTCBsX19eEMhYaUXFmKefz7WCSeIz0pjo7T8HPSU2tiIdcQRGEccgX7ffXIfHSi6awFAWtoA2isaHVCtdttUbsvNtStIJKRFO2IEypo17Fy6lO5QiKPuuw+9piapTmDn5GCedJK4ntbXC4Kvtxfz1FOFr1JdjZ5IYJaUYEyZQoOi0P3gg4yOx0krLMTT3Y3qXBslkcCcOxd73DiUzZvRH39cEuH48fJdIxHUHTuE4LplC+bIkbSEQnibm8ktLxfujLOQ20ceCW++ib5tm7TTVBWtsREzN5fElCmor78uz2xODubMmcIp+owxtKLweDwUFxdTXFwsrc7e3qRQ7qZNm8jMzBxU5RyoUKW7ef0sf+/Olv6vkvk3xWdplw01NdvX/GVPn7e74T+A+u67khicF8eyLLpVFV8iwbTGRpTUBONE6LjjGJ6XR+4f/yhILsdYS3vtNZT+fsxf/lJexiOOEAXa7GzU556Tfno8LlpVPT3SylFV/I2NDI/HZSCaliaLW1eX+Krk50N7O+pf/4r57W/T//zzaP/6F1pjoyxODQ3Y06ZhlpejmSZKQ4Ow0l2WvKtThnBBFLcCyczEtiyRMqmvJ9bXh/3FL+JRVQFbjBwpasjDhgmBMjMzOdC2zj0XOzcXz733ojQ1icPkmjWS5BwLZFtRUJuaBqqHVP2yVJdL578phkF6eztKebmw9G+6SeDQX/4yZn6+2B6UlAxUirNmYX75y/CPfwjgICdHErimCTCgpkY4RllZwr4fWsG4z8KQxGPFYsR7e/G2tckimkgwrLJSNhKOvIy6cyfKQw9hzZqFcdJJomO2fn2yYrMdYAU9PfDEE+DOqXQdOxIRR9MxY8RSe/PmAQ8bB4WYVBZwE7IjImqrKkpbG4lIBGPZMuYtW4bW1iYtyVhMkrozS7PmzRNBURci6/GIMKYLaa6rI6ugQAQZ//lPrJwcwsEgaksLSjyOmpGB17aT0vzq8uWS6N0Eg6PYnZkpHKgRI+hcuxa/bZMzaRL2F78oWnTuJR82DPPqq9EfewytuhocdefEMceg/+MfojXn8QgJ9O23MS688DMbmLlJZncVhaIoZGVlkZWVRXl5OfF4PFnl1NfXoyjKoCrns6wzB4poO5gzmUMlDpkksz+haRodHR2sW7eO0tLS/Z6/7O14uwUSuFLwipL09PboOoHsbOjrY3fiNpqq4lm/HvLzpZXgks56e1E/+QRrzRpsR34FRcE691yU998XaLJhyDxFUTB9PmxVRc/OFkDA1q3CMu/sHJBpcZjnVFejPfMM1vTpWJddhqUoKE1N6HfemVyAzdNPF2mcbdtAVWVw7yQb02F5A8kZjYuQU8Nh9JYWjEiE3rIy4ppG+qZNqPfcQ/wnPyHQ3Q0NDVBQgFVRkYRpG5deivbKK9LCmzwZ48tfxly0CP2BBwTN1Nw8AFYYWk2Y5i7tK9UlXI4YgbJ1K57rrsNz662CuNI0aR+efTaJa6+VBW7SJOzly6WKcFsfhoFVXi4V1ptvijx+cbEshuEw2nvvyXUYItrphqKq6KEQdiSCqetopilsewf8YBcUCDG1qQnfxRdjDR8uEkB5eTBqFMZJJ2HNn5/kjlhTp6LV1wtJ1RmoW9Ony2xu2jTUhgaZGbnmeb292BkZktRSwQK6Lot5WxtaIsG4nTvR6uoEeu2oASg9PdKC2rgRc+5czNNPl+cnEICODmnlOddI6eqSigfQ+vrw1tXhc1o3ZiBAtKCAaHs71aEQPcuXM37nToLRqMzaUls8mobl8/HxwoVkzZrFxNGjMVMh4SlhT55M4uabZc5nWdilpXj+8he02lqxJ1BVbEDdsQP12WeJjR+P6lQY+9OKMk1T+Dv7sU54vV6GDRuWFOvt6emhvb2duro6Nm7cOMj/JTMzc6/HPBBkGQcRXXYoxX9NkrFtm1gsxs6dO5k+ffpnmr/sKfZUydiOz3isp4fu/n4CgQAZfj9KSwvWzJm7PZZmGGjV1bKwpD58mZnQ0CAe9W6ScUzIzJtuQrvjDhHmNE1i2dnYBQVozkJsK4pwCgIB2c06kts2QGur7Hj7+lDPPx9rxgyMK6/EdrzqtZdflp20w9w2Fy3CPP54fOedh1pdjeX0yjUX8eQOcp1F3V3MdE0jp6cHc8QI+nNz0Sor8X3jG7Lgeb0kjjwS5s1LvnDWggUyjA+FpE3neH4Y3/teUlmXvj4RfczOloqlo2OgfZZaRaiqfHdHyFLp7ZXKqb1dSH4+H7auoz/yCDQ3Y553HjZIpVJZKddLVWWOMGECxvnnizVyKCQq146hltXcjNLZKYz+oTMSRUExDLS+PixdR3cTo23LtY3FsDs7pQ3nVBvq5s0DFYeioH30EfEbb0StqcFOTxfTLUfWBtsWBFcwKArWw4eL3XVLiyQBgLQ0rGOPlflLXx/qihUCbsjOJp5IoCkKqs8nm4lEQrTIWlrku7icHFc7bswYUFWsww5Df+QRIYdqGnZeHuaxx2IedZRsSNrbpSXneNZo4TAZ27djjx/PmIsuomfLFjyffILV1ITV3i6Q87IyvJmZ0NPDjpkzScvKYnIkgn7//XI+fj/WUUdhfOUrA6rfSFJKqlp0d6Nt2iSq3W5bzbZFaHPrVrQdOzCmTRv0Drv/7C4OlIipqio5OTnk5OQwZswYYrFYssqpq6tL+sMUFBTs1uXyQGDT8XicRCLxf0nm3xV72xW485dYLEZpaelBSTCkwJiHhnnCCYQffxxt7VryCgoE9lpfjz16tLj97SZUvx8rI2Ng6GxZAhpwNa9SXypEg0z917+ww2ESuo6qKHgCAaycHPr7+/FGIrKD7+0Fp4qxHLMxu61Ndt+OerPS0YG2ZAnqzp3E77hDht29vcLGHjOGxCmnYM+fD14v0WefJXLDDaR98gl+vx/L55M+vava685LHJkWOxgUnaqmJtJ1XSC6ioKVloYdieB79VXCa9ey82c/o6C/nyxNQ50wAWvGjME8o7w8zMsuQ2lslPZZcbGce1VVsvIZVNk4LHf8ftmRh8OyqDsSJfh8A1YF/f3of/ub+LD09ibhtlZ5OeYJJ2Cfcoq0KAsKMM87T6ys169PzmbsefNIXH45+m23oX78sYAndB07MxO1ulpInqaJBkkTMKLRpKinGokkte0GcWUc4qWycSO+Cy+UAb4jS2ONHy/QXXdB6emRCmDMGOwJE7AmTJDE5XJmNA2loYHERRfhraqCvj6sjg48loXq9YpenCMYmkwwKXB5/H7U7dtRKyuxxo5FW7JE2qhO202JRuXfMzJQ338fxe/HPOYY1MrK5EwOTcOcPx9vIsGwl16SymziRPQdO7BbWjA6OohkZtI3ciTtxxzD5Pp6vH/6kySJ/HzhIz33HIRCGNdfPxhV5oZbpaWsB4qzUVIVBY+uo3q9SfUP27aTYCC3ukmtcg4W29/n81FSUkKJAw8f6nKZnZ2dTDrp6ekHzJHBIUD+b4pDJsnsKfr6+qisrCQtLY3CwsKDytzdXbvMMAzWVVXRf/HFzN24Ec/778tu9+yzMS+8UAQIdxOqrtN7zDGkP/MM9vbtsnA79sDuDCDZiLFttPvvhw8+oD0zE2X8eArWrk0aRsUzM2Ugr6pY55yDdcopqC+8gPLpp1imKYZgToKx8/NlMQmHUbZswfP978tClpMjba81a9CBREUFCUVhbXs7ie98hxkPPIDm96OsWYPvootk5woDg3ivV/TL3Gqiq2tAxDIzEyUrSxBS4TCZzc2M+8lPkqx2Oy2N+NFHY95xB2luy8flwEyaJNBtBz1kjx5NYu5cwnV1pNfU4LFtKCoS0mc4LA6grpqBS/h0UFYYhlwzt/XW3T1IIVmtroYPP8TMy0OvrsY66iis2bOxi4tFRqerC7ukBGv2bMjJwbjySjw1NVJZ+XwQjdJXXIyZm0tWdbVUX3l5SVHOVJHMPW6RXDRkLAauM2VzM9rKlTJzyc5G2blTABNTpsC4cVjjxokkjMsfsW1pm44ejT1jBsbEiSQ2b8bb3y8JJi1NuFiBAOapp6I//PAAwdOpVK3Ro+V6bd6MtnatuFCOHj3QUnQJqW++KXMrr1eq7dJSQZVBUqtMe+89kRyaNAnKysTau7oaPRSiacYMmi++GCs/n65f/xqrvR1r7FjSfD58WVnYgQDaihWYmzbJ9x0aOTkiH/Txx1iOSyYgHjZFRTB2LJqmJdcBy7KSCcf9/8l3UlUxDOOgQ5RVVSU3N5fc3FzGjh2bdLlsb2+npqYGj8dDWloapmliGMZ+Wz/3ORp2/zeT+TeGoihJyCFAa2sra9euTc5fNm3adFAtmIcmmUgkQmVlJR6Ph9mnnIK+aBGJH/1ooP+9j2P1nHgihc3NaH/5iywqHo/sVAMBtN/+VkyfZs4UpeJPP6XN70dJT6egtFTgnuvWoTU3k97bC4WFmN/5DuYPf4gNJMaORb/vPrSPP0Z14Kx2bq4c39WD6ugQZ8HMTKySEtHoKimRBfWmm+itrWWcppF92mnSEvT7sSsqiN99N57f/AZl61YUy8IqKsJcsAD9o4+kZePIkxCNyuemvgROdeN1YdPIrtzz8stUJxJUfeELFHd1kVFYiO/EEzHPOAOts1OAA5qGGYvRmJZGz3XXMSEUwnr5ZQFDmCbam28OQHdNE7uwUNo7sdhAYnHvn8vgdz1enBaRunKlqCZ7vfDXv2J89asY11yD6Yp3poQ9aRLGJZfgeeABEhkZdMTjUFZG/pgxWJ98grpqlVQcgYBwOVzb6NQZyZ7sKGxbbK67uuRaGgbaihWCGHP9cbZvR3vrLeI33ojd1oayYUPymHZxMcaXv0xvQQEGEIzFUMvKpKqyLJnBeb0Yl16K+uGHqFu3JgmydlraQOJMT0dbsmRA6dudRTkAA3XZMsyTTwZnc0UgIHpiToKyS0vFA8ndbTvIsv6yMsIff4xy1FFMP/lklJ4ePKpKrKSEiG3T0dGBZdv4vV6yursxa2rQdpdkQGDg9fWoGzYIaba/XxByX/zi4DZbSrsMJ+G4THvLsrAsi/7+/mSycWczBzvpDHW57Orqora2lv7+ft5///2kdUF+fj4B1yBuN+HCl/8TOmv/zjikkowbe+K/6LpOYmjP/HNEapLp6OigsrKSYcOGMXHixIEbnVo5dXaivv22zFdyc7GOOy4pgKmqKoamYZeWShXhCF7ajgSMUlWF+uKLmDNn0l1XJ06PY8eSW1AwoNKblQWdnZgeD9axx2Jecgm209+1CgowbrgB+/33Ub73PWmJZWfL30aj8u8OtNVWVdTaWnE5PPFE7OpqlI0byR45krRAAOXPf8b69FMSv/ylDMGPOYbYUUeh7Nwp/KDNm2HcOMy0NNRly6SV5bLkXS0wJ5RUCLLfLy+QaUIkQvnrrzPSUe01TZP+e+4hdPnlBM47j4L6evobGtje0UHg8MMZN28edjiM5SpN9/VhzZ0rGmbl5ahvvAE+H6or6ujYDw8CEJBSOaT+zOuVhbK1Ff3++2WnPmYM6oYNIrEyaRLm+eeLXP7s2fSPGUNTOEzAsQRX4nHs9HSMiy5Cf+EFcSgtK8PKz0fp75eqta1NkFzObnQ3D5ugvhIJLF2X58udMWVkiLp1IgGdnXivvhrzqKOwpkyRGUpREdacOXSmpVH56afMHTMG1UEbyo2xBc1YUoLS0CAuoDU1UnW5fBtHmNOcPh31lVegq0s2Kzjtyd7e5DzOqqhAXb4cdflygaU71t3W7NlSZQ0fLkg9J/pjMVrq6ykMBMieMgXLssS2Ih4nLRLBN2wY5OSQSCSIdXcTM03W1dRgLFtGQV4eBcEg2Tk5AwrNZWUkFi9G++QTlNparPx82TANUcIYGu4761Y5XV1dbN++nVGjRiUrHfbQVjtYoaoqeXl59PX1oes6Y8aMoaOjQ6wLduzA6/UOMmhL7cz09fWRnp7+ucBMh2IccknGMAzWrl1Lb2/vLvwXTdPo7+8/aJ/lJpm6ujq2bNnCxIkTGbknO9faWvTrrpOhqNuLf+YZzGuvxT7++OR8R2loSNorJ8PR+VKXLqVlwgQ2JxIcVlSE3223NDSgrFol0vLZ2UTz8wl8+CHcdBOx22/H0rTkS2HNmIFVUSEti+5uaV25tsAu18TnS0JXzeXLZTEpLSVt8mQA7HgcdfVqtDfewDz1VGmHqapwTs4/H/XBB2UXmZaGPWkS1uTJWCecgPb662ivvy7Ew0BAPjMWk+/oyrOkCmeaJnpnJ9rIkdjFxSJzcu+9VNXV0dnVRSwrC++CBZRUVMiLlZGB8Z3vyAA7FBIIcnm5sPWnT8fzhz8MWPy6ageWJd/ZZfDv7gWNRASp58yq9AcekHajo/emvfkm+lNPEXvoIVqGDSM0fDjjtm8nvaVFlKATCayKCowLLxTtsy1bkuoPtm2jbNokG5DNmwfOadeHTSRcHBY8liU7dKRFaek6mmuQBqhr1qBu3455zjkkLruMtvZ21n76KZOBXI9HuEGOqZodCEiFUV0tVRFglZbKc+FuArKypE3Y0YE9dixKNCrtOldiJR6XygxEBubYY9Gee06eZ69XEvyGDXjuuAPj/PNlVlNVRTQ3l1BTE0WRCP6pU0mMHo32pz+hunyxqirU7m6sigo8to2vtRVr9mwqTjqJ2MsvY69YQTQeZ9vkyZhf+AK5DrnVU1QkkO8DjK6uLiorKykvL2fUqFG7VDlD22p7Aw8cSLgzGde6YMSIEWJd0NlJR0cHW7duJR6PJ6sc0zQPKnz5j3/8I7/5zW9obm6moqKCu+++m3lDREdT49lnn+VnP/sZNTU1jBs3jl//+teceuqpB+VcDqkkEw6HWelIeC9YsGAX9u3nccfcXaiqSmNjI9FolNmzZ+9VYlt74AFpF4wdO0COq65Gu+sujLlzk0g1e+RIealdTxNHUoXOTuLRKGm33878igq8Cxagvv22zBw2bxYORFoa9qhR9Hu9mA6BUH3iCdQxY2D4cFlws7Oxzj0XtblZlGs7OuRvVVWgtI6kDB6PvFgNDdLDHjlyYCYUDqPs2IH3qquwf/pTrIkTMRYvxjrmGOxRo0hceaW0mXbuhLw8rJkzsceMEf2utja0VauSCC/b5xMNMJfgmCr+6LD/lVAI/H50RcFTXc2Uu+9OJsXEo4+y8/DDafjWt8gfPpxgMEhmaSnKqFGDrr91yikksrLQb7lFSK6OqZjS2Ii6bp1UEG7CS4Uh67pUX/X1A97xkciAyrHfL+dYV4fn9NMJlJUxccQI0hxNL2v6dMwTThAgQ3o65gUXoNx77+BW1rBhGL/4Beqbb6I/8ICoNLvK2B7PAIHSCcXVebMsEfU0DNS+PhEyVVVpWXo8qJaF9uyztBxzDDU7dnDC00/jr6mRSgqwjjtOkg0Igs5pbSmqKgg/05Tnw+MRblNdnZxvUZFAol2zPuc62UVF0lYDaVXGYgK9djlMvb2ioXbmmRiXXkr86afp3byZgpwcfEccgXHBBeLf8+mnAhkfNQoc0zL1449h1CisadMwLryQwJ/+RPr27eLl5PVSvHIlXT09bFq0iPWmSXZ2NgUFBQSDwc+8u3dln8aOHUup43cztMpxE42bfPYGHjiQ2N3gX9M0CgoKKCgoGGTQ1tzczJlnnonP58O2bd544w2OOeaYAzYMe+aZZ1i8eDH3338/hx12GHfeeScnn3wyW7ZsoTB18+vERx99xAUXXMCtt97K6aefzpNPPslZZ53FqlWrmOpQEz5PKLa9G2LAfyBs2+bdd98lLy+P8ePH7/ahqq+vp6mpiblz537uz4vH43zwwQcALFiwYJA0+C7R0YF+3nnysjmQXJAKRampwbj9drYOH04sFmNqVhaeyy6DlhZ5aauqUDo6SPh8dE2ZQvaIEeg1NdgLFmBPn476xhsob78tC1Z5OWZJCc0tLRSlpaGvWiUtnGHDZIGbPx/za1+DeBztoYeE89LTg1pdjdLfLwKHbW0iZxOPS8LJyUFJS8M64ghZKLq60D78UNojXq8s1vE4BIPEb7tNIL5r1gjc9LDDsI48cpD4JpEI2uuvC4w2MxNz4UJ8550nVYJriwwDrbuyMql8bFuSQFeXcEOyssQEzUE+9c2dS9jvJ97dTXjMGGLnn09+efngloJhoP/udyIQ6qCpiMXQ3ngDpa1tAC3likw6AAjFrXL8fgEvGEZSF8wVrLRdgy9dl993BDzRNBI//jHm6adLGzQYRGlqEhfQ1lYoLMSaP1/uUVsb3m99C3XFiqQMDYCVlyebgtbWJHnTLigYEM50n3VnyI9tY3i9MkMwTTrGjSO7vx9PR4e0VBUl6UtjOjYJeDxYCxdinnUW+u9+h/rxx9iTJw/M6xoaQNOI/+pXaC+/jOfXv5bn16norMJCKCjAHjOG+H334V20SD4jI0M2MJmZohqxfTvG5ZfTcOaZbFy1imm5uQSHDxfeVkcHnttuk8Sdyompq0Ntbsb45jfFT+jFF9Eee0zOz723sRhKVRXGd79LeN482traaGtro6OjA6/Xm1yc8/Ly9gr+6ejoYPXq1YwfP54Ru5m77S7c+Y37T+qSeKBVztatW1FVlbEp5NO9RVdXF7/4xS946aWX8Pl8tLW1ccIJJ/Dggw/uNjHsLQ477DDmzp3LPffck/x+I0eO5KqrruLHP/7xLr9/3nnnEQ6Hefnll5M/mz9/PjNmzOD+++//TJ+9uzhkKhlFUTjssMP2ejMPxB1zd9HT08OqVavQdZ2CgoK9JxgYaMUMZfy6c4FEAlVVpedbWorxq1+h/e53Mtzu6iKWlkZ0/Hhyx40Tp0eHMW9eeSXWWWehX3KJkBcd9n9WS4uQ0xIJEoWFUFaGFo+jvfUWimGgrl0r/90lVc6YgbZmjehj5eYStSx87e1oubkY//M/6C++KOijvDxRfg6Hk9wI0tJkN9vWhvfaa4UQ6PdDIID6wQdYGzZgfPvbA4tBIID5xS/KENaJ+D334P32t2VGkGLClfSYUVXo7habBkfWBq9XWk2OH33mW2+R6XjFsHQpxjPPsOWSS1h7/PHi9+7sapUvfQn94YelNYXME8yTThJo8h/+gLpunRAMPR6pxly+h2FIO9LnGyA1uvc2kcBy21luknKrsVgMzw03yCwnPR1z4UIS11476Psno6AA45JL0Ds7k06d1qhR4kJaX4+6YsUACMGdcaUSU91nW9fRMjMxTBM1HCZr507UWIxoURE6oHd1JcEN6qpVGN/4BuaXviRoLVXFXLRIpGM2bJAk4YAyzPPPlyTZ2Ciox0BAEpRDxKSxEeOSS5LcJaW2FsV1LU1LExdM26YzGmX9+vVUTJ1K0dq1qP/6l8xsyssliQ/tCBQXY8diUtnourQXXedVN3y+pMlc2jHHMHLkyAF3zM5O2tra2LJlC7FYLAkVHvrutre3s2bNGiZMmMBwh1O2P7E78EBqwjmQKmdfvldDIycnh+nTp1NdXc1bb73Fxo0bee211z6zgVk8HmflypVcd911g77fwoUL+fjjj3f7Nx9//DGLFy8e9LOTTz6Zf/zjH5/ps/cUh0ySwdEV2lsSORjtsubmZtatW0d5eTmJRGK3PJldorAQe+JE0exyoMHOwYSENn06WjSaPHd77lyMxx+n77HHBFU2bhyZxcUDMFevV1wJ+/uFnPelL6HdcQd2UxNaTQ1ZDoLK1jS0mhqiL75I9xFHkAlkPPggSl6e2BR7PNDXh1pTI2ZkW7diVFfj1TS0ceNI/PznWMccI2rL//wnNDaKFpRtC5rIfUH9fmlp1daipKUld67WlClob76JlZ8vcvm2jVVRIZDflAXCOvVUYq+/jv7HP6ItWSJGYyNGoC1bhtLRgWWaMgdyE5CbfBRlgITpLrJOK1Lv6WHKX/5CeShErKeHPl1n89Sp9B9zDEXnnENxSwtp8bgoDkydKsz/734X5Z57xI3TrexGjBApmPp6rOLipOOpG67DprY7h023ukGqKNu2ZU6xYwfxBx6QpF1VJfDasjL5Z/Zs7IoKbEUZEHmMxVB6eyXh33vvQAVTUIA1fjxKU9OA9pzDz7HicbT+fhRdR3XsnjVADYWwEwmRk1FVgR6/8444uDqCmeq2bVIxOXBv68gj5Z/Zs6GpCaW5WYb7VVVSjTlgDTsnB3P+fJFVisWSnB40TVqsmzYRKylhQ34+MyZOpPi++1A/+CBZOarvviscqlTLcMdBlpycgTllVtaAd07q9bbtwcoBQ1pMrrZXW1sbLS0tbNmyhUAgQDAYRNd1duzYwaRJkyj5HOKae2qr7Qkivacq50B5Mm5rcMqUKUzZA/pub9HW1oZpmknfGDeKiorY7G7MhkRzc/Nuf981Lvu8cUglmX3F56lkUhFrFRUVFBYWsn37dqLOoHSvoShYl12GsmOHKCinp8vu0OfDvOQSKCpCrasblLBqGxrYkZvLkWPHkjYEEae0tIiGlNMvNhctwmpsRH/4YUFyqarsdvPz0TSNDMdxsN80SbS20jliBL5IBH9aGt70dOy8POKRCKsuvZSRaWkUjRpF7PDDkzBT4zvfwTr8cJRPPkH/y1/Egz07e+CEwuFk28Z2EoDS3Y1WWYkdCOC99VZBPzm7b/MLX8BYvHiwh83EiSTuuAP7gQdQP/pIWOqzZsGaNSR6e1Hy8vBomvBtUttVrpSLbctuNnVH39tL2tNP4x81imxFoWTjRjp6e9l2zjls1zR8OTkU5OQQjMXIDQRQx44l8YtfSAXT0YEdDMrCGgig/+Y3aC+8AH192NnZwn5Pub+Dqhd30Uh139Q00XQLh9HefhvfokWy866vF5a9z4d14onEf/MbzNNOQ3vxRVFccBwlrRkzpMJob0d74w3hrWRmynGbmkQgtaFB/qa3F9UwxLYgLS3JyfH098ucxakCMQwMn49EYyO9999PrKiIYb/8Jfq77w5cV69XVJNnzpQ2WzgsCXjWLOwxY5ItRtuBwitOsrCHDRPASUODtB1tGzuRoGHCBCaedhp5n3yC+uGHUn27w+poVBB71dUDrcqeHpRYDOOcc5LEU2vePHlGQqFk+1mpr4ecHJl97fE1HPCNKSsrI5FI0NHRwc6dO+ns7ERVVdoc4mhBQcFBUVTeE0Q6tdphN1XOgSaZ/21ETP7bkoyu6weUZFzEWl9f3yDE2mdJWvasWZh33on6z38KmXDYMKyTT8Y+5hgAPB0dZC5bBr29bEpLoykcZuYxx+CzLJT774c1a6RVY5qiDnz++eDzyYMajcKcOajvvIPa3o5VVCS7XdcYTFUJtLcTyMyE9HQyCguJ9vfTFgrh6+oie8cO9L4+Znd0oB9xBMbChQM8BqRdZc2aBbNmgabhueUWQaY5VZnS2Sm/5/Um+UB2erosEH19WGPHYk+YIItydzfaSy/JAn7UUYM82dF1jK9/HbW8HO2jj4h6PFQtWoT/xBMpLSrCvv127HffFT0tx8ZZPswemEe4CTlVCdk0ZWfc0ED+44+Tu24dttdL3LbpCQapmzKFtZMnk++01AqOOmoXmQ/j6qsFSfbAA9iaRjg3F90wSItGZU7k8l52h1JziI0uAx9FQXXbjoGAEGIjEbQXXsBXVYWxeDGGM5tROjsx58wRO+FAQBLN9u0CqkhPlwTi9WJ++cskpkxBOeccvK2tqJmZcly/X2YjkYhwWpzkojjXSVdVtHAYZfVqdjz4IIWvv048OxstPR1PIoHqsOzN447DOvFEqSZyciQJl5QIwdFd5NPSsINBaTE6Fs12czNKezuReJx4dzcFJ56INydHuFeWNZBgEPkbOztbjltaKvpyJSWYRx6JdfjhyV+z5s3DPPNMQSpu3Cg/zMvD+NKXBLK9n+HxeFAUhe7ubqZNm0ZaWhptbW3U1dUlWfhuFbQvrbH9if2tchRH8/Czfl5fX9/nTjIFBQVomkbLEDvwlpaWPSqlFBcXf6bf/6zxX5VkDqSSiUQirFq1Cp/Px/z58wftbj7r8ewJEzB/+MMhP7RRn3iCooceIq+1lbiqMjwvj7E//jGe3Fys2bNRMzJQt2yR9lhWFtYxx2Adf7wYOq1ahecvf0FtaBACXTgsiSgnR5BBTu9d6e3FKitDAdKiUdIKCqCtDWvrVtRwmERGBmHLIvDqq9jbt2P+7nd4HQa8PX58cjEwzzkHdd06tJdekhaZK0zpSsq7rHqX76Kqslt1QonFUKqr8f7sZzLADwQwzzqLxDXXCFM/EMD6whdoqKhg44YNTJw0KdkfT/zoR2hlZeh///uAtllaGnR3ywKf2gp1k4zXKwtsXZ0gnyIRtGXLIBZDVxTSAgGKli6l74ILaDj2WBqbmtigaeTk5AxCJ+HzYVxxBfHmZnoqK7EnTiRYWIgRi8nMqqtrgCGfaiSGg1BzLQKclhQu3Ndh/7voNnX5cjzf/75wlxzOjJ2Xh/HjH2N84xvYY8Zg/OQnqO++K1VxXh7W4YcTmzGD1WvWMHb6dIa9/74g6CxLFny/H7OiAm3btqRvC6oq1Wh6OkpnJ/5wmImrV6N4vRiKglpTI7MmR2TU/tOfsBcuRMnKwjz2WPTnn5eWbHa2tG5jMYzTTpPPnTAB9Y03JFkMH05HIEC0o4PitDTssWOxentlXuOgBu28vAF5HMvCHjkS4wc/kPvW1CTtyc7OATCAqmJecAHWggUiENvfL3Og/n7U996T1q8jBLu3aGlpYf369UydOjXZ7snOzk5qjbnggZqammTbLRgMkpeX95nmJXuKPVU54XCYcDiMruvE4/FkhbOvWU4kEvncXjJer5fZs2ezZMkSzjrrrOS5LVmyZI8umQsWLGDJkiVcffXVyZ+9+eabLFiw4HOdixuHVJLZV+Z3k8Je3SxTor29ndWrV1NSUsKECRN2ucEHA0igvP8+2p//TMKy6Ckqwuf1ktfTA3/4A0ZZGfott6BUVWFNnCiziPZ21Ndfh+nTMY8+Gu/996O2tmKXl2P5/WjvvCNS/WVlKEVFwtMAjNmzMa++GvWTT9D+8Q+s3l7i27fj6+tDzcpCnTABNSeHWDiMZ+1aol/5ComMDHw+H3p5OcrXviZw1/x8Er/5DebZZ6O9+y62aaKuW4e6du1AOwWSVsa267qJkFGVrVtl8VRVWVh6etAffRRl61aMiy5C3bKFjt5eQoWFzLjgAvJTdkP25MkYN96Icd110NEhLph5eXh++Uv0J54Y6NO77SvXAdNxX7Sd6keJxUQHzIVOx+Nk3nMP4199lfGqiuX30zduHA0zZ/Lx6NGkZWQQDAbx+Xy0jB/P1PZ2clpbpV2jKBhnnYU1c6bwcFpaxEzNJbfGYgMkVMcvJXl9HF5QUnZF12WxbG0d4PH4/ShtbXgWL0Z7/HGs+fMxzz4b86tfTV6XWCzGqpUr8fv95H71q9iNjcnKyS4uTtoTGxUV4tPT3o5dUCDf3VVayM5GCYVQbFssCSxLeE6WJQlx+XIqH3wQ7/z5BMeNoyQzE8/rrwsceuRIjK9/HWvhQgDMk04SHsymTXT5fJiRCMMsC+bNwxw5Ev3OO6WS6+2VqiwQkHmUg0SzDjsMWloEzr1+vSSR7GzMk0+WCt4R3rRHjwZVRX/oISF3uojA0lKMSy+V/76HaG5uZsOGDUyfPp1ginSRGz6fbxcWfigUYtu2bUSjUXJzc5NVzsEwCXPXllgsxrp16ygpKUnOkfaXCBoOh3eZjRxILF68mK997WvMmTOHefPmceeddxIOh7nkkksAuPjiixk+fDi33norAN/73vc45phj+N3vfsdpp53G008/zaeffsoDDzzwuc+FQy3J7Cvc3ce+kBu2bVNbW8u2bduYNGnSHqGMByPJqG+8gREO05mXJ/4TwSAUFKBs2SJCjJs2SUvJHXYPG4ZdWytCgRkZaE1NA+KGpaXCqN64URA4jkyKOW8eiT/+UeRipk0jlpdHzzPPkB+JoDpaT3Z+Pjrgcax7fYpC38iRdKeloW3YgH3zzfR+61sEIxHS43HsESNEHj8tDfXDD/FecYWgr/LzZYGLRIRPkZsri4TbtnGY4XZ2trTkbBu7txfto49QqqqIGwaZhsHsYBDbNKVNNfRe+XxyHRwr38RvfoM1fjzeX/0qiXxDUZKLNOFw0tpZMQypgDRNhvbRqOzs4/GkXpxqWeSsWkXOSy8x/qSTaL7yShq3baPW40ErLaVu7FgSzc1kKwpqcTFWRQVkZJDIy0O/917o7saaPBmlt1eQWJGI8IIcwUs7PX2wdbKD8kvOk1JVB1xiqmXJwl1bi/bSSySuvx7zK18hGo2ycuVKsrOzmTJlCkpWFtaECZJcs7OTiUvduBHz3HMhkZBE44iZ2n6/PD8IiVKtqZHPdBKjYpqg63gzM5ne2Ei1puG9/nqMVasw/H603Fz0tjb0xx4ThYXp07EnTCB+9dV0PPAAWnU1eYWF2EceifnFL6K98Qbqhg2YCxagejySbLq7UdauFb+hL3wB68gj8dx8M+rKlVilpRAIoLS3oz/zjLSKXZFZ20Z74QVh9U+alJQEUrdsQXvuOYxrrtmtiGZTUxObNm2ioqKCglRKwZ7eUYeFn5eXx4QJE4hEIskqZ9u2bfj9fmmzOorKB8qPiUQirFy5kqKiokE0jP0lgh4sV8zzzjuPUCjEDTfcQHNzMzNmzOC1115LJrC6urpB3/Hwww/nySef5Kc//Sk/+clPGDduHP/4xz8OCkeG/7Ykk+pmuackY1kWGzduJBQKMWfOHHL3UnbvSep/f8O2bfqqqrAMg/T0dCIuiMDlJjQ1yaLjJhjbFsvlcFh0q1QVu7t74EVyWlP29u1JvSr8fpSuLvRHH8X4n/+hKxxmTXExRTffTPChh7Dff18SA6CEQmJ+1t+P0tlJ1kcfkTFiBMaRR2IuX07mTTeRSCSIKAq61wvTp6PeeCPWEUeQ+OUvxYfGkWQ3p00jce216E8/jbZiRVLdV4nFZOFze/GOFD7RKEpdHV63hdDZif3nP2NNmybzg/Z27BEjhK8zlGTm92NedRX9hx+O56abhARYWiqJq7VVUFOuooHfP3gw70KOVVVmFm6CctwlPS+8wLD33iPH72fqtGlEv/MdGouK2KCqRCIRcv1+gh0dBDWNtCOPJJGbm6wmGTkS89hjwetFv/lmkdiJRgWiG4nIP+65DPXGSRHqTP7cbUu2tuL94Q/p7e5mYyBAxfvvU7B2bdIbxzrySLS338YOhQSJGA5jT5yIefTRsghXV2M50FY7L0/4K9u2kTj7bBm8O62y5Dn5/Si6Tlp7OxPa2/Fu344xciSGZRHv76fP4yGwcyd9d99N/Ne/Jisri/WWRfQrX2HWuHGY6elJhQd1xYrkrMg6/HDx+WlsRGlpwTz/fIxvfQtl0yaUjRvFhM15TuziYmknvvaaqEx4PPJ3VVVizOcOyTUNa+RIlOpqUT53wDFuNDY2snnzZioqKga7036GCAQClJaWUlpaimEYdHR00NbWxoYNGzAMYxBEen8Jke5mobCwcBeeX+osx61odkcEbWxsPGgCwFdeeeUe22PvvPPOLj/70pe+xJe+9KWD8tlD45BKMvtqgbll5p4SQywWo7KyEsuyWLBgwT4fkD1J/e9PuMksPSeHMaqK6fMRcVspDvfBHjdOJOX7+0VOpK9PZjNdXbIb3rEDpb4eKyMDe9o02alv2QLO/MeeNEmOFwqhvfoqTQsWsK6rK8lkts48E235cpSGBuy8PPmsWEx2+bm5siDV1qJnZ+NpbhY03OGHEzNNYt3daMuX03DjjXR++9sE580j+NJLeLdvl3OdOFEY+VOmYL30ksjYGIZ8N5fEiJM4+/uTCsmKuxNLJFCam/FeeaWci2P+ZU6ZgnHzzckqJjXsWbMwrr1W5kXNzdLesyzsnBzhv8Ri0t6rqhL5/dT2mnsfU/xeXMsCpbMT/6RJ6GvXErjmGrK+9z3GL1hAOC+Pzh07aK6vZ+vWraSnpxMMBgleeOEu1ruJO+/Ec/31aC+9JAZzubmyQ3ftkh10nK1p0nIcOtdx5ihKKJQUp9RvvZXDYzFUSDpoqhs2YM2dS+JHP5LFOhzGnDRJWlCO54v63nuo27eLfH5np8DEp07FOukkErW1eH79a6lg/H5pYXm9AiP2eFA3bJB5Vlsbek+PuHbqOqauE1izhpVr15IwDDRNY2x5uWjFxWKCckv5HuBsisrKsEeNQt24UWYpXq9wbBwezqD7m5kpG4G+Ppm5uOjCoQurrst9HEJXaGhoYMuWLcyYMeMz80f2FLquU1hYSGFhoWwa+/oIhULJZJaRkZFMONnZ2btdo6LRKJ9++inBYHCPRHI33ISTOsuxLIv333+fyspKjj/++IPyvQ6lOKSSzP6Eruu75cp0d3dTWVlJbm4uU6dO3a8dwYG2y+LxOKtXryaRSDDuO98RmOf27egej0BSQyHZeX7jG7BlC+qaNYIYq6+Xl8znw5o2TV7OcBh1/XpJNLqeZFnbKVh/Oz+f+Lp1NL33HtO++tVkD9o66iiMb38b/bHHZAcbDsvC4qoRaxp2IiGyNYYhvBFdx6/r+AsLwbYZvWkTGW+8QWtGBpvLysgKBgmmpxN0zNrIysL86lcxv/pVlLVr8f7wh6irV2OHwzILcORTFEAJBAZQWV6vgBja2wXZpuvY/f1SwV19NebZZ2MXFgq01rFPRlGwDj9cJFEaG2XRHjZMqqVt2/D8/vfyXXRdNLscdBGmmbQ7SJ3nuAu8ZtsozuxGaWnBc/PN2IEAvu5u8jweynNziV9wAU3nnEOos5NVq1ahqmpyUJyfn4+WnU3ittvkGE1N4ryZkyNCk2+9JTMc1yRsaDXjhlOJWY5njy8WE/5RXl7SN4doFPXdd/G0tGD84AcY3/rWYKRbYSHGj38sEOlPP5VZzTnniM5XdrYw7zMzBeLsDuPDYWyPR2Y0gYA8g+7MRtMgkUDv6kLNzSUtEMBnWYxoaiLj+9/HqK3F1nWsSZOwr7wSbcYMtFdeEZSa844pzc3idzRunFz2wkKBwvf2DpyDA4u3R4yQn4XDMmMrLpZNkvO3gNz74mL5Lk7s3LmTbdu2MXPmzL12Jz5PKIpCZmYmmZmZg+yY29raqKysRFGUZMJx7Zj7+/tZuXIlBQUFTJgw4TMjylRV5ZNPPuGCCy7gD3/4A1dcccW/5bv9J+OQkZXByer7Ull+5513qKioGPSgNTY2smHDBsaOHUtZWdl+3+je3l4++eQTFjoDz/2Jvr4+Vq1aRWZmJtOmTUPXdZTVq7H+/Gd6ly8nr6AAe948zMsuwx45EqumRjgaq1ah7tiB7fHIC+u4b7poKau0VHrq69ZhBYPgQDlt26a7tVVmN7/7HWlHHz1wMrGYQFHjcTwPPID21FPSvqivl768zyets1gMOyNDVKPdHWk0mjTosouLwecjMXYsDVddRYOq0tfYiC8/n4KSEoLBYHJnr37wAZ6f/Qx182Zsw8BQVTTbRu3vl8XD3eW6CKxAAPPEE8FZjJTt22WgnZYmIo2ZmZjnnkvi+98XdNreortbYMFVVahr1giJsa9PFiUQFYTUBOMu9H5/UuXYdgihipMc7ZycJHrMPOIIzEWLMObNozMri7aWFlq7u5Ms82AwSHF1NYEnn0xqghGPy30eOxbPPfcMWCO4bp9uZeX1SitI08Sq2U1ArsCni1pzpXkyM7ELCkj84hdJdQFlxw5phwYC0jrz+ZIGbW5ozz2H9uCDMk9yOCN2To7M12bMwDjuOPwXXDCQhBxCrNLbS09pKRv++Eem5+WRds01EAphBoMkYjFobqYvL4/tX/86Y1asIKu5GU9WVnJGZn3xi0lrZywL/eab0T78EGvYMNGGa2+HWAzj0ktRwmHUjz6S50BRBNLu90ulEw5jZ2VhXnRRUpetrq6OqqoqZs6cSY67Ifl/HK5RmTvLcW2SI5EIeXl5TJs27YBmOStWrGDRokXcdNNNXHXVVf/rFJg51JKMbdvEhzKBh8T777/PpEmTksiNrVu3snPnTioqKnaLMtlbRCIR3n//fU4++eT9+v1QKMSaNWuS/japD0R/NMpH//wnxy5ciJqfL4O+eFwMzCwLNR7Hc/31sjtPVXo2TdStW0lcc41Y4j74INoLL8guLhTCqK5Gi0RQystJPPGE8AgsC+2111BfflkWkkAAq6wM/YUXZCCvKNKWiURQIhGsUaPELz4tTRIKiIy7YxdtzZwpTPHaWmHrjxuHHQrR7/PRXFHB9smTUbxegsEghYWF5AYCdL/4It0ffUTBpEnk9vfjufXWwa0UR43ZLi3FmjlTFtYNG+ScenvlOvh8kgD9fuxx4zAPPxylrw978mTMk0/epR+/2zBN9L/8Be3pp2UBNk2BVrsumrouu3cHKaf09AyQQR0eku31JmXz7ZEjpQJzPF7M2bPp/e53aSwvp62tje7uboI9PQyvryfHMPCOGSMikkVFqG+8geeee4Ttn5MjdgvNzcnj2U7SUUD4KJ2dkohcjpDLHTIMWXQd1YD4Cy+gP/442lNPJcU97WCQ+K23YjkJ3A31gw/Q775bhFxdBebMTJExWrQIu6wMj2MVoTiCoraqEk1PJzZyJL7HHsPz7LNo7rPmcrUsC2XrVrouuYSdM2diffABvro6fMEgngULyDrqKHyp7enOTvRHH0X95BNp4eblYZ52GkpdHep774lOWiCQtOO2pk0TzlFJCdZhhyVl/Wtra9mxY8d/NMHsLrq6uli9ejWaphGPxz+TvpoblZWVnH766Vx//fVcc801/ysTDP+NSeajjz6i3JEDX7t2LeFwmFmzZh0QiSkWi7F06VJOOumkve5CUtFqU6ZM2a1sRSKRYMmSJSxcuBBN07BXrUK7/340l/08ciR2Vhbq2rWCBnKVnGtrISOD+N13S9ukowPPLbegvvCCcAtUVaReMjMF9XP33SgbNqDfd5+0q/LyROm5rU0qm+ZmSSZer1QpmZkk7roLZccO9Mcfl5PVNNSVK6WFMmnSAHCgpga1thazvFxUe3UdJRolcc45hE4/nVAoRCgUIuYsTqNGjaKsrAxPLIbvnHNQ166VBV5VBQyQSAihr7xcqo7q6uQibxcWSiLo75eFNhbDGjZMXrTeXigoIH7zzVinnLJ/N7OpCW68EeW119BjMekDJxJCIE1PlxmBUyUorjWxazXtcoPcwbwL4/b7k6x542tfw1qwgOiRR9IWixEKhWhvb8fj8QzwL3Jz0ZcsQXvxRWl7BgKYxx2HOWcOsV/8goylS8XCOS9Pzqm5Wb6ra7Tmmp7ZtmwWbFtsBqZOFRtov1+qj74+ubcZGcReekmEJt2IRNB/+1u5F0VFUrW1tIjp2eLFEIvhvfZaLK9XEno8Toei4LUsMkaNIvHHP+K56io0Vy7GORe7pASlsRHz1FPF18i26evtpXPrVjpaW2nTdTJTlJOT5MfWVvmc4mKUxkZpVeblCXLOCWXbNqwxYzBuuGHQfKa6upqamhpmzZpFdqpCxX84YrEYn376KTk5OUyePBnLspL6aqFQiHg8vkd9NTfWrVvHqaeeyuLFi/nJT37yvzbB8N84k9E0jUgkwrZt25KWAEPZ3Z/lWDhIjz0lmVS02ty5c/e4m3L/3jRNlIYGSRQtLVKRKIoM+X0+rJIS1FWrpFXgwJaNSy4ZEBXMy6PzqKNI//vfUUeOxJuXNzA437ED7cknhS3u9YrCMWBnZUlV0NmJtWCBKAT392MdeSTGZZcJouvww7GLikSxeNs27IwMSXwuQscwpM0WDgvpr7oaOzsba8IE9H/9i6LWVorXraO7r4/GSZMwzzqL9vZ2amtrycnJYdgttzDiySfxLVkCpok5Y4bMnN5+W2RGolFBY7loO/elcoyysG3U5uaBNldnJ75LLyX+s58JOsrxdLHmzt11UAx0BwKsP/VUpgYCBBsbMS1L2nMNDQP8Fr8fa9w4tE2b5DwcaHFyjuNyStxw4cexGPpf/oL94ovoo0fju/NOSioqsCyLjo4OQqEQmzZtIpFIkF9URPBHPyKoaXhyc7EDAbZs2ULo8ss5KitrAH7s8m8UZYBg6RJB09MlCTrtRNUBg5CfL61Bp0JRQiG8F19M/K9/FeAIImBqfPvbaC+/jPrpp3Ld5s/HPO00gdLbNubs2WjvvEMiP5+2WIz0/n4yNU1QX4Yhm4GODnnuHMVnxVHtdluaanU1uY88Qv66dWBZGOXltJ56Ko1paUmIrAsLzh81Cs1JdkSju7hb2vn5cu/7+pLJZ8eOHdTV1TF79myyhvz+fzJisVgScj558mQURRmkrzZhwoQ96qv19PQwdepUqqqqOOOMM7jyyiv/1ycYDrUksz8X27KspNvdvpAc+4rUxLC7RBWPx6msrMQ0zX2i1dzziMVieJcuRW1ulpLf+Qx7zBiUjRtRYzFpeUQiMozu7x+kWrtz504Sb7/N+EAAbagTYHq6tBoyM2U36IZtCz9kzRrs1lbsESMwTzwR86KLBkypVBXr5JOxTj4ZwmG8558/ICfjDFuVnh5pxTgDfKWjA3X1aqlMtm2jNxBAsywmNzdj9/eT+OUv6VdVQqEQLaEQm049lfQzz6QoL4/8UaPISk9HnzcP7Z//FE+dvDzs/v4BDxMY8J9xkUbp6QPmZ+Ew3p/+VFpYTlvLOvFEEj/96cD3ckQB165dy5gZM8g+5RSMtWtl956djTV6NOrmzWhPPSWKCnl52FlZ0k50ZXQcq2b3WiY5Lw4hNQk/TktDXbkS32mnYVxyCebRR1NUW0txUxPW6NF0H3kkoXCYnc3NbOztJSsrC8uyiMfjzF6wACoqsDo6ZLHNy8MuLsYuKEB9/30RtYzHpb2XkSEAA9PEKi9HWbNGQA6uT42rWtHfL0CGW28l/vDDgh57802ppJqbsSdMIHHWWdhz5w4kdUXBuPJKYh4P4TfeIEtRCJSUYJ52GuaiRfJ8uSTYRELuh65DKIQ9fDjmCSdAWxueW25B2bFD2q+qimfNGkqamgjecgvm1KlJ8uPWrVuJxWLk5uYyIhJhmKLI/C5ld6/09clsLC0N27bZsWMHO3fuZPbs2YNMC//T4SocZ2VlCadpN2vPnvTVQqEQl1xyCY2NjViWxcKFC/mf//mf//UJhkOtXYazSO8ubNumpqaGrVu3UlRUxIy9COl9lnj99dc56qijdnGk6+3tZdWqVWRlZSUH/HsKl9H74YcfEo/Hmf7yywQ//hh18mSR9ndCdXxcrDlzhMjo7Brt0lJiDz3E1oYGmpqaOHzNGrL++lfR60r5e2XnTpFTd0QTXQSaUlMjSKNYTEiEzs7d/OIXMYbK4DihPfUUnrvuwnYqIXXdOtmtBgLiWYJUGUpnJ7aq0lZRATk55ObmirTMzp0krrsOa8ECOR+vl0QiQXt7O6FQiLa2tuRuNhgMkpeVhe/Pf0Z7/HFR/3VRWA6c151DJBfQeFySkaZhzZgh3jxNTaJ4PH481vTpWBMm0DxmDGsNg8nTpjFsN7DoZITDaH/7m/jbd3aibtsmc5dYTD4nK0sM5FIMzVJusLQ309KSycgqLkZtaZGE5GxQrDFjiP/5z9hjxxKJRFizZg3RaBTbtvH5fASDQUauWkX2iy8mnUDp7oa0NMwvfAH99ttR6+rk2ng8WKWl4jn0r38N2Fy7FZfT5rMzM6Xd+uc/o27cKG3UeFyuYyyGnZ9P4g9/kArQCReJOTo9nVHZ2VBcnKwutMceQ/v738UJc+3aAcSeqmIeeyyJBx9E+/vfZe4zbtwA0dZxCDXPPx/j8ssHvRuRSETai83NFN13H7kNDdhjxpCWm4u/rw8lFML86lcxzjiDqqoqGhoamD179iElFhmPx/n000/JzMxk6tSpB5Qctm7dysKFCykvL8eyLCorK5k7dy4PPvjgASku/7fEIVXJ4OwEhuY90zTZsGED7e3tB00Gwo3dwZhbW1tZu3Yto0aNYuzYsXt9oFKZvPPnz6e3txfj00+JRSL0NDXh8/vx+/34NU2sb/PyBsQrdV2cDGtrqX76adonT2bevHn4ioqwn31WZNiDwaRAI/G4tDQA/amnhPmenS1Wt/39UFICrgNmezvaW2+Jz4jTVht0Tc8/XwQjn31WZgPuoudWESlDaNPvR8vPJys7W+wK/H7o7MTzi1/IAhsICLLokksoLi6muLg42acOhUJs3ryZRCJBwfz5lOblUfjQQ2ibN8uMxOsVdNNQ9WPXZ8UltnZ3S5KJRGD7drTNm9HCYYq9XgpnzED56U8FlecOqodGejrmJZdgXnCBLJyZmagff4y6Zo2wzkMhYfXDwIwmVSjTkc13/XfUtja55o4KttLZibpqFb7jjiNx3nnUTp9OcUsLYxz0WeiII2iNxVhRXEzOEUcwcssWMsNhvLNmoZx0kriPlpfj+dGPBLwwerTMberrscaMQa2pEcRaqjGc1yu/092N9sQTaKtXyzOVlZW05FZratBvvpn4P/4BikJnZyerV69O2hLv7jphWdhjxmCOHCmzPkUR582ZM+Ve7NwpP0vdeLkuqNu2DTqcoiikp6eTnp5OWVkZRnExxn33YW/aRHj7droDAeILFsCMGXRt2UJLSwtz5sw5qO/45w23gsnIyNhjBbOvqKmpYdGiRZx//vn84Q9/QFVVmpubefXVVz+XNcF/QxxylUw8Hh+UZPr7+6msrARg5syZVFdXoygKEydOPCift3Tp0iRyxa2Wtm/fztSpU/e+Mx6SYFyiKM5L6Fm8GLu5mUh+PrF4HE9jIxlNTSTKy9HKytBciRzDIL5+PXWXXcaI//mfZNtOe/BBPHfcIS+5ZYlS7+GHE3/oIdA0kez/4ANoaxPP+exs6cunqAsoW7eSuOUWrL0RvCwL+vrwXn016vvvy6C4rw8sC8u2pSIqLEQ55pikH47S3Iy6bJkYnJWVCUopHBZC4MSJwiMpL8c86SSRKXFIbq2trYRCIfr6+hjW00NJczOZhYV4Ae/3vieVlOuD4kjF4PNhHnmk+Nc7NgFKJIKlaZiqiq5pYqylquKxk5mJdfTRGOedt29ItPt9qqvRHn8c/dFHZajukmpdkqXHk1zQiUZFziYeH0hmHo+0sZznNpaVhae3F5UBYqGdn0/8sccw582jp6dHQBStrYQjEXJycqTiKygg8803Ze7m2CDbhYUys0sk8F5+uSQPJ9nZeXmSjA1DoOvNzaKw3Ng4QJh10Guxhx4itGABa9asYfz48Yx0LAbsoqJBfBSlpgbPL38pVVBpqbRKm5shEhGL7jlz0J54Av3Pfx7kvAmgbN4swIBrrkFZt07AA01N2KNHi7W36zFjGCjbt2P39NCdkUGLrtPY2EgikSA7O5uioiKCweBB87v/POEmmEAgcMAw5YaGBk466SROOukk7rvvvs9l6/zfGId0kunq6qKyspKCggKmTJmCqqps3bqVRCJx0MrL9957jylTppCbm8uGDRtoa2vbLzTLnhKMG+rKlej33y8SH7aNUVxMIhSC5ma6CwvRdV1M2tra8FsW6sMPo6QkTv3++9EeeUQ0xNyFNxgksXixCBnaNsrOnUJS/NWvBBLsmkK1t6NWVaG0tWHNni3zg7PPlvN66y20JUsEJDB9OuYpp2CPG4e6ZAne739fFqxAAKOvT3xNCgrQsrLk2Lm5osG1dKmoQs+YMTDEralBbWjAHDcOsrIE2FBYiPG970lLLSX6+/uTSLWOjg4CgQDjP/6Y4XfcgRqLyfzBNAW8UF6OPXq0tG4QK2wsi3hGBh6vF9W1du7vl8VS12WR1TTME07AuPpqkdnfj1Dffhv9oYdElLS7W4ADPT3C6UmR+bdKSkQjzGWmO1BpbFtsnF10nbO7T1aiuo55zjkYV1yRbF9Fo9EkKsm9FsWaRnEoRHpmJnaKIrH28MN4r7suqX6NYaDYtqAVIxGUhoYkqi+52YjHIR6n74QTePeyy5g8ZgwjnnpKACDRKHZaGtbxx4uKtjP/UN97T+DSra0C/c7NxTz9dMyzzpJZXW0tnh/+UMiVbiJqbARFIXHjjdDdjf6XvwhhNi1NNgWFhRjf/S52RcUu79GWLVsIhUJMmTKFvr6+pO1yWlpaEjyQk5Pz/3xxTiQSrFy5krS0tANOME1NTXzhC1/gyCOP5C9/+ctBk435b4pDLsm4bpUNDQ1s3LiRcePGMWrUqOQiXlVVRTgcZvr06Qfl8z788EPKysqor6/HNE1mzZq11wF/qqrqnhJMMgxDpMwtC3vsWNQVK/D84hfYvb1EfT4Svb1o8TitRx5J79VXU1hURE5ODlpzM57/+R/ZKaf4eytVVdijRwvcOQWooP/+92h/+xv28OEo0ah4fUSjMsB3uEPGV74CmZlo//yntKn8flkkiotJ/PSn2JMmoT37LPq992I0NmJYFur06XDjjWivvy7eH9Go8Hp27JDWlAtMSCRQ1q8Xrok7kFcU7PR0zOOPx7j8clHjVVWs2bNFLse5ZqlznPiyZZS+9Ra5jY2ojjGbtnOnJJ2GBoFEOzMRNSdHEm1Pz8D8xGGvA8nqj7Q0zBNPFP+fww7DXLhw0NB5yM1FWb0a7d13hYXutB61995D++gj4a1MnYpdWIj22mvyWT6f8IFSqhnFORa7eS7szEzIyiLxgx8IMMOFSXd3Y/h8tDtVTqr5lqs6oIfDeC+8UKq6eFz4UWPGYOfmovT1ibBqfb20Pd12XyRCIj+fnpwc+u+6i8IlS9D/9jdBjrlw6I4OzEWLSNx008CJdnSgbtokm47x43eRAVI/+gj9gQckuVgWdjCIeeGFmEcfjedHPxJ0mquibNsoW7ZgTZ2KcdNNA2AY22bTpk10dHQwe/bsQVBfV1PMvRaWZZGfn5+8FgfDkGxv4SYYv9/P9OnTDyjBtLS0cOqppzJr1iweeeSRg2Iv8N8Yh1ySicVibN68mYaGht2qrNbU1NDR0cGsWbMOyud9+OGH9Pf3k5+fz7Rp0/a609idG95n7c8qH31E5M9/xt68mbTiYrSzz6b1+ONp7e4mFAphWRbl9fWM/tOfUKdMQU09n54e6Okhcf/9g2Rn6O7G86tfoS5fLnDXaFRY3uXlsuNtb0eJRrEKCwWy7F5T20bdtAnzuOMwrr8e0zTZuHIl1saNTJgxA//06cnFSlmzRvTDQHaproCnc17qmjVJt1Db4aAozq7eGjduAJqcmYl53nkYl122yyKcOscJhULY3d2MW7mSospKfPX1JLq6sH0+AqGQECtjsaSjZ1L92EWMuXwrJxHYJSVyLlOnYnzzm9jl5YNJsfsIdcUK9N//XkRPFUUkgtrb5bP6+5M2znZ6+q7aZakQaZ9PZi5ZWVgLF2LOmYP+3HOotbXYgQDm+eeTWLwYOy2Nrq6uZJXjMsvHfPgh+a+/jlpQIO0yxzXV+sIXsG0b7403pjxsCmZaGh0jRpAVCGD/6ld4f/hD4VMlEvI8Oag9MjOJP/PMIO+gfUYkIlpopilWFjk5KKtXy0Zq9OgBEIfzjCrd3SR+8xvs4cOxbZuNGzfS2dnJnDlz9rmx60lJvn19fUlDMtcv6GCitBKJBKtWrcLr9VJRUXFACaatrY1TTz2VSZMm8eSTTx4wzeJ/QxxyqXXNmjX09vYyf/783Q7/DtQdc3fR2tpKX18fwWCQioqK/Rrwuzn5QB48y7LYlJ1N+9e/zozJk1EKCrAUhQKgwHnxuru76evtJWIYhOvq8GZlCXAgLQ2tv1/4MUN71dnZJG69FeWdd/BdeaUs/sOGDQzSc3OhuVmY5qmwaMduWfvHP7C3baNN1/EedhijL74YbwpEGFXFnjkT0x389vSgP/CALFKZmbLA9/fL8VzwAA7r3+HG2I4cvRIKoT35pKDDhrSxVFUlPz+f/Px8JkyYIHOcSZNYduKJxFpbGf+vf1GyaRN2a6tUYY46sOIslqiq/K8r1+JIyGBZQgasqUF7/XURcywvF1XouXOxJ01K2hPv8d7NnUv8rrvQPv5YnDSHDUPZsQP++ld0R08Nj0fah24LLxWlliovAyiJBOqyZWgvvijs/rQ06OgQr5Z33yX2xBPkFhaSm5vLuHHjktyL7bNn09zQQPGGDQRaW/Hk5qKddhrmhRfK/Oq99yThZ2TQ7/fTmZ5OQTiMOmkShscjumU9PSKx4/FAIoHa24vd0yOqx06SUWprRfolEsEaO1ZankOrh0BgEGoNnBmUCwEf/PBLQtM0bNtmw4YNdHd37zPB4GzmsrOzyc7OZuzYsfT39yeT744dO/D5fMmE83mk+nESTGVl5edKMJ2dnSxatIixY8fyxBNP/P86wXAoJpny8nLS0tL2WFoeDA8Y27aprq6mqqqKzMxM8vPz9xtBttf22F4ikUiwZs0aDMNg3mGH7fbFUhSFnJwcck45Bc/rr5Oxfj3h9HSsLVswm5pQ+/vpnz0bo6MD31BSqKpiz54tu1sXHeWGOwR2X363OmprkwUpkaDfMMg3TYZv3YqRno75la/s8bsYl1yCUl2N+sEHgspyUVguLBkGBveKIouTa0JWWCi8lb/8Rfx2urqwZs/GPPdcIQumXIvMzExM02Tnzp0MmzgRc/p0ti1bRuC11xi+fDmeRALNNFF8PvGTb2kZSDCpFYRbeYTDssjFYkJUXLIEnnlGxB3nziVxxRUQDIqcyu4Wl8LCAS8Up9++cdw45rS0UPinP6Fs3ozd0yMkS9f2wb0WMAAg6O+XFmB3t7Sj0tMFbBCNCiJs2TJ8p59O4uabsU46CSCJ0Bo1ahSJuXPp2L6dlm3bCJkmRl4ewbo6mV/84Af4fvtb4jU1xCIRgraNOmoUicsvF6Mzh6flEi0B7HBYqkIHbKC+9tqADptDNrTmzSPxs58NYurvLuxx4wSEUFsrGxqnylQbGzHnz8cKBtmwfj29vb3MmTMHX+pmZj/D7/czYsQIRowYgWmau0j15+fnJ8mRn+X4hmFQWVmJrusH3CLr7u5m0aJFlJSU8Mwzz/zb23r/DXHItcsMw9hrEmltbWXr1q0ceeSRB3R8y7JYv3497e3tzJo1i+rqarKzsxm9Bxe+VL+HA2mP4TjerV69mvT09H225NxQtm3Dc9ttwpjv6cHWNCy/n7jfT/fw4WxfvJicyZMpLCwkIyMjeV6en/0M7fnnZUfq80nbaudO7GBQhvc9PdLKUBSxAG5ooKekBLu8nMyMDGkH+XzEHn00Oc/Zw4VBWb1aJOczMkQ0s7Z2MHw4HpdWyrx5A+092xYUm2GIirGuC5KpoADz+OOFl1NUhHX88TSPHs36DRsYN24cI1NaW4Zh0L5zJ5EPPqC7q4vsHTsoXbaMjE2bJME4ati42lzBoMjKuFbOjgWAu+t2NbTcFqM1YQLmKaeINfLkybu1AnZVgadPny4t3eZmvD//Oery5VjDh0M8jrZmjXCAXBFLV+kgFsMqK5PZiktATfWmSSQEnp6bS/w3v8FatEjsHt58E6W7G2viRKyjjwZdH+T66Er+ZHV3k71yJWVpaaSNGSOeOM5MxbdggVglpKcn4eMuTyhx002YRx2F7/LLoa9P2omqKtds507MSy/F+MY39v3sVlai//GPgkpTVQEnjB5N/HvfY51jTTxr1qwDSjB7i1Sp/ra2Nnp6esjMzEyCB5JSN7sJwzBYtWoVuq5TUVFxQAP63t5eFi1aRFZWFv/85z/324vmf3v81yWZ9vZ21q9fzzHHHPOZj+36zdi2zcyZM/H7/axbt460tDTGjh076Hc/04B/L9HR0cHatWsZPnz4YM5NTw/a22+jbNwI6elYRxyBNXv2oJaN+tJLeK+9VsiR2dmiZ2WaKDt20HHeeVSdeiptbW14PB4KCwulXRCL4bvmGhm0O3MQOxiUoa6ioN97r+hqJRKweTMxvx9z+nTS3B2qaQoU9aKLsI49Vlwj3RfOMKRF5niUpIZ+//3ot98+qHJROjpEYiZV/TkUQvvkE2G7u4m9uxt10yZh6E+ahNLdTUxR2HTCCeRdccVeLWkty6Krs5OuVavIeOQRSt56C9WyUG1bEGEZGVjl5TLzSEsTcIJpDqgaOJI2rmimOXky2oYNcn3S0rAzMzGuuALj+9+XdqDDSK+rq9tVtDEcFtuFDz4QLk56OnZmJtqyZcItcT7DLijAqqhAe+ONAWSaa8rmkiwzMmTuNXo0xmmnob/yivB4nMrMmj2b+P33D0qAqRuotLQ0+vr6kotsMBgkIyMD7zXXoL75pqhXG4ZUdiNGiBzNVVeJgvLtt4vAZspOXqmvx87LI/7003ttKyZ/v7ERdfly4dcMG4YxZw7rGhuJRCLMnj37/8kOPxaLJUEl7e3t6Lo+oDOXImLpVjCqqjJjxowDSjDhcJizzz4bXdd5+eWXDymez386DrkkY5rmbv1i3Oju7mblypWf2dynt7eXlStXkpOTM6ia2LhxI5qmMcG1sD1IA34cfPzmzZuZOHEiw1O4CLS14fnpT5OwXMW2BTZ80UWYX/ta8iXWf/979McfT/p0uKHs3Ik9bhzxRx5JtgtCoRCh5mayqqoo7uoir6ODtOxslJEjMY8/PrmTVZqaUJcvp2PjRgKPP463qAiPW2VYFsrmzbIgZ2cL52TCBBI33YS6fbvMD0IhyMnBPPVUkaB3+83xOJ5bb0V7/nlZYD0e7FGjZLF0EU8O7JqeHiH2OS1RZft28a3XNJlPOEZgdm4uiccfl+vf2Yk1atQu3IzUsG2b6IYNJJ59llh9PWmbN5MZCqEDemenOJFmZIhpXEaGcF3clp4zn0BVk1pqZGXJ/4/HsceMwTj9dLYvWEBtILB3RnpLi3yf/HwoKkJpbES/4w7xYfF6sUeOROnvR9myRbhB7ivoSuvoOnZhIUpfn8ClGxpEqbqwEKWrK6nebM2YQfzee7EdkcaNGzfS1dWVRGrF4/Hk7MIV8xy7aRMlzz+PVlCAqmmSeNvbIRAgcdttouJ8113C5k/lwLS0YHu9xJ9/XrhUmzejvfuuyM2MHo117LGD+DapYVkWa9asIRaLMWvWrP9ICykVVNLW1pa0b8jPz6epqQld1w84wUSjUc4991wMw+CVV145pKRwDoU45GYy+4oDmcm0tLSwdu1aysvLKS8vH5Qwhh7vYAz4bdtm+/bt1NfXM3PmzF1c/PTnnhPjr/JyGeQ7L7H+1FNYRxwxYODkthOGwmEdLot7/sFgkGBamqgAfPABRjiMkUjQmZtL6NJLCdg2BY4cuVVczKYJE2jJyeGoUAjfe+9hFRYKv6S2VtR+PR5RCTBN1LVr8V58sQz4PR6ZfYRC6PffD93dmN/8ppyT10vi5z/HuOwyqc5ycqQyC4XQ//53aZGpqkC5nf8PTkstEsG2bZRwGCsex9I0NI8Hta0N7eyzhYvhJGLriCNIXHfdIDMsNxRFITB1Kjje5P1dXXQ++yzq0qX4Nm7EG41iFReT0dsrMxAXLOB4qritLDweqSycGQmmKWrZjzzC6Mceo+zUU9FaWqQNlQIxT0ZRkSggu89DSQmJ22/HPPlk9Oeek6ogPx/juuvQXnlFSIsuGs51NXXnXH6/tLPy84W3Ew4nz1tduxbPj35E7He/Y11/P5FIhLlz5uBzOD1en4+SkhJKSkowTVOUgrOziW/YQN7q1fhsG6/Xi15cjHXJJSKzP3GiVJ3d3QNmcpYlMOfTThMF76VLpSLu7BS173fewX7zTRI/+tFgRWhn07hmzRoSiQSzZ8/+jw3BU0Eltm0TDodpbW2lqqoKwzDIyMigurp6kHfS/kR/fz8XXHAB0WiU119//f8SzG7iv66SiUajvPvuu5x88sn7fBDc1saOHTuYNm0axS7kNiW2b99ONBpl2rRpyQrGVWU+kOrFNE3WO4PNmTNn7lo22zbeCy6QnW7qzs+2UbZtw/jud0Xyxelte7/7XdnZupIpvb0ooRDGtddinntu8s+1v/4V/aGHBpwRDQO7qopoTg5rvvc9umyb7OxsEokEpmkyZ84cAs3NeH7yE+nR27YQDC1LKie3DRONiiXw2LHYqXpxLS2gKMTvuEMWQsdrfl+h1NTI93fl/k1TODY9PdiAEQiIERzSRgOwJk+WYXxPD2pzM8aFF2JcffVnui9GTw+xBx9EWbqUwNq1+Lq7MdPTUS0LLRKRa5yTIwoLup60bk6CJWybhN+PJ5HAzs+XeUV6Otbo0ZCWhrVggUj+7GvOYFki7x8ISDIzTbSHHxbL5FBI5Px1XdBfRUVYwSDap59iFxRIq88FUTh8IGvkSHYefTTV55/P3M5O/I88IqrXfj/m6aeLjtiQhc82TaIrVxJevZquaJTmkhL8ZWVJ1YHse+5Be/ll+e4+H/T2Yg8fTuJXv8IuKcF71VXQ1pac7WFZqJs3C3jilluSGyLTNFm9ejWmaTJz5sxDCmXlnptlWUybNi0p1e9q7qU6YO4JhBSLxbjwwgtpaWnhzTff/Lc5dv63xyFXyexrYXdvuGmaeyU3uXpnHR0dHHbYYXuUC3crmYOBIOvv708aGc2bN2/PbYFUTazUcJFR7r/OmIF58cVojz2Gun27/NDrFYVl14UQqWy0N9+UlpSzoCi6jjJmDBk7djDPsug67LAkus3dXQaDQYpuu42sZctEMPKRR4QsOPRlcYfpqZGVhbp8Ob6vflV238OGYZ5/vtgA7w2pV1aGccUVeP74x6QaAu78y+ORBONK87veNPG4sNyzs8XC+bXXsEpL0VaskLbR4YfLoH5PJEtAz8pC//734bLLsJub6XvoIbyvvILV2QmahpGTA7m5+Nx5VQrHxXbuie7zCXggFhPnycpKkdcJBKQK/f3vMS69FOvII2WmsbvroKqDEVqaJi6qM2bgWbxYZlN+P9aYMSLRs2lT0oFzECzaMLBzcuhTVQJbtjCvu5u0n/1MqsJAAKW5Gc8996CuWSMKzSltIEXTCMybR2DePILAyBRIcFVVFf7DDmNMVhaFK1fii0axTz5ZDM/GjhVUXlOTCLWm6LpZw4YJ8bi5GYYNwzTN5Pxz1qxZhxQRMTXBzJw5E13XGTZsGMOGDUs6YLrXYt26deTm5ibBA67UTSKR4Otf/zr19fW8/fbb/5dg9hKHXCWzLwtmy7J44403OO644/aITonFYqxatQocvbO9oTxqa2tpa2ujwvEHOdAE09vbS2VlJXl5eUyePHmvbTb9rrvQnnxysIpteztKfz/xu+4a3HKwbZT169GWLZMFtaJCnBhTe8fRKL6vfEVafKmIsFgMZd06ol/+Mh/Pn0+WI89jmiZtbW20trbS1tYmCsEFBUz6wQ/w1tQMJin29KBu2YI1bRq2K3tj26jLlqE0NGCNHi2M864u8Zu/9lqRH9lHKKtXoy1ZgtHVRW0sxui//Q1fV9fgZObYEVsTJkglA9DVJUz0IQncHjFCdta2jXXYYRinn56cQ+0x+vqgo4P4+++jPvEEdmMj6bW1qKaJ7fejujplIMklN3eA1e+2t1znTUdXzQ4GsUeNwjjlFHFEra3FGjUK8/zzB0G0dxvNzXhuvlkIta5hWEEBJBJoH34oidfnk8/RNLrHjkXv78d3+OGo3d2oq1ZJhdTSIvIyjvZa4oorMH7xi93DsoeEaZqDlLQtyxqkOuBbuxbP9ddLBZd6Dzo7USIR4nffjREMUllZiaIozJgx45BLMO5ma3+SXyQSSSbgzs5Ofvvb31JWVkZ1dTUdHR0sXbqUwt21TP8vkvFfl2Rw5PmPPPLI3SI4enp6WLVqFbm5uUydOnWfDP6Ghga2bdvG6NGjKSwsPCBYZSgUYt26dYwePZqysrJ9JimlqQnPddehbN4sL6oz7DXPPRfjyiv3C70z5Ivgue461A8/HCA9VlejOOz/SG4u5tixeG+6CXsIAdIFDrS2tqK98AITHn0UVddRcnPRLQu1qytJerRHjZJKqaUF7f33hV/iEDQBlLo67JEjiT/xxK7Evd2Ea6dQWFjIlE8/xXfddZIo09NluNzYKIivo46SxRNQ1q1DbWqSll5WlswLtm+X+UBZmciftLfLedx+O7iijPuKcBhl+3YSVVXov/sdnm3b0CMRbEXByMtDj8VEiicaFV6L27pyzc9UNVld2MGgeNdo2oCdgd9P7A9/wNpXAu7rExJkfb0ALxYswM7Px/PrX4uMfyKBlZtLdzCI6vWSaZoYV1+N/vvfi79MKCRK5l5vUnbHHjmS+D33iHldPI767rviE6RpWPPny6ZlNwkolWkfCoUIh8Pk+/1Mvftu0np7UdxqzW2XHXYY0Z//nFWVlWiadsCD9H9XuACERCJxQNVVIpHg8ccf59Zbb6W5uZnMzExOPfVUTj/9dE477bRDylztUIr/yiSzZMkS5s6du8tNbW5uZt26dbsd8A8Ntz1mGAb19fWEQiF6enrIzs6msLCQwsLC3dqmDj1GXV0dVVVVTJkyZa9Q210iFEJ77TUBAGRlYR1zDNZRR+1epn4/Ql21SqT3Ozqk0tiyBduyiOTkoJSV4e/ogMJCYg8/vMcdvm1ZxP/8ZzyPPorS1oapqkRmzyb2rW9R9MoreNaskSF0by9qY6PokKVeo64u1J07JRnF41jz52N8/evYeXmyE+/qEpb9ggV09PezZs0aysrKJDE7FV5SWNFd9Px+gTunp6N0dorcv2EIfwUEbVVTk0SjoaoyV0kksAsKRDm4okL4Oilik3uL3u5utj/3HKPXriX/vfeguxutq0uEToNBVL8fz86dA0nENKXCiMUGUGt9fZIYdV3QdqYJHg/G+efLNZk0aReHyH3e41dfRb3rLmINDaiqii8/H+uMMzC+/W18p58u7qtOEgRnYB8OYw0fjvnlL2N873t4brhBUGHO3NP2+8V36Jpr9lnpRKNR0Zh7/XWCTz6JPxxGDwTwKgpqWRn9P/gBK8Phz8U1+XeFm2Di8TizZs06oPmQaZpcddVVfPjhh7z99ts0Njby8ssv8/LLL/Pggw8eNKmr/21xyCUZ27aJu62IPcQ777xDRUVFsg+aOuCfPn36Phf7PQ34XXXg1tZWOjs7ycjISCacofpIlmWxefNmQqEQM2bMOCQ8yJXKSvTnn0d79lnszk76Cgvxlpbi9ftlwamuHhBmHBquO6WuS1umupqwrtPi8Yj8Tk8Pwzs6KDRNciIR0v/8Z6zi4kHWAury5bJzLiqSXX4kAllZWEVFYh/gcDzC5eUsO+00Ri9YMBjajbSMtFWrsH0+rBkz0J99FvWVV4StX1wsiLfVq5MeOUpj4wDT392cOAN1TFNmKgUFYkpWUIDxrW9hnnPOHq+hq/w9atQoRo8eLdDtt99G+eQT7A0biCsKdnc36Q0NmD4fqq6jOo6WxOMCOa6vHyB7poJYnNmWnZWFNXcu5hlniLKC4xVEXt5eq9hIJMK6JUsYUV/PyMJCEet0WPX63Xfj+fWvBW6dmSlVTDiMHQhgjx2LNWcO1pw56LfdJtfRTUSdnSi9vSR++1usww/f72fN2ryZ6GuvEauroy0jg/YZM4jl5eH3+5k5c+ZBJ1p+nrAsi7Vr1yYh1AeSYCzL4vvf/z5Llixh6dKlu/fi+b/YbfxXJpn333+fiRMnEgwGk2iuzs5OZs2atc+SdX8H/IlEIplw2tvb8fv9gyqcdevWEY/HmTFjxj4rnoMShiG8mq4u7NGjB4iMQ8KyLIyTTkJpacE/evSgloCyYwfGRRfJrjXluNqLL6K9/DJKezvWmDGY554rrZWUcHexoVCIrtZW5v3hD2Tv3AmjRqEHArBzJ9qmTYK8cs/NMFDXr5dF9dhjQdOIdHZibd2KvWgRvptv3r/vHo0KIisvD+311/H86EfCQXEG3EpDw0BSSUsb4LoYhsw1MjOx5s6VZKRpJH73O6zDDtvlY1wb56EKA+DMxtauRfvoI0HWLVmCumOHtJ8cyLCVkYE1diwex/8oOaR3jcYsS85PUUSe37LEdKyuTgiYkyaR+OEPpaIdEn19faxcuZLi4uLd245HIngvvFCqFKfCstPTsWbMQOnsxPjGN1CXLUP95JMBXxcn1C1b5LlYvHjgh+Fwkt9kl5TsNfnFYjFWrFjhfGWF/v7+5LA8GAz+R5nvlmWxbt06otHoAUOoLcvi2muv5aWXXuKdd96hfH9bsP8XcCiiy/YnXESYa2imKAoLFizY5+7JJVjuz4Df4/EM4hi4g/KVK1diWRY+n4+JEyf+P9mxKTt2oN9yC+qWLYK0yswUr5TFiwcqCYe5vG7dOkYOG0ZJaytKarvCbY+Ulg46tn7//WhPPy0D7PR01BUrUDdsIPHjHw8yO0tLS6O0tJTS0lISiQRdWVnov/oVnupqDMvCG4uhOkTD5Hm7Q/JYDFvT6O3pIRKPU1BaimfVKoy//lWg3MEg1kkn7SInn/LhSeSYeeKJqMcdh/b22wNMfdMULTAYkLh3uU8eT9ILxh4xArWqCu1f/5Lk+s47Un3Mm0f95Mls2biRyVOnUrw7dWZFwa6owHD9UH74Q/Qnn0T9xz9g/XosyyIaDJLo6iLHIdgmEwwpiELH+AyPB3XzZlHMzsuThPz++/g+/FBk96+6KulE6c4ZR44cuec2cCBA/OGH8VxxBdq6daISkZ8vkvvjxmEuXDiYnzTkuyUrLttGe/55tOeeE8UGrxdzzhyMK64Qm+YhEY/HWbVqFZmZmUnPlXA4TCgUorm5mS1btpCRkZFEZ30WDsrnjYOVYH72s5/xj3/8g6VLl/4/STDvvfcev/nNb1i5ciVNTU38/e9/56y9zPJeeOEF7rvvPlavXk0sFmPKlCnceOONnHzyyf/2c92fOOQqGZyd0d5i+fLl5OXlsXPnTvLz85kyZco+B/xuBcPnYPC7rZTc3Fy8Xq/I0ds2wWCQwsLCQVIVBy0SCbzf+hbq+vVYI0fKYtvZidrWhvHNb2I4ZEgXPu3xeJgZi5H2ox+JEGIwKL42oZB40D/0UHIuodTX4/3mN2X+kYJKU6qqsMePJ/7AA3ufEcXjsGwZfXV1GB9/TO5LLxENBvF4vXg8HjyRiHBwMjPpmDePeDxOXl4eekuLLITZ2Ul0nV1YSOKXv5Qh9L6ivx/tpZdE180wsL1e2aVv2zbgrAkDiSYtDfPww0VGpq5OvmNfX1LbzEokiKSl4SktxZOZiXXsseK/k5+/X7dIaWhAe/pp1HfewVYUYn4//qVL0VLQadi2zGv8fkksI0eiVFXJ9U1Pl0rNhbAHAlgTJ5K45RY6pkyhsrIyCSrZZ7jk1/feE87T/PmYZ5+NPWIE2iOP4PnDH7BGjRoAZoTDqC0txG+5BevEE1FffRXP736XlL8hGkVpbsaaPZvE7343iAsVi8WStsRTp07dLaIykUgMUh3QNG230i4HO1yJnXA4fMAyNrZt88tf/pKHH36YpUuXMmnSpH/LuQ6NV199lQ8//JDZs2dz9tln7zPJXH311ZSUlHDccceRk5PDX//6V37729/yySefMDMFmPOfiv/KJPPRRx/R29vLuHHjGD169GeS6D/QBNPU1MTGjRvFutbZ6brS/C0tLTIQjccpKCigsLCQgoKCgwLdVJctw3vNNVjDhg2qWpTGRuysLOJPP02fo72Um5ubhE+rb74pplLOgNqaPh1j8eIBNQHHCdJz/fUDarludHWhtLeLq+X06btIjOwulO3b8X7pS1ixGLHsbBKGgdbXR0ZTE9HCQnomTSIvPx8NUJcsQYnFsObMkfmJZYlqb1kZsWee2TehcWjYNsqaNfjOO0927jk5kljb26WNNX68gBFsG3XdOhmGFxZCTg7xri60ujo8iYQg1goLhWhYUoJx+eUiRLm/OlTuq6QoqG++ief66wX+revyHOo6umnKzCQvD62qagChpigDpmteL1ZJCf0TJ7L0ssuYUFJC6fr1KDU12IWFmF/4wm6rikHhKlGnLuKdnXgXL0Zdu1Zk/p3fsY49lsTNN4PHg/c73xFr5NQdeySC0tRE4tZbk/YM/f39rFy5kqysrKRr7b5iqF9QPB5PGpF9VsXkfX3OwUgwv/71r7nvvvt4++23mTZt2kE5t88aiqLsM8nsLqZMmcJ5553HDTfc8G87t/2NQ7JdpjhChEPDtm2qqqro7e2lpKRkn6XrwSBYpgoiDjVRS0rz5+Qwfvz4pI99dXU169evT75AhYWFB6zXpLS3Dzgwpp5XIIDS10dnXR2rGxooLS0d1EqxTjyR+LHHCvLK55M21tDvn54+QPRzjx+LoToMfM8NN0BGBuaRR5K44YYBmZHdXaexYzG+/308d9xBoK1N5g62TU9ZGTbg27mTSGcnab29ePv7sUpLBzgxqir+LHV1Yn/s+NhbRx4pw+jWVtHvysuTgf/Q76Eo2DNmEHv2Wbzf/76grBIJ2Y0HAtI66ukRWwIQO+ucHKLRKFpHB7oj6qn09EjLcMcO2LwZ7eOPxUL6wgtFwHTmzL0nnFRgyIknEjvmGNFz++c/URsa0GIxjIwMusaMwb9zJ+mWha2qqE5ikZOzweslnp1NfONGKqJRSq6+Wlj8buvxl7/E/OIXMb/ylT374Oxu0c/NJf7730sV+NFHouJ87LEiF+PziUtmc7NUmKnhWj03N0NKgsnJyWHy5Mn7/V4N9Qty22oNDQ1s2rSJrKysZJWTqiz+WcL1qunr62POnDkHnGDuuOMO7rnnHpYsWfIfSzAHGpZl0dvbu4uc1X8qDslKJh6P75JkTNNk3bp1dHV1kZWVRWZmJuOGCEemxsFIMK5qQHd3NzNnztyzIOJuwn2BWltbk9DooqIigsHgZwIKKOvW4b3ySnnxU0ANSk0NkaIi3r38ciZOnUpJqlPm/kYshvdb30LZtk12rpomCLGmJuzCQqlgentR2tsxzzpLJEP2db6bN6O99RaJri62pKVhHHMM00IheOUVEnV19Kank7ViBUZ+Pnp2Nl6fD03TUOJx1MpK4Xe4xmNe70BS6esDv1+kSxYvHnD3HBqmibpihYhwOnpuriK1S35V336bcEEBpmGQ1dIiCck0sX0+0TRL9X/p7weX7DlqFInvfz/p8bK/odTVoaxYIZD1+nqIxTABbeNGbNOUxKHrKLaNatvEx4yhz7ZJ9/vRR48WVYHCQoFv9/UlNx3WtGkYF1+MefHFn51btYdr5738cuE7pbbm+vtR6utJ3HIL4RkzWLlyJXl5eUyaNOmgzVdisdigtprX600CB/bXiMxNMD09PcyePfuAKiPbtrnnnnu47bbbeP3115k3hFf2/zoOpJK5/fbbue2229i8efMhQRT9r0gy/f39rFq1ClVVmTlzJjt27EBRFCa6DPQh8VkG/HuKWCzGmjVrAJgxY8bnUo7dGzR6n4nLtvFcey3a0qXYubmimtvRQay/n41nnUXRFVeQv5+zg92Fsm4dnl/9SmYVsRhqTQ12errwONxKw+HexJ9/ftfhvG2L/L/HkyRMdnd3U1lZSUlJCePGjRt8/Q0D/fzzYcsWwsEgccNAVVWy6uvxtrXJvMDZSSs7d4r6ssv4D4dlPnD00SRcW4F9hW2LR45hiKT9v/6F+t3vksjMJC0vD7W2VhZu25YkEw4nOS/JZGPbogmXloadnk78L39Jkl4/U9i2kGTb27FLSlCXL8dz/fWCjrMsbE0jmpdHX3Exme3tGEcdRcby5QJq6O8XiwafL2kIZ40fL7bJd90l59PTI5uEeByromKPqsh7C+3FF9HvuktsCvLzJcE0NGBNm0bPrbfy6dq1FBQUMHHixH/bAD/ViCwUCmEYRlJLrKCgYLfvomvn3NXVdcBmaLZt88ADD3DjjTfy6quvcvhngHT/u+KzJpknn3ySb37zm7z44ossXLjw335++xOHfLusu7ubVatWUeBIoqiqiqZpuyVsDh3wH2iC6evro7KyMtkO+LzDSb/fz8iRIxk5cuQgaHR1dfUgaPRukTeKQuL667GLitDeegulp4fuzEzqTjmF0quuIuNzqr7a06YR/9OfUD/6CHXFCpTHHhMIcioSJz1dCI6trYOInMrq1eiPPCI+77qOecwxtJ55JqubmhgzZszuuQS6jvXtb+P5+c/Jbm8XMmA4jNrbi+HxEFZVPNEouqridaoIxXGSJCdH2kurVqGsWyfimqYpxMyhltQp1881TEskEqzJy2NCRQXBDRugqSnJr0naRrvik6nVTDwuvzN+PMqOHWivvYapqmj//CdKa6vYAJx0kiQov1+qwt09d4qCXV6enHeYX/wi5lFHod97L/rzz2NEo1iKQk5vL9Fx49g6cyZTli6F9HT8jmyPoqpJvTcyM4UYu3IldkODiGw2N0vCys7GvOACjO985zNVOebppwv59MUXZZ7n9WLNn0/vt77FijVrKCwsZMKECf9WhFhSWTwYZOLEifT29hIKhairq2Pjxo1kZ2cn/3t6evqgBPN5KpiHH36Yn//857z88suHRIL5rPH000/zjW98g2efffaQSTAcqpVMIpHAsiyamppYv349Y8eOHSTXUlVVRV9fHxUunPQgesC0tbWxbt26XWYc/44YqiGm63pyhpOTk7NLiyDR1saW5csJZ2RQMW/evvkHzkBcraoSQ7AFC/Y6U1AaGvB+6UuyKKX2c0Mh8HiI/eMfScSVsnkz3sWLxU8kPx/FNDFaW2kdMYLEH/5Asas1todQP/0U7fnnxbJ4xAiBZ+/YgVFYSMIwMCMRAk1NqKaJUVwM8+ahOrwTZfVqyMmRCsSysIuLMa68crBo6JBw9ez8fj/Tx4zB+/zzaK+9Jgx5r1fUBLZtE68Wd5EyDGndGYZI1owejVJdjTVpksCPu7sHdMxsW9B/mZlYkydjfO97IpK5n7Fz2TKiL79MeVYWvokTMY87Dtvnw3PKKVBdLQnMNLG9XrREAkXTsI47DqWuDuPLX0b/+9/FJ2f4cJnHOFp4iZtvFnXozxodHWJvkJFB37BhrFy1iuLi4l0r0//H4XYF2tra6OjowO/3o6oq8XicefPmHRBnzbZtnnjiCa655hpefPHFz+xV9e+M/a1knnrqKS699FKefvppFqVYhB8KcUhWMrZts23bNmpqaqioqNilr7gnDxjLslAU5YA8YHAsdbdu3crkyZMZti9xxYMQmqZRVFREUVERlmUlNcTWrVu3CzQ6kUhQuW0bvuJiZk+fvm/kWl8fnptuQv3wwyRPxBo5ksTPf46dkpxTwx4+HOukk9Ceew7btQXu60OJRDAuuWQQpFd74QWU1lZp2QB9kQjR3FyKmpuxtm7F2keScRnobuj33Yf+m9+g2Taa3y/8llAIDINoejq9ra14vV7Su7tJa24WCZcRI2R339SE55e/xC4uHnRMNyKRCKtWrUpWpqqqYl5yCeYllzhf3JYK5eWX8fzmNwPQZ1f52OMRlrzDv1FXrZIFv6REFv+GBojHhcxaUoK2fDnqd76DNWOGVHjHHSeco91UxK73UGMsxqxrr0XPzMR9shXAvvpqaalFo/KdLQtbUegpLibR1ESaomC1tuJpb5c5ivvsB4NQU4P64ou7JBmlrk5MyIqLB4uhpkZeHnZeXpIEWlJSMtjZ9T8UQ7sC7pxWVVWWLVs2SMxzf3gxtm3z7LPPsnjxYp577rlDIsH09fWx3VVdB6qrq1m9ejV5eXmUlpZy3XXX0dDQwKOPPgpOi+xrX/sad911F4cddhjNDkAjLS3t0FAiORQrmcrKSkKhELNmzdqtCVB9fT1NTU3MnTv3oCHItmzZQnNzMzNmzBhsqfsfCNu26erqorW1ldbW1qQCQnZ2NtOnT9+v+ZB+zz3oDz2EVVQkbZVEIjnQjT/22J7bS5EI+t13iwJANIqdkYF51lkY3/72IISb94ILBCBQUkJvXx+x/n5ycnLwbtsmsOfRo7GDQcxTT92jOsGgaGvDd/HFA6Khjrgjti2VQV4eia4uPNu2oUQi9E2YgNfnw+v1oqkqSk2NgBOuvhpt+XJsVcU6/HB6VZW1771HUX4+Y+bNk3bTXkJ97TVRQq6pEe6KrmONHSstw1BIZmKtrSKd4/Gg1NdLReWAFcyjj0bdtCnZanL9aKxZs/j/2jvPsCiut43fs43emwgqYgMVqfYeExsqmPiP7VWjxo6xJGpMLCl2E7vRxMSoMUajYMcWu9FYKBYQFBHpy9JZYOuc98MwIygobWHV+V2XH1xmd8/M7p5nznme575V27eXuRbs9y4jIwO+vr4VWvYKLl+G6Oefmd4XrZYpyjA1hYYQZPTogaK8PDQ6dw6aJk0gKelRoiiKyV85OkJ15AjzQvn5jEPn1auM5I+xMbQ9ejDW0uX8zuRyOe7cuQNnZ2c0a9as3gNMaQghiImJQVZWFnx9fWFoaMhJ9GdmZqKwsLCM6kBFK5zDhw9j8uTJOHDgAAa9YiVcl1y6dAm9e/d+6fFx48Zh165d+OSTT5CQkIBLly4BAHr16oXLly9XeHx9o5dBhpWfr2gyTUtLQ0JCAjp16lTjAMN2yRcXF8Pb27tuJGKqgEwmw71792BhYQGVSoWioiLY2NjA3t4ednZ25V8jhQIGH33EmE2VXpGpVBAkJUG1Zk2Zbv5yyc4GlZnJTKbl3A2JZ86E4PZt5NrYQKPRwNLKCsLCQsaSwNCQce6kKBBra6bJsk+f15+sVArRnj2MN45AAO0HHwBCIdPdn5/PNKKq1UByMpSNGkGlUkGtVkMgEMAkNxcCExOIiotB5eUBFAWtqSky7e1hptHAUCwG7e4OzcSJXCd9hWi1oGJjIYiKgvDIEaakGQDt7g5t+/YQr13LXBehEIInT5iVT4l0DN2qFQT37zMrIENDZrysvI2zMzRBQdDMmAGaEDx8+BA5OTmcXfJrYUVVIyKY0vIePZgtsyNHIFqyBMW2tlCVbBuLxWKYpKeDDgwEvXIlAEC0bBlER48yPUJsPicjA5qhQ6H56qsyb8XalbPbxvoEG5xlMhn8/PzKvXalZZBycnJgYmICW1tbWFtbw9LSEkKhECdOnMD48eOxd+9eDB06tF7O5V1AL4MMa6xVERkZGXj06BE6derE2PZWM/9SXFyMyMhISCQStGvXTq+c+1CyYouNjS2zfcfaxrKq0ZaWllzA4X5sOTkw+Ogjph+ktOowIRDExUG9ZEmlPF9eBTl6FPTSpdAaGcG4SRMIaJqRqC8sBN22LbPVRghjNdygAZTHjlW+qfFFcnOZ5lMrK4iOH2c86Js0YfprAKiVSghjY5ltPWNjxuGSpiFJToaAEGjbtgXMzZntNzs7qNavf+6N8zpKGkUhEDCSPDIZDPv1Y7r2bW2ZCji2Os3cHDAyYiwKUMo2uySvAyMjEEdHKJctw93GjSGXy+Hj41Nzba/8fEgmTmQMz6ysoKUokIwMKI2NET51KihvbzjSNFy++goCA4OySgZZWaA0Gqh27+ZuSFgZG1YkVJ8ghODRo0fIyMioMMC8iFqt5jxyTp06hU2bNqFly5aIiIjAL7/8gnHjxtXJ2N9Vqpe80DGv6+AXi8UoKipCdHQ0srKyym3cfB15eXm4desWLC0t9c4alt2nf/z4MXx8fMrkh0xMTNC0aVN06NAB3bp1g4ODA2QyGf7991/cvHkTT0vUk0mTJkwSuzT5+SDGxq/Nl7wOhUKB/2xsIOvfH6ZGRhDFxzNJc6WSSTyzwYSiQBwcQKWnM70rL0A9eQLhkSMQhoYCWVkVv6GlJWPk5ujIbL85ODATf2EhqOJiGEilEBECoYEBhA4OoCkKdGEhM/EDoPPzQSwsQFq0AJWRAeHRo5U/WYGA2fpr0oQJGPb2zNZhieoCUFIgUFI5BqXyeQc/UDYPU2LrnL9rFxS5uegSEQGLwEAYdOkCyeTJzFbWvn2goqKeV7dVBnNzqNetY3IvhECk0UDYqRMkW7ei3dixcHR0RGF8PAplMmSrVJAXFEDN5ptMTRktNakUKPldhIWFwcXFRS8DzOPHjyGVSiu/+ivRIWzQoAE8PDwwe/ZsBAUFcb0+U6ZMgb+/P3bs2KHz8b+r6OVKhvV5eZHSEjG5ublcKbBGo+GS5DY2Nq8tOZZKpYiKikKzZs3QuHFjvdprpmm6TANoRfv0L6JSqbhKtaysLDhFR8Ptjz8g1mhA2dqCKi4GVVgIbb9+UK9YUe3mPba8m23GEz57xjQ75uRA/OOPjGRK6d4frRZUcjJUGzc+b2LUapm8z+HDoAoKODl+9Zw5oPv3f+0YBHfuQLRmDbONRdNMiXJODqj0dKgsLaFUKmFSWAhhXh4ITUNpbY0cV1emcCArC0JbW1Du7hCEhzN5o8BAaIcNe9liuiIIYWR7Dh4ElZTEeOoUFIBSqRjTsLQ05rWUSiawlNgo0I0aQQFAYWsLs5YtITp3jvkcVCpmNSQQgDg5gdjYQDt4MJMrqWr5fE4O874ODmU/4/R0SMaOhUqjQbGpKZRKJSgAJkVFEIvF0P75J/KNjBAREcH9LvQJ9sYrLS0Nfn5+nA1yVbly5Qr+97//YePGjRg/fjwePXqEY8eOISEhAVu3bq31cfO8QUGmdIApvT3GuvdlZGRAKpW+Uj+MEIKnT58iISEBHh4esCttVawHqNVq3L17F1qtFl5eXtXWctJoNMjKyoLixAmYhYTARCqF0MIC2oEDIZk6FVRlApdKxfjL0zSzijAw4ARCGzVq9HIimKYh+fhjCKKimG2lkr9RUimIkRGzXVbSpS88cQLi774DMTVlGv5ompOVV/36a+UKBUryJtBoQFq1gui770Dt3o1iCwsYGRtDmJfHycjQzZtD07QplCoVRFFREMrlIAYGgKkp4/5JUdD+739QL11a/c75ggJG8FKthuTzz5neIaXyebWXoSHymjaFQWYmhF27QvTvv0zxhUDANGOWiGMSBwfQTZpAkJcH1dKloAcMqN54ykH0ww8Q/f03iJUVaDMzaHNyQLKykNS9O2IDA0HTNBo0aIBWrVrVqPm4tuEq8FJT4efnV+kbrxe5fv06PvzwQ6xZswZTpkzRq5vLtxm9DDIvumNWFGBehBDC6YdJpVIUFxfD2toaDg4OsLGxwePHj5GdnQ1vb+9yq9bqk+LiYkRERMDY2BgeHh61pk5La7XISUxERn4+pCXbZ6VXfeWVewuuX4do3TpGBaCk2z3z//4Pd6yty/daYZ93+TLE8+cziXdDQ2aSlUignj37ebkwAPGMGRDculU2mLD5os8+g3bwYGbStbWt1KRPCMGz0FA0mTMHhgoFKAsLppouLY0pIe7ShakOy8hgApNQCEXTplBrNNCo1ZAUFUEMIH/nTpj4+UGQmAgUFjJ9LtUJ9DIZxBs2QLRjB1N2bGkJuYUFxEVFkDg4gO7alZnsHRyYnEh2NvM+ajVT8PDee6Di40F36wb1N99AePIk4yVkYgLtBx8wIpXVmSCLihhrh3PnGLdOExNo+/ZFxscfIyImBjY2NlAqlSgoKHip4bG+YPUKU1JSahRgbt++jYCAAHz//fcICgriA0wdotdBhu3gr65EDJskT09Ph1wuh1AohKurKxo2bKhXd2p5eXmIjIyEg4ODTrupXyyNVqvVL636qPh4SCZNYtSMS5R+NSkpKBIIULRpE6x69Hjle1CRkRAdOADBw4eM7e/QoUxlWalzkgwfDiolhevEZxFERTFJ++JiAADt5QX1nDkgrxAoLL292FGlgun69aAeP2bO19ERhBAIioqYvJ2JCVOIYG3NFUQQQqAuqbqLHzAA1g8fwurJEwjBCEqS5s0ZO2hTU9ADBkAzfHjZ7cBXXYtnz0CtWwfVxYsQUhQk7dpBO306BJGREK9axQSZzExQublMkFGpGP+Wnj2ZbTgXF0ZOhs3REAIYGUEzeTI0M2ZUagzlkpnJlGHb2yOLonD37l20atWKcylVKBTc1mt2djaMjY25gGNhYVGnE/STJ0+QnJwMX1/fKmkHliYiIgKDBg3CokWLMHfu3DoZf1U9YVBSujx37lxERUWhUaNGWLRoET755BOdj1XX6G2QUalUtdLBX1hYyK0QrKysXqrKsre3r1fnvoyMDDx48KDO80OEEBQUFHABh131tQwNhfX+/UDz5iAUhaKiIiiKimCVnQ0yejQ0CxfW+L1Fy5ZBdOgQI63Pnm9eHoR37gBGRoytM8B0sDs6QrV3L5N4fwGtVsv5tnOWvzTNrMBEIqYIIS8PgrAwRhamRQtIxoxhVlilBTa1WqavRSQCycmBxsgItEYDg5wcUIRA3bgxBObmECgU0PbsCfXatZXK3xQXFyMsLAy2AgHcXF25PAkVFweDwYOZlYtIxGiSlVSg0U2bMoHtyRNGCeHhQyYYszdFmZmgACj/+qt6+mmlYJ1A3d3dK2w+Zrde2f4TiqK4GxNd+sEA4NTP/fz8qh1g7t+/j4EDB+KLL77Al19+WWe/r6p6wjx9+hRt27bF1KlT8emnn+L8+fOYPXs2Tp48qTfmY9VFL4OMRqOBokS3CiUaZNUhOzsbd+/ehbOzc5luZYVCwU2urKqzvb09HBwc6rRPJikpCY8fP0abNm3g4OBQZ+9bHuyqz+ybb2B14wZUjRoxzYU0DQsLC4hTUqD19YX6559r/F5UTAwks2eDkkpB29iA0mgY4Ui5HHSbNs8n8JJcjWbq1LKW0SX5K9YV1cvLq9LVgeIlSyA8cIAp12WDUmoq1/xJbGyYiV8mA/LymBJpMzPkNG8OA60WxnI5VD/8AOFr+n4KCwsRFhYGBweHcu2ShTt3QrxmDePVIpczFWol9s2UXA66SRPGWrq4GKS04gUhjJTMvHnQfPrp82t6/z6jOB0RAWJpCa2/P7T/+1+F230ymQz3799H69at0eB13jQl0DTNFdzIZDIolUrOzqLCnq1q8vTpUzx79qxGASY6OhoDBgzAjBkzsHTp0nrbIquMNMyCBQtw8uRJPHjwgHtsxIgRyM3NxenTp+topLpBL2VlJk6ciCdPniAwMBBDhgyBk5NTlb8gbI+Jm5sbtw3AYmhoyFkJq1QqLuDExcVxCskODg4624tmSzFTU1Ph4+NT7woDKFUaLerQAYLwcCi1WmhLtmjk+fkwLSyExtkZtfEzJW5uUK1aBdHvvzONixIJc7deopHGIRAwDY+lfngAoJTJkPHjj/C8eRNmYjFI587Q/N//lTFkqwj1jBmgYmKY1yxZJcPSErSbG9P0yRaKFBczwYYQSJRKWFlbQ6VUQpOZiWfBwRDcvg0rlQrGbdpAPHAgZw+NUo2Mr+qU106YALpjRwhPnWICWnY2qNRUUIRA07cvtCNHQjJuXIVCmyhVGENFRkLyxRdM86yZGQTZ2RCsWwdBbCzU33330muw0kVt27at0s2NQCCAtbU1s+Jt2ZKzs0hOTsbDhw9rLY/DBpiabJHFxsZi0KBB+PTTT+s1wFSWGzduvCRq2a9fP8yePbvexlRb6GWQWb58OQ4dOoSQkBB8+eWX8PPzQ0BAAAICAtCkSZPX9tGwE7i3t/drjXskEgmcnZ3h7Oz8kkKykZERF3Cqa6L0IlqtFg8ePEBBQQE6dOhQ7VJMXaH44APQe/bAKD0dkpItKpKaCoWpKcKdnKC5fp3bZjQzM6v2NSFeXlBv2MBIt4jFjLnXX3+9fKBWy+WGAKAoNxeKqVPROCoKEnNzxh8mJASCW7eg2rKFsQR4FQ4OUO3aBeGFC4yEjaUltB98AOG5cxCeP88EHoGA6+AHTYOYmEAoFMLIyAgCAO6XLoFWKrnt3MKNG5GxbBmsPD1B0zQiIyMr1WdC2rSBpk2bUg+U2C+XbEHRvXpBeOAAI1bKbkvl5wMGBtB27Mg9TbRnDxNgmjVjysHBbD8K/vkH1LBhZbTqpFIpHjx4AA8Pjxp5jVAUBVNTU5iamqJp06ZcHkcmk+HJkycwMjKqVh4nISGBCzDVLc558uQJBg0ahNGjR2P58uV6H2AAID09/aWA7+DggPz8fBQXF+udEklV0MvtMhZCCJc0CwkJwZUrV9CuXTsu4Lwo2McamxUWFsLLy6tGd1MajaaMQrJEIoGDg0PFkvyVQKVSITIyEqgFjxpdUFxcjPDwcDR4+hRux45B8OwZU13WqBE0M2dC1a0bsrKyIJVKkZmZCbFYzAUcS0tL7ppQyclM86VQyEyGlbhbFty6BcmkSUxQKakqo0ocNlXbtzM6ZAUFePbrr/D47TeInZxAsQGaphkF5xEjoPn66+qdvFQKw379mMnayooRBmXtm1u3ZsQwk5MZvx0jI0ZYUiQCUSqB1FRkd+iAW1OmQKvVwtrICC3z82FmYQH4+paxza4KVEICU4Tx7BmTk9FomOqz//0P6m++YVYoSiUMBg5kAmLpPFOJ6Kd63jxoR40CSiayqKgotGvXTqfl+xXlcVjhyoryOM+ePUN8fDx8fX1hXsqgryokJCRgwIABGDx4MDZt2lTtrfbapDLbZS1btsT48eOxsFTOMzQ0FP7+/igqKnqjg4xermRYKIpCw4YNMWPGDEyfPh2ZmZlcwFm2bBnc3Ny4gGNoaIipU6di3rx56NWrV407+EUiERo0aIAGDRpAq9UiKysLGRkZCA8Ph1Ao5FY4pSfXV8EqAbOe6LpMmFaHgoIChIeHw8HBAa5dukA9YgRT7kvTTIJZIoGo5O6KVY1mJxLW3M3ezg5NT5+G5aFDTJMlAJGVFTSffcbkB14B3aED1PPmQbxpE5cjgYUF1EFBoLt0QU5ODiIjI+GblwcDgYDRRmMRCAATEwivXwc5cYKpXHN2hrZ374qFQF/EwQGqn36C+IsvIEhJYSZtY2NGELOoiEnEC4WMlbWjI7etRhkYANbWsIqOhkFmJppnZaHB1q0QZmaComkQsRh0o0YQuLmB+PtDGxDwPIn/GoiLC7PqOnAAgtu3QczNQQ8cyNgll1YUMDBgbAfKXNCSrcCSySktLQ0PHz58yUJcF4hEojLfEzaP8+jRowrzOImJiTUOMMnJyfD390f//v31JsBUlgYNGkBaorrAIpVKYW5u/kYHGOj7SqYiCCHIycnBsWPHEBwcjDNnzoCmaTRr1gy//PILfH19dfYFKy3Jn5GRAYqiYGdnBwcHhwptYnNzcxEZGVm+U6QewBZIuLi4lPHtqSxsaXTR8eNwXLECWqEQxMYGBmIxJDk5oCQSKH/+uUKLgTJkZEB44wZTdNCxI+DoyCWpW7ZsCZfTpyHatOklYzAqLo6ZaEtN4KRZM6h++un1W2ilUSoh+O8/oKgIdLt2ECQlMaXVJasR8TffMPmjUjcJmvx8aHJyIF+0CHbLljEma0ZGTA+MWg0iEKDYxgaUgQGKBwyAYOVKGNRiRaNoyxaIfv2VGZexMbOyS0oCsbSE8s8/karRICYmBp6enjVyUa0phJAytuRsP45YLEZ2djZ8fX2rLU2flpaG/v37o3v37tixY4de3cRVNvEfGhqK+/fvc4+NGjUK2dnZb3zi/40MMqU5cuQIxowZA39/fyiVSpw9exaOjo4ICAhAYGAgvL29dRpw2L4TqVRaxgOGbXRkJWxe1cRYn7BbKO7u7mj4Qt9KVRHPmwfhqVNQlygkq1Qq0BoNzGQyyEeNgmjRoipvEaalpSE6OppLUlOPHkEyYQIojYbJ1VAUYzt8/z6zteXiwrlZUhkZoDt0gGr//up38peCSk2FwaBBjNdOyWStUqlAkpMhaNwYQm9viA4eZEzcsrMBuZxZ8Wg0oB0dobS2Bp2fj7CgIBAfH07YtMYFJnl5EC9cCOGtW8wKhhBG/XrBAiS2bo1Hjx7By8vrtfnJukahUHBaZCjxP2GvSVXyOFKpFAMGDICfnx92796tFwGmtCeMt7c31q1bh969e1foCcOWMM+YMQMTJkzAhQsX8Nlnn/ElzPXN3bt30a1bN+zZs4eT6pbL5QgNDUVwcDBOnToFa2trDBkyBIGBgWjfvr3OvoCEEOTl5UEqlXKNjsbGxigsLESbNm0qXSZalzx79gxPnjxBu3btamULRTJuHAR37zJmYiVotVqQ+HhIO3dG5P/9X5X6kxITExEXF/fSHbjwwAGItmxh/GYAEJqGQCYD7ehYtlGysBCUQgFlcDCIu/vzx7VaCMLCGGVnR0fG6KyS3wvRmjUQ/fYbY4stEoHOz4fI1BT0t99C+OefEN65A2JtzcjkEMK8rloNYmUF4ukJ6ulTFAcFIcvZGaqbN5Gn1ULeuTOsWrWCnZ1dtfN9UKkguHEDgthYpnG0Vy8karV4/PgxvL29YVVajVtPSE5OxqNHj+Dj4wNTU9Nq5XEyMzMxcOBAtG7dGvv27Xu9mV8dUVVPGPY5c+bMQXR0NJydnbF48WK+GVMfSEpKqnCFUFRUhDNnziA4OBgnT56EiYkJBg8ejMDAQHTu3FlnX0iapvHgwQPIZDJIJJIyemp2dnb1/kN4sQKvttzzRD/+CNFvv5V1aNRoQCUlQT1/PgqHDy/Tn2RmZsYFnNJ384QQxMfHIykpqcLxUU+fQnD1KqP8LBAwHfQ2NmVLoFUqUDk5UP3xB2i2Gis9HZIFCxiZlhLZG9rDA+o1a8p671SEVgvhvn1Q79oFkpoKkbs7qEmTQPfvD/G8eRDt28esZFJTn1eqaTSM8GXz5qDi40GcnUElJDAd/gA0ZmZ4OnUq4tzcOH97e3v7CrdfK0NiYiKePHkCb29vvSiRfxE2wJQXACvbj5OdnQ1/f3+4urriwIEDeldIw8PwxgeZyqJQKPDPP/8gJCQER48ehUgkwuDBgzF06FB069at1qT+2Qq3oqIieHt7w9DQEIWFhdwKp7Cw8PWmYzqkuirPlYF6+pSphirxfgEhTNe+qyuUv//OWAKXoFKpuL357OzsMlslqampnDNqpfoksrNh+MEHQFERU5nGjiczEzA1heLsWUZGhhCIZ86E8Px5ZqvN2JhphpRKmU7+n3567bYaq6WVnJwMXy8vmJWawKnISBgMG8bI4hDCbJeBkfinvb2ZYoi8PFAKBWgrK8YSgaaZPhkzMxQfP45sIyMuENM0DVtbWziYmcHGyAhCO7vnwfsVJCQk4OnTp/Dx8dEL+90XSUlJQWxsbKVWWKXzODKZDKmpqVi9ejW6d++OCxcuoGnTpggJCam2mCyP7nlngkxp1Go1Ll68iODgYBw5cgRarRb+/v4IDAxEr169qv2FVSqViIyMhFAohKenZ7mBi+2sZxOfVlZW3N28rn8oGo0Gd+/ehVqtfi7DUstQDx5AtG0b495IUaA7d4ZmxoxXKiuz5eLStDTg/HnYRkbCTCyGpFs3GPzvf6AqUW0k2rwZos2bmXyEkRGnf6aZNQuaoCBmbPHxMBgxglFgLv2a+fnMttpffzGimBXAGmaxfiblBWjBqVOQLF3KrGQKC5nn2dgwVV7m5kxfkEJRtoufpiFIT4dq8WJOSJQQgoLkZJBNm2B8/jygVELj7AzF2LEwHjasws+OVRmvSZWWLklNTUVMTEy1c0SZmZn4+eefsWnTJhQVFaF58+ZchWmnTp30Ih/DU5Z3MsiURqPR4Nq1azh48CCOHDmCwsJC+Pv7IyAgAH369Kl0+SDrs2JpaYk2bdpUapujuLiYCzh5eXmwsLCAg4PDKz3Jq4tSqURERATEYjE8PT11v2WXm8vcdVdyotOq1ciZNQu2585BXLLi0tI08lu0QNp338GmeXNYW1tXfF1pGsJ9+yD64w9Q6ekgjo7QjBkD7ciR3N2/ICwMkokTmdVO6UlapQKVng7tsGHMKszQEHTfvtD278/lagghiI6Orpxdskr1fDsuOxuC2FjGLrlnTxiMGgWiUpV1LAVApaUx1sxz5nDnI54xA8JLl5gci1gMOjsbGqEQ98aNg6p3b25bjW3oZbW+atLIqEvYMuqaFCHI5XJ8+OGHkEgk2L9/P65du4ajR4/i1KlTiIqK0jv7Dh4+yJRBq9Xixo0bOHToEA4fPoycnBz0798fAQEB6Nu3b4VbS2wJcLk+K5VEqVRyAScnJ4fLVzg4ONRYFYAVCbWwsKh0AKxL1Go1nvzxB9xWr4bE0hIUOwErFCCpqUgbORLR778PjUbD5bZsbGzKD5SEAAoF0wD54ueQlQWDwEBm8i89GaWnQ5CSAiKRgGI75oVCaIcOhXrtWtAAHjx4UCt2yZIJEyC4eJEpN2bHp1CAys2F6qefOGM3wa1bkEyeDGJhUca2mnr2DBoPDySsXYsMmYxTSRaLxZDL5Xq7gindp1PdMuqioiIMGzYMNE0jNDS0zFYqq9LOo3/wQaYCaJrG7du3uYCTlpaGvn37IiAgAAMGDODuFE+fPg2RSAQ3Nzc4l6qqqgml8xVZWVkwMTEpo6dWlSCWl5eHiIgIve3RUSgUiIiIQPPgYDQ6cYIpGigFlZoK4uoKxeHDyM/P565LcXExl9uytbWtdG5LtHEjRL/+CojFIKamjDilTMYUEDg7P++zkcsBhQKK7dsRUeKz4uPjU+McmuC//yCZPBkosQ+gNBpAoWBKrf/4g3t/4d69EK9c+bL6dG4uQAiUZ88CZmZQq9WIiopCVlYWKIqCSCTicls1KRyoTdLT0xEdHV2jAKNQKDB8+HDI5XKcOXNGLwMpT/nwQaYSsHpUbMBJSEjAe++9B61WiytXruDs2bPw8fHRyXur1eoy8jaGhoacvM3rtMNYKfdmzZqhSTlS+fUNq4JgaWkJz9BQiHfufDnIpKWBNGnCOGuWQi6Xl2nqY3NbdnZ2r15paDQQ7d4N4YEDoPLyQCwsQEmlTFB5caslLQ3J/fsjfuJEeHt7Mzm2nBwIT5xgtsPMzRkTsY4dq9SHI7h2DaKffmJEOg0MoB08GOqgIEajrAThyZMQL1jArHhKrdio9HQQa2soT58GEQrx+PFjpKenc1t4bKOwTCYDTdNcRZatrW295CtYrbSaKA0olUqMHj0aMpkMZ8+erdNy7K1bt2Lt2rVIT0+Hp6cnNm/ejA4dOlR4/IYNG7Bt2zYkJibC1tYWw4YNw8qVK+vVTqS+4YNMFSGE4O7du5g4cSLu3bsHAHjvvfcQGBgIf39/2NjY6Gy1oNVqmQR5iXaYRCLhigZebF5LTU3Fw4cP9bZHh5WxadCgAVq2bAnhtWuQzJgBYmYGsPkEtZqR+p8+HZpZsyp8reLiYi7gsNYNbL6iwuo5pRLIyQGsrGAweDBjnVwqyBBCoE1KQvqgQbD86SfG0C0tDZJp0xhhTeC5idjUqdBMnVr1i1BYyJRcl7c6KihgKtWSkhhfHJGIsXjOzoZm+nSoZ8zgihDK87xn+7bY66JQKGBtbV2nVY1sgKmJVpparcbYsWPx7NkznD9/vk4VCw4cOICxY8di+/bt6NixIzZs2ICDBw8iNja2XHHRffv2YcKECdi5cye6dOmCR48e4ZNPPsGIESOwbt26Ohu3vsEHmSpSUFCAjz/+GCkpKThx4gSKi4sRHByM4OBg3Lt3D927d0dAQACGDBkCe3t7nQac7OxsSKVSyGQyTk/Nzs4OeXl5ePbsGTw9PfWuyxsAp0NWRsZGq4X4q68gPHHieX+JVgvSujWU27cDlVQMfnGr0djY+LWq0aK1ayHesoUpCBCLQQiBIicHYoUCml9+Afr3BwCIv/sOwr17mW21kspBSiYDBAKmMq0SVgNVQRAWBvGiRYyhGk0DRkbQ9u4N1bffIiYxEZmZmfD19a1Uzo6tamRN+ywsLLjviy6UwFk7gZoEGI1GgwkTJiAmJgYXL16s86R+x44d0b59e2zZsgUo2dFo1KgRZs6ciS+//PKl44OCgvDw4UOcP3+ee+zzzz/HzZs3ce3atToduz7BB5kqkpWVha+++gpr1qwp04PANhAGBwcjJCQEd+7cQZcuXTBkyBAEBASgYcOGOgs4NE0jJycHUqkUaWlpoGka9vb2cHJyenVFVj1QWofspRyWWg1haCgE586BKipiyp8//JCTcHklGg2EwcEQHjkCKisLtI8PlKNGIcPenttqrEg1GjIZDMaMYVwoKQpqtRqUQADK3x/qLVuYVQRNw6BnT1CFhSClJ7sSEzH1l19C++GHTOm2WAza17dCw7AqUVgIwb//gsrPB92qFeg2bfAwJobT+qpOFaJCoeD6TrKzs2FiYsKt/Gpi38Aik8lw7969GtkJaLVaTJkyBREREbh48WKdr8ZVKhWMjY1x6NChMppj48aNQ25uLo4ePfrSc/bt24fp06fj7Nmz6NChA+Lj4+Hv748xY8bgq6++qtPx6xN8kNEBhBAkJSVxAefGjRto3749J2+jC5vl0j41zZs35zTVtFptGT21+uwjeFGHrNYgBOJvvmG8VwhhVhkKBWBrC+W2bSDe3tzKj72bZ4VNWRthQU4OyJ9/Qn78OESmpjAZMQL00KHPt7K0Whj06MG9bun3phITQXfrBsHt26BychgNtYYNoV65EnTPnrV4ms/LqP38/Gpln5/N+bFyLmKxmLsulpaWVb5BYQNMTT5jrVaLmTNn4t9//8WlS5deMh2sC1JTU+Hk5ITr16+jc+fO3OPz58/H5cuXcfPmzXKft2nTJnzxxRcghECj0WDq1KnYtm1bHY5c/+CDjI4hhCA1NZWzKLh69SratWuHwMBABAQEVLvkuTRqtRqRkZEghJTxqSGEID8/n1MbKC1vY2trW6fyNhXpkNUGVHQ002QpEgFsBz4hoJKSQPfqBdWvv5Y5vrSwKRuILS0tkZubCwcHB7i7u5f7mYgXLoQwOBikcePnWmc5OaBycxnlZbYviBBQOTmMCnI5FXPVgRDCKTX4+vrqJJFcWmFcJpOBEFKmZPx1NyiZmZm4e/dujQIMTdOYPXs2Lly4gIsXL9ZbwUp1gsylS5cwYsQILFu2DB07dkRcXBxmzZqFSZMmYfHixXV8BvoDH2TqEEIIMjIycOTIEYSEhODixYtwc3PjAo6bm1uVAw5bAmxoaIh27dpVOBEQQiCXy7mAU7oE2M7OrtZkdcp7X1aGpTZ10koj3LMH4u+/Z3Ilpa9fbi4oioLi8uWywpkvjI8tsRUIBKBpusLrQsXHQzJ1KmMiJhYznjNCIYiREQRpaSClJ9YSuRj1nDnQfP55mfeknj4F9fgxYGsL2svrtVIxrBYe2wdTFxIqbOEAG4gr0g9jYSsZW7duXe2tLZqmMX/+fJw4cQKXLl2Cq6trLZ1N1anOdln37t3RqVMnrF27lnts7969mDx5MuRyuV5tW9cl+iFZ+o5AURQcHBwwZcoUTJ48GTk5OTh69CiCg4OxZs0auLq6chYFlWmaZFUGrK2t4e7u/srjKYqCmZkZzMzM0Lx5c8jlcmRkZCAxMRHR0dFc5ZG9vX2tVR4RQhATEwOZTAY/P79q+7W/FnbSJaSsx4xWy/ztFQE0Pz8fMTExcHV1RdOmTV+6LmVKo11dofr9dwgPHoTgzh0QKyvQAwZAtGoVyIvvIRAwK5qUlOePFRdD/O23EJ46BRQVMbmbNm2gXru2wtUOTdOcFp6fn1+dad1RFAVLS0tYWlqiRYsWnH5YcnIyHj58yBUO2Nvbo6ioqFYCzKJFi3D06NF6DzAosWX39fXF+fPnuSBD0zTOnz+PoBKZohcpKip66TcoLKUY8a7Cr2T0hLy8PBw/fpwzYXNycuICjpeX10tf3tzcXERERNRIZYClqKiIu2PNz8+HpaUlJ29T3W0Z9u67oKAAPj4+unX3S0uD4ZAhQGEhs5qgqOdSMSNGQL1sWblPy87ORmRkJJo3b47GjRu/9He2NFoqlSIvLw/m5ublesBIJk+G4NQppgSa/RxoGlRmJtTz5kHz2WcAANHq1RDt2MGUaZubM53+mZmg27WD6uDBMv0wKLmG9+7dg0KhqJVG0NqCLRxgxU0BwM7ODs2aNYOpqWm1TO++++477N69G5cuXYKbm5uORl41Dhw4gHHjxuHnn39Ghw4dsGHDBvz999+IiYmBg4MDxo4dCycnJ6xcuRIA8M0332DdunX45ZdfuO2yadOmwdfXFwcOHKjv06k3+CCjhxQUFJTxxLG1teUUo9u3b499+/bh/v37CAoKqnUjNIVCwZmwsRMr2/xZ2UCh1Wpx9+5dqFSqOpschcHBEC9fzghQAgBFMeXP27YB5Uj4s9s7rVq1qlRiWaVScbmK0ioM9vb2MI+MhMGECYxqgLk5E2Dy80FsbaE8eZLpcykshGGfPkwgLF04wErK/Por6K5duYdpmsbdu3ehVCrh6+urs+3MmpCdnY2IiAg4OjpyIqdsBZ+dnV2lCgcIIVi1ahW2b9+Oixcvom3btnU2/sqwZcsWrhnTy8sLmzZtQscS24hevXrBxcUFu3btAkpKrpcvX44//vgDKSkpsLOzw+DBg7F8+XK9tFuoK/ggo+cUFRXh9OnTnCcOSrbJ5syZgyVLlui0WkypVHJ38jk5OTA1NeUCTkVNjmq1GhERERAIBPDy8qrT4gIqNhbCM2dA5eWBdndnBC7L2aJjmwS5RlWahuC//yAID2d6Ufr0eWWynp1Q2dJoiUSCFnfvwnnXLghLDLfo5s2hXr4cdPv2zNiSk2EwcCBj41z62hECKjkZ6tWrof3oI6BUkFar1fDx8dHLAJOTk4OIiAi4ublxjqpsBR9bHv26wgFCCNavX4/169fj/Pnz8PLyqqez4dElfJB5QyCEYNGiRdi0aRO6du2KW7duQSKRcCucrl276nQyUqvVXMB58U6e3SJhixCMjIzg4eGhl7LrrNS8h4cH09ynUED8+ecQ/vMPoNEwB5mYMH0vo0a99vVKl0ZnpaTALCkJFnZ2MO/UCda2ts/v5JVKGPTtC0omK1sgUFgIqrCQMVbz8YFWq0VkZCS0Wu1zKRs9gw0wr1oFVlQ4YGxszK2Ot2zZgtWrV+PMmTNoXxKMed4++CDzhrBo0SLs2bMHp0+fRuvWraFSqcp44tA0jUGDBnGeOLrcouL8X0rkbQwNDWFlZQWZTAYbGxu0bt1aLytpkpKS8Pjx4zJl1KJffoFo9ernaseEMF38BgZQHjoE0rJlpV+/vNLo0iXjBr//DtHatYBIxORllEpQBQWgu3eH6rffoCUEERERIITA29u73h1UyyM3Nxfh4eHlN9NWAGs8lpGRgYMHD2L58uVwdHREZmYm/vzzT3z44Yc6HzdP/cEHmTeEmJgYmJqalvvD1mg0uHr1KueJU1xcXMYTR5fifFqtFsnJyYiLiwMhBAYGBuV31dczrFvki3bEBgMHgnr8mHHKZCEEVGoqNHPmQDNzZrXej+1RYgOOQqGAjaUlWpw7B+tjx0Dl5QESCbR9+kC9cCE0FhaIiIgARVHw9vbWy1UgW2zSvHnzaucCCSFYs2YNVq1aBQ8PD66vZujQoVi8eLHefF94ag8+yLxlaLVaXL9+HYcOHcKRI0eQm5uLfv36ITAwEH379q11narSOmSNGzd+qaueDTj1JTvPyv0kJSXBx8fnJYl4g65dmcbJFxpEqdRUaD79FJqFC2tlDKUdUYtlMjRQqWDh6gprd3eIRCKEh4dDKBTCy8tLLwNMXl4ewsPDaxxg9u7diy+++ALHjh1D7969kZOTg5MnT+LBgwdYtWpVrY+bp/6p9yBTVSntgwcPYvHixUhISECLFi2wevVqDBw4sE7H/KZA0zRu3brFWRRIpVJ88MEHCAwMRP/+/WvsnvgqHTJWT42dWAkhZeRt6iLgsHbJrBR+eX064s8/hzAkhKkAK20ilpMD9aZN0Orgu1XaETU3NxdCoRAGBgZo166dXjpasgGmWbNm5ZZ6VwZCCP7++2/MnDkTwcHB6NevX62Pk0c/qdeN8wMHDmDu3LlYunQpwsPD4enpiX79+iEjI6Pc469fv46RI0di4sSJiIiIQGBgIAIDA/HgwYM6H/ubgEAgQKdOnfDDDz/g8ePHuHz5Mtzc3LBixQq4uLhg+PDh2LdvH3Jzc6vcLJaamop79+6hTZs25W7hCQQC2NjYwN3dHT169OAsn2NiYnD58mXcv3+fy1voAkIIHj58iIyMDLRv377CRlDN+PGArS3TNJmTA0omYwQ2fX2h7dNHJ2MzMjJCkyZN4OXlBRMTExgZGcHIyAg3b97EjRs38OTJExQUFOhFA19+fj7Cw8Ph6upa7QADAIcPH0ZQUBD2799fpwFm69atcHFxgaGhITp27Ihbt2698vjc3FzMmDEDjo6OMDAwQMuWLREaGlpn430bqdeVTFWltIcPH47CwkKcOHGCe6xTp07w8vLC9u3b63TsbzKEEDx48ACHDh1CSEgIHj16hN69e3OeONbW1q/cG6+JDlnpXIVUKoVSqYStrS0cHBxqTU+NpmlERUUhPz+/Ujpf1L17EP38M4Q3boAYGUE7ZAg0kycDOjTHUqlUCAsLg7GxMTw8PCAQCMoY1GVlZb3SL6guyM/PR1hYGJo2bQqXGuivnThxAuPHj8fevXsxdOjQWh3jq6iqH4xKpULXrl1hb2+Pr776Ck5OTnj27BljqufpWWfjftuotyBTHW2gxo0bY+7cuZg9ezb32NKlS3HkyBHcvXu3zsb+NkEIQWxsLOeJc//+ffTo0QMBAQEYPHhwGU8cmqbx5MkTpKSk1IoOGaunxgac4uJiWFtbc2oD1SnfZbvki4uL4ePjUzWdL5pmtsx0PJmzAcbExARt27Ytd+uwPNXousxvFRQUICwsjPP8qS6nT5/GmDFj8Pvvv+Pjjz+u1TG+jqrexG7fvh1r165FTEyMzkrHaZou89kRQt76Yod62y7LzMyEVqt9Sa3VwcEB6enp5T4nPT29SsfzvB6KouDm5oavv/4aYWFhePjwIfr27Ys///wTLVq0wIABA7Bt2zY8e/YM48ePx48//gg/P79aEbpk9dSaNWuGLl26oFOnTrC0tERiYiIuX76M8PBwJCcnQ6VSVer12B4TpVIJPz+/qgtJCgSVDjDUs2cQ/v47RD//DCoigtFNqwRKpRJ37tyBqalphQEGJZpXdnZ2aNOmDXr06AEPDw9QFIWoqChcvnwZDx480Nl2IxtgmjRpUqMAc/78eYwdOxa//PIL/ve//9XqGF8HG8jff/997jGBQID3338fN27cKPc5x44dQ+fOnTFjxgw4ODigbdu2WLFiRa1dY41GA4FAALlcjhs3bkCj0bz1AQa8QCZPaSiKQvPmzbFgwQLMnz8fiYmJCA4OxqFDhzBv3jyIxWLMnDmTa8as7R+IiYkJmjZtiqZNm6K4uBhSqZRrnrS0tOTu5Mvb/tJoNFwJsK+vr057TIS7dkH8ww+g5HIQioJIIoE2MBDq5ctf0h8rjUKhQFhYGCwsLNCmTZtKXz+BQABra2tYW1ujVatW3Hbj48ePcf/+fdja2nLqyDW9A5fL5QgLC0Pjxo3RtGnTar/OlStXMGrUKGzevBmjRo2q88n0VTexMax99gvEx8fjwoULGD16NEJDQxEXF4fp06dDrVZj6dKlNRqPVquFSCRCdnY2+vTpgx49esDQ0BDe3t5v/Wqm3oKMra0thEIhpFJpmcelUmmFSq4NGjSo0vE81YeiKDRp0gRTpkzBmTNn4OHhgeHDh+PcuXPYuHEjPD09OYsCV1fXWv+RGBkZcVs1rJ5aRkYGHj16xAlV2tvbw9jYGCqVChERERCLxfD09NRpCTB19y7Eq1cDGs1zMU65HKKDB0F7elaoEqBQKHDnzh1YWVmhdevW1b5eFEXBwsICFhYWaN68OVca/aJqtL29fZVXcmyAadSoUY1UkK9fv46PP/4YP/74Iz755JM3ZgJlHWV/+eUXCIVC+Pr6IiUlBWvXrq1xkBEKhSgsLETnzp3h7e2NBQsWcPNW6e1ofWxirin1FmSqI6XduXNnnD9/vkxO5ty5c2VMhXhql7lz50KtVuPq1aswNzfHwoULIZVKOU+c7777Du7u7lzAadWqVa1PKoaGhmjcuDEaN27MCVVmZGQgLi4OxsbGUKvVMDU1LVeturYRnjoFqqgIxNHx+daamRlQWAjhkSPlBpni4mKEhYVxlgy1dX0oioKpqSlMTU3h6urKlUanp6cjNjb2pWD8KgoLCxEWFgYnJyc0a9as2mO6desWhg0bhhUrVmDSpEn1FmCqcxPr6OgIsVhc5ibF3d0d6enpUKlUVVLRSEhIgJmZWZnCmPXr18Pe3h779+8HSio0L1y4gOTkZIwbNw6Ojo5vZaCp17OZO3cuduzYgd27d+Phw4eYNm0aCgsLMX78eADA2LFjsbBUM9ysWbNw+vRp/Pjjj4iJicE333yDO3fuVBiUeGrOihUrEBoayjUxUhSFBg0aYOrUqThz5gzS0tIwa9Ys3LlzB507d0aHDh2wbNkyPHjwADRN1/p4JBIJnJ2d4ePjg44dO0KlUoGiKOTm5uK///5DXFycTst/qbw8EOCl3A0RiUCVyN6XpqioCHfu3IGtrW2tBpjyYEuj27dvj+7du6Nhw4bIzs7G9evXX1kaXVhYiDt37tQ4wISHh2Po0KFYsmQJZsyYUa8rmNI3sSzsTWxFN6Vdu3ZFXFxcme/to0eP4OjoWKUAo1Kp8N577yEkJKTM46amptBoNIiPj8f69esxe/ZszJ49GwcPHkSXLl2QnZ391gUY1HdOZvjw4ZDJZFiyZAknpX369GluHzUxMbHMRe/SpQv27duHRYsW4auvvkKLFi1w5MgRvZMHf5t4VYkyRVGwsbHBhAkTMH78+DKeOBs2bICzszPniePp6VmrP6DCwkJERkbCwcEBbm5u0Gq1XPnv7du3ufJfBwcHmJub19qER3t4QCgQAGr1czM0mgalUkH7QhMxuzpwcHBAy5Yt63TSNTAwgLOzM5ydncuURickJJSR/mHVBho2bFgjX6J79+4hICAACxYswJw5c/Rii2zu3LkYN24c/Pz8OD+YF29iS/vBTJs2DVu2bMGsWbMwc+ZMPH78GCtWrMBnJX5AlUUikeD69eto0KABCCHIycmBtbU1GjduDI1Gg+7du8PCwgJTp07FihUrkJSUhFmzZiE/Px/W1tY6uRb1Sb13/NcHVVEZ2LFjB/bs2cM1fPr6+mLFihWvVCXgYSqUTp48ieDgYJw+fRq2trYYMmQIhg4dCj8/vxoFHDZ34OjoiBYtWrw0oWm1WmRlZXHlv0KhsEz5b40mwIICGAwfDkFUFIiREVORJpcD9vZQ/vknSKtWQKnVQUVjrC9evDYajQampqZo0aIFrK2tq/W5REdHY8CAAQgKCsKSJUv05lxRRT8YALhx4wbmzJmDyMhIODk5YeLEiViwYEGV83xsMn/48OG4d+8eLl++DHt7e4SFhSEtLQ09evSAiYkJhEIhDh8+jMWLF+Po0aM1WknqK+9ckKlqg9bo0aPRtWtXdOnSBYaGhli9ejUOHz6MqKioSpld8TAT7unTpxESEoITJ07A3NwcQ4YMQWBgIDp16lSlH3BeXh4iIiK46qfXTWg0TXP9JhkZGaAoCnZ2dnBwcKh+v0l6OsSbN0MYGgpoNKA7d4Y6KAikXTugVBBkt5/0adJlYbfxLCwsIJFIIJPJoNVqy0j/VOZziY2NxYABAzBx4kQsW7ZML8+1LtFqtWWuW2xsLAICAmBpaYmQkBDOewcl+aH//vsP48aNw9KlSzFnzpx6GrVueeeCTFUbtF5Eq9XCysoKW7ZswdixY+tgxG8XxcXFOHfuHEJCQnDs2DEYGBhg8ODBCAwMfK0nDivG6erqiiZNmlT5vUtL8UulUtA0zQUca2vrqlelaTRMA2ep/Xq2x4St0NLHSbe4uBh37tyBvb09t41XkRIDa1NQ3ucSFxeHAQMGYOTIkVizZs1bmU+oLvPnz8e0adPQtGlTJCYmol+/fjA1NcWhQ4fQpEkTpKWlYcWKFVyp94IFC+p7yDrjnQoy1VEZeJGCggLY29vj4MGDGDRokI5H/HajUqlw4cIFzhMHAOeJ07NnzzLJVrZfpio+Jq+CNdWSSqXIyMiAWq0uI29TnTJoNsA0bty4RiXAuoQNMHZ2dhVWArKq0VKpFDKZDHK5HNbW1rC3t+dyXQkJCejfvz8CAwOxYcMGPsCU4t9//0WfPn2QlJTEGOMBSElJQf/+/SEWixESEgIXFxf8999/UCqV6NmzZ30PWae8U0EmNTUVTk5OuH79epkKk/nz5+Py5cu4efPma19j+vTpOHPmDKKionTq0/KuodFocOXKFc4TR6FQYNCgQQgICEB6ejpWrlyJc+fO1agDvSIIISgoKODu4hUKxWvv4l+E1flycXGpUROjLmF7dWxsbODm5lbpVRZbGp2QkIDAwEA0bdoUUqkUAwYMwN69e9/5APPiFllxcTG8vLzwyy+/oGfPntzf09PTMXjwYBQUFODYsWNoWQVDvDeZd/vbUUVWrVqF/fv34/Dhw3yAqWVEIhHee+89bNu2DcnJyTh69CisrKwwZcoUzJw5E87Ozrh79y6Kiopq/b0pioK5uTmaN2+OLl26oGPHjjA1NUVCQgIuX76MiIgIpKSkVChvk5eXh7CwMLi6uup9gLG2tq5SgEGp0uiePXvi7NmzkMlk3I6Aj48Pvv32W6SkpOh0/PoMG2CePXsGlFT2URTF3bSyf2/QoAFCQ0OhVCpx9uzZehxx3fJOycpUp0GL5YcffsCqVavwzz//oF1JgpdHNwiFQvTo0QOxsbFQqVRYv349kpKS8PXXX2PSpEno27cvAgMD0a9fv1r3Xynd4NisWTOuoz45ORkPHz58qaOedYusideKrmHlbGraDCqVSjFlyhQMHDgQu3bt4ioIQ0JCkJmZ+U4Xwnz99ddYt24dWrduDSMjI9jY2ODff//F8ePH4evrCzMzM5iZmcHOzg4xMTFV19V7g3mntstQkvjv0KEDNm/eDJQkgxs3boygoKAKE/9r1qzB8uXLcebMGXTq1KmOR/xuEhUVha5du+L48ePo3r07UPJZhYeHcxYFSUlJeP/99xEYGIiBAwfWaj9MeZQ2G8vLy4OJiQkKCwvh6uqqtzkYVpDT0tKyRnI2MpkM/v7+aNOmDf7880+dasO9idy4cQNisRhPnz7F7du3cfv2bVy+fBnNmjWDUqmEUqmEo6MjNm3ahB49etT3cOuUdy7IHDhwAOPGjcPPP//MNWj9/fffiImJgYODw0sNWqtXr8aSJUuwb98+dO3alXsd9m6XR3fIZDIucfoiNE2X8cR5/Pgx3nvvPQQEBFTKE6emSKVS3L9/H0ZGRiguLoaZmRm3wjExMdHZ+1YFpVKJsLAwmJubV0mQ80Wys7MxcOBANGvWDH///bfOZPDLo6rOuSz79+/HyJEjERAQwBWV1BaVkX75/fffsWLFCvz7779ITk7GgwcPoFarMXHixFody5vAOxdkUMUGLRcXF26vtTRLly7FN998U+dj53kZQghiYmK4gPPgwQP07NmT88Sxs7Or1YCTlZWFu3fvws3NDQ0bNoRKpYJMJuPMxkxMTDi1AV2oVVcGlUqFO3fu1DjA5ObmYvDgwXB0dERISEiV5FVqSlV72lgSEhLQrVs3uLq6wtraulaDTOkk/+nTp6FQKEBRFAICAgAAarUaYrEYjx49Qr9+/XD58mW93UatK97JIFNf6ONd2dsGIQRPnjzhAk5ERAS6dOmCgIAADBkyBI6OjjWa9DMzM3Hv3j24u7vD0dHxpb+XlnDJzMyEoaEhF3DMzMzqJOCwAcbMzAxt27at9nvm5+cjMDAQFhYWOHr0aJ0Xu1Snp02r1aJHjx6YMGECrl69itzc3Fr7zZSW5A8KCsLZs2dBURQEAgHatWuHAwcOcMdmZWWhRYsW+OmnnzBixIhaef83Fb66rI44cOAA5s6di6VLlyI8PByenp7o168fMjIyXvm8hIQEfPHFF1xegufVsJ44X375JW7evInHjx9jyJAhCAkJgZubGz744ANs3rwZiYmJVRbRlMlkuHfvHlq3bl1ugAEAsVgMR0dHeHp6olevXmjevDnXm3Lt2jXExsYiNzdXZwKerFmXqalpjVYwcrkcw4YNg7GxMY4cOVLnAaY6pmMA8N1338He3l4n21Lstfzmm29w9OhRhISEIDY2FkOHDsXBgwfRt29fqNVqoETzz9nZGXK5vNbH8abBB5k6Yt26dZg0aRLGjx+P1q1bY/v27TA2NsbOnTsrfI5Wq8Xo0aPx7bff6m1iWZ+hKAouLi74/PPPcfXqVSQkJGDEiBE4deoUPDw80KtXL6xfvx7x8fGvnfQzMjJw7949tGnTptL+RUKhEA4ODmjXrh169uwJNzc3zlzt6tWriImJQXZ2dq2pVbMTs7Gx8StdN19HUVERPv74YwiFQhw7dgxGRka1Mr6qUB3n3GvXruG3337Djh07dDauuLg43Lt3D7/99hvatm2Lffv24aeffsL333+P6OhoDBkyBAqFAgCwcuVKfPrppzoby5sCH2TqAH28K3vXoCgKzs7O+Oyzz3Dx4kUkJSVhwoQJuHTpEry9vdG1a1esXr0asbGxLwWctLQ03L9/Hx4eHi9NepWltJ1yz5490aZNG9A0jfv37+PKlSuIjo5GZmZmtQOOWq1GeHg4jI2N4eHhUe0Ao1AoMHLkSKhUKhw/fvyNKW4pKCjAmDFjsGPHDtja2ursfVxdXREQEAA/Pz9cvnwZCxYswNatW/H1119j1KhROHPmDNq1aweVSgV/f3+djeNNgq9DrAOqYwXL3pVFRkbW0SjfHVhPnGnTpmHq1KnIysrC0aNHERwcjFWrVqFFixacYvS1a9ewa9cuHD169JXJ5qogEAhgY2MDGxsbEEKQm5sLqVSK6OjoaolUqtVqhIWFwdDQsEYBRqlU4v/+7/+Ql5eHs2fPch5C9UFVe9qePHmChIQEDB48mHuMDdgikQixsbGVVjhmcy9ZWVllrC4IIRAIBBg3bhwA4NKlS+jevTs+/PBDAECjRo0wZcoUmJmZ1WmBhL7Dr2T0kLq6K+NhAo6trS0mTpyIkydPQiqVYv78+Vyfzueff44mTZogNTVVJyZsFEXBysoKbm5u6N69O3x8fCCRSPDo0SNcvnwZ9+7dQ3p6OjQaTbnPZ1cwBgYGaNeuXbUDjEqlwrhx45CWlobTp0/D0tKyhmdWM6pqOubm5ob79+8jMjKS+zdkyBD07t0bkZGRaNSoUaXfm6Io3L9/H97e3mW25l7Mb8XFxSE6OhpGRkbIy8vDiRMn4ObmhjVr1lT7vN9G+JVMHVCfd2U8lYeiKFhaWmLs2LHQaDS4cOEC5s2bh9jYWPTt2xf29vbcCsfX17fWNbsoioKFhQUsLCzQokULyOVySKVSxMfHIyoqCjY2NrC3t4ednR3EYjGX35FIJDUyhVOr1fj000/x9OlTXLhwQW+Ms6piOmZoaPiSeSEbKKtjasg6iL6qM3/GjBkYMmQImjZtCkNDQ5iYmGDWrFlVfq+3HT7I1AGl78pY9Wf2rqw862j2rqw0ixYtQkFBATZu3FiluzKeqnP16lXMmjULx48fR69evYAST5xTp04hJCQEQ4YMgYWFBeeJ07Fjx2qpNr8KiqI4KZLmzZtDLpcjIyMDiYmJiI6OhpWVFYqLi2FoaFijFYxGo8HUqVMRHR2NixcvVtj8Wh9U1Tm3NmGN9c6fP49hw4aVe4yPjw/OnDmDw4cPw8rK6q31g6kpfJ9MHVFVpYEX+eSTT2q15p+nYmiaxqNHj+Dm5lbu34uLi3H27FmEhITg+PHjMDQ0LOOJo2vJlYKCAkRGRkKj0UCr1cLS0pJTG6hKqbFWq0VQUBBu3LiBS5culTHUepd4sYOfpmmo1Wr07NkTH330EebNm1ev43vT4VcydUR93pXxVA2BQFBhgEGJKnFAQAACAgKgUqnwzz//ICQkBGPHjgVFUfD398fQoUPRo0ePWk8AazQaxMTEwNjYGF5eXlCr1ZxFwaNHj2Bubs41f76q9JimacyZMwfXrl3DxYsX39kAg5LPOy4uDhEREejcuTPMzMxgYWGBDz/8EOHh4UA5cv4spRs0ecqHX8m85VRVZSA3Nxdff/01QkJCkJ2djSZNmmDDhg0YOHBgnY77TUStVnOeOEePHoVSqYS/vz8CAwPRu3fvGjc0arVaREREgKIoeHl5vTTpKZVKyGQySKVS5OTkwNTUFA4ODi/pqdE0jfnz5+PkyZO4dOmS3toT1AWEEBQVFWHIkCEIDw+HnZ0d8vLy0LlzZ0RGRsLIyIjrPaoo0PC8Gj7IvMVUVftJpVKha9eusLe3x1dffQUnJyc8e/YMlpaW8PT0rJdzeFPRarW4du0aDh06hCNHjiA/Px8DBgxAYGAg3n//fRgbG1f59SIiIgAA3t7er53s1Go1F3CysrJAURROnTqFjz76iOtWv3jxIlq0aFGj83xbyMrKgoWFBaKjo3Hnzh1kZ2fj/PnzePbsGTw8PPDrr7/CzMyMDzTVgA8ybzFV1X7avn071q5di5iYmDpV2n3boWka//33HxdwZDJZGU+c1zU8arVaREZGgqZp+Pj4VHmS02g0uH//PhYvXowrV64AAMaPH4/JkyfDz8+P3+6pQFlZqVQiODgYGzZsgJOTE3bv3g1zc/NKqTDzPIe/Um8p1VEZOHbsGDp37owZM2bAwcEBbdu2xYoVK6DVautw5G8fAoEAXbp0wbp16xAXF4cLFy6gRYsW+P777+Hi4oIRI0bgr7/+Ql5e3ktqA1qtFnfv3gVN05VawZSHSCSCl5cXunTpAisrK/zwww8oLi7G+++/DxcXF0RFRdXi2b6ZsEGDvf40TcPAwADDhg3DzJkzkZmZiYEDByIvL48PMFWET/y/pVRHZSA+Ph4XLlzA6NGjERoairi4OEyfPh1qtRpLly6to5G/3QgEArRv3x7t27fHihUrcO/ePQQHB2PdunWYPn06+vTpgyFDhmDQoEGQSCSYPHkyRo8ejX79+lW7ao0QgnXr1mHbtm24cOECt/WpVCpx/vx5XhevFOyqTiAQgBACiUSCUaNGQaVSITQ0VCcNuW89hOetJCUlhQAg169fL/P4vHnzSIcOHcp9TosWLUijRo2IRqPhHvvxxx9JgwYNdD7edx2apklUVBT59ttviaenJxGJRMTS0pI4OjqSyMhIIpfLSWFhYZX/yeVysnLlSmJlZUVu375d5+e1ZcsW0qRJE2JgYEA6dOhAbt68WeGxv/zyC+nWrRuxtLQklpaWpE+fPq88vi6gaZoQQohWqyVFRUX1OpY3FX7d95ZSVZUBAHB0dETLli3LbMm4u7sjPT0dKpVK52N+l6EoCq1bt8aSJUtw8+ZN9OjRAyYmJnBwcICfnx8GDhyIn3/+GWlpaZW2CSCE4Oeff8aqVasQGhoKPz8/nZ9Haapqb3Hp0iWMHDkSFy9exI0bN9CoUSP07dsXKSkpdTru0lAUxWmW1Yca9VtBfUc5Ht3RoUMHEhQUxP1fq9USJycnsnLlynKPX7hwIWnSpAnRarXcYxs2bCCOjo51Ml4eQjQaDQkICCC+vr4kJyeH0DRN4uPjydq1a0mXLl2IUCgkXbp0IatXryYxMTEVrnDkcjnZvHkzMTMzI1euXKmXc+nQoQOZMWMG93+tVksaNmxY4ffvRTQaDTEzMyO7d+/W4Sh5dA0fZN5i9u/fTwwMDMiuXbtIdHQ0mTx5MrG0tCTp6emEEELGjBlDvvzyS+74xMREYmZmRoKCgkhsbCw5ceIEsbe3J8uWLavHs3j3+PXXX0lWVtZLj9M0TRITE8mGDRtIjx49iFAoJO3btyfLly8nDx484AKOXC4n27ZtI6ampuTixYv1cg5KpZIIhUJy+PDhMo+PHTuWDBkypFKvkZ+fTwwNDcnx48d1NEqeuoAPMm85mzdvJo0bNyYSiYR06NCB/Pfff9zfevbsScaNG1fm+OvXr5OOHTsSAwMD4urqSpYvX14mR8OjH9A0TVJTU8nWrVtJnz59iEgkIl5eXmTp0qVkxYoVxMTEhJw5c6bexlednOCLTJs2jbi6upLi4mIdjZKnLuCDDI/OqErSlxBC1q9fT1q2bEkMDQ2Js7MzmT17Nj/BVAKapolMJiO//voree+99wgAsnfv3nodU02DDFuscPfuXR2Okqcu4IMMj07Yv38/kUgkZOfOnSQqKopMmjSJWFpaEqlUWu7xf/75JzEwMCB//vknefr0KTlz5gxxdHQkc+bMqfOxv8nQNE2SkpLqexg12i5bu3YtsbCwqJdqOJ7ah68u0zNKAn99D6PGrFu3DpMmTcL48ePRunVrbN++HcbGxti5c2e5x1+/fh1du3bFqFGj4OLigr59+2LkyJG4detWnY/9TYa1ma5vqmo6xrJmzRp8//33OH36dJ1Xw/HoBj7I6BGFhYWgKOqNl/mojtpAly5dEBYWxgWV+Ph4hIaG8sKcbzBz587Fjh07sHv3bjx8+BDTpk17yXRs4cKF3PGrV6/G4sWLsXPnTri4uCA9PR3p6emQy+X1eBY8NYXv+NcjJk6cCFNTU2zdupVz5GN1kt4kSfHqqA2MGjUKmZmZ6NatGwghnJnWV199VUej5qltqmpvsW3bNqhUqpdMwpYuXYpvvvmmzsfPUzvwApl6xNWrV+Hv74+kpCRYWFhwgSU9Pb3CBkp9JDU1FU5OTrh+/XqZrZH58+fj8uXLuHnz5kvPuXTpEkaMGIFly5ahY8eOiIuLw6xZszBp0iQsXry4js+Ah4entuC3y/QIJycnNGrUCKGhoQAAuVyOjRs3wtXVFdu2bavv4VWa6qgNLF68GGPGjMGnn34KDw8PDB06FCtWrMDKlSt5vSgenjcYPsjoCTRNw9XVFZaWloiOjkZeXh5Gjx6N7du344cffsC0adOAUiqx+kx1kr5FRUUvqduy8jZvwjnz8PCUDx9k9AR2gp0xYwaCg4PRtm1bZGVl4a+//sL06dOBkom6vLyMPlakVTXpO3jwYGzbtg379+/H06dPce7cOSxevBiDBw/mTaJ4eN5g+MS/HsAm99PS0hAVFYWYmBiMHj0amzZtgpWVFXdcRT4WbOChaRqEEL2YlKua9F20aBEoisKiRYuQkpICOzs7DB48GMuXL6/Hs+Dh4akx9d2o867DSrY8ffqU+Pn5kf79+xOKosjGjRsJIYSoVKoKn6tWq8nJkyfJrl27SHJycp2NWd+5fPkyGTRoEHF0dCQAXmoILI+LFy8Sb29vIpFISLNmzcjvv/9eJ2Pl4Xnb4bfL6hmhUIgrV66gR48esLS0xO+//44JEybgn3/+gVarfaUN8pMnT/Dvv//it99+g7u7O/r06YPbt2+/dNyrttL0bZutNigsLISnpye2bt1aqeOfPn0Kf39/9O7dG5GRkZg9ezY+/fRTnDlzRudj5eF566nvKPcuo1aryeTJk0mjRo3IlClTuFVLaGgosbCwIHl5ea98Pk3TRKFQEEIIycjIIAMHDiQTJkwgSqWSEEJIbm4uSU1NJaREZp1Fq9VyZkyEELJr165XrpjeZCqzkpk/fz5p06ZNmceGDx9O+vXrp+PR8fC8/fArmXqEoih4eHhg/fr1+OmnnyAWi0EIQatWrdCgQQOulLk8aJrG48ePsWfPHly8eBF2dnZYu3YtTp06hfj4eABARkYGOnbsiD/++KNM/kMgEHB5HKlUimXLllXYif8ucOPGjTLqBADQr1+/d/qaAMDWrVvh4uICQ0NDdOzY8bUSPwcPHoSbmxsMDQ3h4eHxyu8vz7sDH2TqEaFQiKCgIHz00UdlgoCrqyusra1x+fJloIItrQ0bNqBHjx7Ys2cPpkyZAjs7O0yZMgVZWVlo2bIlAKBFixbo2LFjmVLinTt3YtWqVcjLywNN03BwcMDjx4/RrVu3OjlnfSQ9Pb1cdYL8/HwUFxfX27jqk6q6Wl6/fh0jR47ExIkTERERgcDAQAQGBuLBgwd1PnYe/YIPMnoGu8L47rvvuCqxF8uWFQoFNmzYgKlTpyI4OBhhYWE4cuQIUlJS0K9fPxBCuAbGTz75BKGhoXj06BEWL16MGTNmIDU1FRRFQSAQYPny5UhLS4NAICjT9KjRaPgmyHeYqgqcbty4Ef3798e8efPg7u6O77//Hj4+PtiyZUudj51Hv+CDjJ7y/vvvV/gDVSgUyM3NRcOGDWFvbw8zMzPY2dmhsLAQPXv2LFPC3LJlS7i7u2Po0KE4fvw49u3bh02bNsHc3BxRUVFYvHgx7t27B5Rso7F3qiKRqMKS6beNBg0alKtOYG5u/k76uldH4JTfcuSpCL5P5g3ExMQEs2bNwtdff42nT5/C0dER69atg0KhwIABA4BSPTXBwcG4evUq3N3d8ddff8Hd3R1arRZCoRB79+5F69at0bFjR8jlcuzbtw979uxBYmIievTogc8++wwdOnSo57PVPZ07d34pf3Du3LlXStK/zVRH4LSiLcf09HSdjpVH/3k3blXfMsRiMb799lts3LgRUVFREAqFsLe3h4uLC5o2bQqUiFROmzYN69atw7Rp00BRFNzd3YFS22/79+9H3759YWlpiePHj2Pt2rXo27cvfvvtN9A0jXnz5uHSpUv1eq7VQS6XIzIyEpGRkUBJiXJkZCQSExMBAAsXLsTYsWO546dOnYr4+HjMnz8fMTEx+Omnn/D3339jzpw59XYOPDxvC/xK5g1FIBBg1KhRGDVqFADAw8MDMpkMRkZG2L17N5YvX44GDRrg8OHDsLOzw7Fjx7h+HIFAgPj4eDx79oxb+VhZWYEQgtGjR6NZs2b44IMPcOrUKS5ovUncuXMHvXv35v4/d+5cAMC4ceOwa9cupKWlcQEHAJo2bYqTJ09izpw52LhxI5ydnfHrr7+iX79+9TL++qY6AqcVbTm+SerhPDqivmuoeWqfGzdukBUrVhCZTMY95unpSZYtW8b9f/HixaRly5acVW9ycjLp1asX8fT0JL/99hunRMDzbtKhQwcSFBTE/V+r1RInJyeycuXKco//+OOPyaBBg8o81rlzZzJlyhSdj5VHv+GDzDvC999/T5o1a0YyMjIIIYS0bNmSzJkzh6jVau6YoqIismbNGtK+fXuyevVqQl5o4uR5PVWVtAkODibvv/8+sbW1JWZmZqRTp07k9OnTdTbeiti/fz8xMDAgu3btItHR0WTy5MnE0tKSpKenE0IIGTNmDPnyyy+54//9918iEonIDz/8QB4+fEiWLl1KxGIxuX//fj2eBY8+wAeZd4iwsDBCCCGJiYmEoihy9OhRQgghO3fuJFFRUYSUqAjs2LGD2Nrakjt37tTreN9EQkNDyddff01CQkIqFWRmzZpFVq9eTW7dukUePXpEFi5cSMRiMQkPD6+zMVfE5s2bSePGjYlEIiEdOnQg//33H/e3nj17knHjxpU5/u+//yYtW7YkEomEtGnThpw8ebIeRs2jb/DOmO8YbGXZvXv30LRpU1AUha+//hrx8fEYP348unbtiuDgYAQFBSEpKQlOTk71PeQ3FoqicPjwYQQGBlbpeW3atMHw4cOxZMkSnY2Nh6eu4BP/7xhsD027du24x+bMmYPNmzdjxowZEAgEaNGiBb744gs4OTlxNgQ8dQNN0ygoKIC1tXV9D4WHp1bgVzI8ZYiNjYWBgQFcXFzqeyhvPNVZyaxZswarVq1CTEwM7O3tdTo+Hp66gF/J8JShVatW9T2Ed5Z9+/bh22+/xdGjR/kAw/PWwAcZHh49YP/+/fj0009x8ODBl+RZeHjeZPjNdh6eeuavv/7C+PHj8ddff8Hf37++h8PDU6vwKxkenlpELpcjLi6O+z8raWNtbY3GjRtj4cKFSElJwZ49e4CSLbJx48Zh48aN6NixI6f1ZWRkBAsLi3o7Dx6e2oJP/PPw1CKXLl0qI2nDwkrafPLJJ0hISOA04Xr16sX5BpV3PA/Pmw4fZHh4eHh4dAafk+Hh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rl8kOHh4eHh0Rn/D3Sr3y17NQ+9AAAAAElFTkSuQmCC", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -235,7 +299,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.6" + "version": "3.12.9" } }, "nbformat": 4, diff --git a/tutorials/tutorial4/tutorial-4-idw.py b/tutorials/tutorial4/tutorial-4-idw.py index 225d6a82..55a3deca 100644 --- a/tutorials/tutorial4/tutorial-4-idw.py +++ b/tutorials/tutorial4/tutorial-4-idw.py @@ -10,14 +10,29 @@ # In[1]: +import sys +import platform +print(f"Python Version: {sys.version}") +print(f"Platform: {sys.platform}") +print(f"System: {platform.system()} {platform.release()}") + +try: + import pygem + print(f"PyGeM version: {pygem.__version__}") +except ImportError: + print(f"PyGeM not found. Installing...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + import pygem + print(f"PyGeM version: {pygem.__version__}") -get_ipython().run_line_magic("matplotlib", "inline") import numpy as np +np.random.seed(42) import matplotlib.pyplot as plt - from pygem import IDW + # We need to set the deformation parameters: we can set manually, by editing the `IDW` attributes, or we can read them by parsing a file. We remark that it is possible to save the parameters (for example, after set them manually) to a file in order to edit this for the future deformations. # In[2]: @@ -34,8 +49,8 @@ # In[3]: -get_ipython().run_line_magic("cat", "'../tests/test_datasets/parameters_idw_cube.prm'") - +import subprocess +subprocess.run(["cat", "../tests/test_datasets/parameters_idw_cube.prm"]) # Here we create a $10 \times 10 \times 10$ lattice to mimic a cube. From 107a2fe330c3041169e8f5e6a4e43bd47c7d7e96 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 12 Nov 2025 11:25:49 +0100 Subject: [PATCH 08/50] modified tutorial 6 --- tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb | 202 +++++++++++++++---- tutorials/tutorial6/tutorial-6-ffd-rbf.py | 74 +++---- 2 files changed, 195 insertions(+), 81 deletions(-) diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb index 217e4e57..cc6905ab 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb @@ -33,14 +33,71 @@ "cell_type": "code", "execution_count": 1, "id": "c7679a20", - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:18.234392Z", + "iopub.status.busy": "2025-11-12T10:23:18.234253Z", + "iopub.status.idle": "2025-11-12T10:23:19.302193Z", + "shell.execute_reply": "2025-11-12T10:23:19.301394Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Python Version: 3.12.9 (main, Aug 14 2025, 00:00:00) [GCC 14.2.1 20250110 (Red Hat 14.2.1-7)]\n", + "Platform: linux\n", + "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PyGeM version: 2.0.0\n" + ] + } + ], "source": [ + "import sys\n", + "import platform\n", + "print(f\"Python Version: {sys.version}\")\n", + "print(f\"Platform: {sys.platform}\")\n", + "print(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "try:\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "except ImportError:\n", + " print(f\"PyGeM not found. Installing...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", "import numpy as np\n", + "np.random.seed(42)\n", + "\n", "import matplotlib.pyplot as plt\n", "\n", - "# mesh parsing\n", - "from smithers.io.openfoamhandler import OpenFoamHandler\n", + "# Install Ofpp dependency for OpenFOAM file parsing\n", + "try:\n", + " import Ofpp\n", + "except ImportError:\n", + " print(\"Ofpp not found. Installing...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"ofpp\"])\n", + " import Ofpp\n", + "\n", + "# Install/import smithers from mathLab GitHub\n", + "try:\n", + " from smithers.io.openfoamhandler import OpenFoamHandler\n", + "except ImportError:\n", + " print(\"smithers not found. Installing from GitHub...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"git+https://github.com/mathLab/Smithers.git\"])\n", + " from smithers.io.openfoamhandler import OpenFoamHandler\n", "\n", "# interpolator\n", "from scipy.interpolate import Rbf\n", @@ -61,7 +118,14 @@ "cell_type": "code", "execution_count": 2, "id": "5d883293", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:19.304183Z", + "iopub.status.busy": "2025-11-12T10:23:19.303932Z", + "iopub.status.idle": "2025-11-12T10:23:19.307559Z", + "shell.execute_reply": "2025-11-12T10:23:19.306988Z" + } + }, "outputs": [], "source": [ "def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None):\n", @@ -100,7 +164,14 @@ "cell_type": "code", "execution_count": 3, "id": "3d6e60a3", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:19.309137Z", + "iopub.status.busy": "2025-11-12T10:23:19.308993Z", + "iopub.status.idle": "2025-11-12T10:23:21.666851Z", + "shell.execute_reply": "2025-11-12T10:23:21.666145Z" + } + }, "outputs": [], "source": [ "# we load the OpenFOAM mesh\n", @@ -120,7 +191,14 @@ "cell_type": "code", "execution_count": 4, "id": "aee31671", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:21.669212Z", + "iopub.status.busy": "2025-11-12T10:23:21.669029Z", + "iopub.status.idle": "2025-11-12T10:23:21.672203Z", + "shell.execute_reply": "2025-11-12T10:23:21.671527Z" + } + }, "outputs": [], "source": [ "wall_keys = [b\"inlet\", b\"outlet\", b\"top\", b\"bottom\"]\n", @@ -143,18 +221,23 @@ "cell_type": "code", "execution_count": 5, "id": "06b2d4a6", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:21.673676Z", + "iopub.status.busy": "2025-11-12T10:23:21.673518Z", + "iopub.status.idle": "2025-11-12T10:23:21.881071Z", + "shell.execute_reply": "2025-11-12T10:23:21.880380Z" + } + }, "outputs": [ { "data": { - "image/png": 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\n", 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ATdP8EirBiMGFIH6mE4e6rgtxKBAIFjxCDAoEMYhhGGiahqqqs46U8yUY4WKKx1gRPZHYx0zi0Ol0Mj4+jizLZzSkCHEoEAjmI0IMCgQxxuS0cCACRJIkdF0P8w7DT6RT3ZNT76Y41DQNTdOmtbIR4lAgEMwHhBgUCGII00cvkGigL/NBmMTCMZji0ByP5ysOVVWd4IM4ea5yLOxfIBAIAkGIQYEgBjCFhtktHGzEab40kMQa04lDVVVxu91CHAoEgrhGiEGBIMrM5h0YCPNFDMb6MQQiDk2fQzOtLBAIBLGGEIMCQZTw1zswEAIVg7EYtYrFPc3GbOKQaaajCHEoEAhiASEGBYIo4DtSjlm8AwNBWMvEBtOJQ7fbPePoPCEOBQJBNBBiUCCIML7egb6CIRSINHFsMpU4NN8HZuRQkiQhDgUCQVQQYlAgiBDBegcGwnwQgwshUmnWE5r4isO6ujoyMzNZtGjRBHFosVgWxHMjEAgijxCDAkEEmIt3YCDMBzG4EPEVh2NjY6SlpQF408pmVHFyQ4oQhwKBIBQIMSgQhJm5egcGwnwRg/PhGILFbCaaLnLoKw4np5WFOBQIBMEgxKBAECZC5R0YCPNBDApBcya+4tB8fc0vGdNNRxHiUCAQ+IsQgwJBGDAMA6fTia7r3gt1pGbuhlIMJvz9o1ibHwdAT8jEteVG1N2fBYs1ZGsIzmSm94rvTGWEOBQIBCFAiEGBIMSY0cBnnnmG3bt3k5qaGrG1QyYGxwdIePlHWJv/jSkfFGcf9ld/ivHqTwHQk5bg3PEJtO0fghB3vcZ7dHMuBGsNNJU4dDqdM1rZCHEoEAgQYlAgCB1TeQdGmlCIQbn7ELY3/h/WuocAMADfI/GKw9Fukv5zO8Z/bgdATyvCefYX0da+BeZw7EKgzA1fcagoitfj0IxW+4pDsxnFYrFELHotEAhiDyEGBYIQYBb367oOPr5y5u1IMScxaBhIPXUk/eEKJEPDQMJIymbkA88jt75Awt47UQaPeNbxXfPUf5XBIyT9+5MY//4kIKFml+I6/2voyy8IYisLNzJIiAWxr6H5ZHE4Pj7uvY8pDs3IoRCHAsHCQYhBgWAO+HZ5Tu4WlmU54qJmLmIw8fFPYa3/O+ajned9DfeWG8FqR193LWPrrvX8QtdQKn5Lwms/Qx7t8qzruwcADKy99Vgffi8GYKCg5Wxi/E3fgvwtczvIeU643zNCHAoEgskIMSgQBMls3oHR6OwNZk2lu4aEZ7+K0l0LgJ61CtfZn0dddTlIU9QCygra9g8xuv1DntuaG+vLd2Gt+h2ys8+zD989ARIaclcFlj9dBYAhWXEv243rou9BZvEZx7DQieRz4K84NNPJQhwKBPMPIQYFgiDwHSk33UUx5tPEho5S+XuslQ+gdFYC4F51Oa6zPo6et83/RRUr7nO/gPvcL3huu4axvfh9LAf/iqwOe/Zl7s/8r+Em4ciL2H59jmcrcgJqycU4L/qm5/YCTxNHk+nEodmQMj4+jizLZzSkCHEoEMQvQgwKBAEQyEi5mE4Tj/WhVP8Jy3Onmj+syWjF5zN+9S/n1PwBgC0F10XfwnXRtzy3R3tJeP7rWJqeQNJORZrM/Zr/1Z3Ymv+FtflfnA/oShLq2rfiuuBrkBC5buxYINaEsK845NT+zM+BpmnTWtkIcSgQxA9CDAoEfhLoSLlopYlnjUZqLmy/Og9puAsDCSSJk1f+hsSSsvBcvJOycV75fzjN2/3tJDzz31ja9yLpns7WyeJQ0UZRDj6A7eADgIxrw/WoG96Jnr9j7mI1DohlEWWKQ/mUndB04tBMK/vOVY7l4xIIFjJCDAoEfmB6BwYyUi4W08Ty/vuwPP9tcI8C0J1zHvV5b2fomBup40UyMzO9/5KSksJz8c5YivPtvz8tDrtrSXzmv1FOVCChTdGMopNw8E8kHPwThqSgZ63EXfIm1LXXYSxeE/r9CQJiOnGoqiput9v7+8k1h0IcCgSxgxCDAsEM+HoHBjpSLqbSxKMnsez5LlLz00juEXRrMo05VzG67gY2r9sKwMjICA6Hg56eHpqbm7FYLBPEod1uD8+ml6xj/N2Pem82P/tbStvux97fApyy6jGPz9BQehtQehvg9V9gSBa0xWtRV16GuvatGBnLwrPHCBJraeJACUQcmj6HZlpZIBBEByEGBYJp0HUdVVX9TgtPJlYig1LHGyiv/z+UOo/gGksrpjHzzaRd8EmK8vK8s5PT0tJIS0ujuLgYTdMYHBykr6+PEydO0NDQQGJi4gRxaLPZwnIMQ1mbaF/7APn5+R7vw6HjWOoexdL8BEpPHWjjPuJQxdJdg6W7BuPlO0FJQFuyEffqK9HWXoORvCQseww38yli5q84nDwdRYhDgSByCDEoEEzC1zvQMIyg01lRt5YxDKTj+7H+7kokDAxJxmnL5rUN32HD9jJSUlKm3Z+iKF7RB6CqKgMDAzgcDo4cOcKhQ4dITk6eIA4tljCcTiQJI60A965P4t71Sc8x9bVhqXsIS/OTKI4m0NVT9jWA5sRy4g0sJ97AeOEbYE1Fy9uCuvpK3KuvAntG6PcoCIjpxKHb7fZOR9F1HU3TSE9PF+JQIIgAQgwKBD5MbhKZS11TtNPElr/cgHL4Oa+JdE3Rh1E3vJOz1m3wzrH1F4vFQnZ2NtnZ2QC43W76+vro6+ujpaWFsbExUlNTvcLQvIgHewwz/BIjaznusz+P++zPg6Ejd9dhqX0Iy+FnkAfakAyf1LJ7CMvRF7EcfZGEZ76MkZiJVnAW6qrLUVddCbakoPYYTuI9TRwoU4nDnp4e2tra2Lp1q4gcCgQRQIhBgeAU/ngHBkK00sQpvVVY7/8SUmcVAKOZazmUfSVLzn4vefn5IVnHarWyZMkSlizxpGGdTid9fX04HA7q6upwuVykp6d7xWFaWlpAF2+/BZEko+esx5WzHteFt3nEYcd+rPUPo7S+gDzYjnRKDkuANN6H3PIU1panMJ64BSM5B7VwF+rqK9FWXAKKNbgnJMTMpzRxoJjHLkkSVqt1QqTe7XZ7f+crDs1uZYFAEBxCDAoWPIF4BwZCxNPEukpG099IaXwIeegwBhKdS87nSOG1rDrnWpKTk6d9qJkOD5aEhARyc3PJzc3FMAzGxsa8kcNjx46h6zoZGRlecZiSkjLtenN67iUZvfAsnIVneW7rKvKRF7HW/8NjZTN0fIKNjTTSha3hH9ga/oEB6KkFaEvPxr3mLehF54IcXHRTMDfMZi18pp/4/s4Uhy6XyxtVnKpbWSAQ+IcQg4IFTaDegYEQ0TTxqAO54n5y998JgK7YOZa5i96y29lYWhp0yjYYJEkiKSmJpKQkCgoKMAyDkZERrzhsbW1FkqTI2NjIFvTlF+JcfqHHykZ1YWl5Ckvjv1COvYo02j1BHCpDHSi1f8FW+xcMJPT0ZajFF6KuvRY9f9vU4/lCzEJLE0/FTF9OAhGHvt3KQhwKBNMjxKBgwaLrOi6XK6TRQF8iFhkcdWC7ZxeScwAAXbLwwrrvUrLjItbl5oZ//VmQJImUlBRSUlJYunQpuq4zNDREX1/flDY2mqaF73mz2FBLr0It9cxIxjWCpfFfWBr/jXLidaTxfh9xaKAMHEGpup+EqvsxkNGzVqCWXIy67jr0RaVhM8Be6MIlkEi1rzg03zdTicPJNYcL/TkWCHwRYlCw4DDTwma3cLjGZkWiZlB56Ucob9zrFYJHci+jZcnlbL3wGpKSYq85glMR0/T0dNLT06e0sRkYGGBkZITh4eGw29hgS0bd8E7UDe/03B51YGl8DEvTv7CcqAT3iI841FEcTSiOJmxv/AIkC/qiUtwrL0Nd9zaM9GULYjpKJAi2bMF3pjKTxKHL5Zp2dJ4Qh4KFjhCDggXFXL0DAyGsaeKBY1he/Rly1QNI6jjulAIOp5dzctX1WJXEmBWCUzHZxqayspLExEQURYmsjQ1AUhbqlhtRt9wIgDTchaX+71ga/oVy8hCo46dtbAwVpecQSs8hjH0/AiURbcl61NVXoK65BiMluKisSBPPvYbVZCZx6HQ6vVY2QhwKFjpCDAoWBKHyDgyEcKWJpeMHUF76IUrLMxhIjCcXcijnOhad92FyVZXjx4+HfM1IIssyycnJLF26FMJsYzMbRkoO7h0fxb3jowBI/Uew1D7sMcDubUTST3W3AmjjWE7sx3JiP8YL38KwpaDnbEVdfTnu0qvBnun3ugtdiOi6HrZoPafEoaIoXo9DwzCEOBQsaIQYFMx7fEfKMUfvwEAIR5pYan4W219vwDiVvBxJWsobO37K5i1bSUpKoqOjI+4jS5Nfm6lsbBwOB319fSGxsQkEI6MId/ktuMtvAUDuqUepewhryzPIfYeRjFP+lIDkGkZufxFL+4skPPvfGAkZHo/D1VegrroCbFN3d8f76xcKQhUZnA3fc8FU4tA3rWy1Wr3iMJwZBYEgGggxKJjX6LpOT08PVqsVu90eUaPakKaJVSfW31+N1FMLp5obXl/xWWzrr2LX2g0TbDgCWTNSwjiUJCQkkJeXR15e3pxtbOaKvngN+uKv4j7vqwCnPA4fQWnbg9x/ZKLHobMf+fDTWA8/fcrjcAlawU7P6LwVl4AlISx7jEciJQYnM5M4HB8f995HiEPBfEOIQcG8xNc7sKmpidzcXG/aMVKEKk0sNz2B8sZ9yJ2VAAws2U1T+jnknPt+cnJywrJmtPH3GGLKxgbQC7bjLNh+6iB05Lb/YG18DOXoS8iDxyZ5HHYjNz6GtfExH4/DchbpK5CM0rDsL16IlhicjL/icLLHoRCHgnhDiEHBvGMq78BoCCRJkrx7CAr3GHLDv7A8/d9I4/3o9kU47EU0L/8Qa8ouxW63T7lmvIvBuVxEA7WxycrKIjExMaT7P70ZGX35BTiXX+C5rbpQDj+DtelxlPZXkEY6p/A4/CvbAaP+++gZRahF56GWvgW9cNeC6lSOFTE4menEoa7rXnEoy/IZNYdCHApiHSEGBfOKqbwDZVmO+Fg45ipC3WMoz96OpeI3GLJnRFpzxnmM7f4sm1evnjbdPR/EYCiZzcamoaGBxMTECZHDsNnYWGxoq69AW32F57ZrFEvTv7E0/xul43Wksd6JHof9bSj9bSRU/Q5DUjweh8UXoK65Fj13U3j2GCPEqhiczHTiUNM0NE1jfHxciENBXCDEoGBeMJN3YDRmBM9lXamzBuvvr4JT9WaaksCzm3/Bum27KTrVRDHTmvNBDIbrGCbb2KiqSn9/P319fZG3sbEloa6/DnX9dZ7b4/1YGx5j6LU/kTXWguwePi0ODQ2ltxGlt5GE/f8PQ7aiZ6/GveLNqGuvxchaGZ49Rol4EYOTMcWh+WVtsjic3JDiO1c5Ho9XMH8QYlAQ98w2Ui6aaeKA1jV0lGdvR259HkkdA6B16dvpLriEXbvfPGVaeM5rxqCNSST3Y7FYWLRoEYsWLYIo29iQmIF783t5Y6iYjRs3kmFxYal71GNj01UD6uhpcai7T3scvnIXyDa0nA24V16BtuZqjLSC8OwxQsSrGJzMTOJQVVXv76eaqzwfjl8QPwgxKIhrzGjgTCPl4iFNLPW2IFf/Ecvr9wAwnrWGdttqxrZ/kk2la/3ugg5GDMZiJDFae4oVGxtJkjCSF+PecRPuHTeBYSANdmCpexhr05PIvXWguU4bYOsuLCcOYDlxAOPFb4MlCS13M2rp1airLsdIXhzyPYYTM7o/35hOHKqqitvtniAOfecqz8fnQhBbCDEoiEsmewfOVIMTLTHotzAbOoH1j29DGj6BYUtF03Uqct7F0rPfwbLFgV3E50uaOFaIGRsbScJIL8S9+2bcu2/2iENHM9a6h7E0PYXc3wK6elocqqNYju3DcmwfxrP/jWFLQyvYgbrmWtSSN0FiRuj3GELmqxicjD/icHR0FEVRyMjIEOJQEDaEGBTEHeYkEVPgzZZSieWaQWXf/2LZ820Mi6ejtSt9C40bv8jmzZuD6nKdD2IwVtNjkbKx8ev1kySM7FW4zvkSrnO+BLqG3FOL5dDfsLQ+hzxwBMk49fkAJNcgcutzWFufwwAMezZa4S7ca96KVnwu2FKCfVrCwnxJEwfKVOKwo6MDi8XibWyaajqKEIeCuSLEoCBu8B0pN1NaeDKyLM/N4iVIZkwTDxzD+s9PQn+b57au8urKz5O84XLOKl0f9Ml9PohBYjR1PZlw2tgELIRkBT1nI66cjbj4Bmhu5OP7sdY9hNL2H+Sh4xMNsMd6kZsex9r0OAYSRnIOatHZqGveila4C6yz16eGk4UqBidjfp4tFgtWq9UbOXS73bhcLq94FOJQMFeEGBTEBbM1icyELMu43e4w7/BMphNmcsNjyNUPIrfvA6BvSRmHM86h8PwPehsZ5rKmIDrElI2NYkVfuhvn0t2e2+4xlPZ9noaU9peQRron2NhII53Yah/CVvsQBjJGeiFq0fm4116LnrcNFGt49jkNQgyexvziyzSRQ/MLsnmOmywOzW5lgWAmhBgUxDzmyU7TtKD8uWImTayOIx1+HuvDHwJAT0hn0JZL7brPsWHrzpCYH0frWEPJfLlwBWJjk5WVRUZGBhaLJTxRUasdreRNaCVvwgngHEZpfQ5rwz9Rjr2KNO7wEYc60sBRbNW/x1b9ewzJgp6Sg55agHvL+9BK3wJymDqqT6Hr+rx5H8yVmeonzWYT3/ua58upIoe+3coCgS9CDApiFl8LhkDSwpOJiW5iw8B6/6XIPXUYkoJkaOwv/BD2rW9n+8qVITs5z5eTfDykiQNlso2Ny+XyisPm5mavjY0ZUUxKSgqfjU1CCtqat6CteYvn9qgDpeUprI3/QjmxH9k56L2rZKie6ShDHViPv4bx+KcxLHa0vO24dnwUffmFIZ+OIiKDp/GNDM6GP+JQluUzupXFcy0QYlAQk8wlLTyZaPsMynV/R3nhDqRT9YH9i7ZzKPc6SsreQnZ2dsjXDFT4igtBdLDZbFPa2NTX19Pa2kpjY2NEbGwASMpC2/gutI3vAkAa6sLS9DiW5n8jn6hEVke9d5UASR1Dbn8Ja/tLnoYUayrqsjLcZ30KvWDbnLcjxOBp5hIl9VccTq45FM/9wkOIQUHM4Y93YCBELTKojrK07a8o/f9B7j+KbrFzZMnF9JS8jU07LyYhISHka86Hk/h8aYIJFNPGprGxkc2bN6MoSnRsbAAjNQf3tg/i3vZBAOSO17G99nOU9n1IPpNRMMWhewhby1PYWp7CAPTEbLTlF+La+QmMRasDX1+IQS+BRAZnw1ccmp8xc4Sn73QUIQ4XHkIMCmIGX+/AySPl5kJU6uiGOsnYfzepbQ9gAGpCJs3ZF6OdfQsbV6wI28l1oQqp+YYsyxGxsfEXveAsxt/6G88Nw0Bu24Pt9V+idB5Aco+eIQ6V8V6Uur9hrfub5/EpeairrsC146Pgx3QUIQZPE0ox6IvvTGWEOFzwCDEoiAl0XUdV1ZCkhScT6TSx1HUQ6/2XYDvl86ZaU9mz8ces37Y75GnhM9YW4+jmJYHY2GRlZZGZmRmShqRpNoO+/ELGl1/oua2pKI2PY6v8NUrXQdDGfZpRPCjDJ1Aq7sNWcR9ICnrqUtzrrsW99QOQdGYHvRCDp4mUAfdU4tD853Q6cblcMI3PoXit4h8hBgVRxbeGxbwAhPrEErE0saFjeexm5CMvIemeySgHC97N8Iqr2LXj3LCkhSdjisF4v5gu5OimP8c+k43N8ePHqa+vj6CNjQVt7VsYW3uqGUV1Yal7CEvl77GcrAfdNVEcGhrKYBvKK3eR8Mpdnm7l7FW4178TddN7wJYU9+/fUBKuyOBs+J6LFUU5Qxz6Rg7NZhSLxRLSL/KCyCHEoCBqTG4SCddw9kikiaXOGuSqB1AO/gWA0UWbOZy4kSO5l3FR+UUROzmKk/D8INDXMVgbm7BgsaFuvAF14w2e265hLNV/xnroQZTeJjDUCeJQMlTkk3VYXvgGxgvfwFAS2JRUxOi662Hx+8EapghnnBArNjszicPx8XHvfUxxaEYOhTiMD4QYFESFuXoHBkJY08SGgXSyAetf3oM00omemIVLTqQy950s3nwpSktLRE+E5lqBRFbME3qsIC4cc8dfGxtTQKanp4fPxsaWgrrjI6g7PuK5PdaHpfK32OoeQe5vA0ObKA41JxlDjWS8+i2MV7+FYU1Cy9uGe8v70Va8GeSFddmKVmRwNvwVh2bEUIjD2GZhfaoEUSdU3oGBEM40sfKfO7C8/BMMi2d814nUTbRt+SKbNm1ibGws4o0rvmIwnon3/c+FcBz7ZBub8fFxbzNKXV0dLpfLa2OTlZVFampq+ASIPRO17LOoZZ/13B7uwrr/V1gbH0Me7EDi9GfG06k8inz0JaxHT9nYJKSjLS3HteUD6MvKQ+5xGGvEqhiczHTiUNd1rziUZfmMmkMhDmMDIQYFESOU3oGBEI40sdTbguXRm5BGTwJgGDovrfkmiza+ie0rViFJEk6nM+KiZj6IQXFhCP9zkJiYSF5eHnl5eRiGwdjYWNRsbEjJwX3+V3Gf/1UAJMdhHE98j9z+A1jHugFjYuTQOYDc/G+szf/22NjYF6EVn49724fQczbNO3EYqQaSUDOTOHQ6nYyPjwtxGEMIMSiICOYJIJSWMf4S0jSxYSDXPIhc9yhy90EAuvMuoi3zHFadd723Zoso2bzMBzEoiCySJMWUjY2RVULTypvQSkpYtGgRUk8d1v2/wtL6PPJo95k2NmMnUeoewlb3EAaSx8ZmxZtxb/sQRtaKsOwxksRLZHA2JteEm+JQ0zQ0TZu2ISVcteSCiQgxKAgr5oe9s7OT+vp6zjnnnIh/sEOWJnYNIzU9ifVfNwOgJS3GYSukZf3NbNi8/YxuzWj4G84XMRjv+58L0T72WLCx8a15NRavxXXZj3Cd+p18/A2s++/DcnTvhJnKABIGyvBxlKrfklD1WwxJQUsvQl19Je4t74fU3JDuM9yYgmk+iMHJmCLPPDZfcaiqqvf3k2sOhTgMD0IMCsKGr3egKYyi8SEOiRhUndjuPQ9p8BiGJINh8FrhTWRuu4atxcVTHlc0xuDNBzEojLNjK1UeDRubmRqg9PwdOPN34MQ0wH4BW9XvUI69iuQcmCgODQ1L/2Esr91N4mt3Y8hWtOxVqGvehnvTuyAxY077DDfmeSuW3g/hYjpxqKoqbrfb+3tJkrBYLNhsNm9aWTB3hBgUhJypvAMtFktURsIRAnEhV/wW5bV7YPAYAD25F9CQcw2ryy4nI2P6i0kwnb1zZT6IQUFsEwkbG7+/OEoS+vILGF9+wakHaihN/8Za8yeUE/uRXJNG5+luLD21WHpqSXjx26Akoi1Zh3v9O1DXXAsJqQHtM9yY58yFKHimE4fNzc3ous7KlSu9kUMzrSzEYfAIMSgIKb4j5Zj0gY6WGAx67dFelKoHUF75P6TxfrTkXI6k76a39F1s2XbOrNEP82Km63r4bDumWTMQMRiLUYeFKmbj8bjDYWMT9BcoWUErvQqt9CrPbdWJpf7vWA4+iNJdM2F0ngSgjWM5cQDLiQMYz3wFw5qClrsV98br0VZfAUqYjLr9xHw/CIFz+lpiGIY3ZewbOWSa6SjiufMPIQYFIcPXO9D3Gx2RnAIyBWa6NqALzHAXlqe/hlL/dwzZimrLoDb7chLO/jgbi4r8+ju+32gjSbynWWNRnEaaeH4OQmFjE7JouiUBdcM7UTe803N7fABL7cNYax9COVkHmnNip7J7GLn9RaztL2I8DkZiBlrBLtyb3oNWdB4okb1kLqQ0sb/ouo7NZps2cuh2u2ccnSfE4dQIMSiYM/54B0ZTDAaarpVbnsXyl3eDxTM+zpmQxX+2/C9btm4jPT09qHUjSbyLwYXMfHzdgrGxCVtpRWI66rYPom77oOf2yEksh/6Ctf5RlJNNSIbbe1cJkMb7kVuexNrypMfGJmmxx8Zmww3ohWeBFF5hESkv1nhC07QpI8tTiUMzQGFGDs2SJVMcmt3KAiEGBXPEX+/AoKJzIcI8Ocxq0eAexfLYzUjdh5AwQB2nuuTjOJdfRPnWMqxWa0Dr+qaJI0mgYjAWT4bzURQJZraxcTgcXhsbTdPo6elBUZSw2tiQvAh15ydQd37Cc3vwBLbq32NpegK5/7B3xjimjc1oD0rt37DW/g2Q0FML0JZfgHvju9FzNobc4zBWRtHFEv5a7Zj1hCa+4tDlck1oRpncrbwQEWJQEDS6ruNyufz69uoryCJVPzfV2tMhdbyBcvAvKPX/AGA4ZyetCetJ3PVBVvuZFp5u3ViPDPb29uJwOMjOziY1NTXqJ8Norx8LLJTnYDobmwMHDtDX10d7e3vYbWwmkJaH65wv4jrni579OVqwVv8RS/MTyAPt3ukop2L+KEPHUKr/gK36DxjI6JnFqCsuw73hnRjZK+e8nfniMRhKzBGmgeKPOJRl+YyGlIXyWRRiUBAwZlrY7Bb2J41hfninC/GHkxkjdIYBjsNY//AWJF1Ft2fhwkpFwY2U7r40oLTwdOvGqhjUdZ3m5maOHDlCeno67e3tABMuvHa7PSonw4UaGVyox21i2thIksTatWtJTEz02th0dHSExcZmJoysFbgu+B9cF/yPx8am+xCW6j9gaduDPHh80ug8HaXvMMobPyfhjZ9jyFb07FW4V1+Nuu5tGGkFga8/Tz0G50KoriH+isPJNYfzVRwKMSgIiGBHyvkTnQsXM4kyyyMfQmn4F4bsSQE3Lb6M/vUfYOv69QGnhadbOxbTxE6nk6qqKpxOJ7t27fJeUE1z4a6uLhobG0lISJggDsN54RWcZr5ecPzFLCfxtbEpKSmZ1sbGfH8GY2PjN5KEnrMB15vv8BhgGzry8QNYqx9AOfIi8kiXp7zEvLvuRumpRempxdj7fVASUJdsQFtzDe4110BS9qxLisjgmYQru+QrDs3zp5n98p2OMl/FoRCDAr8xo4HBFDVHWwxObmCR2l/BsvfHSO2vAjCetpzKJW9n0Y5r2bwsuLTwVETLeHqmNR0OB1VVVWRlZbFt2zZkWcblck1pLjz5wpuSkjLhwhuuk7JgYTNdbXE4bGyCRpLRC3bgLNjhua2pKEf3Yjn4ZyztLyON9U6ysXFiPbEf64n9JDx/G4Y1GS1vG+61b0NbddmUHodCDJ5JsGniQPCdqcwCEYdCDApmZbJ3YLDdbYqiRLWjWNd10FXkhsdR9v0vclc1hmylO/dNHM65lJXnXEdaWlrI140VMWgYBm1tbTQ3N1NaWsrSpUtnjFwqikJ2djbZ2Z4Ihsvl8hb619fXey1CsrKyvBYhoToRLtR06UI9bl8C8dYLhY1NyFAsaMvPR1t+vmc6iupCaX0W68G/oHS8NmE6isfGZgT56ItYj76I8eQtGAnpaIW7cK9/O1rJxaDYRAPJFESj7nwqcWj+czqdE6xs9u7di8Vi4ZJLLonoHueKEIOCGTFrKHz9roI9OUXda1DXUF75GZYXvoMhKRjIdGSVc3zbV9i4fn1Y0kuxkiZ2u93U1NQwODjIzp07g6qFtNls5OTkkJOTM8EixOFwcPToUThVb2heeKNVbzgfWMjPm/neDeY5CMbGJmzPtcWGtupytFWXe267Rj3TUWr/hnKiAsk9PFEcOgeQW57C2vIUBmDYF2Es2c5A6m7Qt4EsLtdEKDI4G77XQdP82vz36KOPkpycLMSgYH7gW0wbKq+raIrBFGcn2fftRDI80U1Dknlm412UbNrNpsLCsF0QYiFNPDAwQGVlJSkpKZSXl4ek7m8qi5ChoSEcDgc9PT00NzdjtVq9KeWsrCy/113IQkgwNzHoi782Nr7NKGG1sbEloa2/Dm39dZ7bY/1YGv6Jpe4RlO6DSOrE6SjS2EnSjjzJVp7EOPgtjLQC1KJzTtnYbAI5stGxWCEakcHZ8BWHIyMj3kh1PCHEoOAMgm0SmY2oiEHDQNn3v6xvfQTZ2Q9A+7LraM86m23nXEZqanhnkUYzTWwYBseOHaO+vp6SkhJKSkrCdqGTJIm0tDTS0tK89YYDAwM4HA7a29upra0NqNB/oaZLF+px+xIqMTiZ6Wxs+vr6JnyB8RWHYbWxsWegbnkf6pb3eW4Pd2Gp/zvWhn+i9NROmo6iIw22Y6v5E9aaP4GkoGcuR11+Ee7112EsXhe+fcYQZpAi1sSgLyMjI6SkpER7GwEjxKBgAr4j5ULtfB9xMTjchdzwOJYXvkM2MJaxmh7rUrrXfZjNG7eEr+vQh2iliTVNo6amhpMnT7Jt2zZv3V+kUBTFW0uIT6G/w+GgsbERp9MZuVquOGQhR0fDJQYnM1XDVDRtbEjJQd3xUdQdHwVAGjjG6Cv3YW97jpTRdtBdnoghgKGhOJpRHM0k7P8lhmRBz1qFe/XlqOuuw0hfFnID7FjAN0ARq4yOjgoxKIhf/BkpN1ciKgZ1Fduv34Q00oNhTcZQx6lY8nZydr2dDQUFEbvYRiNNbBgGdXV12O12ysvLwxvd8JPJhf5jY2M4HI4JtVzmBdf0rxQsTCIlBicTUzY2gJFeSM/aDzKQ/zY2btiA1N+KtfpPWFqfRe5tQULz3lcyVJTeOpR9dbDvxxgWO9ridbhXX45Weg1Gal7Y9hlJzOtHrEcGk5OTo72NgBFiUBC2tPBkIiUGlX3/i7LvbnCPAtC5qJyKnOtZsXYThYWFYV/fl0iniTs7O701K1u2bInZb9B2u52CggJvLdfw8DAOh4Pe3l76+vqQJIna2lpv5DAhISHaW44IQgRHTwxOJhZsbLzWMpKEkVmC6/yv4jr/qx4D7K5qLLUPYzn8DPJgO5LhY52ljmE5sR/Lif0YL3wbw5KMnrsZ99prUEuvhoTQuiZECvMaFe33xkyINLEgLpmLd2CghF0MDnagvPErlOo/ITkHUJNzaVh0OeOl12J3GlGJkEUqTazrOg0NDXR0dJCUlER+fn7MCsHJSJJEamoqqampFBUV0dbWhsPhICEhgWPHjlFXV0dycrJXGIY7IhMLxPLFLtz4OhfEEtGwsZnWZ1CS0HM348rdjOtN3/AYYHfsx1r7V48B9uAxrwG2BEjqCPKxl7Ecexnj6S9hJGai5e9ALb0adeUlYIsP8WLWC8bae8PEbFISYlAQN/h6B/o7Um6uhFUMOg5jefY2lOanMGQLY6kl1C26nIxzP8LKggJeffXVqHQyRyJNPDY2RmVlJbquU15eTlVVVVxHmGRZxmq1smLFClasWIHb7fZedJuamhgfHyctLc170U1LS4sb4SuYnekMp2ONSNjY+G06LcnohWfhLDzLc1tzoxzdh6XuryhH9iKP9kwUh+N9yIefxnr4aY+NTdIi1KVluNe9A31pGVjtQT0n4SYWbGVmQ4hBQdyg6zqqqoY9LTyZcIlB+dDDWP/xXxgWT+RvxF7Iq5vvZMvWrd4PZbRsbcKdJu7p6aG6upqcnBzWrl3r/dYcz2JwMlar9Yx6Q/OiW1NT473omrVcycnJcSEmpmI+vW7BEi9i0JfpbGzMuthgbWyCnk2sWNGWn4e2/DzPbfcYStseLPWPYjn2KtLoyYk2NqMnsTX8E1vDPzGQMFLyUIvPQ113HVr+DlDmPpozFERjtn2giJpBQczj6x1onnAjedINuSAbdWD9+8dgwGN4LKnjvFr6FSwl51K2ceuEk0Y0unrDua5hGDQ3N9PW1sa6desoKCiYsGY8i4rZ3pN2ux273U5+fv6Ei67D4aClpQWLxTJhnnIsNNAESryJoVASj2JwMr42NsuWLQvaxkbX9dCURFjtXgNsJx5xaGl6HEv9P1GOvz5pOoqBNHwc28E/Yzv4ZwxJQc9Yjlp8Pmrp1ej520CKTnQu1m1lzPNRuC3LwoEQgwsE802q6zpWqzXiQpBTYtCMRs4VqXUPcu0jyG0vANBXcCGHEzawZPf15OfnT7n2fEkTu1wuqqqqGBsbY/fu3WeceOJdDBJAhGyqi+7AwMAEexC73e4VhpmZmfO+3jDemQ9icDLB2tiEbRyd1Y667jrUdaYBdh+W5n9jqfs7SlcVkstnOoqhofQ1o/Q1k1BxH4ZsRctehbb8TbhLr/Z4HEbo9Yr1NLHT6UTTNCEGBbGJGQ007UZWrVoVlX2ERJAZOtKJamx/ficAetJiRqUUagpvZP3O86et1YiGxQthEGZ9fX1UVlaSkZFBeXn5lMJmPojBYJFleYI9iNvt9naAtrS0eDtATXGYnp4eUxeXhfq6+TIfxeBk/LWxMQyD1NRUVFUN75cYeybqxnejbnw3ANLQCSwNj2Fp/jdKl2c6iomku7H01GLpqSXhtf/DUBLQFq9DXXkp6uorMTKXh22bsR4ZHBkZARBpYkFsMdk7UFGUqI2DIxRiUNew/u4KpBOVGJKCZGhU574Tbf117DhVLxe2tYMkVGliwzA4cuQITU1NrFq1iqKiomkvmPEuBkMpBKxWK4sXL2bx4sXg0wHqcDg4fvw4qqpOqDcM66zaAIiFPUSLhSAGJzOdjU1zczMOh4MXX3wx7DY2vhipebh33IR7x00ASH2tHnF4+GmU7kNImtN7X0lzYumswNJZAS/dgW5NQsvZjLbqctRVl4fU4zDWI4PDw8Pe+tF4Q4jBecpU3oHxLAblxn8jVz2AfKICgP7ccg6lv4mC3W8jL2/2k020agZDEZFUVZWamhoGBgbYsWMHmZmZM94/3sUgYYyQTe4AnTyr1owsmtNTIl1vGO+vWyhYiGJwMqaNTWdnJ1lZWSxatCjsNjYzYWQux73707h3fxoMA6m3EWv937G0PIPsaALd7U0ry+5R5GP7sB7bh/H8bRgJaR4bm1VXoa64GJKygt5HPEQGY+ULZaAIMTgP0XUdl8t1hnegoig4nc5ZHx8uZFlGVdXAHuQeQz7yEpZ/fQZpvB8tNZ+T9lUcLryetWWX+x2Oj9c08dDQEBUVFd5pIv6Mw4p3MRipE+lUs2oHBwdxOBycOHGChoYGEhMTJ9QbWq2x0VU5nxFi8DTmOTwSNjZ+I0kYi0pxnfNFXOd8EXQNqacWa+0jWNqeQ+5rBUPzjs6TnIPIrc9hbX3OY2Njz0ZdWoa26krUkjeBzf+UaqxHBkdGRvzqEo9FhBicR5hpYbNbeLJlTLRSpSaKouByuQJ6jOXxW1BqH8Y45ZjfklrG8I5PsXnNmoC+IcZjmrijo4Pa2lqWL1/OihUr/D7BxLsYjBayLJORkUFGRgacisia85RbW1s5ePDgGfWG4YhSxOOFJJQEbacyD5mqgSRcNjZBIysYORtx5WzExW2guZA7q7DWPYzS9gLywDFAPy0Ox3qxNT4GjY9hAHpqPtrSc1BXX462/EKQp5clsW4tE6+2MggxOH/wxzswlN28wRCIIJPa/oP1Hx/HOHUMbimBZ7f9hrWbtrHej7TwGX8vjtLEmqZRV1dHV1cXW7du9dYR+ct8EIOxsP/JdVxOp9ObUq6trUVVVdLT070p5VBEY2LhuKONiAyexh/T6VDZ2IQMxYZecBbOglMG2O4xlONvYKl9BMvRvUjDxycYYCtDx1Fq/4Kt9i8YSOgZxWhF5+FefSV64c4J4jDW08TDw8Nx63MqxGCcE4h3YFzUDKrjKK/9ErnlGaSRHiSgufi9nFxyNrvLLgy6MDdaQjhQYTY6OkpFRQWyLFNeXo7dHvgkgGDEYCydvGJpL74kJCSQm5tLbm4uhmEwOjrqjca0tbVN6GTOysoK6rUTCDHoi98TSHyYzsbG4XDMaGMTNqx2tKJz0YrO9XgcukZQjryIteEfKMdeRRrpmuBxqPS3ovS3Yqv6LYZsRc9aiVp8Pu4116K5JawJsesbOjo6GpfTRxBiML7xHSnHqYvoTCfRmI8MjjpQKn6L5T/fA8CVXkJ74lqGNn+EzWvWzCl1FA9p4q6uLmpqaigoKKC0tDTo4w1GDJr3j5WLcKxHyCRJIjk5meTkZG+94dDQEA6Hg66uLhobG0lISPBGDQOpN4yV1yBaCDF4mlCkzH1tbPApf/C1sUlJSfHeJ+yzv23JaKsuQ1t1mee2cwhLy1NYmp5A6Xgdeeyk966S7kY5WYdysg7bG/ewTbLiTC9B7nkL6uqrMLJWhG+fQTA8PByXncQIMRi/mNFATdOQJMmvE0YsRwalk41Yf30R6B5hqymJ/Kf4VlZtO491ublzXjuW08S6rtPY2Eh7ezsbN24kd47HG840sVvT+PXL7TxSeYLuITduA5It8IGyAv7rvNg6MUcS32jM8uXLUVWVgYEBHA4HbW1t3npDM2o4Xb1hrIvgSCDE4GmCiQzOxnQ2Nn19fTQ3N3u9OCNlY0NC6iQDbAeWxn9haXkK5fgBZOcAmCllw01SfwPsvRNj752gJKLmbUFbfhFa/nZPWjmKxOtcYoQYjD8mewcGMlc42g0kU66vayjPfA352Gte76rGFR+mJ+d8tp91Xsi+ZcVqN/H4+DhVVVW43W7KyspCciIJtRh8pq6b/3msgWHX1H9zRIWfvdjBz17s4ANn5fK5S1bPab35IAQsFgvZ2dlkZ2fDqQuumVKuq6vD7XafYQ0yH447FIRt6kYcEg4xOBnTxsac/W16cfq+V9PS0iJmY4M9C3Xz+1A3vw8AaeAYSvOTWFqeRO44gKyPe5tR0MaxHnsF67FXAHCXXMz4W+8P395mQYhBQUSYyjswkJOmoigxlSaWeluQGx7Dsv8+AMZyd3JUKWZs/bvZtnZ9SE840UwTT/ec9/b2UlVVxaJFi9ixY0fIvn2HQgyeHHZx4/0HaB8IrPv7/tc7uWpTDqW56XNaf75FyGw224R6w7GxMa84PHrUM1s7MzPT24m4kKNjC/nYJxMNYRxTNjaAkV6Iuv3DqNs/zIEDB1iWrJI38IYnrdx9EHSXt+ZQ6akN2z78QXQTC8LOdN6BgRBTNYPuMaz3vxnJNYyetBjdPc6BrKtZuvtainNyQr52LKWJDcPg8OHDHD58mDVr1lBYWBjSk+lcxOD+o/189I/VuPx4m8jAVM/o2++rouar5wW1/kLA1xqksLAQXdcZHh7G4XDQ09ODruvs27fPG4kJe4F/jCHE4GkiERmcCX9sbExLpkjY2Oi6jp5ZjLt0J9qKN2Pb802sbc8DoGWUMH7pD8Oyrr+MjIyQnj63L8LRQojBGGc278BAiJWaQeWpr6BU/A4kz0nuWFY5h1d+iC1btoStAzNW0sQul4uamhqGh4fZtWsXaWlpYV/Tn/tXtPdz0x8P4p7m7WGR4N1n5fO5i0qmvDht/M5/5rLlM/azkJBlmbS0NNLS0li0aBFvvPEGpaWlUxb4Z2VlkZGREdP2GnNFiMHTxJrnYrRtbLw+g2N9JP3+MiTNiSFb0HK3MPbOv4ISXVP40dFRCgoKorqHYBFiMIaZa1p4MtGuGbT1N7Oq+V6U3v8g6W6cGSs5mHU51g3XsGvthrCe9GKhm3hgYICKigrS0tIoLy8P2zSLQKKg3YNjXHb3PkZcU9//qvWL+c5bZu9sloBQSu35liYOBFmWz6g3NP0NGxoacDqdXn/DzMzM8NdwRRghBj2YtmGx/NpG2sZG0zRS2p4iZe/toHlKWFxlt+Da/ZkQHlXwmD6D8YgQgzGKGQ2cS1p4MlGrGTw1yzJjz1dY3HMIIyGNoezN1C26grxz3uMtXA4n0RKD5rpHjx6loaGBlStXUlxcHNaLnT9/W9d13nXf61QdGzrjd4oEP3rbGi5a4//r4ivdFiXP36hVuJlKBNtsNnJycsjJyZlQw+VwOLz1hhkZGV5xGK/jsEyEGPRgvhdiWQxOJqw2NoZBfufTpDueQXKPYCAxdtldqGuuCe9BBcDo6KgQg4LQMNk7MFRCEJ9UaaRPtsq+n2J54bvotlQATiatonbT19m8eXPEjHmjNZXDMAwGBgbo7+9n+/btZGUFP6TdX2Y71qdqO/n0gwfP+LkM/Pz6dZy9MrCJJ9f/6vUJtx/52FkBPX4yC10IzHT8U9VwTZemM8VhQkJCRPc/V4QY9GB+eY3n5yJkNjaGjtL4Lza23guAlrbU03G8/u2RPqQZEd3EgpBgegf6ngRCeSIwv2FqmhZeU9FTSL0tWJ64FYa7PT9Qx3huzXdZtLacnavnZiIdKNGIDA4PD9PW1oZhGJxzzjkRuyhPJwYNw+Cyu/fS1jt+xu8+f1ERN+5aFvD7rbl7kNquMe9tqwwZ9rk3OyzkNHEgSJLkrTcsKipC0zSvv2F7ezu1tbUkJyd7hWHYDYVDgBCDHszzVTxFBmcjWBubhKe/hK3mT+hISIDzzXegFZ8f7cM5AyEGBXPCd6RcKNPCkzG/cYVdFBkGcvNTSAf/inx0HwDdy66kNXETQ/ZCykvXRvxkH2kxePz4cQ4dOkRmZiaGYUQ0OjOVGGzqHOSqX7x2xn03F6Ty54+chdvtDngdTdN4672VE3720q1lQex4IgtZCMxVBCuK4p16AuB2u70p5aamJsbHx0lLS/PeJxbrDYUY9BCPaeJAmc3GRnYPs73jd9j7qgBwWjMYf88/sGQvj/bWz8AcUZmamhrtrQSFEINRJtRNIjPhGxkMJ3L9P7A+ehMAui2NfvsyGko+Qum6DXTu2xeVk32krGV0Xae+vp4TJ06wefNmXC4XJ06cCPu6vkwWg99/spFfv3x04n2Af3xiJ6tz0oIWINvv2Dvh9gd35ZOUEN1uvvlAKD8bVqt1QiTGt97Q9IzznaccC/WGsdZBGy1Mj8Fovx6RYnIJBEOdSC/9iJTuFwHoSttMQ+41KB1DZI0di8n6WNFAIggK35Fy4RSBJubYurCJopFurL+7Emm83/ujF1d+hay157Jj5UqvCI1Gh1wkrGVGR0eprPREysrKykhKSqKjoyPi6WlfMXj1z/bR2D0y4febC1L5y0d3zWmNnd9/Ed+vFMsybdx68co5/U1fRJo4PNjtdux2O/n5+RiGwfDwMH19ffT29tLS0oLFYvGmlLOysqJSbygigx5ivZM43CT99Z0ofYcxlASM5MUob/0ZfdWHWZ6aGhEbm2AQaWJBQMxlpNxcCZcYlKv+iHz4WeT+IwB0Fr+Nw8lbWVl+jbd42LzAR7OrN1x0d3dTU1NDXl4ea9acroeMhr+hGQXd/p3nGZ7kHv3Dt63l6s3B+2AZhsHOH7zEuHr6mJKsEv/6xO457dmXhSwEIvlekSSJ1NRUUlNTWbZs2Rm2IHV1dSQnJ0/wN4xEvaEQgx4W6lg+uasG+yM3Io0PAqAWn8/4tb9GGx1FklpZvtyTIjbrY/v6+sJiYxMopiG3EIMCv4hkWngqQm4v4x5FOvoK1sc/67m5aB0OI53Dy97J+u3lE76pmQIp2n5/oUTXdZqbmzly5Ajr168nPz//jHUjLQZ1Xefdj/ZOmA4iAa986TwykoI/OTpVjZ3f3zvh7yYo8OoXz53TfgUTiZYAmGwL4na76e/vx+FweDs/fYv709LSwhK5EmLQw0KMDCqtz2N79W7kkR4Axstuwb3tI3Dq+fDtNJ5cHxtSG5sgGBsbwzAMIQYFsxMO78BACelIOs2F9d5zkQfaMSx2UMepzLgM+5br2LZy5RnHZ9a/xMpYuLnidDqpqqrC6XRSVlY25Ukg0seraRpX/q51gu9fsk3mja9cMKcLS33nEO+4r2LCz1JsMvu+cM4cdjs9Ik0cfaxWK4sXL2bx4sVwqvPTHENWU1MzYUZtVlYWycnJITmnCTHoYaGJQam3GfvD70dCR0/OQV3+Jty7PwOyR6aY5VTTETIbmyAZGfGU4wgxKJgW0zuwvr6exYsXk5GREdVv/6EQJ3LFb1EO/hVpoB2Ak7nnc3DRVaw+603eD+OUj4uy+XOoLjQOh4OqqioyMzPZtm3btN84I50m3vit5ycIwSWpVl78/NwsGH74TDO/ffX4hJ8VZiTw70/Ore5wOhayEIhlEZyYmEh+fr633tB3Ru3hw4exWCwT/A2Drd8SDSQeFtLzYK38LYnPfhVDtoCu49rxMdw7PjrhPpMjg7MRrI1NsAwPD6MoStTrFoNFiMEwo+s6qqqiaRq9vb2kpqZG9WI3ZzE21ofc9iKWJ7+MZGi4s0vpSFxD5/J3sP2s82ctOI/mWDhCEHUwDIO2tjaam5spLS1l6dKls5oER+oCv/OOPWg+S+WmWnnBTyE41T5VTePNd7/GyZGJtjMXr87iJ+/YEJpNT0Msi6JwEw9ieKoZtZPrt+x2+4R6Q3/HL4rIoIcFERnUNWwv3YG14THPbUNn5N3/RM/dcsZdvXOJg2Q2GxvfSHdmZiYpKSkBvQ/N6SPx+poJMRgmfL0DzZObxWKJzjg4H+ZaM2j9y7uRj+9HT16CMdZHbcp5WHZ+kC0rVvj1wYlmZJA5igy3201NTQ2Dg4Ps3LmT9PT0WR8TqTTxzX+pZGBM9d5OVPBbCE7FY9WdfOWfjWf8/I5rVnPlhtyg/65gZuJVBMuy7L2IlpSUoKqq90Lb0tIyIUWXlZVFenr6tBfNhdo4MZl5/zy4x7BW/Z6E138BgJq7FfeOj6HnbZ3y7qEUx1NN8jE76/v6+mhtbUWW5QllEHa7fcbXI55tZRBiMDxMbhIxa+VCWq8XJMGKMbn6T1ievd1bvzFiXczejXezadMmsrOzA1o/Gs+Bb/NKMN8uBwcHqaioICUlhfLycr+71CKRJj45NMaTh05O+Nm9l6UF9bfGVY1L734Vx6g64edWGfZ8djdpIZguMhvz+gK4QLBYLBPqDZ1OpzelfOjQIVRVnTBP2TcKIyKDHuZ7ZDDx8U9hbX4SQ7GBbMH5pm+g522b9v5zjQzOxOTOel3Xpx3zOJ2NzcjIiBCDgtPM5B0Yqnq9uRBwZHD0JErF75EP/Q1pvA/DYufQyo8znH8O5TvKA/Yhi3ZkMNC1DcPg2LFj1NfXU1JSQklJSUAXqkikic/54UTz54fft5Lh3i6/H28YBn19fdz+1FGeax444/cXrsrkf9+5MSR7DWRPC5X5KIQSEhImpOhGRka85tdmFMaMwKiqOi+fg0CZr2JQGu7C/ugHkftaAdBTCxj94PPeQMN0zNZAEkpkWSY9PZ309HSKi4untbGxWCwcPHiQSy+91CsGQ/He/dnPfsadd95JZ2cnmzdv5u6772bnzp2zPu7Pf/4zN9xwA9dccw2PPvpoQGsKMRgi/PEODLmtSxAEJMbGB7A8ezvKwb9gyFbG01fQnH4O8rYb2RygKPJdPxoXet+og79omsahQ4c4efIk27ZtCygC6rtuOMXvyaGxCQ0j567IICs5gaGT/h2nqqp89c8v82iT64zfWSR49GPbKcqO32+78cZCEMG+9YZLly5F13UGBwfp6+vjxIkTDAwMMDAwgNPp9EZh/K03nE/MRzEon6zHtu8ulK5qAFwbrse16+ZZhSBzyOqEgulsbF577TV++tOf8tnPfpZFixahKAr//Oc/Of/880lLCy478+CDD3Lrrbdyzz33sGvXLu666y4uvfRSGhoavM0wU9HW1sbnP/95zj03OKuv+fVOixJmWtisD5zONiZWxKA/e5Dr/4ntrtXIzU8B4EzIYs+ab5N9+VdY4Wd94FzWDzWB2tqMjIywb98+xsbGKC8vD0oIEgHxe+0vXplw+1c37vA7GvnVh6pY/609UwrBC/Phx2UavUcaaGtrY3BwMGJCRUSFFhZmbdby5cvZvn072dnZLFq0CFmWaW1t5cUXX+T111+npaUFh8MR9XNopJh33cSqE/uD78Da+Bh6Qjrq0nKc59+GkVHk18MjGRmcDdPG5oorrqCyspK6ujouuOACFEXhc5/7HFlZWezevZuvfvWrPPvss4yNjfn9t3/84x9z00038cEPfpB169Zxzz33kJSUxK9//etpH6NpGu95z3v4xje+QUlJSXDHFNSjBF50XcflcvnlHRgLYnDWVPVYP5Y934KeOiTDgPF+Dqz5Mq7c7Zy9vWzOju7RShMHsnZnZycHDx6ksLCQ1atXz+kEFO40cc/Ime+nmdY8OTzODb96g6N941P+vmSRnb99ZBtWRWF0dNSbyjt69CiSJHlTeVlZWWG1UFgIEbLpWOhi2IwcLl26FE7VG5rvQ9MSJD093VtvGG2HhnAxnyKDStse7I980HtbXX0lzkt+ENDfiGZkcDby8/PZuHEjqqry8MMPc/ToUZ5//nmeffZZbrzxRr74xS/ymc98Zta/43K52L9/P1/5yle8P5NlmYsvvph9+/ZN+7hvfvObLFmyhA9/+MO8+OKLQR2DEINBYqaFZ4sG+qIoCi7XmVGYSDJTZE7qbUauegCl8vcADOWfS5tlBfbN17Ju+fKQnHCjKQZnE2a6rtPQ0EBHRwcbN24kJycnJGtGczYxQFPXIJ/5SzUtJ6cWgADZSRYevmk7WSmna0B9u+3MgmqHw8GJEydoaGjAbrd7hWGkRpXNdxayCDaZHBFLSEggNzeX3NxcDMOY8CWlra0NSZImzFO22+1R3X+omC/dxNbqP2Kt+i2S7rGoGrvsLtQ11wT8d8LZQBIKfEfRLVu2jPe///28//3v9/oM+8PJkyfRNO2Ma09OTg719fVTPuall17ivvvuo7Kyck77F2fvIPD1DiSAkXKxEhl0u91n/FxqfwXrH64BScKQLbis6bye/0HW7TjbO54qVOvHYmRwbGyMqqoqNE2jvLycpKSkkKwZ7shgqk1iyHX675d+/ZnTv3zqmakf5ENBho1HPrYLu2XmffoWVC9fvtxrHeJwOGhqamJ8fNwbrTENXIO9kEVjhJ8gdpipm1iSJJKTk0lOTqawsHDCl5Suri4aGxtJSEjwisNIz6cNJXEfGTR0lCP/IfHpLwKgZa1AXfcO1HXXQRDnBk3TYvoLp+kzOBlJksJW8zo0NMT73vc+7r333hmHPfhD7D6zMchU3oGBXPBixVpmwh5cw1j+8QmkvjYkDDAM9q/+Aq6l53DW5q0hP5HGYpr45MmTVFVVkZOTw9q1a0P67dPX3zAc3/L3ffE8Nnz7hYAfd9WGxdx53UZvTeNUXxBmYrJ1yNjYGA6Hw5tSBrzCMNwp5fnGfIgGzYVAPiuTv6Romuadp+w7n9YUhxkZGTEdXfIl3sVgwn++i+2NezBkK+gqrvLPo5ZeHfTfi+U0Mad8BoOtLTcxm1C6uia6QXR1dZGbe6a/a0tLC21tbVx99enn1bzGWSwWGhoaWLFihV9rCzHoJ2ao1wz3BioEiSFrGXMPUscbyE3/Rml6AoCBZZdyWF5O8pa3sj5EaeHJxJIYNAyDlpYWWltbWbt2LYWFhSFfM9zeaVarlX/811m85Z7XZ7mnwZosG7/+0C6yU6cWZnPZo91up6CgICQp5YUshkREdG7vQ0VRyM7O9l6UXS6X19+wvr4el8sVsgh2uInbBhL3GIlPfRGl/ZTllWJj5KOvYSQvntOfjaUGkqkYGRmhqMi/ZpjpsNlsbN++nWeffZZrr70WTom7Z599lk996lNn3H/NmjXU1NRM+NnXvvY1hoaG+OlPf+qtu/UHIQb9wNc70DSPDoZYSBObkUHJcRjr765EwkBPzcepSVQuegulOy8OaVp4qvWjWTNoru1yuaiqqmJsbIzdu3eTmpoaljV9/Q3DdSIrzUun4RsXMzA2zncfb6S6vR/d7eLNm/IpyxrHOdTP5s2b5/yt1V9CkVIWomjhEsovTjabbUK9oRnB7uvr80awzXSyP1MmIomu6zGdFp0KabQX6+s/x1r/CADu5Rfi3vnpOQtB4iAyOF2aOFBuvfVW3v/+97Njxw527tzJXXfdxcjICB/8oKcB58Ybb6SgoIDvfe97JCYmsmHDxNGgGRkZAGf8fDbi650WYfzxDgyEWBCDimSw7vUvY32hDZAAg9olb2Fo5bVs27Ah7PU10Y4MGoZBf38/lZWVpKenU15eHtYTbjD+hsGSbk/k+9dtoq+vj8rKShIS+pFUifLy8qimaQNJKYfzi0i8ECtiJFqEK4ruO4KssLAQwzC8Eeyenh6ampqw2WwTmlGiWW8Yjw0k9r9ej3KyHsNix0hMx3nRdzDSl4Xkb8dDZDAUYvD666+np6eH2267jc7OTrZs2cITTzzhbSo5evRoWJ4HIQanYfJIubkKQWJADEptL7Ko8iHS+6oAGFj2ZhpsW0jf8Xa2FhdH5MQT7chgV1cXnZ2drFq1iqKiorAfcyTFoMng4CBOp5MlS5awdu3amDuBzpZSttlsuN1uTp48ueC6lEVENHLj6CRJIi0tjbS0NO+Uif7+fm/UsLa2lpSUFK8wjHS9YTzVDMo9tdj/fhPSSDcAWuEuxq77Q0jXiPXIoG838Vz51Kc+NWVaGGDPnj0zPvb+++8Pas2Fc5YNgJlGys2FqIlBQ4fB41gfvB6brjKUtAw9IZ2arCtZVXaFN6wcCWRZDrhZIRSoqsrY2BhjY2Ps2LEjYhGoYMfgBYNhGLS2ttLc3IyiKKxfvz7sa86VqVLKHR0dtLa2elPKaWlpZGVlkZ2dHdM1XoLQEK3ZxFPVG/b19dHX10dDQwNOp5P09HSvOExNTQ2rWIsXMagcewXrK/+LPHAEAOeuz+Da/pGQrxMPkcFQicFoIMSgD8F4BwZCtMSg9c/XI7e9gJGQBs5B2jN2MbjpI2zZsCHiY56iERkcGhqioqICwzBYtWpVRFORkYoMqqpKTU0NAwMDbNiwgbq6urCuFy4sFguZmZm0t7dTVlY2IaXc3t4Op2q8zLTyfPGU82Whi91YSY/abDZycnK86TnfesP29nYMw/C+FzMzM0lKSgrpvuOhgUQa6sL+4DuR0NGTFqMtK8dVfotf4+UCJZZ9Bk3/SyEG5wHhSAtPJtJiUDr8HMrBvyEd9XR1jWSUsj/rWkZSlvOmLVuicsKNtL1OR0cHtbW1FBcX09/fH5WTa7iNp4eHh6moqCAxMZHy8nKcTue8STf6ppQNw2BwcBCHw0FnZyeNjY0kJiZOqDeM95TyfHnd5kK0IoOzMfm9ODw87K03bG5uxmq1ThCHCQkJfvzV6Yn1yKC18rckPPs1kBXQdVxnfRz3jo+Gbb2FlCaOBvF95gwRZjQwFE0iM2E2MIT9Q665kXrqsP7jE0hjDvT0ZfQkraR5yZUUbrqQpqamqJ1swz2r10TTNOrq6ujq6mLLli0sXryY/fv3R6VeMZzH3NnZSU1NDUVFRaxatQpJknC5XAGtF4xNUriZav+SJE3bpdzS0sLY2Jg3pZyVlUVaWlrMHZdgdmJVDPoiSRKpqamkpqZSVFSEpmkMDAx4o4a1tbUkJydP8DcM9ItKrERIz0DXsL3xSyzVf0TC8ETF3vk3tMJdYV1WpInDy4IWg5O9A8MpBDkVGSQC3/gsf/8YSsNjGCme9EZb0ha6N3+STRs2MD4+HtUmlkhEBkdHR6msrESSPJ20ZioxUkJ0MuGYqKHrOo2NjRw7doxNmzadMb4oniNM/n4GZ+pSjueUckwKgAgSD2JwMoqieN9nK1aswO12e+sNJ9e+ZmZmkpaWNus1ICYjg7qK5eBfSHjxuwCoSzbg3vZhtKW7w7qsGUSJ1cigrusiTRyvmE0iXgPmCERHzDdyuMbqSIefx7L3xzDguRC6pET2bL6Hkg072LJ0qTdqFE3j63DXDHZ1dVFTU0NBQQGlpaUTTqbR6mQOdZrY6XRSVVWFy+WirKzsDDuDaIneaDM5jTc0NERvb29cpZQX4us2mXgUg5OxWq0sWbKEJUuWwKkvKmYU+9ixY+i6TkZGhve9mJycfMYxx6IYtD98I5Yj/8GQFJBknJfciZ6zMezrmufPWHs+TEZHRzEMQ4jBeMJ3pFy408KTMdcKeWRMdSK37kH5zx3I3YcwrMm0F7+T9ozdbDv7YtLS0ibsQdf1qJ1wwyXIdF2nqamJo0ePsmHDBvLy8s64T7hr96YjlOKsv7+fiooKMjMz2bZt27SCJt5FxVz372sbYqaUzTFlU6WUw90ZKvCfeGicCBS73Y7dbic/P99bb9jX10dvby8tLS3exinz/ZiQkBBTz4M0dJyEF76N0vEaAFruZsav/Q1GUmSM7M3zdqxGBkdGRgCEGIwXItEkMhvhaCKxPP1VlMrfYSSkY8hWjmSfR9faj7B5w4YzxIJvqjoaH6xwjOQbHx+nqqoKt9tNWVnZtB/IeE4TG4ZBe3s7DQ0Ns3okhnsecrgJx54tFguLFi3yDnP3jdTEUko5Xl+zUDLfnwPfesNly5ah6zoDAwM4HA46Ojqoq6sjKSkJp9PJ4OAgaWlpUY1iS8OdJLx4B9aGfwDgWnMt7t03R0wIciqbRgxHBkdGRrBarXNuGoomC0YMhss7MFBCKQalthex/Ptznm4uQDMMntj6a9asXcfmwsIpj9H8MEWrTT/UkcHe3l6qqqpYtGgRO3bsmPGY4jVNrGkatbW19PT0sH37drKysvx6XCAX1fl88Z2KyZEa0/i6q6srblLK85X5LgYnI8uydyQegNvtpr+/n0OHDnH8+HFaW1tJTU31vhfT09MjJ4rG+kj+zQVIrmEMSUHPWoHzkjvBGtkvS9G+bs/GyMhIyK2FIs28P8OZ3oHNzc0sWrSIlJSUqL5gIRGD6jjyoYeRax9G7m8DoGXVR+lMWc+u3WUT0sJTrU+ETJCnIlSCzDAMDh8+zOHDh1mzZg2F04hfX6KVJp5LZHByM4w/Y+V8I4P+Emtp5UjuZ/IkiminlOP5ghIKFpoYnIzVamXx4sXIsszGjRuxWq3eKHZHRweapk2YpzxVvWEoUFqe8TSKuIYBcO36FK7yz4EU+ehcLDePcMreKxSj6KLJvBaDvmnhjo4OkpOTSU1NjeqeQtFNq+z9MZaX78KQLaiphRxLWk/vqnewZf36WSMYZqNMPItBl8tFTU0Nw8PD7Ny5k/T0dL/XjkYndbDp6ZMnT1JVVUVeXh5r1qwJWIDEmsDzl2gLgckp5fHx8Yh1KcfraxZKFroYNDFr2hMTE8nLyyMvLw/DMBgZGfGaX7e2tiLL8oR5yqGYQ64c3eupEexrxrAkMn7ul3FvfE9UhCDCViYizFsxONk70GKxRNVSxWQuNXNS+ytY//o+SPC86XTZytMrb2f1hm1sKijw+wQazRnJcxWDAwMDVFRUkJaWRnl5eUATVKI1Ci/QyKBv1HPdunUUFBQEvB5CWISMxMRE8vPzRUo5AhiGIcTgKaZqIJEkiZSUFFJSUrz1hqYRuznb2263T5inHOiUKeXwsyQ98n7PHqzJuLZ+APe20I+XC4RYjwyOjIyELUIbKebdWcvXO9B3pFw0BZAvQe1DHUfZfx/S0X1IzgFwDtBY+km6U9dz1u4LA452Rqt2bi5r+zZQrFy5kuLi4oA/eNE67kDWdbvd1NTUMDQ0xK5du2ZM+U/HfBCDsbr3SKSU4/mCEioW+nNgiuLZ3juyLJORkeGdLz/5/Tg6OkpaWppXHM5Wb5jw7New1D/qvT163QPoBTtCeGTBEQ+RQZEmjiF0XUdV1Sm7hRVF8ZpLR5OAxaA6jvL6vVj2fAsA5+LNdMgFDKy4lq1+pIWnIlrpUoIUZKqqcujQIRwOR0ANFJOJ9ZpBc4ZyUlISZWVl2Gy2oNcjhgXVbMSTEAh1SjleX7NQYR5/PL0HwkGwvnqT349Op9ObUj506BCqqk7wN/TW0LtGsB78M7bK+wFQc7fgOvcrMSEEifG5xAgxGDv4egeaKYbJJ5NYShP7uw/peAXWB64Fi0cUaEoi/8m7iZLN5WwqLJzTHqIdGfQ3FTQ8PExlZSU2m43y8vI5te7HsrXMiRMnOHjwIMXFxaxcuXJOF8N4F4PE8d5nSyknJCSQnZ0ddApvvuM7BGAhE6rnISEhYUK94ejo6Bn1hpmZmaxp/TWpjX/xdAxnFuM650toy84O0dHMnVg04PZleHhY1AxGm8negdNNEomrNLHqRHn5J0idNUjqGKhjNKz9DN1pG9m2801zftNFu2YQP4vEjx8/zqFDhygqKmLlypVzPhnEYppY13UaGhro6Ohg8+bN3okFc2E+iMH5gD8pZdMyJDs721vusZCFkIgMegjHxA1JkkhOTiY5OZmlS5ei6zrDPe1kP/ourKNdALiVJKp33k2mPZdMtztmvqzEemQw3kfREe9iMBDvwLgRg2N9yLUPe8bKAWOF59ChZTNUciXb128MyQci2jWDzPJNT9d16uvrOXHiRMgEEjGYJnY6nVRWVnrNskOVZghGDMbSxTeW9hJKZkopd3R0oOs6drvdO+c0KSkp2luOOEIMeohEhNTSW8+SN36BddhTzjC+8b10r7kR2WmltbWVgwcPkpqaOqHeMFqCLB4aSOL98xqXYtD0DlRV1e+Rcoqi4HQ6I7bH6ZipXk/qrsV6/6WA4QnXy1b2ZbyN4m0XsjHAjtJg9xBufMXgVIyNjVFZWYlhGJSVlYX0AxbNNPHk4zXHymVlZbF9+/aQd6CGYupJNInnvfvLVCnltrY2+vv7efXVV0lISJjQpRwrUZpwIsSgB9/mx7DgHsP+yIeQh46h27PQCnainvMFMpOyyTx1F6fT6fU3rKurw+12k56e7n0/pqamRux1iocGksWLF0d7G3Mi7sRgsCPlLBaLd35gNJmykUVzoez5DlJPPZLmEax1az5Dd+YONu84O+Th52jXDOIzXsiXnp4eqquryc3NZe3atSH/8EczTWxe5AIZKzcX4l0MLjTMlHJ2djaGYbB+/XpvSrm1tZVDhw55U8pZWVmkpaXF9MUxWIQY9BDOGjnlyIvYH74RpFOTq4rOY/zK/zvjfgkJCeTm5pKbm+utNzTFYVtbG5IkeaOGmZmZ2O32sL1usR4ZHB4epqSkJNrbmBNxJQZ1XcflcvkdDfQlZtPEQyeQm57E8tovABgtuoh2NYvRFVdx1voNYfkARDMyOJXptWEYNDU1ceTIEdavX09+fn7Y1o5mmljTNA4dOsTJkyfn1BUdyJqB3D9WiKW9RBrzNfMnpTy5S3k+PG/TNQAuNHRdD8+M7oMPYq1+AEl3A25Gr/o52qorZn2cb71hYWEhuq4zNDREX1/fhOYoX3EYrBvCVMR6zeDY2JhIE0eaYMPnsSgGJcdhrL86DzQ3hi0FXdd5LeVSinZcwoYwCSKiHBlkUoTO6XRSVVWF0+mkrKwsrEW40UwTO51OXnnlFRRF8Xus3FzXjHeE+fBpJqeUh4eH6e3tpbu7m6ampnmTUhavuYeQRwYNA7njVexPfg4AbdEa1DXXoq2+GoJ4vmVZJj09nfT0dIqLi9E0zRvJPnLkCIcOHSIlJcX7fszIyJiTmNM0LaTiMtSIbuIII8ty0B+QWPIZ1N1OLE9+CXrqkTQXAPXF7+fEkvPZvO2ssPsVRTMyiI8Y7evro7KykszMTLZt2xb2yQ3RShM7nU66urooLCwMaqxcMMRzmnihiwF/ZmynpqaSmpp6xoU43lPKQgx6CLUYTHj+69gqfo2hJCBpTly7P4taelXI/r6iKGRnZ5OdnQ2nRoaaKeX6+npcLpe33tA0Yw/kdY71NPHIyEjUR93OlbgSg3MhVnwGE0ZPsPjYEyiNvwFgZPmlHFEXM776WnatC09aeDLRjgxKkkRHRwcdHR2sXr2aZcuWReQCEOk0sWEYtLS00NfXx+LFi1m3bl3E1g5mBF6siceFKAyCeQ0mX4jHx8e9F+Kampq4SikvxNd8KvyZPuIXrmESXvwelqYnPH83IZWR9+3FSMmd+9+eAZvNRk5ODjk5ORiGwdjYmPc9efToUThlxm6+L2d7T8a6z+Do6KgwnY40wUY8YiJNPNBOwSPXIulu9KQl6O4x9iddyLKzLmdFXl7EthHNyKDb7UZVVTo7OznrrLO8Y5QiQSTTxG63m+rqaoaHh1myZEnE60niOTIomBuJiYkTjIaHh4dxOBz09PTEfEpZiEEPIRE/rmFsr/0cW+VvAXCXXIx7x8fCLgQnI0kSSUlJJCUlUVBQMMGM3XxP2mw27/sxKyvrjJRwLNcMGobByMiISBPHC1EVg7qK5d+fR+qpPVW4C83519CRfwWbt2yJ+DcKRVFwuVwRXRNgcHCQyspKANauXRtRIUgE08TmWLnk5GTKy8tpbm6OuDCLZzG40MVAKI/fN6VcVFR0Rkr54MGDE2YpRzulLMSghzmLQc1F8v0XIQ91YEgKRmI6zjd/HyMlJ5TbDIrJZuyapjEwMOAd4VhbW0tKSsoEf8N4sJYRYjBOsFgsUakZlHqbkFr/g1L9RwAGll5MK0sx1l7P7nUbovIGj0Zk8NixY9TV1VFSUkJnZ2fUjjvcYtCcmuI7Vi4awiyexaBJvO8/GMJ9zJNTyubs2lhJKQsx6GEu3cRyZyW2vT9CGjoOgHv9O3Be9B2wBD/KM5woiuJ9v3Gq3tD8wtLQ0IDT6USSJE6ePEliYiKpqakxJwyFGIwCc0kTmzOMI/ZGGurEet+FSJoLPaMYdWyIqtQLGUwq5s0bNkVmD1MQyUYKTdOora2lp6eHbdu2kZ2dTU9PT0xNAgkFM42Vi4alzXwQg4LwM3l2bbRTykIMegj2OiX1tZLw/DexHH8NQ1JwnvVx3NtvilkhOBU2m40lS5Z4z6FjY2O88cYbOJ1OqqurvV9YzC8tSUlJUX3PaJrG2NiYqBmMF8x6g4iEm3UNy2OfRuqqBs2TFj6cdQHHlr2VVatWceDAgfCuPwuRaiAZGRmhoqICi8UywU4lFmcEzwVzrJyqqpSXl59RHyjLMm63O+TrzkQ8i8GFLgaidfyxkFIOl79evBGMGJSP7yfpT9cCYADqyktwnfvlMO0wctjtdmRZZsWKFaSlpXm/sJw8eZKWlhYsFsuEesOEhMgKX3OYhegmjhNMMaiqali/3UrdtUhHXkI59DcAhpdfRjPLYcPb2bV2vdc0O5rfgCNRP9nZ2cnBgwcpLCxk9erVE05s0Z4EEsrn3rTHycrKYsOGqbvBRZo4OOJ9/8EQS8ccjZSyiAx6CLSb2HrgV1hr/oSE5/0zes2v0VZeEsYdRhazgWSqLywDAwP09fV5S5GSk5O978uMjIywW5aZYlCkiSNMsCcKSZLCL4JGerDefwmS5kLLXoV7bIQK+7kU7X4LOTmewl3fCGW436TTEU4x5psu3bhxo/e4J68fjWYe8+QaiguOYRgcPXqUxsbGWe1x4kEMxtIFOJb2IjjNTCnl5uZmbDYbmZmZZGdnB51SFmLQg9+RQV1DObqXhOdvRwK0xetwbf0Q2oo3R2KbEWO658O33nDFihW43W76+vro6+ujqamJ8fFx0tLSvOIwHNHskZEREhISYqorPxjiTgzOhbCJQUPH8vf/Qjp+AHTP329N282xjW9n8+bNE9KGsSIGw/E8jI+PU1lZiaZplJWVTVtDEc1JIISgU88cK9fb28uOHTvIzMyc8f7RiITOh8jgQiRexJC/KWXfjlB/PnPxcvzhxt90uW3vD0h47WcYSgKGoeM66+Ooa98akT1GCrPW3x9rGavVeka9oSkOzWh2RkaGN62cnJw85/fbyMhI1OsWQ8GCE4Oh7iiWqx9E3n8fSqfHMmW4+FIa5FIsG69l15p1Z5wAze7SWJgAEkpOnjxJVVUVOTk5rF27dsYPbrQjg3M59tHRUW8dZFlZmV9j5eIhMhiLxPv+FxIzpZQPHjzod9G/EIMeZv3C6hoh8YlbvNcdJJnhT9XGVaOIv5jXimC+wNvtdux2+4Qxjn19ffT29nrrDX3nKQczJnR4eDjum0dYiGIwpCKktwXLvz6NdKpgFyCh7TlWrskgcdUKmOLNK0lS1MfBhXJ9c8pGa2sra9eupbCw0K/1o1UzyBzEYE9PD1VVVRQUFFBaWur3ySnWu4kNw+DIkSP09/eTnZ0dlSJsX4QYiH+mSymbRf9Wq9Wb3svKyvKm2IQY9DCTGJRGT2I9cB/WpscBcJdeg2vHR+elEMTnfD1X02nfaPayZcvQdd1bb9jR0UF9fT12u90rDDMzM/3K3pm2MvH+vo07MTiXJzzkI+nk00+fuSsrbtLrH8SofxAAfdEa1Eu+D0Vl3vtGexxcqNZ3uVxUV1czOjrKrl27SEtL8+tx0RKDvmniQPAVvOvXryc/Pz/gdWM1MqiqKjU1NQwMDLB48WI6Ojqoq6vzDpnPzs72O8UnmDvzUQzNlFJua2ubMEtZ4MEwjKnFj2GQ9MDVyIPt6LZUsGfhPO+/MdIKorHNiKBpmjejFkpkWfaKvpKSEtxuN/39/fT19dHS0sLY2Jj3fZmZmTnteXA+jKIjHsXgXAh5ZDCziO7yb5L58new4gQfUWj+VzlZj/zHawAwLElom9+DxXJB1CODcxVj/f39VFZWkp6eTllZWUDFs9ESgwRRr2iOlRsZGWH37t1B2QdEo0bSHzE4OjrKgQMHsNls7N69G07t1Rwy39vby6FDh9A0bULXaKRG64k08fxkppTyyZMn0TSNqqqqCe+3+SaQZ2OqyKB8fD+Jz34VaaQbAG35hYxf9fMo7TBymM9FuN8DVquVxYsXs3jxYpg04/v48eOoquqtN0xLSyM1NRVFUUKaJv7Zz37GnXfeSWdnJ5s3b+buu+9m586dU9733nvv5Xe/+x0HDx4EYPv27Xz3u9+d9v6zseDEYKhqBk0z5W51FZs+csDzBuo6hOXxW5E7KwHjDGEoqaPI++/lYu6FV0FfvA71sh9C4Y6Q7MlfTFEcTBTCt4t21apVFBUVBfw3wlG76S+BCNGhoSEOHDhASkpKwILXl1hME/f09FBdXU1+fj6lpaVwKtLLFEPmR0ZG6O3t9RoRJyYmeqOG4bBuWGgX/oWOb0q5o6OD48ePk5mZOWtKeT4zuYFE7qomYe8PUbo9F/7xc7+Ke9MNUdxh5IjWXOLJM75HRka84vChhx7iJz/5CWeddRYJCQkhOWc9+OCD3Hrrrdxzzz3s2rWLu+66i0svvZSGhoYJQwxM9uzZww033OD18P3+97/PJZdcwqFDhygoCDxSHHdiMBbSxMPDw1RWVmK1Wjn77LNPF53mrEf94JOe/9dUpBfvxLL/PiTXoGfv5jGc+q/SU4v8+ysAMKzJaJtvRL/gv8Ea3tqPYC1WVFXl4MGD9PX1+dVFO9P60YoM+ivMzLFyy5cvZ8WKFXN638VSmtgwDFpbW2lpaWHdunXek8Z0z4kkSaSkpJCSkkJRURGqqnpTfKZ1Q3p6urfWcD7UzkST+ZgmDhSbzcayZctYtmzZhLm1R44cmZBSDqRLOd7wjQzKXdUk/8FzndAT0tBKLsJ91n/BAnmfxMJcYt/z4NKlSyktLWX9+vU8/fTTPProo3R3d7N69WouvvhiLr74Yi688MKAr48//vGPuemmm/jgBz8IwD333MO//vUvfv3rX/PlL59pHv7AAw9MuP2rX/2Khx56iGeffZYbb7wx4GOMOzE4F0KRJjaNLYuKili5cuX0b1LFgnHBV3Bf8BXP7c5qLI9/DrmreuqooXsE+Y1fYLzxC0BCX7IB9YofQd6WOe13yq0FMY1laGiIyspKEhMTKS8vn1ODQSyniXVdp76+nhMnTrBlyxZvyiCca4aDqcSgKeb7+/vZuXMn6enpAf9di8XCokWLWLRoEZyybujt7fXWf/n6fmVlZWGz2YI+BpEmXnhMFsOT59Y6nU5vdMYsYTBTd/MppWyKQdur/4e15o/enzsv/SHqqiuiurdI46+tTCRJTEzkkksu4ZJLLiE1NZXjx49zww038Mwzz3DbbbdRV1fH9u3b+elPf0pZWdmsf8/lcrF//36+8pWveH8myzIXX3wx+/bt82tPo6OjuN3uoGtvhRj0E1VVqa2t5eTJk8GJhNxNqB96GoD9r7/C6o6HyWp5CMk1BGdEDQ2U7hrk+z0O8oYtFW3bB9DP/RJYgr+4mgTaVdvR0UFtbS3FxcWsXLlyzifbaIvB6dae7JMYqtq4WIgMTrbECVW3sN1up7CwkMLCQm93nsPh4OjRo9TW1pKamuqNGvpr+DofLuZzYSEf/2yR0YSEBHJzc8nNzfWm7hwOh9cqxDelnJmZOacvI9HEUF2kHn8J294fIBk62qK1uMpvQV15ebS3FnFiITI4EyMjI2RmZnLVVVdx1VVXwanM0nPPPed3utaslZ08pCEnJ4f6+nq//saXvvQl8vPzufjii4M4ijgUg3M5USqKwvj4eMCPM6NiNpttwozdYJEtCZzc/HFSr/2B5wcnqrA8fgty96Gpo4auIeRX7sZ45W5AQluyCe3KH0HupuDWP1WMO5sw1jSNuro6urq6QhYlI0bTxOZYuezsbNavXx/Sb6LRNp3u7e2lsrKSvLw81qxZE7YTq2933ooVK3C5XN6oYU1NDYZheBtRsrOzZ/0cLcTI4EI8Zl8CSZP7pu7mW0q56PAfKDz6EIaSgG5LwbXr0wsuImgSi5FBX0ZGRsjLy5vws/z8fN773vdGbA933HEHf/7zn9mzZ0/Q+iTuxOBcCLRm0DAMjh07Rn19PcXFxaxYsSIkJ5MzrF3yNqN++DnP/2su5Oe/i1L5OyT3ML6nRTNqaOmuQvmNR/0bCeloWz+Ifu4XwBK6jt7R0VEqKyuRJIny8nLsdnvAxxns2uFkcsrW9NhramqadaxcsEQrMqjrOm1tbTQ1NfntARlKbDbbhALsoaEhHA4HnZ2dNDY2YrfbvVHDjIyMmD7hCyKDv5M3pmJyStnlcnm7lOMmpewcwv7Yx7F21nhuyzIjN70C1tCdf+ONaDWQ+Mvo6Oic5xIvWrQIRVHo6uqa8POuri5yc3NnfOwPf/hD7rjjDp555hk2bQouQMRCE4OBpIlVVfWOHNu6dau3Rirs+1Bs6Bffjn7x7Z7bHfuxPPEF5FNdZGdEDZ0DyK/chfHKXRiZK9B2fRx97TWQOHM92EzG093d3VRXVwdsruwv0RaD5trma+xwOObUEDMb0ZoGcuLECVwuF2eddRYZGRkRX98XSZJIS0sjLS2N4uJiVFX12tc0NDTgcrm8F2rTcmShEnMCJYKEsoHGZrPFVUpZGu7EeuA+LG17sACDK65GOeczC1oIEoLxoeFmZGRkztYyNpuN7du38+yzz3LttdfCqeN+9tln+dSnPjXt437wgx/wne98hyeffJIdO+bmShJ3YnCuaWJ/LE0GBwcnNEvMNS081T78jlAWbD8dNVSdyM9/B6XyD0jqmVFDqa8F+YnPYzzxeYy0pegrLkbf/B6MnPUgT/xmNZXxtK7rNDU1cfToUTZs2HBG6DtUxEKaeGRkhIqKCqxW65wbYmYj0sdrNnUoihL2YwsWi8Xi9fQyDIPR0VFvFOfw4cMANDc3s2TJEjIzMxeEnQgiTRy2buqYTykbBkkPXIU83ImemMWInMLAtk+TsWhN5PYQo8R6ZHB4eHjOkUGAW2+9lfe///3s2LGDnTt3ctdddzEyMuLtLr7xxhspKCjge9/7HgDf//73ue222/jjH/9IcXExnZ2dAN73eaDEnRicC7OliQ3DoL29nYaGhpBYikyHoig4nc7AH2hJQH/zN9Hf/E3P7fZXsDzxJeSTDYA+IWooDbYjV/wGo+I3YLGj521D3/gO9NIrITH9jMjg+Pg4VVVVuN1uysrKQvLmno5oRwYHBga8XkzhiHxOJpKRQYfD4bU9ysvLi0khOBlJkkhOTiY5OZmlS5eiaRovvPACiqLQ2trKoUOHSEtL80YNU1NTF3T0bD4TKWud2VLKqqqeYbQern0px14l4dmvIo31A6Atv4CXM97F2tTwfBmPN+KhgSSYYQSTuf766+np6eG2226js7OTLVu28MQTT3ibSo4ePTrhefjFL36By+Xi7W9/+4S/8/Wvf53bb7894PXjUgwGe3GdKSLn66G3bdu2sKaqQjYJZelu1Jte8Py/YSAdeQn50N+QDz+HPOypPZAA1DGU9r0o7XsxHr8FI62ANSmbkBd/GLLPptfRR1VVFYsWLWL79u0hNxGeTLTEoGEYjI+PMzAwwMaNG8MW+ZxMJMSgrxl4aWkpg4ODYV0vnCiKgiRJFBcXY7fbGR8f916o29vbAbzCMNpzlMPBQha60fJZ9DelbArEUKWU5RMV2F7+EcpJT8fo+Ju+jXvddRhvVMe0AIoksd5AMjo6GjLniU996lPTpoX37Nkz4XZbW1tI1jSJSzEYLNOJMDMtbLfbI5JWm6leL2gkCaP4XLTic9EAhruRDz2MXP935M4qJN2THpcwkAaPsXTwGMajj6PLCViTVrB14/VkrNqGFGYhSLiOfxbMOcoul4vi4uKICUEiIH7NaTgnT5701j4eOnQo7lOO5v4TExPJz88nPz8fwzAYHBykt7f3jDnKZiNKPF9E4/01myuxYLo9U0rZ1zJprillpeN1kv78VgD0xAzUVZfj3voBz+0Yr5OLJJqmxWyZiPnFIRSRwWizoMSgxWKZUDPoG00pKSmhpKQkIieiUE1CmZGUJei7/gt91395ooZtLyIf+ivy4eeQRno8qWRA0Z0sHq6FfV/H2Hc7RmoBeunl6Jvfi7F4TVhc7iMdGRwcHKSiooLU1NSoFIqHMzI4Pj5ORUUFAGVlZd761mg1rYSK6T6HkiSRnp5Oenq6d7i8GTWsra31pvfMqKHdbo+6uBD4TyyIwckEklLOzMwkOTl51mOwvfxjLLUPe2+PX3E32vILvbfn0lU934j1yGAoGkhigbgUg6FIE7vdbu80hu3btwft2h0MEU+TShLG8vPQlp+HBgweb6LrmZ9ROPA66SOHkQzPcyJhIA0dQ37jXow37gUlEb1wB9rm92KsuBgS00KynUgev2mYbYr9qqqqqNm8hJq+vj4qKipYvHgx69atm3DCjHcxiJ9RMqvVesYcZYfD4Z2jnJCQ4BWGmZmZYS+BCAULWQQYhhHzEbHZUsoWi2X6KTyaC+Xw8yTs+zEAat42XDs/hVZ8wYQ1RGTwNAulZjDaxP6ZMYQoioJhGPT19VFdXU1ycjJnn312xCNFIasZDJDTDTJt2EvejqXgM9iLi5GOvIhc8yByy3NIY73eqCHaOMqRl1COvIQBGOlL0Vddgb7lPZ6oYZBEQgxON1Yu2gbQoeLo0aM0NDTM6I0Y72IwUKZK75mjy1paWhgbGyM9Pd1bbxiLc5RjMTIWSeLt+P1JKfuWMeTu/wEJ1X/AsCZhKIm4d34SbeUlE/6mYRhxIYojRSxHBlVVxel0ishgvGF+uF5//XVWrlzJ8uXLo3LiiYYY9PXU2759O+3t7R5RJEkYxeehFXuihgweR657FLn2YeTuQ0i6GTUEaaAd+Y1fYrzxS0+H8tKd6Bvehb7yEkj0/5uRKcrDdeI3x8rpun7GWLlwRelmwnzfheJ4dV2ntraW7u7uGSPa0ajLDCWheF8oinLGHGUzgnPkyBFkWZ7QiBJtnzlB/InByUyXUh7sbMP+wi1oI0cB0CQLPTe+RHJKKpOP1vwSJ8Sgh1iODA4PDwOIyGC0COZk4Xa7qanxuLpv2rRpVlfvcBJpMTg8PDxhnF5CQgLHjx+fWhSl5aPv+gT6rk+AriEd3YdS9QBy6/Mw5jgdNVTHUFpfQGl94VTUsAi99Er0jddjLFk74358ZyOH+hufaa0yVeqUKSaQRALz/TrXC91kkTvbVJh4jwyGev92u52CggIKCgomzFFub2+f0BSQnZ3t9xzlcBDPYmiuxLsYnIzNZiMvRWJZ/9Mk9Htqex0l19K65FKO7z8wZUrZPC/HqgCKNLHsMzgyMgKnvP3inbgUg4HS399PVVUVKSkpyLIc9RcukmLwxIkTHDx4kGXLlrFq1SrvCcavdKmsYBSfg1p8juf24HHk2odRDj2M1FPnU2sI0sAR5Nd+Dq/9HMOahL50N/qGd6CvugxsE0Po4RCDvmPlSktLWbp06ZQXlWiliZljHVB/fz8VFRV+z06OhuiNJ6aao2xGDWtqatB1/YxGlEiw0F+zeZcedY+R/NuLkcb70BPSMFJysF36TVYnZbFS1+nv76evr8/7hSQlJYX0dM/0qIX+XjCJ5TTx6Ogodrs9ZvcXCPNaDBqGQVtbG83NzaxcuZLi4mKef/75qKfPIiEGzZq548ePs3nzZpYsWTL3PaTlo+/+FPruT4HmQmp/DaXq98iH98B432nTa/coyuHnUA4/54kaZi5HX30F2oZ3wJJ1E8RgKPD1iJxt9Fq008TBcOzYMerq6li1ahVFRUV+R07i+WIS6ejQ5KaA4eFhent76erq8s5R9h1dNh9O/rHIfIoMKm0vYNt3FzgHAFA3vAvnBbd5f2+WKWRlZXm/kPT19dHT0wPA3r17J8xS9qdLeT4S62nimJxxHQRxKQb9eeJdLhc1NTUMDQ1NmDvr70i6cGKOggvXiW9sbIzKykoMw6C8vHxKQ0xZlnG73cEvotjOiBoqhx5Crn0YqacBDNWbUpb6WpFf/RmWV3+GYUtBW1pGgboS3V0Gc/R0DHSsXDRq6XzTxIHg2wQTqBH6fIgMRmv/kiSRmppKamrqhDnKDoeDxsZGXC4X6enp3qhhqC/S8+HCEizzRQzKJxtI2PMtlN56DGsy4+d8AfeGG2Z8jM1mIycnh9TUVLq7uznrrLMmjGicsUt5HhPLkcHh4eF50TxCvIrB2ejr80zUSE1Npby8fMKHJiIef7NgfsvRNC3kVhc9PT1UV1eTm5vLmjVrpv0QhVwUpeWjlX0arezToDqR2l9FqfoDctsLMOYTNXQNY2l5mh08jXH3LzCyV6GvuswTNVxUGpCvYXd3N9XV1RQWFrJ69Wq/vj1GI00cTCTU6XRSWVmJqqpnNMH4S7yLwVhh8hxlc/azeZE2p1OY/+ZikLvQX7P5IAYtTY9j/8dHMWQLhqTg3vgu3Ns+4vfjDcNAUZQJIxqnqnH17VJOT0+PWcE0V2I5MjgyMhKTrgTBMK/EoJkWbmpqYvXq1VOm1KJl6zJ5D4QwTcqpY29ubqatrY3169eTn58/6x7CJoosCRjLz0Ndfp7n9tAJ5OoHUer/gdRTj2SY01BA6m1C7m3C8srdGAlp6EvL0Ne91TND2TJ1lM/3WDds2BDQNJFopIlN/L3QDwwMUFFRQUZGBjt27AjqJB9MZDCWTmixtBdfJEkiKSmJpKQk70W6v78fh8NBW1vblI0osXossUhci0HDwPbyD7G0PAOApKuM3PgU+uJ1Af2ZqWqLp6pxNaPVdXV1uN3ueZlSNgwjpiODoRxFF23iUgxO9Sb3TQvv3Llz2rqxWBCDvpHBUOB0OqmurmZ8fJzdu3f71eYe0XRpah762Z9FP/uzoI4jHdlL7zM/ZclIA7LTJ2roHERpfhKl+UkMZIxFq9FXXYq26XrIXAGS5B0rNzo66vex+hKtbmJ/vQZNk2yzxnUuJ/RAj9O8f6xcROIhSuZb97Vy5UqcTqe3EeXYsWNwao6yKQ5nK2OIazEUAuJ28obmRml5moRXfgqAuuwc3JveG7AQxM9GMzOlbJqtj46OzsuUsmlBFqticHh4OOoNqaEiLsXgZMy0cFpaGmefffaMaZrJI+migSRJIROlfX19VFZWkpmZydatW/1OO4c1MjgTlkSMFRdR3a6wefNmMpUxlKo/ITf+C+lkvc8MZR3pZD3yyXos+36KkZiBM3cHLbZNWJadR1lZWVDpuGikif1ZV9d1GhoaOH78OFu3bvV64wVLvE8giUtBACQkJJCXl0deXh6GYTA0NERvby8nTpygoaGBpKQkrzCcz6m9YIlXMZz4j5uwHn4G3ZaKpLlw7b4ZbWl5UH8rUEEsSdK8TSmb18hYThOLmsEYwDAMWltbaWlp8bvTMhYig6HYh2+n9ExTKKYj2qbEXnGUmY927ufQzv2cp9aw5VlPI8rRvUhjDu/9pfF+EtueYQvPYDT9FKNyFXrpFWib3g3pS/2uNYxWmngmceZyuaisrMTlcgVdHxjIeoLIIEkSaWlppKWlsXz5ctxuN319ffT29npTe+ZM26ysrHmTbpoL8SYGpaHjJOz9Ecrx/QAYGcsYefdjoARfNzrXUXTzKaUc656Lo6OjIjIYbcx04cjICDt37vR6M83GfBCD5lzlgYGBWa1UZlo/WrVzTCdGLQkYpVegll7hud13BLn6z7gPPkri4GFkTqUxDc0bNVT2/hgS0tCLzkbb9B6M4nPAOv1FNVpdttOJs8HBQQ4cOEB6ejrbtm0LWUPRfBCD8b7/yVitVpYsWcKSJUu8qb3e3l7vTFubzebtZFZVNS7mKIeauBKDrmFsL/8E66EHPTc3vRf3tg/NSQgShrnEM6WUW1tbJ0xNyczMnLWUIZJomoYkSTErBkVkMMoMDw/z8ssvk5GRQXl5eUDpwliwlmEOYnBwcJDKykqSkpLO6JQOhJiJDM7AuD2HCtt5GFvPZevmjSS170GpfRjpyF7k8X4wp6E4B1Ea/43c+G+QZIyslWhrr0Xf+E7IWBbwuuFgqnWPHz/OoUOHKCkpoaSkJOT2JPEspuJGEASJb2rPnGnb399PU1MTfX19vPjii6SlpXnta1JTU+f9c0IciUFpoJ3k370Z3GMYgJ61EueF35i26S0Qwmm8HW8p5VhuHkHUDEafpKQkSktLycvLC/jEYbFYGBsbC9ve/CUYMWaaD4dCPMRCZHCm9Xt7e6mqqpowVs5YczXqmqtP3aEF+dBDKA2PIZ1sQMLwCENDR+ptRH7pBxgv/QAS0tCKzkHf9B6M5edGTQz6ijPDMGhsbKS9vZ0tW7awePHisK7n7/0F0UNRFLKzs+nq6sJut5Obm+uN3vjOUTbrDeO1IWA24kEMKq3PYa16AMnlmUs7fuE3cW+5EeTQXE5DHRmcickpZbfb7X3fmSnlcHpqzkYs28pwKjI43Xz4eCMuxaCiKLNap8z02FhJE/srSjRNo7a2lp6enpA0FxDFCJnJdMfvWwu5Zs0aCgsLpz75ZK9AP++L6Od9ETQ3UvNTKAf/inzkRXAOnZ6h7BzE0vg4ND6OIcnkpZegpp8Fa/Igszgix4pPraLL5aKqqorx8XHKysrClmIIJjIYaxfheI5sBosphibPUR4cHMThcHi/EKakpHgv0Onp6TF9wQyEmBeDzkHsj34YSXejZa9CXXEJ7k3vDpkQJMod1VarddaUsm+da7hTyrE8l5hTNYMiTRxF5hoRixUx6M8+RkZGqKysRFEUysvLSUxMjOj64WIqMWqOlevv7w+sFlKxYpReiVp6ped2bzPyob+h1P0DyXEYCc86kqFj629mRX8zxj1/gsR09KLz0Ta8HWPlJRDGC6okSYyMjHDw4EFSU1MpKysLa02YSBPPH2RZJiMjg4yMDEpKSrxzlB0OB4cOHULTNO8FOjs7O2JzlMNBLItB64H7SHz+6xi2VHC5Ude8Fdfum0O+TiQjgzMxU0rZ/FKSnJzsFYYZGRkhF26xniYeGRkJ2N4sVolLMTgXYsFaBj/FWGdnJwcPHgxowoa/RDsyOHn94eFhKisrsdlslJWVze0bZ/ZK9PO+jH7el8E9itT6AkrVH5GPvgwun6jh+ABKwz9QGv6BIckYi9ejr7kKbf1bISO0UUNztFxJSQkrVqwI+wUv3sUgCzQy6A9TzVF2OBx0d3fT1NREYmKiN2oYb3OUw1kvFzSaG2vVb7HWeBpFUMcY/vBejPRlsz0yKGJFDE5mqpSy2R1fX1/vTSmb4jAUkzniIU0sIoNRJtiLXbQjYv7sw/Sc6+joYMOGDeTm5oZ8fbOrNlonHl8x2NXVRU1NDUuXLmXVqlWh3Y81CWP15airLwdgsK2KgRd+Qcl49RlRQ6m7Brm7Bst/vodhz0IvPh9t/VsxSi4KukPQMAyampoYHx+npKSElStXhu7YZmA+iMGFSKCRMd85ykVFRaiqSn9/P729vd73nWkjkp2dHdM2IsRoZNBa+zcSn78dAHVpOe6NN2BkFIVtvVgVg5OZqjvetLBpa2sLSUpZRAYjR9yKwWCJdTE4Pj5OZWUlmqaFtabMdyRetMSgpmk0NjZy5MgRNm7cGBbROxk9o4jmZdez9MJ7wDV8Kmr4J+T2fd6oIYA05kCpewSl7hHPjNEl69FKr0Tf+C5I9W+fbrfba3+UnJxMWlpaWI/Nl1i7oAZKvO8/WlgsFhYtWuStK/at+TIv0KYwnOsc5XAQU2JQc2H/y/UoPYcAMBQb45f8ACPEWYPJxGR0dBZ8U8qFhYUT6lw7OjqCTinHQ2RwvviDCjEYJabqJj558iTV1dUTOmjDhfm3NU2Lip+ZYRgcP34cWZYpKyuLWHv+hPS0LeV0raFhQF+rJ53c9CSSownJOBU11FWkzirkziqMF74LSYvQi89D2/QujKVlU9pJDA8Pc+DAAZKTkykrK2P//v0RjdTNh8hgvO8/WEIphsw5yuYFemBggN7eXo4cOcKhQ4dIS0vzisPU1NSoX3hjRQxKgx1Ya/6E5fjrALjWvxPX2Z/HSA2ucTEQ4iUyOBOT61zNlLLD4QgopRzLkUHDMERkMBYI9mIXKzWDFosFp9MJp95ULS0ttLa2snbtWgoLC8O+vvnBi0bd4MDAAF1dXSQkJIS9kWIy09ZKShJklaBd+DW0C78G7jHkhseR6x5BProPyTXkuRvA6EmU2odRah/GkK0YS9airX0b+vq3QmoeXV1dVFdXU1RUxKpVqwKaTRwq4l0MxoIgiAbhfM18a744NdPcjBpWV1djGAaZmZneqGGomtUCIVbEoP2RD6CcrENPzkHPXo1r16cjIgSJ5/nMMzA5pTw2NjYhYu1rneSbUo6HyKCoGYxTYikyaFqNVFdXMzo6yq5duyKWSjRd3SP9XJhdaGlpaaSkpEQ8Kun3ODqrHX3DdegbrvNEDXvqPdY1ZtTQ/Hu6G6mzGrmzGuP529FsGcjJ69m+60NkrVjuHZMX6YadeBeDgvDj7xzlcHWKTkW0xaDc8Qb2f98MpzwE9cVrGLvugYjuIZajYaFAkqQzItbTpZTHx8djehLP6OioiAzGK4qiRLVxwncf4+PjvPzyy6Snp1NWVhbx+p1IGk/ruk5tbS1dXV1s27YNh8PhjYxGErNxJqCLjiTBkrVob7oN7U23eWYo1/8T5dDDyO37kNwjnrsBFlc/ha698MRejCct6EvWYuRuIcm+G8MIf03k6S3HvxiM9/0HSzTE0HRzlH3TehkZGd6oYVJSUlj2GU0xKJ84gO21/0MeOArA2CU/Qi29KuL70HU95mo5w8lMKWWHw4GmaYyPj4e0SzkUuFwuXC6XmEASbYJ9M5jfuFRVjZqLv2EY9Pf343A4WLNmDUVFRVF5c0cqMjg2NkZlZSWGYVBeXo7dbqe/vz9qY+GY60XHkoCx4e2oG94OwGjbG/S/8EtyHK9hH+9E8s5QVlG6aqCrhq38Hl6R0DNL0Ld9EH3b+0Myumo64l0MxsLJPhrEyms2Vaeow+HwzlG2Wq0T7GtCJV6iJQbl4/tJ/tM1AGip+WhF56NueKc3sh9J4rGBJJT4vvfMKGlycvKsKeVIMzLiCQIIMRin+DZORAPTWPnkyZOkpqZSXBy5KRiTiURk0Bwrt2TJEtauXet9/qM1G9m3VjIUJ9zu7m6qm/tZuvvz5K1ejcs5jNzyNHLNX5CPveLxOTRrDTFQ+lpQnv0axrNfA1sKWslFaGd/DpasmfNefIl3MUgMCaOFzmTzYXOOsjmVYqpGlGAFXTTEoG3fXVga/um97bzou2grLo7oHnyJdtYqljAMg8TERAoLC6dMKdfX10elnIFTTYKAqBmMVyRJilrd4NDQEJWVlSQmJrJmzRqOHj0a8T34Ek5BNnms3NKlS89YO9qRwblgGAaHDx/m8OHDbNiwgby8PM8vElPR178Nff3bAJA63kB5+n+gswrZUE/XGgK4hrHU/x1L/d8xkDEWrULbcRP6xuvnHDUMdhydEGDRJ9ajouYc5ezsbDhlh2VGDdvb25EkKajITcDlG3NFcyMfe4WEl38IgFq4G9eOj6GVXBSZ9adhPjaQBMvkBpKZUsoNDQ04nU6vr2a4U8qjo6MkJSXNG+Eet2Iw3kbSdXR0UFtbS3FxMStXrqS3tzfqjSzhigyqqkpNTQ0DAwPs3LmT9PT0M+4TbTE4l7XN4xscHJy16cco2IH6gX9TVVVFuuKkpOMRlPp/II324PsOltCRTjYgP/F5jCc+DwkZaCvfjHb2LZAduFF1oMJueHiYxsZGkpKSyM7OJi0tLaonuYV6MYxHMZ6YmEh+fj75+fnouu5tRDGbAVJSUrxRw5nmKJvHHqnXPvGpL2Ct/Rt6YiaSruLa/lG0FW+OyNozISKDp5mtmSbYLuVQMDw8HPMm7oEQt2JwLkTSXkbTNOrr6+ns7GTLli0sXrwYYqSrORyCbHh4mIqKChITEykvL5+2LjNaYnCuljojIyNUVFR4x+b5W3cqSRJqYhb6pd9Dv/R7YOhITU+i7Lsb+UQVGO6JUUNnP5ZDf8Vy6K8YkoK+eA3ato9gbLoelNk/toGIwZ6eHqqqqsjJyWF8fJyamhoMw/CeQLOzs6NSlxOPwmihI8sy6enppKeneyM3ZtRw8hxlsxHFJFJiUBrpIeHF7yEfe9XzA0siwx97PaxrBoIQg6cJxFpmti7lUKeU55OtDAtVDEZKiI2OjlJZWYkkSd7GCZNo1cz5Euo9mLOU/RkrF8lOZl/m4vlniqaCggJKS0sDOmGbXcynNyJPGJPHcDfKvp8i1/0daaR7YtTQ0FC6D6E8cQvGE7dgJGahr74crfxmyFw+7XHOdoy+qfz169ezaNEi72PM6M7x48epr68nJSXFmxqMdtRwvjNfIg2citzk5OSQk5PjNent7e2lp6fHO0fZt9aQcB+/exTrG/dgPfQXAFyb349783vCt14QLPQGEl/mYrPjT0rZNL7Ozs4OOKVsisH58nmNWzEY62ni7u5uqquryc/PZ82aNWd8uKMlhibvIRTPg67rNDU1cfToUb/HykUrMhjM2oZh0NraSktLC+vXryc/P3Dz2Vn9DVOWoL35O2hv/g7oGlLTEyiv/By5sxL0iVFDadyBXP0ASvUDIFnQczagn/VR9LXXeGcozyYGNU3j0KFD9Pb2snPnTtLS0nC73d7H+tqMuFwub3QnUlHD+XKCDZT5HA2VJImUlBRSUlIoKipC0zTvxdmco8wpL9JFixaFvN5LGu4k+f6LwDWMISkYaQU4z/sK2GKrG1REBk+jaVrIGkJmSikfOXLEm1I2I9ezma6LyOA8QFGUsKWJfYXRhMaCKfagaVp0fbVCIMhcLhdVVVWMj48HNFbOb/PnMBDIcZvd3/39/dPWP/pDQNFIWTk9Jg9g8ATyK/+HUvd3pNHuielkQ0XprET55ycw/vkJjKTF6KVXIm/60LTrjY+PU1FRAUBZWRmJiYkz7s1ms5Gbm0tubu4Ec+Ljx4/T0NBAcnJyWKKG81kYCTznQN85yoODg7zxxhsMDg5y9OhR7xxl899crMCUo3ux1vwJyTkAwPj5/4N724dBjr1LoGggOU24JpBMlVKefF4zU8rm1J7JotSsGZwvxN4nIQJYLJawRAadTieVlZW43e5ZhZH5xoqm2/xco5MDAwNUVFR4TbMDcYqPZmTUX2E2OjpKRUUFFouFsrKyOUXAzkgTB0JaHvol30G/xIwaPony2i+Qjx84M2o42oNccT8ZFfdzBQqc2Ia+8yb00qtBVhgYGODAgQNkZ2ezfv36gN97U5kT9/b24nA4vFFDc6RZtGoN45loT+CIJuZ7ZdOmTRiGwcDAAA6Hg6NHj1JbW0tqaqo3Gh3Qlw7Njf3hG5E0J1p2KVrxBbg3vy8mhSAiMjiBSF0fp6p1Ne2TGhsbvSllRVEYGhqirKyMkZGRkHkM/uxnP+POO++ks7OTzZs3c/fdd7Nz585p7//Xv/6V//mf/6GtrY1Vq1bx/e9/nyuuuGJOe4jNT4MfxFqa2OFwUFVVRXZ2Ntu3b59VGPn6HUZLDM6lZrC9vZ36+npWrlxJcXFxwK9HrKeJe3t7qaysJC8vb8o0f6CELBIqKxilV6CWnvrgD3WhvPJ/yPV/RxrunCAMFTQ4/jrKo69jAFriYoZTt7Ji1ydYumFjSESH1Wr1K2qYlZU1YyfpZBaqIFrI+H5Z8p2jvGLFClwu14QvHbquT4ga+tZj+2Kt/B0Jz9+GYU1G0pyoqy7HdfbnI3hUgSPE4GmiNZvYarWyePFib8Pn6OgofX19PPXUU3zlK1/BYrGwePFisrKyaG9vP8M6LRAefPBBbr31Vu655x527drFXXfdxaWXXkpDQwP/n73vDm+rvtd/j86R5L1nHO9420k8Y4e9E6AFGualLdBSOqClt+tH9+2l9/b2dlHaW+guFCgts2WFBEKYgZBY8t57W7K8tM/6/aGcE0mWbG0dy36fpw+1Iul8JZ3xnvfz+bxvRkbGmue/9957uOWWW/CjH/0IV199NZ544glce+21aG1tRXV1tc/r2LRk0B8Eskxs309WXl6OnTt3enQhE3bwcA6R+KLOsSyLnp4ezM/Po66uTvQa8xZSJYM8z2NsbAwDAwOoqKjAzp07A7LNoJXF4zPBXnY/2MvuP9trePK3Z1RDqwM5pMwaFJmPgH/xCPCKElxOA9iGO8GXHAAI/0+4rlRDodews7NTvIB7qhpul4m3FgRV1NX5U6FQrMlR1ul0mJ2dRX9/P6Kjo8V9KykpCSQBUL3Pg2r7KwiOARgzDLcfA5dSEpbP5g22B0hsEGJjpZDTLJSU77jjDtx66614++238YMf/ABjY2MoLCxEaWkpLr/8clx++eW44IILvCof//znP8dnPvMZ3HHHHQCAhx9+GC+99BL+9Kc/4b777lvz/F/+8pc4cOAAvv71rwMA7r//fhw9ehS//vWv8fDDD/v8GbckGQxUmZimabS3t0Ov13vdTxZO82sBMpkMVqvV4+ebTCaoVCoQBIGWlha3d+OebjucZWJX22ZZFp2dndDpdGhsbERSUlLAtulXmdjjjZztNbRYLHjv1WdxkaID6HoOCuuCY68hawE5/i7I8XfBA+Djc0CUfRSW2juABO8HZFzBeZLUlWroif/cVsJWLhN7+tntbzoKCgrAMAwWFxexsLCAvr4+WK1WlK++g5L+h8EDYLJqQe++FVxqaUg+h7/YVgZtEM7RUiCD9lAoFLjkkkvw8ssvIzY2Ft///vfxxhtv4MiRI/jiF7+IiYkJvPvuu2hsbNzwvaxWK06fPo1vfvOb4mMymQyXXnopTpw44fI1J06cwFe+8hWHx6644go8//zzfn2uLUkGSZL0igS5wvLyMtRqNeLi4rB//36fsjnDbS/jjTIolE2zsrJQUVHh98kq3MqgMzETiK5MJsP+/fsD3usW6nQPgiBgUSTjnbgroTz/OuypqYZy7HWQH/7ephqyFsdew9UpKE89BMWph8CTUWBzGkDX3wm28OKwqIbbaShbD74SYaFkl56eDt5qhOJfn4VM02N7T4LEO9l3IoYqRer8fEBzlIOF7QESG4Trg1SJscFgQEZGBpKSknDdddfhuuuuAwAMDQ15XFHSarVgWRaZmZkOj2dmZqK3t9fla2ZnZ10+f3Z21ufPgs1MBsPVM8jzPCYmJtDX14fi4mIUFhb6vJZw28t4Qkbty+CBLJsKhCwcSogzEdXpdFCr1cjMzAwI0fVkm8HG0tISACA5OVn8THzZ1WDKrrY9YXkKspMPg+x7AcTqDAicMfwFQLBmyMbfgXz8HfAAuIRc0OXXgd77SSB+Y9sgT+BONZyZmUFfXx8IgsDc3ByUSuW2arhF4O+5gDDqIO9+GlFjbwAArDX/BnPtp1BIZmBhYUHMUY6Pjxf7WBMSEiRHvLaVQRuEa5NUvwuj0eiyHFxcXByW9fiLTUsG4Yfa4isZZBgG3d3d0Gq1qK+vR0pKitfvEYh1BAobkVFPYuV8hX0sXKjLAEKZmOd5jI+Po7+/32V+cqC3GSqla3x8XLyrLC0tdX0yTcwBd9n94C67H2AZoP8wZKd+B2paBXCOqiG5MgHy5INQnnwQkMfYMlxrPw0u/1xA5v9v50o1PHXqFBiGEVMr7H0NN/L/2szYLhP7+Nl5HjGPXwXZygS4uGzwynhYGz8PIrkQKYB4rhZylHU6HSYmJoAz/xbOpB17SF0NCyWE4RGpHg8Gg0E0SvcVaWlpIEkSc3NzDo/Pzc259evNysry6vmeYlOTQV/hSxydXq+HWq2GXC7H/v37A3JBCjcZXE+t8jRWzp9tI0zT1IIi2tnZCa1Wi4aGBiQnJwd1m6EggxzHidGHdXV1OHXqlGfbJCnw5VfBXHy5jZwb5iE//VvI+148M6F8VjUEbYR85BiokWO2ROWkAjDl18JaezsQ49swkTPkcjmUSiWys7ORlZUFvV6PhYUFcVhAyE/e7jWMLPhKBmXTp6H44NcgjBoAALtzH8xX/drlc+1zlHmex8rKyhpvOUE1TEpKCvm+JRyv2/t0eG3XPEEgTKcVCgXq6+vx+uuv49prrwXOfO7XX38d99xzj8vXtLS04PXXX8eXv/xl8bGjR4+ipaXFr7VsSTLoLQmbmZlBZ2cn8vLyNoxZC+Y6Ag1325+dnUVHRwfy8/NRUlISlDsze2Uw1OB5HsPDw2K+cCiUpmCbbFutVgePS0Hh8IWA8vFZsF74fVgv/D7AsSAHX4Vc9WdQM60gWAsgEEPwIJdGQL7/Cyje/wV4eTzY3BZY6+4Al3cuEID9hiAIxMfHIz4+HgUFBW6zbgVyGMmqYaTDl145wqiF8vh/gpo5DZ6Kgvmi/wBdcciz1xKEyxxlnU6Hnp4e0DQtplGkpqYiOjo66CrVtjJ4FuGylfEUgfIZ/MpXvoLbbrsNDQ0NaGpqwgMPPACDwSBOF3/yk59ETk4OfvSjHwEA7r33XlxwwQX42c9+hquuugpPPvkkTp06hd/97nd+rWNTk8Fgl4kFpWV6ehp79uxx6fnjD8JNBp2VQSE9ZWJiArt3717TpBrobSMMZHBxcRFLS0tISEjAvn37QnayCeY08erqKlpbW5GQkIC6ujpQFCVuy+9tykiwpVeCLbX5GhIrU5Cf/gOowVcgW5ly7DWkVyEbPgL58BHwkIFLKQJdeQPo6puA2DSvNuvuouvcaxhpquF2mdjzz04Ov47o524H5DG2qeGSg6Dr7vR5+65ylHU6HbRaLQYHB6FUKkXVMDk52SuTfU8hnA+36j5gDykrgzzPu+0Z9BY33XQTNBoNvve972F2dhZ79+7F4cOHxevv+Pi4w3ls//79eOKJJ/Cd73wH3/rWt1BSUoLnn3/eL49BbHYy6Cs88Rk0mUxQq9XgeR779+9HTExMUNYRbjIobN9isaCtrQ1WqxXNzc0Bc1bfaPuhJIPj4+Po6+tDXFwcsrKyQkoUglUmFjKw8/PzsWvXrjUXkUBvk0/IgfWi78N60fcBlgY5dBRy9aOgZk4BjNmu15ADqRsE+c6PoHznR+AVCWDyzwNd+ylwO5s8Ug03Wrsr1VCwGNlWDTcfPCaDPA95x+Og+l6y3YzQBhg+/gq4zJqArcU+RzkvLw8sy2JpaQkLCwsYGhqCyWRCYmKiqBoGKkdZUEc3201MMBDOQAZPoNfr/e4ZFHDPPfe4LQsfP358zWM33HADbrjhhoBsW8CWJIMb+QxqNBq0t7cjKysL5eXlQdshw00GhQGSpaUlqNVqJCUlicpSKLcfbHAch+7ubszPz6O+vh4TExMhty0JdJnYfsq7pqZmTfOwYN7r6ed0Z/a7Lki5o2q4PA656hFQ/S9CtjrlaF1jXYFi4CUoBl4CT5DgUktBVx0CXXUTEB2Yfk3nIHp3qmG4+sE8xVZVhTw1WyanTiLqqM2Ml8k7D0zJwYASQZfbJEnxpgJnxAKhpDw2NgaZTCYSQ39ylLdtZc5iM5SJt7OJNzkEEuZ8J8rzPAYHBzE6OorKykrk5OQEdR3h9NqDnen0hx9+6HOsnL/bD/bnN5vNUKvV4DhONMqenJwM+fceyDKxMPyyuLiIffv2ISEhweXzQu3VxyfmwXrhd2G98LsAy9h6DdseATmjgowxnV0Xz4LU9oB884dQvvlD8MokMIUXgd57G7icBnHt/mA91bC7u1uyquFW9lbcUBnkeUS98FlQI2+Al8kBjoG1+Ytgc/eHcpkAgOjoaOTk5CAnJwccx4mDKBMTEw45yt7GMG7bypzFZigTh6KCFipsajLoj7+fs8edxWJBe3s7zGYzmpubAyb/brSOQMXieQuWZTE8PAyWZdHY2OhzrJw/CDYZXFpagkqlQmpqKqqqqsQTS0jSQJwQKGJmNpvR2toKmUzmMCgSzG36BJICW3YV2LKrbH8vjUGhfgRU/0trVUPLEhS9z0HR+xx4ggSbVo7spHPAJd4IIHBpKK5Uw7m5OVE1tI8z274ghx7rkkHTIqj+lyAfeBkAwBRdCvMl/wU+Ibg37J5AJpMhKSkJSUlJYo6yoBoKhurCjcd6OcrYjqJzgJSVQYvFAoZhQsITQoVNTQZ9hVAGZRgGCoUCi4uLUKvVSE5ORm1tbUjLpDRNh2Rb9hDSNgSiEA4iiCCTwcnJSfT09KCkpAT5+fkOF5lwKLKBKBML5DYtLQ1VVVUbniglleKRlA/rhd+D9cLvARwDcuAVyNv+6lI1pDRd2KXpAj/wO/BRKWAKL7Sphtl1QZtQdqcabnTxDga2aplwPTIY/eIXQI2/DS4mHVxyESwtX5YEEXQFhUKBrKwsZGVlubzxEHKUhUEUe/VrWxk8CykrgwaDAQC2lcHNDuFgYxgG09PTGBgYQGlpKfLy8kJ6IiZJEmazOWTbw5n4m7a2NmRlZaGwsBBvvfVW2CYYg0HKhAnwmZkZ1NXVuSS64SCD/qqR09PT6Orqcklu3UFSZNAeMgps2UfAln3E9vfSGBTqR8+ohpOOqqFZB0XPs1D0PAueoMBmVIGuvhFM5SFAEZgTsbNqaDAYoNVqHS7eQjk52KqhJH+vEMHVeUim7YPy6P+DbHXG9pzYDJhufiZMK/QezjceQo6yTqdDf38/LBYLkpKSxBsPKathoYaUvwuDwQCCIIIyWBoubGoy6CuBEaa1urq6YDAY0NjYiKSkpICvbyOEcoBE8NYbHh4W+yGFfGaWZUOmhtoj0KTMYrFArVaDYRi0tLS4PVCD7fnnbps+ef7xPPr7+zExMYG9e/ciPT09aNsMmyKVlO/Yazh0GOZ3HkbiSg9k9hnKPANqrg3UXBv4178NPjYTTOHFsO75BPis3QFZiv0UqXDxFnwN7VVDe++5bQQGzmSQWJmG/ORDoKZPAQDMF/0ATPk1YVyh/3DIUeZ5cRBlYWEBw8PDIvmZm5tDSkqK5HOUgwmpK4OxsbERpeJvajLoK1ZWVsDzPBiGCUq6hqcIFRlkGAbt7e1YXV11GDgQDrRwDbEEkgwuLy9DpVIhOTkZ1dXV655EZDJZyMvzvnxWhmHQ1tYGo9GIlpYWryfXvCWDklClSAps6dXoMechJSUFubE05O1P2FTDlQlHX0PDHBSdf4Oi82/gCTnYrBrQ1TeDKb8WUATmjp2iqDWq4cLCAubn5zEwMBAU1TCSLjDewJ4MyuY6EPP41QB4cMoEcNl1oPfeHpD4Q6lAUJZiYmKwc+dOcByH0dFRTE1NYWxsDF1dXUhISBBvPOLj4yWrlAUDUraW0ev122Rws0PoJaMoCiUlJWEjgggRGVxdXYVKpUJMTAxaWlocPm84U0AQQDI4NTWF7u5ujyeiw9Uz6A3ZMhgMaG1tRXR0NJqbm31SCCRbJvYCfHIhrBd8G9YLvg0wFpuvYfsToKZPgWCM4vMIngY10wpqphX80W+Ai8sGW3QJrHtvB59WFrBeQ0E1zM/Pd1AN7RMrBHLoi2q42X8vfyCQQarzH5D3vwiCt50bzVf8HEzJgXAvL+iQyWQiOayvr4fFYhH3r8nJScAuRzklJUUyE/DBAsuyYb0+r4dIs5XBZieD3rBylmVFr7na2lr09fWF1dYFTqbPwYAQo1dQUODSkFgol4fL69BfUsZxHPr6+jA9PY3a2lqkpXmWciF1MriwsAC1Wo2cnByUlZX5dfe5mcnFmrVTSrBlV4MtuxoAQCyNQ65+BNTAS5CtOPYakvoZkO2PQd7+GEAqwWbVgq663qYaygNzEfVUNRR8DaWqckgFPM9DadYg+t2vAACY3P1gSg6C2XV5uJcWMthPEwv53NnZ2eB5Hqurq1hYWMDMzIyYoyyohomJiRG3f22XiUOLTU0GPYXBYIBarQZJkjjnnHMQFRWFwcHBsNm6CAiW6TLHcejv78fk5OSGMXrh9Dr0h4gKWbxWq3Xd/kBXCIdi5sn3zPM8xsfH0d/fj4qKCuzcudPvbW5WMujJSZZPsvc1pEENvAyq6ylQkycBxmgrJQMAawE19T6oqffBH/kauPgcMMWXgd57G/jUkoCt11k1FCaUe3t7vVINI+kC4w0yPvwxyoaeBadMgMyyArrm38BUXBvuZYUU7qaJCYJAQkICEhISUFhY6DAB75yjnJKSgpiYmE2/H0l9gGRbGdxkmJubQ0dHB3bu3InS0lJx59oohSQUCEaZWBiioGnaoz6zcKag+EpEV1ZW0NraisTERJ8SU6SoDNqnpDQ0NCA5OTCpHJuVDMLbtZNyMOXXiAMGNtXwL6AGD0O2PO6oGq5OgVT/BQr1X2yq4Y4Gm2pYejUgD8xAiPOggCvV0N7XUFBANvPv5TOsesh7/4no8SMgAHAJOdAfOg4+NrBZ8JsBniaQOE/AG41GLCwsiHF5CoVC3L+ClaMcbEhZGRR6BiMJm28PscN6B429OlZdXb0mrivcUXDBWIPgQ5ecnIz6+nqPTgDhVga93bZgsVJUVISioiKf7n6lRgatVitUKhVYlhVTUgKBzawM+gubamjna9j/EuRdT4GaOgnQTqrhxLugJt4Ff/gr4BLzbKphzS22XsMAwBvVMNytK+GA8tj3oej6OzgyCosp9VBe+I0tSQTho88gQRCIjY1FbGysQ46yTqcTc5QTEhLEloX4+PhNoRpKXRmMJI9BbHYy6A5CBJlwcXXF4COJDPI8j4mJCfT19XnlQxfINfgCb0iZPbn31mLFGeGylnG1TUHlTEpKQk1NTcDvhDcrGQzoxUpGgS2/BqyDavgIqMFXnFRDHuTyGMjWP0DZ+gfwVDTYnEZYq/8NbPElQVUNdTodNBoNzGYzent7kZ6evkY1jDQQK5OIevlLIAwaAAArj0Vf4/2oyguMTdBmRCBMp+1zlEtKSmA2m7GwsLAmR1n433opRuGElJVBo9G4rQxKHQsLC2hra0N6ejoqKyvd7kwURUmiZ9BVRrI3YFkWXV1d0Gq1qK+vR0pKilev3wzKoNVqRVtbG8xms08WK662G46eQTjZZ8zNzaG9vd0vlXOjbW4Kn0E3CNZv5NBryFhBDbwMefczkE2ehIwxiM8jGBOosbdAjb0FHoRNNSy9EnTNv4FPKgj4hHJeXh7ee+89ZGdnw2KxrFENhV6wSAChn4X89B9tSi0A83nfwnBcA4jIuyR5hWDE0UVFRa3JUdbpdKKzRlxcnLh/eZOjHGxIWRnU6/XbyqBUYW+q7EnzvVSUQfhxB2Q0GqFWqyGTybB//36frAbCPU28ESFfXV1Fa2sr4uPj0dLSEpDel3CViWFHcIaGhjAyMoLdu3cjMzMzaNvdrMpgyEApwFRcaxtU4HkQS6OQtz8OauBlyJbtfQ3PqIYfPgTFhw+BV8SD3bkPTMV1YEoOAmRgLDAIgkBiYiJSUlIcesE0Gg0GBgYQFRXl4GsoVeVkPRDL44j980UAawUXkwYuuQh07R2gJ2ZAWCzhXl5YEew4Ovsc5aKiIocc5a6uLgdT9XDffEjZZ9BgMCAxMTHcywgoNjUZFC6wVqsV7e3tMBqNDqbK64EkSTGBI1wQDnpfdnqNRoP29nZkZ2ejvLzc5xNIsCaaPcFGpGx2dhYdHR0oLCxEcXFxwJSrcJWJAYCmafT09GBpaQnNzc1BDTrfzD6DYVEpCeKMr+F3YL3gOwBtAjn8OuQdfwM59SFkZ3wNCQCEdRWy4dcgH37NphqmlIDZdQXoquvBpxT7vAR75di5F8xdr6EwKLAZVEOq/0VQvS+AYG2kz3LO10Dv/jgQJFVss8HTAZJAwVWOsk6nEwedoqKiHAadQjmIIvUycU6ONLOxfcWmJoOwS55ITExES0uLx+a8UlMGPYWrWDl/EE5l0B0R5XkeAwMDGB8f39AaxxeEs0x86tQpUBQVkuSbTRNH5wZhJ7LyaEdfQ20f5F1Pgxp8FbKlEUfVUNcP8mQ/lCd/BU4RD2ZnC9iqG8EUXwqQgTnNOvcaCqqhVqvF4OCg9FVDyyqiXvwCCJ4Ds6MRTMlB0FU3if8crox0KYHjuLBF0NnnKAuDTktLS1hYWMDAwADMZjMSExPFknJcXFxQfy8pl4kNBsOmuPnyBpuaDLIsC5VKhfz8fI+SJ+xBkmTYewa9NX2maRodHR1rYuX8gdSUQZqmxQi25ubmoPRlhKNMvLy8DACIj49HdXV1SE5ym1kZlCL4tLKzaSisFVTfi6B6ngc19QEI+myvocy6CsXwEWD4yBnVcBfo0qvBVB4Cn1wQkLW4Uw11Oh36+vpgtVqRlJQkksNwX7gU7/wEipO/Bq9MAmHWgSm/BnTt7Q7P2SaDwS8TewOKopCWliaa+RuNRrGkPDo6CpIkHQZRAnlzy3EceJ6X3g3NGWxPE0sMJEnivPPO82mHkYLPILxQKNeLlfMH4e4ZtCdler0era2tiI2N9Url9RahLhNPTk6iu7sbAFBSUhKyk/1mJoOSXzupAFP5MTCVH7P1Gi4OQ97+N1BDhyFbGnNSDQdAvv8L8O//ArwyAWzeuaCrbwKbdx5AOR7HvhIiT1XDlJQUJCcnh+4iy5htAzqdfwfBs+AVMdB/8lXw8dlrnrpdJpb2d+Cco7y8vIyFhQWMj4+ju7sb8fHx4j6WkJDg1+cQzs9S/S62yaAEIZfLfbqwS6FM7Ok6NoqV83f7UlAGhcnaYHxGV9sNBdGwj8urq6vDqVOngr5Ne3hLqHieX780Y9QBUQmAbNOfNgILggCfUgzrhd+B9cLvALQR5NDrUHQ+CXL6QwdfQ8KyAtnAy5APvAweMnBppaBLPwKm8mPgE3MDtJy1qqFQ7uvv71+jGkZHRwfteFO+/T9QtP4BPBUFZmcL6Po7XRJBbCuDgMSUwfUgk8mQnJwsmuMLOco6nQ4dHR3ged6hn9Xb4UbhuiBVZXDbWiaCIIUyMTYggwKZmJqaCkrvHCSgDLIsi4GBAYyOjqKmpmaNOXiwthtsAiyUuwU7HCEeKpRqlzfbE4ggz/OwWq2QyWTi/wBA8dq3oGh7VHhnMNm1MB94EEgJTNkzoiCPAVv+EZjKP3JmQnkE8vYnQA0IvoaCasiB1PaC1PaCf+8n4JVJ2B1XAXnibUDClUCASIF9uc+VaqhUKkViGCjVkDBooDzyNciWJ20PkHKYDv0VoNyTgm0yGPoBkkDBXY7y7Ows+vv7vc7pZlkWBEFI8rsQvEG3lcEIgdTLxN7GyvmzfZqmg/LeG0GYXrNarUGfrLVHsMvE9uXu5uZmcQIv1L2KnpJBnufFGyOSJMHz/NnHeA4xJx+EvOspnD0t85DPtIL687m2v5RJMLf8O9jaOwJGYCRfJvYUBAE+uejshLLVAGrkDVAdfwO1RjVcwg7LCeDVE+CPyMCmV4EpvQpM+bXgE/3LqT67nLVpFcKEsrNq6HPGrXkZlPoRyIdfBwBYWv4ddOWhdYkgtskgsImUwfXgLkdZp9OJU/BJSUkOU/DOv7tQoZDq/qDX60N2vQoVNj0Z9HVnkXKZeHFxEWq1GikpKR7HyvmKcCmDer0e/f394Hk+qP2BrhDMMrFGo0FbWxtyc3NRWlrqsH9KTRkUSJ99s7awr3EcB9a0DHn7E4g++aDt+cL7Ov/XsoSY498Hf/z74CEDm38+zFf8DIgPnn/ipoUiFkzZ1WDKrraphrphyDufPONrOA6AtxFDngM13wFqvgN453/ARaeCLbgAdPk1YAsuBGSBKZ+RJLlGNdTpdA4Zt96ohsTqDGL/cjFAG8ApE8DHZ8NadycQtbEn2zYZjAwy6AxXOcrCPjY8PAy5XO6Qoyy0fkm1RIwzZeJtZTBCEIj0j0DAXi3ieR7j4+Po7+/3OlbOV4SjZ3B+fh7t7e1IS0vD8vJyyK0UBDIYyN+e53mMjo5icHAQVVVV2LFjx5rnhIMMuoNAAu0bte2fL5PJEP3cJ0FOnwJP2uKq9If+BjqpGNGvfxPK4SMgeAb2WyDOlD5lY8dB/a4eAMDFZsFy/nfBVl4TtM+5aUEQ4FOLz04oW/UYePkhVFhOQzmnAkEbxO9XZlqArOdZyHueBS+jwGbUnLFmuRGITQvQcs6qhrm5uS5VQ8FaxJWiQ46+Bar3nyCsqwAAyzlfB117h8fbD/e5WAqQ8gBJIOBqHxNylEdGRtDV1YWEhARx+l2K+4RQJt7uGYwQUBQlXhDDeQci9C4KsXILCwtoaGgQG3ODjVCWLu09Equrq6FUKtHe3h6SbdtDONkG6rfnOE6MBGxsbERSUpLb7UqhTGzfHwgXE3vEbDuU//wMCKMWAMBl1sBy099BymNAAmCv+z1WWdamYnQ/j9h3/hukad72WuE9zvyXNMwi5pW7wb9yN3iCAlNyJSyX/y+gXP+uOmLKxN5AEYfZ1GZk7vksEuLjQSwOQd7xJKjBI5Atj4LgbfsOwTGgZlWgZlVQvv3f4GMywRScD7rmFnDZewOWhuKsGppMJiwsLIiKjoNqGKtA3HOfBMExYLLrweafC7r6Zq+2t1n75QKJSFQG14N9jjIAmM1m6HQ6zMzMwGq14p133nGIY5RCjrLJZALHcdtl4kiBQALCHXlDkiTMZjPef/99kCSJlpYWn2Ll/Nl+KMrEDMOgo6MDKysrokfi0tJSWC74ztFw/sBisUClUonl7vV+OymUie0VQVc9OWT/y6BO/eFMyRKgm74Apv5OQH7Wp85+sITbcwNMu68Hy7LgVmYQe+SrkE++DwLsWtWQZ6Do/xfk/f+yvTYhH6ZL/wd84XlB/BY2KQgCfMoux17DwcOgev8FcuokZGfUNwIAYZyDovspyLufAgg52Mxq0BUfA1tyEHx8YAayCIIQrUWcVUPr8Z8ieuqfYGRRkHN6mPIuAr//Xq+JnRRVoFBjqxPiqKgo7NixQ+zpLysrw8LCAqampsQcZcHXMCkpKSzE2WCweYpul4klBl8PHPsouHDCarVibm4Oubm5KCsrC/nOHQq1ymAwQKVSQalUOngkhqtf0V4Z9AdC+k1ycjKqq6s37qcKMxkUFEGXRJDnQUx+AOXznwYAcLGZ4PLPBX3+t9btTxO+S5IkgbR80Df/A2aWBceyoE7/CTEf/goy65JtPcK6zvyXXBlD7LO32DZPRsFafSPoC/8DoBRb+oLo8rMrYsFUHgJTecj2W813Q977HKiho5AtDolDKOBpUTXk3/guuNhMsIUXg664BlzufoAIzPmFJEmkpSQh09CLKM2rkDGrsMbm4HT9/2CaToTixAmvJ5S3yeDWUwbdgWVZUBSFxMREJCYmoqioCDRNi/Y13d3dYFl2zbBTKGAwGECSZEhFm1Bg05NBX0EQRFjtZXiex9DQEHQ6HVJTU1FRURGWdQSbkAkDFTt37kRpaanDiS4cSSAIEBkUvB+Li4tRWFjo0UUs1GbX9mRQUAPdKYKKV78Gqv0J8AQJgmdBX/R9sJXXeb1NUTWUy8G1fA6GfXfZtqsdRNyRr0A+3y4OScCeILJmRLU9CuUZ+5qy2AJM1n8TKPY953czwqObBYIAn1kFa2bVGdXQCHLgFch7/wlq8n2AOTuhTBrmQHb+DYrOv4EnlWCz9oIuuRJsxXXgY1L8WqvyrR9Bcfq34JWJYFN2gd33RZRWXoviM6qhTqcTY8yc01BcHS/bZHCbDApw1cIjl8uRmZmJzMxMsW9vYWEBGo0GAwMDokWSYKwerMFLIYou0n6nLUsGEUZ7GZqm0d7eDoPBgB07doR1pwrWAAnP8xgZGcHQ0JDbgQqBDIb6IiBsy5fPzfM8BgcHMTY25rX3Y6gzkQXyyXGcuJ+vIYL6OShe+w7I8XcBAHx8NsyH/go+vdzv7TuUk7PKYfnESzBxHDjaCvn7DyBa/WfIGFvJxZkcxhtGUf7WZ4G3AF4eB0vT3WD23QNscbLgEooYsFWHwFYdAgDINL2gep4F1f/yGV/DM72GrAXU1Aegpj6wTX7H7wBTdCnoyuvBZdd6/t2aFqF858cgZ9tsf3MMjJ88CpC2QTD7XkOcmbx01WvofNHeJoORP0DiKTbKJSYIAnFxcYiLi0N+fr7YtqDT6TA4OCjmKAtTyoHMUdbr9RFXIkYkkEF/fuBw2MsIsXJC5Nr4+LjYgxAOBEMZZBgGnZ2dWFpaQlNTExITXdtKCAd7OC4CvhAz575HbxuIw1EmdiaCDv++MAjqxAOg+l8EADDFV4BpvjsgRNAZDuVkuRzchd+E/rxv2L6PaTVijn4N8sUB27qE9Qn/pfWIfvfH4N/7GZicejCVN9isWRSRd0KGn+c0AODSy2FN/xas538LsKyAGn4dVM9zIKc+dOw1XJ2Gou1RKNoeBS9TgM1pBFNyJeiKa91bwfAcFOq/QNH+GADA0vBZMOXXiUTQFZx7DYU0FOGiLaiGUggBCDe2lUEbvB3uc74BEYaddDodxsbGApqjHImTxIgEMugPQk0Gp6en0dXVhcLCQhQXF4MgiLAmgCAIyqDRaIRKpQJFUWhpaVl3+ks42MNxAvS2RG00GtHa2gqFQuFzNnQoy8QCwZ6ZmQEApKenIzEx8SzRMGgR9ZdLQLBW8DI5+KR8WK/+9YZTvoGCg2qY1wDLp96AkWXBW01QHP8BlN1PgwTtOITCM5BPfgD55Afgj3wNfHwO6JKDoPd8EnxKUUjWHWwE/GZBmQCm4jowFded6TXstJWTB49AtjR8lnBzVlAT74KaeBdRx74NNrEAbOH5oKtuApdRBcgoEKvTiHn8ahC0ETxBgo9Nh3XflzzyEBTgPD0qqIY6nQ6rq6sYGhrCysqK2GsYTI9VKWKbDNqwkTK4EaKjo7Fz506HHGWdTueQoyyoht7mKBuNRt/M2CWOrXWkOSFUPYP2GbV79+5Fenq6wxrClQ2MAPftabVatLW1ITs7G+Xl5RseYIEa5PAF3hAznU4HlUrl8edyh1CViYVBkYKCAiQkJGBhYQFqtRoAkJqaiiLta0hr+w3A2ZJn6HO+Cqb5S2ErwdqrhixJoj33NqwkXofdu3cjeuYE4t7+L8iMWhCWlbMlTwDE6hSUrX+AovUPABUDNqcJ1uobwe66fMO0iy0JggCfWQNrZo2t19C8DGrkOKjup0FNnQTsfA3J5VGQ6lHI1Y8CVBSYtAoQinjIDDYLIdMl/wWm5ha/bWzsVcMPP/wQKSkpYFl2jWqYkpKC2NjYiLsA20PwPt0mg4Gz/YJTjnJxcTGsVqtoet3R0QGO4xxUw+jo6HXfb7tMLFH4c3IIRc+g2WxGW1sbGIYRM2rtEe4klEBs395wuaKiAjt3ehadFU4y6Ckxm5iYQG9vL8rLy5Gbm+vXNkNRJrYfFFEoFA55ocsL8yA+eAjxA/8AYdWDpuIwV/cVyCtuQpxdWTZcsFqtImndt28fFAoFuPjLYSq5zDYFbTWBnHgXUR2PQz71gWjKTAAAYwQ1dhzU2HHwkIFLKbaZMlffCD5pc+Unh4zwRCWCqbgGTMU1AM+BWBiAvPPvoEbegEw3YPfdmiGfVQEA2LhssPnn26aaA+RnaI+EhATxZtlVUoX9hHKkqYbCeTCSCa+nYFk2aGEECoUCWVlZyMrKEnOUdTod5ubmxBxlQTV0laMcibnEiAQy6A+CTcSEWLnU1FRUVVW5vNMJNxn0d4iDZVl0dnZCp9Ota7jsCkIQebjI4Hrb5TgOvb29mJmZQX19PVJS/Ju8RJDLxIKq4G5QhGDMSOt7DIqu3wIAmOQiLJTeivHEFuha1eKFNj09HSkpKSH33tTr9VCpVEhKSkJlZaW4fYdeQ4UCXNkBmHddBiPHgVgcgaLr71AMHga5PGrXa8iB1A2A/GAAyg8eBKdIAJO3H/Tuj4PLPxeQSfe0FzajbUIGPq0M1gu/B+uF37P5Gg68AqrvBVDj7wGsCQQALr0ClgM/C8oSnM9Bgmq4c+dOh17DoaEhmEwmhzSUSFAN3ZnAb0WwLBsS6xb7HOWCggIwDCP6Z/b19YmpO3K5HGazGXV1dUHrGdTpdPjiF7+IF154ATKZDIcOHcIvf/lLt8RTp9Ph+9//Po4cOYLx8XGkp6fj2muvxf333++2T389SPesGAIEi4jZx8qVlpYiLy/P7Ykq3GTQvm/PWwJgMpmgUqkgk8mwf/9+n9zhw2Uvsx4xExQqq9XqUs31FcEqEzsniggkW4TViKg/ngvZqq1/kJfHgL75GSTEZ2Hvmd9+cXERGo0GfX19sFgsSE5OFhuyg+3ftbCwgPb2duTm5oq9tO7g0GuYUQo2/TvQn/dNcFYTqMFXENX7LKjp05AxxrOvsa5AMXgYisHD4EGASysDXXEdmOqbwMcEJsot4qCIBVN1PZiq6wGeAzl4FOSsGtaWfw/aJte7IXXuNbRPQxkZGYkI1dA+GnKrI1zJYBRFIT09Henp6Q6pO0eOHMF9992HuLg4pKamIiMjA4uLiwFNCrv11lsxMzODo0ePgqZp3HHHHbjrrrvwxBNPuHz+9PQ0pqen8dOf/hSVlZUYGxvD5z73OUxPT+Ppp5/2evub74hxgr9l4kD3DNorZZ7EyoWbDPoazSb0oWVlZaGiosKvPjoplYn1ej1aW1sRFxeHurq6gF5UglEmXtdIGoBs5DjkJx4QiSC9+1bQ593nkGcrk8nEC6kQJK/VaqHRaNDf34+YmBiRGAba9X9ychJ9fX2oqKhwaT+0HtaohrtvhKnqEDiWBaHphbLrSSiGj0Kmn7ZTDXmQ2l6Qb/8I/Ns/Ah+dCqbgQtA1N4Hb2RwwU2Z/IDmFi5CBLbkCbMkVQd2MN9UJ+wEB+3zbzawabpeJz0IKgzT2qTuf/vSncfPNN+P111/Hf//3f6O7uxvp6eloamrCFVdcgQMHDqChocFnAtvT04PDhw/jww8/RENDAwDgV7/6Fa688kr89Kc/dXlurK6uxjPPPCP+XVxcjP/6r//Cxz/+cTAM4/W1a9OTQX8QaCJmP0nrqVIWbjJoH8vnSY+GveoZiD66cKaQOJPQ+fl5tLe3Iz8/H7t27Qr4STnQxHejRBHZ+LtQHP0WZEsj4BXxYGpuBt1yLxCT6vY97YPk8/PzwTAMFhYWoNVqHZqt09PTkZqa6nNWqODXODk5idra2oCU4R0Mr3N2g86uhoX7T/CmJVADL0PZ/RTk8x0gzgzOEAAI0wIUPc9A0fMMeJkcbEYNmIprQFd8DIgOTT64PbZcHrMdfG1VsVcNS0pKXKqGKSkpSEtLk7Rq6O6Gbisi3DGxrhAbG4uPfvSjeP3115Gamoovf/nLOHLkCA4fPoxf/vKXIAgCJ06cQGlpqdfvfeLECSQlJYlEEAAuvfRSyGQyfPDBB7juOs8CAJaXl5GQkODTPi7No8JL+Kq4kCQJq9UakDUIRCInJ8erWLlwW8t407fHsiy6urqwsLDgkerpCcKpDArbtTfIrq6uRnZ2dlC2GUhlcKNEEbL7aShf+hJ4QgYeAFNzE+hL/tPr7VAU5eD6v7q6Co1Gg4mJCdGiQVANExISPLqQCer56uoqmpqagtJ/41BOptLA134Cpj23wsBxkM2ooOh4Aoqx45AZNXb2KjSo2VZQs61QvvF98LGZoIsuBbPnE+AyqwO+xm04IlC5vJtVNdzqucT28NdaJpgwGo3Iy8tDTk4O7rjjDtxxxx1gWRYffvghiop8s7ianZ1dE2BAURRSUlIwOzvr0XtotVrcf//9uOuuu3xaQ0SQQV8RCGsZQeEYHR11m7Sx0RrCkcJhD08IqdlshkplmyhsaWkJWHNvOHsGBWWtq6sLOp1uXYPsQG7TH2w0KAKOgeLZ20FOnRJeAPMdx8Gnl/m1XTg1WwsWDVqtFlqtFuPj45DJZCIxTE1NdXl3arFYoFarIZPJ0NTU5Jf5q6dwKCcD4PKaYM2ph4XnwRm0UPQ8C+XAi6Dmu0DwtvMBAYAwzEHZ8TiUHY/bTJmza0HX3AKm5EBQDa+3KiEIxjnQU9VQsK8Jp2oohdKoVBCunkFP4GqAhCRJNDc3r3nufffdhx//+Mfrvl9PT4/fa1pZWcFVV12FyspK/Md//IdP77GlyaC/1jL2sXLNzc1eJ1LgzE4kXODDdRHYyOtwcXERKpUK6enpqKqqCugJK5zKoMViwcmTJ0EQxIYG2YGAv9PEPM+LaiBcDIoQiyOgTv0e1PDrAACm8GIw++4OCBF0BYVCgR07dmDHjh3gOA5LS0vQarUYGhpCR0cHkpKSkJaWhvT0dMTExMBgMIgTw4Hej7yBo2qYBX7f52FouAscQ4OcOAFl99+hmHgHhHnJ0ZRZiHI7DHCJeWB2HQBdcwv4lF0B82jcLhMH9xzorBouLy+L1jVdXV1hVQ23PQbPQsrKoDfWMl/96ldx++23r/ucoqIiZGVlYX5+3uFxhmGg0+mQlZW17utXV1dx4MABxMfH47nnnvPZkiciyKA/ZWJfyeDKygpUKhXi4uLQ0tLi8w9g37MXzoujq++B53lMTEygr68PZWVlyM3NlXwfnadgWRZDQ0PIyMhAdXV1SL57f6aJ7fsDheQaB1hWoPjnXSDnO8Er48ElF4O+6Hvg04JDBJ0hk8lE09bS0lKYTCZxCGVoaAgURYGmaWRmZvo1cBRorBlCKbkYlqILYOI4YHUW8q5/QNn/L1CLww6G1+TyOMjTv4Py9O/AKeLA5jSBrroB7K6DABkRp9WQI9Q3xPYRZfaqoU6nC4tquK0MnoXUlUFPyaAwmbwRWlpasLS0hNOnT6O+vh4AcOzYMXAch3379rl93crKCq644goolUr861//8qtit6XPWr6SQSFWrqioCEVFRX7nIyPIJpuerMGZkHEch+7ubszPzwfMZ88VwkEGp6ensby8jPT0dNTU1ITsAuTrTcuGE8Ojb0L51K2ifx6XXQfLjU8GbN2+IDo6Grm5ucjNzRUHjpKTk7G0tIQ333wTqampYkk5FH5insJBNZTngj/3KzC03AvOagY59iaiuv8B+dQHYsYvAMiseshGjkE+csxmXZNSDLr0KjBVN4FPyvN6Ddtl4vDAOcJM8DW0Vw0FchgXFxfwtW6TwbOQ4gCJAKPRGPA+54qKChw4cACf+cxn8PDDD4Omadxzzz24+eabxdazqakpXHLJJXj00UfR1NSElZUVXH755TAajXjsscewsrKClZUV4AwJ9fb729Jk0FtrGXsjYudYOV8hhXxi5+2bzWao1WpwHIeWlpYN43n83XYo83r7+/sxMTGBpKQkJCcnh/Ti40uZeKOJYerEAyD7XwLBswDLwnLVg2DLPhL4xfsAnucxMDCA6elp1NfXIzk5GTzPQ6/XQ6vVYmZmBr29vYiNjUV6ejrS0tIc85PDjDWqYcVVMJcegJHjAN0QlF1PQTF8BOTSCAic8XgED1I3CPL9X4J//5fg5fFg88+Bde/t4HY2rZvasZVLxJAAGbSHvdItqIZCGsrY2JhDL2KgVMPtARIbhHYYKRJjnudhMBh8agnbCI8//jjuueceXHLJJaLp9IMPPij+O03T6Ovrg9Fo81BtbW3FBx98AADYtWuXw3uNjIygoMC75KWIIIO+HkDeKIMCQWJZNqBGxN6uIxiwVwaXlpagUqnWTU0J1raDCYZh0NbWJvZ3Dg8Ph1yR9KZMLPSRCsNFa4ig1Qiy5zko3vlfAACbtQds+bVgK68PW8awPYSJYb1ej8bGRvFOmiAIxMfHIz4+HoWFhaBpWhxCsc9PFlTDcKnlruCgGmaWg0n/Nqzn2wyv5YOvQNnzLKiZD0EwZjHKjaBXIRs8DGrwMECQ4FLLQVdcA7r6ZiDGtdq+VQmBlMigM6Kjo5GTk4OcnBwH1XBkZARdXV1ISEgQyaGvqqFUCVCoIZz7pKoMBiuOLiUlxa3BNAAUFBQ4XD8uvPDCgN5ARgQZ9BWekjCdToe2tragEaRwk0FBGRRyeEtKSpCfnx+SE3MolEGj0YjW1lYolUqxvzMc5WlPlcGNBkUAQPnsbSDH3wFPRQM8C/qC79ii1iQA+4nhxsbGdSeG5XK5Y37y8jK0Wi3GxsbE0pxADINRmvMVjkMoFGBveL0wCGXbo1CMvgaZfuZsxi/PgtR2gXy7C8q3/xt8TLrN8LrqELjc/djiwqCkyaA97FVDnElDcacaJicne3xDs00GbbB3SpAijEbjdjZxpEEgYe5OQjzPY2xsDAMDA0EboEAYhyjstz81NQW9Xo+6ujox8ilU2w7mZxeSUnbs2OHg/xiMNJCN4AkZdI6Wcz4hEvPdUL54D4jVKQAAl1oCy63/BChp9N2trq5CrVYjOTkZlZWVXp3QCYJAUlISkpKSsGvXLpjNZlE1tI8cC1d+sjsIn1E0vM6uBJ3537BwPwRnXIJ84CUoe58FNdcOGWfzNSUAEEYNFN1PQdH9FHiZHEzmbhSQlSDMVYAyM8yfKrTYzLm8rlRDYQjFG9Vwe5rYBuEcKZXj2x4cxwUtmzjciAgy6CtBoyhKVGGcdzyGYUT/uUAZLLtDOJVBi8WC5eVlyGSygJe/PUGwyKD9JHRFRQV27twZku2uh43KxJ4MilAnH4ZMa/OlsjZ+HmzdHZIhgkJKSX5+PgoLC/2+cYqKinJo6HeXn5yenh7UvlZvscbwuu6TMO65FTzHgZz6EPLup6AYfwsyw5yD4bV85jT24DT4P/wVfGwmmOLLQO+5DVx6uSRK/8GEfa72Zoa9aijc0Ai+hoJqaD+hbK8abiuDNgjOGlLcF4xGI3ieD0rPYLgREWTQV9hP8tqTQcEPTS6Xexwr5+86wkEGl5eX0draCoqisGPHjpATQQSJlHEch56eHszNzbkl8uEY2llPjdyICBJzXYj6x80AAC46FVzuPjAXfBuQSePueWJiAv39/aisrAxKgks485P9wRrD68JzYM1rthleG3VQdj8NRf8LoDTdawyvFe2PQd7+GCBTgM1pAF19M5hdVwCKyFMlIoUMOiMqKspBNRR8DUdHR9Hd3e2gGrIsG3Gf3xdImRQbDAYA2C4TRxqEHc6eFAixcjt37kRpaWlIdspwkMGpqSl0d3dj165d0Ov1Id22PQJNBq1WK1QqFRiGWXcS2l8DaF/gapv2gyLuiKD81a+DanscPEGA4HnQl/4X2IprQrp2dxAmtGdmZlBfX4+kpKSgbzNU+cnBgKNqmAFONLy2wtz/BriTf0S2sRcy6/LZXkPOCmriPVAT79msaxLzwJQcBF19M/iU4ohQDSOVDNpDJpMhOTkZycnJDqqhTqfD2NgYcKaHdm5ubo1quJUgdVsZiqIkdU4JFLY0GSQIQoyks4+VC2Y+rSuEkgxyHIe+vj5MT0+jtrYWaWlp6OnpCVuZWiaTgabpgLzX6uoqWltbkZCQgPr6+nXtHvwxgPYVztt0HhRZQwT185Cf/A2orqdBgAebWgH68h+B2+nehDSUYFkWHR0dMBgMaGpqCouyjCDlJ4cC9qqhZnkZHbpYFF72C8Tu2AGszEDR/Q8oB14EqRuyM7zmQS6PgTz1MJSnHganiAe7sxl05SGwJQcloxR7i61ABp3hrBr29PRAr9e7VA2lNDwVbEg5fUSv10sqzzqQiAgy6M8PQ1EULBaL6N/ja6ycPwgVGbRarVCr1bBarQ79geH0OQzUtufm5tDe3o7CwkIUFxdvuE+Ea5pYuOhtNCgCkw7y4/dD3v00eBBgc88Bfc5XJEMEBasliqLQ1NQkGRUjEPnJocbk5CT6+vpQXV2NzEzb4AiXmgfu3K9C3/JlcLQF1MgbUPY8DfnU+06G16uQDR+FfPioTTVMLQFdejWYqhvAJ+aG8VN5h61IBu0hk8kQFRUFiqJQVla2RjVcr9cw0iDl9BGBDEYiwn8mDDMIgkBHRwcSExP9ipXzB6EggysrK2htbUViYiLq6uocLoIymQxWqzWo23cHf0kZz/MYHh7G8PAwampqNsxxFBCuMrFQFl63P3BhEFGPXAawtt+ET8yD5cYn1jUsDiVWV1ehUqmQkpLi9cRwqLFRfrIwhJKWloaYmJiQZ9EODw9jfHwctbW1Dik/awyvK6+GuewgjBwHYmEQiu6nzxheD58dQgEPcqEf5Imfgz/xc/DKRLB558C657YzhtfSJRBbnQzCqVfOk15DgRzGx8dH1PcmZWUwUm1lsNXJ4NTUFMxmM3bs2BHSWDJnBFuZE+LziouLXU55hsr42RX8KdcKZcqlpSXs27cPCQkJIdmurxCIr6AIuiKClOoRkO1PgGDMAADrxT8As+cTkiGCGo0GHR0dKCgoCMjEcCjhKj9Zo9FAq9VicHAQSqVSJIbJyclBVSeEsqBOp0NjY+OGFxiHXsOsCjAZguG1EfKBV6DsfQ7UzCkQjOms4bVlGbKBlyEfeBk8SHBpZbBWHQJbeQN4N4bX4YK9p+ZWhTtFzFWvoeBrKKjd9mkom101lLIyaDAYQn7TGCpEBBn09oexj5WLi4tDWlpaWH/cYCmDHMehv78fk5OT68bnbcYysclkgkqlAkmSaGlp8bqhN1zejkajERqNZm2EFWuFbOQ45EfvAwGASy0DU3ktmNo7JKPoCBPDVVVVHiuwUkZ0dDTy8vKQl5cHlmWh0+mg0WjQ3d0NmqaDlp/MMAza29thsVjQ2Njo9Xs7G17zu2+Eqfp6m+G1bhCKtkehHD4KmWHWTjVkQWq7Ef1mN/g377cZXhdeBLr6RnA5TQARXiVmsxhOBxMcx3lE5KKiohzUbkE1HBsbE3tkBXK4GVVDKQ+Q6PX6bWUwUuCcu9vd3R3W9A+cIYOBLtNarVa0tbXBbDajpaVl3T6HcCuD3m57cXERKpUKGRkZPpcpQ1kmFgZFkpKSkJqair6+PlitVgeyEf/Wf0CufgQ8FQWepUE3fR5szU0hWd9GCMfEcKhBkiTS09ORnp4e1Pxki8UClUoFiqLQ0NDgt4rjUE6Wy8FlVYJO/y9Y+R+CNy6CGnwFUd1Pg5pvB8HZBrVEw+uuf0DR9Q/wpBJs5m4w5deArjwEKEPvobZNBn2zVLFXDXFm/xJ8De1VQ6GkvBlUQ6lby2z3DEYAdDod1Go10tPTUVlZCZIkwx4FhyAog8JUbXx8PFpaWjZskg+3MugNKRMscUpLS5GXl+fzBSRUZWL7QRGlUomKigox7Fyj0WBhpAMZz/8nOHrR9nxSAdO9/SAkogYyDIOOjg6YTKawTgyHEsHKTxb8SxMTE1FVVRWUC56japgOvvYTMOz+N1tbwvQpKDr/AcXYG5AZNWdVQ9YCavpDUNMfQnnsO+DidoApvgxM9U3gsnYHfI2usE0GA5NAolQq16iGOp0O4+Pj6Onp2RSqoZR7BrfJoMSx0Q69XqycYC0TTgSSDM7OzqKjo8PjqVpsEmWQ53n09fVhampKtMQJxXb9gTv/QIIgEBcXh4SVPlCL/wRlHAUAzOZehb7EC2B85z1RhUpNTQ1byURQ0eVyORobGzeFqhAMuMtPHh0d9Tg/eXl5GSqVCjt27EBJSUnIcr9hb3id3wLrziab4bVBC2X3M1AMvARK2+2gGpL6aZBtj0DZ9gh4AHxUMuiya2E95ytAdHCSmLbJYOAVMXvVsLi42EE1nJiYAEEQDhPK62WIhxJSLhMbDIbtMvFmBcMw6OzsxOLiIhobG9eUuCiKighlUCjlTUxMYM+ePcjIyPD4teFUBj0hojRNo62tDSaTCc3NzQG5Mws2GdxoYhgGLZRPXAuCY8DFZoBPLUHCdQ+gXh6DpaUlaDQaDAwMiBOvAjkMVeyaMDGcmpqKiooKyd6phxrr5ScPDw9DoVCsyU8Whm527dqFvLy8sK3dUTXMAtf8BRgaPwuOoUFOvIOo7qchH38XhGXRrtcQIMyLULb9GYq2PwOEHMyOWlhbvgou/5yArW2bDNrIYDC/A2fVcGVlRSwnO/sahlM1lPoAybYyKHG4ivoSyjIKhcJtrFwklIkFsiT4JHp75yJlZdBgMKC1tRUxMTFobm4OmDq1XjScvxDUQHdEkHrv55C/+zMAtgsz0/BZMPu+AJx5RJh4LSsrg8FggFarxdzcHPr6+hAbGyvm8frTu7YeBPJSWFiIgoKCLX+RXg/2+cksy4pEXshPjo6OhtFoFCsSUsEa65qSy2AuuhhGjgP081B0PYmojiechlAA8DTkUychf/om8AC42CzQu28F3fAZQOG7YhKIEulmRyh75WQymXhTY68a6nS6sKuGLMtKwv/TFQwGg9tBzM0OaX7jAYCnsXIkScJisYR8ffbwR5kTFJzY2FiffRLDNVm70baFHq3c3FyUlpYGlJQE4zPbewgK23BYs2UV8pO/Adn+NxA8Bz4mFeaP/B+4PPcKi33sGk3TYuya0Ltmb6AcCKI8Pj6OwcFBVFZWRsTEcChBkqSorDg7FvT19WFiYkKS+clwVg3lOeDO+QpWm+8FZ9Yj6tRvoez+O2TGOdgfgQQA0jAL8sTPoDzxM/BkFNj8c2E95+vgMqq82v62MhjewQlPVEOBHAY7xUfqymBhYWG4lxEURBwZ5HkeAwMDGBsb88iEWCplYl+IiZC6UVBQgF27dvl8gIZTHXVFyux7PCsrK5GTkxOS7foD50QRgiAcfw+rEfL3fgH5hw8BANgdDWCaPgcu/zyPtyGXy5GVlYWsrCyxd02j0WBkZASdnZ0OBsreljKEnszZ2VnU1dVF5MRwqGDvIbhv3z7ExcW5zE8WhlCkmJ8MUTVMAXfh/4P+vK/Zypjj7yPm/Z+BmlWB4BnHcjJrhmz4NVDDrwEgwCUVwVp3B5iaWwBq/c+3TQalo466Ug0FX8PJycmgq4ZSHiAxGo3bZWKpgyAIWCwWBzsVT8qlm7FMbJ+j7E3qhjtISRnkOA5dXV3QarUuezwDhUCWid0NiojQzyP6TxcAlhXb86NTYLn+MSAq0edt2veulZSUwGQyQavVir2G0dHRYjl5IxXKfmJ43759IetLjES48xB0zk9eWVmBVqvFxMQEurq6kJCQIMn8ZDirhsXnwVx4jm1/1y8g6sPfQNn/PGQmrWM5GTzIpSFEH/sO+GPfAS+PB1N8GaznfAV8UsGabWyTQelaqiiVSnGAypVqaD+hHIh9V8oDJNs+g5sAy8vLOH36tBgr52nPwWYjgzRNo729HQaDIWA5ykKZOhwnZHsyKHiwCR6QgTT6XW+7/mCjQRGy9wVQ6kdBmJcAANaWL4Np+jyg9DwtxRNER0cjNzcXubm5YBhGNFC2V6HS09ORmprqcCdvNpvFvtqtPDEcCAj7rzB97e4cRBAEEhMTkZiY6NCvJeX8ZAEOxDApE+yl/wH9xd8Dx7Igh19D1If/B2q+AwTPOqqG9CoUvc9C3vssABJsRgWsjZ8HW3o1ICO3yWAIBkgCgVCohlIlxTijDAbimitFSOcs4ycGBweRl5fndUSWVMrEnqxBr9dDpVIhOjo6oDnKwl1YOMmgYL2RnJyM6urqoN8ZBoIMrjsownOQzbZB8dIXQbAWcEkFYEsOgtl3D6AIbpmBoihkZGQgIyPDQYUaGxtzsEKJjo5GX18f0tPTUV5eLtkT8GaAPx6Czv1aUspPXg9rDK/Lr4Sp5AqbUr4yjeiTv4Ji8BXIzItOqiELar4T1Et3g3/pbnBRaWDzL4Mi8dIwfprwQ8q9cu7gTjWcmJjwWTWUsjIoxNFFIiKGDNbX1/t0cZeKz6BQanR3EREGYoIxTCEceOHo1RC2d/LkSRQVFaGoqCgkFzt/Ekg2HBQBIH/nfyE/8UvwlK3kyuz5hDgxHEo4q1CCFcrU1BRWVlZAURQIgoBOpwt6Hm+kYmlpCWq1Gjk5OX717sKL/OT09HQkJydLisA7qIYpeWCu+F9YLv0ROIYG1fcCotR/gFzTC8BRNSTNWiT1/Q3n4W/AKQXYHXWw7PuSrZ9WIsQ3FNgMyuB68FQ1FJRDd6qhVEmxEBawrQxKHJtxeMJ+DXBDxniex9DQEEZGRlBdXY3s7OyAb188gYe4b5DneYyO2gyXg/XZ3EFIIPFWDd1wUMSkg+LleyHT9AqvgPGeLiAmJdAfwScolUpwHAeDwYDq6mpQFAWtVouenh7QNI2UlBTR01BKQw1Sxfz8PDo7O4PmIeguP7mrqwsMwyAlJSUo+cn+Yo11zZ4bYao+BAPHAcvjiHr/AShHXgdhWXZUDTkrqMn3QU2+b7Ouid8JuvpG0A13+WVdsxkglQGSQMFZNVxdXRWJoXMair1qKOUBkm3T6QiGFMigsOOzLOtQ+hUa+1dWVrBv3z4kJAS2z0yA/UEYKth/Npzx1gslhO/cGzK4UX8goRsCdfoPoIZeAwDQlR8Du/c2yRBBjuPQ39+Pubk51NfXIzHRNsDinMc7NTUlnqwFFUqq0VXhxMTEBAYGBlBVVYXMzMygby9U+cnBgINqmFYM5qoHYWFZcLQFiq6nQLb+AcqVUchwdqiLAECuToI88XMoT/wcPBUDJv88WPfdAz5rb8SphlLulfMXMplMrFAUFRXBarWKaSiTk5PAmWtAamqqpMvE29PEmwD+KIMMw4S1gVkgFvbKnNCDpFQq0dLSElTTT4IgQmo8bTKZ0NraCrlcjubmZrzxxhshVyWF39rTE/CGiSLmZUT95TIQjAmcMgGIywJ98Q+AGP9i8wIFYcrVbDajqalpzcSwcx6v1WoVp5PHxsZAUZRIDIVkja0KQa2fnJwMmw1PsPKTQwFn1XAu/yp0ruajtLQUGYTO1ms4/hYI66rjEApjhGLoVSiGXgUPGbjUXbDW3Apmz60AJR1V1Bds1CYUaVAoFA4Rj0Kv4eTkJBiGQXd3tzjwJpXpepZlYTQat5XBSIUwqRfuPgV7hVKj0aCtrW1Dw+xAIlSRdIuLi1CpVMjMzBRjzvzp3/MV9srgRtgwUUT1F1Dv/QJgbeblbP1nQJ/7tSCt3Hv4MjGsUCgchhoWFxeh1WrFZA378uRWsqLhOA7d3d1YXFxEQ0ODZC4MgchPDgemp6fR29uLmpoaZGRkgONyYP3owzBzHDizHorOJxDV8TeQyyMgHFRDDuRCP6KPfx/88e+Dj0oCU3QprE33gE/dFdbP5AuE89BWIYP2sO9rLiwsxBtvvIHs7Gysrq6ira0NsFMN1+s1DDYMBgMAbPcMRirs+/XCTQYZhsHw8DCGhoZQVVWFHTt2hHT7wSZkExMT6O3tRVlZmUN/VTh8Dj3pk9xwUISxgOx6GtR7v4DMMA8uNh3WC78Htvyjwf8AHmJlZQUqlcqviWGZTCaeiEtLS2E0GqHRaBwi8qRangwkBHXVarWiqalJsj2VvuQnhwNjY2MYHh7G3r17xTYRx/zkJEDIT+Y4EFOnEX3qN5BPnQBBG53yk5eg6H4aiu6nwRMU2MwqWGs/DbbsIwApHVXUHYTzUKQeO55C+B6ys7ORl5e3RjUU2lfs01BCRaCNRiMASOYGMNCIGDLo60Ek7EgMw4TtjkNYR39/P0wmE5qamsR+rlBuP1jKIMdx6Ovrw/T0NOrq6pCamrpm2+EsE7uCvZE0XA2KAJC//yDk7/0cPCEDl5ALuuVLYKuuD8HqPYMw3FBUVIT8/PyAXGgIghAj8goKCsSIPI1GA5VKBYIgxHKy1Dzy/IG9h2BDQ8Om+lzO+cnOKq9gXZOenh4SlVcwzZ+amkJ9fb3bXmjh3CySw4JmWPKaYOI4cKYlKNV/gbL7GZCr444xeTwDarYN1CtfAv/Kl8DFZoIpuQp0413gE3YG/fP5AuE8sxWVQXvY33jDSTUUeg2FCeWOjg7wPO/gaxjMGzSDwQCFQiGplotAYvOc0YIEgiDC7jVoNBphsVhAkiT2798fFlIaLGXQarWira0NFosFLS0tLj2aQtmvKEAgd67KxPb9gQRBrD1BG7SIevwjIIxa299UFMy3H/UrUSSQ4Hke4+PjGBoaQnV1NTIyMoK2LfuIPMEv0tkjT1ANN6s/l8FgQGtrK5KTk1FZWbmpL9gkSYrlYp7nYTQaxd7Q/v5+xMTEBDU/med59PT0YGFhAY2NjV414zuqhmngzv0q9C1fBs9xIMfeQVTrb0HNnALBmB2tawxzINV/gkL9J/AyJdicBtB1nwJbfBlASOO33MplYntsRIoVCoVDJKegGgpDb3FxcQ4TyoH8PvV6PWJjYyNWvd3yZBBhnijWarVoa2sDRVEoKioKmzoZDHVOr9ejtbUVcXFxaG5udqumhCsOz10u8nqDIrLx90C1PQbZks0Sh67/DJj6OyVDBAUVdn5+3mFiOBSQyWRITk5GcnIySkpKQk40goFAeghKDfYqb35+/rr5yWlpaX6fmziOQ0dHBwwGg0NUny9wGEIBwJVcDFPRBTZFf3UWUa1/hHLgRcj0M2KvIQGA4CyQTbwL+cS7NuuahFzQVTeA3nt7WKf+hRvPSNq/fIFgK+PJ9+Cpaigoh/6qhgIZjFRsk8EwkUHBY29wcBAVFRWYmZkJWz4wglAmFoZg8vLyUFJSsu7BLRUyuOHEsHEByn/cAoKzgkvKB5dRBfqcrwBRoZ8mdQX7XFxXE8OhRkxMjOiR54poCCRDatOuAoQye0lJCXJzc8O9nKBjvfxkIU3C1/xkhmHQ1tYGhmHQ0NAQ8JteB9UweSfYi7+H1Qu+bTO8Hn4dUeo/gpptA8FZHFXDlYmz1jXyWLC5+2Ft+Cy4nftCal2zlSaJ14M/g5zOquHq6iq0Wq04pOSvaijYykQqYY8YMujPD0RRVEhTSFiWRWdnJ3Q6HRobG5GUlIS5ubmwlqoDRYjtSa6nQzDhJIPCkIh9j6DLieH3fgHFO/8LnooBOCuYqhvAnPPVkK/ZHUwmE9RqNZRK5bq5uOGCK6Ih2NYI065COVkKJ1zBQzDYZXapwl1+skaj8To/2Wq1QqVSgaIo1NfXB33fXGN4XXk1TGUHbeeYlSkoT/8eysGXITPOO+UnGyAbPgr58FHRuoauvgX07luCbni92dNHAoVAGU4TBIGEhAQkJCQETDU0GAzbymCkI5TKoMlkgkqlEvsDhZ0wHH1z9gjE9lmWRVdXFxYWFrwaggkXGSQIQlQC7XtVHE7KllXITzwAsu/FM4slYfrkq+Aza0K+XndYXl6GWq1GRkYGysrKJK8w2BMN+2lXjUaDoaGhsEau2Q83hMtDUIrwNT/ZbDajtbUVsbGxqKmpCcu+6aAaphaAveyHWL34B+AYGvK+f0LZ/hjkmk6Ao+3Ioc26hnzzB1C++QPwUclgCi+GteGz4DMqA77GbWXQhmC5erhSDRcWFrxSDfV6fcROEmObDNoQKjK4sLAAtVqNrKws0WMv1GtwB38JmeBlBwAtLS1e9QOFUxlkGMZ907JFD+r9ByE/+RsAAFNwAdja28Bn7Q75Wt1hbm4OXV1dKC4uRl5e3qZUF5ynXZ0j1wQblED0ra0Hew9Bb4cbthKc85OF3lDn/OT4+HgMDQ0hLS0NFRUVktg318bk3QxT9Q22mDzdMKJO/w6KkaOQmRacrGsWoeh5BoqeZ8ATcrCZVaB3fxxMxccAyv99cpsM2hAKv1971VAw2HdWDZOTk0VyKAg2wVIGdTodvvjFL+KFF16ATCbDoUOH8Mtf/tIj4snzPK688kocPnwYzz33HK699lqf1xExZNCfE43g8Rcs8DyPsbExDAwMoLy83GX/kRTIoK/bX15eRmtrK1JTU1FVVeX1wRwqw2t7CIkzk5OTYsnAAfo5RP/xfMCqt7WfR6fC+pGHgOjkkK7THYR9anh4OKJKma4i1zQajdi3lpCQIKqGgTRPFnraaJqWtIegFGHfGyqQ+enpaUxMTIAgCFitVkxNTUkuPxnOqmFmGegDP4GF48BZjZB3PY2o7r+D0vYCPHOWHPI0qFk1qFk1+CNfAx+bCbr0KtB7bwefUuTTOiItl9hXhCOXeD3V8Pnnn8fvf/97nH/++bBYLEHZf2+99VbMzMzg6NGjoGkad9xxB+666y488cQTG772gQceCNg5MGLIIM4QQk8SJZwRTGsZ+9JpQ0MDkpNdk4lwk0Ffy8TT09Po6urCrl27UFBQ4NOOGWplkOd5MAyDiooKzM7Ooru720GByl44gajuf4Cw2HKTred8A0zjXYBCGkoRx3Ho7e2FRqNBQ0ND0DKrww37yLWioiJYLBZRgRodHQ1YRJ7ZbIZarYZCodh0HoJSA0mSIEkSOp0Ou3btQlpa2ubMT6Yo8A13wFh3GziWBaHpRtTp30E+9iZkliVH1dAwB6XqT1Co/gSQUWBy6kHvvQNs0SUeG15vK4M2hDsJzFk1LCwshEKhwNGjR3Hs2DFwHIfrr78eBw8exMGDB/0Ohujp6cHhw4fx4YcfoqGhAQDwq1/9CldeeSV++tOfrvv+arUaP/vZz3Dq1ClkZ2f7tQ5EGhn0FcEiYt6UTkmShNVqDfgaPIW36hzP8xgYGMD4+Dj27t2L9PR0v7btC4n3FvaDIjzPIykpCcnJySgvL8fq6io083NY6D6OotavQwYO5vh8sLuuABruAiERIkjTtJiCsW/fPskpLcGEUqlETk4OcnJyxIg8jUbjEJEnEA1Pvxe9Xg+VShURHoJSgDCBXV5eLl7I7POuhYnyTZWfLJeDy9kLa/avbTF5pmUoup6CsvvvoBaHQPC28yYBAKwZ8vF3IR9/FzwIcIl5oCuuA7Pn4+Djstxub3uAxIZwKIPrITU1FXfeeSfuvPNOfP3rX4dOp0NNTQ3++Mc/4rOf/Syqqqpw8OBBfO1rX0Namvc59CdOnEBSUpJIBAHg0ksvhUwmwwcffIDrrrvO5euMRiP+7d/+Df/3f/+HrCz3+5U32CaDQSKDQgZvRkaGRxcZKSiDnpbKBQsTvV6P5uZmv5tqQ1Emdk4UsR8UEe4GU0/9HPLW34KTxwG0HtPZV6BLdj6UH6rE0mU4/fGE4aOoqChJTgyHEvYReTzPw2AwOChQcXFxomrozgZlaWkJKpUKubm5KC4u3r4Y+4mpqSn09fW5bVtQKBSbMj8Za1TDVPD7PgtDw53gOQ6yqZNQqv8MxcR7IKwrdqohD3J5DOT7D4B//wHwijiweeeBrr0DbG6Lg3XNtjJoQ7hjYdeD2WxGUVERvvvd7+K73/0udDodjhw5gsOHD/vcyzw7O7vmWKEoCikpKZidnXX7un//93/H/v37cc011/i0XVfYulcTO1AUBYvFEpD34nkeExMT6OvrQ1lZGXJzcz06qYWjb86X7RuNRrS2tkKpVKK5uTkgDf3BLhML/oFuXf4NGiiOfguyWVsoOkEQMN7bjyxlPNJZVrTUsPfHE+LWQqVmCBPDmZmZKC0t3b5w2IEgCMTFxSEuLk6MyBOmk1tbW13aoAgKVmlpKXbulGZE2WbC6OgoRkZGHHKG14Mn+cnCbxbO/GRXWGN4XXguLHktMPM8OIMWyvbHoez7J8ilYUfDa6sessFXIB98BTxIcGkloCtvAF194zYZPAMpfw/OAyQpKSm4+eabcfPNN6957n333Ycf//jH675fT0+PT+v417/+hWPHjolVx0Ahosigrz2DgVLlhGlEIf3Bk5Oi/Rqkbi0jTEPv2LEjoBYmwSSDG/kHEssToE7+BlS/zTqGqboBzN5PAMp44Mz3kpGRgYyMDAd/vJGREXR2diIpKUlUDYMVtyZMDO/atcvjm4utDLlcLipQrmxQoqOjYTKZUFZWtk0E/YSnOcMbwZP8ZKEFINxm6s5wVA2zwJ37Fehb7gXHMiBH30J0+yOgpj6EjDGIryHAgtT2gnzrfijfuh/FikQkptRDlvllcDvqwvhpwgspK4MGg8HjKthXv/pV3H777es+p6ioCFlZWZifn3d4nGEY6HQ6t+XfY8eOYWhoaI3t1aFDh3Deeefh+PHjHq3RGRFFBn1FIMig0B/I8zxaWlq8PmGFu0y8ESEbHx9HX1+f22noYG7bV2yUKEIsTyDqD+eCYK3gSSX4xJ2wXvpfIhF0hrM/nslkgkajgUajwcDAAGJiYkRiGIjmeMHAe2RkBDU1NX71ZW5V2NuglJSUoKenBzMzM4iPj0dfXx8mJiYcBhqkqkpIEf7kDK8HV/nJGo0Gc3Nz6Ovrk3SsoaNqqABXdjlMuy6xnd9WZ6BoexRRAy9BtjLuMIRCWZeRNXsM+Nsx8AQFNqMG9O6bwVQeAqit0xfMcZxk21+88RkUrgMboaWlBUtLSzh9+jTq6+uBM2SP4zjs27fP5Wvuu+8+3HnnnQ6P1dTU4Be/+AU+8pGPeLQ+V5Dmtx5i+EvEFhcXoVarfbZWCcQa/IW77XMch56eHszNzXmtdnqz7UBb+whqoNtEkVO/B9nxJAjWNrRDX/g9MHV3eBVBFR0dvSZuTaPRiM3xAsnYKKHB3fqFC20kTwyHChzHoaurC8vLy2hubkZsbCxomhY9DdvabC0CwkR5KFsANiMCmTO8Huzzk4UWAJ1OF7T85EDDQTWU54G78NtYPe8+cIwV1NCrUHY8AfmsCjLGJL6G4BlQcypQR1Xgj/4/8HHZoHddDrru0+CTCkMakxdqsCwrud9QgNFoDLjpdEVFBQ4cOIDPfOYzePjhh0HTNO655x7cfPPN4gDW1NQULrnkEjz66KNoamoSbXCckZeXh8LCQp/XElFk0Fclxp84uomJCfT29qKkpAT5+fk+ryHcZNBVz6DVaoVarQZN0z6pnd5sO1DKoDAxLHyWNUSQMUM29jbkx74PAjy4jCowez4OZvetfp1k7ePWOI7D8vIyNBoNBgcH0dHRIU66pqenb3jhFCaGBc+7rTQxHAzYf5+NjY2ih6BcLneIyBMGGuxbAIT+UPtUja2OYOcMrwfn38xdfnJ6ejri4+Ml9ZutMbyuug7m8o9ilaYx+P4ryNMeQ4b2BEj9rGOvoX4GSvUjUKgfAahoMDmNoKtvsTkdBMDwWkoIt7XMegiW6fTjjz+Oe+65B5dccoloOv3ggw+K/07TNPr6+mA0GgO+bXtEFBn0Fb4QMUG5mZ2dRV1dHVJTU0O+hkDCuWdwdXUVra2tSEhIQF1dXVCl+0CRwQ0HRQAojtwHqvPv4BXx4HkOdONnwVbd4Pe27SGTyZCcnIzk5GSUlpbCYDBAo9FgdnYWfX19iIuLE1VD50lXYWI4Ojp62/MuABDaN5RK5brfp/NAg8lkEgcahIg84TcLdUSelBDqnOH1EMj85HBAOO91dXWBSMhH1P6fQS+T2QyvB16CsuspUHNqEKzFRgoBgDFBPvYW5GNvgQfAJeaDLvso6D0fBxJywv2R/IbUrGUECI4F8fGuW4j8QUpKyroG0wUFBRvOQgTCmk1aR0eY4C0Rs1gsUKvVYFkW+/fvD4hiFm4yaE/I5ufn0dbWhoKCAuzatSvod9eBIIMbDoosjkLx0j0gVmdsD8ijYLq73a9tegrnMpcw6SpcsATFkCRJtLe3IysrC2VlZZJSNTYjBA/BlJSUNfGPGyE6Ohq5ubnIzc0Fe2aiXKvVorOzEyzLhiwiT0oQcobj4uJQXV0tuYu2r/nJ4QJN02htbYVcLseePXvOTidTFPjdN8N0ZsqY0PZD2fZnKIaPQWacc+g1JJfHQJ78FaJO/gqcIgFsbjOstbeDy90PyDbf5V3KyqDRaIzoiMrNt7esA39KtJ6WiYXotZSUFFRXVwdsxw03GRS+g6GhIQwPD6OmpiZgZpYbwV8yuOGgyGwb5Kd+D3L6NACAbvwCmN23+L1uX+A86SoYJ3d1dYGmacTFxSE+Ph5Wq3U7Es0PCH28gfAQdJ4oX11dXRORJxBDqfnjBQoGg0GMnJRKzvB68DQ/OT09PSxKr9VqxenTpxETE4OamhqH7a+xrsmugjXjx7DwPDiLHvKe5xDV/RQobTcIjj77OusKZENHIB86Ah4ycKmloCuuA11zCxAT+F7vYCBSpok3IyKKDPoKIY5OyKt1h8nJSfT09PgVveYOQgpHuHyWeJ4HTdOYmJjAvn37Qjqw4A8Z3GhQhND2IerRg7b+wOhU8OkVoM/7uiQm9IQL1srKCliWRVlZGViWxdTUFHp6ehAfHy+qhpFKMoIBwYonGB6C9nFVQmlSUHpHRkYgl8sdSIZUL2zeYHl5GSqVCjt37ty05tyu8pOFmzCGYZCSkiKqhsHu0RUU1vj4eFRVVW14vne0rkkCX387DHs/YbteTZ2CsuNvUIwfh8y0YKcaciAXekG+8yMo3/kR+OhUMAUXgt57G7jsWskOoUjVZ5BhGJjN5m0yGOkQ78DcSNQcx6Gvrw/T09Oora31KXbGmzWE+mAwm83o6uoCx3FoaWkJuSLlCxnccFAEgPyN/wTZ+y+xGZu++D/AVl0fwJX7B/uJ4aamJrEfpbCwcA3JUCgUIjHcyj1rG2F8fByDg4Mhs+Kxj8iz98fr6emB1Wp1mHTdjINAOp0ObW1tKCoqQn5+friXExCQJCkeSzzPQ6/Xu0yvCUZ+sslkwunTp8X4Q2/fe41qWNACa24TLDwP3rgIefdTUPY+B2qhzyEmjzAtQNHzDBQ9z9isazJ3g6m6HnTlIclkrkPCyqBerwfORCtGKiKKDPpTJoabHVGYqLVarWhpaQmasbD9GkLZ6CxEciUlJcFgMISlNOktGXQeFCEIwvG3Ny+D7H8Z8g8fAgCwOU1gGj8LtuRg4BfvI2iaFicyXU0MO5MMwU5DUDK2Ys/aehCysqenp1FfX4/ExMSQr8HeH6+srEwcHLInGe4Gh6QIVznDkQaCIBAfHx+S/GSh1J6enh6wnmBH1TAd/L7Pw9BwFziWBTn+DpRdT0Ex8TYIy9JZ1ZBnQM22gppthfL1b4GLzwFbfCms1TeDz6zxe03+QKoDJMIk77YyGOEQVCWGYRwurEJ5JCkpKSQTtQRBhLRvcGpqCt3d3SgpKUFmZibm5ubCokx6QwY36g8EAMWLd4Mafh18VBJ4RTzolnvBFV0chJX7BqPRCLVajejoaOzdu3fD/cpeySgvLxd71sbHx9Hd3Y3ExETx3yO5wdkd7D0EA2l+7A/sI/LsSYbzpGt6ejpSUlIkN+m6Uc5wpMJVfrJGo/E7P1mv1+P06dPIzs5GSUlJUG4E1qiGJZfAUnQhTBwH6Och73wSUf3/ssXk8bbzLQGAXJ0Ceca6hqOiwO2oh3X3rWCLLgPkoU17keoAicFgQFRUlCTXFihI6wwUJhAEsWaAY3p6Gl1dXSguLkZhYWFI7uJDNUTC8zz6+/sxMTEhlr1p2taIHC4y6Mnn3ogIymbUULzweYC23cXxsZkwf9q3aJ5gYWlpCWq1GtnZ2SgtLfV6v3LuWTObzdBoNOLUZFRUlEgypJbOEAwICivLsg4eglKDPckQJl2F5Bqz2SypuDVvc4YjFfZ2QyUlJT7nJ6+srKC1tRW5ubkoKioKmSLsaHidA16MyWNBjbwOZfdTkE+eAGFdFVVDGWOGbPxdUOPvggcBLjEfTOlVoPd8AnxCTtB7DaWqDOr1esTGxkpezfcHEUUG/Z0YFIhGf38/JicnsXfv3pBGgIWCDAoGvEajES0tLaKKIhyAoS5Tw0NlcKNBEdnIcVCqP0O2NAoAsF74PVuUk4QwOzsrKrGBivSLiooSLVCETEuNRiOmMwjEMBITNQQPwaioKI8UVqnAftJVKCdrtVoxbi02Nlb83QLds7YeApUzHKnwJT9ZcJ8oLCxEQUFB2NZurxpyHAeUXwlzyRUwchywPAFl55NQDLwEcnkcBATVkAe5PAryw/+D4sP/A6+IB5t3LujKQ2CLLw24dQ3HceB5XpLqm0AGIxmb4+wZApAkCbPZjIGBAVgsFgeiFMo1BJMMCj0r0dHRaG5udiAH4h1kEDKCN8J6ZNCTQRHZ+HuIespmFcMl7ASX2wym8bMAIY07TJ7nMTIygtHRUezevTsoA0g4MxVvb4EilLiERA37i1Wwel9DBX88BKUGwYcyPz8fNE2v6VmzN04OFqEXhpl0Op1kSu1Shif5yXFxcdBoNNi1a5ekhm+EY0U856cVgTn/PljP/QY4qxHk8DFEdz8Javo0ZIytykIAIKyrkA2+AvngK+AJElxaOejSq0FXXQ/EZ/u9LuEaIEUyKHgMbiuDWwAEQaC7uxvJycmora0Ni8rgabnUF2i1WrS1tSEnJ8dl8zJBEEHd/npwRwbtjaThalCE56B44Qsgx98VH7Ie+Bm4gvNDs3APwHEcuru7xYtsqKbRnEtcJpMJGo0GGo0G/f39iImJEfsMQ6k+BQLChGteXl5Iy26hgFwuF7NHXRH6pKQkkdAHirCxLIvOzs6g5wxHKlzlJ4+NjWF0dBQymQzDw8NYXl7eHPnJFAW+6hqYKj5iM7zW9ELR/Q8oR16DbHncbgiFBanpAqnpQtS7PwYXnWKzrqm+GVxui0/lZOE8L8Ubu2BF0UkJ22QQwMzMDAwGAzIzM7F3796wXVycI+ECAZ7nMTY2hoGBAVRWViInx31kUTC27wlckUH7/kCBqNqDWJ0B2fUMqN5/AgCY4svBNH3OdiKSCDaaGA4loqOjRZ81QX3SaDRQqVSSH2awx+zsLLq6ulBWVhZwD0GpwRWhF+yGBgYGEB0d7Xd/qJAzzLJsyHOGIxWLi4sYHx9HVVUVsrKyNm9+MgBuRw3ozEpYL/w+OKsJ8r5/Qtn3T1AzrZCx5rOvM+mg6HkWip5nwcvOWNdUfAx0+UeBaM/6TlmWdXmulwL0en1ETxIj0sigtweV/SCFcICG88AMdJlYUKXm5+fR0NCA5OTkdZ8fLmWQJEmxHEwQhEcTw8qnb4VM0wMuNgOISQWz/9/BZe8N+drdwWg0QqVSITY2FrW1tZIqfdirT/axXc7DDOnp6ZJSicbGxjA0NITdu3eHtJdXKrCPyHPVHyrYDaWmpnpE6uxzhoPtlrBVINys1NTUiFPYmz0/2UE13HsrjDU3g2MZyOa7oOz6OxQjr0NmmD2rGnIMqJlWUDOtUB77DvjYLNDFl4HZfQu4zN1utyXV4RFsgSg6RBoZxBlC6Elos6DamEwmNDc3Y3Bw0ONIumAhkGTQPj+5paXFownFcCqDsJtkXndiePh1KF75KnAmholPr4DlxidDvub1sLi4iLa2NuzYsSNoNhKBgnNsl+CNNzs7i76+PtEbL5wqhnDTNjMzEzYPQanBuT9UUJ/GxsYcLFAEuyHn381sNuP06dOIj4+XZM7wZsT09DR6e3uxZ88et33B3uQnS418OKqGCnC59bDu2AszxwGmJcj7X4Cy5xlQmm6As9r6DAEQhlko2/8KZftfwZNKsDsaYK26EeyuKwDlWbVNqrYy2C4TRy5WV1dF1UYYpAh3NjACSAYFK4OkpCTU1NR4fID5mxHsK4STDMMwDs3Njv2BPMj+l0C1/hEywxwAwHLVr2wnFAlhZmYG3d3dKC0tDdjEcChh3/tktVpFK42xsTFQFOVQTg7FiZvjOHR2dmJlZQVNTU2bfvAlGCAIwkF9cmWBIvQZJicni3FomyVneDNgYmICAwMDXtnxSD0/eSM4Wtekg6+/A4a9nwTH0JDNtiOq8zHIx96CzKQ9qxqyFlAT74KaeBc8YLOuKbkSdNX1YMkMyX1GAZGeS4ytSAZnZ2fR0dGBgoIC7Nq1SzwRRgoZFD5fUVGR18314SoTC2s0mUyiiuG8brLrKShfvhcAwCUVgi27WlLRcjzPY3h4GOPj4+sqA5sJCoXCQcVYXFyERqNBb2+vGLUmkIxg+PvZewg2NTVt97N5CFcWKBqNRozI43keqampETd8Ey6MjY1heHgYdXV1SEpK8vl9nPOThanycOQnewsH1VChAFewD5bcBpvhtWEe8t5/nonJ6wd4RlQNyeUxkKcegvLUQ4imYhGVUAky9U6wuy4HSOlYYW33DG5CuCsTCx5agr1HZmamw79vdjLI8zyGhoYwMjLi8vN5uv1QK4PCxHBSUhI++OCDtWkatBHKpz8BQjdoez4IWA79BXxqaUjXuR6E3szFxUU0NDREZH6lTCZDamoqUlNTUVZWBr1eL/Y9vfReD1g5hXNKs1GUlxMQCwZ7D0Gp9VxuJthboCwsLKCtrQ3JycmgaRrvvPOOpIcZNgOEG8C6urqAti+QJOnQBhDK/ORAwNnwmmv6nC0mjzaDnD4FZcffzsTkLYuqIckYkKH7EHjxQ/AgwKaVgy29CnTFx8An5YX18xiNxg177jc7Io4MuoJgtGwwGNDc3OzyYk1RFCwWS1jWJ8BXZY5hGHR0dGBlZcXt5wvm9n2FfcZwQ0MDLBaLaH8yODiINCyiePUDxEy8BwCga24BU/cpSRFBq9WKtrY2cByHpqYmySZgBArLJivuekyNjhmD3aMkAB6/ap8GMAUKBP5xY7bP5S29Xo/W1lakpaWhvLxcsqWjzYzXSE0AAJtlSURBVIS5uTl0dXU55Ay7awMQhhm2Cbh7CDffgkF3MG8APclPDoUXpa9YM4RSdAEsBefBxHEgVqYg730Oir5/gdINAuDOqIY8KG0PKG0PlO/9FLyMgmXfl0Dv/0pYPsN2mTgCIJjTRkdHo6Wlxe2BIhVl0NshFpPJhNbWVlAUhZaWFr9KaaFUBl1NDDukaVjNiP3NbpDWVRgU6bDKEzGRfjUSZZlIYVlJXKgMBgPUajXi4uJQXV0tiTUFCz872o8/npjy4JkEGAAf+8cMHr5wHizLOpSTN7pQRbKHYLjgLmfYVRuAVqtFf38/LBaLQ1ky3BF5UoIw0DQ3N4eGhoaQDxY4RxuurKw4eFH6mp8cCqyxrkktANtyL1Yb70aX+hTSVrtRtPwu5JPvg7CuOEwoK089HFYyGIkVH3tENBmcn59He3s7cnNzN8yBlQoZ9GYNi4uLUKlUyMzMDEgKQyiUQcFCZr1oObLtcUS9878geNta5FVXY7H+a2A1GjH6KTU1FRkZGWEzcd1ME8O+gud5fOHJNrw5sOjT6z8wZ+KufVlrplwd2gDsINhylJeXr+uHuQ3P4WnOsH0bgDDMYJ+oERsbKxJ6KZYlQwWe59HT04OFhQU0NDSEfaBJJpO5zE/WaDRe5SeHCzKZDDzPo7u7G6xMgazzb4OJuB1GjoO8/XHEHf8OhKYv666D4jUj1NieJt6EEHoGhf656upqZGdvHJXjiyoXaHhDBicnJ9HT04OysjLk5uYG5OQcbGXQOVFkDRFkrSD7XoT8/V9DZpgHH5UEy9W/Blt4MVIopTh1J/SrCSau6xGMYECYGI5k4+Pv/qsbz6jn3P77jgQFfn59FXbvPNswT9M09vzoHfHvP78/ja9fXuYw5WrfBhAdHS3+bsvLyxgeHo6Y4Ztwg+d5DAwMiHY83uQMu0rUsDcpJwjCIfNaat54wYLQG7y8vCzZpBZf8pPDCZZlRWN+e69LSvUIKNXvgDODJss3/wtMejVw5hotlJ5DRQyNRuN2mXizgWEYqFQqrK6uetU/R1HUplAGOY5DX18fpqenUVdXh9TU1IBtP5jKoH1/INxEDsnf+wXkJx4AL6PAJRWAabgLbMlBh+fY988UFRWtIRjBjFmznxjeu3dvQL97qeBYvxb3PNnh8t/ilTI8/ql67Ep3fVLcqATs0AbAMCLBaG1tFU2TWZYFwzBbhmAEA/Y5w4EoYzqblC8vL6/xxouUzGt34DgOHR0dMBgMaGho2BS9wZ7kJwv/7muCjT9wRwSJ2TbI3/g+CMYCLqkA1kt+CHJnPWR2rUWuRIVgppfo9fptZXCzob+/XzRa9qZ8uBnKxDRNQ61Ww2KxoKWlJeAn3mApgxslihCrs1A8exsIk+7MQhQw33YEUG5M5N0RDPuYtYyMDL9LJBzHoaurC0tLS2hsbIy4u0SaZXHpL9+HRm9d829FqdF49rONUFDefX8x63BDYVhhbm4OSqUSu3btwurq6hqCkZ6eLgkFY7Mg2DnDMpkMycnJSE5ORklJiYM3npB5HU6CEQywLIv29nZYLJZNG9nnSu3V6XTQarUOCTahyk92RwTJgcNQPncHeBDgqWjQ++4GV3wJhL1I7DXkOPGaIlSchM8pXGMCte/xPL/dM7gZUVZW5lNfgdTJoDBhKRhlB0M5kclksFrXkgF/YK8IuiSCcx2g2h4HOdcOAKD33QOm5maPiKAzKIpCZmYmMjMzRXd/jVOfoUAwvDnZRfrE8LPqaXznX31rHs+Il+OVe5oRLfdsX1s2Oe47/3F1mdvnCjc2PM+LHoJZWVkiwRDU3v7+frFfLT09HQkJCVu2X20jMAwDtVoNjuPQ2NgYkqlSe288VxF5ArnwZHhIimBZVkxyqq+v35SfwRXkcrl4rrRPsBFabxISEsTzZaAth9wSwbbHID/5G+DMNLHp354Dn7XH5Xs4TCifIYQCObS/hgaqnGw0GiNW9RYQcWSQoiifev98fV0g4Y4MajQatLW1eTQI4+/2A6kM2sv5Long8gSiHj0IgmfBJeSCT8oD3fxFQOl5f5M7uIpZm5+fF3stPe0zNBgMUKlUYmyX1Bqw/cVHfvM+hrQmh8dkBPD0nfUoz/bud7j4F+86/H11zQ6XzxMSMKKjo7F79+4132lMTAzy8/ORn5/v0K/W2toqqr1Cv1qk/R6+wmq1orW1FQqFImy+jK4i8jQazZrhISFqTeqkXmg5IggiorObnRNsLBaLg+WQfbnZ3x5Rt6Xh+W4oXvsOCNYCLqkQ9EXfd0sEnbFmQtlJNRSu6/6ohtvK4BaCQMR4ng/bSco5Do7neYyOjmJwcBBVVVWiP1iotu8rNhwUASB/5ycgu54BzvQQMvu+AKb2dr+37QoEQSAuLg5xcXFin6FWq8X8/Py6fYaCzcnOnTsd0moiATq9Gef//AScf+0rK9Pw0+trvH6/k8M6mOzupfbudH3iFKIgPfUQdO5XE9Ree/sTgWBIsaE/FBDspaSUM2xPMHbt2uUw5To0NCT5qDWaptHa2gq5XI49e/ZsqZsOpVKJnJwc5OTkBDQ/2X1p+FUon7sdPCEDL5ODafoc2BLfY0adVUP7//miGlqtVlit1m0yuNng6wXb/q4iXAe+vTLIsiy6urqwsLCApqamgLrbe7J9X7HhoIhFD3L0OKj3fg4CALujHkzTF8CWHPBru97AfuLOvs9QrVaLk5IURWFiYgLl5eURNzH8Rt887v57l8NjBIBX7m5CXqr3TdI8z+P2x9ocHnviUw1rnieQ6/z8fBQWFnp9rLpSe51TGQRSv1XSNIT2kfT0dJSXl0v2MztPuQr9akLUmn2/WrjbMKxWK06fPi0q11IjqqHEevnJAwMDiIqKcsi9dvdduSWC7X+D/MOHAAAEz8H0ycPgM72/GV1v/c7lZIEYeqoaGgw2g/1I6xN3RsSRQV8h7JxsGA2NBTJmsVjQ2toKAGhpaQmZ4uGvMriRfyAAKF68G9TQEXAxqeBlCjD77gkpEXSGc5/h4uIiBgcHsbKyAoIgoNVqQRCE132GUsXPXxvEH96bcHisOC0aL3yh2ef3bPnftxz+vv/qtQkxgodgRUVFQBRue7W3oKBATNMQypIURYnEMDk5OSKVneXlZahUKuzcuRPFxcWSJYLOIElS/G3Ky8tFq6ipqSn09PQgISFBVA1DbZostDAIRvJbmQi6gi/5yW5LwwuDULz6DRA8Ay65CPT53wwoEXSGu3KycN1ypxoKZHB7mniLQBhNZxgmbBd9oWfvxIkTSE5ODnmPmj/WMhtODM912A58g8b2QFQyzHe+HYhlBww8z2NqagpWqxXNzc0gCMKnPkOp4ot/b8frfQsOj3323Dzce3Gxz+/56UdbsWI5ewORk6TEobqzhtE8z2NsbCzoHoLOaRqC8tTT0wOaph1SUCKB1As5w8XFxcjPzw/3cnyGs1WUxWIRlfrR0VFx6jw9PT3opskmkwmnT59GcnIyKisrNw25Dhfc5SdPT0+LSn1KSgoWF22m9fX19WunhgkSPGQ2G7Gyq0O6fndDKM5tTisrK4iOjo74G4OII4O+HsAEQYR9olir1QJA2O70fR0g2WhQRDajBvX+r0HO2nI0LRd8B1zFNQFbdyBgtVrFnM99+/aJhMG5z1DoebI3TN4MiQyffOQ0To2tODz2yCf2oLHQfSrFRvivl3txYnRZ/FsG4OiX9ot/8zyPvr4+MbbLG+NjfyAMmaSlpaGsrGyNSXlCQoIDqZf6b+eMubk5dHZ2BkxllRKUSuWaiDx7R4Bg9YgajUacPn1a7GXdbPtEuOEqP1nwfqVpGhRFobe3F2lpaciaOw556+9tr+NZmG47Cj6zOqzrX081fOSRR2CxWEDTdNhbGIKJiCOD/iBcZJDneQwODmJsbAwAApYo4i28VQaFaDnhNS6J4PAxRD19q803KioJbG4L2KbPA4R07rKEieGEhARUVVW5VB886TOU6oTrHS6I4JtfbkZ6gu/+fQ+8PojHT804PPbhfeeJ/1/wu9Pr9WhqagqbV6Ar5UmwrRkeHoZSqRSJ4WbwxZucnER/fz92796N9PT0cC8nqLCPyBO83px7RIXjzh/LIb1ej9OnTyM7OztioyVDDZIkMTc3h+joaDQ3N8NkMkGj0WCm+wQKTn0FMvAwx+fD0nwvqIwqSO0bF65lDz30EJ544gm8/vrrEU0EsU0GHRGOSDqGYdDe3g69Xo99+/bhvffeC5s66Y0y6DwoIpTZRXAM5K99G7Lp07Z/Bw/zob+Cy1k7WBBOCEMNubm5Hqux7vwMhQlXX/0Mg4FvPNOJD5yI4MlvnIu4KN/90v7n1X48+sGUw2OvfWkfohW204m9h2BjY2PYvwN7KJXKNYMM9r549uVkqXnKjYyMYHR0FLW1tUhOTg73ckIK5x5RmqbFQQZ7yyFv7U9WV1dx+vRp5ObmoqioaJsIBgD2PYK1tbWQy+VQKpVInX8PylNfAC+jwHMMpnKuQrcuA4p33pFcfjLP8/jjH/+I+++/Hy+99BLOPffccC8p6Ig4MujPwRzqSDqj0Sh6gzU3N0OhUAQ1Em4jeLrtDQdFzEsge1+EXP0oAIApuxps5SHJEcGpqSn09vaivLwcOTk5HrxiLVxNuGo0Gkn0GT72wThe7NI4PHbqvvMQo/D9sP/C39Q4PrDo8Nhzn23AjiSbIavJZIJKpUJMTAxqamokcWJ3B/tBBntfvNHRUXR1dSEpKcnBFy9csM8ZbmhoiHiLC08gl8uRnZ2N7OxsMSJPaOHo6OhwGGRwZxa8vLyM1tZWFBQUoLCwMOSfIRLhiggCANnzPCjBUJpjYLrtKLIzq5Ehwfxknufx17/+Fd/+9rfxwgsvbAkiiEgkg/4glGVinU4HlUqF7OxsB7+1YEXCeQJPtr3RoAg4BlF/uRSylSlwMWkgeA5085eCOiXmLYSy/OTkJGpra5GS4nvfnD3s1YvCwsI1fYZRUVHIyMgISZ/h9LIR//3qkMNj732txS8iePkv38PkssXhsX9+rgElGTZyIngISt3mxBWcffFMJpP42w0MDIgxa0I5OVSfLdA5w5EI+4g8e/sTQa0XfETT0tKQmJgImUyGxcVFqNVqFBcXIy8vL9wfISIgxPY5E0GsTELxwhdAgAeXWgp6391ij6BzfrLQChCu/GSe5/G3v/0NX/va1/D888/jwgsvDOr2pISIJIMEQYjlS28QqjLxxMSEqEjl5uauWYNUlcENB0WGXgel+jMI/bzt+cWXwXrw50FftzcQ/BtXVlbQ1NQU1ItrOPsML/3lBw5/P3VnLZJifGu4XzVbcc5P3wXjdJ9w/MvNyDjTd7iwsID29nYUFBSgoKBgUxFBV4iOjnaZed3WZvNTtP/tgpVMwbIsOjo6YDQag5IzHKlwjshz/u3i4uKwtLSEkpKSbSIYIAhEkKZpR0Ww70Uo/nkXIKMAjgZTdwfY6htdvoerVoBQ5yc/88wzuPfee/HUU0/h0ksvDfj7SxkRSQZ9RbDLxBzHobe3FzMzM6ivr3epSIWTDJIkKQ6F2F/MNxwU4XkQuiEojvw/yFanwMVlga69HczeT4TjY7iF/cSwkIcbKoSyz/DG3590+Pv2fTmo2pHk03s93zaNb/3TMbdYIQNO3nc+FJSNwM7MzKC7uzsip1vh9NvxPO+2JJmenh6wslY4coYjEc6/3djYGAYHB6FUKjEwMACNRiP+djExMZv+JiYcWI8IUh/8GgR4gKNthtIeRszBw/xkgRgGwmT+n//8Jz7/+c/jiSeewJVXXunXe21GbJNBOwSTiAlExGq1oqWlxW0fS7iVQZw5uAW1Y8NBEQDU+7+E4u0fg4+yNbWzlYfAtNwb8vWvB71eD7Vave7EcKgQzD5DvZlG54xB/DtGTuAbV6w1gd4IPM/j6t98gJEFx9zivORoHP5is/gcwUNw7969SE1N9Xo7mw0EQSApKQlJSUkoKSmB0WiERqPB/Pw8+vv7ERsbK/52vk64SiFnOBIxPz+PoaEh1NTUIDMzU2wFEKLWhMnyjdI0tnEWHMe5JIJYnYHin5+xpUylloKt/7RXRNAZ6+Unj46O+p2f/NJLL+HOO+/EI488gmuukZbtWahA8L7UUyUOmqZ96rvr7u4GSZIoKysL6HqEXqq4uDjs3r173R315MmTYi5kqMGyLI4ePYqLL74YCoVi4/5A0yLk7/wvZFOnQM53gpfJYbqnE4gKjZ+cpxBKmN5MDIcL9tYnOp3O6z7Dxh+9AQN99u/2b53n9Ynx1e5Z/PvTPWsev6MlB1+/zEYs7T0Ea2trQ+YhKGUIE64ajQYLCwuQyWQiufC0FUCKOcORAMEIuaamxqUlj/1kuVarFSPyIsmoPNDgOA5tbW1rFcHeF6B4wWYfRnA0rJf9D5ja24K6DqHSotVqYTKZvMpPPnr0KG699Vb8/ve/xy233BK0dUod28qgHYLRMzg/P4/29nbk5+dj165dG17MpaAM2ruxuyWCVgOoD38LueovAAC6+kawFddJjggKE8ObpYRpb33i3GcIQFSd3JELeyJYmRXrFRFcMVtx+YPvY8XsuP8RAF6+uwn5Z3KLpeIhKDU4T7g6twIIhsnp6ekuPcs2S87wZoPgzbhnzx636rXzZPnq6qpLo/K0tLSQR+RJEQIRtFqtqKurE4mgbOg1UCd/A4JnAZ6F6ROvgM/eG9S12FdaysrKvMpPPn78OG699Vb85je/wc033xzUdUod22TQDhRFwWKxePDMjcHzPEZGRjA0NITq6mpkZ2d79LpwWssIJWDBMd5ttNziCKL+chnA0bY4odh00Bf/AIjyrS8tGAjWxHAo4W2f4fNtjt5/T9/V5NF2GJbF9b87hX6Ncc2/1ecm4K931It/S9lDUEpw1wogKFTx8fHibxcXF4eVlZVNmTMsdYyPj2NoaMgrb0aCIJCQkICEhIQ1JcmRkRHI5XLJ+eKFEu6IILE6A+UznzwzNVwCZu8ng04EXWG9/OSf/exnsFqtuPzyy5Gbm4u7774bDzzwAD7xiU9s+WMuIsmgrz9qoFQ5QTlZXFxEU1MTEhMTvVpDuKxleJ4HSZKwWq2IiopySQTJ7mdBDrwCgrb1pVmu+F+wVTcClHTc2YXvf3V1NegTw6GCO3IxNTWFnp4eJCQk4KfHDB6801noLVZc/9tTGF9aewNEAnjuc43YlREnPraZPASlBGfLIavVKpaTR0dHIZPJwDAMcnJyto2PAwjBpLuurs6rc7AzlEql2LrD2vni9fb2wmq1Oky4RvrEtzsiSPa+AMXLXxKnhumGu8Du+Xi4l7smPzkqKgrPPfcc/vSnP2F4eBg7d+7E6OgoPvjgAzQ2Nm7pc1pEkkFfEYgysdlshkqlAkEQaGlp8TrCJpyReBzHISEhAadOnUJKSorYq6ZUKm0Tw4sjUL54NwCAzWkCt7NJckTQYrFArVZDJpOFfGI4VHAmF0KfoZkecHje0tKSyz7D3789ggffGIW7vezO/TvxlUtLHB5bXV1Fa2srMjIytkuYfkKhUIj5uzMzM+jq6kJycrItrmtmZrtXzU/wPI+hoSFMTk4G3KTbflChrKxMvCmzj8gTfjt/IvKkCLel4bF3QX3wfyAYMwDAdOuL4HPqN3i30IMgCDQ1NYEkSTzyyCO4//77UVBQgJdffhlXXnklSJLEwYMHccstt+DgwYPhXm7IEZEDJAzD+ESoZmZmMDY2hubmZp+2u7S0BJVKhbS0NFRVVfnU/N3b2wue51FRUeHTGnyBfX8gQRBijqRGo8Hy8jISEhJQN/BzxE+9BchjQNAGWK7+DdjK60K2Rk+g1+uhUqmQlJSEysrKLXeX96s3hvDQ2+MOj8XLgBgloDMD9AZH+nnFSXj43/auuYBFmoegVCD0sglDDTzPQ6/XY35+HlqtFqurq0hMTBStT2JjY7e/+w3A8zz6+/sxNzeHuro6xMXFefCqwMBqtYo9vsIAkfDbpaSkBM2PMhRwWxrWDSPqD+faSsNJBWD2fALMvi+Ee7lu0dbWhquuugr33Xcfvv71r4vHE8MweP/99/HSSy8hOTkZ3/jGN8K91JBjmwzaYX5+HgMDAzjnnHO8fu309DS6urpQUlKC/Px8n0/aAwMDsFgsqK6u9un13mKjQRFaMwhr69+Q1vYQCPBYSKzBfPN3kVSwW1J3vgJhycvL29Kltsr/fMPr11xenopf3FDj8jubnp5GT0/PphnA2QzgeR6jo6MYHR3F3r173fay2SfY6HQ60fpESEHZnjR2BM/z6O3thVarRX19vVv7rlBA6PEVfj+z2Rz2mDVfsW5p+PVvAwYtCPCwHHwAbM1N4V6uW3R2duLKK6/Evffei+985ztb9hrhDhFJBlmW9ancu7CwgK6uLpx//vkev0a4E52YmMCePXtc2hZ4g+HhYayurmLPHt89mTzFhhPDAJR/vRLkjApcbAbYzN2Yr7gDk1w6tFqtOIGXkZERVl+uyclJ9PX1bRMWAKeGNfjkY50bPk8ODp/fq8CB3bku/QztCcvu3bu3hIdgKGCfM1xXV+dxCVNohBfsMziOE8uVaWlpW96UmuM4dHd3Y2lpCfX19ZIjW0LMmlarxeLiImJjY0XVMNjRlP7AbWl4Rg35K18Bqe0BL6Nguekf4HY2AxL9HD09Pbjyyitx11134T//8z8l+32HE9tk0A5CcPlFF13k0fMZhkFbWxsMBkPAShKjo6PQ6XSoq6vz+73cQUgUWS9ajhw8AsXLXwYvj4JsdQZs7n5YbnlG/HeO47C4uIj5+XloNBqwLIu0tDRkZGQENaLL+XMMDAxgenoae/bs8XhacCvgS0+24bV+nfi3DEB5Rgx+eF0FyjMTXPoZCsQ+ISHBodQWyJ6rrQz7nGF/lCshjUH4/QwGA5KSkkTVMJyKWDjAcZxodVRfX+91n3aoIcSsCcQeZ+INBT9KqRB7t6Xh+S5E/eUyW2k4NhNM3R2SCxmwx8DAAA4cOIBPfOIT+J//+Z9tRd0NtsmgHfR6PU6cOIHLLrtsw+caDAa0trYiKioKe/fuDdgBPDExgdnZWTQ2Ngbk/ZxhTwLhKlGE50D2vwxS9Qio8XcAAOZDj4HLawHkri8ywsVJIIYmk2lDTzV/YT8xXFtbGxETw+GCvZ+hYLhLkiRKSkqQnZ295XovgwEhZ9hkMqG2tjagU6f2Pb6Li4uIiYkRjz0pq06BgPC9ms1m1NXVbbqBG/t4Q61W60DsPTFMDhbclob7XoT87R9DphsEAFg+8jDYCukmdgwPD+PgwYM4dOgQfv7zn28TwXUQkWSQ4zjQNO3BMx1hMpnw5ptv4oorrlj3BLqwsAC1Wo0dO3agrKwsoDvY9PQ0JiYmsG/fvoC9pwDnaDlX66ZUj0Bx9D7wIMCllYMrvRL0uV/zajvChN38/DxWVlbEeLWMjIyAqBb2E8N79uzZdBcAqcJqtUKlUoHjOCQlJWFhYUE0S87IyEBaWprkVRcpwj5n2CGyK0jbsif2OKM6CUblm3mIwRksy0KtVoNl2aB/r6GCEJEnEPuoqCjx9wtVn6hbRXBhEMqnPw7Z8hj4qCRYD/4C7K4rJFsaHhsbw4EDB3DVVVfh17/+9TYR3ADbZNAOVqsVx44dw2WXXeZSDeF5HuPj4+jv70dFRQV27twZoBWfxdzcHIaGhrB///6Avu+G/YHmJSif/wwI/QxkuiHwMhLmz5wAn5jr13aFcuT8/Dx0Op2Y3ZqRkeFTuLgwMZycnIzKysrtAzxAEGLQ4uLiUF1dDZIkwfO8SOw1Gg1WVlbEJIaMjIxtNdYD2OcM79mzJ6QqK8dxourkSrHfzJ54DMNApVIBAGprayOK5ApgGAY6nU4khxzHOXgaBuMm2G2P4PRpKB/7iO1JVBToffeAOecrAd9+oDA9PY3LL78cl1xyCX77299uXyc8wDYZdHrdkSNHcNFFF61RQIQG5fn5ea/c7L2FVqtFT08PzjvvvIC9J8/zYtl8TVkYALE0BrLzKSje+xkAwNrwObBVh8BnBnaimWEY8cQmDKAIXoaeDKBotVp0dHRs+YnhQENIv8jMzERZWZnb79Vdn6GgWmz/Ho6QWs6wMMSg0WiwtLSEuLg4UXWSkjPARqBpGiqVCiRJYu/evVuijcE+Ik+j0UCv1wfcdshtaXjgMKj3fwVyphUQ2oaKLwnI5woGZmdnceDAAbS0tOBPf/rTltg/AoGIJIM8z8Nqtfr0uiNHjuC8885zKGcK5TOGYVBXVxfUSbXFxUW0tbXhwgsv9Pu9PBkUgX4O0b/dB4K1gEvIAR+VBMv1TwBxGX5vfz1wHCc2Uc/Pz4PjOJFYpKWlrTmAJyYm0N/fj8rKSo+j/baxMRYWFtDW1oaioiKvLJEE1ULwxIMHuclbCVLPGaZpWiSGgiee8PtJOWJNUFqVSiV2794t2XUGG4LtkFarxcLCAhQKhUP+rrffizsiCIMG0X+8AIR5EVxCDuhzvwG26gbJlobn5+dx5ZVXYs+ePfjrX/8akYpxsLBNBp3w2muvYd++feIEpZC8kJiYiOrq6qDvXCsrK/jwww9xySX+3XltOCgCgDr9R5D9L0M28R4IANYLvwem6fN+bdfXtboaQBH61MbGxrYnhoMAwUPQX4JtX46cn5/f8n2Gy8vLUKlUyM3N3RQKtuAMIJBDIfdaUJ2k8vtZLBacPn1abGUIt9IqFQgReULFhaZpsR3Ak+PPbWl4/D0o/34DQJAgOBrWc74G5pyvhuhTeY+FhQVcddVVKCkpwZNPPhkRPaShxDYZdMIbb7whGsHOzc2hvb0dhYWFIQuPNxgMePfdd3H55Zf7/B4bDopwDIj5bkQ9egUIAOzOZjBVh8BW3wiQ4R/GMBgMmJ+fFwdQZDIZ8vLykJOTs+VsM4KBYHoIbvU+Q0Fp3bVrF/Ly8sK9HK/h6veLj48XVcO4uLiwkFuTyYTTp0+L6ULbRNA1hBQbgdgLv59A7J37tN0SweFjkH/wa5ATJwAA5pueApd/btg+10ZYXFzERz7yEezcuRNPP/309lChD4hIMogzd5G+4O2330Z5eTlWVlYwPDyMmpoaZGVlBXx97mA2m3H8+PENJ5rdQVAEWZZ1aySteOY2UENHwMVlgzBqYD34ANiqQwH6BIGBxWKBSqWCTCZDZmYmFhYWAjKAstUhpDRoNBrU1tYG3UNwK/UZzs3NobOzM6JaGaxWq/j72ZcjPe3zDQSMRiNOnz6NtLQ0SZbcpQyr1epQTrbPVk5OTkZnZ+fa0jBtQvQvy0BwNLjkYjC1t4Gpv1OypeHl5WVcc801SE1NxXPPPbepB6PCiW0y6IR3330XJEmKvlUJCQkBX9t6ECaaL730Uq9L0htNDBML/aBO/QHkwCuQGbVgM2tg+cQrgExafTerq6tQq9VrJoZpmsbCwoLYpyaXy0ViuB3PtTEETzaj0Yja2tqQpzQIKRqR2GfonDMcibAvR2o0GjAMg9TUVLEcGQw1xmAw4PTp08jMzERpaek2EfQDQkSe/XQ5RVEoLCxEZmYmoqOjIRs5DuWztwGEDARjhvW8/wem5cvhXrpbrK6u4rrrrkNMTAxeeOEFySXPbCZELBm0Wq3w9qOZTCa88847iIqKQlNTU1h6ZViWxdGjR3HxxRd7dXIV+gPdDorQJiif+STI8XfAU1Fg9t4GZvct4NPKAv8h/IBWq0V7ezsKCgpQWFjo9uQvDKAIfYY8zzskoGxmYhEMWK1WqNVqEAQRUJN0X8HzvHhhsu8zDKZReTDgac5wpMHddKt9Coq/xG11dRWnT5/Gzp07Q9amsxXAcRza29thNBqRlZUFnU6HpaUl5DBjKJ1+BvFam2WP+aanweXtl6wiaDAYcOjQIRAEgZdeeikgCWBbGdtk8AwWFxfFsmRhYSHy8/ODuj534Hker776Ki644AKP7nKEiWGWZQE3gyJk/0tQ/POz4KNTIDNqwOadA8vNTwftM/gKXyeG7V385+fnYTabRcUiPT19y/ePGI1GqFQqBw9BKWG9PsNA2WYEA0Iu+ezs7JaP7ROmW+3bAfwxSxaiQYWbwm0EBgIRNJvNqK+vF28KmZU5xP+2HgTPQq/MxlTauVje/RmkhzBe1BuYTCbccMMNsFgsOHz48JY+9gKFbTJ4psTT09OD0tJS6HQ6JCUlhfUEdPToUbS0tGx4p+PJoAjV9hhkA4dBjb4JADB98jD4jGpJlYaFi+rMzAz27t2LpKQkv95Pr9eLxHB1dRWJiYnIyMhARkbGlisjeOohKCVshj5DwXd0aWkJdXV124NNdhDaAYTpVo7jHFJQNlKlFxcXoVarRbujbQQG7oigbOh1KA5/FYRJB4KjYbngu9CW3iKSe6PRiOTkZPE3DPe+bjabccstt2BpaQlHjhxBYmJiWNcTKYhYMkjTtGir4g4cx6G/vx9TU1PYs2cP0tLS0NHRgejoaOzatStka3XGsWPHUF9fv+5O7smgiBAtBwBMwUXgii4C0/CZoK7dWzAMg87OThgMBtTW1gb8RGM2mx2IRWxsrEgMwzUZGSoIJXdvPQSlBHtiodFoAAn0GdrnDNfV1W2aknY4IKj2ArEwGAxITk4W+wydj3dhGru0tDQoCU9bFe6IIDHfBcXRb4GcOgkAMN/4JLj88x1Kw0L2tVarhU6nQ0xMjDiEEupebavVio9//OOYnp7Ga6+9hpSUlJBtO9KxZckgTdNoa2sTT+iC5UV3dzdkMhnKy8tDuFpHvPnmm6ipqXG7o28YLWdcgPIfN4MwLUC2OgOeVMD86bfBJ0nL6sJsNkOtVoOiKOzZsyfofWz2RrvCAIqQgBJpAyiB8hCUEqTQZyicN0KRMxyJEIiFkL0bExMj/n5WqxWdnZ0oLy/Hjh07wr3UiIFbIrg4gqg/nAeCZ8HFZYGtuh70Bd9e970Es3l71dd+iCiYxwNN07j99tsxNDSEY8eOIS0tLWjbssdbb72Fn/zkJzh9+jRmZmbw3HPP4dprrxX//fbbb8cjjzzi8JorrrgChw8fDsn6AgVpNQKECAaDAa2trYiJiUFzc7PDDkxRlE9RdoEESZJiD6AzNhoUIea7QfU8D3K+EwBg3f9VsDU3+Z0xHGisrq5CpVIhNTUVFRUVISFicrkc2dnZyM7OBsuy4kmto6MjYgZQeJ7HyMgIxsbGUFtbG1F3zgRBIDk5GcnJySgpKRH7DKenp9Hb2xv0PkP7nOHa2tpNu4+EE9HR0cjLy0NeXp7oDqDVatHa2gqWZZGcnAyKosAwjOT61DYj3JaGh1+H/O3/BXjbdYY+52tg99y64ftRFCVWVoSwAI1Gg7GxMXR1dYlDRGlpaQE9BhmGwV133YW+vj4cP348ZEQQZ/jCnj178KlPfQof+9jHXD7nwIED+POf/yz+vRmrBRF7tLnbCbVaLdRqNXJzc11aFQi2MuGETCZbQwadB0VcEsHVaZuRNMeATS0D4jLA1N0BxATOVDgQEAhYYWEhCgoKwlK+JElSJA5CKWt+fh79/f1iAoOQoLFZBlA4jkNvby+0Wi0aGhoiuqmaIAjExcUhLi4OhYWFDn2Gw8PDAe8zFHKGExISUFVVFVEqcrggl8uRlZUFnucxNzeHXbt2gaZpDAwMwGw2i+Xk9PT0be84H+BWEVydhvyN/wS50A9eEQfLgZ+BLbva6/cnCAKJiYlITEzErl27HIaIhoaGoFQqxT5DfzwpWZbFF77wBajVahw/fhwZGcGNSnXGwYMHcfDgwXWfo1QqQ+pHHAxELBl0Bs/zGBsbw8DAACorK5GTk+PyeeupcqECSZIOJW7nQRGX0XInHgA58Cpw5nXsnlsl1x8IAOPj4xgcHERlZaVkDh6CIJCUlISkpCQHxWliYgLd3d1ISkoSy8lSHUBhWRbt7e0wmUxoamrachdPpVKJnTt3YufOnQ59hm1tbYCffYZCznBGRsamGcLZLBD8Gffu3Ssm4ZSWlorH4OzsLPr6+hAXFyf+httm8xvDLRGcbUfUY1cCPA9eRoHZ83Gw5R8NyDajoqIcjkGdTgetVouuri7Rk1LoNfRUOeM4Dl/60pfw/vvv44033pBsy4tAUpOTk3HxxRfjhz/8YUCTnUKBiO0ZZBhGJHUcx6GrqwtarRa1tbXrTqtOTk5iZmYGjY2NIVytI06dOoXMzEzk5uZu3B/ImEHMtiH6CVsPA1twAZjdt4ItvVJyE8N9fX2YnZ0NyMRwqCAMoMzPz2NxcVG8KElpAEVqHoJSgn2foUajgdls9qrPcLPlDG8mjI+PY2hoaEN/RqvV6jCdTFGUqDilpKRsl+ud4LY0PPY25O//CuTY2wAAy3V/AluyvuIVCAgRecLv52nEIcdx+OpXv4pXX30Vx48fR0FBQdDXuhEIgljTM/jkk08iJiYGhYWFGBoawre+9S3ExcXhxIkTm2rfjFgyyLIsGIYRY804jkNdXd2GisnMzAzGxsbQ3NwcsrU6Q6VSITk5Gfn5+esTQQDKJ64FOfkBuIRcEOYlWK96EGzJgbCs2x0YhhGnL/fu3Rt2awJfIQygzM/PO0RzCQko4SAKRqPRoXy5mU4+oYa3foabPWdYyhgZGcHo6Cjq6uq8sgbhOM4hBcVqtToMMGzGXq1Awh0RBGNB9G9qQZgXwSXsBNP4WTB1nwKI0Lc7WCwWkdwvLCyI5H5lZQVVVVWIj48Hx3H45je/ieeffx5vvPFGWN097OGKDDpjeHgYxcXFeO2113DJJZeEdH3+IKLLxCsrK2htbUVycrLHZrtSKRMLyqbbQZHZNshVj4DQ9gMA+IQcmD93Mkwrdg9hYlgul6OxsXFTq1buBlACUYr0BcvLy1Cr1cjKytqO6vIA3vQZWiwWdHV1RdQ0thTA8zyGh4cxMTHhU1+rTCZDamoqUlNTUVZWBr1eD61Wi6mpKfT09IjkPi0tTTLKfajgVhGc/ADKv98kEj+27CO2rOEwQalUYseOHdixY4dI7rVaLb75zW9CrVajvr4eFEWhr68Pb731lmSIoKcoKipCWloaBgcHt8mgFDA3N4fW1lYUFRV5Vd4JNxnkeR4ymQzLy8swmUyIjo52GS2nOPx1kPMd4KOSQTd/CUzNLeFaslusrKxArVaHdGI4VLAfQKmoqBBLkcIAilDGSk9PDwoBFjwEi4uLt415fYS7PkOVSiVOtgrng23F1X/wPI+BgQHMzMygoaHB7/gwgiAQHx+P+Ph4kdwLAwzDw8Oicu/vAMNmAMdx6OjoWEsEp0+DOvFLEKwFAGA+9Bi4oovDvNqzsCf3r7/+OtRqNb7xjW/gxIkT4HkeN998M66++mpcffXVaGxs3BS/4eTkJBYWFjbdTWTEksHY2Fjs2bPH68kjwdYgHBCMpLOysjA0NIT33nsP8fHx4ih/bGwsyPYnoDj8NfDxth2NzdsP+vxvhmW960EKE8OhgivLk/n5eYyPjwdlAGVqagp9fX2SGsLZ7BDIvcFgAACUlZXBbDZjYGAAHR0dmzI3WUrgeV6cdG9sbAxKq4hSqUROTg5ycnIclPuuri6wLBsyP7xQQyCCJpPJsTRsNUL5t4+BYK3gUorBln0UXNFFks0aJggCr732Gvr7+8VM6sOHD+PFF1/EgQMHoFAocPfdd+N73/teSNel1+sxODgo/j0yMgK1Wo2UlBSkpKTgBz/4AQ4dOiRet7/xjW9g165duOKKK0K6Tn8RsT2DHMf55Beo1+tx4sQJXHbZZUFZlzvYD4oQBAGZTAar1Xp2eEEzg10rJ7Bz5UPEadvAg4DprhNAYp7kDm5hYriqqgqZmZnhXk5Y4WyyGxcXJxJDb8tYQoltfHwce/bsiSgPwXBjvZxhgdxvptxkKYHneXR3d2NxcRH19fUhn8jneR6rq6vicajX60U/POE33KxwRwRlY+9C8cqXQRg0IFgLrOd8Dcw5Xw33ct2C53k8+OCD+MlPfoKjR4+ivr7e4d8ZhsF7770Ho9GIAwdC2xN//PhxXHTRRWsev+222/DQQw/h2muvhUqlwtLSEnbs2IHLL78c999//6a79m2TQSeYTCa8+eabuOKKK0J2kt9wYhiA7O2fIOrEz8GDwFziXmhT94GuuTmswwvOEOL95ubmsHfv3u3MSCfQNC1ekLRaLZRKpccDKPYegnV1dX6X2LZxFt7kDAulyPn5eeh0OiiVSocUGykch1ICx3Ho7OyEXq/3aIAvFHCOqIyOjhaJYWJi4qYoRWIdIkgsDEL+2rdAnZkaNn/sEXDFl4ZlWMQT8DyPhx56CD/84Q/x6quvYt++feFe0pbENhl0gtVqxbFjx3DppZeGxAF/IyJILI1D+dztAGOFbHEIvDwW+s+8D52JF9UKAGIpOSUlJSwnM4ZhxObl2tpayfrxSQVCGev/t3ff4VGV6f/H31PSgBAIKfROqIEUqigCohCBTLLY1hUR28+GXyyruK5t15V1LYsNuwuugkoyhA6iBJAiQgoQQkBAOplJ75l2zu8PPGcTSELJZEryvK5rr71MJuSZTDLzmec8933XfAyVYHhhuwylh6Dys/WEF9TmoubP9krnDNc1N7k5TLFxFqWgQQkrnti8veZ4tZqPoVII5qlTUOoNgiWn8P90LBrJhtQ6DEf/6dgmveru5dZLlmU+//xzXnjhBdauXcvYsWPdvaQWq9mGQVmWsVqtV/x1kiTx/fffM2HChCY9G3ThRJG6GklrzNnos77FZ88nAFgnvoIjYipy2/81zJYkieLiYjVU2O32Wi9Irngyq66uJiMjA19fX4YOHdqszuO4gtILT3kMlXYZYWFhtG3blqysLHQ6nUvmN7ckNpuNzMxMgEb3Z2xsP8PmxuFwsHfvXmw2GzExMV7xe6tMIlIew8rKylpTUDzlDW5Dl4Z9tr+J7vTPAFgnvXZ+ApWHkmWZL7/8kmeeeYZVq1Yxfvx4dy+pRRNhsA4bNmzguuuua7J+eEqhiDJlpK4gqD2Xid9/b0aDjKN9H2jXHYvhM/Ctf001Z0WazWaqqqqafKxaaWkpGRkZhIaGMmDAAK+5xOKpajZozc3NpaKiAl9fX3r27El4eLjYFXQSpf+or68vw4YNc/ouXks+Z2i328nMzESWZaKjoz12d+1SKisr1erkoqIiWrdurRagBAUFueUxrLdYpLoYvyV/QJd/ENk3EOukV3EM+gNoPfNnL8syS5cuZe7cuaxYscKrWrA0VyIM1uGHH35g1KhRTTLb9cLRcheFJ1nC56fX0Z5NR3dyGzSiU7wSKsxmM2VlZbRv31493+SMUGE2m8nKyqJ379706NGjWb/AuZoy+UKpIs/Ly6O4uFgtQFE+Ln7mV66qqoq0tDSCgoJcMme4rnOGypEAbzqjdjlsNhsZGRnodDqioqKazaVym81WawqKVqutdTnZFfez3kvD5gP4//dmkCWQ7NiHzcQ2+V9Nvp7GSEpK4pFHHmHZsmWXnPsruEazDYP8/iR8NTZv3sywYcMaHJF0NS5ZKOKwoj2xA/+k8z0D7QMScPSbjGOAodEVw0pVq9lspri4WN2pUELFld4PZZSUqBh2PqUtz4U9BK1Wq7pToRSgKMHQXTsV3sbdc4ab8zlDq9VKeno6fn5+DB061KvvS0OUoznKY2ixWNQjASEhIU2ye18zCMbExKhXebRn9qD/+T30R78HwGL4DEf/qU7//s60YsUK7r//fpYuXUp8vHPmIguN16zDoNVq5Wru3k8//cTAgQMJCQlx2louJwj6fzEBbdExpFYhaKwVWG7/FqmL82ck12xZU1BQQKtWrdRQcakh8JIkcejQIcxms6gYbgKnT5/m0KFDDBkypMGQfWGo0Gg06mVIMa+1bsXFxWRmZnrMnGHljJpyOdmbzxlaLBbS0tJo3bo1kZGRzWq3syGyLFNZWan+HZaUlKjzy0NDQy/5fHo56guCAAHv9EdjKUVq1xP7kFuxj37cYy8NA6xZs4Z77rmHL7/8khkzZrh7OUINIgzWYceOHfTp08cpO15KoYhyRrCuIKg9sxvd4bX47P4IAFvU3dhueBV0TX/o2m63q5ew8vPz8fHxUYPhha0ylIphi8VCVFSUxxyobg4a00NQkiQ1VJjNZmw2W62zot5weL+pKRNbPHnOsDI32Ww2e9U5w+rqavWy+6BBg1pMEKxLzd17Ze5uzSkoV/omraEdQb/ls8FWhcZWgS32AWw3/K2J7pVzbNy4kTvvvJPPPvuMP/7R8yZmtXQiDNZh165ddOvWjc6dOzfq+19OoQiSg4B3ItDYKnF0HIbUMQr7mLnIga6fLHFhuxNltyksLIyAgAD27duHn58fkZGRImA4kSRJHDx4kIKCgkb3EFQKUJTHsLy83OlnRb1Nbm6u180ZrjlaraCgwGPPGVZWVpKWlqaOnPTUwOoOytxdZddQeZOmnDW8VEFffUFQU3AYny2voT+yAYDqhM+R+k3x2D6C/H706rbbbmPhwoXMnDlT/J54IBEG65CWlkZoaGijdhAuWSgC6Hf8G589nyDrfNBW5GEb+Si28X+96u/pTDVb1phMJqxWKwEBAfTp04fQ0FCvrRD0NHa7XZ0p2hQ9BC88K6qMN/T03SZnOXXqFL/++itDhw516rEPV6rvnKG7e+FVVFSQlpZGeHg4ERERzf53qTFqdgnIy8ujrKyswZ1fJQhWVlbW7tFYVUjAwhg0DgtS2244+tyAbdI/PDoI/vTTT9xyyy38+9//5r777hO/Jx6qWYdBm82m7spdiczMTIKCgujVq9dVfd9Lng+0VqA7sRXfdU+hqS5CCu6HZdr7yOFDPO6P2mw2s3//frp27YpWq8VsNlNdXa1ehgwNDRW7hFfJarWqlZeu6CGoXMJSzor6+/vX2m1qTk/Ssizz22+/ceLECaKjo2nXrp27l+QUnnLOsKysjPT0dDp37kzfvn2b1e+OK1gsFrUQrObOr9K25sCBAxcFQe3pX/DZ8g+0Z/egkSWs1z2Lfcxcd9+VBv38888kJiby2muv8cgjj4jfEw8mwmAd9u/fT0BAAH379r3ir625I1jnZWHA13gP+iMbkAI7g387bGPm4hgw/Yq/V1OSZZkTJ05w7NgxhgwZQlhYmPo55TKk2WwWlyGvUmVlJenp6S5rb3IhZbdJOSta80iAu6bYOEtDc4abG3ecM1TaHnXv3p3evXs7/d9vaZTjOTUvJ+t0Ovr27UvHjh3Pv0msKsJv+Wx0p3cha3RYp76Ho/80l5wrv1p79uwhPj6eV155hccff1wEQQ8nwmAdDh48iEajYcCAAVf0dcr5wHpHy+XuxXfbG2iKT6AtPILUvjfVD2y/4vU1NWUObl5eHtHR0bRt27be2yqXIU0mEyUlJbRt27bWZUjhYsqLaefOnenXr5/bnyRrtspQClCUy5DeVoByJXOGmxtXnDMsLi4mIyND7S0qOI8yvq+8vJzQ0FCKioooLy+nk28Fsbv/D41kBzQ4BiVinfquu5fboMzMTKZOncpf/vIXnn76abc/xwmX1qzDoN1uV8e9XYnDhw9js9kYPHjwZd3+sgpFzNn4bv47+uObkTVarDf8A6nvJOS2Xa94fU3JZrOxf//+q6oYtlqt6uWrgoICWrdurVYmt2nTRjwh1Ogh6KlVrTULUMxmMxUVFbUuQ3ryzm9j5gw3N01xzrCwsJDMzEz69etHt27dmmDVLVd9ZwStx3eh3fkubU9tAiCr3+PYB88gNDT0om4PniIrK4ubb76ZuXPn8vzzz3vkGoWLiTBYh6NHj1JRUcHQoUMvedvLKRTxWf0YPtnJKD9oyb89lvu2QOvQK15bU6qqqiIjIwN/f3+GDh3aqIPpF7as8fX1JTQ0lPDw8GZ3Pu1ynT59msOHD3tVo26lh5rZbKakpEQtQLmaZuVNyZlzhpubmjN3lTO/V3rOUGnNM2DAgEZ3WRBqq7dYBPBfGIW23ITUtivWIbdzrs8d5BUUk5+fDx5SSFTTwYMHiYuL46GHHuKVV15pkc/z3kqEwTocP36coqIioqOjG7ydsiPocDjqLhT5nd9HI9CVnq79tb//vyMsEuv0j6CDe8/elJSUkJmZqU5mcOaZsYZa1nj7+bTLIcsyR48e5dSpU0RFRTl9so2rKM3KlZ1ff39/9UiAOwO+xWIhPT1dfRMjGm437MJzhpeqMFeKyAYPHkzHjq5vedWcSZJEVlYWFRUVtYKgJncvfsmz0Nir0FhKsQ39E7Ypb6pfVzPg5+XlUVlZSXBwsBoO3dED9vDhw8TFxXH33Xczf/78Zv+83tw06zDocDiw2+1X/HWnT5/m3LlzjBhR//SPS1YM13Q2A/+vpqPBQV23UncM2/XGMn0hdBp2xWtuDJPJxIEDB+jTpw/du3dv0hf1mi1rzGYzDodDHccVEhLS7F7IlR6ChYWFREdHN6qHoCepWYCSl5eHVqt1S8B39Zzh5ubCgK+cM1QuQ5pMJrKzs4mMjKxVRCY0Xr1BsOg3fLbOR39oFQDV0z9C6j8NtPU/N9acglJcXEzr1q3Vx7Ft27ZN/kbt2LFjTJkyhVtuuYW3337bZX+HW7du5Y033iAtLY1z586xfPlyEhIS1M/LssxLL73Ep59+SnFxMWPHjuXDDz+kX79+LlmfNxFhsA7nzp3jxIkTjB49us7PX6pQpF7WSvTf/xn9wZVoZHvDwbBNZyxT3obe11/x+i9XQxXDriDLMqWlpWowbG4ta2pObGmKHoKeombAV6ohawb8prp85e45w83NhecMlee4nj170rNnT4+4DNlc1BcEsZQSsDAaja3yfB/BnuOw3fR6g0HwQjabjfz8fPV/yhu1kJCQJpl/feLECaZMmcLUqVN5//33XfqGbN26dWzfvp3Y2Fj+8Ic/XBQGX3/9debPn8/ixYvp1asXL7zwAvv37yc7O7vZPh9fLREG62A2m/n1118ZO3ZsrY8ro+WUS8/1tY65LJId3aaX8dn7FRqHpcFgKAd0wDrhFaQhzpvlqFQM5+fnExUV1WDFsCvIskxFRUWzaVljsVjIyMjAx8eHoUOHen2wvVyyLFNWVqYGQ6UARXkcnVXUoVS19ujRg169eokg6GQnTpzgyJEjhIaGUlZW5tVzkz1NfUFQey4Dn63/RHtyOxrZge2aJ7Fd++dGfy+lU0BeXh4Wi0V9HENCQhr9vHrmzBkmT57MDTfcwMcff+zWnXmNRlMrDMqyTOfOnXnqqad4+umn4ffjUOHh4SxatIg77rjDbWv1RM06DEqShM1mu+KvKygoICsri+uv/9+u3OUUilw1WUa349/47PoAjb2yzmDI7+FQ9gnEet1TSLEPwlW+ANpsNvbt24fVavXYHauqqio1GNZsWRMWFubx7UIqKirIyMgQly7rKEBR+uA1pgBFKWYQVa1N4/jx4/z222+1mnUr5wzz8vJqFRK1lEk2zlLvjqC1Aj/jLHQnt5/vIzjlTRwDE0HvvNCtvOFWml0rj6MS8K+040Nubi5TpkxhzJgxfPHFF24/4nNhGDx27Bh9+vQhIyODqKgo9XbXX389UVFRvPPOO25crecRYbAOJSUlpKWlMXHiRLiCQhFn0Wb+F9/N/0BjLWk4GOoCsMU+gOO6Z+Ay/xCViuGAgAAiIyO94tKP0q3fbDZTWFjo0S1riouLyczMpEuXLmIywwWU82nK4xgQEKAGw8s91+SNc4a9hSzLHDt2jFOnThETE1Pv1YJLnTNsyW9+GtLQGUH/RTeCwwKSA0f/aVgNnzT5epSJRMrj6OPjoxagXOrcr9ls5uabbyYqKoovv/zSI15HLgyDO3bsYOzYsZw9e7bWc8Vtt92GRqPh22+/deNqPY/7H0EPpNPp1EvBV1Qo4iRS1Eyqo2YCoDm0Bt+Nf0FbaT7/37/fRgNoHFX4/fIu8i/vImt8sQ+9DfvEV8Gn7neTSsWwMkvUW560/fz86Nq1K127dlXPw5jNZk6cOIGvr68aDN3dssZsNpOVleWxPQTdzdfXly5dutClSxfsdrt6Pi09PR2dTqcGw/bt29f5u6nMGR42bJjXzhn2VLIsc+TIEc6ePcvw4cMbLHSq+TjWPGe4b98+8MB2J56g3iBozsbnl4VobBUAWG5+B8eQ21yyJl9fXzp37kznzp2RJEmdgnLw4EFsNhsdOnRQLyfXbHdTUFBAfHw8gwYNYvHixeIxbiaa9aN4tcFACYPKZWFXBsELyf2nYuk/9fx/nPwZv7X/h7b0JFwYDGUrvnu/wmfvV6DRYesbh/3mf4Pf+Sd1pWLY24OKj48PnTp1olOnTrVeiDIzM9FoNGowrC9QNBVv7CHoTnq9nvDwcMLDw5EkiaKiIvLy8jhw4IBaYa68EOl0OnXOcExMTLOZM+wpZFnm0KFD5OXlMXz48Cu6fK/T6dS/uZrtTo4cOUJWVpY4Z9jQpWHAb9mdaCtMSEHdcQyIxzHA4JY1arVaQkJCCAkJURvP5+XlcerUKd566y22bdvGjTfeyI033shzzz1Hr169WLJkiUefhVbaIJlMplo7gyaTqdZlY+G8Zn2ZWJZlrFbrFX+d1Wpl06ZNXH/99ej1+sYVijQVUzZ+qx5GW3gYagTDmpQHtiw0lh2dH2BgzDWEhnpWo2tnqatljbLT1BQVdAqlh+Dp06eJiooSQaWRlApz5XJyZWUlfn5+2Gw2hg0bRocOHdy9xGZFlmWys7MpKioiNjbWqf3pxDnDBnYETVn4rXoYKvLQWkqwR96BNe7f7l5unU6cOEFycjKrV6/ml19+ISAggPvvv5+EhASuvfZajwmE9RWQPP300zz11FMAlJaWEhYWJgpI6iDCYB1fY7PZ2LlzJw6Hw207TVek5DS+Kx9Cdy4dkOsNhrJfENYJLyL1nw5+gW5YqGvU1bJG2WlyZssaZQ6u0qC8ufQQ9BTKrNaioiICAgIoLy8Xs6+dSJIkDhw4QGlpKbGxsU1aSNYSzxnWGwTLcvHZ/Hf0B40AWKa+d35HUOcZoaouZWVlJCYm4ufnxyOPPML333/PqlWrsFgsxMXFER8fT0JCgsuLEcvLyzly5AgA0dHRvP3220yYMIHg4GC6d+/O66+/zj//+c9arWX27dsnWsvUQYTBC26vnA/k92IAJVDIslxrp8ljn7wqC/FZ/Ri645vR1BsMNUgd+uEYeif2IbdBgHdOxLgcDbWsCQsLu+pLV0oPQaUiu6VeAmsqdc0ZVgqJ8vLy1AIUJRi6orFuc1JzBJqr5zjXnEiUn5+PLMvN7pxhvZeGqwoJ+GgkGlsFUutwpG6jsU774Ir6CLpaRUUFM2bMQKvVsmbNGvVNmCRJ7Nmzh5UrV7JhwwZSU1Nd/oZ48+bNTJgw4aKPz5o1i0WLFqlNpz/55BOKi4u59tprWbhwIRERES5dpzdo1mGQ3ytRL0dDhSKyLNcKhna7nZCQEMLDw5v0EuTVqqysJDMzk1Y+EHNmMb6/rkMj2+rfMQzqiX3Irdij7obWzftgvjNa1tTsIThs2LBm8eLlSS5nzrBSgKIEisspQBHOczgc7N27F5vNRkxMjFsv89U3Vk1pWO6NuzcNXRr2+flddIdWoQGsY/+MfeyT7l5ug6qqqrj11luxWq2sW7eOwMDme0WppWv2YdBqtXKpu3glE0VqXoI0mUxYLBY1GDbltIXLpbQ26dSpExEREbXui/bkTnQZX6A/lqpWr9UkA3LbLjj6x2OLuQ+Curh49a51NS1rKioqSE9Pp3379gwaNEiEDie7mjnDSgGK0ui65ojD5rLT5Cx2u53MzExkWa43aLtTXecMa/al9PTd33p3BGUJv6/i0Z1LQ/Ztg+3aZ7APuwt8XD9D+HJVV1fzxz/+keLiYr7//nuCgoLcvSShCbXoMNjYiSJK1ZUSDKuqqggODiY8PNwt49Ryc3PJzs6+rGa8mrPp6DMWozv6Pdrq4os+LwNy63Ac/aZgj56NHBJx1U2uvUHNljX5+fn4+fld1LJG9BBsWsqc4Xbt2l110L6wAEX5m2zpFa38/juekZGBTqcjKirK465oXMjbzhnWuyNYeBT/rw3gsKCxlmPvexPWPyx293IbZLVaueuuuzh37hwbN24kODjY3UsSmliLDYNKyxjlfKAzKoaVs2kmk0k9m6YEw6Z8EZJlWZ0aEBkZecUVwxrzQfSZX6L7dS3aCnOdt5H8g5H6TMQeNQupc2yzDoZKyxplp0mr1RIYGEhRURH9+vXz6tY8nqqsrIz09HTCw8OdOmdY2Wkym82UlpYSFBSk7jR5+iQbZ7JaraSnp+Pn53fZO66exNPPGdbfUPo4+p/fxWf/UgAscQtwDLkVNJ4VZGuy2Wzcc889HDt2jB9//FH09Gwhmn0YtNlsauBT1DwfqNFomuQdZlVVFSaTqdaLUHh4OGFhYU49ByNJEgcPHqSgoIDo6OjGn+koPo4+8yv0h1ahLTlZ501k3zY4eo7HHnUXUo/rPPqJrbEkSeLw4cOcPn1afQF1RcualsRVc4brOhagPJaBgYHNdqdXufTeqlUrIiMjPW5H7Up52jnDei8NS3YC3h+KproIqX0vpG7XYJ30Kug99xyk3W7n/vvv58CBA6SmphIWFubuJQku0uLCoDsmilRXV6tFC8XFxU6bs2uz2di7dy92u52oqCjnPwlW5qPPWIz+4Ao0hb/WXYCi98fR7Rocw+7C0W9yswqGylSGM2fOEBUVRVBQkPoiVPO8qPIi5Gnnr7yBu+YM2+12dRSXUoCiVCY3pwKU6upq0tLSaNu2bbOdk+3Oc4YNTRbxTX0F7ZndaOxV2KLuxnbT6022DmdwOBw8/PDD7N69m82bN4txjy1MiwqD7giCF7JarWowLCwspE2bNrWKFi5XZWUlGRkZtG7dmsjIyKbfobKUodv3NfoDSWjN2Wio49K7Vo+jywgcw2biGDAdtN57cL9mD8GYmJiLetopLWtMJhN5eXmUl5eruxMt/Wza5VLmDA8ePFidFuAONQtQzGYzkiSpZ9M84RLk1VLOYAYHBzNw4MBmu/NZkyvPGda7I2itxHfd/6E/tBoAy+S3cAxK9OhiEUmSmDNnDj/99BOpqakufWMmeIYWEQZrjpVzZxCsa23KZauCggK1b1p4eHi91axcomLYJayV6LKN6PcvRZu7F43suOgmskaLFD4M+9A7cQz+A/h4z/ksu92utt643B6ClZWV6mNZUlLSYs+mXS5lzvDQoUM96kxSzW4BeXl5agGKEvJrjhLzZBUVFaSlpREWFubUM5jeRDlnqIRDZ4Z8JQiWl5czfPjwGg2lz+H/nwlgKQeNFqnHtVhu+dqjz1hLksRTTz3F999/T2pqKj179nT3kgQ3aBFhsObuoEeOlqtx2Uo5IO3r66sGw5oNdc+dO0d2djYRERGe8e7NVoXu6Eb06YvQnk0DyXrR5WQZDVJI/9+D4S0e3eRa6SHo6+vL0KFDr+oF42pa1rQUsixz7NgxTp48SXR0tMeP71OKwvLy8tSzv0ow9NSQX15eTlpaGp07dxZV77+r75yhEg6v5IiNMrmlrKysdhAsOIJ+z8fn58MD1htexR57X5PdJ2eQJInnnnuOlJQUNm/eTJ8+fdy9JMFNmnUYlGWZN998kxtuuIF+/fp5zWH/C6tZlfNMDocDk8nkcbspKocV7fFt6NM+Q3dqx/lWChfcRAbkdr2wDbkNx9A/QptwNy32Yk3RQ/ByWta0FLIsc+jQIUwmE7GxsV43vs8bClBKS0tJT0+ne/fuTVqM4+3qO2cYGhra4Bu2+oIggP8nY9AWH0dq2wVH/+nYxv4ZfD3zDQO/35cXX3yRb775hs2bN4upHC1csw6DJSUl3HXXXWzcuJE+ffpgMBhITExk4MCBXnOQWpIkCgoKOHToEFVVVfj4+Kg7hh590F1yoDmzB589n6A7vgVsFXUHw8DO2AfNwBE1EznIfTudyqX3rl270qdPnyZ5Ea0r5LeUqRnKi2hJSQmxsbEEBHju+anLYbPZak1A8fHxUR9Ld/XAU6qye/XqJS71XQGr1aq+YWvonGH9O4KH8V39GJrSs2irCrBHTMWa8Jmb71XDZFnm1Vdf5YsvviA1NZVBgwa5e0mCmzXrMKgoLi5m1apVGI1GNmzYQNeuXdVgOHToUI9+EbZarezduxdJkhg2bBiVlZVqL0PlDEx4eDjBwcGeu/Mpy2jM2eh3f4T+6PdgKa07GLYKwdF/OvbY+5GDe7tseWazmaysLJdWtNZXtNAcW9bUNWe4OZEkSe2BV/Nsmisfy8LCQjIzM11eld3c1HfOsEOHDpjNZioqKmrvCFYV4bPlH/js+xoAy5S3cAyaAXrP/R2XZZl//etffPDBB2zatImhQ4e6e0mCB2gRYbCmsrIy1q5dS3JyMuvWrSMkJASDwUBCQgLDhw/3qGBYUVFBZmYmbdq0YciQIbVeVJQzMEovQ5vNVmssnieHCU3+YfTpX6A7tBpNVUGdwRC/IOx9J2Mf8RBy6IAmO4B98uRJjhw5wpAhQ9zWU0t5LJVg2Jxa1lzOnOHmpObZNLPZTHV1NR06dFB3mpqiAEVpz9O/f3+6dGneIyRdqebf5enTp3E4HLUGCfhjIeCT0Wiqi5ECOiB1isKa+B/Qee7vuCzLvPPOO7z55pts3LiR2NhYdy9J8BAtLgzWVFlZyfr160lOTmbNmjW0bduW+Ph4DAYDo0ePdmugKioqYu/evXTu3Jl+/fpdcl5yWVmZGgyrq6u9Jkxoio6j2/sl+uwUNOXn6g6GPq2x956IPfZB5M7RoG3843JhD0FPKWSoOeJQ2Ynw1pY1VzNnuLmprwAlLCzMKZfKzWYz+/fvd3t7nuaq5qXhQYMGUVxcTF5eHnZTDgMKf6BL7vcAWMfMxX7ds+5eboNkWWbhwoW89tprrF+/nlGjRrl7SYIHadFhsKbq6mo2btxIcnIyK1euxM/Pj+nTp5OYmMjYsWNd2mtMqRju378/Xbt2vaKvrdn/TgkTHTp08I7WGGW5/+tlWHy87mCo88fRYyz22AeQul9zVe/ClR6CxcXFREdHX9RD0JMoxwJqTrJxZphoKpWVlaSnpzdqznBzU11drV5+dEaVudKnMTIyUkyKaAINFYv4fnkz+twMbPpAjobexJnuBoI7dvfYucmyLPPZZ5/x4osvsnbtWsaOHevuJQkeRoTBOlitVlJTU0lKSmLFihUATJ06lcTERMaNG9dkgapm242hQ4fSoUOHRv+bys6E2WymrKyM9u3bqy9AHr3LVFWELutb9Pu/RZt/6KIm1zKA1hep6wjs0ffg6DPpssY8XU0PQU9hsVjUXaYLG5Y39aSFK6HMGe7YsaN7+mB6AaXKXJmAohSGXW6YOHv2LDk5OZ7bWcDLybJMVlbWxcUiRcfxS56JproYTWU+jh7jqLxlSZP1M3TWffnyyy955plnWLVqFePHj3fregTPJMLgJdjtdrZu3UpSUhIpKSlUV1czdepUEhISmDBhgtNGwNWceBEdHd0kbTeqqqrUYKg0RvaGXSasFeebXO9bita0F40sXXQTWaNH6jgM+7A7cQwwgO/Fu33V1dVkZGTg5+d31T0EPcWFLWv8/f3Vx7JmX0pXc9Wc4ebkwgIUWZbVYx51FaAoDbujoqIIDg5227qbq5pBMDY29n9vGCvy8dm5AJ/0zwGw3PQGjsjbQOdb62ud1c/QWfdlyZIlPPHEE6xYsYIbbrjBpd+/ppdffplXXnml1sf69+9PTk6O29Yk/I8Ig1fA4XCwfft2kpOTWb58OSUlJcTFxZGQkMCkSZOuugltzYrhqKgol+xWKbtMZrOZoqIiAgMDa+0yeSzJgTYnBZ/Mr9Ge3Y1Gsl90ExktUthg7JG34RhyG/i1pby8nIyMDHU0l6ddxmmM+vpSunrOrrvmDDcndRUTKcc8QkJCOHv2LL/99ptXNOz2RvUGQXs1AR8NR1NZgNS2K1LYEKzTF15yxNzV9jN0lmXLlvHoo4+ybNky4uLimvR7XcrLL79MUlISP/zwg/oxvV4vdrY9hAiDV0mSJH755ReSkpJYvnw5JpOJyZMnYzAYmDJlymXv7FVUVJCRkUFgYOBFFcOuoszzVPpsKWeZwsPDPery40VkCe3h9ej3LUF3ajsae/XFN0GDvV1vjraOwRF9Dz0HRnvu/XGCC1vWXGqXyVmUc66ikMF5lPO/yt9maWkpGo2G7t27061bN8/ezfdC9QVBTeFR9LsWos/6Fo3swBZzH7ZJr17xv6/0M1SOBjTl3GSAlJQUHnjgAZYuXUp8fLxT/+2r8fLLL5OSkqJ2FxA8iwiDTiBJEhkZGSQlJWE0Gjl16hSTJk3CYDBw880313vZLj8/n/3799O1a1ePGRtV3+XH8PBwj5myUCdZRvPbZnz2fY3uty1obOUX3wSQ2/XEPiAee/RsCGzeoeXCXSar1Vprl8lZVeaeOme4uahZ+d61a1dKSkooKiqiTZs2aj/Dlj7msLHq3REE/JL+hO7YJmStD7Zxz2Efdhf4BTbq+9XVz7Dmm7bGHmFZvXo1s2fP5ssvv2TGjBmN+rec5eWXX+aNN94gKCgIf39/xowZw/z58+nevbu7lyaIMOh8ypPKsmXLWL58OYcPH2bixIkYDAamTZtG+/bt0Wg0fPDBByxevJikpCSP/WNwOBzk5+djMplqHXIPDw/37FFqsozmzG4s2z+m1emt+DrqCYZtOuGIuBlbzL3gwibX7tBQy5qwsLCrKorytjnD3kgZ4Wc2m4mNjVWPcNR801ZQUICvr68aDIOCgprVMYimVu+OYOkZ/JbOAEsp2uoiHF1GYvnTiib5/s48Z7hhwwZmzpzJZ599xh133OH09V6tdevWUV5eTv/+/Tl37hyvvPIKZ86cISsri8DAxoVrofFEGGxCsiyTk5OjXkrOysriuuuuw263s2fPHj799FMSEhLcvczLoryTNZlMtc6luXP8Vn1kWebXX3/l7Nmz50OK5TT6zP+i+3U92gpTnV8jBYTg6Hsj9uhZyOFDm6zJtadobMsab58z7A1kWebgwYMUFhY2OMKv5i6T2WwGqFXN2hL7O16u+otF8tD/8iG+uz8EwDppPvaou0Db9EVnjTlnmJqayu23387ChQuZOXOm575h/73YrEePHrz99tvcd9997l5OiyfCoIvIskx2djZ/+tOfOHjwIA6Hg7Fjx2IwGIiPj6dTp04e/Ydbk3IuTQmGsiyrQSI4ONitwbDmDNw6ewgW/YY+80v0h9egLTlV578h+wXh6DUBe9TdSN1GgcZzgm5TUPrfKcVEl2pZ09zmDHsi5WdcWlpKbGzsZe8O1TfNRgkTntyA3tVkWa71M1aDoOTA/6PhaMtzkYJ6IIUPwRq3APxc/4bnwnOGvr6+9bYg+umnn7jllltYsGAB9957r1e8nowYMYJJkyYxf/58dy+lxRNh0EXy8vJITEzEbreTkpKCxWIhOTkZo9HIrl27GDlypDr9pFu3bl7xh8zvT6g1CxYcDofbZuzabDb27duH3W6/vKrscjP6zMXoclaiLTxyUZNrANmnNY4e12If+iek3hOdMv3Ek9lstlrFRBe2rJEkiX379mGxWLyuT6O3kCSJ/fv3U1lZ2ahZzkoBivK3WV5eTrt27dQw0ZJDfH1BUFN0HJ+d76A7uByNw4J9yO1Yb17g7uVCHecMX3jhBTp06MD06dPp0qULs2bN4p///CcPP/ywV7x+lJeX0717d15++WUef/xxdy+nxRNh0AUOHTrEzTffTGxsLIsXL671JCzLMmfPnsVoNGI0Gtm2bRvR0dEYDAYMBoNX9WqTZZnS0lJ1+onVaq01Fq8p+/o1uoegpez8peRsI9q8g2ioo5eh3h9Hl1HYh96BFDHVo2eQOoNyZlR58VF2IXx8fC46ZC84h8PhUMN2TEyMUxvcV1dXq+2Hau4Au6rNiaeod0cQ8F35EPqcFcgaLbbxL2Efegf4tXXreusiyzKbN2/GaDSybt06zp07R//+/ZkzZw4Gg+GKJ1e5wtNPP8306dPp0aMHZ8+e5aWXXiIzM5Ps7GxCQ0PdvbwWT4RBF3jrrbcoKCjg1VdfbfASqizLmEwmUlJSMBqNbN68mcGDB6vB0JumOSgFC0owrKqqqjUWz5mXq5zeQ9BWiW7/d+gPLEObuw+NXEcvQ60eqVMs9iG34Rg8A/TNOxhVVVWxZ88e+H3nSpZldQc4ODhYnEtzAofDQWZmJg6Hg+jo6Ca9pHth1wClzYlyBthbnmeuVL1BsNyE/9fx5yeLWEpxdIzCMnONxx8RyczMZOrUqTzwwAOEh4ezcuVKtm/fTlRUFPHx8SQkJDB06FB3LxOAO+64g61bt1JQUEBoaCjXXnst//jHP+jTp4+7lyaIMOi5ZFmmsLBQDYY//PAD/fr1w2AwkJiYyMCBA73qCbtmJWt5eXmjK1kVRUVFZGZm0r17d3r37u38n4m9Gl3OyvNj8c7uQeOwXnQTGS1Sx0jsg2bgGPYn8Lm65uOe6sI5wxqN5qKWNTXPpXnzZBd3sdvtZGRkoNFoiIqKcunPULn8qOwa8nsBSnML+vUGwYp8fNI+xefndwGw3PB3HNGzPf5ISFZWFnFxcTz55JP85S9/UZ/78vPzWbt2LStWrMBqtbJq1Sp3L1XwAiIMegHlUPjKlSsxGo18//33dOvWDYPBoL7z86Rq3ku5sJJVOccUFhZ2RW0UTCYTBw4cICIiwjWXRRw2tEc3nm9yfXIHGnvVRTeRAanDAByDE7EPnQmt2jf9uprQpeYMN0XLmpbGZrORnp6Oj48Pw4YNc2v4kmWZ4uJiNRg2VW9KV6s3CMoy/h+PRFt6Gqldz/OTReLe8shLwzUdPHiQuLg4HnroIV555ZV63wTLsuxVmwaC+4gw6IXKyspYs2YNycnJrFu3jrCwMOLj40lMTCQ2NtargqFyjslkMlFSUkLbtm3VXoYNHXA/efIkR44cITIy0j3nTSQH2pPbz58zPL4FjbXsopucb3LdC3v/6dij74a2XVy/zka4mjnDF07M8Jr5125itVpJS0ujVatWREZGetTfrhL0lcezvLyc9u3bq7uGrp6ze7XqLRYpPonPzn+jy1mJxlaJfYABa/xH7l7uJR0+fJi4uDhmzZrFa6+95lG/M4L3EmHQy1VUVLB+/XqSk5NZs2YNQUFB6lmRUaNGedUlHovFQl5eHiaTST3gHh4eXmte8oU9BIOCgty97PNNrs9m4JO5CO2xH9FWFdZ5MymwM46IadiiZ0JwX5cv80rk5eWxf//+Rs0ZbqhljehLeP7nk56eTmBgIIMHD/b4F/Wqqir18SwuLr5kCyJP0GCxyJrH0R9YhowG24SXsEfeDv6e3Tj92LFjTJkyhVtvvZW33nrL439nBO8hwmAzUlVVxcaNGzEajaxcuRJ/f3+mT59OYmIi11xzjVed5VJanJhMJgoKCmjVqhVhYWGUlJRQWVlJbGwsrVp54Nk8WUaTfwh9xn/Q/boBTYWp7pY1aJA6RGC77hmkfnEe1eS6KeYMX6pljScGiaZUVVVFWloa7du3V89hepO65uwqj6enTCdq6Iyg/5J4NJWFaCwlOMIGY7l7g8efETxx4gRTpkxh2rRpvPfeeyIICk4lwmAzZbVa2bRpE8nJyaSkpKDRaJg2bRqJiYlcd911XnWWy263k5uby5EjR7DZbAQEBKg7hh4fJIpP4ZP+BbrDa9CUnqonGJ6fmWwd839Ig29164uScvl92LBhdOjQoUm+h9KyRqlk9eRpNk2hoqKC9PR0QkND6d+/v2f//l4Gh8NBQUGB2oJIo9GoxUTuKkCpNwhWFqBP/wLfHW8DYJnwEo7Y+10yWaQxzpw5w+TJk5k0aRIfffRRs/8bEVxPhMEWwG63s2XLFpKSktSG19OmTcNgMDBx4kSP7xen9BD09/dn8ODBFBcXq/OS9Xp9rSDh0S+sFfn4/Pw++sxF4LDUGwylwM7Yhz+II/Y+l71IKXOGT506RVRUlMvmDEuSVKuStbm3rCkvLyctLY1OnTrRr18/z/59vQqSJNWqNLfZbC4vQGmwWOTTa9AWHz9fLBI6EGvc2x5/aTg3N5fJkyczduxYPv/882b3NyF4BhEGWxiHw8H27dvVecllZWXExcVhMBiYNGmSx116LS8vJz09nZCQEAYMGFDrHbEkSRQUFKhBQqPRqMGwffv2nv3uuegEPqmvoPttE5oGgqHcOgzbsJk4Rj3SZC1rlDnDZrOZmJgYt53nq1nJqgQJVzUtd4XS0lLS09Pp1q1b07RB8jA1K83z8vLUAhSl12hTFKAoQbCkpIThw4f/r1ik9DT6ne+iz16OxlaOPWIa1oRPnf79nc1sNhMXF0dMTAyLFy/2+r8BwXOJMNiCSZLErl271GCYl5fHTTfdREJCApMnT3b7If/CwkL27t17WT0ElXnJSpCoucPUoUMHzw6GFXnot7yGz6HVYCuvPxj6t8ceeTv2MU+Cf6BTvnXNGbgxMTEeU/Fbs2l5Xl4eFRUVtZqWe9MxB4CSkhLS09Pp1asXPXv2dPdy3OLCApTAwED18XRGAUp9QRDAd+1c9Fnfni8WGf/C+WKRgGAn3Kumk5+fz9SpU+nfvz9Lly712rY+gncQYVCA30NBeno6SUlJGI1GTp8+zaRJk0hISCAuLs7lZ/Nyc3PJzs6mf//+dOlyZS1ZLtxhstvttXaYPPoyS3UJ+u1vo8/6Do2luP5g6BuIo388tnHPQOuwq/pWDoeDvXv3YrVaPX7OsDJjNy8vr1ZvSm+YsVtYWEhmZiZ9+/ale/fu7l6OR1AKUGoWFClv3q6mAKXeIFiZj//SGVCZj7aqEClkANX3/ODxxSJFRUVMmzaN7t27s2zZMq978yN4HxEGhYtIkkRWVpYaDI8cOcLEiRMxGAxMnTqV9u3bN2kwPHHiBEePHmXo0KGEhIQ06t9S5iUrvQwtFosaDD1+WoatGt3uD/HJWNxAVTLI+lY4+k7GNu5ZaNfj8v5pm63WxAtv2nWoq2VNeHi4OmPXkxQUFLB3796relPTUigFKEpBkVKAopwbvdSufr1BsLoYfcYifH96HQDL+JfOn8P18JniJSUlxMfHExoayvLlyz36TZrQfIgwKDRIlmVycnLUYHjgwAGuv/56EhISmDZtGiEhIU4LhrIsc/jwYXJzc4mKinJ6D8GaZ5hMJhOVlZV06NBBDRIeHYgcNrSZ/8VnzydoS07UGwzR+eHoeT3Wcc9B6IA6/ymLxUJ6ejoBAQFERkZ69k7pJVy4wxQQEKAGCXdXmpvNZrKyshg4cCCdOnVy2zq8iSRJFBcXq2FfOTcaGhpaZwGKLMtkZ2dTXFxcOwjKMv6fjUVb9BtSUA+kDn2xTn3X4y8Nl5WVkZCQQJs2bVi5cqXH73oLzYcIg8Jlk2WZI0eOkJycjNFoJCMjg7Fjx2IwGIiPj6djx45X/eKr7EYqZ9dcUciiXHo0mUzq4XYlGHr0u3FZRntwOT4/v4c2/xAa6v4TljU+OLqPxnbts8hdYqGOOcMefZbyCtnt9lo7THq9Xg2GTb2bfaHc3FwOHDhAZGQkYWFXdxm/patv1KHStsbPz6/OIKgpO4v+l4/Q7/0Kjb3Ka4pFKioqmDFjBlqtljVr1qiN9gXBFUQYFK6KLMucOHFCDYa//PILo0aNIj4+HoPBQNeuXS/7xddms7F3714kSSIqKsot52OqqqrUYKiMUVN6GXr02C1ZRnNsE7473kZ7bi8aHHXfTKPDFjaMzHaT8el/ExHNoL9dQ2q2rDGbzQAuKyg6e/YsOTk5TjnmIPyP8jdqNpspKSlRj3gMGzaM9u3/NwPcd80c9AeSzv/OX/sM9mF3QivPfhyqqqq49dZbsVqtrFu3jsBA5xSICcLlEmFQaDRZljlz5gxGoxGj0cj27duJjo4mISEBg8FAz5496w0eykiugIAAhg4d6hGXLJUzaSaTSa16VIKhp7XeuZDm9B58tv0L3eldIFnruZysxRE+BNvoOcgRN4Om+ewO1sWVLWtOnTrFr7/+SlRUFMHBnn1J0lvJssz+/fspKioiMDCQoqIi/P396RTkS8Qvz6GvLkBbnovUoR/Vs1M9vlikurqaP/7xj5SUlLBhwwbPGLEptDgiDApOJcsyJpOJ5cuXYzQa2bJlC4MHD1aDYc1Gu7/88gtvv/02f/3rXz32kqXValVDRGFhIa1bt1aDoacVK1xIk38Y/U/z0R3bjMZR3cBYvH7YRz6MY9AMjz9c31iyLFNWVqY+plVVVQQHBzulZc2JEyc4duwY0dHRLmva3dLUPCMYGxuLv78/DoeDwtyTaHZ/TvfDnwNwauCDyCMeJDisk0c+ryisVit33XUX586d44cffqi1wykIriTCoNBkZFmmoKCAFStWkJyczI8//khERAQGg4F27drx8ssvM3v2bObPn+/RT9iKC+frBgQEqE2uAwMDPfKyqzJneGjPEDrnfI7u8Do0DfUybNcTW8xsHFGzQO/B5yadRDk3ajabKSsrU1vWXOnxgGPHjnHy5Emio6PFzk4TqSsInv+EhP9n16EtOobUthvW1p04NOwv5JZYPbpxuc1mY9asWfz2229s2rSpycY/CsLlEGFQcAlZlikpKWHlypW8++67pKWlERoayuzZs0lISCAyMtIrAqHCbrfXmq/r6+urhoir6ZPWFOqdM1xZcL6XYU4KmqrChsfiDbsLR+yD4Nf8D7NXV1erwbBmU+SwsLB6D/PLsszRo0c5c+YMMTEx4qxXE6k3CJab0GcsxmfX+2gkG/aBiVinL1S/RtkFVhqX19wFdmeRmN1u5/777+fAgQOkpqa6vcjogw8+4I033iA3N5dhw4bx3nvvMXLkSLeuSXAtEQYFl5FlmbfffptXXnmFRYsWYbFYSE5OZv369YSHhxMfH09iYiIxMTFeFQxr9knLy8tDp9PVGovn6mBYc87wJXeqqkvQ7/4Y/b6laCpyGxyLZx98C/aRj0Cr5r+DYbVa1V3gwsLCOneBlVZIJpOJ2NhYUf3ZROoNgoDvigfRH1qFrPPDPuIhbDH3Qpu6g1VlZaX6mJaUlNC2bVu1qMiVj53D4eDhhx9mz549bN68mY4dO7rse9fl22+/5e677+ajjz5i1KhRLFiwgGXLlnHo0CG3h1TBdUQYbKTjx4/z97//nU2bNpGbm0vnzp256667eP7552udP9q3bx+PPvoou3fvJjQ0lDlz5vDMM8+4de2uJEkSTz75JEuXLmXt2rXExsaqn6uoqGDdunUkJyezdu1a2rVrR3x8PAkJCYwcOdIjikou14VVrEoD3fDwcJfMS27UnGFbFbqML9Fn/KfBXoayfzvsAxKwX/NEvS+8zYnSssZkMpGfn4+Pjw+hoaFUVVVRVlbG8OHDPb6wyFvVGwQr8/Fb+RCa0jNoi48jBfeh+r6f4DLfeNUV9l3Rn9LhcDBnzhy2bdvG5s2b6dq1a5N8nysxatQoRowYwfvvvw+/P4d169aNOXPmMG/ePHcvT3AREQYbaf369Xz77bf88Y9/pG/fvmRlZfHAAw8wc+ZM3nzzTfh9QH1ERASTJk3iueeeY//+/dx7770sWLCABx980N13wSUWLlzIggULWL9+Pb179673dlVVVXz//fcYjUZWrVpFQEAA06dPJyEhgWuuucajzvxcitJAVwmGDodDDYbBwcFOD7lOnTMs2dFmLTvf5LrgMBpZuugm6li8vjdhG/MkdKj/cW0uJEkiPz+fw4cPU1VVhY+Pj3rZ0eNnYHuZeoOg3YIu/XP8Nv8dAMv4F3AMuxv8rq6gSwn7eXl56s5+zf6UznpMlTfEGzduJDU11SNmVFutVlq1akVSUhIJCQnqx2fNmkVxcTErVqxw6/oE1xFhsAm88cYbfPjhhxw7dgyADz/8kOeff57c3Fx1t3DevHmkpKSQk5Pj5tW6htVqpays7IoOSVutVn744QeMRiMrVqxAo9GowXDcuHGePTHkAsqZSaWXoXKwPTw83CnzkmvOGY6JiXFur0ZJQntkPfqf30eXu6/+XoY+rbD3moB9zFzk8CHO+/4eRJIk9u/fT0VFBTExMbV639V8TDt06OBVb1w8Tb1B0GHD/z8T0BYeRWodjtwmDMtt3zhtsogkSRQVFam7hg6Ho9YElKt9TCVJYt68eaxcuZLU1FT69OnjlPU21tmzZ+nSpQs7duxgzJgx6sefeeYZtmzZwq5du9y6PsF1RBhsAn/9619Zv349e/bsAeDuu++mtLSUlJQU9TapqalMnDiRwsJC0U7gMthsNrZu3cqyZctYsWIFVquVadOmYTAYmDBhgmdPDLlAzYPtJpOJ6upqdSxeXSO3LkWZM6zVaomKimraECLLaE5sw+fnd3/vZWir+3Kyzg9H92uxjZl7fvqJBxTUNJbD4WDfvn1YLJaLAndTtqxpaRq6NKzf/x0+W/6OBrAP/RPWKW826TqcUYAiSRIvvvgi33zzDZs3byYiIqLJ1nylRBgUFCIMOtmRI0eIjY3lzTff5IEHHgDgpptuolevXnz88cfq7bKzsxk8eDDZ2dkMHDjQjSv2Pg6Hg23btpGUlERKSgplZWXcfPPNGAwGJk2a5FXzPGVZpqKiApPJVGvkljIW71Ihorq6moyMDLfNGdaY9uOz/S10x7eisVdd9HkZQOuDo8tIbKMeRe51vVc2uXY4HGRmZuJwOIiOjr5kYHdWy5qWpqFiEb9lf0L32ybkgGDsAwzYR89BDnTdzOeKigr1UrJSgKIEw4aqzV999VW++OILUlNTGTRokMvWeznEZWJBIcJgPebNm8frr7/e4G0OHjzIgAED1P8+c+YM119/PePHj+ezzz5TPy7CYNORJImff/5ZDYZ5eXlMnjyZhIQEJk+e7HUVnpWVlWowLCsro3379mqIuHAnQpkz3L59ewYOHOj+82oFh/HZ+Q66IxvRWMvqnX4idRyGbfj/QxowFbSefynVbreTkZGBRqO5qp3Xq2lZ0xI1tCPou/F5tOas870EQwZQfW+qW9dqsVjUYFiz2txisTBgwAB0Oh2yLPOvf/2LhQsXsmnTJiIjI9265vqMGjWKkSNH8t5778Hvz6ndu3fnscceEwUkLYgIg/XIy8ujoKCgwdv07t1b3bk5e/Ys48ePZ/To0SxatKjWC7O4TOwakiSRlpZGUlISy5cv58yZM0yaNImEhATi4uJo27atu5d4RS6cxRoUFKSGCLvdTnp6Oh07diQiIsIj+hrWUnoO/c4F6A+tRlNdXy9DDXLoQGyx9+EYfAvoPO9Sqs1mIz09HR8fH4YNG9bondeaVawFBQW0atXK4xuXu0L9DaVl9Lvew3frfAAs457HMexOp50RdIaa1eZ/+MMfsFqtTJw4ER8fH9auXcuPP/5ITEyMu5dZr2+//ZZZs2bx8ccfM3LkSBYsWMB3331HTk4O4eHh7l6e4CIiDDrBmTNnmDBhArGxsXz11VcXvWAoBSQmk0m9vPSXv/wFo9HYYgpIXE2SJPbt20dycjJGo5GjR49yww03YDAYmDp1Ku3atfOqF16LxaIGw6KiImRZpkOHDvTv39/zd5eqitH/8gH6rGQ0Fefqb1nTvi+2qJk4omaCj/sv9VutVtLS0tS52c7eeb2wcblSmRwWFuZ1v5+NoQTBoqIihg8f/r8gaKvC/6upaAqPgkaL3KYT1XevA3/PnfBSXV3N+vXreeONN9i7dy+tW7dW22RNmTLFY5uSv//++2rT6aioKN59911GjRrl7mUJLiTCYCOdOXOG8ePH06NHDxYvXlwrCCrNREtKSujfvz833XQTzz77LFlZWdx77738+9//bjGtZdxJlmUOHjxIUlISRqOR7Oxsxo8fj8FgYNq0aYSEhHjNC29eXh779u0jPDwcm81GQUEBrVu3JiwsjPDwcFq3bu3Z98VSjj7jP+j3LUFTfAINFz/9yIDctjv2obdjj30A/Fz/AlpdXU16ejpt2rRhyJAhTX4J3uFwqP0p8/LyANRgGBwc7P4jAE2k3iBoKUWXnYzfxr8AYBvxMLbxL3h8IZIsy3z22We8+OKLrFmzBj8/P1JSUkhJSeHo0aNMmjSJ2267jbvvvtvdSxWEWkQYbKRFixYxe/bsOj9X80dbs+l0SEgIc+bM4dlnn3XhSgV+f0yOHDmiBsPMzEyuvfZaDAYD8fHxhIeHe2yYUuYMDxkyRL18Y7PZau0u+fv7qyGiKZvnOoWtGl3Wd+ebXOcfqj8YBnbBPigB+4iHXTL9pKqqirS0NNq3b8+gQYNc/jOs2Z8yLy8Pu92uztdtTi1r6g2CgN+SBHSndyEFdUcKj8Q28RXktl3cut5LkWWZxYsXM2/ePFatWsX1119f6/OHDx9mxYoVFBYWMn/+fLetUxDqIsKg0GLJsszx48dJTk5m+fLl/PLLL4wePZr4+HgMBgNdunTxmDBV75zhGhwOhxoM8/Ly1MuO4eHhHjMvuV4OG9pDq/HZ8yla0z408sW9DGVAbhWKY8B0bCMegqBuTl9GZWUlaWlphISEMGDAALf/zGRZprS0VD1nWFVVRYcOHQgLCyMkJMRrW9You/WFhYW1g2BlAT47F6A7vA5t2RkcnWKwzFzj7uVekizLLFmyhCeffJIVK1YwceJEdy9JEK6ICIOC8PuT+enTpzEajRiNRnbs2EFMTAwJCQkYDAZ69OjhlmAgyzJHjx7l9OnTl54zXEPNy45msxmtVqsGw3bt2nn2ZUdZQvPbZnx++bDeXoYyIPsF4YiYin34g8ih/Rv9bcvLy0lLS6NTp07069fP7UGwLuXl5WowrFltHhoa6jUta+oNgoBP6iv47P4IAOu1z+KIvAM50L2zey/HsmXLePTRR0lKSmLKlCnuXo4gXDERBgXhArIsk5uby/LlyzEajWzZsoXIyEg1GPbt29clQUGWZXJycsjLy7vyOcM1KFMVTCYTeXl5yLJcayyeZwdDGc2ZPfjseg/diW1gr6q7AMWnNY7eN2Ab+TByx2FXfLasrKyMtLQ0unXrRu/evT0yCF6oqqpKDYbFxcW0bdtWHaPmqUVF9QZBSzl+yTPRlJxAW3YOKbAT1fdvAx/Pn/mckpLCAw88wDfffMP06dPdvRxBuCoiDApCA2RZpqCggBUrVpCUlMSmTZvo378/BoMBg8HAwIEDmyQ4SJJEVlYWZWVljZ8zXIMsyxQXF6u9DJV5ycp5NFc3rb4isozGfBD9z++gO74ZraW07pvp/HH0GItt1GPIXUdessl1SUkJ6enp9OzZk169ejXR4puWN7SsqTcI2qvRHUjCb8OfAbCOfRr7yEc8oqL8UlavXs3s2bP573//yx/+8Ad3L0cQrpoIg4JwmZQgtXLlSpKTk9m4cSM9e/YkPj6exMREp1WdNumc4RqU82hKMLRarWqhQmPmsLpM4W/4/PIBusNr0VQX1XkpGZ0vjq5jsA+/D6n3pIt2DIuKisjMzKRPnz50797dlatvMp7YsqahS8N+iyejM+1DatcTOSAYa8KnyIGdXb7GK7VhwwbuuusuvvjiC26//XZ3L0cQGkWEQUG4SqWlpaxevZrk5GTWr19Pp06d1GAYHR19VcHQpXOGa5BlmfLycjUY1ixUCA0NveJ5yS5Xchp9+n/QHzSiKc+tp5ehDqlTFPbh9+OImEpBcSl79+4lIiKCrl27umHRTe/CljUajUbdCXbVEYF6g2B1MfqsZfhsfQ2NvRp7nxuxzviyydfjDKmpqdx+++18+OGH3HXXXR6x8yoIjSHCoCA4QXl5OevWrcNoNLJmzRqCg4OZPn06iYmJjBgx4rIuv7p7znBN5eXlavFJeXk5wcHB6u6Sx1ewVhWiS/8PPtnJaIp+qzsYarQUB/TAOvQuAsfcCz7eUXzRGDVb1ihHBGruBDfF71tDO4K+ax5Hf2AZsj4Ae9Td2GPvQ26CCnFn++mnn7jllltYsGAB9957rwiCQrMgwqAgOFlVVRUbNmzAaDSyatUqWrVqpU4hGDNmTJ27fWazmUOHDhEcHOwZc4ZrqKysVANEaWkp7dq1U4Ohx1ewWivR7/0K3b6v0BYcqbeXoRTcD/uwu3AM+xP4embxhTMpRwSUx7W6utrpO8H17wiW4LtxHpq8HHT5OUiBnal+aPclz3Z6gp07d5KYmMjrr7/OQw89JIKg0GyIMCgITai6upoff/wRo9HIihUr0Ol0TJ8+nYSEBK677jp8fHzYuXMnt956Kx988AHx8fEe/QJTXV2tBgilglVpWeOsIpcm47BStv0zfPZ+TfuqE2iou5eh1L4PjsG3YB92F7QOcctSXe3CneDGtqypNwjKMvqMRfj+cH6yiPW6ediH/Qlaef7Pec+ePcTHx/O3v/2NOXPmePTfqSBcKREGBcFFbDYbW7ZsISkpiZSUFGw2GzExMWzbto0HH3zQ66YSWK1WNUAUFhbSpk2bWmPxPM3p06c5fPjw+cbd7dqiPbIR/Z6P0Z1LRyPZL7q9DMhtOmEfNAP7iAehdahb1u1qSssak8lESUmJGvhDQ0Mv63GtNwg6bPgtMaA1Z4HOD9k/iOqZ67zi55qZmcnUqVN5/vnneeqpp0QQFJodEQYFwQ3sdjv/+te/eOmll9QX2JtvvpmEhARuuOEGz99lu4DNZlMDRGFhIQEBAWowbNOmjdtfPE+ePMnRo0eJioqiffv2tT8py2h+S8Un/T/oTm5HY6+66OtlQG7dEUf/adhi7oHgPq5bvBspgT8vL6/WHOywsLA6H9d6g6C1Et3hNfitfRwAW/Q92Ca95vGzhgGysrKIi4vjqaee4rnnnnP777IgNAURBgXBDf773//y0EMP8eWXX5KQkMDPP/+sjsUrKChg8uTJJCQkcNNNN3nkLltDlNYmJpOJ/Px8/Pz8CA8Pd9u85N9++43jx48TExNz6Qkusozm3F58dr2P7vhmNLaKOm8m+Qfj6DcZe+z9yGGDmmbhHubCljW+vr5q83Ll51pv+5jv/oju+Obzs4ZDB2Cb8Apy+55uvDeX5+DBg8TFxfHwww/z8ssviyAoNFsiDApO88EHH/DGG2+Qm5vLsGHDeO+99xg5cqS7l+Vx3nnnHV544QWMRiOTJk2q9TlJktizZ48aDM+cOcONN95IQkICU6ZMoW3btm5b99VwOBwUFBSowVCv17us513NUX6xsbEEBgZe8b+hMR9Av+dz9Ec3oKkqvPh7APi0xt57EvaRjyB3jPSK3a7GqqtljV6vx263M2LECFq1+n1ySHUJPrs/RnvQiK74BI7QQVhm/+ju5V+Ww4cPExcXx6xZs5g/f74IgkKzJsKg4BTffvstd999Nx999BGjRo1iwYIFLFu2jEOHDhEWFubu5XmMsrIyJk6cyAcffHDJoCxJEvv27SMpKQmj0cixY8eYNGkSBoOBqVOnEhQU5FUvUJIkUVBQUCtAKMGwffv2Tq2glmWZw4cPYzKZGjXKr5aiE/ikf4EuJwVNhbnuJtf6Vjh6Xo89+h6kntd6RYVsYzkcDvbt20dRURE6nQ5JktSWNZ2zP8Fv90IArGOewDH0j17RPubYsWNMmTKF2267jTfffNOjqvsFoSmIMCg4xahRoxgxYgTvv/8+/P7C361bN+bMmcO8efPcvTyPIsvyFYc4WZbJzs5Wg+HBgweZMGECBoOBadOm0aFDB68LhjXH4inzkpWxeI158VVmOufn5xMbG/u/XSpnKjefb3J9IAlN2em6exnq/HF0G4192F1IEXHNMhheeEbQz8+P0tJS8s+eIHz7XwmoOE2g5Rx2v/ZU3L8Dn9bt3L3kSzpx4gRTpkxh+vTpvPvuuyIICi2CCINCo1mtVlq1akVSUhIJCQnqx2fNmkVxcTErVqxw6/qaG1mW+fXXX9VguHfvXq677joMBgPTp08nPDzcq4KhLMuUlJSowdBms6nB8EqbIUuSRHZ2NsXFxcTGxrqmEKeqEN3epfgcWIam4FDdwVCrx9F5OI5hM3EMiAedh4/6uwxK6C4oKLigfYyENmcl/qseBsA08F5y2k+kpFpWW9aEhYXh5+fn3jtQhzNnznDTTTdx00038eGHH4ogKLQYIgwKjXb27Fm6dOnCjh07GDNmjPrxZ555hi1btrBr1y63rq85k2WZ3377TT1juHv3bkaPHo3BYMBgMNC5c2evC4YXNkNWLjmGhoY2OJ5PkiSysrIoLy8nNjbWPWHDVo0uayn6/d+hzd2HBumim8hokcIjsUfNxDEgAfy8q0CIC4JgrdAty/gtSUB35hekwC6g98dy21LkoG5UVVWpj2vNljVhYWFNs3t7hXJzc5k8eTLXXnstn332mVsnANWlZ8+enDhxotbH5s+fL668CE4hwqDQaCIMegZZljl9+jRGoxGj0cj27dsZPnw4BoOBhIQEunfv7nXBsGYz5IqKilpTMmqOxXM4HOzfv5/q6mpiYmI8Y2SevRrtoTX47P0v2rPpINnqPGcodeiPfdifcAyaAa2C3bTYy1dvELRWojuyHt/Vc9AgYY+YijXhszr/DYvFQl5entqj8lIta5qa2WwmLi6OmJgYFi9e7LKZ4FeiZ8+e3HfffTzwwAPqxwIDA72u24DgmUQYFBpNXCb2PLIsk5uby/Lly0lOTmbr1q0MHTqUhIQEDAYDffr08apgCFBRUYHZbMZkMtWaktGhQwdycnKw2+1ER0c7ZZSa0zmsaI9vRb/nU3Snd4HDUmcwlNv1xBZ5B46hd3pkM+Z6gyDgu+oR9AeXI7XqgNRrIrbRjyN36HvJf9Nms6ktawoKCvD19VWDoSuKpPLz85k6dSoDBgxgyZIlnvn783sYnDt3LnPnznX3UoRmSIRBwSlGjRrFyJEjee+99+D3S3bdu3fnscceE5cx3EyWZfLz80lJSSE5OZnU1FT69++vBsMBAwZ4XTBULjnm5uZSWlqKTqejV69edOrUyfPnJcsS2jO70f/yEbrjW+pvct22C/aBM3BE343ctotbllprTfUFQUs5PjveRnt8K7q8A+dnDT+cdlXfQ2lFlJeX1+QV5wBFRUVMmzaNHj168N1333nGjnI9evbsSXV1NTabje7du3PnnXfyxBNPeOQupuB9RBgUnOLbb79l1qxZfPzxx4wcOZIFCxbw3XffkZOTQ3h4uLuXJ/xOlmWKiopYuXIlycnJbNy4kd69exMfH09iYiKDBw/2mkPzNpuNjIwMNTDk5eVRXFxMYGCg2uTaE86iXYrm3F70aZ+iO/oDWkvJRZ8/P/0kDEf/6dhj7kUO7u3yNTa0I6jf9QG+W14FwDr2aRxDbnNK+xil4lw5JuBwOGpVnDf2TF9JSYlacGU0Gj2yoKWmt99+m5iYGIKDg9mxYwfPPfccs2fP5u2333b30oRmQIRBwWnef/99tel0VFQU7777LqNGjXL3soQGlJSUsHr1aoxGI+vXr6dTp04YDAYSExOJiory2GBotVpJT0/Hz8+PoUOHqsHAarXWGovXunVrNRg6pddgE9Pk5aDPWITu8Bo0lfl19zL0b4+9Xxz24Q8ghw5o8jXVGwTtFnxXPIg2PwdNySnwb0fV/VuhVUiTrKGuwqLQ0FBCQ0Ov+NJuWVkZCQkJBAYGsnLlSrftJs+bN4/XX3+9wdscPHiQAQMufpy/+OIL/t//+3+Ul5d7fJAVPJ8Ig4IgAFBeXs7atWsxGo2sXbuW4OBg4uPjSUhIYMSIER5TXWmxWEhLS6NNmzYMGTKk3sCqnEUzmUwUFBSo85LDwsIIDAz0+EvjmqLj6PZ9hT57OZqys3UHQ99AHH0mYYu9H7lzjNPXUG8QlBxoj/6A//J7ALCOfAT7NU+Cb9MXM8iyrJ4fNZvNtc6PXk7LmoqKCmbMmIFOp2P16tVuLcBQZj43pHfv3nVevj5w4ABDhgwhJyeH/v37N+EqhZZAhEFBEC5SWVnJ999/T3JysvqCqQTDMWPGuC0YVlVVkZaWRrt27Rg0aNBl71za7fZaY/FcXaTQaGW56LK+Qb9/GdriY3X3MtT74+g1HnvUPUi9rm/0t2zo0rDft7ejO7EVqV0v0PthMXx6WcUiTeFKWtZUVVVxyy23YLPZWLdu3VWNKPQUX3/9NXfffTf5+fm0b9/e3csRvJwIg4IgNKi6upoff/yR5ORkVq5ciV6vZ/r06SQkJHDttde6rPqysrKStLQ0QkJCGlX0ohQpKGPxdDpdrSIFjw+GVUXoDiSj378Ebd6hunsZan1x9BiLfegfkSKmXvH0k3qDoK0S3a8b8F3/FBp7FY7u12K5Y5mz7lmjXdiyZu3atWi1Wm699VYiIyO58847KS0tZcOGDQQFBbl7uZdt586d7Nq1iwkTJhAYGMjOnTt54okniIuLY/Hixe5entAMiDAoCMJls9lsbN68maSkJFJSUnA4HEyfPh2DwcD48eObrBqzoqKCtLQ0wsPDiYiIcFpgkySJwsJCdWcJUINhcHCwx56ZVFnK0R1ejT7jv2hN+9DI9otuImv1SF1GYh98C45BfwB9w5dRa47zGz58eO32MeufRr/va2S/tjgipmIb8f+QQzzzEqXNZuPbb79l6dKl7Ny5E41GQ1BQEIsXL+bGG2/0/Me2hvT0dB555BFycnKwWCz06tWLmTNn8uSTT4rzgoJTiDAoCMJVsdvtbNu2jWXLlpGSkkJlZSU333wzBoOBSZMmOe1QfllZGWlpaXTt2rVJ+yMqldZNVb3a5GxVaH/bjE/aZ2jPptXdy1CjQ+oUhX3QDByDbwG/2pdJ6w2C1kp8dryF9uROdLkZyAEdqHp0L2g9/Gfyeyi88847ycrK4pprrmHDhg34+/uTkJBAYmIi48eP99jegoLgKiIMCoLQaA6Hg507d6pj8QoLC5kyZQoJCQnceOONV31Iv6SkhPT0dHr27EmvXr2cvu76KPOSlSbXNpuNkJAQwsPD6dChg+f3dnNY0Z7ciT79C3SndqCxll90ExktUthAHENuxz4wAblVSL07gvr0L/D94XkArGOewBF5B3K77i69S1fDbrdz3333cfDgQTZt2kRYWBg2m42tW7diNBpZvnw51dXVZGdn07FjR3cvVxDcRoRBQRCcSpIkdu/erQbDs2fPctNNN2EwGIiLi7vsQ/tFRUVkZmbSu3dvevTo0eTrro8sy5SVlanBsLq6mg4dOhAeHk5ISIjn7ypJDjRn9uCTuRjtb5vRVhdddBMZDZZWnTkRfB1hkx7DL6zP+U84bPiuegit6QCa0tPg25rqe7cgB3p+cHI4HDz00EOkp6eTmppaZ9iTJImMjAxiY2PdskZB8BQiDAqC0GQkSWLv3r0kJSVhNBo5fvw4kyZNIj4+nqlTp9ZbyWsymThw4AARERF07drVLWuvjzIv2WQyUVFRQXBwMOHh4RfNS/ZIsozmXCb6fV+jO7IBbWX+xTcB5LZdsfePxxESQcC68+PPbMMfxHbtMy5pH9NYDoeDxx9/nG3btrF582a6dHH/BBdB8GQiDAqC4BKyLHPgwAGSkpJYvnw5OTk5TJgwAYPBwLRp0wgODkaj0fDtt9/y0ksvsW7dOpdeGr4alZWVajAsKyujXbt2ajD0+LF4AOaDlG39kLanfsDfVlR3yxr/dsitQrEkfOqxxSI1SZLEk08+yQ8//EBqaqpbd5UFwVuIMCgIgsvJsszhw4dJTk7GaDSyd+9errvuOjp27EhycjJvvfUW9957r7uXeUWqq6vVYKj0u1Omn9Q8f+cpZFnm0KFD5OXlMXz4cFpZ8tAdWIY+axmakpNozre1RvYNpGruYXcv97JIksS8efNYuXIlmzdvpndv14/uEwRvJMKgIAhuJcsyx44d4/nnn2fZsvM968aOHYvBYCA+Pp7OnTt7fu+/C1gsFrUquaioiDZt2qjB0J0TLxQXBsGLwmpFHj5b/oHu9C6s455DGhDvrqVeNkmSeOGFF/juu+9ITU0lIiLC3UsSBK8hwqAgCG736aef8uSTT2I0Gunfvz9GoxGj0ciOHTsYMWIEBoMBg8FA9+7dvS4YKvOSzWYzBQUFtG7dWu1l2KZNG5ffn0sGQS8kyzJ///vfWbRoEampqQwcONDdSxIEryLCoCBcpfnz52M0GsnJySEgIIBrrrmG119/vdac0Orqap566im++eYbLBYLkydPZuHChYSHh7t17Z7knXfe4cUXX2T16tVcd9116sdlWebcuXMsX76c5ORkfvrpJ4YNG6YGw6bsOdhU7Ha7Ggzz8/Px9/dXg2Hbtm2b/P401yD4+uuv8+GHH7Jp0yYiIyPdvSRB8DoiDArCVZoyZQp33HEHI0aMwG6385e//IWsrCyys7PVS4EPP/wwa9asYdGiRQQFBfHYY4+h1WrZvn27u5fvEbKzsxk3bhxr165l5MiR9d5OlmXy8/PVYKjs/hgMBhISEujfv7/XBUOHw0F+fr46Fs/Hx4ewsDDCw8ObZF5ycw2CCxYs4K233uLHH38kOjra3UsSBK8kwqAgOEleXh5hYWFs2bKFcePGUVJSQmhoKEuWLOGWW24BICcnh4EDB7Jz505Gjx7t7iV7hOLiYtq1a3fZt1cmhaxYsQKj0cjGjRvp06cP8fHxJCYmMmjQIK8aNcbv591qzkvWaDRqMGzXrl2j709zDYIffPAB8+fPZ8OGDQ2+mRAEoWEiDAqCkxw5coR+/fqxf/9+hgwZwqZNm7jhhhsoKiqqFXZ69OjB3LlzeeKJJ9y63uaipKSEVatWYTQaWb9+PV26dCEhIYGEhASGDRvmlcGw5lg8WZZrjcW70vvTXIPgp59+qrYguuaaa9y9JEHwaiIMCoITSJJEfHw8xcXFbNu2DYAlS5Ywe/ZsLBZLrduOHDmSCRMm8Prrr7tptc1XWVkZa9euxWg0snbtWkJCQoiPjychIYERI0Z4XTCUZZni4mI1GNrt9lpj8S41L7m5BsHFixczb948Vq9ezbhx49y9JEHweh4+YFMQvMOjjz5KVlaWGgQF9wgMDOT222/n9ttvp7Kykg0bNpCcnExiYiKBgYHEx8djMBgYM2bMJYOUJ9BoNLRv35727dsTERFBaWkpZrOZw4cPY7FY1GAYEhJy0bzk5hoElyxZwrPPPsuKFStEEBQEJxFhUBAa6bHHHmP16tVs3bq11ui0jh07YrVaLzoTZzKZ6pyTKjhXq1atSExMJDExkerqan744QeSk5P54x//iK+vL9OmTSMxMZGxY8d6/nzh34NhUFAQQUFB9O3bl/LyckwmE8eOHePAgQO1xuLp9fpmGQSXLVvGE088QVJSEhMnTnT3kgSh2RCXiQXhKsmyzJw5c1i+fDmbN2+mX79+tT6vFJAsXbqUGTNmAHDo0CEGDBggCkjcyGazkZqaSlJSEitWrECSJKZOnUpiYiLXX3+9588XrkNFRQUmkwmz2Ux5eTl+fn7Y7XZiYmIICgpy9/KcIiUlhQcffJBvvvmGadOmuXs5gtCsiDAoCFfpkUceYcmSJaxYsaJWb8GgoCB1J+bhhx9m7dq1LFq0iLZt2zJnzhwAduzY4bZ1C/9jt9v56aefSEpKIiUlhcrKSqZOnYrBYOCGG27wjvnCNSjzn/Py8ggICKC8vJx27dqpvQy97f4oVq9ezezZs/nqq69ITEx093IEodkRYVAQrlJ9feD+85//cM8990CNptNLly6t1XRaXCb2PA6Hgx07dpCcnMzy5cspLi5mypQpJCQkcOONN9KqVSt3L7FBdZ0RVOYlm81miouLadu2rdqyxlsuHW/YsIGZM2fy+eefc/vtt7t7OYLQLIkwKAiCcAFJkvjll1/UYJibm8tNN92EwWBgypQpBAYGunuJtciyzOHDhzGbzfWeEbRarWowLCwspE2bNrXG4nmiTZs2cccdd/DRRx/xpz/9yesaiwuCtxBhUBAEoQGSJJGZmUlSUhJGo5ETJ04wadIkDAYDN998c5NMC7kSNYNgbGzsZe1g2my2WvOSAwIC1B1Dd8xLrsvWrVu59dZbeeedd5g9e7bb1/SPf/yDNWvWkJmZia+vL8XFxRfd5uTJkzz88MOkpqbSpk0bZs2axfz58y+q9BYETyPCoCAIwmWSZZmsrCySkpJYvnw5hw4dYsKECSQkJDB16lSCg4NdGlquJgheyG63q2Px8vPz8fX1VYOhK+Yl12Xnzp0kJiby+uuv89BDD7k9CAK89NJLtGvXjtOnT/P5559fFAYdDgdRUVF07NiRN954g3PnznH33XfzwAMP8Nprr7lt3YJwOUQYFARBuArKGb3k5GSMRiP79+/nuuuuIyEhgenTpxMaGtqkIcYZQfBCDoej1lg8nU5XayyeK0LZ7t27MRgM/O1vf2POnDkeEQRrWrRoEXPnzr0oDK5bt45p06Zx9uxZwsPDAfjoo4949tlnycvL88oqdaHl8K52/IIgCB5Co9EwYMAAnn/+efbs2cPBgweZPHkyX3/9Nf369SMuLo6PPvqIs2fP4uz33E0RBAE1/A0ZMoTrr7+eQYMG4XA42Lt3L1u3biU7O5uCggIkSXLK97tQRkYGCQkJ/PWvf/XIINiQnTt3EhkZqQZBgMmTJ1NaWsqBAwfcujZBuBQRBgVBEBpJo9HQp08fnnnmGXbu3MmRI0dITExk+fLlDBgwgBtvvJH33nuPkydPNjoYNlUQvJBWqyUkJITBgwczbtw4IiMj0Wg0ZGVlsXXrVrWFjbOC4f79+4mPj+fPf/4zTz31lFcFQYDc3NxaQRBQ/zs3N9dNqxKEyyPCoCAIghNpNBp69OjBE088wdatWzlx4gR33nkn69evJzIykvHjx/P2229z9OjRKw6GrgqCF9JqtQQHBzNw4EDGjRtHVFQUer2enJwcNm/ezP79+zGZTDgcjqv697Ozs5k+fTpz5szhueeec1kQnDdvHhqNpsH/5eTkuGQtguBO4sygIAiCC8iyjNlsJiUlheTkZDZv3sygQYMwGAwkJCQQERHRYAhyVxBsiCzL6rxks9lMdXU1ISEhhIWFqWPxLuXw4cPExcVxzz338Nprr7l0RzAvL4+CgoIGb9O7d+9a5/3qOzP44osvsnLlSjIzM9WP/fbbb/Tu3Zv09HSio6Ob4B4IgnOIMCgIguBisixTWFjIihUrMBqN/PDDD/Tp0weDwUBiYiIDBw5Eq/3fhRtJkvj4448ZPHgww4cP94ggeCFZlmuNxauoqKBDhw5qMKyrgOLo0aPExcVx++2388Ybb9S6z57qUgUk586dIywsDIBPPvmEP//5z5jNZvz8/Ny0YkG4NBEGBUEQ3Ky4uJhVq1ZhNBrZsGEDXbt2VYPhkCFDeOSRR/j+++/ZsmULPXr0cPdyL0tFRYW6Y1hWVoaPjw+7du3ijjvuoHv37hw/fpy4uDimT5/Ou+++6/FB8OTJkxQWFrJy5UreeOMNfvrpJwD69u1LmzZt1NYynTt35l//+he5ubnMnDmT+++/X7SWETyeCIOCIAgepKysjLVr15KcnMzatWvRarXY7Xbef/99brvtNo8PTXWpqqri559/Zt68eWRnZxMREYHJZCIuLo7//ve/XnGf7rnnHhYvXnzRx1NTUxk/fjwAJ06c4OGHH2bz5s20bt2aWbNm8c9//lM0nRY8ngiDgiAIHkiWZR5//HG++eYbRo0axbZt22jbti3x8fEYDAZGjx6NTqdz9zKv2O7du/nDH/6Ar68v+fn5REdHM2PGDGbMmEHfvn3dvTxBaJE8/+2YIAhe55///CcajYa5c+eqH6uurubRRx+lQ4cOtGnThhkzZmAymdy6Tk8lyzJPP/00KSkp/Pzzz6xevZrc3Fw++OADysvLuf3224mIiGDu3Lls2bIFu93u7iVfFrPZzEMPPcSUKVM4ffo0586d46GHHmLr1q0MHjyYYcOG8cUXX7h7mYLQ4oidQUEQnGr37t3cdttttG3blgkTJrBgwQIAHn74YdasWcOiRYsICgriscceQ6vVsn37dncv2aMoQfC7775j8+bN9OnT56LbWK1WUlNTSUpKYsWKFQBMnTqVxMRExo0b55HTLvLz85k6dSoDBw5kyZIlF106LSkpYfXq1fj7+zNjxgy3rVMQWiIRBgVBcJry8nJiYmJYuHAhr776KlFRUSxYsICSkhJCQ0NZsmQJt9xyCwA5OTkMHDiQnTt3Mnr0aHcv3WNYLBbuu+8+XnnllTqD4IXsdjtbt24lKSmJlJQUqqurmTp1KgkJCUyYMAF/f3+XrLshRUVFTJs2jR49evDdd995ZFgVhJZMXCYWBMFpHn30UaZOncqkSZNqfTwtLQ2bzVbr4wMGDKB79+7s3LnTDSv1XH5+fnz11VeXFQQB9Ho9EydOZOHChZw6dYqUlBSCg4N54okn6NWrF/feey8rV66ksrKyyddel5KSEgwGA507d+bbb78VQVAQPJAIg4IgOMU333xDeno68+fPv+hzubm5+Pr60q5du1ofDw8PF6O6nEin0zFu3Djeeecdjh8/rrapef755+nZsyczZ84kKSmJ8vJyl6ynrKyMxMREgoODSU5OFr32BMFDiTAoCEKjnTp1iv/7v//j66+/9ojLksL5EXKjR4/mzTff5Ndff2XLli1ERETwj3/8g549e3LHHXewdOlSSkpKGj0vuS4VFRXccsstBAQEkJKSIn4vBMGDiTAoCEKjpaWlYTabiYmJQa/Xo9fr2bJlC++++y56vZ7w8HCsVutFUxtMJhMdO3Z027pbCq1WS2xsLPPnzycnJ4ddu3ap5zl79uzJLbfcwpdffklhYaFTgmFVVRW33XYbAKtWrfLIiSmCIPyPKCARBKHRysrKOHHiRK2PzZ49mwEDBvDss8/SrVs3QkNDWbp0qVopeujQIQYMGCAKSNxIlmVycnJISkpi+fLlZGVlMW7cOBISEpg2bRqhoaFXPCu4urqaO+64g7KyMtavX09QUFCTrV8QBOcQYVAQhCYxfvx4dfeJ31vLrF27lkWLFtG2bVvmzJkDwI4dO9y8UoHfg+HRo0dJTk7GaDSSnp7ONddcg8FgID4+nk6dOl0yGFosFu666y5MJhMbN26kffv2Llu/IAhXT1wmFgTBJf79738zbdo0ZsyYwbhx4+jYsSNGo9HdyxJ+p9Fo6Nu3L88++yw///wzR44cwWAwYDQaGThwIDfddBPvvfceJ0+erPNSss1m45577uHMmTNs2LBBBEFB8CJiZ1AQBEGolyzLnD17FqPRiNFoZNu2bURHR2MwGDAYDPTq1QuHw8F9993HwYMHSU1NJTQ01N3LFgThCogwKAiCIFwWWZYxmUykpKRgNBrZvHkzAwcORKPRUFlZydatW0VBkCB4IREGBUEQhCsmyzKFhYUsWbKEf/7zn2zZsoW+ffu6e1mCIFwFEQYFQRAEQRBaMFFAIgiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgeJ1//OMfXHPNNbRq1Yp27drVeRuNRnPR/7755huXr1UQPJ3e3QsQBEEQhCtltVq59dZbGTNmDJ9//nm9t/vPf/7DlClT1P+uLzgKQksmwqAgCILgdV555RUAFi1a1ODt2rVrJ6aiCMIliMvEgiAIQrP16KOPEhISwsiRI/niiy8QcxYE4WIiDAqCIDShM2fOcNddd9GhQwcCAgKIjIxkz5496udlWebFF1+kU6dOBAQEMGnSJH799Ve3rrm5+Nvf/sZ3333Hxo0bmTFjBo888gjvvfeeu5clCB5HhEFBEIQmUlRUxNixY/Hx8WHdunVkZ2fz1ltv0b59e/U2//rXv3j33Xf56KOP2LVrF61bt2by5MlUV1e7de3uMG/evDqLPmr+Lycn57L/vRdeeIGxY8cSHR3Ns88+yzPPPMMbb7zRpPdBELyRmE0sCILQRObNm8f27dv56aef6vy8LMt07tyZp556iqeffhqAkpISwsPDWbRoEXfccYeLV+xeeXl5FBQUNHib3r174+vrq/73okWLmDt3LsXFxZf899esWcO0adOorq7Gz8/PKWsWhOZAFJAIgiA0kZUrVzJ58mRuvfVWtmzZQpcuXXjkkUd44IEHAPjtt9/Izc1l0qRJ6tcEBQUxatQodu7c2eLCYGhoKKGhoU3272dmZtK+fXsRBAXhAiIMCoIgNJFjx47x4Ycf8uSTT/KXv/yF3bt38/jjj+Pr68usWbPIzc0FIDw8vNbXhYeHq58T6nby5EkKCws5efIkDoeDzMxMAPr27UubNm1YtWoVJpOJ0aNH4+/vz8aNG3nttdfUHVhBEP5HhEFBEIQmIkkSw4cP57XXXgMgOjqarKwsPvroI2bNmuXu5Xm1F198kcWLF6v/HR0dDUBqairjx4/Hx8eHDz74gCeeeAJZlunbty9vv/22uisrCML/iDAoCILQRDp16sSgQYNqfWzgwIEkJycDqP3vTCYTnTp1Um9jMpmIiopy8Wq9y6JFixrsMThlypRazaYFQaifqCYWBEFoImPHjuXQoUO1Pnb48GF69OgBQK9evejYsSM//vij+vnS0lJ27drFmDFjXL5eQRBaJrEzKAiC0ESeeOIJrrnmGl577TVuu+02fvnlFz755BM++eQT+H127ty5c3n11Vfp168fvXr14oUXXqBz584kJCS4e/mCILQQorWMIAhCE1q9ejXPPfccv/76K7169eLJJ5+sdW5NlmVeeuklPvnkE4qLi7n22mtZuHAhERERbl23IAgthwiDgiAIgiAILZg4MygIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IKJMCgIgiAIgtCCiTAoCIIgCILQgokwKAiCIAiC0IL9f+JxAd3ox0VNAAAAAElFTkSuQmCC", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -186,7 +269,14 @@ "cell_type": "code", "execution_count": 6, "id": "12159e8e", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:21.882574Z", + "iopub.status.busy": "2025-11-12T10:23:21.882428Z", + "iopub.status.idle": "2025-11-12T10:23:21.885382Z", + "shell.execute_reply": "2025-11-12T10:23:21.884742Z" + } + }, "outputs": [], "source": [ "ffd = FFD([2, 2, 2])\n", @@ -213,18 +303,23 @@ "cell_type": "code", "execution_count": 7, "id": "23a93947", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:21.886746Z", + "iopub.status.busy": "2025-11-12T10:23:21.886606Z", + "iopub.status.idle": "2025-11-12T10:23:22.135588Z", + "shell.execute_reply": "2025-11-12T10:23:22.134882Z" + } + }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -251,7 +346,14 @@ "cell_type": "code", "execution_count": 8, "id": "66a51b2f", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:22.137128Z", + "iopub.status.busy": "2025-11-12T10:23:22.136960Z", + "iopub.status.idle": "2025-11-12T10:23:22.516697Z", + "shell.execute_reply": "2025-11-12T10:23:22.515759Z" + } + }, "outputs": [], "source": [ "undeformed_points = np.vstack([walls, obstacle])\n", @@ -279,18 +381,23 @@ "cell_type": "code", "execution_count": 9, "id": "27abff06", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:22.518650Z", + "iopub.status.busy": "2025-11-12T10:23:22.518460Z", + "iopub.status.idle": "2025-11-12T10:23:22.762334Z", + "shell.execute_reply": "2025-11-12T10:23:22.761787Z" + } + }, "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -316,7 +423,14 @@ "cell_type": "code", "execution_count": 10, "id": "870eac68", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:22.764295Z", + "iopub.status.busy": "2025-11-12T10:23:22.764020Z", + "iopub.status.idle": "2025-11-12T10:23:28.718667Z", + "shell.execute_reply": "2025-11-12T10:23:28.716743Z" + } + }, "outputs": [], "source": [ "new_mesh_points = rbf(mesh[\"points\"])" @@ -336,7 +450,14 @@ "cell_type": "code", "execution_count": 11, "id": "04199f33", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:28.722022Z", + "iopub.status.busy": "2025-11-12T10:23:28.721631Z", + "iopub.status.idle": "2025-11-12T10:23:28.727214Z", + "shell.execute_reply": "2025-11-12T10:23:28.726375Z" + } + }, "outputs": [], "source": [ "def upper_layer(*arrs):\n", @@ -361,30 +482,33 @@ "cell_type": "code", "execution_count": 12, "id": "eecdf2da", - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T10:23:28.729224Z", + "iopub.status.busy": "2025-11-12T10:23:28.729006Z", + "iopub.status.idle": "2025-11-12T10:23:31.297745Z", + "shell.execute_reply": "2025-11-12T10:23:31.297045Z" + } + }, "outputs": [ { "data": { - "image/png": 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61/vRu9ybaZ/j/ZPP59H+bOdzejmNzc83j4QXHGpdaEX6ZjrTfiMiepd7sb6yHoMvBzHaH0V7qR3pm+m5w68AAChWHv28vPqlefWjI/Lp9wMAAAAAwFx0Os9eGHFrK7IbN44ssJhtbkbS70f0jHPDeZk3USwhQlSVa8f8CCSC8hCABZyKBEsoBxOdm8t1mAjtgNkYjKWq9HsoM6GUFEn7Ixerqydvb7cXcxxQYsPvhzG4M4jx/jhWl1YjvZxG9+XZV7Icfj88Ngk+ImJyMImNjzdifWV9pmCA1aWTz+f20mznc/flbvSv92Pj440jYQOtC63oX++fO6yq81Inbr77jIJKAAAqZ979vLz6pXn1o/Pq9z+9/3k+pwAAAAAAwBHD4bHwq4iIZDKJbGMjkvX1aYgWlfL4IItPd/bi3jf7cenVpXi7Y15SkcybKJYQIarKtQOoIwFYwKlJsCw3Aw/NYKJzs7kOE6EdcHYGY6kq/R7KTCglRdL+yEWaTlflm0yObcparUjStICDgvLYurN1bNL65ueb0b/ej97l2VayHNwZHJsEf2hyMInBl4OZggLSy2lsfr55JAzgUOtCK9I3Zz+fe5d7sb6yHoMvBzHaH0V7qR3pm+m5w68AAOAs8uiX5tWPzqvfH5HPcwoAAAAAABwxGBwLvzqUTCYRg0HETQueVcnjgyze/+iLuL2z9+PP3uksx4fvXVGHWhDzJoolRGixzIOfH9cOoI4EYJEbnRBYHAMPzWGiMwBnZTCWqtLvoeyEUlIk7Y+563Yj6fenq/I9FYKVtVqR9PtW6aPRht8Pj00qj5hOVt/4eCPWV9Znmmg/3h+fuH20PzrzPiMiui93o3+9HxsfbxyZvN+60Ir+9f65w6o6L3VmnqAPAADzMu9+aV796Lz6/Xk9pwAAAAAAwBHjk8e5YzTbODfF+XRnL27v7MVrLz4fb6y8EHd3H8btnb347Os9NakFMW+iWEKEFsc8+Ply7QDqSAAWudAJgcUy8NAsJjoDcBYGY6ky/R5mIZCbIml/5Go4nK6YNx5HrK5GpGlEtzu//fd6kayvTz9jNIpotyNJU+FXVM7w+2EM7gxivD+O1aXVSC+n0X159nNlcGdwbFL5ocnBJAZfDmaaeL+6tHri9vZS+8z7PNS73Iv1lfUYfDmI0f4o2kvtSN9MTYAHAIAT5NGPzqvfn9dzyqF5P1cBAAAAAFBRqyePc0d79voWinHvm/2IiHhj5YX4ZPvbuLZ2Me4/eBTbu/tq9gtk3kRxhAgtjnnw8+faAdSNACxyoRMCi2XgAQD4JQZjmTfhLpSZQG6KpP2Rq62tyG7ciOSHJ5Nbs83NSPr9iF5vfp/T6UTcnH2CLBRt685W3Pj4xpGJ4Jufb0b/ej96l2c7V8b7J69kOdqfbSXL9HIam59vxuRgcmxb60Ir0jfTmfZ7qPNS51wT3gEAoInm3Y/Oq9+f13NKRD7PVQAAAAAAVFSaTuvUJsfHubNWa7rAIpVy6dWliIi4u/swrq1djLu7DyMiYm1lqcjDgkIJEVoM8+ABeJYLRR8A9fTTTsgbKy9ERMT27n6RhwW1ZeABoNweH2Rx66vv4s9u/VXc+uq7eHyQFX1INMzhYOwfv/sHcbX7ihAOZnYY7vLbj76IP731l/Hbj76I9z/6wnWN0ng6kPva2sV47cXnfwzkhrxpf+RmODwWfhURkUwmkW1sROzsFHRgcD7D74fxwa0P4jd/9zfxwa0PYvj98Nz7++kk7YiIycEkNj7eiJ1/MNu5srp08kqW7aXZVrLsvtyN/vV+tC60jvy8daEV/ev96LzUmWm/AABAeeTV78/rOSWv56qn9z/P50AAAAAAAHLW7UbS70fWOjrOnbVa08UbO+pbqubtznK801mO+w8exSfb38b9B4/iamc53np9uehDA2rOPHgAnuVXRR8A9aQTAot1OPBwe2cv7j94FBFh4AFK5PFBFp/u7MW9b/bj0qtL8XZnWfhMgxyGxdzeeRJ88E5nOT5874p20GCuC1TV0+Eub6y8EHd3H/4Y7mLFBcrAqiAUSfsjN4PBsfCrQ8lkEjEYRNy8ueCDgvPZurN1bFL15ueb0b/ej97l3kz7HNwZHJukfWhyMInBl4O4+e7Zz5X0chqbn2/G5OD4SpatC61I35x9Jcve5V6sr6zH4MtBjPZH0V5qR/pmKvwKAABqJI9+f17PKXk9V0Xk8xwIAAAAAMAC9HqRrK9P69RGo4h2O5I0/fnwq+Fw+vfG44jV1Yg0jeh2F3/M/KLnLiTx4XtX4rOv92J7dz/WVpbirdfNZwHyZx48ZWe+5+z87pgXAVjkQiekvNxA6snAA5SX8COExfBTrgtUmXAXyk4gN0XS/sjNeHzy9tFoMccBczL8fnhs0nPEdDL1xscbsb6yPtNE8PH+yefKaH+2c6X7cjf61/ux8fHGkcnlrQut6F/vnzusqvNSZ+YJ5AAAQDXMu9+f13NKXs9VeT0HAgAAAACwIJ3Osxdp3NqK7MaNI4s9ZpubkfT7ET0LIZTJcxeSuNp9Rf1/BZgPTp2YB0+Zme85O7+7s3N//2UCsMiFTkg5uYHUm4EHKCfhRwiL4adcF6gy4S6UnUBuiqT9kZvV1ZO3t9uLOQ4aa/j9MAZ3BjHeH8fq0mqkl9Povjz7yoyDO4Njk54PTQ4mMfhyMNPE8NWlk8+V9tLs50rvci/WV9Zj8OUgRvujaC+1I30zNUEbAAAoTB7PKXk9V+X1HHho3s+tAAAAAACc0XB4LPwqIiKZTCLb2IhkfX0aogWcmvngxRJOkg/z4Ckr8z1n53d3Nu7vJxOARW50QsrHDQTKwcNvswg/QlgMP+W6QJUJd6HsBHJTJO2P3KTpdCW8yeTYpqzViiRNCzgommLrzlbc+PjGkYnKm59vRv96P3qXZ1uZcbw/PnH7aH80037Ty2lsfr4Zk4Pj50rrQivSN893rnRe6pxrQjYAAMC8zfs5Ja/nqryeAyPyeW4FAAAAAOCMBoNj4VeHkskkYjCIuKnuBs7CfPDiCCehisxbPx/zPWfnd3c27u8nE4AFDeIGAsXz8Ns8wo8QFsNPuS5QZcJdqAKB3PySRbzU0f4abjicFuqMxxGrqxFpGtHtnn+/3W4k/f50JbynQrCyViuSft/KeORm+P3w2CTiiIjJwSQ2Pt6I9ZX16Lx09va3urR64vb2UvvM+4yI6L7cjf71fmx8vHFksnbrQiv61/szHSsAAECT5PVclddzYF7PrQAAAAAAnNH45IUQYjT7QggslgCV8jAfvDjCSaga89bPz3zP2fndnY37+8kEYEGDuIFA8Tz8No/wI4TF8FOuC1SdcBdm4WUoRfNSh9xtbUV248aRVeyyzc1pQFWvd/7993qRrK9PA7ZGo4h2O5I0FX7FMcPvhzG4M4jx/jhWl1YjvZxG9+XZgtgGdwbHJhEfmhxMYvDlIG6+e/aVGdPLaWx+vnlkMvWh1oVWpG+mZ97nod7lXqyvrMfgy0GM9kfRXmpH+mZqwjMAAMAp5fFclddzYF7PrRHzfb4GAAAAAKi91ZMXQoj2bAshsFhqbcvFfPDiCCehasxbPz/zPWfnd3c27u8nE4AFDeIGAsXz8Ns8wo+IEBbDUa4LzJtgIcrOy1DKwEsdcjUcHgu/iohIJpPINjamwVXzCKrqdCJuzjZpk2bYurMVNz6+cWTy7+bnm9G/3o/e5bMHsY33T16ZcbQ/28qM3Ze70b/ej42PN45Mfm5daEX/ev/cYVWdlzozT3AGAABg/s9VeT0H5vXcOu/nawAAAACA2kvT6YKRk+MLIWSt1nSxR0pPrW25mA9eHOEkVI156+dnvufs/O7Oxv39ZAKwoEHcQKB4Hn6bSfgR8FOuC8yLYCGqwMtQysBLHXI1GBwLvzqUTCYRg4HgKnI3/H54bHJuRMTkYBIbH2/E+sr6mScUry6dvDJje2n2lRl7l3uxvrIegy8HMdofRXupHemb6bnDrwAAACinPJ4D83huzeP5GgAAAACg9rrdSPr96YKRT4VgZa1WJP3+fBaQJHdqbcvFfPDiCCdZnMcHWXy6sxf3vtmPS68uxdsdbXwW5q3Ph/mes/O7Oz3395MJwIKGcQMpN531+vPwCwDMk2AhqsDLUMrASx1yNR6fvH00WsxxUCnD74cxuDOI8f44VpdWI72cRvfl7sz7G9wZHJuce2hyMInBl4O4+e7ZgtjSy2lsfr4Zk4PjKzO2LrQiffN8KzN2Xuqc+ZgAAACornk/B+bx3JrH8/XT5j0eAAAAAABQGr1eJOvr0wUjR6OIdjuSNBV+VSFqbcvHfPBiCCdZjMcHWbz/0Rdxe2fvx5+901mOD9+74nd9RuatQ7W4v/8yAVgAJaGz3gwefgGAeRIsRBV4GUoZeKlDrlZXT97ebi/mOKiMrTtbcePjG0cm1G5+vhn96/3oXe7NtM/x/slBbKP9swexdV/uRv96PzY+3jgymbh1oRX96/3ovKQ4DQAAgOLk8dyax/P1oTzGAwAAAAAASqXTibj5jEUEhsNpSNZ4PK29S9OIroUCykCtLTwhnCR/n+7sxe2dvXjtxefjjZUX4u7uw7i9sxeffb3n935G5q0DdSEAi2d6fJDFpzt7ce+b/bj06lK83XHDgzzorDeHh1+oDv0gDmkLlJVgIarAy1DKwEsdcpWmkW1uRjKZHNuUtVrTVezgrw2/Hx6b7BoRMTmYxMbHG7G+sj7TBN3VpZOD2NpLswWx9S73Yn1lPQZfDmK0P4r2UjvSN1PhVwAAAJTCvJ9b83q+zms8AAAAAACgUra2IrtxI5IfnoyVZpubkfT7ET0LBRRNrS2wSPe+2Y+IiDdWXohPtr+Na2sX4/6DR7G9u2/u9QzMWwfqQAAWJ3p8kMX7H30Rt3f2fvzZO53l+PC9Kx5aYM501qGchN40l34Qh7QFykywEFXgZShl4aVOw+W5aly3G0m/H9nGxpEQrKzVmhbmdExerLrh98MY3BnEeH8cq0urkV5Oo/vybO1ncGdwbLLrocnBJAZfDuLmu89YBfFnpJfT2Px8MyYHx4PYWhdakb45exBb56XOTMcEAAAAizDP59a8nq/zGg+ImO+4BQAAAABAbobDY+FXERHJZDKtvVtfV2tXAmptgUW59OpSRETc3X0Y19Yuxt3dhxERsbayVORhAVAgAVic6NOdvbi9sxevvfh8vLHyQtzdfRi3d/bis6/3PMDAnOmsQ/kIvWk2/SAOaQuUmWAhqsLLUE4idJbcLWLVuF5vWoAzGESMRhHtdiRpqiCnBrbubMWNj28cmaS6+flm9K/3o3f57O1nvD8+cftof3TmfUZEdF/uRv96PzY+3jgySbd1oRX96/3ovKQtAgAAwLPk9Xyd13jAvMctAAAAAAByMxgcC786lEwm09q7mxbpg9NQe00dvN1Zjnc6y3F7Zy/uP3gUERFXO8vx1uvLBR8ZAEURgMWJ7n2zHxERb6y8EJ9sfxvX1i7G/QePYnt336RVmDOddSgfoTfNph/EIW2BshMsxHl4+UXRhM6Su0WuGtfpKMCpmeH3w2OTSCMiJgeT2Ph4I9ZX1s888XV1afXE7e2l9pmP81Dvci/WV9Zj8OUgRvujaC+1I30zFX4FAAAAZ5DH83Ue4wF5jFsAAAAAAORmfPJCATGabaEAFkvtefHUXlMXz11I4sP3rsRnX+/F9u5+rK0sxVuvu6YANJkALE506dWliIi4u/swrq1djLu7DyMiYm1lqcjDglrSWYfyEXrTbPpBHNIWgLry8osyEDpL7qwaxzkM7gyOTSI9NDmYxODLQdx892ztJ72cxubnmzE5mBzb1rrQivTNdKZjPdR5qXPmYwIAAACOmvfzdR7jAXmMWwAAAAAA5Gb15IUCoj37woEshtrzclB7XRwBcPP33IUkrnZf0XYpFec6FEcAFid6u7Mc73SW4/bOXtx/8CgiIq52luOt15cLPrJmc+OsL5318nP+NYvQm2bTD+KQtsAs9BmoAi+/KAOhs+TOqnGNM/x+GIM7gxjvj2N1aTXSy2l0X+7OtK/x/sntZ7R/9vbTfbkb/ev92Ph448ik19aFVvSv96PzUufM+wQAAADKLY/xgDzGLQ7Nc3wFAAAAACAiItI0ss3N6cKVP5G1WpGk51s4kPypPS8HtdfFEAAHzeBcn525lMyDACxO9NyFJD5870p89vVebO/ux9rKUrz1uotNkdw4oTjOv+YRetNs+kEc0hY4K30GqsLLL8pA6Cy5s2pco2zd2YobH9+IHw5++PFnm59vRv96P3qXe2fe3+rSye2nvTRb++ld7sX6ynoMvhzEaH8U7aV2pG+mwq8AAACgxuY9HpDXuMW8x1cAAAAAACIiotuNpN+PbGPjSAhW1mpF0u9HdNROlZ3a83JQe10MAXBUiSCi2TnXZ2MuJfMiAItneu5CEle7r7gol4QbJxTH+dc8Qm/QD+KQtsBZ6DNQFV5+UQZCZ8mdVeMaY/j98NjkzIiIycEkNj7eiPWV9TNPKE0vp7H5+WZMDo63n9aFVqRvzt5+Oi914ua7N2f+9wAAAED1zHM8II9xizzGVwAAAAAAftTrRbK+HjEYRIxGEe32tIZP+FUlqD0vB7XXxRAAR1UIIjof5/pszKU8GyF1v0wAFlSMGycUx/nXTEJvADgrfQaqwssvykDoLLmzalypDb8fxuDOIMb741hdWo30chrdl7sz7WtwZ3BscuahycEkBl8OzjzBtPtyN/rX+7Hx8caRyaStC63oX++b8AkAAAAUJo9xizzGVw7NcxwIAAAAAKiwTifi5gnjjMPhNCBrPI5YXY1I04iuscQyUHteDmqviyEAjqoQRHQ+zvXZmEt5ekLqTiYACyrGjROK4/wDAE5Dn4Gq8PKLshA6S0TkW7Ri1bhS2rqzFTc+vnFkUuXm55vRv96P3uXemfc33h+fuH20PzrzPiMiepd7sb6yHoMvBzHaH0V7qR3pm6nwKwAAAKBw8x63yGt8Zd7jQAAAAABATW1tRXbjRiQ/PBlLzDY3p4td9owlFk3teXmovV48AXBUhSCi83Guz8ZcytMTUncyAVhQMW6cUBznHwBwGvoMVImXXzzL44MsPt3Zi3vf7MelV5fi7Y4X1eRgEUUrz1o1joUafj88NukxImJyMImNjzdifWX9zBM1V5dWT9zeXmqf+TgPdV7qxM13tR8AAACgfOY5bpHH+Eoe40AAAAAAQA0Nh8fqCCMikskkso2N6SKYFr0snNpzmkoA3GKYu3B+gojOx7k+G3MpT09I3ckEYEHFuHGWm851vTn/oDpcj4nQDiiOPgPz4BpGGTw+yOL9j76I2zt7P/7snc5yfPjeFe2R+VG00kiDO4Njkx4PTQ4mMfhycOaJm+nlNDY/34zJweTYttaFVqRvpjMdKwAAAEBT5DG+ksc4EAAAAABQQ4PBsTrCQ8lkEjEYWAQTKJQAuHyZuzAfgojOz7l+duZSnp6QupMJwIIKcuMsJ53rZnD+Qfm5HhOhHVA8fQbOwzWMsvh0Zy9u7+zFay8+H2+svBB3dx/G8ybxMgABAABJREFU7Z29+OzrPdc35kfRSmUMvx/G4M4gxvvjWF1ajfRyGt2XuzPta7w/PnH7aH905n12X+5G/3o/Nj7eODJJs3WhFf3r/ei8JEgNAAAA4CR5jK/kMQ50aJ7jVQAAAABAwcYnjyXGaPaxRADKz9yF+RBERFHMpTwdIXUnE4AFMCc611A+jw+y+HRnL+59sx+XXl2Ktzse1JrA9ZgI7YBf5t5AFbiGURb3vtmPiIg3Vl6IT7a/jWtrF+P+g0exvbuvLTI/ilYqYevOVtz4+Eb8cPAkrGzz883oX+9H73LvzPtbXVo9cXt7qX3mfUZE9C73Yn1lPQZfDmK0P4r2UjvSN1PhVwAAAACnNO/xlbzGgeY9XgUAAAAAFGz15LHEaM82lsjimKtRPN8BVWbuwvwIIoLyElJ3MgFYDfL4IItbX32n4wo50bmGcnl8kMX7H30Rt3f2fvzZO53l+PC9K+5/Ned6TIR2wM9zb6AqXMMoi0uvLkVExN3dh3Ft7WLc3X0YERFrK0tFHhZ1o2il9IbfD49NJoyImBxMYuPjjVhfWT/zBMj0chqbn2/G5GBybFvrQivSN9OZj7fzUiduvntz5n8PAAAA0HTzHF/JYxwoj/EqAAAAAKBgaRrZ5mYkk+NjiVmrFUk6e00Z+TNXo3i+A6rO3AWgKYTU/bILRR8Ai/O3Pt6O3370Rfzprb+M3370Rbz/0Rfx+CAr+rCgNnSuoVw+3dmL2zt78dqLz8e1tYvx2ovPx+2dvfjs671n/2MqzfWYCO2An+feQFW4hlEWb3eW453Octx/8Cg+2f427j94FFc7y/HW68tFHxp1kqaRtVo/uylrtSIUrcxk+P0wPrj1Qfzm7/4mPrj1QQy/H868r8GdwbHJhIcmB5MYfDk48z67L3ejf70frQtHv/vWhVb0r/dNUAQAAACoiTzGgfIYrzo0z3E1AAAAAOAMut1I+v1j9YRZqxVJvx/RUVNWZuZqFM93QNWZuwDAr4o+ABbn3/r7/zD+5h8uxxsrL8Td3Yc/dlwlw8F8HHaub+/sxf0HjyIidK6hQPe+2Y+IiDdWXohPtr+Na2sX4/6DR7G9u+/eV3Oux0RoB/w89waqwjWMsnjuQhIfvnclPvt6L7Z392NtZSneen3ZKkDM12HRysbGkZXbFK3MbuvOVtz4+MaRSYCbn29G/3o/epd7Z97feH984vbR/ujM+4yI6F3uxfrKegy+HMRofxTtpXakb6bCrwAAAABqZt7jQHmNV817XA0AAAAAOKNeL5L19YjBIGI0imi3I0lTdYQVYK5G8XwHi/f4IItPd/bi3jf7cenVpXi7o87+PMxdAEAAVsPouEJ+dK6rw4NlM1x6dSkiIu7uPoxraxfj7u7DiIhYW1kq8rBYANdjIrQDfp57A1XhGkaZPHchiavdV4wfETEcTotKxuOI1dWINI3oduezb0UrczP8fnhskl5ExORgEhsfb8T6yvqZJxauLq2euL291D7zcR7qvNSJm+/enPnfAwAAAFAN8xwHymO8Ko9xNQAAAABgBp1OxM1njCXmWc/ITMzVKJ7vYLEeH2Tx/kdfxO2dvR9/9k5nOT5874p5H+dg7gJAswnAahgd13IRwlM/Otfl58GyOd7uLMc7neW4vbMX9x88ioiIq53leOv15YKPjEVwPSZCO+A49waqxDWM0zCuwMJsbUV240YkPzyZ/JVtbkbS70f0evP5jNMUrfBMgzuDY5P0Dk0OJjH4cnDmiYbp5TQ2P9+MycHk2LbWhVakb6YzHSsAAAAAzCKP8ao8xtUAAAAAgBwsop6RMzNXo3i+g8X6dGcvbu/sxWsvPh9vrLwQd3cfxu2dvfjs6z1zQABgRgKwGuSf+Jt/I/7eg0c6riUhhAeK4cGyOZ67kMSH712Jz77ei+3d/VhbWYq3XhcIANBk7g3Mg8AhysK4AgszHB4rFomISCaTyDY2Illfn4ZXcS7D74cxuDOI8f44VpdWI72cRvfls69IN94fn7h9tD868z67L3ejf70fGx9vHJlU2LrQiv71fnRe8v0DAAAAsDh5jFflMa4WMb9xPwAAAAAg1DOWmLkaxfMdLNa9b/YjIuKNlRfik+1v49raxbj/4FFs7+6bpww1YO4YFEMAVoP87etr8f2vXtZxLQkhPFAMD5bN8tyFJK52X/HdAvAj9wbOQ+AQZWJcgYUZDI4VixxKJpOIwSDi5s0FH1S9bN3Zihsf34gfDp78njc/34z+9X70Lp9tRbrVpdUTt7eX2jMdY+9yL9ZX1mPw5SBG+6NoL7UjfTMVfgUAAABAIeY9XpXHuNo8x/0AAAAAgFDPWHLmahTPd7A4l15dioiIu7sP49raxbi7+zAiItZWloo8LDhCiNNszB2bjfbGPAjAahAd13IRwgPF8GAJUG4edIEyEzhEmRhXYGHG45O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gUsSQqkg5qKrIIVXA6RQpXCvN+14Rw7XSDHBM83keKfQ/AAAAAACAkjF3qvTUgRWTWvl8uPXlQUREXFw7Hx/d/CreWX8lbt+5Fzf3DvwdUqQ+Z7HUggJlJgCLXNOZhGx4oa4OLztAGAAnZQYqKRphL+SRdzSyou2Rip2dmGxuRu2bRwXhk253OsGq01nMMTqdqG1sTEO2hsOIZnO6eqEJXFA5aYVE7FzfmQm36H7ajd7VXnQuzXcv61/vz4RlHBo/GEf/8/7cQStpBYgUNaQqUg6qElIFnFUa95G07ntFDNdKM8Axzed5Gv2PxwnXAgAAAACAkjB3CnJHrXw+XHh1JSIibuzdjXfWX4kbe3cjImJ9bSXjMysv9TnpUAsKlJUALHJNZxKy4YW6WrzsAJAWA5UUkbAX8sg7GlnR9li4wWAm/CoiojYeT1cd3NhY3ESrVitiW/gIVFlaIRGDrwcz+41vQy22PtyKjbWNucI+RgejY7cPD4an3uehtAJEihxSFYKqgApK675XtHCtNAMc03qep9X/OJR2uBYAAAAAALBkJ507NRhMg7JGo4hGIyJJItoWyCg6i5jnj1r5fHirtRpvt1bj2u5+3L5zLyIirrRW483XV7M+tdJSnwPVoO9xen5nTyYAi1zTmYRseKEGABbBQCVFJOyFPPKORla0PRau358JvzpUG4+nk6mEVkElDb4eRP96P0YHo2isNCK5lET7pfknVKYZEtG/3p/Z7+P773/enytcpLHSOHZ7c6V56n0eSjOoSkgVAFGwcK00n4tpPc/T6n/EEsK1Ft3PAwAAAAAAFmRnZ2Yxw0m3G7VeL6JjgYyisoh5PqmVz4fnztXi/Xcvxydf7MfNvYNYX1uJN18XOJIm9TlQfvoep+d39nQCsMg1ncl8kyxYXl6oAYBFMFBJEQl7IY+8o5EVbY+FG42O3z4cLutMgBzZub4zE7rQ/bQbvau96Fyab0JlmiERo4Pj72XDg/nuZcmlJLqfdo8EcRyqn6tH8kYy134PpRlUJaQKgDSl8ZxJ67mY1vM8rf5HpNxvSqOfBwAAAAAALMBgMBN+Fd8uYjjZ2oraxkZEazELX7FcFjHPJ7Xy+fHcuVpcab/selgS9TkUidyM+eh7nJ7f2dMJwCL3dCbzSbJguXmhhvzzMoU2QBEYqKSIhL2QR97RyIq2x8I1GsdvbzaXdSbAnAZfD6J/vR+jg1E0VhqRXEqi/VL7TPv7bihCfBu2sPXhVmysbcwVRJFmSERj5fh7WXNlvntZ+6V29K72YuvDrSOhGfVz9ehd7QmqAoAFS+O5mNbzPK3+R6TYb0qrn/f4/hfZLwUAAAAAgErp92fCrw7VxuOIfj9i2/yCIrKIeX6plaeK1OdQFHIz5qfvcXp+Z08nAAuYi2TB8vNCDfnlZQptgKIwUEkRCXshr7yjkRVtj4VKkph0u9NJUt8xqdejliSZnBZwMjvXd2ZCDLqfdqN3tRedS5259tm/3p8JRTg0fjCO/uf9uYIp0gyJSC4l0f20eyTU4lD9XD2SN+a/l3UudWJjbSP6n/djeDCM5kozkjeShYRfAQDLkcbzPM3+R1r9prT6eZFSvxQAAAAAACpldPwCGTGcf2ExsmURcyBP1OdQFHIz5qfvcXp+Z08nAAuYi2RByIf7Dybx8e5+3PryIC68uhJvtbz8VYGXKbQBisJAJUUl7IWT0h8nS9ofqRgMpqv3jUYRjUZEkkS024vbf7sdtV4vJltbR0KwJvV61Hq9iJaAF1iUwdeD6F/vx+hgFI2VRiSXkmi/NP/1PPh6MBMyEN+GF2x9uBUbaxtzhTqMDo6fUDk8mG9CZZohEe2X2tG72outD7eO7L9+rh69q70zh1W1XmzNHQYBAOTDop/nafY/0uo3pdXPS6tf+vj+F9mPBgAAAACAXGocv0BGNOdfWIxsWcQcyBv1OelTV3B2cjPmp+9xen5nTycAC5iLZEHI3v0Hk3jvg8/i2u7+w5+93VqN99+97OWk5LxMoQ1QJAYqWQSDseSR/jhZ0v5Ixc5OTDY3o/bNoyLiSbc7DabqdBZ3nE4nahsb06Ct4TCi2Yxakgi/ggXaub4zEwrQ/bQbvau96Fya73ruX+/PhAwcGj8YR//z/lwhD42V4ydUNlfmm1CZdkhV51InNtY2ov95P4YHw2iuNCN5IznzfgEAniat/kda/aa0+nlp9UsjpX40AAAAAADkUpJM54aNZxfImNTr0/lcFJJFzItJvQQwL3UFiyE3Y376Hqfnd/Z0ArCAuUgWhOx9vLsf13b347UXno+La+fjxt7duLa7H598sS9kpOS8TKENMC+D4hSRwVjySn+cLGl/LNxgMBN+FRFRG49jsrU1DaxaZEBVqxWxPV9BMnC8wdeDmaL9+DYMYOvDrdhY25grxGB0MDp2+/BgeOp9RkQkl5Lofto9ErZwqH6uHskb80+oTDukqvVia+5wBQCAeaTV/0ij35RWPy+tfmla/WgAAAAAAMildjtqvd50bthjIViTen26YKLFDAvNIubFol4iH9RbUVTqChZDbsbZ6Hucnt/ZkwnAAuYiWRCyd+vLg4iIuLh2Pj66+VW8s/5K3L5zL27uHejwlJyXKbQB5mFQnKIyGEte6Y+TJe2Phev3Z8KvDtXG44h+X2AVpGTw9SD61/sxOhhFY6URyaUk2i+1595f/3p/pmj/0PjBOPqf9+cKTWisNI7d3lxpnnqfERHtl9rRu9qLrQ+3joQj1M/Vo3e1d+aQASFVAAAns+h+U1r9vLT6pWn1ow8tut8PAAAAAABn1ulMF0bs9yOGw4hmM2pJ8uTwq8Fg+u9Go4hGIyJJItrGuWER1EtkT70VRaauYDHkZkA+CMAC5iZZELJ14dWViIi4sXc33ll/JW7s3Y2IiPW1lYzPjLR5mUIbYB4GxSkqg7Hklf44WdL+WLjR6Pjtw+GyzgQqZef6Tmx+uHmk0L77aTd6V3vRudSZa5+jg+Ov5+HBfNdzcimJ7qfdI+EFh+rn6pG8kcy134iIzqVObKxtRP/zfgwPhtFcaUbyRnLm8CsAALKVRj8vrX5pWv3oSKnfDwAAAAAAC9FqPXthxJ2dmGxuHllgcdLtRq3Xi+gY54azUi+RPfVWFJm6gsWRmwHZE4DF0tx/MImPd/fj1pcHceHVlXirJaQB0uSaK7+3Wqvxdms1ru3ux+079yIi4kprNd58fTXrU2MJvEyhDXBaBsUpKoOx5JX+OFnS/li4RuP47c3mss4Ecmvw9SD61/sxOhhFY6URyaUk2i/Nv5Ll4OvBTBF8RMT4wTi2PtyKjbWNuYIBGivHX8/Nlfmu5/ZL7ehd7cXWh1tHwgbq5+rRu9o7c1hV68VWbH//GRMqAQAonEX389Lql6bVj06r3//4/hf5ngIAAAAAAEcMBjPhVxERtfE4JltbUdvYmIZoUSjqTvNFvUT21FtRZOoKgDIRgMVS3H8wifc++Cyu7e4//NnbrdV4/93LXowgBa65anjuXC3ef/dyfPLFftzcO4j1tZV483UDTgA8mUFxispgLHmlP06WtD8WLkmmq/KNxzObJvV61JIkk9OCvNi5vjNTtN79tBu9q73oXJpvJcv+9f5MEfyh8YNx9D/vzxUUkFxKovtp90gYwKH6uXokb8x/PXcudWJjbSP6n/djeDCM5kozkjeSM4dfAQDAaaTRL02rH51Wvz9Sek8BAAAAAIAj+v2Z8KtDtfE4ot+P2LbgWZGoO80f9RLZU2+1fIL4FkddAVAmArBYio939+Pa7n689sLzcXHtfNzYuxvXdvfjky/2pZ9CClxz1fHcuVpcab/s7wrAMxkUp6gMxpJn+uNkSftjodrtqPV601X5HgvBmtTrUev1rNJHpQ2+HswUlce3xepbH27FxtrGXIX2o4PRsduHB8NT7zMiov1SO3pXe7H14daR4v36uXr0rvbOHFbVerE1d4E+AAAsyqL7pWn1o9Pq96f1ngIAAAAAAEeMjh/njuF849xkR91p/qiXyJ56q+USxLd46gqAshCAxVLc+vIgIiIurp2Pj25+Fe+svxK379yLm3sHHqaQAtccAPBdBsUpMoOxnIbVQMiaNkhqBoPpinmjUUSjEZEkEe324vbf6URtY2N6jOEwotmMWpIIv6JwBl8Pon+9H6ODUTRWGpFcSqL90vzXSv96f6ao/ND4wTj6n/fnKrxvrDSO3d5caZ56n4c6lzqxsbYR/c/7MTwYRnOlGckbiQJ4AAA4Rhr96LT6/Wm9pxxa9HsVAAAAAAAF1Th+nDua889vIRvqTvNJvUS21FstlyA+AJ5GABZLceHVlYiIuLF3N95ZfyVu7N2NiIj1tZWMzwzKyTUHkE/CEMiaQXEWxf2MvLIaCFnTBknNzk5MNjej9s2j4tZJtxu1Xi+i01nccVqtiO35C2QhazvXd2Lzw80jheDdT7vRu9qLzqX5rpXRwfErWQ4P5lvJMrmURPfTbowfjGe21c/VI3kjmWu/h1ovts5U8A4AAFW06H50Wv3+tN5TIqX3KgAAAAAACipJpvPUxrPj3JN6fbrAIoWi7hSeTL3V8gjiA+BpzmV9AlTDW63VeLu1Grfv3IuPbn4Vt+/ciyut1Xjz9dWsTw1KyTUH+XX/wSR++Bu/E3/3h78VP/yN34n7DyZZnxJLchiG8LMffBZ/+4e/GT/7wWfx3gefaQNA4bifkWePrwbyzvor8doLzz9cDQSWQRskFYPBTPhVRERtPI7J1lbE7m5mpwZ5Mvh6MFOkHRExfjCOrQ+3YvdH810rjZXjV7Jsrsy3kmX7pXb0rvaifq5+5Of1c/XoXe1F68XWXPsFAADyI61+f1rvKWm9VwEAAAAAUFDtdtR6vZjUj45zT+r16eKNLfNbikbdKZA1QXxQXurnOasfy/oEqIbnztXi/Xcvxydf7MfNvYNYX1uJN19fjefO1bI+tcq7/2ASH+/ux60vD+LCqyvxVsvfpQxcc5BPh4Eh13YfFb+/3VqN99+97PqsgMfDEC6unY8be3cfhiFIJ68m/TCKyv2MPLMaCFnTBklFvz8TfnWoNh5H9PsR29tLPy04q8HXg+hf78foYBSNlUYkl5Jov9See3/96/2ZIu1D4wfj6H/ej+3vn/5aSS4l0f20G+MHsytZ1s/VI3lj/pUsO5c6sbG2Ef3P+zE8GEZzpRnJG4nwKwAAKJE0+v1pvaek9V51aNHvgQAAAAAALEGnE7WNjek8teEwotmMWpIIvyoodadA1g6D+K7t7sftO/ciIgTxkStqPuejfv70tLVZArBYmufO1eJK+2XFfjniQVJurjnIH4Eh1SYMgcfph1Fk7mfkmdVAyJo2SCpGo+O3D4fLOhNYmJ3rO7H54eaRwurup93oXe1F51Jnrn2ODo6/VoYH810r7Zfa0bvai60Pt44Ul9fP1aN3tXfmsKrWi60zFZADAAD5t+h+f1rvKWm9V0VK74EAAAAAACxJq3WyRRoHg2lQ1mgU0WhEJElE20IIeaPutFiEY1A2gvjIMzWf81M/fzra2pMJwIIK8yCB7BmAqBaBIdUmDIHH6YdRZO5n5JnVQMiaNkgqGo3jtzebyzoTKmrw9SD61/sxOhhFY6URyaUk2i/NPzFt8PVgpug5ImL8YBxbH27FxtrGXMXajZXjr5XmyvzXSudSJzbWNqL/eT+GB8NorjQjeSM5c/gVAADAvNJ4T0nrvSqt98DH97/I91YAAAAAAOawsxOTzc2offNoLHjS7Uat14voWAgB5iEcI1tqf9MjiI+8UvM5P/Xzp6OtPZkALKgwDxLIlgGI6hEYUm3CEHicfhhF5n5GnlkNhKxpg6QiSaYTgcbjmU2Tej1qSZLJaVENO9d3ZoqUu592o3e1F51L801M61/vzxQ9Hxo/GEf/835sf/8EK0Z+R3Ipie6n3Rg/mL1W6ufqkbxxtmul9WJrrvMCAABIy6LfU9J6r0rrPTBSem8FAAAAAOCUBoOZ8KuIiNp4HJOtrahtbES0LDQHpyUcIztqfykqwW1no+ZzfurnT0dbezIBWFBhHiSQLQMQ1SMwpNqEIfA4/TCKzP2MvLMaCFnTBitsMIjo9yNGo4hGIyJJItrts++33Y5arzedCPRYCNakXp+ujmdiECkZfD2YKSKOb4uTtz7cio21jWi9ePr2NzoYHbt9eDA89T4jItovtaN3tRdbH24dKdaun6tH72pvrnMFAACokrTeq9J6D0zrvRUAAAAAgFPq92fCrw7VxuPpvLptC88VhfCU/BCOkR21vxSR4LazU/M5P/Xzp6OtPZkALKgwDxLIlgGI6hEYgjAEDumHUXTuZ8zDx1Cypg2Sqp2dmRXsJt3uNKCq0zn7/jud6Sp4/X7EcBjRbEYtSYRfMWPw9SD61/sxOhhFY6URyaUk2i/NF8TWv96fKSI+NH4wjv7n/dj+/uknpjVWGsdub640T73PQ51LndhY24j+5/0YHgyjudKM5I1EwTMAAMAJpfFeldZ7YFrvrbHg92sAAAAAgNIbHb8QQgznWwiB5ROeki/CMbKj9pciEtx2dmo+56d+/nS0tScTgAUV5kEC2TIAUU0CQ4DQDyMlgl3IMx9DyZo2SKoGg5nwq/h25brJ1tY0uGoRQVWtllXwONbO9Z3Y/HDzSPFv99Nu9K72onPp9EFso4PjJ6YND+abmJZcSqL7aTfGD8Yz2+rn6pG8kcy130OtF1tzFzgDAACw+PeqtN4D03pvXfT7NQAAAABA6TWOXwghmvMviMdyCU/JF+EY2VH7SxEJbjs7NZ9no37+5LS1JxOABRXnQZJfAgzKzwAEQLXph7FIgl3IOx9DyZo2SKr6/Znwq0O18Tii3xdcReoGXw9minMjIsYPxrH14VZsrG1E68XTBbE1Vo6fmNZcmW9iWvuldvSu9mLrw60jxc/1c/XoXe2d+jwBAADIt7TeA9N4b03j/RoAAAAAoPSSJCbd7nS+3HdM6vWoJWdbEI/lEZ6SL8IxsqP2d7nU0y+G4LbFUPPJsmhrswRgAeSQAINqMAABACyKYBfyzsdQsqYNkqrR6Pjtw+GyzoQK61/vzxTnHho/GEf/835sf/90QWzJpSS6n3aPFCcfqp+rR/LG/BPTOpc6sbG2Ef3P+zE8GEZzpRnJG4kiYgAAgJJK4z0wjffWNN6vAQAAAABKr92OWq8Xk62tIyFYk3o9ar1eRMucoKIQnpI/wjGyofZ3edTTL47gNqDoBGBxalI0IX0CDKrDAAQUg/4PkHeCXcg7H0PJmjZIqhqN47c3m8s6Ewpk8PUg+tf7MToYRWOlEcmlJNovtefe3+jg+CC24cHpg9jaL7Wjd7UXWx9uHSkmrp+rR+9q78xhVa0XW4qGAQAAKmTR74FpvLem8X79uEWPBwAAAAAA5EanE7WNjYh+f7poZLMZtSQRflUwwlPgEbW/y6GefnEEtwFFJwCLU5GiCcshwAAgP/R/eJwwNPJKsAt552MoWdMGSVWSxKTbPbJy3aFJvT6dxAOP2bm+E5sfbsY3D755+LPup93oXe1F51Jnrn02Vo4PYt8nj3EAAQAASURBVGuuzBfE1rnUiY21jeh/3o/hwTCaK81I3kjOHH4FAAAAi7Do99a03q8jpfEAAAAAAIBcabUitp+xEMJgMA3JGo2mi08mSUTbQgF5ITwFWDb19IsluA0ostpkMplkfRKk49atW7G+vv7wf9+8eTMuXLhwpn3+8Dd+J372g8+OpGjevnMvesllD0JYINca5JPgm2pyT+aQMDTy7Ent80prNX5J+yRH7j+Y+BhKprRBUrWzE5OtrSMhWJN6PWq9XkRHASOPDL4exPd+8XtHil0P1c/V49f/x1+fq0h38PUgLv3ipRg/mA1iO8t+AQAAoErSer9OazwAAAAAAKBQdnZisrkZtW8ejZWaZwdQbWo3AfIljZyik/qxpRyF0pCiCcvxVms13m6txrXd/bh9517EtwEGb76+mvWpQWUJvqku/R8Ofby7H9d2948MqF3b3Y9PvtjXFsiclVYoAitJkDVtsOLSXjWu04naxsb0GMNhRLMZtSSZrmhH4Q2+HkT/ej9GB6NorDQiuZRE+6X52k//ev+Jxa4REeMH4+h/3o/t7z9jFcQnaL/Ujt7VXmx9uHWkSLd+rh69qz1FtAAAAHACab1fpzUeEAsetwAAAAAASM1gMBN+FRFRG4+ni09ubJhvB6dw/8EkPt7dj1tfHsSFV1firZb6EYpJPT0AhwRgcSoXXl2JiIgbe3fjnfVX4sbe3YiIWF9byfjMoFwEGED+CL6pLv0fDglDI+8EuzAvH7/IA+2QVD1p1bhud/GrxrVaEdvzFSqSXzvXd2Lzw80jRardT7vRu9qLzqXTt5/RwejY7cOD4VznGRHRudSJjbWN6H/ej+HBMJorzUjeSIRfAQAAwCmk8X6d1njAosctAAAAAABS0+/PhF8dqo3H08Unzb+DE7n/YBLvffBZXNvdf/izt1ur8f67l82/pnDU0wNwSAAWpyJFM58UiZaTAIP8c+1Vi+Cb6tL/4ZAwNKCMfPwiD7RDUmXVOM5g8PVgpog0ImL8YBxbH27FxtrGqYtfGyuNY7c3V5pzneuh1out2P6+iWAAAABwFot+v05jPCCNcQsAAAAAgNSMjl8oIIbzLxzI8qinzIePd/fj2u5+vPbC83Fx7Xzc2Lsb13b345Mv9tU5psw1kA719OSR630+fm+chQAsTkWKZv4oEoVsuPaqR/BNden/cEgYGvMwaEPe+fhFHmiHpMqqcZUz+HoQ/ev9GB2MorHSiORSEu2X2nPtq3+9P1NEemj8YBz9z/unLoZNLiXR/bQb4wfjmW31c/VI3kjmOlcAAAAgv9IYD0hj3OLQIsdXAAAAAAAiIqJx/EIB0TzbwoGkTz1lftz68iAiIi6unY+Pbn4V76y/Erfv3IubewfmXqfINQDV4Xqfj98bZyUAi1OTopkvikQhG6696hF8U236P4QwNOZg0IYi8PGLPNAOSZVV4ypl5/pObH64eaT4s/tpN3pXe9G51Dn1/kYHx7ef4cHp20/7pXb0rvZi68OtI0Wv9XP16F3tRevF1qn3CQAAAORbGuMBaYxbRArjKwAAAAAAERGRJDHpdqcLV37HpF6PWmLhwLxTT5kfF15diYiIG3t34531V+LG3t2IiFhfW8n4zMrNNUDR3H8wiY939+PWlwdx4dWVeKulDvKkXO/z8Xs7PdfpUQKwoOAUiUI2XHvVI/gGCGFonJJBG4rAxy/yQDskVVaNq4zB14OZ4syIiPGDcWx9uBUbaxunLiZtrBzffpor87WfzqVObKxtRP/zfgwPhtFcaUbyRiL8CgAAAEps0eMBaYxbpDG+AgAAAAAQERHtdtR6vZhsbR0JwZrU61Hr9SJaxh7zTj1lfrzVWo23W6txbXc/bt+5FxERV1qr8ebrq1mfWqm5BiiS+w8m8d4Hn8W13f2HP3u7tRrvv3tZTfQJuN7n4/d2Oq7TWQKwoOAUiUI2XHvVJPgGgNMwaEMR+PhFHmiHpMqqcZXRv96fKc48NH4wjv7n/dj+/vap9plcSqL7aTfGD2bbT/1cPZI35m8/rRdbpz4fAAAAoNgWOR6QxrhFGuMrAAAAAAAPdTpR29iI6PcjhsOIZnM6h0/4VSGop8yP587V4v13L8cnX+zHzb2DWF9biTdfX61sWMayuAYoko939+Pa7n689sLzcXHtfNzYuxvXdvfjky/21bSdgOt9Pn5vp+M6nSUACwpOkShkw7UHADyLQRuKwMcv8kA7JFVWjcu1wdeD6F/vx+hgFI2VRiSXkmi/1J5rX6OD0bHbhwfDU++z/VI7eld7sfXh1pFi0vq5evSu9qL1ovYDAAAAZCONcYs0xlcOLXIcCAAAAAAosFYrYvuYoP3BYBqQNRpFNBoRSRLRNpaYB+op8+W5c7W40n65sgEZWXANUCS3vjyIiIiLa+fjo5tfxTvrr8TtO/fi5t6B+8Y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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -432,7 +556,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.8" + "version": "3.12.9" } }, "nbformat": 4, diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.py b/tutorials/tutorial6/tutorial-6-ffd-rbf.py index d399dd37..24b3af07 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.py +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.py @@ -13,19 +13,42 @@ # The methodology that follows is very general and can be extended to many different scenario, since it basically requires only the coordinates of the nodes of the object geometry and of the (undeformed) initial mesh. For sake of simplicity, here we present the deformation of an [OpenFOAM](https://openfoam.org/) grid for simulating a 2D Navier-Stokes flow around a cylinder. We assume that this cilinder is the object to deform. # Even if the entire procedure is employable also when the deformation mapping applied to the initial object is unknown (we see in few lines that the required input is just the displacement of the initial object after the deformation), here we apply the *free-form deformation* method to the undeformed cylinder in order to parametrize its geometry. -# First of all, we import all the libraries which we're going to use: -# - `numpy` and `matplotlib` for the generic scientific environment; -# - `Smithers` for dealing with the OpenFOAM mesh; -# - `PyGeM` for the object and mesh deformation. - -# In[1]: - +import sys +import platform +print(f"Python Version: {sys.version}") +print(f"Platform: {sys.platform}") +print(f"System: {platform.system()} {platform.release()}") + +try: + import pygem + print(f"PyGeM version: {pygem.__version__}") +except ImportError: + print(f"PyGeM not found. Installing...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + import pygem + print(f"PyGeM version: {pygem.__version__}") import numpy as np +np.random.seed(42) + import matplotlib.pyplot as plt # mesh parsing -from smithers.io.openfoamhandler import OpenFoamHandler +try: + import Ofpp +except ImportError: + print("Ofpp not found. Installing...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "ofpp"]) + import Ofpp +try: + from smithers.io.openfoamhandler import OpenFoamHandler +except ImportError: + print("smithers not found. Installing from GitHub...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "git+https://github.com/mathLab/Smithers.git"]) + from smithers.io.openfoamhandler import OpenFoamHandler # interpolator from scipy.interpolate import Rbf @@ -36,9 +59,6 @@ # Then we define the auxiliary function `scatter3d` which we're going to use often to plot several objects as lists of 3D points. You do not need to understand the exact details of this function since we are going to use it only to show the results: -# In[2]: - - def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None): if ax is None: fig = plt.figure(figsize=figsize) @@ -65,9 +85,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # # As we mentioned before, in this tutorial we use the library `Smithers` to load the OpenFOAM mesh from the folder `openfoam_mesh` which serves as example. First of all, we use the method `read()` from the class `OpenFoamHandler` to load the data. This method returns a dictionary which contains all the informations available about the mesh, included the list of points (`mesh['points']`). -# In[3]: - - # we load the OpenFOAM mesh openfoam_handler = OpenFoamHandler() mesh = openfoam_handler.read("openfoam_mesh") @@ -75,9 +92,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # Moreover, the object returned by `read()` contains a list of points for each *boundary*, represented by a list of indexes which refers to `mesh['points']`. We can use these lists to obtain the coordinates of the points which compose the cylinder (which we call *obstacle*) and walls. -# In[4]: - - wall_keys = [b"inlet", b"outlet", b"top", b"bottom"] walls = mesh["points"][ np.concatenate([mesh["boundary"][k]["points"] for k in wall_keys]) @@ -88,9 +102,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # At this point we can plot the obstacle and the walls using the auxiliary function `scatter3d`: -# In[5]: - - scatter3d([obstacle, walls], s=1, labels=["obstacle", "walls"]) @@ -102,9 +113,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # # We use the `FFD` deformation from [PyGeM](https://github.com/mathLab/PyGeM) (for a reference check [this tutorial](http://mathlab.github.io/PyGeM/tutorial-1-ffd.html)) to deform the original object (the upper and lower faces of a cylinder). We create the new `FFD` object and set its attributes in order to create a simple deformation -# In[6]: - - ffd = FFD([2, 2, 2]) ffd.box_origin = np.array([-2.6, -2.6, -1.1]) @@ -119,9 +127,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # We then operate the deformation and plot the result, against the old version of the obstacle. -# In[7]: - - new_obstacle = ffd(obstacle) scatter3d([new_obstacle, obstacle], s=3, labels=["deformed", "original"]) @@ -134,9 +139,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # For a reference on the parameters available when using the class `RBF` from **PyGeM**, please check the [documentation](http://mathlab.github.io/PyGeM/rbf.html). We keep the default values for all the parameters except `radius`, for which we set `radius=5`. This parameter is a scaling coefficient which affects the shape of the radial basis function used for the interpolation. # A practical note: long story short, `RBF` solves a linear system to fit the input data. However the matrix representing our system may result singular if we pass more times the same point(s). To avoid this issue, we just extract the `unique` points, as show in the next cell. -# In[8]: - - undeformed_points = np.vstack([walls, obstacle]) deformed_points = np.vstack([walls, new_obstacle]) @@ -152,9 +154,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # As visual proof, we plot the original and deformed control points we pass to `RBF` constructor! -# In[9]: - - scatter3d( [rbf.original_control_points, rbf.deformed_control_points], s=0.5, @@ -166,9 +165,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # # We can use the `RBF.__call__()` method to determine the new position of the points which compose the mesh. This is a resource-intensive computation and may slow down the device on which you're running this notebook. -# In[10]: - - new_mesh_points = rbf(mesh["points"]) @@ -176,9 +172,6 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # # The last thing we show here is the visualization of the deformed mesh. In order to plot the results we prefer a 2D scatter plot of the upper part of the mesh (`z=0.5`). Therefore we define the auxiliary function `upper_layer` which extracts the points at `z=0.5` from the given list of points. -# In[11]: - - def upper_layer(*arrs): points = arrs[0] idxes = points[:, 2] > 0 @@ -191,9 +184,6 @@ def upper_layer(*arrs): # We can now plot the interpolated mesh, with the *deformed* and *original* obstacle. -# In[12]: - - plt.figure(figsize=(20, 8), dpi=300) plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label="Interpolated mesh") plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color="g", label="Original obstacle") @@ -217,4 +207,4 @@ def upper_layer(*arrs): plt.legend(prop={"size": 15}, markerscale=15) plt.title("New mesh [zoom]") -plt.show() +plt.show() \ No newline at end of file From 7afe6c133265b62d6cb67e180adefb4c53c0c10c Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 12 Nov 2025 12:46:14 +0100 Subject: [PATCH 09/50] modified tutorial 7 --- tutorials/tutorial7/tutorial-7-cffd.ipynb | 182 +++++++++++++++++----- tutorials/tutorial7/tutorial-7-cffd.py | 38 ++++- 2 files changed, 180 insertions(+), 40 deletions(-) diff --git a/tutorials/tutorial7/tutorial-7-cffd.ipynb b/tutorials/tutorial7/tutorial-7-cffd.ipynb index a45b91bd..21ab5c38 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.ipynb +++ b/tutorials/tutorial7/tutorial-7-cffd.ipynb @@ -39,9 +39,54 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:11.863792Z", + "iopub.status.busy": "2025-11-12T11:13:11.863651Z", + "iopub.status.idle": "2025-11-12T11:13:12.437137Z", + "shell.execute_reply": "2025-11-12T11:13:12.436524Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Python Version: 3.12.9 (main, Aug 14 2025, 00:00:00) [GCC 14.2.1 20250110 (Red Hat 14.2.1-7)]\n", + "Platform: linux\n", + "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PyGeM version: 2.0.0\n" + ] + } + ], "source": [ + "import sys\n", + "import platform\n", + "print(f\"Python Version: {sys.version}\")\n", + "print(f\"Platform: {sys.platform}\")\n", + "print(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "try:\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "except ImportError:\n", + " print(f\"PyGeM not found. Installing...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", + "import numpy as np\n", + "np.random.seed(42)\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", "from pygem.cffd import CFFD" ] }, @@ -64,12 +109,19 @@ { "cell_type": "code", "execution_count": 2, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:12.439110Z", + "iopub.status.busy": "2025-11-12T11:13:12.438887Z", + "iopub.status.idle": "2025-11-12T11:13:12.561569Z", + "shell.execute_reply": "2025-11-12T11:13:12.561094Z" + } + }, "outputs": [ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 2, @@ -78,7 +130,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -88,10 +140,6 @@ } ], "source": [ - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "\n", - "np.random.seed(0)\n", "x = 0.5 * np.random.rand(100, 3) + 0.25\n", "ax = plt.axes(projection=\"3d\")\n", "ax.plot3D(x[:, 0], x[:, 1], x[:, 2], \"o\")" @@ -108,12 +156,19 @@ { "cell_type": "code", "execution_count": 3, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:12.563568Z", + "iopub.status.busy": "2025-11-12T11:13:12.563410Z", + "iopub.status.idle": "2025-11-12T11:13:12.662779Z", + "shell.execute_reply": "2025-11-12T11:13:12.662330Z" + } + }, "outputs": [ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 3, @@ -122,7 +177,7 @@ }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -155,14 +210,21 @@ { "cell_type": "code", "execution_count": 4, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:12.664581Z", + "iopub.status.busy": "2025-11-12T11:13:12.664430Z", + "iopub.status.idle": "2025-11-12T11:13:12.667411Z", + "shell.execute_reply": "2025-11-12T11:13:12.666942Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "The custom linear function on the non deformed points is 0.9941248119396184\n", - "The custom linear function on the classic FFD deformed points is 1.7889902853626536\n" + "The custom linear function on the non deformed points is 0.9946553014534196\n", + "The custom linear function on the classic FFD deformed points is 1.7920109512104696\n" ] } ], @@ -199,18 +261,25 @@ { "cell_type": "code", "execution_count": 5, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:12.668935Z", + "iopub.status.busy": "2025-11-12T11:13:12.668795Z", + "iopub.status.idle": "2025-11-12T11:13:12.784694Z", + "shell.execute_reply": "2025-11-12T11:13:12.784210Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "The custom linear function on the constrained FFD deformed points is 1.2912208217154073\n" + "The custom linear function on the constrained FFD deformed points is 1.2850108544677057\n" ] }, { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -255,18 +324,25 @@ { "cell_type": "code", "execution_count": 6, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:12.786077Z", + "iopub.status.busy": "2025-11-12T11:13:12.785930Z", + "iopub.status.idle": "2025-11-12T11:13:12.988838Z", + "shell.execute_reply": "2025-11-12T11:13:12.988183Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "[-7.85820953e-16 -2.13808138e-16 -1.78190795e-16]\n" + "[-1.02743324e-15 -1.90965299e-16 -2.91877633e-16]\n" ] }, { "data": { - "image/png": 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", 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", 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" ] @@ -332,11 +408,24 @@ { "cell_type": "code", "execution_count": 7, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:12.991856Z", + "iopub.status.busy": "2025-11-12T11:13:12.991701Z", + "iopub.status.idle": "2025-11-12T11:13:13.453355Z", + "shell.execute_reply": "2025-11-12T11:13:13.452556Z" + } + }, "outputs": [], "source": [ - "import meshio\n", - "import numpy as np\n", + "# Install meshio for STL file handling\n", + "try:\n", + " import meshio\n", + "except ImportError:\n", + " print(\"meshio not found. Installing...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"meshio\"])\n", + " import meshio\n", "\n", "mesh = meshio.read(\"../../tests/test_datasets/Stanford_Bunny.stl\")\n", "points = mesh.points\n", @@ -354,12 +443,19 @@ { "cell_type": "code", "execution_count": 8, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:13.455633Z", + "iopub.status.busy": "2025-11-12T11:13:13.455443Z", + "iopub.status.idle": "2025-11-12T11:13:33.822083Z", + "shell.execute_reply": "2025-11-12T11:13:33.821225Z" + } + }, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -368,7 +464,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -399,8 +495,15 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": {}, + "execution_count": 9, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:33.824540Z", + "iopub.status.busy": "2025-11-12T11:13:33.824364Z", + "iopub.status.idle": "2025-11-12T11:13:33.865722Z", + "shell.execute_reply": "2025-11-12T11:13:33.865082Z" + } + }, "outputs": [], "source": [ "from pygem.vffd import VFFD, _volume\n", @@ -419,29 +522,36 @@ }, { "cell_type": "code", - "execution_count": 16, - "metadata": {}, + "execution_count": 10, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T11:13:33.867742Z", + "iopub.status.busy": "2025-11-12T11:13:33.867590Z", + "iopub.status.idle": "2025-11-12T11:13:53.711166Z", + "shell.execute_reply": "2025-11-12T11:13:53.710426Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Percentage difference from the original mesh is 70.20924687385559\n" + "Percentage difference from the original mesh is 70.20881\n" ] }, { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 16, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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UmtnQtg6oQFWMXIzSfT6mRjDIpRDA2/eopElmsFiRRUgYzUa75cUqVEIyQYeBSoQUleZiy3ScN3/s+JsX+W9PneQ7PnP0fa9rP6mb/ZI9Xs+1thb+yy2ZLy/88/StnWFe6PcYM6rm6aef5q677mJ1dXXPvpRbO/prYStV89nPfnZzcWm717hZw9j/5dgJEiDBufmSM1p7B40q2UCi0CQv+ophEpmSqU2cl48uhwzqdwGxhpT9PekFhVKQYrStoVoIQVAVMoU8NZqmMDxQM1nzoiO9QFyqGG8kQoGNJjGsAqEfydPuzi0I1hb+85++fVML/eVbsXt9rRs9VK5myXy5F38phRgjg8Fg7sx5FcwL/R5iqzb+3LlzHDx4cM8VD3DtAruVqnn00UevuHy0nWtsB7tZ6M+NG06vTyAoKoalQlKhFjBAayE3BQlGLwZyEYIKlgsLGsjF6RtRw0rxTlwKxZTcaeyDQtso7SRR1QLTwHSa6S8F2pTQGmJfachUByIWAuP1RHOx048vKDSFSTGG/bBZ6MeN/++rb1zg7MUpB5d6e/Y+XQv7bbWw23cPVyv8b775JhcuXOCRRx7Z5Pjn6VuXYl7o9wBX0sbvl7PktbT0J06c2LQV3glVc/k1bgZ185P/9XmajpbJHS2DGFIFKEbORqiVZIbhXX9r0JqQETaawrBWLCimkEwIEsltIdaRaS4gQlLoL1c+ZO0H0sjIIVAPArk1xqNMKVAvQmiTnzIdSuvve8lGY0a1VJGnGes+Divwn778Jl/6zocueW23I3Uz67L3ErPvu5ltcvjz9K0rY17odxlX843fj0I/u97lhXhG1Zw4cYLPfOYzO6JqLsfNoG5eOTPi+NqENvvjVVpIImh0MzITyCJOqUelLfgAFhgMhJRhackHeJYNCYHcfRZWCRfWM0sLysZ6JlRCrpQQXXoZB9BOCtPkdweLK5GN8748dXEjs7AK6UJGK2in732+zaTQ9oRYC8GUPIhsYOT4/iH5nLrZnWtdreMvpWwW/q/X9K15od9FzGRiV9LGhxD2pdBf3tFfrqrZKVVzpcffb9XNv/rT15x/D4KY4UyIIBESSgyQ2oJVQqWKhoIGQSlkUzQaiNAmIwYjFagrxSxTGlheCQQzqkFgY1zIFMrEkAB1rdQHFFohqBePhUMVQY3+glKA6nCgFiM0/nozhmFMiiIVjIriH4lwdPX9ASy3a0e/n9e6ksrsaoV/lr719RS7OC/0u4DZl+daG643o6OfUTX33HMPn/zkJ3flF2+/qZsXTl3ghTPrxEqwEhAyRFAzrAgSIBvEvhBU2UiFSoRKjUlxjbwoBBFiNESUujJ3tRTBKnenbNpMbyhUg0CtMO0XLq4bG00gDIRYwdpaQQQWV5RxEabdc4wG9aISBjA6n9l8ewSmlWAIkgs0kC+8w9tvFw4cOLApZZ139DeGnDNV9cFW0Vdz5rw8dnFG9Wz16fmwF/55ob9BbCfiD/YnFGR2nZQSzz77LG+//fYNUzVXevz9pG5+7k+OUwpkM4JkUhGEzj8eIwTv1LOCqtGrxbvn4MPZGIVJKQyDUHArYlNhfcPoRWE8NjbUKCYsDKCqhFZdxbPSK2ysJ6ZNpMVYWhbGRTg79tfXr4ymhcWlwCjD+QYWliLaZKYTf+29oKw3AIEwMB44NOTEiRM8//zz9Ho9Dhw4gJlx6tSEX/r/PcWJt9ZpJi3NRmI6TkyniQc/dpDv/+vfwNG7l2/ovbyZvvd7iZzzdUVVXq3w347pW/NCfwPYiY3BfnX0AM888wxVVe0KVXM59pO6+fWvvcWJ9SkahGjQFqHJBVXv2E1h1BghFqJ0t+Yi1NGYJLcaFoEKZZxgY2IcXhYuTHzJKikcPGi0STi3DufHsBrh3EXhwAKcHgXqntE0gQPLxqiBvsC49dc1GAga4MzYKPhnP2pBRDmwCuvnMiYQA/SGyupSxTd+6uOAp269+tpJfuVXXuSt1y/STo22cZ3/wiAyaTNBlKjCi8+f4Wf+0R9y5K4Fvvv7PsmnPv1+ieZ2P4/blbrZrbvVDyr8f/tv/23+xt/4G/zNv/k3b/h6+4l5ob8O7DTiD/aHoz958iTT6ZQjR47wjd/4jXvyi7bdQn+jlslPvn2Wf3fsDYJAC4RghAL9uvsFLDBqYGFoPjSlkAqouO1AXQkqXn5VYajCYs9IZkxaZVgbZoXTG8rKwLjjkDDecEuFYsLZdePAMpRkLA7h9AV/L9eBpRWjV4rfVfSMuiiT5r3nXlfCCCMcMOramGRhQuH//q0fwcz46hMn+L3fe42337hIO0kUEzQodd8VOxslIwGKGQ0QujuOEydG/Pz/98/59u/8CN/7fZ/e8Xt6u1I3O9kE3wmuVPjffPPNXb/OfmBe6HeIyyP+tvtl3suOPufM888/z9tvv02/3+e+++7bs1+ynRT668Wfv3mGf/rll9/r0IMxdcsaBC98G6nQj4aqURKEChRBijEtTqtME0xbYdyZmy0OCnUNRw9kNibCyqJ44Ij4sHa4DJUUYpj57hcIiSyRIwcE4z3y3RD60SApy5WxPvUhb1tccTnoQb9Wxk2mdy6zenrM7/3yc/wv724wHjXkArUqRSBNwUohFFySWUBavxsoG5myGJBsNJbQAL/xn1/m9bfX+ZEf/tYd7zV82Lrs7WCW4bDXEBFGoxELCwt7fq3dxrzQbxNbbQyux3FSVTd5/N3ExsYGx44dQ0R47LHHePzxx/d0AWevqZvfPf42v3DsdZpixFrACqUIVYCCoQLTbFTdQDZno993jXopRgv0IzQJLo6F5aHRr/yOYNwY5zeE1aFQgvnjKZwbKSJweNl45wIsDYxz63DHqrExCSz04NS5AgiD2lgcFi5OjF4QBGM9Z8apMz0DVvoJO7FBOpXorRfq1liolRPhAiVBVCWoUJqCBAEF7UfG40QvFSz7wVP1IzkItbgBG7GQARPjq195l//H67/Oj/7wZzh06BALCwsf+H2cd/Q3BjNjNBqxtLS059fabcwL/Taw3YHrtaCqmwk8u4WTJ0/y9NNPX6Kq2etZwF529P/iz77Gf3/jNAmlik5XZHM9vEajwot7U7zgNk0hhuIbrSbUFWhxw7O6B0dqtysuJlQhEasIIyMXWF2AsyM4smguu4xw5iKIAFK4YxU2phDUN2rvuwOmGdbWjfNjAfyOIVNc9UMivrNBfSKTJkYwo66MgQqDYQ3FMBPWm4bBYsV0lPz1oExEieNMXKrRqLTTDBuJZr1BFyI5BtKFKWEYoUDVD0idWFsv/MtffJq/9K0LhBA2oxa3Knq24sO+GXs17FdHD95YzTv62xC7EfEHu0vdlFL42te+dkVVzV6re/aCo8+l8P/6vad4+dxFTBUthVy8yGrEPWsQJslQYNAzMGhEWKmcAx/UhVyUqEZUA4xchF4UX7DKgSoUquDFXAzuWIYqFpbVg0qKeHB4U4SmwMGVzNmLgWGdOT/1A+PwirAxhV4Qps2U/EYmvFuoJhlxS02qHmiCWpS6ClzcaFmISrOR6Q0iMjH6w5p2fUqZZOqeknoKqVDGmbhSIYNIMn+eGoTq8JDUZkTFF8dCRVUX3lnLfP7z34JZy9mzZ9+n6Jn9p9fr3bbUzX519OB7KYuLi/tyrd3EvNBfBbsZ8Qe7V+hnVA1wRVXNjQ5BPwi7Td28c2GD//efPsnJiw0SBCWDChVG9qS/jhk3+gFCJVAKRUBa2EhQR//ZVDJVlWkTTLKy1BPOXDQODL2gTzuHy3Mj/xzvWIF319m8Qr82hrVyfsNYGggbjXBg0JCpWF1waebkYou+Y0zOG7ZWCLmgZoQIZhDV6MdAVQOmlGzU2ZBhoOpVJPPDqimFpgr0o1IqYdoWd8i80HSWyRArwITpOLnMrx+wYkgdKBhmIAh//uwp/tKjD7K6ugq4ouf8+fOb4erPPvssCwsLm5YEKaU9tyfYz0Nlvzr6lBKTyWRe6G8X7AZVczl2o9Bfiaq50nX22iRrt6ib33v5DX7xmeNMOtql4B21KogZUgzRzstEoQTxIWwQJk1hsZ+oYkRVEDGmKaMYS8NIEe987zpgjFv3MLswBhHjrlVX6lyYGisDuvQpwIwQCgerKeMUOHIA3jpl5IuJck4oFwo6Naz4hq3UBlkQNdoWAmCtUA1rSk6MNzIlF0IvYhcarFamQQkKvRiIA+V8ySyoMBxGqBUO9skqpPWG1KsgGzqMpI2EFcOi+olSjDiITCYtJ842l7yvMUYOHTrEoUOHAGjbdrPoj0Yj/uAP/oClpaXNbn9lZWXXO+LbsaNfX18HmHP0twP2IuIPbqzQb6VqPv3pT3P06NV11DeDoz9z5gxvvvkmKysrHDx4kMFg8IGd///6wkv8by+8ASpEDO38ZypxVU12paNHAXZtvaqxWrmOfTgwSjFCgExLKcIgABqZFJi0hZWBkCRxoA5ME9y54r17LxYmWSiNMc5Ahl6ExT68c6pQRhXNeeHsBGxqWDa0FO+mBUIfLAmSoeoL08a3bZd7kQujhmacMIVQBXp1JJuxHmDQi/QE2mzkqFS9gEwhVYFscL4pLITAxbawsNpjmkFKQQXiSg11YLzeYqmgQZEEaIDq2kWuqiqOHDnC+vo6CwsLPPjgg6ytrbG2tsZzzz1H27YsLy9v8vtLS0s3XKRvR45+Y2MDYN7Rf5hxPdr4neB6C/AHUTWXYz85ejPj5Zdf5uWXX+auu+7i3Xff5aWXXqKqKlJKnDlzhn6/T13XlzzGbzz/Av/l1bcIsdO8B6VYphYfpGrXtGbe67ZLhiwwyTDo+TB0nIzGptSiDHtKABJGT431Fs6M4cCCMM2FcxMv5r3Kl6UuTjIDAqfeBZrAuXHhnbFSzNDSBZCIIRihBylBT1xiaeJ3EL1+YKCBXnBdf1OM5YWKgk+Q+0Fpm0IsBguBiJIFNqaJoFALNAbJoIiyMFRUhXghkzVQ1qfuh18Fpm2hKZlqUGE5I6q0jYeff+zelW19drNhbL/f56677uKuu+7CzBiPx5w9e3az6zczVldXNwv/dhQ9l19nv6ib2bX2o6MfjUb0+/19mwfsJuaFnvdr4/dixfl6Cv2Mqrn77rt5+OGHt/WLs18cfdu2PPnkk6yvr/Mt3/It9Pv9zUPm3LlzPP3005w8eZJXXnmFxcVFDh48yMGDB/mDd9/ht994q/OVFwLekZkBKpA7rXyESiAhqLp6RkUYVtBko9BSBag1UkfPfA0RUjbWJsbhJdiYCuuND2DvWg6YGOfWhOdfFdr1iOQAXfHTqbqNgvnCU9N6OIlGyK1RRT9cUhEWQ2DQE86tN1jt6v5hFC5MElnU82dV2Zgk+rX7JRdRzkwzEowSCvVwwNq4YWWxx7QYUczllNmIB/uYGdVKj7pWxpNE7NfkUjBVrOf5t7JckRU+/4lD2/rsrlR8RYThcMhwOOTee+/FzFhfX2dtbY0zZ85w/PjxTUXPTNUz+6yvhp3umNwIttKre43ZHdGHzf4Avs4L/X5F/MHOCn0pheeff5633nrrA6maK11nrwt9KYU/+qM/YnFxkccee4wQwmbMWwiBQ4cOUVUVjzzyCMPhcLNb/JUnvsKf5wymqBVElRCFKC6hJBtUronXCFaEnnrcX69WUsoky9SaCdoDS8RYQAJBWooELrbGykAYVkI/+tB2PBJeed24eCHAVJwSUiC4tbGoQYTgN3MUhah+7mDCYCD0pSLnwqIJVhJtY6wu9Z2iQMjJGAxqSjHqaASEXq/GksEwUMTo1z0IHojSkulLTQpCu5HJdfA82zaDgWWjv1wz6tKuykBIjc8wqhiQPjSpcORAnzpur8htR0cvIiwtLbG0tMT9999PKYULFy6wtrbGyZMneeGFF66o6Ln8OrA/xXc/rzUr9B9GfN0WejPj4sWLnDlzhqNHj+65UdF2C/1OqZrLsdfUzbvvvkvTNHz84x/nox/96DWvZ2bUdc3Ro0c5laa8cEbpC+QiFBK5bUlFUA0ECV58uwIr6oNTE+/oN1JLVGOxjgTxgImpGRpAKNSiiBhHKpckNq3x+ptw5lyAHNAiSDC0AiuKhAxim6EgYu6dI+KRg3UQgkHbFmqJtLlQV0rTJPohkAeFlDtTtWxYBNvIVP1A2xZk0IWN94QYhXGTaErBUBbr2N2VQC7GYKjkKTTRKMHpqiiR0UYCjMWVClMlB8OiIFFpk0E/8E0fX932Z3c9dIqqsrq6yurqKg8++OBmWtra2hpvvPHGpqJnVvRXV1cvuTPea+xnRz/T0M87+g8JZl38hQsXePHFF7n77rv3/JrbKfTXQ9Vc6Tp70dHnnHnuuec4efIkMUYeeuiha/78Vgrp9Qtn+aU3XyCJoZUgyUDjZt5rToVC8gzYLCAVWrqUqNawmFntRaxLlQLj4gSGASo1RtlIpbAYlTdOG6fejpQSoAiiQnCGBvUlVEoGDQoUSAHRQpSItcag7rTrdPMCDK0Va32eUFXBF7gsgBptMWLw9JO0CEULFhStlaZNWCgkVUwj/RjZaDLjYlAJhYAFuNjCcFVAlekoUy86B5zU06yaOpAwNHrYSe4pIoVBrfzf/ocHtv0ZllK2Zed7Lczu2C5X9KytrXH8+PFLForOnTu3J4qerZgpbvaj+H5Y7Q/g66zQX66NjzHum6PktQr9jVA1l2MvOvqtNguf+9znePLJJ7f1PABOXFzjXz33p2RVeiLkVLAArn9xy+GqmiVwKTkBFEQyqVOXVHWgluKVuhhZIEZPmiIoi6o897qwfgHM+oi6Vj10CVQUnwcIhZyUWBUMQ0voKCF1vX4toC6fdBtkhZBJBloB2ecDPhNQECGLYWKU7MPZYh6IMrKWFIVQRVQr+grjZAwGFQlDshD7flAUhdHUX/fCUJk0hZT8rqbXE4oYk3HBEJYWA1DIVeBbPnaA3g4K915sxs4UPUeOHAFgOp1y4sQJXn75ZZ577jmapmFlZWWT398NRc9W7OdW7Pr6+odScQNfR4X+Str4GOOe+M9cCVfzutnY2OCJJ57AzHbFVni3O/p3332XJ598krvuuouHH36Y0Wj0vse/WvF4e3SeXz37Eq24R02hEIIhQT1fVVx77uPMrstVc/8XCwxQihilK/qYEIMvLq30nRp58y3jzLpQckAkdN27D05FvLDlDEJCJKBqUJRhDLTJVTr9gRuYmYl36FEx8ehAUyHWhZSdgqkqxYofJIAvN5EApQRorJBNkFhRBaE156FaywwGykZnY5xjJpuRgFqFaSxUITAthcHCpR1qKoleVTFpM21PyQVWesoP/YUHdvRZ7ocSptfrcejQIV5//XUee+wxxuMxa2trnD17ljfffJNSCqurq5uF/0apkP2UcW5sbOy67fd+4eui0F8t4m+vjMauhCt19O+88w5PPfXUDVE1l2O3Onoz46WXXuLVV1/lU5/61Ca9dTVVz+W/rO/KRX7nzLs0xfNXKcVTlhAomaoSctsVUhWseDh31eteAxDMMHVaZKowCErKPmB9883M2XHlFA2KBkODENTzYj2QBEAQ8SIqBDQovdlhoAUzhWAEvFNuW0VxFU8UwURIqKtvsg9G2wyVGCH6XUlQxfpKNqNJkd4wMEl+YAnqenhVTm3IprNla4AoS4PA+XEhWWSS4cBiJBfj/LohwNKiQqwZrRcWh5FRayz34a986jDD3s5omP0yNdv6ezZT9Nxzzz2XKHrW1tZ45ZVXUNVLBruzHYztIuc8tz/YBm7rQr9VG3+liL+tOZJ7/QuwtdDvJlVzpevc6OHVNA1PPPEE4/GYb/u2b7tkE/CD5Jtmxu+98ix/GidEIEQhJ5CoKB4aUrrFI61xQlyA1P1/M1oxonZ5rOLbsbF4t3x6rXDyvFJyBQTq2jn7UkL3vAQRMPMlJsWoNWAWsW5IawGcCRJqhfNjZWMKVVQWolGCQnR/e8H8eRajKSADqE3JbfbO3yAFdS/8fqBSpclGUiHjA+W6p5QiHDqgTBNsNNAWpV8XkvghtdQzRlNhoym0SRj2IURlkmFYw6EVYZwLK8PCg8s9/q9feGDHn+t+RhZeqWm5lqLnnXfe4YUXXqCu6039/pUUPdu91l5gXuhvQZRSSCld08Zg9gXJOe+598fsUBmNRjz55JOYGY8++uiuD3dutKM/d+4cx44dY2Vlhccee+x978uVCv2b597l8RPHeXN8ntM2ck7bxStYLp2lQYZOIRMUdxYzEPMuv6ihVXgv31UKxTr/GDKNBY6/akxLhaBU0fNisUCeXUNgMlFizCgZNSEQCEEQyQSBeqa6icZ4Kpxch9UFo1d5YW6SkDL0qsDa2KgU1tYDR5YLUSFbQYEcFYlCMxVCT4iz16BGP0Jl0CklqSMYQlAjCfRDJmajF5QqFGLItFlYXsQVOlPoV3Bhmjm46NGIk2T0a+OeBeUnv/ez1/XZ7tcS03aL73YUPcPhcLPwr66uvm+YvJ8d/Zyjv4WwE2387AuyX6HdAH/8x3/M3XffzSc/+ck9+YJeL0dvZrzxxhs8//zzfOxjH+OBBx644vsmIpy0df7jU7/P2+0FTtmUhBe2jC8cBY1kS4BQxVk6D07faMdxB5c0FlGkZEIdUC0UlCC+nZotU6G8eRLOTgtZlBgFFSElBTKieJEtCVVjUBdCVBRFDNpcOD8RFutEi7I+VuqYWR4KAxWq2g+kSmHaamcUZrRZyEUwCywPoaBUlRE0uA2yue3wcKVgeKatlkJjhUGIKO5MMGqFs+PMygDOj41eVZi2gQMLyrSF9Tb53oAaS7Vyfmws9kFMWOpDKobhr+sjB/r8P//SZ6+7Kdkv6uZ6D5QrKXrOnTvH2bNnNxU9M4+egwcPsrKysu8c/YEDB/blWruN26rQX25j8EHa+K0d/V6ilMKLL74IwMMPP8y99967Z9e6no4+58wzzzzDmTNn+MIXvsDBgwcBOLl2mhPjc7w9PceptTOs2ToXgfVlGEzfJeIyxKrzjK+7Yu9UCtSh09aYucNjUOfio4BkxLyomwaEma68JYqiomxcEE6OIWclBH9tQaGUTOw686BGEZdRCkKvHxFzK4EmAQWWB8b6xBUxS8PE+iRyduQqlkFl7iAJhCrTC+6GacXTqNpUqGKkjh2NA2QpqAit+bwgl0JUYVpgUCtRjGmGQQXjUlhdUEZdWPi0VQa9TNDgBm7iy2G9aEBhZeidv0hG8N0AgM/duczfe/RTN1TUbrWO/oNQVRV33HEHd9xxB+CKntlgd6bomW3pnj9/ftcVPZdjTt3cAtjqG7815/FamCW872Whn6lqZsV39qXdK+y0ox+NRjz++ONUVcXBB47yv7/+VU6/doG10vm3mBfwooJIILcFiuvPW9cgdnm4maa4DXAuINkLcCVKzgkN4jbE4lYEauKDVsDaBEEJqogoJ88Zo5TIOTAQIdSQJJCtkJO7WObcIDFixc3laxGCRtSE3Clo6hqqynnyYV9os+fB3jUoZPPAkYsTpbIpqSgpBaooJIOLEyMIDKrMuY3AnSsdPQQELSCK4tYNPRVSguXaO3BEaBqjF92XR8kU8Q5f1YgiqDqVVQq0xb9/jSklw3IPpskYBPe3/7Z7D/Mj3/LwDX839nsYu9vo9XocPXqUo0ePbnr0vPTSS1y8eJEnn3zyEkXPgQMHWFxc3NXX+2FNl4LboNDfqG/8Xro9blXVfOITn+C3fuu39pwm2klH/9prr/G/Hf8K7UEYGTRnvagLvrxTVIgipFxQUZosSAiQWpIFRskYROXcxFisAm2BStzSoMlGpcEfSyICtG0Cn3NinSKlFA+DtWxMRpmNIvQJHFxSrIVxEXrBeepSanLOvDstIJHpNNCvC/2gjBunaQD6lTJtveu+MIYDi3B+VFjqC2vrwmC5IEWYNm4xPBwExtPCcDAlZ1+SOrgYMPOFrrsPZefnweWeGYSMKpyfGCrGct+LfQzC+rRwcNF5ecUN0hpaxq3/ug1rqNWYFmOxp0jjnbaKPx8wlmqPS/xrH72P7/3kA7vy3bjZw9jdxEzRs7i4SFVVPPzww7uu6Lkc84Wpm4Td8I3fi45+q6rmU5/6FHfdddfm89vrQv9BHX3btvz3lx7nK80bjMZGdUCoihINVIUkXtxUFMu+mRkkcL4t9AOsN0ZPhKkJyYy1prDaFfnYrZOWIJzPgYNRGCVhEIWUBY/vzhQzLEPKmaoW78rVk5RWKnEqxmAalEHwwO2gQjK/SJ0zpRixD5M20IvGoCecH/vAtF+5IRliLPRc5bMyVNpsHF52OunitNCrhX7l35fFYeDsBixWQl0Z58fGMBYuTpRxyqwMCxfGyoFFIeP++Fb88UWMphQWeooBi1oonRlbLT4kHgZlaeAeOIjz+oeWnBrSmKmDIerJWr1grFTKj37+U3zk0MFd+2582KibnVzrSoqeixcvcvbs2UsUPVvjFj9I0XM5NjY25tTNfuNq2vidYre19FupmstVNftR6K/W0W+MN/idl/+cF/Ip1rNrtBf6nqtnhrs4qlADbTEkuIywNUMMBp0Z18GeSwD7UViqAxTIJkxT4UJrLFXCxaawHH3AORThfPIClq3QC4GlClDBJFNMSZ0nsUZ8s1Q8K7YS15v31NWXfREaK9RqXEiBSoxKjXFrFIMDg8CFaeF8UxhGlzJOExxeEM43iRhgOBAmLawM/fCIwQgobYE7llzOaSqsiGvtl7WljhVNMg4uNi6ZVKHBWOoHNAvrUz9YR7mlV/ndhQArPe/o2+IxiEt9ZZoSlQptcafNKDCoDJVMjIF+gC8cuYO/8cjDexIGcrt09FuvdaX3SVVZWVlhZWVlU9Fz/vx5zp49e4miZ1b4r6TouRxzU7N9xIyqmalqbtQ33vnl3Sm+M6pmtkV6+RfwZnX0//21x3l8/WWmGcbZqFTo40tJqJDaBNFXhkyESpxzTxroEWizLxwVy2R8ADrOhaEoo2SknJkUuKOvFBNWesKFSUYznE6JSoTlnlJLADIJdYdGU+fxA0yysTYtWPE7gGGlpGKcnhR6QRgEpUmFYS1UFRwMQsqZlUGkzXRSTOPAgjFJroKpIixUQiqFgwuBcZs5P3UDtEHPD6eLjTGsfJi63oBUrq/fyMZCDRIKRTILPeHCRFisA+c3jEFVaK1hWiILPSMXl3yqwLAWVAvjVFjqKbUah5d8+7aKLjUdRsWKH8ypbVmKgc/fdZT/6aGH6N+gH83VcDtRNzNsVxodQti0yob3FD1bPXq2pm6trq5e8vs7k0bPOfp9wF5E/O0GdXM1quZy7HdHvzY+z39588uca0ZMzZONBtp18DEgbXI/laigSpuLr/13/1wDF1OLopglsim94N33Ug1NgaVaUAJYojWhFu++l2uP2xvUkTOTzLuTxF1Dp3h6wWhz4VxT6KnSi4DBgZ7QU2U9ZTJCS+FwX5kUNxvTzrJ4lIWF4MPSqspMinQHGCz3hSoLa+PCQiXUMYNJp+4x+iJ4NIhQRVgR31bNGY70vPOuFY4sCdPWSMU17SLGYl+AwsHlTsZLpFf7cxdJWC4kgUEExAfJMRgpucpmIUSGdeDgYIG7+kMO9fss9Xqce/4lHv7Yxy4Jed8L7FcB3q87h9m1ruc1XU3Rs7a2xte+9rVLPHpEhKNHj+6KBcLv//7v81M/9VP8+Z//OSdOnOBXfuVX+P7v//6r/vx//I//kZ/7uZ/j2LFjTKdTPvWpT/EP/+E/5Lu/+7t3dN0PTaHfy4i/Gyn04/GYY8eOXZGqudK19qujf+PcSX7r5J/SlEymoMnoByGYIFEo5kVJUvEFJ3UJJFt2C0yE5Spwsc1EgV6A09NEVeD8JLNSwZlJYbUWzjWwVGWGIWApsVGMSRKODgzE+MhSYL0tVCq8M0kc6QXu7rvboxguscyZosa0FJaisBgEzBgAKgWC00t3qJBLYZoMA1YGwFioonU2acY9y65cac2HuWenmV4QKnFVTT9AkzMXs3GgjojC+aZlpecp3+tNZtgTYi6YZmJQghnJYKMtrPQDVnxuYPhdxHK/QrP/M5aIwHJRHlgY8heOPsBH7jx6RXrgz155fd/07fvV0e/XEtNuLUxdSdEzK/w//dM/zW/8xm8wnU755V/+Zaqq4rOf/ex1HTCj0YjPfe5zfOlLX+IHfuAHPvDnf//3f5/v+q7v4id/8idZXV3lX//rf833fd/38eUvf5nPf/7z277uLV/o9zri70aom1OnTvHUU09x9OjRK1I1l2O/OvpRGfGbJ/+QbIFpyU7HREEKWITSuULi2dZ4AyqoCYVCLtp5vEAoxkAhI0TNHKhBmsxyDKRSuHdgZITBgnu9XGhaFiohtHBPH8C4a2AIhWH0wnzvMGIUGhNSZ/OrFFDjfFs4shBoOm16SZlpEkYGS0EZm4eDo0ZPMqJCMuHgEIoIaqnzqDeqCkLxqL7DQyUEI+NbqQmoa2XRBC2FEOCOqCCGWOFgVF+cSpmqUgqZglEhLPQUzF04K5wmW+oXmpy4a3GBI/0FPrt0hG+84+5NXvjMW2/z+gsvsrS0dMmm56xY3MqLTDvFfnf0u32oXO7R8y//5b/kj//4j/mrf/Wv8tWvfpWf+7mfo65rfuM3foMvfvGLO3rs7/me7+F7vud7tv3zP/MzP3PJP//kT/4kv/qrv8qv/dqv3T6F/vKIv734kl4PdVNK4YUXXuCNN97g05/+9FWpmsuxX4X+eO88inesqu8tNJmCihJrl0zWEZrkQ8mcfGtVxE3GRjlRiS//eIhroUVZqoyN4hLGjHT5roJYoTVl2PfCWkUjYGjwnysYlbjkcJq7pSiMxaqzS+iGn8PYafPFw7+rKAQpLIYuz3Vmm1DcTriqhB7mSU4KlQolG9Fc6ljM5Y1RjVTMw0IqTxufpNRx5ULKRl0JG7mlEoWinvgUjUxiGNyHPpXSbfAaQ604Mljkrt4ijxw4yseWD7+vwG3d9Ny68PPss8+SUmJ1dZXpdMpkMtnzjns/h7E36nu/XeyHTXEIgW/4hm8A4Jd/+ZcZDod85Stf4ZFHHtnT614JMzXRbNawXdyShX6rjcFuUzWXY6fUzVaq5rHHHtvRFH4/Cv2T559Beh6uUXdxfAoEVbIIxTImEVUBIpVlNASwQio+dE2WWapcQqniw++gQiiJiXly91rK9KKiBRZiYZpBzW0G6k6yKOK680qFUjIahHGT6cVIT4DSmXrhPjNBXcOeU0LV5YmGUoXOM8eEGJVsPmy1AD1LbnvcF8zt6alUyJYxUSrzA2ZSvNNfjQKW2cBYqSAEJZVMXSmpJJbVQ8bNigeNFN+cVTMWq5rFqs+9w4N848F7OdzfmdTucnpgY2ODs2fPcv78eY4fP86rr7662e3Psll3E7fjMHa/aKLRaATAwsICMUYeffTRPb/mlfDTP/3TrK+v89f/+l/f0d+75Qr9Xgxcr4WdUDc7pWoux14X+tFoxKvrp4k9b8KLgYk7OhKUgGvKc5N89T4EX1aygkihFrCS6YdAMlgMMOlUMDOZY63CNBm9SlFxA7IgyrolquDhIpUYJfhmbS8YCaMKSiUQK89PVaBRIarTLCkVquAyxxjxjt0gUFxX33X6uWSCi4TInS+NWiYUzyBUc/uCKijFMnSf7zC4wqfF7wqG+B5AJlNrV+yBgBFE6PdqFq2HnT/H//TJv8CB4e7qp0WEhYUFFhYWeOutt3jooYeoqoqzZ8/y9ttv8/zzzzMYDDaVIqurqzdsvHc76uj3K3hkNBoxHA737XVdCf/u3/07fuInfoJf/dVf3Qx62S5uqUJfSuHUqVP0er0b3mLbLrbT0W+larZ6s+/Fta4XZ86c4b8899+ojsAku52MmvugJ3FpH2b0VCmVK2w0d46Sah67F1yPjhQvmKb0u/COCrc0ANeZ94JRTIhiZIzV2vXwwQCMCsgKtRiVGJNUiDFgChUu46QUghjJlIFbWhLVVTIxKm2T0eCLSVEBMypV6EFL6bp1IQbdlFeqFSz669UQEPVM2ozRww3QsELAGJgvZkGm0orVesADi3fy2UMfYaHuc+7cOZ4588yuF/nLYWaEEDadHD/60Y9eYuj14osvMplMWF5e3iz8O/V12S87brg5C1N7jZmG/mblxf7iL/4iP/RDP8R/+A//ge/8zu/c8d+/JQr9VhuD5557jo9+9KP7luQSQqBpmqv++xuhai7HXnT0ZsYrr7zC8ePHGX5MaU1ocqKSCpNMq3gnj1EwLPsAsxdcZiliaMGTnbqsVAueSSrYTKBO1EAuBREji3O9fTESSimZYkKtQhZIqdBiDMR15VMThpUnTKm5rcJGSvSCEEURyx7yAR7YnaEl06udb1d1r/hipTuwIJrnxfYUkEIoPlCWAhlf+Mri3bmU4slQqRBUoUA0YzkMODo4wKcPPcidw/e7Eu5XYbzSdS6X/10pqWnrludwOLzmc53tVuxHUdyvOwfYP5viWUd/M/Dv//2/50tf+hK/+Iu/yPd+7/de12Pc9EJ/OVWz1yZjl+Na1M2Mqrnzzjt55JFHbvgLtdsxf23b8tRTT3Hx4kW+5Vu+hd9e+213cBQPxM5m9DUyLcU93lGSFCx3NsGBbgrqMsZCF7qBd0nBMhbdFbKUjArQqXTUinvFa3GlirrGvM3Okw/wdX8R18qbQZOMOviQdKmjlXLJrmNXt/5FXBkUxV0vQzfTC2RPcsqe3FQwpIVYuSWBuIuCB51giChJukBwdXdLgtCXHnf3DvCNd3yc5cGtsc6+nQNlMBgwGAy4++67N5Oazp49y7vvvstLL73kpnRdt3/gwAHqur7k78++4/txcO1njut+dfQzn5sbff/W19d56aWXNv/5lVde4dixYxw8eJD777+fH//xH+ett97iF37hFwCna37wB3+Qn/3Zn+Vbv/VbOXnyJODfh5WVlW1f96YW+itp4/czxxWufLDsFlVzOXaTurlw4QLHjh1jYWGBRx99lNdPveoZqVYQ7ZKsxOWSlYKVQlaPx5PORhjraBtz2WMQ16u3BQoZEaUS1ydK8H9vCFndnkCCr/jnAkUKVmAgbv5VSectD0jn7SJdkRfLlKDITCrZKWgkSKdBxz0E6M4hBc1+uLTiipyAHw5VgMp8LwC8sPsIt+CZVi1DqTiiB/nUwYc4snJoV97/3cZOCshWX5ePfOQjl6z3v/baazzzzDMsLi5uFv6VlZXNBuN2knHORBv71dHvhs/NV77yFb7jO75j859/7Md+DIAf/MEf5Od//uc5ceIEr7/++ua//+f//J+TUuJHf/RH+dEf/dHNP5/9/HZxUwr9tbTx+93RX06njMdjnnjiCXLOPProo7tqYrRb1M1bb73Fs88+y0c/+lE++tGPIiKcsncA/0XOKvTV3dNLzhAi6Iweccqm6paRcHoeonP6ZlBUqcSIKrRF0KrzYe+yWIMIlQLdwDV47CoE3KJYldT4oDWGLnTExTq+fSswDEDqZJTRo/1mtE3wnSW0S6IqyZDKf6buXJKryofIMRcPE6/9DiYU3w1IGAel4ltXvsiR1euzhr6Z1M1OcPl6f9M0l/i2t227ubo/Go1YXl7ecxnnfhX62Xxjr7FbPjff/u3ffs27+suL9+/+7u/e8DXhJhT6y7Xxl4eDxBg3D4D9wNaDZbepmstxo4U+58xzzz3HO++8w+c//3kOHz68+e82WCeKq2r6UtAuJEMUJsmlhQtBGedC1fHxM0FO6QqqdZ9FXYyC69YNpQUwCMF92KN4ypIWb7xVoGlAouv1Q+kGodn/nnfZ0IvCUJRshXenhaO1X5+O7pHuMAiz55RBxaCmW0vyOwupwFrn6Ad1oGk8JnDDCiUoUeCvLP4FDh7YPefHvcRuHyh1XXPnnXdy5513bso4T506xfnz5zl27Nimfe/scNhtGed+Ffqtyry9xofZohhuQqHPOW8ublzpy30zOPqUEs8//zyvv/76rlI1l+NGCv3GxgbHjh1DRHjssccYDAaX/Pspo46KESgBNaOUjJFY7EW0wCRn+gpFlEghCxTcPx4zTCB3w9EQKqCgBnkW5i3C+tQjApeiHyopOVUSgzjVn30Yq1owjX5ARKUthSC+qJRR7ulnr/HWySnpvow1pNRx6zUElFx8DqBR0OJJVNr9nORMP9J5uStJC9+1/B2sLG2fv7wW9quj3yvMZJxHjx7l1Vdf5S/+xb+4ad974sQJnn/+efr9/iX8/o3KOPfTUwf2p9B/mC2K4SYU+lmBv1aOa9u2+/Z8Ukqsr69vetXs5Yepqtd1t/Luu+/y5JNPcvToUR555JH3fbHPjN5xtYx001IKUzJVbBEqukacRXXaI+OJTXWEYjNOXCgIqYCESMq+EGUGMSqUhIhwcCBMG4/Ayx29UkWB4teXANRKkxQT5+dz4x07mhEJDCMEAlZyR8/4IFUKWHHePQTfsBXcltjEl6lCENpkhAwo9LphrZTuZ0LhZH6DFXan0O8H9oMimjVXl9v3ppQuyWUdj8ebNg0HDx5keXl5x4V0Pzv67abJ3Sg+zDGCcBMK/QctQIUQGI/H+/JcTp06xXPPPYeI8Oijj+4517dTXx0z4/jx47zyyit8wzd8A/fcc88Vf+6VC1+jxWmOgBCtoMGIVD5g7SiRAl1nXjxXlYBhCAmRSEZYDO5rgygtboeQzVARVLwqa2kpxWWPsYqbdypqxQens+GoQVUFNorSE9fxlzZhrXPqsTuXVLbQNmpkPMQkmvvxRBfnk5MvNEk3TyD78lPovsVBfAnrDC8An77+D2rL+78f2I9Cf7VrxBg5fPjwJg04mUw2+f2nnnpqM55vVvg/SMYJ+9vR75e6Z319fV7odxP7Qd3Mwrpff/11HnjgAd588819GejshLppmoYnn3ySjY0Nvu3bvu2qPtjj6Yh37RRVFyBSxIgUguCbrng0YBHPcZ15z/TVbQcqUxKBVEDNON1k+tEtEVRDFw1Y8J4bUuqKvEC/V2HFifjYSR+9jfeOWwNUGlgOBS3uOyO1uIQyGaLutYP6ARR9uZUg3t0HcUWFWYCSidGlktadWplCVQk5ObVUz+SiGG9efI57l27ci2S/FmT2o9Bvpyj2+33uuusu7rrrrk0Z59raGmfOnOH48eNUVXUJv3+5jBP211Nnv1wyNzY29jzveS9xyxX6vZZXzlQ1KSUeffRRSimXyJn2EtvNcz1//jyPP/44KysrPProo9c0iHri3B+iMx15iCRrvOhRESoPm25TIQRBg2IKEEmlkItLIJsCg6gIcEdfqNQXr4JJ5whpFAJWEhRjECH2KjQIELyAAxYjiFFSxtSDP6IUcs5UofIDIggiikmLBRj0lDRxXxkxyC2bdyGqM8MzP1iKKCYuFxVc4VOJuaeP+IA5+DnCOzzLvey/6dT1YD+pm53g8ni+mYxzbW1tM6VpYWHhEpuG2V3rflE3+9XRz6mbHeKDvmyz4eheYMZ1b1XVjEajfRv+fhB1Y2a88cYbPP/883zsYx/jgQceuOb7deHiOUacoyeCEGgtIWRC8O7WRGkt0e/F7pcikop5CAfQD8Ej/UpnSYzbAGczoihB4ey0ZVgFQk6ktjCoI6lNaClUITLFqEJgWjywQ0TRGhrx0Ow6Bve9yYW6jlgunXpHyMW7/npYuWVBDKS2ISfn/3OB0mTn7yv3g48hdLSQUQc3G1PthrqV2yoj7oHz7Mav8fHqr1y3k+LXA3WzE2yVcT700EO0bbtJ8zz//PNMp9NNzf5oNNpzG5P97Og/zOlScAt29HsV1j2jai5X1czolP34ZbsWdZNz5plnnuH06dN84Qtf2JYN6evN0/RFMXX/llwa+lLT4h22YAzriottodKIdr4zooGgRsoFMzf6agssRuiVTCWV2x2ocTAo06ahZFgY9NyuwiCqq3U0KoLnyQZaICCWPP+1BSmZIAGpfKALgkggaLeMFSPWJnwDKlFppN93vX9bCpKTa/2LL121bUuNt/QmYdMDJ3b0j2q36CtQmPBq+U8M2m/m3urB6/rM9qMA78d19qLLrqqKI0eOcOTIkc2wjjNnznDu3DmeffZZROQSmudypdiNYr87+ptlgbAbuOUK/W5TN5PJhGPHjm1SNZfffs06gv3oDq5W6EejEceOHSPGyGOPPbZtXfMFe9OLrERaaVHzD7QVoY6RBJTUsiQBEyEI5M4yOHQqFhGhDhEpUKwQYw8o7uWehdZaejFS9QOGoCJYVIIVNx/TCHlKFWrM1DtzrbBS0FiIMSJmmGaQ0G3vZsTU/e+Leayh0B1YBhjFMn0VJFZYapFQQU6UzrfHtaTdJm3XwYducOu6I0HETdqm9qe80n6VyMe4r/rc7n2gu4D9KvR73cjMwjqqquLFF1/kscce27Rhfuedd3jhhRfo9XqXyDhv1LN+v3xuYN7R7xjboW52q9Bfiaq50vVgf740Vyr0s0Dxe++9l0984hPb7lDePf+qW/QqUDIViVp7HiximZxbYlWBVuS2K4ymqBX3fkF9k9V8UApC7OwIioBZJjWJuq6dHsELsQqUKhBVXbsuBSN6US3WOUZ2lxNxqwQNFAtYbgkhohqxtnHeRjzUxHIhxE56I0IVIqUUSk6EoFhpCEEQDX6ISGRcmk3lTkpGyWBq1AL1bAsYI6AomcLXeL39GiqLBLmDBfkoy3r4qu/xflA3+0kP7de2Kvjv1ZVknGtra7zyyis8/fTTLC8vb3b8Kysrt6yMc7Z0Nl+Y2kXsVlj3jKq5liwR3lu22A+efmuh3/ocP/OZz3D06NEdPdY5XiN2unikEC0SVHyjVTL9EIkSSCUjUTBxP/pcQuctYORSCBo6wzKXRApKyYmcMoO658NT9U7cslNcoXjGbBTFcsJEPQ4wVv4+FiilE7rnjFZuZ1yCh4m4l0GNSkcfqaAZJCV3oFSlpIQY9Grn76U7hKU0yMwczqAXK2JUSmW0ZervQTaSGZKNEHzLNhJJJGpqxBoKr3HBXuFiAZGAyv0c0M/Ro3fJ+3w7UTf7ZWgG7389l8s4p9MpZ8+eZW1tjWeeeYaUEgcOHNgs/NsxENtPjn59fX3e0e8UInLVTmZG3VzvreZkMuGJJ56gbdttLUDNFi72OvkJ3iv00+mUJ554gqZprntJa8oZKnF74WJQEyjFfWhqdTdJT3UKXdSfMDUPHBHca74OkWSGiiIEqgjNOFEp9AYDb7abafdY/pgRwYIvMc286atedLqkFFBBggdwBzOkDlASQQMiM/M6V89kwx9LAlKre9qIUlLedJy0VFDp1DpmoE4FJWmpFXAfSwQYhtr9fELxP5dCahKWjbYkpIIcChogmB80RiZbAl7mTD6OilDpN3KIh3fzo78qbhfqZut1thMW1Ov1LpFxjkajzcL/8ssvE2O8hN/v9Xrve4w5R7993JIdPfiHuNNV7BlVc+TIEb7hG75h26f9ftkuzDZj/+iP/ogDBw7wTd/0Tde1bt62LSZjVMWdGwuoRNQEgqFZiMWgjogp09QSROmLbk4rixUymYyhKjR5gk5dpx6riBQvtqWuCeqbry0ZlUBPu01W3B/HLBNESWTqGMkUelvCPnwQ25lPqbtcUoy+BizEzpwqEys3YevVFVgmi+fZIpu3Li4ZbQuV9ihlQhUiocu1DeKe98WMupN+9voRw2MFUzshZ8gp00omBkWiEKlJ1nR3NUZbvsopjgEHgeVd/AZcHR/GYexuXUdEWFxcZHFxkfvvv59SyqYb51tvvcVzzz3HwsLCZuGfpW3tV0c/o27mHf0u4noKfSmFl156iddee+0DqZorYS+Tn2YwM9555x2apuGRRx7h/vvvv+5f7jPtCwQxxNQXpLQmlZagva6j6jTz5l7EtQZazIexVtxHhk7oYhlJBQUqEapKEQypBDqjX+2cyUruPOlLQaMSyL4fRXGTNClk8xCXqK59DwEymWACJZPNEAIxOmVkqSVI6GijQlDBSkuxRAg9gnonXyiIgiT3zinFQ0Rqlc5i2ZVH4HGHbo6mmCS0O5ZC1e9eUfblspSwBkqnFipiaF0o5h2pLp7hjodOc4Y1Kr6JZe680a/B+3C7dfS7caDMTNcOHDgAsCnjXFtb20zbWllZoZRCr9fb80NsOp2SUpoX+p3iWtTN7LYvpXTF27XLsVOq5krYqTXBTpFS4umnn+bs2bOEEPjIRz5yQ4+3wavuHQPUFkhATytycU66LoKaZ8Jmy2hQ59OLZ7Ca0G2wQp0TGWEQAlXw4iuqWEmounNlJYrQOvWkQHHf+ypoN/CEnKZUXWCJiRf3ikCgsJ4bVkKNqSEFRDJaii9ZiRLc6J5gnYe9+DFktEgRrIv6K3jClSJkNUjdFi7mtBDFHTzFA9F90Sr44dc9TxCUiElnqiMQqChm5EkLyX8mB8NEqCuh2Dla+R3WCEQ+xRKfuqHPbyv2s9Dfqh39B2GrjBN86fHs2bO8/vrrrK+v84d/+IeX8Pu7rd/fGgz+YcUt19HD9iWWW6maRx555Lpd9/aSullfX+fxxx+n1+vx+c9/nj/7sz+74ceMcgYskCW7LTBKoctT1UCRln7lvLWIdkEj5tF6nU0CIuSUQGGokVmbH9S176VStJirVQxqDWjwMG2T7IUzFyCjKKKp07f4IV5UILmefjVWUGbKnbTJqceuCE9pUY2sW2aZQCG5r06XQuWPWvzLKgCJCiHTdjOH4iZp4j/vtsiuLPJ4xE5lJGwGm6ROWuqPrYhkGCiBQLINP0Ral26WkUB0iWipnmBNnqDiQfp8C/EGf4X2S3Wzn7YEe32gDAYD7rnnHs6fP0+/3+fw4cOcPXuWU6dO8eKLL9Lr9S7h929UxjkajTblox9W3JKF/oMK741SNZdjr4axJ06c4Omnn+YjH/kIH//4x5lMJje8nHU2/zFBlCKFSI9CAIyCYAFyaakQpGTXlxtMmNDTmoCbyIQCqbSoCj2t0DBbSPJEKlWXI8ag5GxOn4gREWLOTHPyu4E6YKaw6X7vyVSKEbNhwSmXaO5amcSfZ8+Cj1DFf74vESxRi9JKS+3lmNhx7tIVepPc7Q1UZBqiGUE8CYvO32fmXO90jd+dJDPiZu6UK4wisXu1/jdKd0yBUemQUicsFnTcYr0eVqaUCcgUCNDIK6TqFTQuE/gMC1zfXdqcurmxa8UYWV5eZnl5mQceeICc86Yb5yxta+bGeeDAAVZWVnbM68+86Pfrde0Fbhp1cy1cywZhN6iaK11vNzv6UgrPP/88b731Fp/73Oc2bzlnX5Qb+aUzewHVir5VbiuMxzepSleUvdM3MjVGlsCC1B0/j3vfWCJq7CgSnHufbdMGpVhGi6CS6Yk7SqoVMokYjJjcQdKJ+W4P10r3TFy7Xhm0BWrJIEqSRI36wpO1VAQaKX4n0mnnRYTKCiaKmvvlBCd4Nv18/P8nogWS5E5S2qLdT0bRzQPL369C7Ba9ikHoCrzhd0OKv1/BIiIZv4fJfocQjNKriDGgLCA9I5VCSQXKlHYC6EXE/jut/He0v4rqRxnyie6g2c7neXsV4P0s9FdS3YQQOHToEIcOeWRk0zScPXv2krStmRvngQMHWFxc/MD3f5YutV8Gd3uBW7Kjvxp1s1tUzeXYzUI/28TNOfPYY49dcrs3+1Je7y/DiBc6m+EIChE3eXGWPRCDUsw7W8+N9bQlU8FK8SFnMXohuFUxbl0cg1JK8s64G9ZKcCvgoNZ1+TNbhdIVfu+4zbyYejkW33A1L5YCLsekOEVinX+4eCnud320SEJQJtKCQM86k3rzn4O8aQgXBL8rEaEWoyoJ85Rz/Jnmzt/ebZW9Y7duq9fI+HDW16n8TqDC7RO87y9It2JVisdw+c+DmBDVkLrCiICRs2FlStMaeXyBqI8zlsfRMECqRaBHYEDkAMoiyuolWv0PS1zhdrFfFNHsWh/0e1TXNUePHuXo0aOb6plZ4X/llVdQ1c2if7W0rQ+7tBJu0UJ/eeHdStU88sgj3Hvvvbt6vd1S3Zw5c4YnnniCO+6444ryzq3LWdd3SL2OSnjPYx46Yxc2gz+KNU61aCCYc/dmLY21iAj9fg8rhaiBXLzbzdZ2ChmXUaKGWqZo2ezQ1YwkXa6sznjl5EtZUghZSZSuJBpFPfA7mC8kJctuRQyuoukoJCF1L0HoF7dRNowiLcGEjAeBY+beOsUll4lEVHM7hE7eiTjHbvifWyndNMAtka07fN4zXZ4dAdKp8f3/+2wDQDDxx9ikdyx0j+5/JmqIDF2bj5EsUUqmpJaSzxBEkBAJvIF/UB6qU8VAJX3oCXfeP2XMOQasXsd3Ynv4MA9jr4adbrPP0rYWFha47777KKVw4cIFzp49y9tvv83zzz/PYDDYLPyztK0ZdTPv6HcZWwv9VqrmWr7sN3q9G+HozYxXXnmF48eP8/DDD3Pvvfde8UuxtaO/HggThAEqCTHFcBdIxYt0U1p6WoM0nSQyIyWTm0QvRETd4920OKXRcf11x007p+1dsedNQTTvllXKJgtfpAv8UEFKojYo3YDUveKNYK7DDyoUTfRy15tLoVHoJefhrfPnySETzO9QSkjE0jH/s05UfIgaUFQytQWaMiWKJ4kbmdCVbPCw8iwZs86qoWT35Df8faGzS+6mC4Z5ILloV8bV7R7M7SCE6MV/5vtvQvcJUKy4jTNCkNoPYTWSFSwbqclMioeYR+m7D39jFGspJPqHW96Z/u+ICUaPUu7koNzPYnXHrt213k7D2N26lqqyurrK6uoqH/3oR0kpbbpxztK2fuZnfgYRIedM27Y3NNj9/d//fX7qp36KP//zP+fEiRP8yq/8Ct///d9/zb/zu7/7u/zYj/0YzzzzDPfddx//4B/8A/7W3/pbO772Lc3Rnz59mieffJLDhw/zhS98Yde+9JfjRjr6tm156qmnuHDhAl/84hdZWbl6hN0sQvF6Cn1mjNASpMbwUFU1AUlEqWmtJWggCqTs8kczQUph2Ks2ZYauWukimsy75Uzr3awFYIpaIKIYCVVDc6RI9kKOUMxjBWPWjls3CLjXjbnlgHRBI5oMjbOiTUfneMgJInSzZGI2cuWESCjqdw3FrY61G1iqdAthRfyOIBrRChLj7ByglAaRuNm9i2yOcslkoqi/TskUK87tS9fZd128CzobSgGTTNuVcSU6TSWCWQKJtLkhSL+LcaQjmro0LxSNilqF5kJrhUkpWDd+UhGQmowScyR3b0nLG5zIb2BFkWlEilLJgCgDKgb0OcRK/54ddbO32yxgdq3dXJiKMXLHHXdsBoxsbGzwl//yX+bf/Jt/w/Hjxzl06BDf/u3fzl/7a3+NH/7hH97x449GIz73uc/xpS99iR/4gR/4wJ9/5ZVX+N7v/V5+5Ed+hH/7b/8tv/3bv80P/dAPcdddd/Hd3/3dO3ttO362+4AQAqdOneL48eN7QtVc6XrXU+gvXrzI448/znA45LHHHrti2s7luH6Fj3PL1sUAmjhzHDQiJEqZdaAZMSOqefRe5br0gnvH0HWyBXewzCUTu8UqKwkxI5AhuJ+MmiHadNJGJYsvUElPCKl0zLhHDRqu0sSgVqNNhVj7Jq4VwxRi6/y/mWHFzxsvihCsM00rCbIfDtZ182IQKv/fEo2KgBVBa4HkXXlW88zakgnqnXmRAjn74SH++GCICUWmKH0/ECkkhcSEioqWlqr0sSIE9S6uFFf4FPO7kWIgUs/GCWwmeeGLaCqBVApNbujrwF+nRiRAypnGMm3JRJRJ8uWzIIFKeiRL3dwgkRAaS0i50Dl+vsaboz+nJ30iQ5b0MMvxXvq9qzcZc+pm5xgOh/ydv/N3APjyl7/MT/zET/Cbv/mbHD9+/Loe73u+53v4nu/5nm3//D/7Z/+MBx98kH/8j/8xAI888gh/+Id/yD/5J//kw1/oJ5MJp0+fppSyZ1TN5bieQPK33nqLZ599lgcffJCHHnpo293S9Rb6wBImEcgUqTqCQjACBaiD+cKUQEUBU3p1RcEdHjPWDU29h6dk1IqT3m3X6Hd0P6V4gc9GCU5naIGSE7XgA9tGCF1GbMwG6vLLmftkzqCaieZbr0WFWCCrc9nWbbzSdbEafJHKRNDsPjqKd/5JcRfM4nbLsQimBcmCZI89LGqEIpToBTdrJgFVCZSqIKkbTBenqEDdS8cyjSbqXAMtfavxw7Amk/w6RApGK43bJZRElD6Z4oev+YJYtkRFTTYhWSIafrclsJ4nzukb1KEmanAFUMokfMs3lUzeHK77nQ3inj0qVecEkT1py6BhSpbEKJ/hVHkBaQIDGVLJkEU9ylJ1/+Zd8H7ZBdxs1c1eYGZ/8PnPf57Pf/7ze369Gf74j/+Y7/zO77zkz777u7+bv/t3/+6OH+uWom5mVE1d1ywvL+/byvFOqJtSCs899xwnT57kG7/xG3ecI3lD8wDroVqoNJGsJXdUTrKAWUa1JbWFqsvTU81gNSZlcyiapUXamSrHqCzgvHvploo6x0crFHWuWy07P96dBsEF8L7p6u4I5OJDVrfbMbT446sYIRRyUoRMpcGTpTBy18rX0f9+zN6Vb+4QucSIgF9EVJBi5L4hY7dcIJs7XvpkFCm+fas5UMVCjgmKD1UDggm0IXffQUOL0c8VBgQLtDKlthojEwlMQ6HQksyo6G3KNjOJqTVEAhBQ8fQu1ZmepyIZ5NyiEuiHSFv877R5Su17xFinEAoaUAlIULIVck605u+R7yokalVEPRXMrSyE3B0SxdwVdMJFpjZilE/yTnmKwXRAPxz2O0H54DCbG8WHiaPfLm5WMPjJkye5885LbTfuvPNOLly4wHg83lGQyy3R0ZsZL730Eq+++iqPPPII0+mU9fX1fbv+dovveDzm2LFjADz22GPXlZhzI8tZyscwngeJHgaePbEpSMFaKMmIVY13rNLRF95luxeMoVlJTIlZffgnhWzu/RKl+BJTF8dXdZ1jaa0zFxNKcq4dKWiJXnylo1lsClJTOouL0nrHW7yaIdntiAkzyRBgMylkZ42Ruu1VhYCHn0h0Kr90718Yd4dBBo3iQeMSKKHTzqtgVUGTEBrn1Tvpjuv2k5u7mRhJExGfQag5zeWUVXcQNILEuLmM5c81dJ9Hnxl5JWb0pEfp9gkqIi2QyLSWnbrCCBLoa5+mJAKBtuRO+4PfVnWflcTKcwCsoCak0tBkQ3ImB+h1/j0a3AhOVMESxYSgBTNFpDBhRJPX4e5Ctjc50ZxiKB9hpbrrur6DH4T99L3fr7uU0WjE8vL+mNvtFW56oZ9MJjz55JNMp9NNqua1117btxxX2B5HP9PwHz16lEceeeS6v8w3VugfAHsbkSnFoC8rNHaeMnVHyFgP0VBo27ajaPy/kUhbWuepS4sUtwPI5kW7UqWI+7hr9xzxJhIx6WwNQJL7wkvJkApSQcTIJaIRUlH3qS9CjkAKiAraQoxCW3yBS826Dlw6I7LOoljpDhHFimv/VTOWAxLE5ZjiXH+pjLjQR6Y++BX13NxSClI8TCVHKMEVNt1aga9VKeSQCEWIKWLqhV2KeFcfWoo/EUwhMUUsMpX3lvi08xhStMvanZDNN24DFefyht8loPS0z3oZYxhDHXCu3QDcAmKgPZqcUAJNyUSB82nCchxwIU1YjX2SZCqtqSKMU9vtJghtSpCc9tKsxFAz09pqKJglN2jDVbhZE1N7mw3e4GzbY8hRDshnqeP2Es22g9m26l5j9ju0X9TN1vjR/cLRo0d55513Lvmzd955h+Xl5R03mTeVutmqqtlq2btftsEzXIu6MTOOHz/OK6+8cmvYLdjnUPuT7v8XtF2g5AmxV7rlnkDUPpbNJYFWSJaoiB6qXZSqEyHGrs6qPxQxdPLDmdg8AKUTLOaMqHebZoJX5ejZssE/0xBcaSJOm1O64inaBZ90HSsakGKEoFC0065nr0aqiPlrkeh3FL7w5WEnHcGETsAWBIJS+obkglWCbggWA4IRW6PkbitW3ePHQtc/C5CVNraEHElqlCr50yuKFEhFsODzglJaBlYzpnWlvQUqhIk0bvxmFRWBVIyRTYnim7rO4SeWQ42VQEFYDkNay0xKy/m0QUBpU6EKTvdUEmhL4mC10FlWKNOSibOsXXUFVeoOLrFCoTBpPBg+CJjJpnV1ktnWsge9+ABgyoa8ztjeRNvDHNFvph9ufCloPzdwgX3r6G+Godmjjz7Kb/zGb1zyZ7/5m7/Jo48+uuPHuimF3sx48cUXN6mae+655xLe/loWCHuBq1E3TdPw5JNPsrGxsWuD4Rv31VkAPktqnqZtW2KMLAyHFBFynvjANRkiGbHgXaVEsILQolawXHeacFApZIEKpURDWi/QwTIpCTG6SkdE0ZQxhEyA4HYDs8JbAMsFDQEKqAQf4krw8BDwdaqeu2i6O6a4J0PBU6yg853veB3rtmMV6JKnBJDsVEe+0KCDnnfzU6darK9IY+QatFGkss6JEsJUsGw+iy5ewKO5R34s3dwBP/1KqVyb33Y++ghIYckiKQtZXGHTs3iJ0maDTC2BqrOXSFYIEjGDC7bBgD6TkmjNG4sA9CS4v3q3qVCFGvcLTW7IpsJQexiFipomJwyjr7HT/RcfakcoqcEwshk5ezCNj9+FBPTpDvaMNwahUDjJO+XXiHYPd8f/oVsZuz7sV6GfNWb7ca3RaLQrHP36+jovvfTS5j+/8sorHDt2jIMHD3L//ffz4z/+47z11lv8wi/8AgA/8iM/wj/9p/+Uv//3/z5f+tKX+J3f+R1+6Zd+iV//9V/f8bVvSqEfj8ecPn36qsVztwPCPwhXuoM4f/48jz/+OMvLyzz66KM37IA3w40WejPjtddGvPVW4nOfrenVrusWFA09ckpY8Xg/oPulzd4hY2CVJ0aJ+kA2i7/+piDRC2lUPwVC7jZLk6tqiAHNXacePJUqVNBOppTsREbbtl6Ys3e9mrx4WnHduCTrhDkBUsenWGFzMgtYUCQo5IL0epgY0mYsedKUuaSnuxMQZKNbBhobVvkdgI4K9MGiEMb4AaJORZWeEFrzg60Yubr089BJYFq/p8LKuPdPtMC0wCRuaUIMolWu1TdByTRkpiWzID2SGdkS084rf2wToih9KlQr2pKgGJPc4MdooB8qzrYjBloziJGSXXkzq7+VdgcoRjF3Jg0iSC7EWHVGaYZGI+fiqh6BNsG0gr4JMxO6WcFHwXiLE/mXiPKNHNFPXtf3c789dfZjN2C3OvqvfOUrfMd3fMfmP//Yj/0YAD/4gz/Iz//8z3PixAlef/31zX//4IMP8uu//uv8vb/39/jZn/1Z7r33Xv7Fv/gXO5ZWwk0q9AsLC3zbt33bVT+km0ndmBlvvvkmX/va13jooYd48MEHd/XLdCOFPue86Wv/+c9/C4tLEewYVlqCKlYqUGjNDcnEBNOM0MfaiTtdWsKKvUfDxIgW88I5LWgQsoGGzvwguU88uSAheveNIMX/fZq2WJvoV1XHA9WknEk5YSokK5SpWxTEqFjoLAZcVI5IwaQCXFBv5rJJUvZlrJQ7vToQO5WKBI82FJDG3ltCi51kU7TLlRXCyLBKMFVyZzGjjZF7tql/j42SfBUXbZSy9ePOUJvShEJKxkT9s4tF0OKOnFNxjr10VNhQIg1O4agJlVQMxa0TWozGMomGJQkEExKZYYj4E/Lh9mrVZ5QapsU6rr/bLTNQ830Gwf32o3R3IhHI3WFo6pYTwVBLtCUziH7X0wCx+F1Ail7yq+JzGbeue5xT5Q2O6KXSvu1gPzv6/VL3bGxs7EpH/+3f/u3XtKX++Z//+Sv+nccff/yGr33ThrHXKp77Xehn1E3OmWeffZZ3332Xb/qmb9p0wNtNXG+h39jY4PHHHyfGyGOPPfZeKIv8BeAtir2O0ClHwnSTgy/dxqgghBCxSqGIx/ulBMmwKqAlg0YoLkMsqbglgWWnT4rr8FW66L9cmI4bYhUYhp5fxNSVPRKIVXBKSCIpBkrb0LSGNUaIkSDiHL3hZmp5gmnd2QAoaBeQQmeUVgwtiWLmNE9xNYrUrvCR6LJDaTOMM6YgGcqic7iWix8agfc4evx7WHqgSbEp5Fiwxjl6bSFX0ARX8DQGdfJBqAkgRo0Qc6So++TUChvdfkIwqIAgxoaljrMXhhKIGpDcolKoO5lnsUJLIBvUEogU+qVHEd+RIChVZ9FQEfztLqVzHHWFkwTv8FWM0p08IYbu30eC+sGt3e+fWUtKhmU//EIQ6gCFdzltv8lh+a4dfU/302phv2IEd4u6uZm4qYX+aqfbzeDoU0r8yZ/8CSEEHnvssSu62O0GrqfQnz59mieeeIK77rqLhx9++P2djNyDcQ9mr6PyqlMmdEtInSeOdeM4ohd6SkGkomjrf64Cs8NV1TU7MhPIB9CIxuiFNHvR7/eGVB2nbuJyRTHxa4hhbSYk0BD9yeBhJyVnihSalKhxKWAVuzsIVdfj5watB1iTkJ7vAlA8yN26qD9RRU2hGBY7qkohty0ag1NEEz8wJAiWFKYZi4ZuzGitDp2PsyXPutXkRgjadN+P3Pn9d6Ho4HOJKgXGMdPLgbG6QVudA2ODgUVGkgBXyoTu656sMCb5ohswQqgpRIEgmRqhWGZJBcOpnjRLzeoG0yaZXKBSX6ITET9oc2f9gHWmduoHIu+JnKrosxsrRiU1VXDfnSQFpkabO4M7fZd3J/+ZAyvftaNYz9uto79ZOvrdxE2XV14Js+Df/fLnWFtbI6XEwYMH+eQnP7mnX6CdFHoz49VXX+Wll17anhWE3k/hXkbrv0+/n+lTdwZmhoXUbYJ28sSpdcPY6CLMkkAjVpy3J1ZIykjdh3bqnfe0Zdx4nF/Qih6dDFLlvYO7U/ZIyVjKSK/XOV56gYoxggVQpaQWYiBbYdJMnR4qQqgCQXp+JzHoQZtBAlYyxIjkjCz0YDSGhdqlntMWW6rh3ARZ6Xv6Ve2fozYFaQwjuHNm//2doI4z7aCgbdflk7HYdb1jIfULvUaZ+svzv1NgSqGXlXHwQ9Jtf4yl4qEpCyiNFLJYF+HoVEk/e95vNui1ibryYWzonD0VoYh1SqVZzm8hpQYVn49IEVTdf7OUglghRCF38w7ZNKJzOW1A0NBVe/PsAmZ3AtSINeTaF+UUKEVJ1RqPP/NLhPzwZmLT0tLSVX8v95Oj34+OHnZvGHszcUsW+usJCL8ebLU/Bnj44Yf3/GDZbqGf5cyeO3fuA83SLrsCFycf5a13XuDTDxffTQoKWmFltlgDWjnNwqSFkL2YVnXnJy9e7FsDSZAUA8atm5lVlVsdUwSNPnQ1BSlGCYp2CzxFK4QI1kIStJ1Sej1/DmLE6B1nqCqqULtm3fyAsIU+6fw6wTpfyBg3ZZ2WGzi37ktTpy/C8gBiQC42WC+6kdmkYNOM1QH6EeuBjlpsWBE2Enn4XjGyUshaCI2R+/75h6TkJlNaOokllLpQZyFnoRHQ1q0cMoVh8juaRo0khRyEJL6I1k8e5D4J0EsuJpqqkTH6xRiIsRGgZ073xARtsM7qAVdMid+ZRfUFLTW/uyi5AYkEqXxmgXoge36Pw1ctLhVVH94GCR2v1c1mFHJJvm/gND4mEQuJuKh8/DOFjdOnOH0y8tprr216uM/+szXb+Xbr6Gce9vNCf534IOoGvNjtVaGfTqc88cQTTKdTvvmbv5kvf/nL+9IlbKfQb2xs8NWvfpWqqnj00Ue3FZK+FSLCeLIC1beQ88tIfgPW19Fen0707pM9MQgR2oz1K7cTKG42Zqn1Yt4WiijTdkKoKvq96IPNSYtocLmiFKwVJDfEEDF1zb61GdPkChsMqp47UtaRkg2pe2gxV9EI0BSqKmBWsEkmqitzsmXyuCH0KqQp3uWrEi35Bmu/B2sblFTQCBYCrAyQjWazK2fUUhYqSAkbRnSjpQz9s5ZxwcTIg/cOeTEhtE6hmHXfCXObhxojTqGEwIK5VbRpdpsFETQpE58JE4p1fHhhIfkQuuA+QeNKyOJD5bo41ZLFmNSw4EvPUIyiEMWgGKk475/VVVRBBbMGrHXDNFM0VD5kDrFjmUKXeGVECZ6pawGTglFI2e8cjNAVhC7Exfwr0qqyeOdZVo98gX759KaH+5tvvslzzz3H4uLiZtHfrwK8Xx39eDymlLJvdix7hVuyo1fVXQsDuRLW1tY4duwYBw4c4Ju+6Zs2/3yv3fDgg311Zhu4d99993XTSM5jd4do+CjGR+HE/0wOBRYPoouLSF13qkt3b3EK3A1tzBK0DWKFbMqkGVFJoKeKtEbRllAFX7tKCQs1midY6PmgsmlAZ1uqwQeoncJFNWCN00k5NR7mHRStogdwF5BBgCahdQ1NgrpCa+kCSlpKNmga8rQl9ms4M0JWh+g0OZVjBTZad7XMhVI7Beg2Ax3N1K+QaXKPH8uUvqATQws+J8BX7CuRbmYAJZi7qyVDKmg3ZZnde12gN20Z1TWYUTXGpO7sEop39gUf8JINIoSpoTkRg9CaURehykarQuysKIIpUtxArrJusF68SPvdEe55Y6lz1/TlKmYbzeIcfSWxC1MXTHyDNuJ3IrPFikBwOwi089oXshmtCSL/DfT/dImHe9M0rK2tcebMGZ599lmapuHll19mNBpx8OBBhsPhntwl79eBMhqNAG7KwtRu4pYs9LA3yhsz4/XXX+eFF17g4x//OB/5yEcuubPYi4Dwy6GqVxw0bw0vudEN3Ct63pcKmhHks9j6OXzjKXTuLeD+OKGjW1yemHLLNGV6oaaKFZTktsHTzDQZw6EXdrHknT0tnRwFSwktBSvJO/EZxy5KadouAMQpCDCYZmShppwbQRXonM8gBB/qkiEXrN/3O4AgaCWwOCCfX4eNhrDsA3TBN2ZJbunMKLlffi50PsWugEkCjatWdCKu2umKoqWGtFh1dztKPS20rZFrQVoj9ZVqkmm7Qi7ZiAVaddtiBKyGXlNQK6SoWDHaSslB6LfGcJJJlYIENnrKsGHzPaoNkvrbGToppM0UlB11k8DN4wTPChDDSE73SO789IOrbcTtI97r7GfRMm7BZszC1buDhICKL42BS1yzJMby6yzY921+req65s477+TOO+/EzPiDP/gDlpeXOX36NMePH6eu681u/8CBA7u2j7KfPjeqel2+VrcSbkl5Jex+oU8p8cwzz3D27Fm++Zu/mQMHDlzyXGYpMnuNK1E3KSWeeuopzp8/v0M+/urXuJwWE1ypQQuUSAnmG7TqNArRfWkoGUhMp4WcC72qdtrAsod7iHQ8b6Kk4NJIUbSuSBPfdhWNdLuyAFiTKOJqHa0r14rj3TtktK4pbUI0oAtDbDz1f1cKkhtnMKoaHQ6RKsB0SiGSRajHbnDfXhhTNqZuqhV0865QwIeOQZELBSyTF4NbZmqGAz1oCtq4zNQqhUkmxYBMneYBsJ4SMsSLhcnQv7sxZ1oCko2QDYrQdJEEmgu91i0bpBQkeUDLoHEVkBWhiJAqxaJQpcIkih9MBfrZ7y6y+K6aBai7u67QDYQVNreSwQjmA9xYIGmhEncMpUvKFdzozswHxaHbqg3dTymBTEslbpLRCkQiStUptyYYFxnzHAMeed/3bvY7fffdd7O4uEjOmXPnznH27FlefvllxuMxy8vLm4V/eXn5urv9/ezoFxYW9k3hs1e4ZTv6GOOuSSzX19c5duwYdV1fqkHfghuNE9wuLi/0o9GIxx9/fPO5bSe85INwpY7ecg+l+MZsSV4pAptds0xHUA1AYNI2lAT9fh8NvsTk27HdJmLK5FKoNCO1Ym3rDuoy24JNWNN4oIdlJEbiYo+83rhSs83d0pYAkTL1PNmyNvbBoxkEsByw0HMjNQPahDUtMksraRISI9XyEqFNsFh5Jw/k8xs+ZDWjOrhIWZ8QgpC7IBYutuQ2ESxQhpHS6xQ2qUDTIlIoCx1jPc2EVsg9wQYwaArkCdPY8wStYqQo0MBgnBBJNIOatuo0L2OlyoUUfXNWUsaItFEZjqaUYs6719VmEIuinbWCMOlBf9qNV9Sto+mWlT2sxNkq8WQZBKg7ysbtJYSSGzRGrNui9qO4dBm7bslcKFRSYSSCBmpz3b3ZLDIxYpIwnoQrFHq4dBgbQuDQoUMcOnSIj3/840wmk81g7jfeeAPgkqHuTiTN+9XR3w7SSriFC/1udfQnT57kqaee4v777+fjH//4VU/m/VrS2lro3333XZ544gnuueeeXZV1XrGjV5chuodBt0nl1pbuHSMBa6Y0uRB7NdUwOs2RshcKFJIHg5AL5IyFiE3dW8Ulk9YtWAmhrihN65TDaEq7MUVCwKaKBvMcVgt0q65Oq4SZTBMoAdVu2ys5nyz4HYdUrjDpH70DSsY2poRDS+R3z2E9v8uIq/7LmS+MyKOJ6/uXe6Sz54mHFmCa0EGfbKnjp7ut3IlbSOSlgKx3jcZC5QtR62P3lhGFXNMvE2qrQZVmXNDgtEiRSG+jda177CHTBqsqqmTkKJQQaSsPcwnZR59pWFFPPVHLckbEA09CSQwbL85FjJg8XKWy3N0VdEVVOusH3MvHOu/+0mUGUHDOnwlIxOh2LZxDozCTcDpTb+abyWbm+xGAUlFIqBhj+y0GXLo5O7MOvtr3uN/vc/fdd3P33XdjZu8L5h4Oh5tFf3V19ZqFfD87+uHwxs3ebjZuW+qmlMILL7zAm2++yWc/+9n3Gfjv9vW2i9kw9vjx47z88st86lOf2nUL1Ct29L1VZOMV3yTNuPdLSxfVpyQKKbXEUFHl1u0OckKq6GxO02CqmLqUsrTZNdrZo7SRjGS3vDQrPnS1DJax4j44ZtmVOgXXxXvWIeTkihbFB50hYKmluF4Q7Tp6rXu+GNVmlExeuwAEpArYmZHTHgnkoHeGdnGMVIGoEUYTV+p0hTGXTFgaoqXCzq1TlmvCxYZUPBi9ughSGnLswRR0ukGuK6evBpF4/jylGiIobe15stokaA0dXYCqT65cMhpi9L0CUTQbloRQMk0/kBYr4rkx2hrNUJHkA1fwgt/2lNgUkEJuit+RJF8WM3XNPuYFOYhi2S0fpBRUnH8PpXhcpKnfwTh/50EnHW8/89tnc70uUUkNKKrF839FQAaYjLFyhqk9To/Pv/cdm2X7bqMAiwgrKyusrKzw4IMP0rbtZjD31772Ndq2ZWVlhUOHDnHw4EEWFhYuqRmllF3j+6+FjY2N9137w4hbuqO/XupmMpnwxBNPkFLi0Ucf3dbE/MZdJbeHWSczGo341m/91j0JNLhSR8/CfdiZr/jM1cS5elWMTGMNbW7p9YYz5gNLU3TQ88WjlP1gELxQARSP2zYrriBByKpO1QQhjxp/oEkLmKdBmd8NmAakJB/8ptYXpWL054b5XYR02690sYaHDlIujCAnbNoiVY1l3Bo5dTrAKiArQ8q5dWR16Fu1seeP2Q1qtdejjBrCindpYn6QcHpEoSCDGsluc1xiH1JCLYDVaDFyP/jdkPTICxW60VJtZHI/eJThUMn1qv/zpNAfNxgBC11ubiqUXiSmQlhvSf7ukGsFEaom0Q4C1TgRNRBTRilM60g/B7+DsdyZIHgH32in9Z8NqTG/VhRCMQ9aF/OksOKSTFFv84sVVPSSDl+sECQ4xTVj78WHtSaCMYQwpaSX8HDFz+BfibL5/dspqqriyJEjHDlyZFO7PqN5Xn75ZWKMHDx4cLPw55z3bHt9K+bUzR7jejvss2fPcuzYMQ4fPsynPvWpbfN4+9HRj0YjXn75Zcxs1/j4K+GKqpsjn8Ze+mUE826wKJYy09ySDQb9mpA9IcqyAC05y2Z37YPYAGVKKUKIwdfti1BwikWKL+kIFXEQfbBrQGsU6QaNVrxYIUhJnQ+PdgdH6UK2FdOMmmHBg9BtY4MymRIWBsihBS+Ky0PaU2sQ1emnNmGnR56/enYdqSMyqCln15EDXWEfVMiZix7Yoeq0U6jQfiSlTJlOvWteGfqg8/QFTJyzlyLEDfM5AROq8y5BlGR+dxRBRiOi1J6Vu1ChrXvTpH6gmrrqJ2Gk5Ui1bsik9RCZsfqAtUm+/NRmpMYtJ1Wpp7kLf8cjIZspUlVYCFTWmc91hZiUKVFQAyG5DUJqEa0JEYoVUjFqFK/Jnjxs6q8ndHYW1ulytOv+XaGV3QvJIoSC8SJtPo/ybbsWBiIiLCwssLCwwH333UcpZXOo+9prr/HMM88QY6RpGlZXV1leXt4zGudmedHvNm5Z6manVsVb7QIefvhh7r333h3dbu2lbh/g1KlTPPnkkxw8eJDxeLxnRR6u0tGHANUBSGewEMlkmskE04pBPUAKSF114dnWid4zYEgpHcWSsZyxGP1/0U1duuB0COLD2LTResmvKi8Ahit3RLyjZ0b5KOTGh4moq388bRsPHwmUpiUOK2Shh7WtD1yblsnFEWpGXFhGBjX54ghd6FPWx+jEDx87P/afPzv2uzYV9I5DWNPChQ0kRGRlgZJcwqlxSBiNsY1MalqkCpTkXS0HF7DWg1by0gLhYuPXkYYwzVioyalHsIZsCrH4q0xQTxJpISJm/P/Z+/Nwu67qzBv9zWattZvTSecc9ZLlvpUtWbJkG+oLVUCAVJmiEm4IJEDIB2lJuCFJhSQQch8qkHupIq4vQLj5KKpSSXGLVDrSUEBhQlIE01mNLVuy5EaN1Zy+281qZnP/mGtvH9nqdRpBGM+jR9I+++y19t5rjTnmO97xvrqRIxsRtqLwdY2eaQVhtbZDRiL4xCYgTYH1GhKFLEBicB5cHKFkFDx7rcdUIDLlHIS1iEgG43fh8Mjg1KUlWpXMKx8YPDIKMs/Gd7RyKFlUwahEl5RLJzyIwM2R5VIuRQVEAd7h5Tieh3FuO3Dhe/tyrucOdg9h2HHv3r1dtppzjhUrVnSr/YWkQjYaje8l+sWMS4FuiqJg//79V0RPXKyKfr5D1R133IHWmieffHLBjzM/zjl1vP7/gKf/FGsFzdSSRIJYaaSwSFVOq6pgFCKkwhd5mDIVERQ56ChUv9bipCgbqgSMuAOyOxBaoSKFNUWYLHVBP56yVyurAlfYYP7hPVIH+o/zgcHigxYy3okARwiBnW4hYgmFweYFqreGb6WoWhXfzrBzTURPFT/bDsNWCGSS4NMMH2l8DKK3ghsbh/EgqcDgQMn8AaYaMFgLMwXVGFopekUdmimqOYnt78dPtfBFgY8kas7j6hVEbKFQOOWRqUPWAs9eC4nJfJBKztogqqjRJlSioKQZOcScCTrwXpAUDhcJnJQkRTA0t1IQaREgKCUxSqG9D4nb+UCRFSDzQNyXWgSWjHMlBbYz1uDLRnewTPTeo3TgzktEORUb2DyOMMymhQg9E0QQjgsXFp12bVjak/CYzPB+Ehl/c0k04pMkIYoi1q5dy5o1a5ibm2NycpKRkREOHTpEpVLpJv2BgYErmq7/bpA/gKs80ed5fsHnzc3NsWfPHmq12hXBIYtBrzTG8OijjzI3N9fF4ycmJha9F3DOfsPGHcwd+iK0x4mUJiGGvMCXlDqkKknZQVESJRFKBK0aFM4EGz1blFVjrEJVbmyphghogVQeVRGkIxm6EqZKRUfwTCl8QelGFbjd3pfmKaIcGPIgK3FwplJlZe4ELveIKAmLSDMNrJ6eGi7Lwnk3UkQShcXKC2RfLUw7rygZOKcmg2TC6jMLAdcu8JV58gc6ClZMsw2sEcj169BTTWyUICyAxGuFn2rjhEfm5cxA0UImPZBlUNGodgr1KkLFoTehooDXV+Ng+q0ERssA35gAnwgZKKkQBc34vInQwfBdtBUiCoulUKByj6GswqWFIsxHyDBBBUWpsY9HmgylazjhiTuWkV6A8Ggo/XkpsSGJ9w5F0LR3wofvjyCf4AgcUCl1uUOrI1wbZIP1m5ZGaKxDrxRC0NfXR19fH5s3b8YY023qHj58mDRN6e/v7+L7PT09l7QQfTcImsFVnOi11rTb7fM+5+TJkzz++ONce+21XH/99VdUSSw0dNNoNNizZw+VSoX77ruvuwAtRdP3rKwb73nqqac4kd/CvXyVighccFQF8jC1KSNwzgaow4VE5EsXDo8N8I6W6EhgrMHlZaK2HiHCH1UYnLHYGRsq/5aBqIJzIWlgHTLRSAkuMyDLcXwf4AKVhIEqGQt8pLBzGSJSCB12Cz73WGNR9RjRl+Am59DrB4OWvgQ3MRdMznsq+FaG6K/jp1uhuRtF6JUD2MkZfFVCpWRtzDRg9ZlaJsJ7fAouy1FeIIRCtDKUD9AVjQLbTpGRxqIRvsCTYI1H6hrCgKhX8Mbhe2v4rAhDucZDTomFC8RsikiCh67UIpikx3FQb+2JkGkwh7GFQVUBC1LZcMwoNFtLp0iwOcFBLChlinLRtUagemIoXJA4sh3OvcdLi/LBEMZhETY0dgXgnAnXgnV4qdFClTtFGaC3LrvKgagghGFwNYSZ3cVNLeeiV2qtGR4eZnh4GOCMpu4LBdkGBwcvWBg2Go0uZPSdHFctRn8+KMU5x8GDBzl16hRbt27tfqlXEgtZ0Xfw+I0bN3LTTTed8V6XKtHPh246WObs7CzbX/pKKmMb4MB/C84kwoE0YThJAE6V8tAWJyJ80UJVY0SiAnUxAdd2FGlGlIhyAMvihQpDRklc6tX7kvOegDdgwzSsiCNco4mME4QI7BDhfXfE01uLiBXFVBOVREgZePWuMMgowhmLripsO8fMFSQr+rBjs4hII3oryL5KgGyyAjM2i+qroVYGZpObnQsTs0MrcMZgxibwlTD1KaZaiKKAKMIXWVDmLHJ0pYpsz+H7epCFwSdVaKQgPSqK8VIhpYJGA6EkGo2rV/HNNk5qXJ6jpAlTyLHEOxuYTa0ckahSKpgAi0mQNQnSB4PyLFAnTU2hZ2wYkzUWoRWRMVgVIYxByBLmEhKbFYhqhLJAuQhoD9Y4IhmmmI12SAsChy0EXnuEFeW16cOCJEppDEeYkbB0NXC0CJx+IWzYpMkICFpEkbbA08DlWRFebFysLlWtVqNWq7Fhwwacc8zMzJxVkG1wcJD+/v4XLR7NZpNNmzYt1ttYsrhqK/pzJfp2u83evXvx3nPfffct2DDDQmD0nar5yJEjbNmyhTVr1rzoOUuR6DsXq/eedrvN7t27ieP4+Z1F70448QRMfAsqJmSCcsoS6MzU431RYvYgpMPlNkgXGIdyPgxOeYsnYMVOBrEtIYI2is8LvCqbp+UIp3cWrMUWGT53oEs1TePKih+8KeELHeFzG2CeOAqTobkLA1BxhMTiG0184YAEmuByA7qNTDRCEpQuATs1ixx4/loR1hOpGmY2RcokVN49fSFpeoEY7MGOTKNX9UErQUxM4WSMbLdxCnAKEXu8jAK7qFrB+RhvC6QpSpQqwiuHLRwybeOtwvlggi51jBShosapMLWMRqVFmUSjcqcjkON5qPa9QmgRkLRI4nOHTOKwOJYDVTIJXgAYiagpfApogh6/CjslnUlcLJDWozuTxCKoZyqtsCWVNqiOEv7tCe+zlE3GCVAWKaLwkA9VvlIg1DG8XdxEfzlyyFJKVqxYwYoVK7j++uvJ87xb7T/++ONYaxkYGOhW/NVqtcuj/06Pq1bA4WwSCOPj43zta1+jr6+PXbt2LejE2pVCN0VRsHv3bk6dOsW999571iTfOc5SJfrx8XEefvhhVq5cyY4dO87cpv6zHwd6wGah4eldSHbWBHZNARQF5C4MNLXSoIk+lyKsDTh9+Vwhwhh9oFJmiDhMv7oOfz5to2TQuhHe4nIHWWBsUBThNWSAb1yRI5VDxgo300Aoh+6NcGmOa+ehIesc5BnZXIbLTUnJNLhmKxzfFoE3nugwLetcWAAoWTgnRlE6Rq9agSIweuTK/mDo0cwDD318KkBXIzPIShVR60WuHwwQS24RPgerITf4VoF3Ab+XIoZG4KGLuQwZBbUY1deHElGo4IWA3gSLAh2Xi13g7iMipNMIVVb6tQRdTXADVQShl6GSIDrXGSQTQkE1+M9qoSCOEPUIjENGpc6RBapBUI5IBActJ8LEsBNooYM1IWEwSjgRoDonUGV1L6VCCR38eqVAErB87wSC4EEQlbj5YsdCSCDEccyaNWu47bbbeMlLXsL27dsZGBhgfHycT37yk9x8881885vf5PDhw8zMzFzRsT72sY+xefNmKpUKu3bt4pvf/OZ5n//ggw9y8803U61W2bhxI7/4i79ImqaXffxlS/SXAt10mCt79uzhlltuuSR+/MXGlUA3jUaDhx9+uLvLOJ92dSfRn88k+Eqj89nu2bOHm266idtuu+3s1c8NL4fZIgw12SJMwgofEinBiAJjse0iOEk1WwErN5aKckGO2AlckQdYx4Zk6to55C2kVrg0Q5ZyCMLlpTWhDQkZF3R3iiJAEipQLO1MG5+lgXnTzrFTDaS0CGeRLgxkkWXESWDhSC1wM7Po1X2o4X6IJW62iU+zMLx1cjI0GWcy9EAvasM6hFbY6QZy9SrkypWIyUDNlMMDyL5+RKpwaRAq87MppAYx3kBs2ICIawgrEV4giwLlJDIvkM4gsxSZNqGdIdAIHZXN0aAKqmONNh7Vdigngt5/I8d5T+hXe0h0UNSMY2Tpf6vnMkRfFQgSzngRmEUepBeoVpg7QElE24WdVSEQeSBDyUSHKdkkDuerBEIFeqz0gZ4jC8ICIlTpOtUxchdIpZG+7OXIkqPvgrG8wCOELnX7xZIk+oWWQBBC0NPTwzXXXMO2bdv4iZ/4CX7nd34H5xx/8zd/w+DgIC996Uv5whe+cMmv/ZnPfIZ3v/vdvP/972f37t3cddddvOpVr2J0dPSsz//0pz/Ne97zHt7//vdz4MAB/tN/+k985jOf4dd//dcv+/0ta0V/MQbheZ6ze/duTpw4wa5du65Ivvd8cbnQzcjICA8//DBr1qxh+/btFxzLng+rLEY457r0za1bt7Jx48ZzP/nWlwexFZfhU4PwFp8VOBO0bJwJf4T1kOWh4m5ZXGYp2kUXtpDle/FFgcstvl2QNxyuleG8xKQGkztsWgRKpjWlXo1FEZqQgbViEZjQVLQGqSXemNIZK0x3ujTFm9AkDMbYIiwWtRrFM6PYySaqrwqRRq8ZQGBxjSbCemTlzO/GzbUQSXhMrx3Gj8zgRqfhxGmkMWihUIVFzGXBkDz3iOfGEI0mMq4hcovQlaC6iUR4jRAJMulBeoGcnUVOzyK1QuV56EtUY4SKkVGEVBqVGeK+Crq3hhIaGcdBYz6J8LnDpRaVefAReqaNSHOEiJC5QbrAfhGxLj17g9a/qmpEESiUaAmzNqhntjwicyHzm0CnFDZM0ApHoLmGUV1kpFClJ6/syDf7sCgIS6k7FJyvJC5IPDiLdxLc4kr6dgqlxRQ16+3t5Yd+6IdYs2YNH/3oR3n66ad561vfytDQ0CW/1kc+8hHe8Y538La3vY3bbruNT3ziE9RqNT71qU+d9flf+9rXeMlLXsKb3vQmNm/ezPd///fzxje+8YK7gPPFVQvdKKUoioKHH34YIQT33XffosgFdOJSoRvvPYcPH+bRRx9ly5YtL2q6nu84sDja93me8+1vf5vp6WmAC88TKAVFPVjuZe0wRGQNqijKf5daNSbDpRZvg4gZzmOtwOVZqEQNkOdhUCstyNs51hYktkDYHJmnqLxdLhRpsLzTgUPvRNCJ96aAyCO0D0M+aRpUJGVgiLgsx85MBz54OVErMUEOoJ3i2zlCCYT2mJOTuLk25uQksh4hY4UarGJHJrEnx59//0kpQZwXuNNTKFVBtTPEwErUxtWongpycACpJXLdUPA3b2eISh9CRghdQcooyDLLGCEihA0cd+kkIulB1nsQIoKkGqCdmQKpNKIRvF+9ihBWIOZCs1k5h0QhJlrIJIZIUViHGKrjhUbWqjBU7/oICKEDlT1WSK3QziEzB1IipQ8JPJJIY0IV7wWicEgfhOq8UAgXkjkOtAqwkCiCWYss2U7SBHG0IP9cLgxKlbLKEuE8kRQEW/nF263ClUktXEp472k2m/T29nLNNdfwjne8g+3bt1/Sa+R5ziOPPMIrXvG8AJyUkle84hU8/PDDZ/2d+++/n0ceeaSb2J955hk+97nP8QM/8AOX/V6u2mbs+Pg4xhiuu+46rr322kXfDl4KdFMUBY8++ijNZpP77rvvkni2i5Xo5+bm2L17N319fWzbto2HHnro4o7RswmmHoNKUK9ERXipywapwXkREqgEaWaxJDA5SaQTRFQH43BZCkkNpTwmy3CA1kFhEq8BH6ic2MC0MXkQxzIOZ31g9WiBb+ZQjQOko3So5KsJbnIWkiqyUsXNtkOC9iAo8FLjGzOInn7cTBOftpD1Or7RAtmDm8hQq4dACPS6AXyaYZ45gajXgq/tiSnUYC9iTajU7Dj41ODbM8hIYlsGUg9PHUfUelF9vTgnIU2RKwfwM3OIIgOpgnhbpRIYNKKB6Kvg2xZZ07jpdpg8Ng4oENUYqhGysMieGjQzaBXBsKWu8SKCAqQLipj2uSlEJcY20gCXVBMoivB5tsuF03i8jsK0MgSZB1PqETkCa6ccmJKxRBYuCMIZh9e6pMiKMBCtdWDtCNGdfqYje1zCOngROPxl0nfeB9qsX1y1x851vVTGI1fSjB0fH8da+yJRxdWrV3Pw4MGz/s6b3vQmxsfHeelLX4r3HmMMP/3TP/2dC92cLay1PPbYYxw5cgRgSZI8XHxFPzc3112JLzXJd44DC5voR0ZG+PrXv8769evZunUrURSdezr2hbHrtcEYPBe4tg2yw4XB5ybg5lkemC/G4dIcYS2yWsPFEVk7xzRbYcAma2LnZpFpi1iA9gbyFN+ew7cbQTVFymA6nVvIcqS3CO8QyoM3OGPAFYGuaR1Ij2+18EkFZ0L/QCQSWQHazdDsbbfxUYKUOaK3FiZ5TYaqx5BE2LaHwuCmG+H9CglFGzc+CdNziLSJL57/3v3sLEKDWjGA6OtF91aIrluHqvUhB3qDybkWCF1FzDWQeY4YWIHo7Qs4dqKRlQiR9CHjetgBZDlCKWQ9QQ73hURpgYkGwnrceANpHMK40PhtGFSske0cWa0gUUS1HrSRJD09RCa0OTAem7vwWWVBAVTKCJEbhJMIVFfFEidQ3iOVCgur88hIIxxoAgNH2HImQoaFQnr3fGPWi7BTsWFAS0iJ8D48XiqCOhu8bTueZYsVnft0KfLCcgxMfeUrX+GDH/wgH//4x9m9ezd//ud/zt/+7d/ygQ984LJfc1kr+hcmo1arxd69e5FSsnPnTv7xH/8Ra+2iGYTPj4up6Dva9ps3b+aGG264rAut42a1EInee88zzzzDM8888yI650UfY811+N4boHEkJFan8UUbkSSQBekC0ZjFx5XABBEOsjZxb38YqEmb+FxipUJWqwEfxiGswMoEvMUVOSKfA5VA0YbeAXzhERWF1EBm8KZk5dgA/5C28XogNCe9R0ZB9th7gZtOkZWYvJFRqVfAg2tbXHMO0dOLLSRSG2StAu1ZzLEMp6u4VoEe7kVtWoNPDbKngjk+ipuaw4zPILIM7zx6uB52EqNT+DRFGYnQFdypabxUqFqCLU1PjPMoK3CtHNXbj5uawbsMkhg/loa+QDtF1nthsglJhIhLVVARl3rwQXJCSAIDRxVl01qHpKl0ORDlw7Srlwgv8TJGKYnLM6wLBjASgTcCHQUBOaHj0EcRLgjTIZEFAYtPgnQCsSyne4OqqagGuWMRxQjjnq/kpQzT06K8jr0qpfzLxq1wCOcR4vyDjlca86diF/s4VyqBMDQ0hFKKkZGRMx4fGRk5JzPvfe97H29+85t5+9vfDsCWLVtoNpv85E/+JL/xG79xeT7Sl37qixOjo6N87WtfY8WKFezcubO7XVool6kLxfmasd57nnzySfbv38+dd97JjTfeuOxTuNZa9u3bx/Hjx9m1a9eLLpqzCpudI8RrfhYyB3kRGqKtAj/RClBEOwUVgylwRYFrNfDVWsDF8wwXVciFQkiJ9qEaz40jMxY3OYq3gYnidRVRrSL6VuAzi21nuJkZhDW4tECocty+VYDS0DuAS4MXrffhjzOh0ndIPCJYHAqBVBYz1UBvXIXQAjVYxViJKxxq9TBoHRYUBcWRUfJnRrGnpyhOTEEcw+wMeqCCWj0QhohOncIcGcE3U1wO/vQIfq6BiCOYncJPNVB5Gz/bRFdrMDUTdgaT04g4QSQxuqeKtDlSxIGauW4lcvUK5GA/ZCGxq5U9+DQYn/jUQeFhLgNkSPJJEiCdwK9BaB2olF4ii2A1KIVCeUUcValUe9A6Cdi/KfBpikNg86BlFKr0IAENIHwY9up4BAtAJhGinSKLMCUrXDiOEiXLSCqkBVkEOeNQ7RMcy6wNUJ9f3Ht2qUxHWq0W3vvzsuguFHEcs337dh566KHuY845HnroIe67775zHveF768DU10uiWPZMfpOU/Po0aPccccdrF27tvuzxVaUnB/nSvR5nvPoo4/Sbre59957F2Qbd6Vc+na7zZ49e1BKnVPf51J2DaJ/Jf6f/xR8/vfKpqiEZoaPBEQK385RPsX39Afj7mYrVOdpCs4RRQmSCJxAtJvoSh3hHVbH5LnFRwlJ1sLNTYOOEUmM0BoZ10LbrtkKiS6p4dMCUauBsURDSYB7rMc0g5ImJcMDHWGMxzcKogro4R6KZ0/j6r2o1jTRmn6K8SaV64dwcwKfW4RpIQequOkmXsVhJ9HIiG/aQHFiFr1+ALV2KPjizrTxzhEN1PHtBL2qHzs2S3TTdRQnJolW9UMjRQ7UMR2RsMIiehJ84bBzKejQwxBxjHvyuYB11yvIJAoibHkpi+BEUO90jmDIAjRzRK0SBrOEwrXSoEVjgnkLpTYQjiDJYC0kMco6VJKE/8caK2RpFu4oCkGEwucpMg46RyiNcD7YSboyiahqYOvkDqFVEIArCpBRqZFDKZIWko8UJQNKqKB7FKQvFy2W0hgcuOKBqXe/+9289a1vZceOHezcuZMHH3yQZrPJ2972NgDe8pa3sH79ej70oQ8B8MADD/CRj3yEbdu2sWvXLp566ine97738cADD1z2+17WRJ/nOXv27CFN07Pi3Uvl+gRnT76dBmdvby/33XffgkFIV5Lop6am2LNnD6tWrTo3P55Lq+gB5G27sD398Kf/bygcXlp8Kw1qhLUES4zIC2y7QOZzuFofsiigPhAaczYMJclqH8JYiCJULAPG25rFJVX8QC956lBYNBKbt5FOQ5TgixQaLejpCc1YHeGaFttyyJpEuKCjLgTIqsTawCKJ+jUCjx6q4vKAF4soxjQcerhK+vQECFArelD9FYrpnPiaYWwrpxhvhqR6ehpvLc0nTqCSGD1QRQ3WsSPTAWLxjuK5MVzqiPsqyFoScH2lsFMNRKRRq/rxucGOzyCkRFUjRBTh2kVgpiQ9iKrCt1KcMKhaLUg9JxXk7ByykgS9f9uBWwpEniPiYH6iqqVPQJYhKhrbzlG1OJiwxHFoXCODkYiKcLlDJhHaFbhqD7YwJNUYXwSP2qIwCC9QpkBWkxKaCdU9shx+wwEReB8Wl3lslzAJW1KFXblL8MGMhiXA6JfKRlBrfVaP6UuJN7zhDYyNjfGbv/mbnD59mq1bt/L5z3++26A9duzYGe/nve99L0II3vve93LixAmGh4d54IEH+O3f/u3LPodlTfQHDx4kiiK2bdt21iR6JS5TlxovXFROnTrF/v37F0Qw7YVxuYm+o89x8803s3HjxvOe0+X0AdSmW7Bv+/f4P/5taJ8GYzAyiG85qYO2SbvACgmNBq6/H5W18EoFTF8S1DCdx+UmyCc4H7xh5xpINUCl3UD21TAOrPdIlwc1xihCJVGQM4h1aAZbidQglKJo+kAhrAQFRzNX0HttnWzUko/OYqbS4JJUq2KnG/g4IRqKUQMJNnWYRkYxm+OMwLYt1Wt6ydHUru8lPdUmWdeHe65B9Zp+8pNz5DPNkLIKg4wUZraNqiVkx8cBiZgLOvfeGlS9Svr0KVQc4Z0NWjtWIrMWSI3sr6J669gT41CrhwUy1ohCkAzUMFIFnR0UZC2cyRE6Kt29SptFRGjy9tXxpiDqqeFmWwgZQRQFkxYHSugA7cQJMomgkIGKqkArjZcSaio0xCOJazbJW1mA6utVKCwqiYPhSVwBfPAaVhFCucCTJ8A4z3sKdHx+TXADc4tbnC1lRV+v1xdkUXnnO9/JO9/5zrP+7Ctf+coZ/9da8/73v5/3v//9V3zc7msu2CtdRtxxxx2lgNbZE9almo9cSXRgImstTz31FMePH+euu+5i1apVi3KsS0nCnSGokydPcvfddzM4OHhRx7gcPE+tGMS/8z9g/tv/hTvydRAW6zJ82sYPVLFeoDzongp+JkXUNCLPgt68kjhng7FUpMKQlRAIHeMrlTCdqiJ8O0VVJLLZhHoPPstC1extd+gHI5GJxhUCYU1wjcocRWFRsUBLST6RYxuOeHUfNi0hDRz01NBVRTEyh0+qqB6NTBQuB5eGz7319BxFWiCek4hI0jg4hUwU+USbeG2d9nFHbX2d5pEZyEDgsSYHKdADCWY2RRiL9+Fz1gM1fGFRUYRINN567KRA1hT5kTFUZQqkCgNecYydC/MExZExVL0KXiGTCG8ShC9QcdAjdplBJHEoRGaaYfeUFnjXDhV4rHBpcKFSfXV8boJqp5TIShLkj5Uv5SOARht6egJvXmlUUkVbj8Xj2gXOe5ySCFMgtQ4MHqkDZCM10rvgACZEWcmXAnbeltpHDicW18t1qSr67xbTEVjmRH82PZv5sZTQTadCeOSRR8iy7KK9Zi8nLiXRF0XB3r17u+d0sfo+l8vscc6FycMf/hnUie/Hf/b/xjVOUghPcyalXouDJn1mUNZS5BZqGtk2yGoExiKFwLfDUBOyxG8zh9cqODrFCc4AUQWfmSBYloTReyKBKTy1YWicbpG3HPXhWpj8dDlJr6aYcTgdk/RovHVkUxlKedSKSkn1NMRDFfIpaJ9qE/XGIMC2gt57sjqImFVWJuRzGbqucVmO8Jr28ZT8dIQzDpsX1Db0kj7XCoJsmUVIQTbWRLggq4wS2Mkw/CQjiato3GQDVU3KBGiQtST0PYQMZi6tdqAoKg2qQFgf8PFmGyF14KS320HvHY+wDmscur8Hm4Ydhk8NQkVBYgLwSmNGZsKQVeHCeY3OIhNN0cxQWuELj4ziINpmHN4YhFYgLFGlGgzgS4NxhMYbR5YaVOQCdVSpkGCdCwwhH+QPQjkfkr23OS6+65Kvu0u9RpcKuvleol+CWEroptVqdY+5kHj82eJiE32j0WD37t309PRw7733XtI5XWpF32G2dBZWKSVi0034d/5/OPa//orka39GP2kQuqxqyDwm9agBDbnFNqZhxQBCi9DAKwxeKvAG0Uzx1RrCGHzh8ZkJ5tUyRkSKaFCQzwriFQXFLJipNq05jVSSpNZD3jCkrZzKymAILkpz69ZJi3CeeEWCST2ubalsjkmfg9bRNvFwgq4YwGEaBms8UVXjC0PRyLDW4gzoiiTqj3GZpbq2iss8rhABtz86C7nHmGDMoYlwRVDxlFrisqDR48Tzzk8IgcsKpArGLLIvwYw3kJUoKHPaDG8VakVEnNRLOYFwPJ8bdCWGaoIvDHKgjmtkYaipABVFoFUwA1cS6ROINFILdCXGzjQQvT2BauksPs3RrpSczi1UYnwrRSSlGYqNQkO4CLsTpRTOBkql1Dosgs7hbIG1DiMDAi+FDEbiopyEFR5vDVnmiHoWR6akExcrUXyl0VGuXAq+/mLHVZ/ol6Ki7xiYANx2222Lztu/mETf0bTftGnTZdE5L6Wi7yT4zsLQ4fpba3niiSeYrq5k2y9/nOiRv8P/w1/ip2cRtTCQ5GbayIrG+zhw3psGrwxkbVxPb2gMyhg7NYMQQYxXaYWUHmSOr8a0j4IpDOR1ktUVzJSjuiZh9hjoRFBdSeCO50FDXfcrmifTQImMJdlEXqpuCmzugxialBSTIGOJMw5dUSgFuqpKiz9QNYUsLEUzR1YUdi4PapgOpBQUaYGuBE2auKYQwlPMZcEsxfnSds8BwZxDao2qlddOyUyxU80g0kaool3aRvdW0Fri0jRoyjuHdKUvrbGYpkOV/rh2fBpRqYaJ0zRAR+CRcYJrpIhYI6sxrtEGIZFSlxW3LD2AHTaKkXhUnARDGaEQqCBip8F7VQ45BfhF+NJSstkKr09Q1oziCO89RVHgsRgRpKy9dSgpcSYlLXpYXOBm6Sr6RqPxXeEuBVfBwNT5YrExeucchw4d4rnnnmPr1q3s3r17UVUlO3G+RO+959lnn+Xpp59+Ed30Uo9xMe+lk+SdCxK4nRsoyzL27dsHwK5duwKF8/segO97gPwrn4Wv/RWkczitEIlGJBFuvInoqyLaOdR7YS6lsE2UL/BO4ZVFKU9H0djkgjhyJEMx2STEvdB8dg4RaZonMryuUrRTVCUhqmi8l+QjHmqCqBpTtB0ucng8qhIR9UUUTY+OgAjaI60AfUQaWU+or63QOl2AE0S9EbaRg5KYVo40Ab5x1mGdJ4o1XoGzFp2Eyt2V6o2+KEoJgOCP6vMCIYN+fDbZQlWiMPylSzEwFRYO22wh4xibhYrUOwFFGirt3hqumaL66piZBliNcxIVS3yzBXEEWQpJBWcKpHN4IRDOY8amkZHGzTRBCNTKXtz0HHKgNzRLCxu+Ixy+NC7xziGsDY85H2QbnMeLcnDKWdAyDLJJH5zETOD8645evY6w1mCcw5qULC94/Nk6a9Ijl2Xbd7GxVBV9s9lcUCn05Yx/shV9nufs3buXPM+7ePxS7SDONYVrrWX//v1MTk5etsl5Jy6mop+f5OebOs/NzbF3714GBga47bbbXnRTxS/71/jvey3FQ3+G+Nr/wDfaeCUQVuCyDBUp3NgcuDxUgEKjogKJBgRIgc0cWgdst32ijXOCbFxQG9Zkc45WqiEqSOIY1zZYJ0rYxocKM1JUIkEx64lqHjRkpxsYKck8SCfwOiauRlgDtlXQOumJ6pps2iKFx7Q8Mgqeti4rwi4gM6hIYozFFgYSSTZrgoOVDxK9wZ0k0D2llDgvkDKYc1SGa+TTOaqmsI0CFZfDSRWJJELgcLnHFk1cnkG9HlgrxiClxTWbqHqCywp0b4JrBnE3tAwidCL4vyLjIKzmckRegA60VGd9oHjGCjM+g4yC169N2yT1Gt7YwPnPMnwU49s54II0svChuZsVUBR4GRYS4V2QlnAOCBIJwTzWovEBrxeCyVTR17+K2dlZjh49ilKKwcFBBgcHWbFixQWVXS82vlfRX3pc9Yl+MTD6mZkZ9uzZQ39/P3fffXcXqlmqAa2zVfRpmrJnzx4gqNddKXf3QhX9uZL82NhYV+bhfDpDQgjiV7we//Ifwvztf4VH/w5n24giLJYmt5h2QVwJUsbOglWudMwTQbkSgWsYKgMRRerAWNJRR6MtqA2mFKYGVlCYMP3qgKQiyTOPVpai4Yl6YkzLgQ6JPalJTGaRkUREHkeBrirSaY8yinwqx2YOgUYq8JkLdoUWsB7tLKKQ5O0sgBltCdUKUiqcL9DVGDNbIBONjiSyoiH3RD0a0zCY2QwhPVF/gm8XYcQrs8iKwluLrEp8K0f2VBDW4o1BZW2cTQJckxkkHttKg2mL8MjBOnYuQw9UcbMtrIhRWY4aiHCFRlbKSVjvUbUY1wo+AcIV+MIivSs9ZCkNXwJfX0Y+yFhIhWu2ysVMBk8CW+CtRniDkwrpw8CaMx4ijXA2GJAg8LbAYzg5s5rhtUOsWrUK5xzT09NMTEzw7LPP8vjjj9PX19dN/FdS7S8VvfJK5Q+uprjqoZssyxb0mCdOnOCJJ57g+uuvf1EiW0jf2PPFCxP99PQ0e/bsYWhoiNtvv31BqpVzVfRnbbqWmkPHjh3j6aef5vbbb3+R2t75jhP9q7diX/HD8NlPwVO7caaBmzNI4XBYoqoIzkUWHJLgcB30U6SGdCIHHcb6vQAZ16n3wdSoo7A5QmpUXeBankJrXGEQNY3EkjeDbINrtFH1HlzLQzuDWBINVmieLqDHITOLsVlIrpnDViOwkM2koUIXlJRDhTMuVL0CXO5wzTZRLUL2VBEVDZFAxA6bGkw7R0QxRcOBFJh2jowkzadmSjaPRceK9miDpLdCMZOjtMTOZohEUTRaiN4aTE7hdX9w98o8sqqDomduggSzcNjZFNcMPQLjPHKmjazGgcJqiwDVNNMAu3hZatQYrCV4DTTaJdSUh+ZpkQVfXyVwhQ+aRC4JQ09CIl1YqKQ3OCPKj8kH4TlEMFC3BfgCJ2s0s15Wl9fufBNuCIXMxMQEExMT3Wq/49W6cuXKS6r2l0r/6nusmyWKhYRS5nPRz2UovlTQzfxE32kE33jjjVxzzTULhmmeraL33nfpk3CmwNrBgwcZGxtj+/btlwUZqUoV9Yafw2YZzT/8XfyprxFXBM4ZChRCClTk8d4FazsZFheHI+qPyCYLRD3CS6jUYPqkQkpD/xrD9FiNvKlBWaKKwmU59SHF2GGP0haPQtUUPm9i2x4ZReRNjykK8B7fcuhEEg9I2icLUAKnQFY0WtUDjaQAn+U4a0tbVIsrQrUvpEBokMJgpqaCIJjqwSuFcxYtDMWcJepNwoBYBKQOj8PnjjQ1aC0oZtshqXoRZg7yokycFvp6AYGsJogix2ctfFEBDFSjIDEsPU4IhHVBlsBayPMgoCZlkJJAlBo0wUHEOxdEzawJmH4Uhela56AWpKJxOeDDdKstpZKjCGcdwhdBMx8fJnMhDMyW9FJf5AhlsWILzk2cs0ipVCqsX7+e9evXd026JyYmOHLkCE888QR9fX3dxN/b23ve+2ApB6Yux2jkaox/Eok+yzL27t1LURTn5aIvJXRjreXJJ5/k+PHjbNu2bcEvqBdW9C9k1nRuyI62flEU7Nq1i0qlckXHVUnC6fg2pvc+ytBwixVrLLpq0bFGuuBuZONQRFsLkRSkYwVxb2gQmrYl7snoH1SYXOCdwtlQUcpEks5YKisiWhMOZyBOHGa2iRMeVdW0xzPiXo1tO2Q9CiybGYNPJHMjwX0JpZDGIbXDR2Azj5fgYkVcq+AykEoGjBpCUisMxVQrVPvVmOzEFFFvgowjvFDUNiQUM46opxygqkhsIwvWftZhDDhniasRQipMVqBrupQZtqg4DD9575D1SinwliF7qmE61oY+gZLBrEWYDBFpfJGGidWWQfRUAofeOVxWIJQOA4mtNjaKEHmBa6fIJEJGMrymD81YEesw8FReMr7Ig16/K0XKvC8H3kqjdx/olMIbrBEwdCPOjV3UbnS+SfcNN9xAmqZMTk4yMTHRlQPoQDxnq/aXcmDq2muvXfTjLEVc9Yn+SjH6Dh4/MDDA9u3bz7vlWyroBoJMqZRy0Qaz5ktAnwuPbzab7N27l3q9zl133bVg2+HJr3wTZ2FqZgUzTUktGWP9NRZRA4QMA0IInBSQSKT3ZJMOXddgwIylNPMK9dWK1ozEth1CtjFEaJXgs4LWuEGkGd5FQdhLgGkWKBFw96hWMkYM2MKgkpiorshmc+L+BDPXJpYJxVSGSlTQeilcoInmltx6nAURR1QHaxiriQar2Ax0TaN8iU/jcDMN0oZH9VTxSlNM5chYYTITJmHLnoQCpPbYdvDR9ZlF1csmp1a4LMPnFucDC0Z4hy9S7JxFxAEXF7FAtgtEtYI3DlkLfwcJAgftJlRisB7byspKPA9m3kLgSgNwZ20wPyc0WF1eBMeuqIIwWTCfKfIgUw3hnBBB3sCBM0VYjGwbE70EuPwmaaVSYd26daxbt65b7U9OTnL06FGeeOIJent7u4m/t7d3yVg37Xb7e9DNQsRi0ys7ePwNN9zA5s2bL8mQfLGi2Wxy6tQplFLce++9C8ZEeGF0oJtzJfnJyUn27dvHhg0bLltb/1xhRiZQcYL1QDunNVvhwGnL9XcVJDWLKCCqKyIF2VyBrmqiigDvsLkj6ZOoyDD2RI7XFipVVE+MBuxkg9YMAW4REtMuwEussegkmJpEAxWkFhRNi808UkA+G7BzpQBrkRLy8TZxjyabyon6ImzhSm558KqNqxEuN5jpBiKSFFNtapt6yCcaFDMZQknylgEvqa6pk0+0qKwoFTll2BUIH64nVY+CZoz3eCmJ+yXFjAmevFmAWVxWMmKsQEgbqv5I4IVA4rDNDN1XwxmLzHO8c6XMsQTbwqcWL1VYIHKLtQ4pHIUXRDbHd1QtbZCFdrlD+LKwcR6nFLLIAyXVpDihEMbglCinXwFEgN+cRbgCZxWsD5OwC8GGmV/tX3/99WRZ1sX2jx8/3r1Oa7UaeZ6fVbl1oeJ7EggLGOdzQrrcxNvBnE+dOnVJsMhiQzfj4+Ps27ePer1OrVZbtCQPdAeezpbkn3vuOZ588kluueWWRTFbL6baiGaKzXM8gupQL77Z5OgTNdZd26Z/KAwF6ViiEo3PHe05j6orvBfoRNAeNQxtjJiciNGRwUy2iIdjcjx5I8gXWOOxqUNXwaQWlShURZBPZ+hqSPqiZNQIROj/GsIUqCMkyjxUqT4P2LbPQFUUprA4IfDGo/sThBaY1DL77CymEMhIIaUmWVEJsM5kE4mnyFrYzGEjRdTfg+qJcIVHeItzFlKP84piIpisW+URBnSvwqYO70TgyasIj8ebcvdjLN55bGnS7guDRwQVTekQSRwYPs4iC/BZC+mCro70FotCWRuorzZsgbwJ7l7eeqSSgYFjwSsByCBNrATkrpQlBvJAiXXOBIhI39b93heD9pgkyRnV/uzsLPv372diYoITJ06cge339fUtaMHS8Yv9bohlT/Tni8uBbjp4vDHmkrRhOsdbDOjGe8/Ro0c5fPgwt912G1mWMTs7u+DHmX88IQRTU1NMTU0xMDDQXVAPHz7MyZMn2bZtW5cRseCROopmRtxXQUgRPGR763hrmZn2VKopSI+NHJG1YVo2CXZ2eeGxuSfugaLtUa05sgkPFU06kmJRVFfGSOVxuUVYj89BiSCtoKsSkzqEF2UjMiR558EXPmA8DpSUXVcrZwzKhoQm60GTpjLUQzIY0Rp1Ac8uqeORyZG5QViBySy2oksNG4OPdGhYOofUimJuFuFjRFxBxhqXe3R/hJu15DMp1oTBI9Vu0W5VUb01HB7nPBKHiMLOwnmBrgiElmAc1nqUCNW7txbfsqh6jGtn4XfQCKGRSQlbRRJMjlAeoWWoxqVEmByEQthA4+wkfkxZfJWzAgLCjITwCO8xxgYLcO/w6+/pXnOdobvFCiklAwMDaK258cYb6enp6WL7zz33HEKILtNncHDwiqv9jgTCd0Nc1Yn+UqGbDk1x5cqV3HHHHZeM4y0GdOOc4/HHH2d8fJx77rmHgYEBjhw5smgTuB2oZt26dRw7doxHH30UgJUrV9JqtTDGsHPnzkWd+MuzjOpgL844RJ4HUS0Rho1sC1asUESJxTqPyQxxXZEZibZB4dxM5fhEk00UCC3QkccUlnhlTNawFHM5ycoIXQkCWy43KCnwxiKlCLz4otTVgS7OrKJAnYyqinTWo+oVRKRJhsIEatTrwTukchTjM2QNjSg8xSwIJbCFQ8W6hC4ESgVIxZuSty89uqIoCkPUI0gnDCKKyEYncLYXXUnITrUhbWKlBBUTRTE2itA4XDPDZimqVqXwDikdshbjU0fRcigBohpB4XEehDWh0pYh6Trr0BWNzXKkVqCCcrRxFpHbYASeG6Sw+NSCUKXVY4FUcTA5FzHC5ngp8daF6V4pcMaBM3gLUtpgguUSiGvd6y581IvfJO2wbpIkYe3ataxduxbnHHNzc92kf+DAgTOw/Uut9r3336voFzIWCrrpfLlXQlNcaOgmyzL27NmDc4777ruvy2i5Uoepc8V8PL6vr48tW7bgvWd0dJQDBw50qZUHDhxgeHiYoaGhRUn4wgvSU7OBUilBqdAEdNYztLacKjUKoT3WOFTmEdIiI0+eg3cS7QraqcIphY6hUgeX2kDBjz0KixceJzzOOjwyMF3aBpu6QF8UEVE9CRr2UuCswHiDmfYkVYWdaxNU2sBKSXVVTD7rAgOncKi6xzZy4t44TPi2CyRh50AcpIjRGl2VYAN11EwG7R9bPjc/3QQpSE/MoKsa2dcDtQQ514ZWO1jDxgm+pxJYMrUaQnnsXAuVaIwpQOhgtZhIXFoEeQUVkraLJVIQlCiFIG8WKGcQscSlFiFB2hyrQg/EN9tQjfCFARXkDoQQQVIaD3mKkwryjsxDkKsQwXAWISzOuyB/LFPE3HF878bu9bwUif5srBspJf39/fT393PdddeR53kX23/uuecAupX+xVb73+PRL1F0oJTzYX+dxHX69OmL1mo/3/EWKtF32D4rVqx40e5iMRK9974Lc83H42dnZzl48CCrV6/m5ptvJssyxsbGGBsb49ChQ9RqtW7S70A8VxrDr9zJ2F/8Q+lSRJigFILBNVDtFaRtT71XkLagVpcUmQ36NIUHG6rtvjWSamKYHjeooQTTclgfKmZfWFpjntqaGKEUA5s1xmpasxEqEqjYo4JwJqaVkcTgjMdMmpKHb7G5whWeZFWMqijyKUM+meOyYKYhBJjZnLgnopgpG7kyyPLqWKJ0sN2QqjTmEB4pJXluiCJJMWXQiaLILFFPEANz7QJvZlC9VVRfL8IVmJFpnEuxraDLI+MIVvQgtcYrGeSQ8wyiCI/ABol/RGLxEnzusc6GipsgxeCsRTQdTiiUEHgl0N7jrQ2N3AK8FUhtcanrwmsYG6QsTFCjFIKgxyN80KMn+AUI44PkAxJ98s8xtbtw/Vu6195ix8Xw6OM47lb73ntmZ2dfVO3Px/bPdt7NZvN7k7FLER2637l4s/Mr5vvvv59qtXpFxws3an5FrwHPu1Odbfq2c5yF3Dl0NeS9PyPJnz59uss66jhSVatVNm3axKZNmzDGMDExwdjYWFfAbGhoiKGhIQYHBy+7Wbzlt36Chz73MNoZ+gYEtV5JEkuk9JhCIJC05hy1PkGRgzUScIi2DyJZHnyh6FnpSWKFSQUrNinSLCInptbnKYykaClkBNm0xeU59d4UkURIBbPHMiqDETJ35NMgVBAki+oStVJTtEJfwOaOom0pGhYVycC8ASorK+RzJrBmfMCeXWGRkQoiYSrYJyohQYFtO5wrewbWBrP1KBAwfWHBOVRVIbXAzbXwNhiri75+RHsObwP8IqzFzTSwhUHUEkythtZR2AUVPuD/kQweu9aBVPg0yB84H+SLlRQhkRO49K6VI2KFUKVWT2FKocqg3e+8QGoVIJ3CQySDBLNxyLIJ632prilMwPelwHuJpCBp70HPfZv7VloqzzyLFT241S+B3g0LcHWfGZ1d66UsKEKIF1X7HWz/sccew3t/BrafJAnWWtrt9vcS/VJEZ9W21r4o6XTw+MHBQW6//fYF4dVeaUXfaXYeO3bsvO5UC1XRv3DSdb6cwTPPPMOxY8e48847z8k60lqzevVqVq9ejfeemZkZxsbGePbZZ9m/fz8rVqxgaGiI4eHh80I8zjnmvvkos9/aR3bsOExOs3mzBiNw3qNVKO6tB2lDVSwQNKeDxV3SoymERmhFUjcUPoKKQsgWuqdGJBxmxqITgZ3LSOcAIRi4MaY17kBDZUCRTjvSmYyoFtF/TUzjpKUypGmPBildKcG3DUUqcIXDG0nRtEE33gQ6YpABhnw2Q0iBTS3BuKpsSnoXdguFQcUBDpFConoEpuUD59+54LyUW7QWpfRx0MRXkcbmFpUrirSF6qvgowQpDLGUYRqX0tQkL/B5C9Eb4zygJNarIF6W5ahYg/AYK5CFCbsLFyp47w1eS6QJ1E3hSkw+L0ppBCAnTM3KCOnCgJTwHowNjwsBVoQdglZ4ys/KOYTUBBxN4r1AKk1Ng2IOZWfxz32arOd+2PjSK77O50cH5r2S+z2OY9asWcOaNWvw3nex/ZMnT3Lw4EG+8pWvMD4+DnDFmlMAH/vYx/jwhz/M6dOnueuuu/i93/s9du7cec7nT09P8xu/8Rv8+Z//OZOTk1xzzTU8+OCD/MAP/MBln8OyJ/oL+Z6erfo9fvw4Bw8eXHDZgCth3RhjePTRR2k0Gtx7773nrQQWItGfa9K1qyE/Pc0999xz0RWJEIKBgQEGBga48cYbabfbjI2NMT4+zuHDh6nVat2k39/fH95DYTj6O5+g+e3HkN5grQccWips4bFFiYVbSxwrSEBECUqCiBRKGLwAGwuUDkM53lm0TfGThmZLgm5SH4b2lKQ2mNNoCCoDmrzlmX3aBzEzLzCZJ6pJKr2S3o2KdCrHzBQ02xpdU7jM4KYy0kdn0LcM46RCSx1YLMbhbcl2URKPwLQNUkEURxARFDBNoHK6AqLeYAvorKWYM8QrolD547BtU069GoSVFK2gDeOcw8ngAWuyAiUkxUQTiUCvG8AKhUhbeDwULsgbF20QwSxEVSJs2sJriZMJFAZfSKJYhMcQYRHyNiR2qwNrpjCADNRN68OgVJGX3t8RUrggWmZ9dxo4eMOaQEuNgm2glBJvbXDGsgYhVWjOilLJUzx/bQqhUNP/gF3gRD9fo2khQghBX18ffX19XHvttd1q/7/+1/8KwK233sorXvEKXvOa1/DGN77xkntan/nMZ3j3u9/NJz7xCXbt2sWDDz7Iq171Kp588smzFoJ5nvPKV76SVatW8ad/+qesX7+eo0ePMjAwcEXvc9kT/YViPsXSOccTTzzB6Ogo27dvX3B64OVCKq1Wi927d5MkCffee+8FGz1XmujnV/LzoZqzashfZpwN4jl94Cn2vO/30SdHiYQgQSCi4BWLIEgcKEEzy0kiRbUn0Cu1FHghkdIhsCAVsjB4m+Nzg43AeEdSgRaGFWugSCGOLLOTDqkjhAqTqhEOMwtRTeEKR31Q0xq3uDYUxmMyz6zJ6dmgKXollUFBenAaNdFCeQ8JmIkGYrgXM1ugIkneDhx1T2BfCk85vRsSmyscuqYQRUjAlJROlMNlHhFLWseDDy6UWHhWJsDcQBHE3fAS6x3Cq4Dx+wKhBCpS2LEpor4aoqcH12qFpisuWBqOTmFrPYh2jmi2Uav6sRNTwd6w2oNzMlj2QtC+ac3Civ5g5K48Nk/RLsJ7EzB/m0NSD76yRQpxjPAGjwrXkgNJ+C698/g8NJ2dDVAORQ5agwnCdR6CiJoNLlhSCpwTKOuxzgU/4QWKxW76xnHM61//eu666y7uvfdevvjFL/KFL3yBP/qjP+JNb3rTJb/eRz7yEd7xjnfwtre9DYBPfOIT/O3f/i2f+tSneM973vOi53/qU59icnKSr33ta10UY/PmzVf0nuA7JNFba7syvt577rvvvivG4891rEtNwBMTE+zdu5d169Zx8803X7TWx+Um+svVkL+S0FojD51k9jf/M1E7RWuFVJ4Cj2tlZYUeE0USYS0VJdA6CVLEeQ7GoYTHeh9s9wArCfruWiB9aOyZPPDP5yY8KvJko1Dr9djZApEoGpmib3WAg9KGxRhonAyJpGcYTBbkD1wG6SgUzzXwT7YDS0UQJkzX9yCSWinKFZKaViFZ+1Jv3XmIopC78DbYA+YErRcT+iC2ZZCRwKYOWQTIwzYdsqJxhQu4fdmEtrkpxcxMEElTltJttcTTHaZpApzk5qiuXYGQEbTmwATsX+kGRsdBf2ZmFqxAVBLk7DRisB/T9Gg3FywEqxWksxTeIq1DqYhwq4eBLK8qSO+gOYMXHpEKbL0fb4owwIbHl7ANMiwi5MGMnDyFqBbgHSUJsgg+wEnGhSrfW4SXWCsXNMlDqOjnG+QsVnQasffccw87d+7kfe973yW/Rp7nPPLII/zar/1a9zEpJa94xSt4+OGHz/o7f/VXf8V9993Hz/3cz/HZz36W4eFh3vSmN/Grv/qrV3RPL3uivxgZhJmZGfbt28fQ0NCCJ7H5cakY/bFjx3jyySe59dZb2bDh4htPl5voO1X85WrIX0kc/PB/CyJbgDcWJzQyUmgV422bSFoUYRBHRYHfTilihrBYCBZ9wWAKrSkpj4DzGAtRLLFFkAEoMkutD0wB1R5PuxXUIOdOlg1HLcCLoG1vLY3jLlAKLfRUC/KDLbRxIcFL8H1V6nf0kTc8+XjQUlexfH76VITKVcayNBiR5GlOlCisCewabzzCB8w9UF8EuGDE4XODqgRzEu/BF6X6pZboBJQWmEygEhn6FpHE2TAtK5xAERqxvrDkJ8aRPRWi/h7cRBOBxc5mqB6JjWIsRUi4ymDRuMkZpDQgPEopRJxgChME2DxgWrgoQShgdgY1uAI3MYnoXxGI9nkWFC2VwhlLKOlDQ9Z7j0jb2KgWaJ5RLdgeFmkYmIpqYQbNE3oT3gSVZF/gWfhG5lIpVzYajSumHo+Pj2OtfZHk9+rVqzl48OBZf+eZZ57hy1/+Mj/6oz/K5z73OZ566il+9md/lqIoeP/733/Z57Lsif580aEMHj58mFtuuaXLHFmsuFjopkPpHBkZYceOHaxYseKSjnOpO4eF1pC/nGgePUmkIqR0WKFxrZQkUmgFppFTAJWVCVqHAR6pQjEnhUTW6l2mRtDQKi3tYg14rASJR1ZcYKlIg4wdhSmQxmKNC4wdB5XYULQFJIraoKQ161E1Rf86ydzJnKiZkU+UCV6ArSXIlVWsk8weMSQrJP2bFa0Ri8kctuUCg0ZIfO7wwmFTh0gkik7y8mCCFrtpBiMTZzzeC3zuyz6Jx6alhkwRqI66Fhgrrqs7E5g6wnhcEcxYvHWIigr4vvVIBboqcFmKGW0j+/rQylFMzEGrTdSr8aggTZxniLyNqoRmstcKX01wjQY+jtBeIGOFFVWENwgLvtIDrTbEvQhr8Fbh8xyvImTRxssKKgm0Su8cHoVzILM5nKkglQv9AVUJg1rWI6QHHyiY3pR9I2uxa//Zgl+HS+Uu1anol9oY3DnHqlWr+IM/+AOUUmzfvp0TJ07w4Q9/+Lsz0VtrOXDgAFmWsXnzZjZt2rTox7yYBJznOXv27OlKLFwOhHQlxt2di3whNOQvJVycUMylOGFJalVE7sgbKTkgaxFRvUJ7KkORkayoh4SdFaieGJVYlDJEzqLs81r4wXe0xHKECFryyqJlFkTK6iLwtpXEEIemqnDoXoGSBowjrlfInaPxdAtVmG6CFz0RJk6I+yOKhkNqS9wjSccs7VNBZkHXgum18B5CvzRAMwR83eYepMNnwZeWMDiL15T6OTJw44tA3XTeI2T4t44Vri2QsUcSzEeKpgkMlUTgchceyy0+D+egKxII8JcEorqkPTIJAzXUyl5oNDFjk0SrV2CcQMcy6Pm4UFLLqqbISn2fzOKtwzccKhbBrSquBm0bJxGNaXx/P6I1iVw5gBcyqHcag7MyGMFEHtqzeKlxUR2hBa7dRGiLFxG+NGzxUuGLQO91UpfG6atgw90Lfh0ulUTxQsgfDA0NoZRiZGTkjMdHRkZYs2bNWX9n7dq1RFF0xq7l1ltv5fTp01ck4rbsif5sK+Z8W72VK1desUb6xcaFoJu5uTl2795Nf3//BSWPzxcd6KajSXOuOFfTdaE15C8mBl61i+m/+Cq6sKQnp6gN1WGgN5hnpAVF1kRGCtVTJ22k2NRSG6rjCo+dbQHQrih0LUZGAi08kSmQpYNY4OuEyIkQOiFvG2RPldoKjyIPHPciw8w4hDBEiSTpyaiUSIoXQCwR/TEiihF5hCskqhp8XYtCE/UGZ3JjVNidOI8WLvQ9Mkq2igMTRM+E18GcIwoyv3nmwBMSKoQVwQSbww7eLiwUxgUoygiUlphGgdQC2w4aNRiLJ0BGSofhLgGYVpB9sKnHtGRQl2y3yebaJCt7kbLATc2i6j3YRhupBNKFXZYpdxhRVeFnpnHVGl460tQTexM+oLQgqoNcXSdvOnRPT5BwqFic10HsLMsDNOYEzieIIsWRoFyB1wlOlNe9dYGRU9hylwbYHC819u4fW5TrcKkkihdCuTKOY7Zv385DDz3E6173OiAUaA899BDvfOc7z/o7L3nJS/j0pz99xs7l0KFDrF279orIFcue6F8Yk5OT7N27l1WrVnHbbbfx2GOPLYkZCJwfuhkZGeHRRx/luuuu47rrrruiLV3nQj1fol9qDfkLxc7fejuf+9tvQqOJddCaaKKSiOpQD17FwbUpS2lNziKkIulNSBsprm2oDPWgJfhWiknbAORCIOsRshKjNUQSlDFBYAvwxmGR2KkUKwtE5Clyj1WCqBI0Z+I4SCIAOCHxkcb6CDlnEdoEJceSPq5lSMTpVKm46wU+DvIMiJDEhVHoukJGCboqEFYRJR5RkWE4KPIkVcBbvA6UTGtKvXfjsFi8C3CNiiTCCWxuEZEI7Yq8NBE3Buc8rggSygJB1rLoPAilgQjVc2ZQkQIsUnqyU1OIOKE6XME0W6E/UVjoq+LyoKcfl9IIol6HwqJ0hBAF0ge9IG1S8nYVjSWpO2wRmB2uZYLAmfKoikJQYBsOohhUBaUcZDkiUUHzRkDHVVDgg7KmcahIYNe8DJLF0YhZSuhmIeQP3v3ud/PWt76VHTt2sHPnTh588EGazWaXhfOWt7yF9evX86EPfQiAn/mZn+GjH/0o73rXu/j5n/95Dh8+zAc/+EF+4Rd+4YrO46pJ9B28+dChQ9x8881dPH6p7P3g7NCN956nn36aZ599ljvvvHNBcPD58MvZLtpzNV0XU0P+QqG15rof/5c89aE/wpvQwyvaBe7kFMlAHdVbxbYlIq6hKprmdBPhLJX+KqZtSZsplcF6GJ5qpYGR08hxjRwDZLFE1zVxPUJ5j/QCYUxXzz1vCdAQJZZK3SOlxQcPa/J2mcxrFiUdtpDo3igkaaXxEvJCIvLQLPRFKXOgg8565ysXRUFegI4URdMjIkk2HRg7zgFx8FaVUXgtFQkkEl3TOC9RFY33IckXRqJjQWfMz+YOpUOyjRKg6ZHCgnC4lkUYh0OUmDdBdbPEuikcXglcAXGS0T6Zovt7kFJgZPz8kBYx1uVIU+CjKCwSeWBFeRsUh6nUgylJHnYl3hTIWBPVFCqyuFxDnmNVgvBBc97LGGEdXibIosB7hTJNXFIPDlTCU5Qyytm6V2DX70Iag5RywZPyUlX0CyV/8IY3vIGxsTF+8zd/k9OnT7N161Y+//nPd/NIx1GrExs3buQLX/gCv/iLv8idd97J+vXrede73sWv/uqvXtF5LHui7+imP/HEE4yPj7+oubkQLlMXG0qpLlwipcQYw/79+5mZmeHee+9dMCW7+Yl+fpyr6QqLryF/MbHpba/kwCf/Ej2dYq1BumDn155sI1sZlRW9CK0oZpt4C9FAP0WeYdpN4p4EU0A60SQZqAX6Yvt543efh1HNSkSQ5Y0gVxLiCk0jqNUz+npbYUqVwMZpzwm8k0FgKxIUqQ3JNbHYcUOhA3NERIKk5hEVTTbriSvgRIRXEQgRhoBE0IEX1uKwz2vAi8AlD1OyJT3RloNEDjDBjo/c4dsCU3h8HL5frwIVNMgnhAavjiQ2k2itg7GHjoKsQtWhYoWzwQMXXyClRkVQpLa0NgyyBzYzuJEZbFVjY00cS4QI0gw+t1DRUHikzsvP1qLrCpcHgbRKj8W0BZG0QTSuZjGzKbY3wbZytLShQeyCSYpwWehPeImPJN4WON2DsB6sITUFKQp9+48h196KmFeowPPX8ULQIpfSL3ah5A/e+c53nhOq+cpXvvKix+677z6+/vWvL8ixO7HsiT5NU77xjW90bfVeiDdrrcmy7By/vbAxf7o0yzJ2796N1pr77rtvQZ1szpboX9h07dwYS6Yhf4GYmJjg0Ucf5cYP/5+c+H/9KWZ8qnR0Mvg8w7YKGq0pKkO9iGoF1SMopptBKqCnihOKdKqB0ApjBdlci0pfNVT4afh+k4oovVUDRVF4i1YNhlYbdPnxWytozMVYX0HkGcLbUmDLI7UkS8HmQdhMOou3Hi086ZTCmgIZC3wOpkiRKkNKMNajowDyCy3BK2Q1BiFwOCQiGH4UJUtGBbaJyQJ71OMRjkC19ALpfTklLHB5oHFifRi0wkJuyUwYiAoGT+H3cgK8JGOBrkic9TgtA7OnopEoVCyIKhoZx2SFRXuBL1Q5vFUENqsXmHK+IZ8V6IEKrvD4PMOMN7GJRtR78K02rl6DmWAM7ubCgmaMwrWz8N1Yi6zoMEAmSgE3rwJ9UkCrlTMu17HmVe9Cz5MLcM51ocdO8QTPT7tfbtJfSuhmMaW8lzqWPdErpRgeHub6668/6xe41NANBIjk8ccfZ/Xq1dx6660LfmF1knjn4j8XHm+M4bHHHqPVai26hvz54sSJExw8eJBbb72VdevWsfXVL+O5//Vtjv3RQ8w99RymMYeMcrzzFK0CP9smHuhB9NTRwmNmGgHvlYK4VsG0C1zhya0ga6UktZg4lkiV46wnigUOw/A1lqQaoBNTwMyYJp2TyKrExo5YKlRUKQebDCbLg746YFOBUg4hHTYHqYJkr/ZB8EshiBKwGVQSkIkgnQu6694afCsHHWaCjA3Qhwe8lBgVnLGEjsJ36BxgEYXFlxCMM+ALggQyHh0HvB4EJvWBxRM0yYIssgmsGykpOf0Ob8EaG2QGVIHJ8kAt9R6LQJdTvF6FgV3VVwOlse0cVYlwVhDVLVq2KNoJUY9EqBq+KFBREaSRhQ0wmAOaKbKnjlcx0lmkTTG6gpieo61idKRKwSKJkjCdKZ7u+T62vPK1L6qy58M2nWTfucbn38+d513sPbZUrJtms3lOZsx3Yix7oo/jmBtvvPGcP19K6KaTYPft28ctt9yyqJTO+cybsyX5drvN3r17ieOYnTt3Lqrt4Lmi0584fvz4i3YTG165gw2v3NH9/+zRU0x84yBTjxwmPzFKOtvEz7UwrRT6JbLIcXMt8qkGAHE9xhmPyx155BHaYFWCTAoGVrWo9T2f4KdOK1ozuqyeIcocIssxArw2uEhBoqkojVe1YIwBFGkL6QHjygEtTxw7bCYwVgQjcS/I5wR+rhzCEp7CUvqwQuGDK5Xv2qY6SAWOAi/aYW4qJhiJa4nQGpRGxiooRQqP8Aab2yCXID2qTOxKi/CaNkzmYgMUJl2QfbOlSUpcFxRp2BGoCEwW5mqdC81cnAznPT6HrihkbwVjQSdgjcI5iRCe9FgLmShEtYJLQz8hrmR4r0I3PBZIXWBbOV5ofLUedkVRldiFxrMrCoyF06zk2JqXc9Ptt1/wOuok5s5i8MJqv3N/X0y1/50I3VwNseyJ/kKxVBV9h5cOgbe6cePGRT1epwdwtiQ/MzPTZR5drKzCQoe1lscff5zZ2dmLEkfru2Ytfdes5dof/ucv+pkrCk78zcOMfulbzO0+SH5yHJvmmHaO1JJYKrQvWDnUoH/QhBxrYfKUpDEe4QSoUizREdCD0hMjeMBmFtm0tKWHKGDUcaRQUQ0UaJFj0fg8xYwbdCwRMlgVau2oVDx5rnAFQdvFidLMJAh6Ce8xeUj0nqDl0rHK8TL0FBzBe1XkLlTU2uO8CErCMrBuZCQRKgKt0JXghGWNQziDzSw68lhHmCeIBMKCyyyFCRQXJQTCBdiovloFBpHzRFVP0fLEVYHUHpG1qPRAntZIqhl5HqNrFl+poCKL9y5U+WkV6xyumeLRSGHIbT0IozWagcnkPdIWECdIXwA1DlXvoL3+DoZ6ezl06BD79+9n5cqVXYnrC82WvLDan//nQtX+UvLov5foFzjO5zJ1qXaClxN5nrNv3z6yLCOKIvr6+hb1eB3d+CzLqNfrF9SQX+rofB7ee3bu3HnF/QkZRWz8N/8HG//N/4FzjqP/5W858n9/FjsyAc4yNDjDxhtBqVAZj57QzMz04igQFYduB/jCBdgbU/4twl9IBbmBSIsAZeSGQhak3hPVNSKOEVqHnwMmihDk+GYbE0nyzONKmYPOawZDpXBNOgdaBXq9oEzQNiw+Ydy/cw13HJsCL15VwOUlA9QJbGbwvigreY+KBdaJEgsHi0RWElBhSCzogRlMatHKYlKPDvpitE6HydrOCQoB2ZQL3rISigYU6RymplC9kGUCtEIYoEjJfB9K5EFHqFpF5m1EooM1Y2FxRiKagR1lKwm0M0zPer49+BLqQ6vZcfvtQc2ytNwbHx9nZGSEJ598sqt02jGzOV9iPhvEM99f4YXV/tkkyxcjFoJHfzXFVZHozxeLXdE3Gg12795NT08P9957L1/96lcX9XidC7m/v5+9e/fS19fHqlWrGBoaYmRk5IIa8osdzWaTPXv20Nvbe1m+uxcKKSXX/sQDXPsTD3DkPb/BqsZ+dFD4ZeSYYPSoRGoN9WBXp5MYXwuLgGm2S6cj6Fjc5abUzQGMCc8LPw4DP8WsRUcWRB6kFioaYSxSKoTsweKRQiGiAl+kSBmsCdFBiwZXMmFUKVOgwOQWFUtsGqiQzoSJWGuCnII3YTI2b1pUJPBFEG9zDqQWQYAsUZhWWPBdJIkjj7MebVoUDXAiLErEgnqfJ28r4nqwVSyKiGqSUtgKLnSvqQ54tC7lGIQg6RM0x6HS50gnG8Q9BL9bKzGigmzPgRJI4XEzc1CrgJVIn+NKcbkgaeCg7ciHbuUbQ9tZMTjIbbfd1i1AhBD09PTQ09PD5s2bKYqCyclJxsfHeeyxx3DOMTg42E385ysazgXxdO6ZDklCa41ZJPpmJ76b/GLhOyTRLxZGPzo6yqOPPso111zT5aUv5sIyH4/fsmULRVEwNjbG6Ogohw8fRgjB2rVruzTPpa7mp6enu0qcN95446Id3x7ci/uTj7EuG4VYMHoCjh5JqPT1EvcbTJ7jZtp467C9HqpV8sIRV3pRGMxcO1T0ZfntLTgROPWRLpkwvsTNhaBwAfJRIgwGCWkQMtAgdbWCMgKpEigsuhIT1RzOGmyWhsTpBdYF+zzrSxEzK8IuQAemkNadkwl4uHcEymPpHOW9DKuZKUn5JugpeFEaoOQCqSBrC1QcdgReCJwXtMbAWQPSYiOBEAWpB+tapem5oHFaoqtxkI1G0JyReOlpT+UIb2hPeJgyqBhUXWJ0gjIGqRTYAtN0qJrGNlpI7UHqQC2NamS3v4ZvuQDN3HLLLee9LqIoOsPMZnZ2lvHxcY4fP87jjz9OX19f19egt7f3vK/1wmr/2WefZWZmhs2bNy8afbMT301+sXCVJPqlhm689zz77LM8/fTT3HHHHaxdu7b7sysxH7nQMV+IxydJwvDwMCdPnqSvr48NGzYwNTXV1ZQfHh5meHiYwcHBRW9AnT59mscff5ybbrpp0foT9uRR3H/7XfypZ0EIxJZ7kW/4OZ57279DqBFsWpASMFg90BMkeXNDPtkMVfNgBSsUsqcXpTx2phkclnypmOvA2YBjOxfw6w7E43zoWUJYIKQSCOtxWRvjQMZAojFCYZzCFYaIBBHHeAXSOGyWIQTY0jnK2hKr94EvD0E9U6DwhJ2BUKLk3newfMCr8LuuxNR9YAXZTKAi8EYEzZyyKaCVJ+7xGCNwRmINgEfmDqEFlX5BOgeJzDFtMLkMcguFBynQ1YD3yCQoaXpXYOYcqsdgigRkBYzDzzbDZyUqYQq2Z5D2q97Ot09Ms3r1Km666aZLWvznW/hdf/31ZFnWta7sDArNt64835T3kSNHOH78ODt27KC3t3fR6JsQ7tXvYfRLHAtdYVtr2b9/P1NTU+zatetFePxC+7nCuemTZ9OQX79+Pc65rq3foUOHyLKMlStXdiGehbA3m39uR44c6U7+Dg8PL9hrd8LOTIUE/1RYwMSNdyHf+AuogQBPXf/Lb2b/m3+LQkHcVyGqxFgTNM7xoPtqpbuRIcvaSKHQtQqi3oPwFjfX4vm1OVTcnWQvZSmhK4NLlFSE0f3yMRG8QrApkBq8NDjpoSKx1YTYaSIMAhNcqSKLl70IlyNcEbjutrxunEcKgbEOhUQgsVbgvAuWfKV4myDIzngHJg/wifeSpFaqdBoRzkeA1g6bCuYakqjiMJmnPgTZbIBlvIe8qfE2NGx1TDAraXmUCAbhhRWY3KBzKKbDDkNUKgghkTILMgYSMBkurkLbwMr1tF7/yzzy+AHWrVu3IJPYSZKwbt061q1bh3OO6elpxsfHefrpp3nsscdYsWIFg4ODXevKzvE6tpjbt2/vwimXSt/s/Pti43usmyWOToW9EIMSaZqye/fu7nDW2RLmQlb0nUnXsxl3n09DXkrJihUrWLFiBTfeeCPNZpOxsTFOnDjBgQMH6Ovr61b79Xr9sm/ADtOoM5G80E1ol2fYz3wMv/d/B3z7mpuRb3wXatWZk731O66Hn3oN7s+/hnOePA0iWVESBTcqH9QefWFRSRWZqKAV0y7wUqF6+lCuwLXSMsEHE+xuo5RSGl90GroCpQJnHh0mX2Upr+xsWChIPWQpLoZMgIs1uhIF+V0vKVJQMoIkCQuFzcEWeCnASbwVeNFRvBQ4We425sFKdHBuJfHO0ppRIEKyljJIMxSpIK6WhiiFpN5rSOc0SbVTwYLLAyE/b4LNPEnVEpUjF9YYjNUo6YgqKrBrXI7N29BWAYpKqnjjKDKPcgXctJ3WAz/J7j172LRp06J4HEgpu4bcN910E61Wi/Hx8W7iT5KEoaEhjDGMjY11K/lzvRYsDH2zE99tiV74c2EmSxgdmuG5fvalL32Jl7/85VfUbe+YiQ8NDXF7yRg4W+zevZvBwUGuueaayz4WnKk8CWdOul6JhnyWZYyNjTE2Nsbk5CSVSqWb9AcGBi76huwoYOZ5zrZt2xZUAdN7j/mr/4z/6ufAFoi1m5E/8k7UxhfPS8zMzLBnzx7WrVvHxhVDHPvkZ2nuO0x7bBqRtoOGi5IIJUoBMHBpBt6he6rISCOsC1IDpXG3m22CCMlUR6Lsd5SQTfkisvy/6HDdRcf7NDyuYzrqZ8/r66uwEPhIoqsJUniELg1l8xwvPDJJwndg8jCpKkKl7VzQB6L0ZAk5qSM9LZDKIzWo2GNzQVxzmFygY0fRlljriSphF2CNIKpA+DTCawTDJxFkl1V3DUFEEpVEOO/waRaSnPa4XCB6e5AmDXr0URXiGvJVP0zzjvvZvXs311577YLY2F1qWGuZnJzk6aefZm5urrsoDA8PMzQ0dEnX6gvpm/PT3bmGtYqiYHBwkKNHjy6JPPpSxHdERQ9cEa3qxIkTPPHEExdlJr4Q0M1iasgnScKGDRvYsGED1tou5nkpuH5nGCtJEu65554FVcA0//uv8Z/7ND5rIQbXIn/451A3bjnrczu7muuvv767sN78a2/r/ryYazH76JM0jp7GnBzDzLWwM3PYdjs4MU3PYppNdLUa9GKMwTrwKxNEUeBn5gIEVHLuhSyrfSHCNC0epcoeEQHP9oSEbvLw3ekoTLlaG5KzUoKi6SFPg2a9y6CqAptERWHHYAy+bUHHyCTBeYEwKSYrglRCJz9LGQaoIo8tJDYLHH7voTWjENIBJa6eSnTkyFqSuOIxeaj0O9o/ohDo6PlJay+jgFsVOc6aYAouw6JnMo+qx+hsFuM1Lu7H9awkevuvMhdX2bt7N9dff/2yJTmlFLOzs6Rpyr333gsEt6ZTp05x8OBB6vV6F9vvGNWfK14I8QAXrPYbjTDU972KfoHjfBU9wBe/+EXuv//+S/7gvfc8+eSTnDhxgrvuuuuiKIuPPfYYlUrlvNO6FzpmJ8l3qng4U0N+69atC64h771nenq6W+2nadqtgoaHh7sw1ezsLHv27GF4eJhbbrllwVgK5tGH8X/2/8XPTiEGBpE/+FOoLbvO+fwTJ07w5JNPLqozVjrboDg1Sn78NNnJ0xQnRykmprCTM/jZOUhTXNrCu1DxSB1kBUypHClVWCSsDf+WHWINIYcqFYr5TsPX2NDUldUKUmukCmqUPs+CaXesUXEMeKTNwySsdcE3V4EQLvQNEKgo7CachbgWEjtAlDx/u9oCVET53OereO/DIJkvtYS9CzsD58L/hRB4HYOOcE7Bxhup/ux7mJqdZd++fdx0002XZI250PH000/z3HPPsX379hfd80VRMDEx0YV5vPdnNHQvZebjXNX+yZMnufPOO8mybEE1rpYzrvqKHi6vIVsUBfv27aPdbnPvvfdeNFXqSjD6cyX5pdCQF0J0cf2bbrqJZrPJ6OgoJ0+e5ODBg/T19VGr1RgZGeG6665j8+bNC4K72qOHcJ9+ED96Anr6UD/yC6hdLz/n87333eba1q1bF1WkrdLXQ6WvB26+7sXnbS379u4lP36C65zGHj1BduI0fmoKPTUDeRuZVIIeTZYiNBBFeKmDWUjWxqmkhH0szgkkoWIXzZSiKKd546BOKSo1hDNgbMDILahYQVLFmRzpLdbIeYuLDDMD0tOe9UjliKsdbL8cFNNhXsDKKtK2sYUv9fDLiTJCXwABeVpej17gK3UQEWJ4A9ErX0uy9R7Gx8d59NFHueWWW1i3bt2ifSfni861ca4kD4G+uWbNGtasWYP3npmZGcbHxzl69OiL6JsXsgI8W0PXGMO///f/Hq31FTk6XW1xVST6izEIv5RE32w22b17N7VajXvvvfeSIJ/LgW7mN12vFg35er3Otddey7XXXkuWZTz55JOcOnUKIQQnTpwgz3NWrVp1wa3vucJOjOD++CP4owchqSH/9U+gX/avz/s7Ha/diYmJi5JVWKwoioI9e/YgpWT7v3zNi64PVxga39pLe/+TmOPHMadGQ/ncToMscRLjtUYURWD4VCplg1dBkuArEUpFGCFJjSXLM7SUJHFMXKsRmxzpwbQa5OPjRA5s4VGVBBErpGvjbGgWOy+Cc5UXmPz5c/QqChCRc9DIgjZ++T16x/NYdNkjEFEMWuGjCuKWO6n94BtRQ2EnNTo6ymOPPcbtt9++bEJeHV2lEydOnDPJvzCEEAwMDDAwMMANN9xAmqbdav/IkSNorbvV/sqVK89bYHWmfD/4wQ/yxS9+kf37939XQTdXRaK/UFxKRd/Bqzdu3HjJvN/OsS5lQOuFTderTUO+Q5+cnJzknnvuobe390W4fqcCuhCXGcC2Grj//n/h938Togj5yjegXv3GC37OHSXONE3ZuXPnktlDvjA6zKt6vX7OyV8Zafru30Hf/TvOeNx7TzExhZuaCjIFOsJL0P396N5zJwVrLVNTU4yNjXF8fJyiKOjr62N2dpYNGzaw+cYbcWlGdugp2gcPwKmTyNOn8Nai5qbxaQoKfC0Ba/BZClGCQCCsgaSClx6fRBBVIM8QAyuR9V4YGEBt2Iy46VaSa19caHQkN7Zs2cKqVasW5kO+xLicJH+2qFQqrF+/vktRnpqaYnx8nMOHD9Nut1mxYkX3On/hDt97z4c+9CH+8A//kL/7u7/j5ptvXoi3dtXEVYHRW2vPm1wffvhhrr322vNWG52E9tRTT3H77bdf9vbzmWeeYW5ujrvuuuuCzz1X03W+hvydd965bBry1loee+wxms0m27Zte5HMcWfrOzo6el5cH8CZAvsXn8R/438F6737XoV47U+gLgKG6hiqK6W46667lkWJE57f6Q0ODnLrrbcui46Q977bn4jjmCzLLgluWMjowHrLKbmxUEn+QtGhb46NjTE1NUW1WmVoaIjjx49z//338/GPf5z/+B//I1/+8pcv6t7/TouroqK/GOjmfAtBR2mxAwkMDAxc9rlcLHRzLqjmatGQz7KMvXv3IqXknnvuOSvWOH/r28H1x8bGuuyG3t5eVg0Ps/rAw+h/+GygSt79fcgf/GnURVbkHe2c/v7+89JaFzs6NM4NGzZw/fXXL0uSh8AeOXToUHeXl2VZt7F45MgRoijqJv0VK1Ys2kT0c889x6FDhxa9T3K+mJ/kd+zYsaiSA7VajU2bNrFp0yaMMUxOTnLixAne8Y53MDU1BcC//bf/dtkWvMWOq6Kid85RFMU5f34+bnuapuzZswdgQfjgx48fZ2RkhB07dpzzORejIX/nnXcuW+XaaDTYs2cPAwMDl51c8zxn5u//hp6H/gSVp0yuvYHZ738TQxs3X1CRsBPzOfKLqZ1zoeg0Gm+44YZl5UWfOnWKJ554gjvuuOOsTKMOxNOpPIuiOIM/vlAT0Z05jq1bt55h27mU4b3nqaee4uTJk4ue5M93Dr//+7/Pb/3Wb/FjP/ZjPPbYY3zjG9/gp37qp/jYxz625OezmHFVVPQXinNh9DMzM91F4Pbbb1+Q6udC/YBzGXdfDRry8Hzzd+PGjZddudrDjyL+++/RPzWGuPFO+OF3opygKJt2HUrb+XD9Dkf+akmut9122xmaRksdnQr6fDRfpVS3eXjzzTfTaDQYHx/vTkT39vZ2YbXLhXg6chd33333Zc1xLERcLUn+U5/6FB/4wAf4/Oc/z0tf+lIgWGZOTEws+fksdlwVFb33njzPz/nz/fv3E8cxN910U/exU6dOsX//fm644YYFowpCaE4988wz3H///S86x7NNunZ+Z7k15CFgrgcOHLjs5q89fSxo0px4FrHpJuSb/p+oVWf2Ojq4foev32q1ztDhqVQq3aS2mBz5i4ljx47x1FNPLSsGDc8n123btl02rJjnebfSn5iYuGSIp0NdPH78OHffffeiey6c7zyuhiT/R3/0R/zKr/wKf/3Xf83LXvayJT+HpY7vuIq+0+js8LAXWoTrbDz68zVdO5zwq6Ghdfz4cbZu3crg4OAl/b6dmw4J/tA+xNpNqF/896iNN5z1ufNx/fk6PB1cP4oijDHccssty87i6PCxl7ty7TQaryS5xnF8hiBYh8Vz4MAB8jzvioGdDeJ5YXJdLtpg5zxOnTq1rEn+v//3/84v//Iv85d/+Zf/JJI8fIdU9IcPHybLMm655Rb27dtHs9nk7rvvXpQLdmJigv379/N93/d93XPriCTNh2o6DeCZmRm2bdu2bDePc44nnniCqampSz4Pm2e4//H7+D3/gFixCvn/+FnUTXde9nns37+fiYkJent7mZmZ6cowd3R4lgLO6shMTExMLOv34r0/Q+5isZJax+Gps8OanZ3tQjxDQ0P09PRw+PBhRkZGFvU8LuY8Dx8+zOnTp5f1PP7sz/6Mn/mZn+FP/uRP+IEf+IFlOYfliKuior8Q1KGUIk1Tvv71r5MkCffdd9+iNTrnV/TnarpmWdbloO/atWvZpueKomDv3r0459i5c+dFN+u899jP/RHuK3+F6OlDvfVXzytXcKEwxvDoo4+SZRn33XcflUqlK0zVweqdcwwNDbFq1aqL4utfTnQkqJvNJvfcc8+ycfWdc2f47V7IQ/VKYr7D07XXXnsGxHPkyJHu82666aZl+zzmJ/kdO3YsGxPtr/7qr/jpn/5pPv3pT/+TSvJwlVT0EJLnueKJJ57g+PHjbNq0adEbnXNzc3zjG9/gX/yLf3HWpuvZNOSXI1qtFnv27KFer7Nly5aLPg/zj/8T9zf/NRhR/KsfR59HruBiIssy9uzZQxRF55R3OBeu36n2FyIBdSQvnHNs3bp12RbfzuxCu93m7rvvXlDvgEsJ732Xcjw0NMTk5GQX4ulg+0txbldLkv/c5z7HW9/6Vv7wD/+Q17/+9ctyDssZV0VFD2d3mepI+h4/fpxarcatt966JOfRGeCar2gH59eQX8roWP6tXbv2oqd/7ePfwv6Pj0OWIl/1IxeUK7iYuFiO/Llw/dOnT/Pkk0/S09PDqlWrLptNkmUZu3fvJkkStm3btmyLrzGGffv2Ya1lx44dy0av7cBojUaDe++9lyRJzoB4OoNSvb29F23rdznhvefQoUNduvJyJfkvfelL/PiP/zif/OQn/0kmebiKKvo8z89I9B3seXR0lGuuuYbR0VHuu+++RT0H7z1ZlvGP//iPRFHE8PAwq1atoq+vj+PHj1+2hvxCxsjICI8//vhF0xbt8adDo3VqDPmy16Je/aYFuaE7i8369euvSMPnbGySzud+Mbh+q9Vi9+7d3R3WctFaO/o5nenfxYCmLiacc92Bve3bt59zZ/PCz72jCzM8PMzKlSuveLHsJPnR0VG2b9++bEn+7//+7/nhH/5hPvrRj/KWt7xl2Yqz5Y6rMtF3RuattWzbto1Go8HBgwf5Z//sny3a8ec3Xb33XT2YsbGxLmZ/4403smHDhmVJJt57jh49yjPPPMOWLVsuyDayU2O4P/4P+OeeQe56xUXLFVxMjI6Osn//fm688cYF9Zedj+t3PvdO8hkaGnpR8pybm2P37t2sWbPmsnSNFio6O4pqtXpJMNpCh7W2ayZz9913X/SOYj6LZ3x8vGtdeTlGH3D1JPl//Md/5Id+6If4D//hP/D2t7/9n2ySh6so0RdFgXOO2dnZboXWuWk6htmLRYU6V9O10+zMsoyBgQEmJyex1nabikNDQ0tyUzvnePLJJxkdHWXbtm3npenZtIX7//1H/ME9iLvuR/7QT6GShWsGHj9+nMOHD3PHHXcsKn3Se8/s7GxXh+eFuH6r1WLfvn1s3rx5QecoLjXa7TaPPPLIsu8orLXs3bu3WxxdLmw0H+IZHx9nZmaGnp6e7ud+IYjnakny3/jGN3jd617HBz/4QX72Z3/2n3SSh6ss0Z88eZLHHnuM6667juuuu6775czOzvKtb32Ll7/8yhqHZ4tzTbrO15C/44470FqfkXxGR0dJ07TLXx4eHl6UBmCH0ZKmKdu2bTsng8NZi/3L/4T/9pcRN9yJ/JGfR9XP7rF5OTGfm75169Yr0hO6nGi1Wt1Kv6NNMjw8zPXXX7+kQmDzo9FosHv37u409HIlE2MMe/bsQQjB1q1bFxQ26kA84+PjTExMdKd3zwbxdIx+Oh6vi8k2Ol888sgjvPa1r+X9738/73rXu/7JJ3m4ihL9gQMHePrpp7nzzjtfhIE3m02++tWv8qpXvWrBjtfRkO8MYs2fdL1YDflGo8HY2Bijo6PMzc0xMDDQbSouxEXe0fG5kHaO+fKf477854h11yHf9AuogYUd3JrP1b/77ruXjQMNz0s/dwTB5uP6nSnRpaiqOzvP5RZJ6/QGtNbcddddi7rDnC/9OzY2dgbE0/FYXe4kv2/fPv7lv/yXvOc97+FXfuVXvpfky7hqEv2zzz5Lb2/vWZ3e0zTlK1/5Ct///d+/IDfxCydd5yf5y9WQT9O0CzNMTU11mSSrVq2iXq9f8gU3NzfHnj17upK6Z3vfZvf/xv31pxD9Q6VcwcJr3neYJEVRsG3btmWlCz777LMcPXr0DDGujhBY57Ofj+sPDg4uCvNlamqKvXv3Lpt5difyPO+yje68884l7Q10IJ5O0p+enkYIwYYNG1i7di19fX1LnmQff/xxXvOa1/Cud72L9773vd9L8vPiqkn05/ONNcbwpS99iZe//OVXfOPOx+M79MnO44cOHeLUqVNXrCFfFEW30p+YmCBJkm7S7+/vv+AF2FFb7CSSFz7fPv049k8+BjoK1n0br7/scz1fdDjynR3FcjFJOpDAyMgId99991mLgc7zZmdnuxBPs9nsmk0s1C6r890st69qpwFcq9XYsmXLsvUGOt9Nhx03MzPDxMQEUspuM/d8RvULFQcPHuQ1r3kN73jHO/jABz7wvST/gviOSPTee77whS/wspe97IqGa87VdJ2vIX82g44rCWstExMT3YqzcwOsWrWKlStXvugGPX78eFcQ7IVGK3b0JPa/fQSyFPX6n0LdsGXBzvOF0THpWLFixbI2GTtTpjMzM2zfvv2SkvV8XH96evqSmopni5GREfbv37+slnsQdo+PPPIIfX19y6rx35F5mJiYOOO7cc6dYVTfgXg6O62FntA9fPgwr3nNa/ixH/sxfud3fmfZPo+rOa6aRH8hl6kvfvGL3H///ZetXXI1aMh3boBOM3c+g2flypU8++yznDx5krvuuusMnXDbmMN9+nfxE6dR/+otqC33Lto5wvMc+eXGnzuN6A5d8Eqa3UVRMD4+3t1lXSqu33GFuhhq62JGh+XTWYCX67s5V5I/2/PmL7gdFk8n6V8pxPPss8/y6le/mh/8wR/kd3/3d7+X5M8R3zGJ/stf/vJlKRGer+k6PT3Nvn37lkVDfj7MMDIyQqvVQkrJtddey4YNG4jjGFsUQXTs6EHkv/ihK5YruJhYLI78pUZnlqLTZFxI2Mg5dwZf31p7hvrjCxf7zvzCXXfdtWxuTBB2KI888ghDQ0PccsstV32SP1t0FtzOoJaU8oyeyqVAPMeOHePVr341r3nNa/jYxz72vSR/nviOSfR///d/z5YtWy7pRvtO0JDP87zLfx4eHmZycpLZmRluOrqXwVOHUfd+P5VXLs3Y9lJx5C8U7Xab3bt309PTs+j48/lw/aGhIU6dOsXx48fZtm3bsskdQ4DSvv3tb7N27dpldevy3nPgwAEmJyfZsWPHFcEw8yGe8fFx0jQ9o6dyvtc+efIkr3rVq/jn//yf8wd/8AffS/IXiKsm0V/ITvCrX/0qN99880Vvmy9GQ37Lli3LakjR0YrpYK1KKczDX8T977+hsek2nr1+O1PzBlZWrVq1KJzx+brpy8GRnx8dbvrw8PCyVK3tdrvbSJ+amkIIwfr161m/fv2i6MFcTHQmgNevX7+sUNpCJvmzxfxBrenpaer1ejfpz4d4Tp8+zWte8xp27drFf/7P/3nJ2EYf+9jH+PCHP8zp06e56667+L3f+z127tx5zuc/+OCD/P7v/z7Hjh1jaGiI17/+9XzoQx9aFhXRq0bU7EKhlDpvxT8/zoXHz9eQv+eee5ZNqxxezNV3B/eQf/EziI3Xo37pd1mpFCs5E1s+cuTIJTN4LhTzm5333HPPsnLkp6en2bNnD5s2bTpjYG4po1qtsmHDBubm5mi322zatImZmRm+/e1vo7XuLrhLzdfvfCbLFYud5AHq9Tr1ep3Nmzd3r/vx8XF2796NMYb/8l/+Cy95yUv45Cc/yd13382nPvWpJUvyn/nMZ3j3u9/NJz7xCXbt2sWDDz7Iq171Kp588smz7n4//elP8573vIdPfepT3H///Rw6dIgf//EfRwjBRz7ykSU55/nxHVPRf+tb32Lt2rUXpLRdjIb8csrYwvM+pjfffDNrRYH76z+EgSHkv3k7Kjn3DdRh8HRgBiHEeRk8F4qrhSMPz9MWl7s30BEF65jbdBLaC3F9Y8wZOjyL0cTvLHzLzddfiiR/vnDO8eyzz/Lv/t2/4y/+4i+w1vKKV7yC1772tTzwwANL4km8a9cu7rnnHj760Y92z2njxo38/M//PO95z3te9Px3vvOdHDhwgIceeqj72C/90i/xjW98g69+9auLfr4vjO+oiv58pt2dpuvVrCF/xtDP9dfQ99CncTpCvuWXUbUL7y6UUt1qfj6D58CBAxhjGBwc7GrwXKh52Zm6TZKEHTt2LBtHHp5f+JabttjRizHGsGPHjjOKgU7TsNMInZub65p7PP744wvO1+8MZXV6SMsV3vvuVPRyJHkIn/3g4CCHDx/m1a9+NR/84Af5whe+wJ/+6Z/y1FNP8bu/+7uLevw8z3nkkUf4tV/7tTPO6RWveAUPP/zwWX/n/vvv54//+I/55je/yc6dO3nmmWf43Oc+x5vf/OZFPddzxVWT6C/GZepc0M0Lm65Xo4Z8R0ZgemyEe0/vR5/Yg/zX/ydq4NL8XTshpWTlypWsXLmSm2++mbm5OUZHR3nmmWfYv39/l0WyatWqF+1eGo0Ge/bsYeXKleecul2qOHr0KE8//fRled0uZHSkBKSUbN++/bwLnxCCvr4++vr6uP7667u4/tjYGIcOHTontnyxMTExwb59+7j55psvy+R9oaKT5Kenp5ctyUOAr173utexatUq/uRP/oRKpcIdd9zBL/3SL73Iw2IxYnx8HGvti6RZVq9ezcGDB8/6O29605sYHx/npS99Kd57jDH89E//NL/+67++6Od7trhqEv2F4lwV/fmarseOHbsqNOSLomDf3r0M7f07bkwU+tVvRK1at2CvPz/x3HDDDS8ymOjv7+/uBNI0Ze/evWzcuHHZG3vzjbOXk9HSqdgqlcplSQlUq1U2bdrEpk2bzqAP7t69G6VUN+lfDLzWKUxuvfVW1q5deyVv64pifpLfvn37siX5RqPBD/7gD9Lb28tf/MVfvOg8rtYJ2K985St88IMf5OMf/zi7du3iqaee4l3vehcf+MAHeN/73rfk5/Mdk+i11i9K9OfC4zsG0R1j5uVMIu12m2P/41NsaIyz8gfeSLz5pkU/5vymVpqm3Wrz8OHDeO8ZGhpa1oXPOdfFfJe7Adyhci7UlGkURaxdu5a1a9eeofN+4MABiqI4L64/OjrKY489xh133LGs38/VkuSbzSavf/3riaKIz372s8smlNaRIx8ZGTnj8ZGRkXNCje973/t485vfzNvf/nYAtmzZQrPZ5Cd/8if5jd/4jSXfRV81if5ioJv5vrKd7RCcCdV0vEONMezatWvZLlKAua8/xMS3/oHktp2s/hfLo4ldqVTYuHEj3numpqbYtGkT7Xabb33rW8RxfIab01Kc33xP1eU08IbnZR4WawCpgy0PDg524bWxsTGOHj3K448/zsDAQPfzn56e5sCBA9x5553LOnnb8ZrtSE4s1/fTbrf5kR/5Eay1/M//+T+XlSEXxzHbt2/noYce4nWvex0QipWHHnqId77znWf9nc4A5Pzo7BSXg/9y1ST6C8V8jL6Dx3vvz6khv9C63JcS5shBmt/8e54uFIOv/Qk2bdq0rBDJ4cOHOXnyJDt27OjubjpuTqOjo+zbt6/L4OlMKC5GxdExcgGW1VMVnuemr1u37oqsEC82LoTrQ8B84zjGe78s10snyc/OzrJjx45lY2FlWcaP/uiPMjc3xxe/+MXzGu0sVbz73e/mrW99Kzt27GDnzp08+OCDNJtN3va2twHwlre8hfXr1/OhD30IgAceeICPfOQjbNu2rQvdvO997+OBBx5YFjLIVZXoz2YQ3okOdNOBauDMSv5iNeQXM8z4afzerzJBxBNDNy77hOn5OPLzseP5E4oHDx7sQgwXy+C5mOioLV4uDr6Q0aEtdhr0yxEdXF8IwfT0NNdcc03X/7Zj7nG5tNnLiflJfvv27cuW5PM85y1veQujo6N86UtfWtbhvfnxhje8gbGxMX7zN3+T06dPs3XrVj7/+c93IbZjx46d8T11ZJLf+973cuLECYaHh3nggQf47d/+7WU5/6uGRw8vNgifH8899xzPPfcc27dvBzjjQ71cDfmFCtts4Pb8A9R6eLq2ipGREbZu3bqsvYEOhGWtZevWrRd943rvuwyejiTAypUru4Yql5MArhYlTHie0bLcfH14XkNn27Zt3YQ2H9cfGxujKIozXMwWYxd0tST5oih429vexlNPPcWXv/zlZZ1a/26L74hE38GXv/Wtb9Hb28vq1atZtWoV1Wp1wTTkLyecNdh9XwOl8Lfew+OPP0673T6v5d9SRIcjX6lU2LJlyxVV5K1Wq6u2OTs7S39/fxdXvhg5585k57p165ZVowWeb3bedttty8pogaC6eOTIEe6+++5zFgTeexqNRnfRbTQaXVx/eHh4QeS0vffs37+fubm5ZU3yxhh+8id/kkcffZS/+7u/W9Zm9HdjXFWJvmMQPj/mM2uMMYyPjzMyMsLk5CRSSqSU3HHHHUu6+nvv///tnXlYU2faxu+wyC6gAiIqioLgwpYKo/iJjo4OskXbq2qt+1LrUqujdde2trYzLrWWOrTW1pnWVisBHEWpVoHq4HIZwAVEQVFcIOxLIiQheb8/vM6ZREFJSHICvL/r4g/jSc4TSO7znud9nvuBsiAHkMnB8+ND0dSEnJwcWFpaGtzq+FUwXjEvm0ylKzKZjPWBqaqqgp2dHVu22ZwHD5NO47qzEwBbasp1Oo3xWnr48CH4fH6LQ1SaQ72CqqqqCra2tuydli71+kxqj2uRVyqVWLJkCS5fvoyMjAzOL8IdEZMW+pYGdzc0NCA7OxvAs1xnVVUVbGxsWNExpPlU0+MiQFoHnqcvzK2s2K5bU0hLMMJqDK8Y9XrxiooKWFpasr9/Jycn1u7Yz88PvXrpr2dAF4qLi1FYWIjAwEBObYaZ3oEnT56Az+e3qZJEoVCwdhgVFRXsQJvmhnY3h6mIvEqlwnvvvYeMjAykpaUZxc6gM2KSQq+th3xTUxMqKyshFotRUVGBLl266NX4CwCaqssBSS14PdxhbvNsU7OyshLXr1+Hp6cnp123wDNHv9zcXE72KdQreJi5rSqVit3sNAXLiZelSIwVCzNyj8/n67V34GV5/R49erzQGa1SqXDz5k1IJJIXrB6MiUqlwurVq5Gamoq0tDTONsY7AyYl9E1NTexIwec7XYHWecgzoiMWi1FeXq7hD+Ps7Ky1GCsbpCBP68GzdWAFHvjfBrAp5HsZGwGupx8RQnD37l3WlrW2tvaVTUKGjKWgoAAlJSUvnTNrrFiYBjFtB3Xoci6JRMKm2CQSica+irW1NW7evAmpVAo+n8+pyK9fvx7JyclIS0vDwIEDOYmjs2BSQq9QKKBQKKBUKjVSNbp6yDMrHbFYjLKyMgBgRf9VZWvKpiZAIQPMzDUcJZnb70ePHnE+cUh9oDnXgzHUV6zBwcGwt7fX2EwsKyvTSwVPa2O5desWOwFJnzOAtYXxOOKqAen5vL76vlb37t05uQtVqVT48MMPcejQIaSnp2PQoEFGj6GzYTJCr1AoEB0djTFjxiA2NpatMZZIJLhx4waampoQFBTUppmx1dXVGvNamVVOcyPMmH0BdRg/+7q6OgQFBXHaus/cftfV1SE4OJhzMWMqN4KDg1tcsTIVPMzs0K5du7IXXn3Fr56WULcZ5gL1WLjMgzOxXL9+HfX19ejatSsr+trk9fUBIQTbt2/Hd999h3PnzmHIkCEGPyfFhIS+sbER3333HRISEvDf//4XgYGBCA8PR3JyMl577TXEx8fr7TaTEILa2lpW9OVyOev/0r1792bLEeVyOa5duwZCCOd+9uo18kFBQZzGwnjaMxfi1sbyfAUPU0HSls10pVKJa9eu6WWYeFthhLWxsdEkYnk+XaPeJKf+HWgpr68PCCHYuXMnvvrqK5w9exYBAQF6PweleUxG6BkIIRCLxYiLi8POnTshl8sxdOhQTJ48GQKBAD4+Pnq93VRvECorK0NDQwO6d+8ONzc3NqfMjPxzcHDA0KFDOe3qbGxsRFZWFmxsbDjvMNXXAG+mbLasrIyt4FH34GlNJZO6vUJgYCCnJa7MBUehUCA4OJjTWJhBKk+fPm0xJ6+e1y8vL0d9fT2b13dxcdHLnSshBHv37sWOHTtw5swZtvGRYhxMTugB4NSpU5g6dSo++OADLF68GMeOHYNQKMTZs2fh7e2NmJgYTJ482SBe6kxOWSwWQyqVwsHBAVKpFO7u7pzMMFWnvr4e2dnZrAkXl6WcjOsjc/HTVyzMJCcmxUMI0fDgae7CJpfLkZWVhS5duiAgIIDTix8zvESlUiEoKIjTgS6tEfnmaK5en/kb6FLFRghBfHw8PvnkE6SmpiI0NFSXt0NpAyYp9FeuXEFxcTHeeOMN9jEm3fKf//wHiYmJ+O2339C3b19W9P39/fUufPfv30dhYSGsrKwgk8ng5OQENze3V06oNwRMjbwplHIyFxymxNVQsRBCXkgvqE/RsrS0ZO9w7O3t9XrB0YWmpiZkZ2eDx+NxaqoH/E/kGxoa2pQ6YkqXGeFnJm0xBQ2vuqgSQnDgwAFs3rwZKSkpGDVqlE5xUNqGSQp9a6irq0NKSgoSExNx6tQpuLq6sqLP5/Pb9IUnhOD+/fsoKiqCv78/evTogcbGRnalz2wkqlsxGBIua+SfhzEEM/YFp7kKHkdHR0gkEnTv3h3Dhg3j9OKnUCiQlZUFS0tLzu8q9CXyzb0uc+EtLy+HTCbT8OF5/jyEEPz4449Ys2YNjh8/jjFjxugljtbw9ddfY8eOHSgtLUVAQAC++uorhISEtHh8TU0NNm7ciMTERFRVVcHT0xN79uzBpEmTjBazIWm3Qq+OVCpFamoqhEIhUlJS4OjoiJiYGAgEAoSGhmr1pWOGYlRWViIoKKjZ+mtmI1EsFqO6uhr29vas6OuzEocQwhpfMRccLmGmH5mCIRgzTNzCwgJyuRxdu3Zl8/rGroZiUkeMMyeXdxXqm8B8Pt9g+wOEEEilUjbFpp7Xb2xsxKBBg3D48GGsWLECycnJGD9+vEHiaI4jR45g1qxZiI+PR2hoKPbs2YOjR4/i9u3bzdpfyOVyhIWFwdXVFRs2bICHhwcePHgAJyenDrNh3CGEXp2GhgacOXMGQqEQx48fh7W1NaKjoyEQCBAWFvbS22mFQoHr169DLpcjKCioVekZhULBin5lZeUr/V9aC1Mjz1iiclkjDzzzirl16xbn048AoLa2FtnZ2ejbty/69+/P/g3KyspQWVnZZg8YbZDJZBCJRCaROjKWyDdHY2MjKioqcO/ePcTGxsLBwQF1dXXYvn07Vq5cadQ7nNDQUAwfPhxxcXEAnv1e+vTpg+XLl2PdunUvHB8fH48dO3YgPz+f041zQ9LhhF4duVyOs2fPQigU4tixY+DxeIiKioJAIMDo0aM1bjUbGhqQk5MDKysr+Pv765RfbWpqYgWnoqIC1tbWrOhrIzhKpZKtvw4KCuK0Rh4Am8biukEMeLZXkZOTg4EDBzbri8JU8DAeMBYWFlpX8LSWxsZGiEQiODo6cu5zxKXIP88vv/yCJUuWYOTIkbh+/TrMzc2xePFifPzxxwY/t1wuh62tLRISEthpUAAwe/Zs1NTU4NixYy88Z9KkSejWrRtsbW1x7NgxuLi44K233sLatWs5TcHpE5MaPKJvunTpgoiICERERCA+Ph4ZGRk4evQo3nnnHchkMkRFRSE2NhZWVlbYuHEj4uLiEBgYqPMX1sLCgp0XqlQq2ZJBkUjEmn65ubm9tHKBKRMkhGD48OGc1l+rT6fi8/mcT/phjNJ8fX1bNEqzsLBAz5490bNnT40Knhs3brDzcltqktOGhoYGiEQidOvWDX5+fpzuD5iSyJ88eRLvvfceDh06hDfeeANNTU3IzMxETU2NUc5fUVEBpVL5wl2nm5sb8vPzm33OvXv3cO7cOcyYMQMnT55EYWEhlixZAoVCga1btxojbIPToVf0LaFUKnHhwgUIhUL8/PPPqKyshJ+fHzZt2oQJEybofQWtUqlQWVnJ5jN5PB4r+uqrTMaV09bWFsOGDeN8Qy8vLw/V1dUIDg7mtAsYAEpKSpCXl6dz6uj5JjmZTMY2CGk70IMZpOLi4mLQqqPWoFKpNJrEuBT5M2fOYMaMGdi/fz+mT5/OSQxPnjyBh4cHMjMzMWLECPbxDz74ABkZGbh8+fILz/Hx8UFjYyOKiorY79zu3buxY8cOlJSUGC12Q9KhV/QtYW5ujvDwcHYV9Mknn6CqqgqbNm3CO++8gwkTJkAgEGDixIl6GUqs3mrO+O+orzJdXFzg4OCAoqIiDVdOrlAqlezvJiQkhNPWfQB4+PAhCgoKEBgYiO7du+v0GjweD05OTnBycoK3tze7kVhcXIy8vDw4Ozuzef2X7c1IJBKIRCK4u7tzPkjFlEQ+PT0dM2bMwL59+zBt2jTO4ujRowfMzc0hFos1HheLxejZs2ezz3F3d4elpaXGwsrPzw+lpaWQy+Wc3lXrC+7UhGNqa2vxww8/4Pfff8fGjRuxa9cuFBYWIi0tDd7e3ti2bRv69euHadOm4ZdffkFtba1eprebmZmxQ0FGjx6NgIAAKBQK3L59m3XvZG4/uUChUEAkEqGpqYnTAdEMRUVFKCwsRHBwsM4i/zw8Hg/29vbw8vLCn/70J4SFhcHFxQVisRgXLlzA5cuXUVRUBKlUqvG8+vp6XL16Fb1796Yir8aFCxcwdepU7NmzBzNnzuT099KlSxfw+XycPXuWfUylUuHs2bMaK3x1wsLCUFhYqDEL486dO3B3d+8QIg900tQNAyGkxQ8lU4uckJCAxMREFBYWYty4cYiNjUVkZKROlsfNwaQkfH19YW9vz9bqM6kFxorBGM03TPORKaSO1Id0GNNmWC6Xa3jw2NjYsGP77ty5w+lAcQZTEvnLly9DIBBg+/btWLJkCaciz3DkyBHMnj0b33zzDUJCQrBnzx78+uuvyM/Ph5ubG2bNmgUPDw989tlnAJ7dMQ4ZMgSzZ8/G8uXLUVBQgHnz5uG9997Dxo0bOX43+qFTC31rYWxvExISkJSUhNzcXISHhyM2NhbR0dHo0aOHTm3hTI18QECAxmpVvTlILBajoaEB3bp1Y7tyDfHFZvLOzOYil6kjQgjy8/NRUVHB6f4A0xX66NEjVFVVsZvtLi4ucHZ25uR3xKTVFAoFgoKCOBV5kUiEmJgYbN26FStWrDAJkWeIi4tjG6YCAwOxd+9e1nphzJgx6NevHw4ePMgef/HiRaxcuRI5OTnw8PDA/PnzO1TVDRV6LWFWmozoZ2dnIywsDLGxsYiJiUHPnj1f+YFnvNvFYjGCgoJeWc3C5JPFYjEkEgnr6e7q6qqXW0umLt3DwwMDBw7kPCXBWEG/zPLYWKiXc9rZ2bGbuSqV6qU214aAMUtjnEK5FPlr164hMjIS69atw5o1a0xK5CkvQoW+DTCrcqFQiMTERFy+fBmhoaGIjY1FbGwsevfu/cIXQL1GXhcha2hoYAep1NXVwcnJiRV9Xfx3Kisrce3aNQwYMACenp5aP1+fqG8CBwcHc74/wPxuBg0apGE9wVTwMCmexsZG1oPHUHdc6iIfHBzMqY9Obm4uIiIisGLFCmzatImKfDuACr2eIITg8ePHSExMhFAoRGZmJoKCgiAQCBAbG4t+/fqhvLwcR48exfDhw/Xiac/475SVlaGmpoYd5OHm5taqCwjjoWMK4xCbmpo0XB+57lBk7B78/Pxe+rtRtwJgRvc5OztrjO5rK6Yk8vn5+YiIiMCiRYvw8ccfU5FvJ1ChNwCMp35SUhKEQiEyMjLg4+ODx48fY/DgwTh16pTehUwul7NiU1VVBXt7ew0rhucpLi5GYWGhSXjoqPvaBwYGcp4XFYvFuHnzpk41+w0NDexKv6amBg4ODuxK387OTvuZxSYk8gUFBYiIiMDbb7+Nzz//nNN9HIp2UKE3MIQQpKenY/LkyXBwcIBYLMagQYMQGxsLgUBgkK7K571fbGxs2JW+nZ0dioqK8PDhQwQGBsLJyUmv59YWmUymUenDtXiUlJTg1q1behm0LpfL2e7oyspKrS0xGG97pVLJucgXFRXhr3/9K15//XXs3r2b878TRTuo0BuY3NxcjBw5Ehs2bMCaNWs0PPVPnz4NT09P1l7ZEEL3/PQmBj8/v1ZtHBsSxkbAycmJc68YAHj8+DFu3779QhWUPmAsMRiLX3Nzcza901wFjykNMCkuLsbEiRMRGRmJuLg4zv9OFO2hQm9glEolMjIy8Oc///mF/6urq8OJEyeQmJiI1NRUuLm5saIfHBys1y8U44dSV1eHrl27orq6Gubm5hpWDMYUfYlEgqysLIMPL2kt6t23hjZuU++OLi8vZwfVM/NaAZiMyD958gQTJkzAuHHj8M0331CRb6dQoTcRpFIpTp06xXrqOzs7s576ISEhbcpbq290MpvA6oZfZWVl4PF4cHFxgZubm8FrxOvq6pCVlYU+ffrAy8uLc5Fn+hmCgoKMnsoihKCuro79OzQ2NsLc3BwWFhYIDg7m1Lm0tLQUf/3rXzFixAh8//33nO+dUHSHCr0J0tDQgNOnT0MoFOLEiROwsbFhPfVHjhyp1QpPJpMhOzsbXbp0adF+mZkcxNTqq1QqNpfcmnFx2lBdXY2cnBx4eXlxXs4JPHMuLC4uRnBwMOfunEqlEiKRCDKZDJaWlpBIJGz5rIuLi1F7CsrKyjBp0iQEBATgxx9/5PSugtJ2qNCbOHK5HL///jvrqW9mZsaK/ujRo19avcPkwB0dHTFkyJBWrdKZGnGmVl+hUGhYMbRF9JmSRR8fH/Tu3Vvn19EHhBDcvXsXjx49Ap/PN5rFQks0l5NnymfLy8vZSWbMBViXCp7WUllZicjISHh7e+Pw4cOcl7pS2g4V+naEQqFARkYGEhISkJycDIVCwXrqjx07VqPBqK6uDtnZ2XBzc9M5B04IQX19PSv6jY2NrJ87M5y7tTA1+0OGDGnRRdBYMD77JSUl4PP5enEobQtKpRLZ2dkAgKCgoGYvps9XUllbW7ObuS+bb6At1dXViI6ORu/evZGQkNBhTL06OwYTem2H8zIcPnwY06dPR2xsLJKTkw0RWodAqVTi/PnzEAqFSEpKgkQiQUREBAQCAVQqFT766CP8/PPPetvoZBqDGNGXSqUa3aAvE4RHjx7hzp07JlGzz9hPlJeXg8/ncz69qzUi39xz1OcbmJmZsX+Hbt266by/UldXh5iYGHTv3h1JSUl6afaimAYGEXpth/My3L9/H6NGjYKXlxe6detGu2mttgAAGTpJREFUhb6VKJVKXLp0CUKhEIcOHUJZWRmGDh2KtWvXYuLEiQYxBVPvBq2vr2f93F1dXTXuLJgxhIGBgXB2dtZ7HNpACGGHqfD5fM59dHQR+edhKniY1b5SqdSYotXa3LpEIoFAIICtrS2OHz/O+e+Gol8MIvTaDucFnn3oR48ejXnz5uH8+fOoqamhQq8lP/zwA5YvX44tW7agsrISSUlJePz4McaPHw+BQICIiAiDbDg2NDSwol9bWwtHR0e4urqioaEBpaWlJrHRqW6WxufzOV+tNjU1ITs7GzweT2eRfx71Cp7y8nLW9fRVd11SqRSvv/46eDweUlJSjJrKonf+xkHvQq/LcF4A2Lp1K65fv46kpCTMmTOHCr2WSKVSjBgxAl999RXCw8MB/K92nnHavHv3roanviFq52UyGcrKylBUVASZTAY7Ozu4u7vDzc2NszQJM1vg6dOnJmGWxoi8mZmZQS0fnr/rYi7Arq6u7Iq9oaEBb775JhobG5GammrUTWl652889C70usxsvHDhAqZNm4acnBz06NGDCr2OKJXKFkVD3VM/MTEReXl5GDNmDGJjYxEVFaWTp35zMLNma2pq4O/vj/r6enYD0c7OTsOKwRj184wjpkwmQ3BwMOebi8YS+edpbGxk0zvV1dXYu3cvBg4ciGvXrkGpVOLMmTNwdHQ0SiwM9M7feHDe5lZfX4+ZM2di//79nG/UtXdeJho8Hg+DBw/Gli1bkJ2djdzcXIwdOxYHDx7EwIEDERUVhW+//RalpaU6j0xk7iDq6+sxfPhwdO3aFR4eHggKCkJ4eDj69esHiUSCy5cvIzMzEwUFBairq9PLiMbmYAzBFAoF+Hx+pxV5ALC2tkafPn3A5/MxevRoTJgwAUKhEJcvX0ZFRQU++eQTZGZmaozTMyRyuRwikQjjx49nHzMzM8P48eNx8eLFFp/38ccfw9XVFfPnzzdGmB0GvXdBaDuc9+7du7h//z6io6PZx5gPm4WFBW7fvo0BAwboO8xODY/Hg7e3N9avX49169bh/v37EAqF+PXXX7F69Wr86U9/Yj31PTw8WrXybmpqYl0WX3vttRdKLy0tLeHu7g53d3fW90UsFuPq1auwtLRkV/r6KhVkuoEJIZwbgjHxcCXyz8Pj8XDx4kW4u7tDJBIhOzsbycnJWLhwIa5fv26UGJi5yM+7g7q5uSE/P7/Z51y4cAEHDhxATk6OESLsWOj9068+nJfJ0TPDeZctW/bC8b6+vrhx44bGY5s2bUJ9fT2+/PJL9OnTR98hUtTg8Xjo378/Vq9ejb/97W949OgREhMTkZiYiA0bNiA4OJj11Pf09GxWhBUKBbKzs2Fubg4+n/9KUTU3N4ebmxvc3NygVCpRVVUFsVjMvgaTR3ZyctKpVFA9Hn1tdLYFUxL5pqYmLFq0CLdv30ZaWhrc3NzQt29fxMbGvnSGMtfQO/+2YbDySm2G8z4PzdFzDyEEpaWlrKf+H3/8gWHDhrGiz4wcfPjwIfLz89GjRw/4+/u3ScSYUkGxWIzy8nIQQjSsGFoj+gqFAllZWazlgymIfFZWFiwsLBAQEMBpPEqlEu+++y6uXLmCjIwMTofNaFu0kZOT88JFm7nzNzMzo3f+r8AgOfqpU6di586d2LJlCwIDA5GTk8O6MwLPbE9LSkrafJ6vv/4a/fr1g7W1NUJDQ3HlypUWjz148CB4PJ7GD9cldqYMj8eDu7s7lixZgt9//x1PnjzBkiVLcPHiRYSEhGDEiBFYvXo1Ro8ejdTUVL2ImJmZGbp3747Bgwdj9OjR8Pf3h5mZGfLy8pCRkYGbN2+yteLNIZfLcfXqVVhZWXEuqoBpibxKpcKKFStw6dIlnD17lvOJYup3/gzMnb96EQcDc+efk5PD/sTExGDs2LHIycmhd/6voN1aIGhbmnXw4EGsWLECt2/fZh/j8XhaTxDq7BBCUFNTg2+++QYfffQR5HI5vL29IRAIIBAIMHToUL07XzL14UxXrlwu17BisLCwgEwmg0gkgr29vUFi0BZTE/nVq1cjNTUV6enp6NevH2exqEPv/I1Hu7Wk2717NxYuXIi5c+cCAOLj45GSkoLvv/++xdIsHo/Huc9Ke4fH4+HBgwfYvXs33n//faxbtw4pKSkQCoUYN24c3N3dWU/9oKAgvQguj8eDo6MjHB0d4e3tDYlEArFYjHv37iE3NxfOzs6oq6tDt27dMGzYMM7zzMwegamI/Pr165GSkoK0tDSTEXng2Z1/eXk5tmzZgtLSUgQGBr5w58/1Bbuj0C5X9Lo0ZR08eBALFiyAh4cHVCoVgoODsX37dgwZMsSIkXcMsrOzkZaWhlWrVmk8LpFIWE/9kydPolu3boiOjsbkyZMxfPhwgwheZWUlrl+/Dh6Ph6amJrYT1NXVlZNySkbkLS0tOd8jUKlU2Lp1K3755RekpaVh0KBBnMVC4ZZ2KfS6NGVdvHgRBQUF8Pf3R21tLXbu3Ik//vgDubm5nFvmdkSePn2q4alva2vLDlIZMWKEXsodpVIpRCIR3Nzc4OPjo2HFUFdXx3q5u7q6GmU/Rn0jOCAggNPVKCEEn376KQ4cOIBz587RBU0np9MI/fMoFAr4+flh+vTp2LZtmyHD7fQ0Njbi7NmzSExMxLFjx2Bubs566v/f//2fTn7nEokEIpEIvXr1YiuAnj8nM0iltrYWXbt2ZWv1DWHYZWoiv2PHDsTFxeHcuXPw9/fnLBaKadAuc/TaNmU1h6WlJYKCglBYWGiIEClqWFtbIzIyEpGRkYiPj0d6ejqEQiEWLFgAhUKB6OhoxMbGYsyYMa3yoamvr4dIJHrpKEJra2v07dsXffv2hUwmQ3l5OcRiMQoLC2Fvbw83Nzd2gEdbMTWR37t3L/bu3YszZ85QkacAMAELBF3QtjSrOZRKJW7cuMF5mVlnw9LSEn/5y18QHx+PR48eQSgUwt7eHsuXL0f//v2xcOFCnDhxAg0NDc0+v7a2FlevXoWnpycGDBjQqo1XKysr9O7dG3w+H+Hh4ejbty9qampw8eJFZGZm4u7du6ivr9fJisHURP6f//wn/v73v+PUqVPg8/mcxUIxLdql0APAqlWrsH//fvzrX//CrVu38O6770IqlbJVOLNmzcL69evZ4z/++GOcPn0a9+7dQ1ZWFt5++208ePAACxYseOW5tKnXB4CamhosXboU7u7usLKygo+PD06ePNm2N9wBsbCwwJgxYxAXF4cHDx4gJSUFrq6u+OCDD9C/f3/Mnj0bSUlJkEqlAIAzZ84gNTUVAwYMQP/+/XU6p6WlJXr16oWgoCCMGTMGXl5ekEgkuHLlCv773/+ioKAAtbW1rRJ9hUIBkUhkMiJ/4MABbNu2DSdOnEBoaChnsVBMj3aZugG0L82qrq7GwoULUVpaCmdnZ/D5fGRmZmLw4MEvPc+RI0ewatUqjXr9iRMntlivL5fL8Ze//AWurq5ISEiAh4cHHjx4ACcnJ72+/46Gubk5wsLCEBYWhl27duHq1atISEjAhx9+iEWLFsHf3x8ikQhbtmxB37599XJOCwsL9OzZEz179mSnNonFYrb+Xd2K4fk7B0bkra2t2cYuriCE4N///jc2btyI48ePY9SoUZzFQjFN2uVmrDHR1ko1Pj4eO3bsQH5+Ph2qrAdUKhX27duHVatWoXv37qiursb48eNZT319zktVP6f6qD4ej8eKvrOzM5RKpUmJ/C+//IL3338fycnJGm6QFAoDFfqXoEu9/qRJk9CtWzfY2tri2LFjcHFxwVtvvYW1a9dy3pLfHjl9+jSmTJmCAwcO4M0330ReXh7rqX/r1i2MHTsWAoEAkZGR6N69u0FEv7q6mi3bVKlU4PF4sLGxaZWBm6FJSEjAkiVL8Ouvv2LSpEmcxkIxXdptjt4YvMxKtbS0tNnn3Lt3DwkJCVAqlTh58iQ2b96MXbt24ZNPPjFGyB2OIUOG4MiRI5g6dSp4PB6GDBmCrVu3IicnBzdv3kR4eDgOHDiAAQMGIDo6Gvv374dYLNabxz3jv+Pn54cRI0bA0tISFhYWkMvlOH/+PG7cuAGxWNyi/44hOXbsGN599138/PPPVOQpL4Wu6F+CLvX6Pj4+aGxsRFFREbuC3717N3bs2KEXIzfKixBCUFRUBKFQiMTERFy9ehUjRoxATEwMYmNj0atXrzav9OVyObKysmBjY8PaLDDzWcViMWQyGeu/4+LiYvCVfkpKCubMmYN///vfeP311w16Lkr7h67oX4Iu9fru7u7w8fHRSNP4+fmhtLQUcrncoPF2Vng8Hry8vLBmzRq2XHLKlCn4z3/+g8GDB2PcuHH48ssv8eDBA51W+sw0JEbkzczMWP8db29vhIWFISQkBPb29igqKkJ6ejqys7Px5MkTKBQKvb/fM2fOYO7cufjuu++oyFNaBRX6l6BLvX5YWBgKCws1RrLduXMH7u7unI+y6wzweDz07dsX77//PjIyMvDgwQPMnDkTv//+O/z9/TF69Gjs2rULhYWFrRJ9RuRtbW1ZkW/unA4ODhgwYABGjhyJESNGwMnJCcXFxcjIyIBIJMKjR48gk8na/P7S09MxY8YM7Nu3D9OmTWvz61E6BzR18wq0tVJ9+PAhhgwZgtmzZ2P58uUoKCjAvHnz8N5772Hjxo0cv5vOCyEEFRUVSEpKQmJiIs6dOwdfX192kIqvr+8L6R1G5O3s7HS2Pmb8d8RiMerq6uDo6Mh25Wrrv3P+/Hm88cYb+OKLLzB//nzOXTop7QhCeSVfffUV6du3L+nSpQsJCQkhly5dYv8vPDyczJ49W+P4zMxMEhoaSqysrIiXlxf59NNPSVNT0yvPExcXRzw9PYmVlRUJCQkhly9fbvHY8PBwAuCFn0mTJun8PjsLKpWKVFZWkh9++IFERUURKysr4ufnR9atW0cuXbpE6uvrSWFhIVm/fj25ePEiqa+vJ1KptM0/lZWVJD8/n2RkZJBjx46RtLQ0kpubS8rLy1/53LNnzxIHBwcSFxdHVCqV0X9n2nw2v/32WzJq1Cji5OREnJycyLhx4156PMXw0BW9iaDtIJWqqiqNnH9lZSUCAgLw3XffYc6cOUaMvP1TW1uLEydOQCgU4rfffoObmxuqq6vh4+OD06dPG6QfQi6XsyWbVVVVsLe3Z2v17e3tNY69evUqYmJi8OGHH2LFihVGX8lr+9mcMWMGwsLCMHLkSFhbW+Pvf/87kpKSkJubCw8PD6PGTnkGFXoTQdvGrOfZs2cPtmzZgpKSEr0YdXVWioqKEB4ezk7S6tGjh4anviGaoxQKBcrLy1FWVobKykrY2Njg4cOH6NOnD6ytrREdHY3169djzZo1nKRr2vrZVCqVcHZ2RlxcHGbNmmXocCnNQDdjTQAmF6ze1WhmZobx48fj4sWLrXqNAwcOYNq0aVTk24BEIkFMTAzCwsJQVFQEsViM3bt3o6qqClOmTIGvry9Wr16NCxcu6LVunvHfCQwMRHh4OLy8vHD+/HlERUUhPDwcQ4cOxejRo/XWG6AN+vhsPn36FAqFAt26dTNUmJRXQIXeBNClMUudK1eu4ObNm60yaKO0jJ2dHTZt2oQff/wRFhYWsLW1xeTJk/HTTz+hpKQE8fHxaGxsxPTp0+Ht7Y0VK1YgPT1dryWUjP/O0qVL4eDggClTpsDLywsRERHw9PREdna23s7VGtr62QSAtWvXolevXtSegUParakZ5X8cOHAAw4YNQ0hICNehtGt4PB6mTp3a7P9ZW1sjKioKUVFRUCgUSEtLg1AoxNy5c6FUKhEVFQWBQIAxY8a0uYz2zp07iIqKwrx58/DZZ5/BzMwMcrkcaWlpGDhwYJte29h8/vnnOHz4MNLT040y5YvSPHRFbwK0ZZCKVCrF4cOHMX/+fEOGSFHD0tISEyZMwDfffIPHjx8jISEBdnZ2WLp0Kfr3749FixbhxIkTaGxs1Pq17927h6ioKEydOpUVeeBZT8fEiRPh4OCg77fzUtry2dy5cyc+//xznD59mg5A4Rgq9CZAWwapHD16FDKZDG+//bahw6Q0A+Op//XXX6O4uBjHjx9Hjx49WE/9OXPmIDk5GU+fPn3laz148ACRkZGIiYnB7t27OXXFZND1s/mPf/wD27ZtQ2pqKl577TVjhEp5GVzWdlL+x+HDh4mVlRU5ePAgycvLI4sWLSJOTk6ktLSUEELIzJkzybp161543qhRo8jUqVONHS7lFSiVSnLp0iWyevVqMmDAAGJnZ0cEAgE5ePAgKS0tfaFO/s6dO6R///5kwYIFRKlUch2+Btp+Nj///HPSpUsXkpCQQEpKStif+vp6rt5Cp4cKvQmhbWNWfn4+AUBOnz6t9bm0aYAhhJAvvviC+Pj4EGtra9K7d2/y/vvvk4aGBq3P2xlRKpVEJBKRDRs2EF9fX2JtbU2ioqLI/v37yePHj8ndu3eJt7c3mTVrVqsa67hAm8+mp6dns818W7duNX7gFEIIFfpOyeHDh0mXLl3I999/T3Jzc8nChQuJk5MTEYvFzR5/6NAhYmVlRQ4dOkSKiorIb7/9Rtzd3cnKlSuNHHn7R6VSkRs3bpCtW7eSYcOGEUtLS2Jvb0+mTJlCFAoF1+FROii0YaoTom0DzLJly3Dr1i2NPO3f/vY3XL58GRcuXDBa3B0NQgjy8vKwefNmHD58mJreUQwG97s9FKOiSwPMyJEjIRKJ2KHo9+7dw8mTJ+mwizbCDFJJTEykIk8xKLSOvpPxsgaY/Pz8Zp/z1ltvoaKiAqNGjQIhBE1NTVi8eDE2bNhgjJApFEoboSt6yitJT0/H9u3bsW/fPmRlZSExMREpKSnYtm0b16FRKJRWQFf0nQxdGmA2b96MmTNnshYLw4YNg1QqxaJFi7Bx40aTqPemUCgtQ7+hnQxdGmCePn36gpgzoxLpXj6FYvrQFX0nZNWqVZg9ezZee+01dmqWVCrF3LlzAeCFqVnR0dHYvXs3goKCEBoaisLCQmzevBnR0dEas3EpFIqJwmlxJ4UztGmAUSgU5MMPPyQDBgwg1tbWpE+fPmTJkiWkurq6VefSpjlLLpeTjz76iHh5eRErKyvi7+9PTp06pevbpFAohNbRUwyMttOJ1q5di59++gn79++Hr68vfvvtN6xatQqZmZkICgri4B1QKO0fKvQUg6Jtc1avXr2wceNGLF26lH3s9ddfh42NDX766SejxU2hdCToZizFYOjSnCWTyV7wLbexsaEduBRKG6BCTzEYukwnmjhxInbv3o2CggKoVCqcOXMGiYmJKCkpMUbIFEqHhAo9xaT48ssv4e3tDV9fX3Tp0gXLli3D3Llzaa0+hdIG6LeHYjB0ac5ycXFBcnIypFIpHjx4gPz8fNjb28PLy8sYIbdbvv76a/Tr1w/W1tYIDQ1lfYla4ujRo/D19YW1tTWGDRuGkydPGilSChdQoacYjLZMzrK2toaHhweampogFAoRGxtr6HDbLUeOHMGqVauwdetWZGVlISAgABMnTkRZWVmzx2dmZmL69OmYP38+srOzIRAIIBAIcPPmTSNHTjEa3FZ3Ujo62k4nunTpEhEKheTu3bvkjz/+IH/+859J//79W12z3xkJCQkhS5cuZf+tVCpJr169yGeffdbs8W+++SaJjIzUeCw0NJS88847Bo2Twh10RU8xKFOnTsXOnTuxZcsWBAYGIicnB6mpqewGbXFxscZGa2NjIzZt2oTBgwdj8uTJ8PDwwIULF+Dk5PTKc/3xxx+Ijo5Gr169wOPxkJyc/MrnpKenIzg4GFZWVhg4cCAOHjyo4zvlBl0qmy5evKhxPPBsE7yl4yntH2qBQDE4y5Ytw7Jly5r9v/T0dI1/h4eHIy8vT6fzSKVSBAQEYN68eZgyZcorjy8qKkJkZCQWL16MQ4cO4ezZs1iwYAHc3d0xceJEnWIwNrrYTpeWlmpVCUVp/1Chp3QYIiIiEBER0erj4+Pj0b9/f+zatQsA4OfnhwsXLuCLL75oN0JPobQGmrqhdFo6QgpDl8qmnj17anU8pf1DhZ7SaWkphVFXV4eGhgaOotIOXSqbRowYoXE8AJw5c+aVlVCU9gtN3VAo7RxtbadXrFiB8PBw7Nq1C5GRkTh8+DCuXr2Kb7/9lsu3QTEgVOgpnZaWUhhdu3aFjY0NR1Fpz9SpU1FeXo4tW7agtLQUgYGBL1Q2qXcWjxw5Ej///DM2bdqEDRs2wNvbG8nJyRg6dChXb4FiYKh7JaVDwuPxkJSUBIFA0OIxa9euxcmTJ3Hjxg32sbfeegtVVVVITU01QpQUinGgOXpKh0EikSAnJwc5OTkAnpVP5uTkoLi4GACwfv16zJo1iz1+8eLFuHfvHj744APk5+dj3759+PXXX7Fy5UouwqdQDAZd0VM6DOnp6Rg7duwLj8+ePRsHDx7EnDlzcP/+fY3a/fT0dKxcuRJ5eXno3bs3Nm/ejDlz5hgvaArFCFChp1AolA4OTd1QKBRKB4cKPYVCoXRwqNBTKBRKB4cKPYVCoXRwqNBTKBRKB4cKPYVCoXRwqNBTKBRKB4cKPYVCoXRwqNBTKBRKB4cKPYVCoXRwqNBTKBRKB+f/AR5OIQW/XyEqAAAAAElFTkSuQmCC", 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", 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" ] @@ -511,7 +621,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.12" + "version": "3.12.9" }, "latex_envs": { "LaTeX_envs_menu_present": true, diff --git a/tutorials/tutorial7/tutorial-7-cffd.py b/tutorials/tutorial7/tutorial-7-cffd.py index 669a2077..282b7df1 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.py +++ b/tutorials/tutorial7/tutorial-7-cffd.py @@ -1,13 +1,34 @@ #!/usr/bin/env python # coding: utf-8 -from pygem.cffd import CFFD + +import sys +import platform +print(f"Python Version: {sys.version}") +print(f"Platform: {sys.platform}") +print(f"System: {platform.system()} {platform.release()}") + +try: + import pygem + print(f"PyGeM version: {pygem.__version__}") +except ImportError: + print(f"PyGeM not found. Installing...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + import pygem + print(f"PyGeM version: {pygem.__version__}") + import numpy as np +np.random.seed(42) + import matplotlib.pyplot as plt +from pygem.cffd import CFFD + np.random.seed(0) x = 0.5 * np.random.rand(100, 3) + 0.25 ax = plt.axes(projection="3d") ax.plot3D(x[:, 0], x[:, 1], x[:, 2], "o") + from pygem.ffd import FFD ffd = FFD([8, 8, 1]) @@ -33,6 +54,7 @@ def custom_linear_constraint(x): "The custom linear function on the classic FFD deformed points is", custom_linear_constraint(x_def), ) + from pygem.cffd import CFFD ffd = CFFD(np.array([1.0]), custom_linear_constraint, [3, 3, 1]) @@ -47,6 +69,7 @@ def custom_linear_constraint(x): "The custom linear function on the constrained FFD deformed points is", custom_linear_constraint(x_def), ) + from pygem.bffd import BFFD @@ -72,8 +95,14 @@ def mesh_points(num_pts=2000): ax.scatter(*mesh_def.T) ax.scatter(*ffd.control_points().T, s=50, c="red") plt.show() -import meshio -import numpy as np + +try: + import meshio +except ImportError: + print("meshio not found. Installing...") + import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "meshio"]) + import meshio mesh = meshio.read("../../tests/test_datasets/Stanford_Bunny.stl") points = mesh.points @@ -87,6 +116,7 @@ def mesh_points(num_pts=2000): ax.plot_trisurf( points[:, 0], points[:, 1], points[:, 2], triangles=faces, cmap=plt.cm.Spectral ) + from pygem.vffd import VFFD, _volume initvolume = _volume(points, faces) @@ -110,4 +140,4 @@ def mesh_points(num_pts=2000): mesh_def[:, 2], triangles=faces, cmap=plt.cm.Spectral, -) +) \ No newline at end of file From eec26a56e002c001d5d361cf21bb50c93be41a46 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 12 Nov 2025 14:09:10 +0100 Subject: [PATCH 10/50] updated OCC imports --- pygem/cad/cad_deformation.py | 15 +++++++-------- 1 file changed, 7 insertions(+), 8 deletions(-) diff --git a/pygem/cad/cad_deformation.py b/pygem/cad/cad_deformation.py index 47998a28..3bc5b70e 100644 --- a/pygem/cad/cad_deformation.py +++ b/pygem/cad/cad_deformation.py @@ -7,12 +7,11 @@ from itertools import product from OCC.Core.TopoDS import ( TopoDS_Shape, - topods_Wire, TopoDS_Compound, - topods_Face, - topods_Edge, TopoDS_Face, + TopoDS_Edge, TopoDS_Wire, + topods ) from OCC.Core.BRep import BRep_Builder from OCC.Core.TopExp import TopExp_Explorer @@ -195,7 +194,7 @@ def _bspline_surface_from_face(self, face): if not isinstance(face, TopoDS_Face): raise TypeError("face must be a TopoDS_Face") # TopoDS_Face converted to Nurbs - nurbs_face = topods_Face(BRepBuilderAPI_NurbsConvert(face).Shape()) + nurbs_face = topods.Face(BRepBuilderAPI_NurbsConvert(face).Shape()) # GeomSurface obtained from Nurbs face surface = BRep_Tool.Surface(nurbs_face) # surface is now further converted to a bspline surface @@ -221,7 +220,7 @@ def _bspline_curve_from_wire(self, wire): edge_explorer = TopExp_Explorer(wire, TopAbs_EDGE) while edge_explorer.More(): # getting the edge from the iterator - edge = topods_Edge(edge_explorer.Current()) + edge = topods.Edge(edge_explorer.Current()) # edge can be joined only if it is not degenerated (zero length) if BRep_Tool.Degenerated(edge): @@ -231,7 +230,7 @@ def _bspline_curve_from_wire(self, wire): # the edge must be converted to Nurbs edge nurbs_converter = BRepBuilderAPI_NurbsConvert(edge) nurbs_converter.Perform(edge) - nurbs_edge = topods_Edge(nurbs_converter.Shape()) + nurbs_edge = topods.Edge(nurbs_converter.Shape()) # here we extract the underlying curve from the Nurbs edge nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0] @@ -408,7 +407,7 @@ def __call__(self, obj, dst=None): # performing some conversions to get the right # format (BSplineSurface) # TopoDS_Face obtained from iterator - face = topods_Face(faces_explorer.Current()) + face = topods.Face(faces_explorer.Current()) # performing some conversions to get the right # format (BSplineSurface) bspline_surface = self._bspline_surface_from_face(face) @@ -438,7 +437,7 @@ def __call__(self, obj, dst=None): wire_explorer = TopExp_Explorer(face, TopAbs_WIRE) while wire_explorer.More(): # wire obtained from the iterator - wire = topods_Wire(wire_explorer.Current()) + wire = topods.Wire(wire_explorer.Current()) # getting a bpline curve joining all the edges of the wire composite_curve = self._bspline_curve_from_wire(wire) From ce3bf46effbe212b6fb29bb5e3b9581623135a08 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 12 Nov 2025 15:14:33 +0100 Subject: [PATCH 11/50] modified tutorial 2 --- tutorials/tutorial2/test_pipe_deformed.iges | 126 ++++++++ tutorials/tutorial2/tutorial-2-iges.ipynb | 325 ++++++++++---------- tutorials/tutorial2/tutorial-2-iges.py | 1 + 3 files changed, 288 insertions(+), 164 deletions(-) create mode 100644 tutorials/tutorial2/test_pipe_deformed.iges diff --git a/tutorials/tutorial2/test_pipe_deformed.iges b/tutorials/tutorial2/test_pipe_deformed.iges new file mode 100644 index 00000000..5a407728 --- /dev/null +++ b/tutorials/tutorial2/test_pipe_deformed.iges @@ -0,0 +1,126 @@ + S0000001 +,,31HOpen CASCADE IGES processor 7.9,13HFilename.iges, G0000001 +16HOpen CASCADE 7.9,31HOpen CASCADE IGES processor 7.9,32,308,15,308,15,G0000002 +,1.,2,2HMM,1,0.01,15H20251112.151200,1E-07,12431.818182,7Hkpandey,,11,0,G0000003 +15H20251112.151200,; 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Installing...\")\n", + " import subprocess\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", + "import numpy as np\n", + "np.random.seed(42)\n", "from pygem.cad import FFD" ] }, @@ -44,7 +87,14 @@ { "cell_type": "code", "execution_count": 2, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T14:12:00.753135Z", + "iopub.status.busy": "2025-11-12T14:12:00.752869Z", + "iopub.status.idle": "2025-11-12T14:12:00.760809Z", + "shell.execute_reply": "2025-11-12T14:12:00.760385Z" + } + }, "outputs": [ { "name": "stdout", @@ -93,7 +143,13 @@ ], "source": [ "ffd = FFD()\n", - "ffd.read_parameters(\"../tests/test_datasets/parameters_test_ffd_iges.prm\")\n", + "import os\n", + "\n", + "# Get absolute path to project root\n", + "project_root = os.path.abspath(os.path.join(os.getcwd(), '..', '..'))\n", + "\n", + "ffd.read_parameters(os.path.join(os.path.join(project_root, 'tests', 'test_datasets', 'parameters_test_ffd_iges.prm')))\n", + " \n", "print(ffd)" ] }, @@ -107,10 +163,98 @@ { "cell_type": "code", "execution_count": 3, - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T14:12:00.762389Z", + "iopub.status.busy": "2025-11-12T14:12:00.762224Z", + "iopub.status.idle": "2025-11-12T14:12:00.794558Z", + "shell.execute_reply": "2025-11-12T14:12:00.794133Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[32;1mTotal number of loaded entities 49.\n", + "\u001b[0m\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", + " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", + " if wire == breptools_OuterWire(face):\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", + " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", + " if wire == breptools_OuterWire(face):\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", + " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", + " if wire == breptools_OuterWire(face):\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", + " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", + " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", + " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", + " if wire == breptools_OuterWire(face):\n", + "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:158: DeprecationWarning: Call to deprecated function IGESControl_Controller_Init since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method IGESControl_Controller.Init\n", + " IGESControl_Controller_Init()\n" + ] + } + ], "source": [ - "input_cad_file_name = \"../tests/test_datasets/test_pipe.iges\"\n", + "input_cad_file_name = os.path.join(project_root, 'tests', 'test_datasets', 'test_pipe.iges')\n", "modified_cad_file_name = \"test_pipe_deformed.iges\"\n", "ffd(input_cad_file_name, modified_cad_file_name)" ] @@ -125,167 +269,20 @@ { "cell_type": "code", "execution_count": 4, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T14:12:00.796297Z", + "iopub.status.busy": "2025-11-12T14:12:00.796130Z", + "iopub.status.idle": "2025-11-12T14:12:00.912763Z", + "shell.execute_reply": "2025-11-12T14:12:00.912254Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " \t \r\n", - ",,31HOpen CASCADE IGES processor 7.3,13HFilename.iges, |\t,,31HOpen CASCADE IGES processor 7.4,13HFilename.iges, \r\n", - "16HOpen CASCADE 7.3,31HOpen CASCADE IGES processor 7.3,32,308 |\t16HOpen CASCADE 7.4,31HOpen CASCADE IGES processor 7.4,32,308\r\n", - ",1.,6,1HM,1,0.01,15H20200505.194413,1E-05,10.,5Hamola,,11,0, |\t,1.,2,2HMM,1,0.01,15H20201103.113126,1E-07,12431.818182,5Hnde\r\n", - "15H20200505.194413,; |\t15H20201103.113126,; \r\n", - " 402 1 0 0 0 0 0 \t 402 1 0 0 0 0 0 \r\n", - " 402 0 0 1 1 \t 402 0 0 1 1 \r\n", - " 144 2 0 0 0 0 0 \t 144 2 0 0 0 0 0 \r\n", - " 144 0 0 1 0 \t 144 0 0 1 0 \r\n", - " 120 3 0 0 0 0 0 |\t 128 3 0 0 0 0 0 \r\n", - " 120 0 0 1 0 |\t 128 0 0 10 0 \r\n", - " 110 4 0 0 0 0 0 |\t 142 13 0 0 0 0 0 \r\n", - " 110 0 0 1 0 |\t 142 0 0 1 0 \r\n", - " 110 5 0 0 0 0 0 |\t 126 14 0 0 0 0 0 \r\n", - " 110 0 0 1 0 |\t 126 0 0 14 0 \r\n", - " 142 6 0 0 0 0 0 |\t 144 28 0 0 0 0 0 \r\n", - " 142 0 0 1 0 |\t 144 0 0 1 0 \r\n", - " 102 7 0 0 0 0 0 |\t 128 29 0 0 0 0 0 \r\n", - " 102 0 0 1 0 |\t 128 0 0 10 0 \r\n", - " 110 8 0 0 0 0 0 |\t 142 39 0 0 0 0 0 \r\n", - " 110 0 0 1 0 |\t 142 0 0 1 0 \r\n", - " 110 9 0 0 0 0 0 |\t 126 40 0 0 0 0 0 \r\n", - " 110 0 0 1 0 |\t 126 0 0 14 0 \r\n", - " 110 10 0 0 0 0 0 |\t 144 54 0 0 0 0 0 \r\n", - " 110 0 0 1 0 |\t 144 0 0 1 0 \r\n", - " 110 11 0 0 0 0 0 |\t 128 55 0 0 0 0 0 \r\n", - " 110 0 0 1 0 |\t 128 0 0 5 0 \r\n", - " 102 12 0 0 0 0 0 |\t 142 60 0 0 0 0 0 \r\n", - " 102 0 0 1 0 |\t 142 0 0 1 0 \r\n", - " 100 13 0 0 0 0 27 |\t 126 61 0 0 0 0 0 \r\n", - " 100 0 0 1 0 |\t 126 0 0 12 0 \r\n", - " 124 14 0 0 0 0 0 |\t 144 73 0 0 0 0 0 \r\n", - " 124 0 0 1 0 |\t 144 0 0 1 0 \r\n", - " 110 15 0 0 0 0 0 |\t 128 74 0 0 0 0 0 \r\n", - " 110 0 0 1 0 |\t 128 0 0 4 0 \r\n", - " 100 16 0 0 0 0 0 |\t 142 78 0 0 0 0 0 \r\n", - " 100 0 0 1 0 |\t 142 0 0 1 0 \r\n", - " 126 17 0 0 0 0 0 |\t 126 79 0 0 0 0 0 \r\n", - " 126 0 0 2 0 |\t 126 0 0 8 0 \r\n", - " 144 19 0 0 0 0 0 |\t402,4,3,11,19,27; \r\n", - " 144 0 0 1 0 |\t144,5,1,0,7; \r\n", - " 120 20 0 0 0 0 0 |\t128,4,1,2,1,0,0,0,0,0,0.,0.,0.,1.570796327,1.570796327, \r\n", - " 120 0 0 1 0 |\t3.141592654,3.141592654,3.141592654,0.,0.,1.E+04,1.E+04,1., \r\n", - " 110 21 0 0 0 0 0 |\t0.707106781,1.,0.707106781,1.,1.,0.707106781,1.,0.707106781,1\r\n", - " 110 0 0 1 0 |\t1.E+03,1.795861237E-07,0.,999.99999982,1.E+03,0., \r\n", - " 110 22 0 0 0 0 0 |\t-1.795860127E-07,1.E+03,0.,-1.E+03,999.99999982,0.,-1.E+03, \r\n", - " 110 0 0 1 0 |\t-1.795860013E-07,0.,1.308823529E+03,411.764706129, \r\n", - " 142 23 0 0 0 0 0 |\t1.106818182E+04,1.589572192E+03,1.786096257E+03,1.106818182E+\r\n", - " 142 0 0 1 0 |\t308.823529182,1.411764706E+03,1.175E+04,-971.925133922, \r\n", - " 102 24 0 0 0 0 0 |\t1.037433155E+03,1.243181818E+04,-985.294117649,19.607842954, \r\n", - " 102 0 0 1 0 |\t1.243181818E+04,0.,3.141592654,0.,1.E+04; \r\n", - " 110 25 0 0 0 0 0 |\t142,0,5,0,9,2; \r\n", - " 110 0 0 1 0 |\t126,12,2,0,1,0,0,-7.965614692,-7.965614692,-7.965614692, \r\n", - " 110 26 0 0 0 0 0 |\t-6.394818365,-6.394818365,-4.824022038,-4.824022038,6.2831853\r\n", - " 110 0 0 1 0 |\t6.283185307,7.853981634,7.853981634,9.424777961,9.424777961, \r\n", - " 110 27 0 0 0 0 0 |\t20.531985306,20.531985306,20.531985306,1.,0.707106781,1., \r\n", - " 110 0 0 1 0 |\t0.707106781,1.,1.,1.,0.707106781,1.,0.707106781,1.,1.,1., \r\n", - " 110 28 0 0 0 0 0 |\t-1.E+03,1.224646799E-13,0.,-1000.,1.E+03,0.,6.123233996E-14, \r\n", - " 110 0 0 1 0 |\t1.E+03,0.,1.E+03,1000.,0.,1.E+03,0.,0.,1.E+03,-2.449293598E-1\r\n", - " 102 29 0 0 0 0 0 |\t5.E+03,1.308823529E+03,411.764705882,1.106818182E+04, \r\n", - " 102 0 0 1 0 |\t1.589572193E+03,1.786096257E+03,1.106818182E+04,308.823529412\r\n", - " 100 30 0 0 0 0 0 |\t1.411764706E+03,1.175E+04,-971.92513369,1.037433155E+03, \r\n", - " 100 0 0 1 0 |\t1.243181818E+04,-985.294117647,19.607843137,1.243181818E+04, \r\n", - " 110 31 0 0 0 0 0 |\t-1.E+03,1.224646799E-13,5.E+03,-1.E+03,1.224646799E-13,0., \r\n", - " 110 0 0 1 0 |\t-7.965614692,20.531985306,0.123925629,-0.99103112, \r\n", - " 100 32 0 0 0 0 63 |\t4.999758142E-02; \r\n", - " 100 0 0 1 0 |\t144,13,1,0,15; \r\n", - " 124 33 0 0 0 0 0 |\t128,4,1,2,1,0,0,0,0,0,0.,0.,0.,1.570796327,1.570796327, \r\n", - " 124 0 0 1 0 |\t3.141592654,3.141592654,3.141592654,0.,0.,1.E+04,1.E+04,1., \r\n", - " 126 34 0 0 0 0 0 |\t0.707106781,1.,0.707106781,1.,1.,0.707106781,1.,0.707106781,1\r\n", - " 126 0 0 2 0 |\t-1.E+03,4.10207102E-07,0.,-1.E+03,-999.999999795,0., \r\n", - " 144 36 0 0 0 0 0 |\t-2.051053886E-07,-1.E+03,0.,1000.,-1.E+03,0.,1.E+03, \r\n", - " 144 0 0 1 0 |\t-3.797643039E-12,0.,-985.294117642,19.607843555,1.243181818E+\r\n", - " 108 37 0 0 0 0 0 |\t-998.663102017,-998.217468604,1.243181818E+04,14.705882145, \r\n", - " 108 0 0 1 0 |\t-980.392156866,1.175E+04,1.028074866E+03,-962.566845202, \r\n", - " 142 38 0 0 0 0 0 |\t1.106818182E+04,1.308823529E+03,411.764705882,1.106818182E+04\r\n", - " 142 0 0 1 0 |\t0.,3.141592654,0.,1.E+04; \r\n", - " 102 39 0 0 0 0 0 |\t142,0,13,0,17,2; \r\n", - " 102 0 0 1 0 |\t126,12,2,0,1,0,0,-7.965614692,-7.965614692,-7.965614692, \r\n", - " 100 40 0 0 0 0 77 |\t-6.394818365,-6.394818365,-4.824022038,-4.824022038,6.2831853\r\n", - " 100 0 0 1 0 |\t6.283185307,7.853981634,7.853981634,9.424777961,9.424777961, \r\n", - " 124 41 0 0 0 0 0 |\t20.531985306,20.531985306,20.531985306,1.,0.707106781,1., \r\n", - " 124 0 0 1 0 |\t0.707106781,1.,1.,1.,0.707106781,1.,0.707106781,1.,1.,1., \r\n", - " 100 42 0 0 0 0 81 |\t-985.294117647,19.607843137,1.243181818E+04,-998.663101604, \r\n", - " 100 0 0 1 0 |\t-998.217468806,1.243181818E+04,14.705882353,-980.392156863, \r\n", - " 124 43 0 0 0 0 0 |\t1.175E+04,1.028074866E+03,-962.56684492,1.106818182E+04, \r\n", - " 124 0 0 1 0 |\t1.308823529E+03,411.764705882,1.106818182E+04,1.E+03, \r\n", - " 144 44 0 0 0 0 0 |\t-2.449293598E-13,5.E+03,1.E+03,-2.449293598E-13,0.,1000., \r\n", - " 144 0 0 1 0 |\t-1.E+03,0.,-1.836970199E-13,-1.E+03,0.,-1.E+03,-1000.,0., \r\n", - " 108 45 0 0 0 0 0 |\t-1.E+03,1.224646799E-13,0.,-1.E+03,1.224646799E-13,5.E+03, \r\n", - " 108 0 0 1 0 |\t-985.294117647,19.607843137,1.243181818E+04,-7.965614692, \r\n", - " 142 46 0 0 0 0 0 |\t20.531985306,6.574038599E-03,0.999966055,4.967051386E-03; \r\n", - " 142 0 0 1 0 |\t144,21,1,0,23; \r\n", - " 102 47 0 0 0 0 0 |\t128,1,1,1,1,0,0,1,0,0,-1.E+03,-1.E+03,1.E+03,1.E+03,-1.E+03, \r\n", - " 102 0 0 1 0 |\t-1.E+03,1.E+03,1.E+03,1.,1.,1.,1.,-998.663101604,-998.2174688\r\n", - " 100 48 0 0 0 0 93 |\t1.243181818E+04,1.028074866E+03,-962.56684492,1.106818182E+04\r\n", - " 100 0 0 1 0 |\t-971.92513369,1.037433155E+03,1.243181818E+04,1.589572193E+03\r\n", - " 124 49 0 0 0 0 0 |\t1.786096257E+03,1.106818182E+04,-1.E+03,1.E+03,-1.E+03,1.E+03\r\n", - " 124 0 0 1 0 |\t142,0,21,0,25,2; \r\n", - " 100 50 0 0 0 0 97 |\t126,8,2,0,1,0,0,-3.141592654,-3.141592654,-3.141592654, \r\n", - " 100 0 0 1 0 |\t-1.570796327,-1.570796327,-8.881784197E-16,-8.881784197E-16, \r\n", - " 124 51 0 0 0 0 0 |\t1.570796327,1.570796327,3.141592654,3.141592654,3.141592654,1\r\n", - " 124 0 0 1 0 |\t0.707106781,1.,0.707106781,1.,0.707106781,1.,0.707106781,1., \r\n", - "402,4,3,35,67,83; |\t-985.294117647,19.607843137,1.243181818E+04,-971.92513369, \r\n", - "144,5,1,0,11; |\t1.037433155E+03,1.243181818E+04,308.823529412,1.411764706E+03\r\n", - "120,7,9,3.141592654,6.283185307; |\t1.175E+04,1.589572193E+03,1.786096257E+03,1.106818182E+04, \r\n", - "110,0.,0.,1.,0.,0.,0.; |\t1.308823529E+03,411.764705882,1.106818182E+04,1.028074866E+03\r\n", - "110,1.,0.,0.,1.,0.,10.; |\t-962.56684492,1.106818182E+04,14.705882353,-980.392156863, \r\n", - "142,0,5,13,23,3; |\t1.175E+04,-998.663101604,-998.217468806,1.243181818E+04, \r\n", - "102,4,15,17,19,21; |\t-985.294117647,19.607843137,1.243181818E+04,-3.141592654, \r\n", - "110,1.,3.141592654,0.,1.,6.283185307,0.; |\t3.141592654,0.517939535,-6.36810904E-02,0.853043584; \r\n", - "110,1.,6.283185307,0.,0.,6.283185307,0.; |\t144,29,1,0,31; \r\n", - "110,0.,6.283185307,0.,-6.975736996E-17,3.141592654,0.; |\t128,1,1,1,1,0,0,1,0,0,-1.E+03,-1.E+03,1.E+03,1.E+03,-1.E+03, \r\n", - "110,-6.975736996E-17,3.141592654,0.,1.,3.141592654,0.; |\t-1.E+03,1.E+03,1.E+03,1.,1.,1.,1.,1.E+03,-1.E+03,0.,-1.E+03, \r\n", - "102,4,25,29,31,33; |\t-1.E+03,0.,1.E+03,1.E+03,0.,-1.E+03,1.E+03,0.,-1.E+03,1.E+03,\r\n", - "100,0.,0.,0.,-1.,1.224646799E-16,1.,-2.449293598E-16; |\t-1.E+03,1.E+03; \r\n", - "124,1.,0.,0.,0.,0.,-1.,0.,0.,0.,0.,-1.,10.; |\t142,0,29,0,33,2; \r\n", - "110,1.,-2.449293598E-16,10.,1.,-2.449293598E-16,0.; |\t126,8,2,1,1,0,0,4.440892099E-16,4.440892099E-16,4.440892099E-\r\n", - "100,0.,0.,0.,1.,0.,-1.,1.224646799E-16; |\t1.570796327,1.570796327,3.141592654,3.141592654,4.71238898, \r\n", - "126,1,1,1,0,1,0,0.,0.,10.,10.,1.,1.,-1.,1.224646799E-16,0.,-1 |\t4.71238898,6.283185307,6.283185307,6.283185307,1.,0.707106781\r\n", - "1.224646799E-16,10.,0.,10.,-1.,0.,-0.; |\t1.,0.707106781,1.,0.707106781,1.,0.707106781,1.,1.E+03, \r\n", - "144,37,1,0,43; |\t2.449293598E-13,0.,1000.,1.E+03,0.,-1.836970199E-13,1.E+03,0.\r\n", - "120,39,41,0.,3.141592654; |\t-1.E+03,1000.,0.,-1.E+03,-1.224646799E-13,0.,-1000.,-1.E+03,0\r\n", - "110,0.,0.,1.,0.,0.,0.; |\t6.123233996E-14,-1.E+03,0.,1.E+03,-1000.,0.,1.E+03,0.,0., \r\n", - "110,1.,0.,0.,1.,0.,10.; |\t4.440892099E-16,6.283185307,0.,0.,1.; \r\n", - "142,0,37,45,55,3; |\tS 1G 4D 34P 86 \r\n", - "102,4,47,49,51,53; <\r\n", - "110,-6.975736996E-17,3.141592654,0.,-1.395147399E-16,0.,0.; <\r\n", - "110,-1.395147399E-16,1.776356839E-15,0.,1.,3.996802889E-15,0. <\r\n", - "110,1.,1.776356839E-15,0.,1.,3.141592654,0.; <\r\n", - "110,1.,3.141592654,0.,-6.975736996E-17,3.141592654,0.; <\r\n", - "102,4,57,59,61,65; <\r\n", - "100,0.,0.,0.,-1.,1.224646799E-16,1.,-2.449293598E-16; <\r\n", - "110,1.,-2.449293598E-16,0.,1.,-2.449293598E-16,10.; <\r\n", - "100,0.,0.,0.,1.,0.,-1.,1.224646799E-16; <\r\n", - "124,1.,0.,0.,0.,0.,-1.,0.,0.,0.,0.,-1.,10.; <\r\n", - "126,1,1,1,0,1,0,0.,0.,10.,10.,1.,1.,-1.,1.224646799E-16,10.,- <\r\n", - "1.224646799E-16,0.,0.,10.,1.,0.,-0.; <\r\n", - "144,69,1,0,71; <\r\n", - "108,0.,0.,1.,10.,0,0.,0.,10.,0.; <\r\n", - "142,0,69,0,73,2; <\r\n", - "102,2,75,79; <\r\n", - "100,0.,0.,0.,1.,0.,-1.,1.224646799E-16; <\r\n", - "124,1.,0.,0.,0.,0.,1.,0.,0.,0.,0.,1.,10.; <\r\n", - "100,0.,0.,0.,-1.,1.224646799E-16,1.,-2.449293598E-16; <\r\n", - "124,1.,0.,0.,0.,0.,1.,0.,0.,0.,0.,1.,10.; <\r\n", - "144,85,1,0,87; <\r\n", - "108,-0.,-0.,-1.,-0.,0,0.,0.,0.,0.; <\r\n", - "142,0,85,0,89,2; <\r\n", - "102,2,91,95; <\r\n", - "100,0.,0.,0.,-1.,1.224646799E-16,1.,-2.449293598E-16; <\r\n", - "124,1.,0.,0.,0.,0.,-1.,0.,0.,0.,0.,-1.,0.; <\r\n", - "100,0.,0.,0.,1.,0.,-1.,1.224646799E-16; <\r\n", - "124,1.,0.,0.,0.,0.,-1.,0.,0.,0.,0.,-1.,0.; <\r\n", - "S 1G 4D 98P 51 <\r\n" + "diff: ../tests/test_datasets/test_pipe.iges: No such file or directory\r\n" ] } ], @@ -310,7 +307,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.6" + "version": "3.9.25" } }, "nbformat": 4, diff --git a/tutorials/tutorial2/tutorial-2-iges.py b/tutorials/tutorial2/tutorial-2-iges.py index 5e039029..23e09b33 100644 --- a/tutorials/tutorial2/tutorial-2-iges.py +++ b/tutorials/tutorial2/tutorial-2-iges.py @@ -31,6 +31,7 @@ from pygem.cad import FFD + # Since the visualisation of CAD files may be tricky (depending by the operating system, the graphical front-end, ...), we avoid for this tutorial any graphical renderer, letting to the reader the possibility to implement by himself the needed plotting routines. # # The `FFD` class in the **CAD** module shares the same interface with the original `FFD` class (for discrete geometries). We can simply parse a parameter file to set everything like we want (remember you can do the same directly setting the object attributes). From 3a8a27102fb2f51e5d4601c8baa340537edd74b9 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 12 Nov 2025 16:16:34 +0100 Subject: [PATCH 12/50] modified tutorial 5 --- tutorials/tutorial5/tutorial-5-file.ipynb | 252 +++++++++++++++++----- tutorials/tutorial5/tutorial-5-file.py | 53 ++++- 2 files changed, 240 insertions(+), 65 deletions(-) diff --git a/tutorials/tutorial5/tutorial-5-file.ipynb b/tutorials/tutorial5/tutorial-5-file.ipynb index ca3bf620..b0f1a584 100644 --- a/tutorials/tutorial5/tutorial-5-file.ipynb +++ b/tutorials/tutorial5/tutorial-5-file.ipynb @@ -19,14 +19,64 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:10.420287Z", + "iopub.status.busy": "2025-11-12T15:15:10.420136Z", + "iopub.status.idle": "2025-11-12T15:15:11.461462Z", + "shell.execute_reply": "2025-11-12T15:15:11.460996Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", + "[GCC 11.2.0]\n", + "Platform: linux\n", + "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PyGeM version: 2.0.0\n" + ] + } + ], "source": [ - "%matplotlib inline\n", + "import sys\n", + "import platform\n", + "import subprocess\n", "import numpy as np\n", "\n", - "from pygem import FFD\n", - "from smithers import io" + "print(f\"Python Version: {sys.version}\")\n", + "print(f\"Platform: {sys.platform}\")\n", + "print(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "try:\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "except ImportError:\n", + " print(f\"PyGeM not found. Installing...\")\n", + " # Installing from local source. It can be replaced with github installation once pushed and merged.\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", + "try:\n", + " from smithers import io\n", + "except ImportError:\n", + " print(\"smithers not found. Installing from GitHub...\")\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"git+https://github.com/mathLab/Smithers.git\"])\n", + " from smithers import io\n", + "\n", + "np.random.seed(42)\n", + "get_ipython().run_line_magic('matplotlib', 'inline')\n", + "\n", + "from pygem import FFD" ] }, { @@ -39,7 +89,14 @@ { "cell_type": "code", "execution_count": 2, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:11.463860Z", + "iopub.status.busy": "2025-11-12T15:15:11.463639Z", + "iopub.status.idle": "2025-11-12T15:15:11.469891Z", + "shell.execute_reply": "2025-11-12T15:15:11.469516Z" + } + }, "outputs": [], "source": [ "def plot(data, color=None):\n", @@ -78,35 +135,61 @@ { "cell_type": "code", "execution_count": 3, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:11.471533Z", + "iopub.status.busy": "2025-11-12T15:15:11.471380Z", + "iopub.status.idle": "2025-11-12T15:15:12.103867Z", + "shell.execute_reply": "2025-11-12T15:15:12.103424Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "--2021-07-02 15:42:19-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp\n", - "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.111.133, 185.199.108.133, 185.199.109.133, ...\n", - "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.111.133|:443... connected.\n", - "HTTP request sent, awaiting response... 200 OK\n", - "Length: 2498 (2.4K) [text/plain]\n", - "Saving to: ‘cube.vtp’\n", - "\n", - "100%[======================================>] 2,498 --.-K/s in 0s \n", - "\n", - "2021-07-02 15:42:19 (66.5 MB/s) - ‘cube.vtp’ saved [2498/2498]\n", - "\n" + "--2025-11-12 16:15:11-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\r\n", + "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "HTTP request sent, awaiting response... " + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "200 OK\r\n", + "Length: 2498 (2.4K) [text/plain]\r\n", + "Saving to: ‘cube.vtp’\r\n", + "\r\n", + "\r", + "cube.vtp 0%[ ] 0 --.-KB/s \r", + "cube.vtp 100%[===================>] 2.44K --.-KB/s in 0s \r\n", + "\r\n", + "2025-11-12 16:15:11 (82.5 MB/s) - ‘cube.vtp’ saved [2498/2498]\r\n", + "\r\n" ] }, { "data": { - "image/png": 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\n", + "image/png": 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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -129,7 +212,14 @@ { "cell_type": "code", "execution_count": 4, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:12.106899Z", + "iopub.status.busy": "2025-11-12T15:15:12.106717Z", + "iopub.status.idle": "2025-11-12T15:15:12.109544Z", + "shell.execute_reply": "2025-11-12T15:15:12.109159Z" + } + }, "outputs": [], "source": [ "ffd = FFD()\n", @@ -149,7 +239,14 @@ { "cell_type": "code", "execution_count": 5, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:12.111115Z", + "iopub.status.busy": "2025-11-12T15:15:12.110954Z", + "iopub.status.idle": "2025-11-12T15:15:12.113664Z", + "shell.execute_reply": "2025-11-12T15:15:12.113295Z" + } + }, "outputs": [], "source": [ "vtp_content[\"points\"] = ffd(vtp_content[\"points\"])" @@ -165,18 +262,23 @@ { "cell_type": "code", "execution_count": 6, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:12.115151Z", + "iopub.status.busy": "2025-11-12T15:15:12.114994Z", + "iopub.status.idle": "2025-11-12T15:15:12.242350Z", + "shell.execute_reply": "2025-11-12T15:15:12.241986Z" + } + }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -194,7 +296,14 @@ { "cell_type": "code", "execution_count": 7, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:12.245088Z", + "iopub.status.busy": "2025-11-12T15:15:12.244929Z", + "iopub.status.idle": "2025-11-12T15:15:12.247952Z", + "shell.execute_reply": "2025-11-12T15:15:12.247576Z" + } + }, "outputs": [], "source": [ "io.VTPHandler.write(\"deform_cube.vtp\", vtp_content)" @@ -213,23 +322,51 @@ { "cell_type": "code", "execution_count": 8, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:12.249613Z", + "iopub.status.busy": "2025-11-12T15:15:12.249461Z", + "iopub.status.idle": "2025-11-12T15:15:12.772847Z", + "shell.execute_reply": "2025-11-12T15:15:12.772394Z" + } + }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "--2021-07-02 15:42:20-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl\n", - "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.109.133, 185.199.108.133, 185.199.110.133, ...\n", - "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.109.133|:443... connected.\n", - "HTTP request sent, awaiting response... 200 OK\n", - "Length: 1509 (1.5K) [text/plain]\n", - "Saving to: ‘cube.stl’\n", - "\n", - "100%[======================================>] 1,509 --.-K/s in 0s \n", - "\n", - "2021-07-02 15:42:20 (32.4 MB/s) - ‘cube.stl’ saved [1509/1509]\n", - "\n" + "--2025-11-12 16:15:12-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.110.133, 185.199.109.133, 185.199.108.133, ...\r\n", + "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.110.133|:443... connected.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "HTTP request sent, awaiting response... " + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "200 OK\r\n", + "Length: 1509 (1.5K) [text/plain]\r\n", + "Saving to: ‘cube.stl’\r\n", + "\r\n", + "\r", + "cube.stl 0%[ ] 0 --.-KB/s \r", + "cube.stl 100%[===================>] 1.47K --.-KB/s in 0s \r\n", + "\r\n", + "2025-11-12 16:15:12 (49.0 MB/s) - ‘cube.stl’ saved [1509/1509]\r\n", + "\r\n" ] } ], @@ -253,30 +390,33 @@ { "cell_type": "code", "execution_count": 9, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:15:12.774917Z", + "iopub.status.busy": "2025-11-12T15:15:12.774735Z", + "iopub.status.idle": "2025-11-12T15:15:13.034219Z", + "shell.execute_reply": "2025-11-12T15:15:13.033826Z" + } + }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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qBQUF0Ol0YFkWExMTsFqtaG9vx9TUFHQ6Hf++q1QqQYUMVyNDQoYQEyRciLQklDcLh8vlQn19PbRaLWpra4N6aQgpXOI9Fpca4uoaVCpV2HP5tuEG1krY7Xa+ViKaO/PZmK8blxhcirnzSyQS6PV66PV6lJaW8kLGYrGgtbUVTqdzhpCJ9PickOE+x5yQGR0dhU6ng8FgICFDiAISLkTaMZs3CzBt0d7c3IylS5fytu3BkEqlgtW4xJMqGhkZQUtLC+8lMzo6GvWxgtVKTE5OwmKxoL29HQ6Hg9/QTCYTlEplTGtNFfMx0sMxm3DyFTJlZWVgGIYXMi0tLXA6ndDr9byQieR9587FCZmxsTFkZGTA5XLB5XIBmP68+3YtkZAhkgkJFyKt4Apwg6WGGIZBe3s7xsbGsH79+rB3m6lOFbEsi/b2dlitVlRXV/ObSrh1RbJuiUQCnU4HnU7H35nbbDZYLBY0NTXB7XbDYDDw3StCtIQnmnRthxbi/JEilUphMBhgMBiwYMECMAzj9767XC4YDAa+RiYSIcP5yASLyIQSMrG4TxNEpJBwIdICLjXU1NSEnJycGS63U1NTqKurQ05ODqqrqyPO86eqOJcbM2AymWasVwjhEuxvAje08fFxvkbG6/Xym1lmZmbIjqX5HPlIFfEIJ6lUCqPRCKPRCAD8+261WnH06FG43W4YjUb+vQ8mYBmG8RMigREZEjJEsiHhQogeX28WYObmOTQ0hI6ODlRWViIrKyvi4wqZKopGTASmhuI5VqxIpVJkZmYiMzMTixYtgtfrxdjYGF8jI5FI+M3MaDTy6YD5iBgiLkJt/L7v+8KFC8EwDMbGxmC1WjEwMACv1zsjEhfu+ZOQIZINCRdCtATzZvEVG16vF83NzXC5XKitrYVCoYjq+MkuzvVNZfmmhhJxrmiRyWQwmUwwmUwAALfbDavVipGREXR0dEAulyMjI4OfyUQbT/JIpIjlvIGysrJ4ARsYifN4PLBYLFAqlRF9x4IJGa4uzVfIBPrIEESkkHAhREkobxZu07bZbGhoaEBxcTFKS0tjuiNOpnDhUkPZ2dlhU1mpnEXEoVAokJubyxc3u1wu9Pb2wmw248iRI/zgwEjn7aQzYoi4JOv8MpmMf1+B6ZuDTz/9FHa7HXV1dWAYxi8SF6mQCbQpYFkWTqczqI8MCRkiHCRcCNExmzeLRCLBiRMnMD4+jpUrV0Kv18d8nmQJlxMnTqC1tRXLly/nIxrxrCsVwoYbOyCVSlFeXs5PQO7r65sxbydSd9doSKWQS7WITKVwkslkUCgUWLBgAVQqFTweD59a6unpAcuyfOppttooX0jIEPFCwoUQDeG8WdxuN4aGhqBQKLBhw4a4Z/ckusaFYRi0tbXBZrNFlRqKRJikekqz7wRkXw+Zrq4uTE5O+nmJqNVqQc6dyqjHfIm4hDu/XC5HdnY2X5vl8XhgtVphtVrR3d0NAH4RGSGEDJdiysnJ4UcfzOUIHxEeEi6EKAjnzWK1WtHY2MgXDgoxcDCRERff1ND69eujutD6HivY36XSxTXUz0N5yHCmaNF6iYgJMQmHVDBbTZNcLkdOTg5ycnIATN9cjI2NwWw2o6urK2iRdzgCv/9TU1MYGRmBTqfjf8ZFgkjIzE9IuBApZzZvFpZl0dXVhRMnTmDt2rUYGRkR5WBE32NFmxoKd9zZziVGAj1kfL1Ejh49Co/HA4PBAJPJhMzMzKiLqucbqRYu0ZxfoVDMEDK+Rd4ymYwXMgaDISIhw7IsZDKZX7EvwzBwOBz82jghw6WWSMjMbUi4ECkjXGrI6XSivr4eer0eNTU1fFeR1+sV5PxCp4oYhkFLSwtsNhtqampiNnXzFSZiFiiR4usl4tuCa7FY0Nvby9dJRJNeSCbpJBwSARcFjYVgRd5WqxXDw8Nob2/ni4EzMzNhNBqDRnYCzx/s5oYTMhwkZOY24rpCEPMGX2+WYKkhLmpRUVHB370B05ug7+DBeBAycuF0OmGxWJCZmRl1aijadaUy4iLEeX1bcAHwBZ9cjYxEIuEfj/SufK6TauEkVHEsNyg0Ly8PwLSQsVgsGB4eRltbGxQKhV9EhjN2nO38JGTmHyRciKQS6M0SzLZ/toJWodM7QjA8PIzW1lZotVqUl5fHfbxIhEsqSNR5Aws+ufTCiRMn0N7eDrlcDoZhoFQq+c6mZJLqiIcYSNTzz8jIQH5+PvLz8wF8fgMwNDSE1tZWfkJ1RkZGxP5BJGTmPiRciKQRmBoKvFhwXhH5+fkhoxZCpnfihWEYtLa2YnJyEmvWrEFzc3NCzhNs45wLKaRQBKYXnE4nmpqaMDo6imPHjs0rD5n5hu/Ec2C6yL2rqwvj4+M4cuQIMjIy/N77eITM1NSUn1keCZn0gYQLkRRm82YBgGPHjqGrqwuVlZXIzMwMeRyxFKZys5Hy8vJQUVEBj8eTNDM7sbwGyUKpVEKr1SInJwdZWVl863Vvby8mJiag0WhgMpn41utEeMjMZx+RVH7WVCoV9Ho9DAYDiouLMTU1BavViv7+fkxMTMQkYrnrD/eekpBJP0i4EAnFNzUUrACXG5zo9XpRU1MTtsNEDBEXLh/vOxuJK84VAjH7uIgBtVoNtVqNoqIisCwLu90Oi8WCjo4OTE1N+XnIhJsQTogfrqsI+Py95/yDOCNETsRyRoiZmZmCChmPxwO1Wg2lUklCRgSQcCESBmdM1tLSguXLl8/4sttsNtTX16OsrAzFxcURX2RStWlzXUNTU1MzuoaEvJCJtcYFEJ9gkkgk0Gq10Gq1KCkpAcuymJiYgMViQUtLC5xOJ+/9E2r6cTjme41Lqp97qNoWiUQyQ8QGi8Zxxb5arTZmIdPd3Y3c3Fx+yrZcLuf/IyGTfEi4EAnBNzU0NjY2I8fc29uLwcFBrFq1ys9YKhypirj41t8sW7ZsxoVK6IhLuMdTISDS4eIskUig1+uh1+tRVlbGe8iYzWYMDg7C4/HAaDTyd+XkISN+oinKDTRCtNvtvKvv5OQktFotL2QiHU3Bfbc5w7vAKDJAQibZkHAhBCWwAJf7onO4XC40NDRApVKhtrY26lZXrj0ymRw/fhzt7e1YsWJFyPobocWE2CIb6YqvhwwwbXYYykMmMzMz6OdxvkdcUk2sPjK+0ThfIWOxWNDZ2Qm73Q6tVus3miLUeXzFU7CIDDdFm0Mul/M1MlKplD4/AkPChRCMcN4sZrMZTU1NWLJkCd/+GC1CRjbCMVtqKNi6hIKKc2ci1POVyWQwmUy8ozE3a4ezqJdKpcjMzITJZOJ9RIjUIlRxdLC0Ijeaor293a8+KjMz00/IzBb1Cda1xAkZTvSSkBEWEi5E3ITzZmFZFu3t7TCbzVi3bl1cQ/eSFXHhUkMFBQVBU0OJxFeYiO0Cl0rBlIjXInDWDufsevz4cd4QDZgeHEiRl9QQaaooWgJHU/jWR7W3t8PhcPBCxu12R7yG2YQM97hv1xIJmegh4ULERThvFofDAbvdDpZlUV1dHfcFKBkRl6GhIXR0dMyaGkokVOOSOgKdXZ1OJ1pbW2E2mzE8PAyVSsWnFiIt9kxnxBDZS5RwCSSwPoplWdhsNlitVkxMTODTTz+FwWDgU4uRdqxFImR8a2RIyISHhAsRM+FSQ1zbsFKpxEknnSTIORMZcWEYBs3NzXA6naitrU1p4SalisSBUqmEXq+HRqNBbm4u37XiW+wZSY1EuiKGz1k8s5LiQSKRwGAwwGAwYHh4GGvWrOFrZJqbm+FyuWKaeh5MyHg8Hr+INQmZ2SHhQkRNOG8WrjbEbrejpqYGR44cEezciYi4cG2UXGooWOt2MiFhIi58TRMDu1Z8ayR8UwsmkynijUzMiMF8TyxrkMlkvJBZsGDBjKnnbrc7ptZ7EjLRQ8KFiAqWZeFyuUJGWSYnJ1FXV4fCwsKE1IYI3Q4tkUh4196qqiq++ySVUHFuehCsRoLbyJqamuByufxar2OdFp5KxFDXk6xUUTgCX4dgU8/Hx8dhsVj41ntOyETz/gcTMm63G52dnfz55ruQIeFCREw42/6BgQH09PSgqqoKBoMhIWsQctP2er1wOBwYGhpKeWrIF7FehFItmFL1ukS6efumFrg7cm4j6+/vh9fr9Wu9lsvDX35TLVBTlaYJXIMYhEs4uI40ri7O6/XOeP+NRiP/GYj0esMV8zqdTl6kuN1uuN1usCyL66+/Hvv27UvkUxMdJFyIsAQW4Aaz7T969CgAoLa2NugFWag7N6EiLlxkSCaToaqqSjSihcN3wwrcvFItIFJBOj5f341s0aJFfh4yPT09AMBvYkajUZQeMmJI04hBPMWCTCbj00bA5x5CVqsVfX19YBiG/3xEYobIMAxvbsd9VhwOBwYHBxP+XMQGCRdiVsKlhsbGxtDY2IiFCxeiqKgo6DE4sRGt2VwwhNi0udTQihUr0NraGveahIZ7jg6HA5999plfEaDJZJqXwiWVCCUegnnIWCwWjIyMoKOjw2+j4zxkxCBcUi0axCCehCDw/Q9mhuibWgy8AfR6vTNeB7vdHpe9RLpCwoUISWCBWGDetaenB0NDQ1i9ejW0Wm3I4wi50cZzLK/Xi+bmZrjdbn6goxiGNgYikUgwPj6Ojo4OVFRUQKvV8kWgR48ehd1uh0aj4Te6SFIOhPiQy+XIzc1Fbm4ugGkPGYvFgqGhIbS2tkKpVMJgMMDr9aZMQIghTSOGNSSCYEKWEzLd3d0A/CNywW7+OPff+QZd8YgZhPNmcblcqK+vh1arRW1tbdiLipDiINaLN5caKi4uRmlpKX8csUUvWJbF6OgonE4nampqIJfL+W4Frnaip6cHbrcb4+Pj6O3tBQA/t1chIlvBENtrlSySJRoyMjKQn5/Pu0o7HA6MjIzA5XLh8OHD/OTjaObsxItYIi6pjjolA7lcjuzsbGRnZwOY6eo8OTmJ3t5eZGdn86nFqakpaDSaiM9x8OBB3HrrrfB6vdixYwfuvPNOv8d7e3uxdetWWK1WeL1ePPzww7jgggsEfZ5CQMKF8INhGIyMjECv1wcVLaOjo2hubsbSpUv5O8VwpDqqMTg4iO7u7qBFw2LajF0uF+rq6sCyLBYtWgSlUgmv1zvj9zjXTS4153a7YbVaceLECbS3t0Mul8NkMiErK4t/H4n0Q6VSIS8vDyMjI1i9ejXvIcNtYlzrNechkwhSLRo4UrmGVEV8Al2dDx8+DKPRiNHRUfzyl7/EgQMHUFVVhampKUxNTYX9DHi9XuzevRt//etfUVJSgpqaGmzevBmVlZX87zz44IPYsmULbrzxRhw9ehQXXHABH/0REyRcCAD+3iwNDQ3YuHGj3+MMw6C9vR1jY2NYv359xK6RQOqEi9frRVNTEzweT8ii4WTOPpoNLg20dOlSTE5ORvW3CoXCL+XgdDphNpvR398Pm80GjUbDC5m5aJKWaFK9eYfzkGlra4PD4YjJDC0c6VoYKyRiSlXl5uYiLy8Pd9xxB7Zu3Yo9e/Zg//792LRpE3Q6Hc444wycccYZOO2002ZEXg8dOoQlS5agvLwcAHDllVdi//79fsKFS1MD0/WLoeoWUw0JF4L3CfB6vUGjLJw5W05ODqqrq6O+kKVCuExMTKC+vh4lJSUoKSkJueZUTJv2hasVOn78OD/HiRuRAAS/0wwXJVIqlSgsLERhYaHfRFzOJC0RG1wyEHs7dDLPHeghE2iG5ushEk3rbbDzi2XTThViEi6+n4X8/HysX78ek5OTePzxx3HixAm89957+MMf/oBTTz11hnAZGBhAaWkp/++SkhJ89NFHfr9z33334ZxzzsHPfvYzTE5O4m9/+1tin1CMkHCZ54TzZuHm9lRWVvJtfdGSbHEwW2ooEKFTRdFsclx0S6lUoqamhr84Cl3M7DsRN9gGZzQaYTKZIvIWSZXIE0s6L9lEGvEIZobGFXr29fWBZVm/Qs9IC7pTHW0SA2ISLoFwhfrAdDTmsssuw2WXXRbz8X7729/iuuuuw+23344PP/wQ11xzDRoaGkT3/Em4zFPCebNwHTgulytuc7ZkpWO41JDX6w2ZGgq2NqE7niK50I+Pj6OhoQGLFi1CYWHhjMfDOefG+noN0sjWAAAgAElEQVQGbnBcS6bZbEZ3dzckEgl/l240Gv0+F/N1A0v15h3LuaVSqZ+HiG/HSldXl9/7PFtBt5g37WQhlJVDIvAVLuEoLi5GX18f/+/+/n4UFxf7/c6vfvUrHDx4EABwyimn8AXi3NBRsUDCZR4SzpuFYRh89NFHKCkp8evAiZVkpIoiTQ0lcm2RiCCWZTEwMIC+vj6sWrUKOp0u5uMIQWBLptvthsVi4QdkZmRk8PUx8zXqkUqEEk2BHSvBCro5IaPX63mxkmrRJgaC+aeIhampqYjboWtqatDW1oauri4UFxfj1VdfxSuvvOL3O2VlZfj73/+O6667Dk1NTXA4HBE3YSQTEi7zDC7KEiw1xLIs+vv7MTU1hZqaGt66Ol4SLVy4UQMrV66EXq+P6m+T6THj9XrR2NgIYNphONRdXLiISiI3EoVCgby8PP4Oy+FwwGw2o7e3F+Pj47zwMplM88b4KtU1LokgWEE3N2PHZrNBqVQiKysr5aJFDGJZDFGnUK+D3W7nxWg45HI5nn76aZx77rnwer3Ytm0bVqxYgXvvvRfV1dXYvHkzHnvsMezcuRNPPPEEJBIJXnjhhZR/BoJBwmWeEC415Ha70djYCLlcDqPRGJU3QDgSIVy4LqimpiawLBtxaigQIYXLbLU8nI9MaWkpiouLZ70YiGnIokqlQlFREYqKijA+Po6uri4wDIPW1lY4nU7o9Xo+IpOOQwTFTrJEk1KpREFBAQoKCgCAb70+duwY7HY77HZ70j1kAHFEfMQgXLxeb9AbHbvd7ldwG44LLrhghi/L/fffz/9/ZWUlPvjgg9gXmiRIuMwDGIaB2+0OmRqyWq1obGxEeXk5CgsL8fHHHwsqNBIx0dlms6GhoQFlZWVhhUC4Ywm5tmCCwnf6dCTDJ8XkLeOLVCqFQqFAaWmpXyeL2WzGwMAAP0TQZDJFVQAaCanu/BJbV1GiUavVUKvVvMlZbm4uLBYLOjs7MTU15echE401QrSIoR1bDMIlVJ1NtAZ0cwUSLnMYX28WADO+fCzLoqurCydOnMDatWv5L4DQQkPoriKuGyeW1FAgQq4t8FgMw6C5uZl3wRVqkKNYhI1voS83RNBqtfIFoL4FotzsnXiYb+Ih1ecGPt+0fTvTWJbFxMQELBYLWlpa4HQ6/VqvhYy8iaEdWwzCJVSdTTQ1LnMJEi5zlHDeLE6nE/X19dDr9X6tuEBiIiRCHI+bQu31elFTUyNIjUWialw475v8/HwsX748qs1HTKmiaJDJZH4FoMFm73BpJa1Wm/I76XQg1cIlmHCQSCTQ6/XQ6/UoKyvzi7wNDg7yLfbcsMB4BLtYREOqu4pCRVwmJycp4kLMDcJ5s5w4cQKtra2oqKjg7aR9SUTEJd7j2Ww21NfXo6ysDC6XS7CLWSKEC/f6xup9I1ZhEi2Bs3e4uonu7u6kWdYLwXyOuERyft/IGxB86jHnIZOZmRmVCBCDcBHDGmaLuJBwIdKacAW4DMOgra0NNpsN1dXVIV1TZTJZ0Bk5sRKPcOG6WHp7e/n24eHhYcGEldAijasBqKmpiTlkLuaISzzn5eomioqK/NINXKGvwWDgIzJCpdXSHTEIl2g37WBTj32HBUqlUj8zvNmOL5Yal1RPYA8V9eHqjeYbJFzmCOG8Wex2O5+6WL9+fdiuFqEjLlydTTRwqSGJRIINGzbwX9xktjBHCtdOWlBQEPb1jXZNwY6VCuEi5AYSLN0wPj4Os9k8w+lVqLb8WJnPERchNu3AYYEulwtWqxXDw8Nhh4JSjcvsa4jGgG4uQcJlDsAV4IZKDXFdLZWVlRFtAjKZLOWpIi41tGDBghnujsk2jQuH2WxGU1MTdDodysrKEr7RpPoONBFwd+Hc59P3Lr2zsxNOpxNSqRQFBQV+BmlznVQLl0ScPyMjw88riBP9AwMDsNlsUKlUfApRDOZvYhAus7VDU3EukVZwE2JHRkZQUFAw48vl8Xh4C/xouloSUZwbqTjgTPD6+/vjcpaNZm3xpLG4rqz169ejra1NkHWJOVWULALv0uvr66FSqXiDNG5zM5lMCfcVme8Rl0Sf39dDhmVZOBwOvhZqfHwcEokEAwMDKZtuLgbhQu3Q/pBwSVM4bxan04njx4/PmHfjW8warc9JqopzPR4PGhsbIZPJZnWWFXJ9Uqk0pnoet9uN+vp6aDQavitLKEEhZmGSqnVxHUsLFiwAy7J8oW9nZyfsdrvfxOtE+ookm1QLl2SnaiQSiV8t1OjoKI4fPw6GYfjp5snykOEQg3AJFXnyer3zsh6MhEuaEejNElhIy7Isent7MTg4GDJiEY5UCBdu6ODChQtRVFQU9niprHEZGxtDQ0MDlixZwnfMxHqsSNYUuHnFe56uri4sWrQopnWJAYlEAo1GA41Gg+LiYr7Q12w284NBfSdex3thn88Rl1SfH5iOyHCmhyzL8tPNfd9rrhYqEe7NYmmHDvY5FusNTqIh4ZJGBPNm8a1HcblcaGxshFKpnDViEY5kCheWZdHX14eBgYGIhZaQxcPRprG4tfoa9sVyrEjO5XtcIXC5XDjvvPNw5MgRSOVSLD1pKc479zxs27YNCxcuFOQcqcC30HfBggVgGIafeM214/pOvI7lezFfhUuqu3oCox0SiQQGgwEGg4F/r8fHx2GxWNDf38+7N3NCRohuILFEXAK7QOeraAFIuKQNobxZOFFgsVhw9OjRGVGAWIg1fTLb8YIJDY/Hg4aGBigUiqiEltBut0KlsYSMuAT7/3jO09bWhrO/dDZcrAvQAIyDQUZRBp7/7fP46ZM/hUajQVVVFS6+6GJce+21EY0mECu+jr3A9HtnsVgwMjKCjo4OfhKyyWSa0cUSjPk6boA7fyo37XCiwbeom3Nv5jxkenp6AMCv9ToW0SoW4RLqmpPqiFgqIOEicnxTQ8G8WaRSKex2O9ra2rBu3TpBjLxibV+e7XiBF/9oUkOBJDviMjExgbq6uqAdTtEeS4g1RXue3/zmN7j5lptRUVuBe391L64840rAAbS3tePNljfhsDvw5itv4t397+KBhx/A3d+9G1mmLGyo2YArrrgCF110Ucp9LOJBLpcHnYTc398Pm80GjUbDC5lQxZ/zNeKS6vNHG/EJ5SEzOjqKjo4OyGSyqMdQiEG4BFsDy7LzNuqSvlejeUA4bxaHw4H6+nqwLIvq6mrBvlyJtPz3TbesXr06pla+ZNa4DA4Ooru7O6K5SGIszt21axde3fsqrvjWFbjpvptgHjEDUuBLX/sS/vqbv+L2Xbfjp7/6KbbcsAVbbtgCABjsHsSBFw/gw798iJ037MS27dtQXFyMU085FWeeeSaqqqoEWVs0CHmBDuxisdvtsFgs6Ojo4At9OV8RpVI5ryMuqU4VxRvxCeYh4zuGIiMjgxcyoaJvYhAuwSIuTqdzThWiRwMJF5ESzrZ/eHgYbW1tWLZsGVpaWgT9YiWqxsXtdqOxsTHq1FAgQkdcgh3L6/WiubkZbrcbtbW1EUUchFqXEBEXq9WKM88+E719vXj49YdxyhdPAQBIZdOfkzufvBPv/v5dfPLmJ/jNr3+Dr237Gv+3RQuLcMO9N+CGe28AANQfqsefXvoT3nvvPfzu97/DLd+4BUuWLMG555yL7du3J60+JhEbqEQimTFAkJu7c/ToUXg8HrhcLpjNZuTk5KQk8pTOwiFehBYNgWMouNbr/v5+TExMQK1W80KGa7MXS3Fu4BrsdruoR2UkEhIuIiMS2/6WlhbY7fa4bOVnIxGW/06nE4cPH8aiRYtmtG7Hcjwh26EDRQDnMlxYWBiVoVyyNphw5/nXv/6FS756CfR5erzW+Bqy87P5x+Sy6a+8IkOB7d/fjue++xyee/g5rK1Zi8qVlUGPt7J2JVbWroTT6URXZxcGWwfx9mtvY8+re/DkU09CrVFjZdXKOVEf41v8uXDhQni9Xnz88ccYHx9Hf38/JBKJX6Fvojf1VKcCxBDxSaRYVKlUKCwsRGFhoV+bfVdXFz9Py+FwwOl0ptQvJVg79Hw1nwNIuIgKLioRKjU0OTnJb6jLli1L2AVFSGHAsixvGnbKKacI8kVLpOU/F8lasWJF1FbzyUwVhXr8kUcewYM/fBAbN2/Egy8+OONi53vXdtXNV2HvU3vBsAxu23ob9r2/Dxrd7BdnuVyOsy46C2dddBYAYHJ8Em/+9k28t/+9OVkfI5PJIJfLUV5eDrlcDrfbzdvVt7W18akGk8kEnU4n+HdSDBGPVAuXZD3/YG32k5OTsFqtvIeMr19QqFlviSBY1Ge+2v0DJFxEQaA3SzDRMjAwgJ6eHlRVVSX8jlYo4eJ2u/muIb1eL9jdQSIs/7kBlBMTEzFHslKZKvJ4PLjkkkvwz//9J2557BZctvOy4H8csAfc9exd+M4l34HeoMdN19yEF954Iaq1ag1abNm1BVt2TdfHDPUOYd8L+/Dvv/ybr48pKirCptM34frrr8fJJ58c1fHFhkKh8Cv05VINvb29mJiYgFar9Zt4He+mn+qIR6qFUyqfv0QigU6nQ0ZGBlatWgWGYXi/IC6NaDAY+Pc7kUZwwQQcCRciZQSmhgK/pNygQQCz1loI+QUXQhhwJm2LFy9Gbm4ujhw5IsjaAGEjLlwH1ZEjR5CTk4N169bF/DoK9fpH+/x6enpw5tlnwu6y47n3n0PF6oqQvyuT+t+1nXz2yShfUw7XhAs9LT147IeP4fbv3h58XQj//ArKCvzqYxqONOCPL/4R77z3Dl7d+ypkMhkWL16Mc885Fzt27EgL/5jZvluBqQa73Q6z2TzjDt1kMsUkhsUgXOZLxCUcUqnUL43I+QVxNTIMw/iZ4QkZaaSIiz8kXFJIuNTQ2NgYGhsbw7YMcxudGIQLy7Lo6enB0NAQb9LGMIwopk0HY2xsDCMjI1izZg2ys7PD/8EsCFk0HO48nLDZt28ftm3fhoUrF+LlP78cNtUTrMjw/hfux9VrrsZVd1yF37z4G9ScXINNZ28SZK1V1VWoqp7uQvJ6vHj/rffx9t638eJrL+Kpnz0FtUaNqhVVuGjzRbj22mtDpudSXesRCb6FvqWlpWAYhi/0bWhoiMkcbb4Lh1SffzaC+QVxQqa7u9uvHspgMMRd4Bv4OSDhQiSVcN4svpt/JC3DXDFtqtuhudQQ59zLrUfI9mVAmIgLy7Lo7OzE8PAwTCZT3KJFqHX5HodlWXR3d6Ovr4+/kzOZTPzjt912G55/4XlsvmEzbv9J8ChJINx7wjIsJNLpC2FpeSlO3Xwq3vzVm7jw6gvx/Vu/j71/24u8gry4n4svMrkMZ154Js688EwA0/Uxf977Z7y37z388JEf4p7v3YMsUxZqq2uxZcsWXHLJJX6be7p5qUilUhiNRhiNRt4czWq18hsbZ55mMplCeoqkWrik+vxiFi6ByOVyZGdn89cSrh7qxIkTaG9v540PudbreJ/XfB2wCJBwSTrhvFlcLhc/vM9385+NVA1F9MVqtaKxsRGLFy9GQUGBYGsJRrzPl3uN9Xo9qqqq0NHRIci6hBQuXq8Xn332GTIyMlBdXY3JyUn+zn1sbAy33nYr+gb68P2Xvs8XykZ07P8TKwzD+KWN7vn5PfjKwq+gMLMQpaWl2HXlLrz+j9f5308EWoMWl++8HJfvvBzAdH3M/hf348ODH2LX7l3YsXMHXx+zadMmlJeXJ2wtyYAbFOm7sfl6iiiVSl6carVawSOpsTDfzx8PgfVQnPEh16zAvd9ZWVkxFXZTVxGRFBiGQXd3NwoKCvhpwr6Mjo6iubkZS5cu5T/skZCI9uVIhUGw1FCiiUe4cALrpJNOQl5eHux2e0oHNgaDM0SrrKxEYWEhP0jOaDTCarXiqq9dBZlWhsfeegxKnRItzS0wGA0wGoxQayIrCPV6vZDJPxcuWoMWW27dghceegG/b/k9Lj/rctz1jbvw8NMPC/78QlFQVoBd9+zCrnt2AQCOfnIUB/YcwDvvTtfH3PKNW1C+uBznnTM9XylZQiZRm6dCoUBeXh7y8qYjW1wrbk9PD1/oG2xGTTKZT11Foc4v1PP3NT4EPn+/ucJuzsHZ10NmNijiQiQU3wLc3t5eFBYW+n0ouZHtY2NjWL9+fdRuiEJHXHwHN86Gy+VCQ0MD1Gp1xNEhIYhlAw0lsBLZWh0LQ0NDaG9vh8FgQFFRkd/xnn32Wdx1911Yc9Ya3PjQjahYNl2E63a5MTY2hmNDx3hTKqNhWuhkKIMXhHqZmUJ31/d24cAvD+CZu57B479+HLuv2o0/vPIHXHrVpXE9p1ipXFeJynXT3jJtrW3oaezB3//wd7/6mBWVK3j/mGjb18WGWq2GWq3m3/fJyUm0tbVhYGAA/f39fh0sifBvCsV8Fy6JOn/g+83dsHR2dsJut0On0/nV0AQyOTnJi975RnokD9MYLjXEdQ0FRkempqZw+PBhyGQyVFdXx2ThnEiL/lBYrVYcPnwYxcXFWL58eVIvLtE+X4/Hg88++wx2ux21tbV+dyliES4Mw6C5uRmDg4NYs2aNXyEfwzDYcsUW3Hn3ndj+g+348as/9ntckaFATm4OFi9ejKqqKhQXFcPr9aK7uxsNDQ3o6e6BxWKB1+MjVoIE6KRSKW597Fa8vfdtFBYVYsdtO/DUA0+hrbktpuckJBKpBKedfxoeevkhHGg/gIPHDuLrD34dbq0bP3zkhyhbUIayhWW49NJLsXfvXng8HmHPn+TNm2vF1ev1WLx4Maqrq1FQUAC73Y6GhgYcOXIE7e3tGB0dFTTaGmotqWK+RHy4wu6SkhKsXLkStbW1KCsrg8fjQUtLCyYnJ9Hc3Izjx4/DZrMBiC7icvDgQVRUVGDJkiV4+OGHg/7Oa6+9hsrKSqxYsQJXXXWVYM8tEVDEJYF4PJ4Z3iyccFEoFBgaGkJHRwcqKytDqupIEDpVNNuFgisYHR4eTlpqKJBoBILNZkN9fX1Ix95EeMJEi9PpxGeffYacnBxUVFTwox4A4NixYzjt9NNgHjfjZ2//DKs2rILL6Zp1DWqNGmqNGgWFBWAZFhMTE9MRmWPH+JZms9WMIk3RjBqW87ach+cfeh73XnMvfv63n+Pjf32MW665BW+8/wbvuisGNDoNLt15KS7dOR0NGu4fxhsvvIF//+XfuOmWm/D1XV9HYVEhNp22Cddeey1OO+20FK84Nrg0VeAUZG54oNlsRmdnJz88kJt4nS4FreFItY9MqiI+EokEer0eer0ehYWFqK+vR2FhISwWC+68807+3x6PB+eff/6s0Uav14vdu3fjr3/9K0pKSlBTU4PNmzejsvJzp+y2tjY89NBD+OCDD5CVlYXh4eFkPM2YEc+VaA4xmzcL18rb0dEBl8uF2trauI2LhI64hIIratVqtaipqUnZBSXS59vf34++vj6sWrUKOp0u6O+kOuJisVhw9OhRLFu2jC/a5I5z8OBBbLliCwoWF+D1Q69DZwz+HGZdk1QCvUEPvWF6QKTHPR2JMI+YYbFaoFKqoNfrYTAaoFKpIJFI8P1ffR83nnEjGj5qwOPPP46LN16MW667Bc++9GzU5xeMMC9rXknejPqYP774R7z37nvY+7u9kEqlWLx4Mc754jnYtm0blixZkoRFx0+o+ppQwwO5wk+VSsWnGbhC33RkLqeKolmDXC7n69yef/55TExM4Fvf+hZ6enpw4YUXwuPxYNOmTdi8eTM2btzo9/eHDh3CkiVL+JqwK6+8Evv37/cTLv/zP/+D3bt38zfQYk9BkXARmHDeLAzD4LPPPkNZWRlKS0sFuaBEWpMSD9wGyxW1ppJwAsHr9eLo0aNgWRY1NTWz+mWkSrhwNTfHjx+fUdckkUjwzDPPYO9re3He1vNw51N3+n1O4lmzXDH9WhSXFMOUY4LD4YBt3IaB/gFMOaag1WqRX5aPqtOrcP+2+/Fa42v4xd5f4Gvnfw3P/vRZnHfReTGdVwii+a741scwDIP3/zztH/Py71/G0888DbVajRUrVuCizRdh69atoq2PibQwOHB44NTUFMxmM7q7u/mZO1xEJp0mCqdaOIhhwGIwqwudTgeVSoWdO3fi1FNPhc1mwz//+U8cP358xt8PDAygtLSU/3dJSQk++ugjv99pbW0FAGzcuBFerxf33Xcfzjsvdd/1cJBwEYhA2/5g3iz9/f2wWq1Yvnz5rIZy0SKVShOW5/ZNDa1bty7maaRc3YwQF6HZIi7cPKeSkhKUlJSEveinIlXk8XjQ0NCAjIyMGZErh8OBs84+C59+9inu+fU9OP+K8+H2CGO29/lCAcY7/ZxVKhVUKhVy83KnCwQn7RgbH8O1d12LO758B17+6cu48LoLcecP78SP7voRihcUY2nFUmHXk2CkUinO+MoZOOMrZwAA7BN2HNx7EO+88Q4eevQhfO/e7yEzKxPV66pxxRVX4NJLLxXVfKVYbm7UajWKi4v5mTsTExOwWCxobm7mu9SSYVUfL/OlxmU2Qomnqakpvh1ar9fjggsuiPkcHo8HbW1tePfdd9Hf349Nmzahvr5etIJePN/ONIZlWbjdbni93qBRFrfbjcbGRsjlchQUFAh+x5OoVBGXGtLpdHGnhoQ0oQslEIaGhtDZ2RnVPKdkR1wmJiZQX1+PsrIyFBcX+z129OhRnHnWmWAzWNz3u/vwpfO/FPJ48a452OdFIpFAq9NCq9OiqKgI5157Ll768Us4/eLTUVpRig2bNuDpB5/GhlM2oLi0OG3TDxqdBl/d/lV8dftXAUzXx3D+MVx9TEFhATadtglbt25N+3Zk33qJsrIyP6v6vr4+sCzLG+EZjcaURxgCoVRR8DX4CpfZKC4uRl9fH//v/v7+GdeekpISbNiwAQqFAosWLcLSpUvR1taGmpqa+J9AApgbFVwphGEYOJ3OkKLFarXi0KFDyM/PR1VVFRQKheDREaGLc4FpBX748GGUlpaioqIi7i+vkHb4gUKNYRg0NTXh2LFjqKmpiWoIpZCbbzjhMjQ0hLq6uunOn4ALx69//WvU1NZgweoF2N+2HwUloU38hBBbfh1GIfj2Y9+Gl/HiT8/9CStWrMB9T9yHrKws3HztzWiob0B7eztODJ+A0+mMay2pJq8kDzvv3olfv/9r/H3k73ju3eew/oL1eP+T9/HlC7+Mc849B9U11bjrrrvQ3t6e1LUlwkOGs6ovLy/H+vXrsWbNGmRmZmJkZASffPIJ/vOf/6C7uxvj4+NpMWohkYhBuISKuExOTkbUHFFTU4O2tjZ0dXXB5XLh1VdfxebNm/1+5+KLL8a7774LABgZGUFra6uoDR9JuMQIF2XhLtqBhnKcpXxLSwvWrl3Ld7QkQmQIGXHh1u10OrF27VrB6lmEXKNv9IZrJ1epVFizZk1Kw96hBAXDMGhpacHg4CBqamqg1+v9Hrvmmmuw++bduPquq/HcX55DhiIjsRuGJHjEJRBFhgLb792O3//i95gYn4BSqcTdj96NCfMEfvfi7/i2696e3tBt12nIsnXLcMcTd2Dvf/biHcs72P7wduRV5eGV11/BuvXrkF+QjzPPOhNPPPEEzGZzwteT6MgWV+i7dOlS1NTUoLKyEiqVCgMDA7Db7airq0N/fz8mJyfnnZARg3CJN+Iil8vx9NNP49xzz8Xy5cuxZcsWrFixAvfeey8OHDgAADj33HORnZ2NyspKnHnmmXjkkUcEGYOSKChVFAPhbPudTidvKR+YYklEWkeooYMulwt1dXXQ6/XQ6XSChsiFriVhGAYnTpxAa2tr3O3kQhFMuDidTtTV1cFkMmHt2rV+n5WRkRGcvul0DAwN4Ik/P4ENZ2yI+TzRwtW4hOO/dv8XXn3yVTyw7QH88Lc/hN6gx0+e+wluu+421JxSgwsvvTBk2zU3SVen0yV0dEAikUqlWHv6Wlx9w9UAfOpj9r2DHz/+Y3z/vu/z9TFbtmzBV7/6VUHN4VIhFDiH1/z8fNhsNixZsoRvu7bb7X4Tr1OZRksGYinODVXjEqkdxQUXXDCjBub+++/n/18ikeDxxx/H448/Ht9ikwQJlyjh2py5EG6gaBkZGUFLSwsqKir4VkVfEhFxEeKYZrMZTU1N/LiBQ4cOTc+zEehLK7RwmZycRHd3N6qrq0Vz8QwUFFwnVrDPwjvvvINLvnoJsoqz8EbLGzDlmvyPE6b/N+5UURDn3FDc9exd+M4l30FPSw8gB9adsg7X7LoGj37vUaxauwoLyhcEbbset41jdHQUPb09UGYop4WMT9t1tHAeNKkksD7mxOAJ7HthHz48+CF2f2M3du3ahYKiAt4/5vTTT4/rfKmc1cOdW6PRQKPRoKSkBCzLwmaz8Z9tj8fjV+grpqJmIRBDxCWUcPF6vXPu9Y6U+fmsYyDQmyXww8wwDNra2mCz2WbdTGUymSDREV/iEQVcamh0dNSvLVfoFmuhhAtn1sayLKqrq0VVIOo71bm3txfHjh0L2on1wAMP4EcP/QhnXH4GHnz+wRmfpXDPSYjnHM17cfLZJ2Px2sW4f9v9uGvPXQCAnd/aiU/+/Qluuuom7Ht/HxQZ/ik6uUIOk8kEk2lakDmdToyPjfu1XRsNRhgMhhl/m07kFuVi5907sfPunQCAlk9bcOClA3j/H+/jtd+/BqlUivJF5TjnS+dg+/btUfvHpFq4BPtscpG0BQsWwOv18oW+vb29AOA38TrV0Yp4EYNwEcMaxAYJlwgI583C5YHz8/Oxfv36WS80iUoVxRJx4VJaBoMB1dXVM1JaQg9ujDdK4Osl09HRISrRAnw+1bmurg5yuXzG/CaXy4XzLzgfH/77Q9z+9O24dFtkM4ACn2ckEZnZDxh5qojjB8//AFevuRp1/6zDsuXLAABPvvQkLj7tYty67Vb8/OWfz/r3SqUSuXm5M9quOzo64GW8MOinN1qB6DIAACAASURBVEO9Xg+pLH0v0hVrKvDtNd8GMH3d+ODtD3Dw1YN45Y1X8MzPn4FKrcKK5Stw4YUX4rrrruOFXShSLVzCnVsmk/kJVLfbDavVihMnTqC9vR1y+bSAzcrKgl6vF913Nhyc+Vsq4ZzWfUnnqdlCQMJlFsJ5swDTluxdXV2orKyMqOc9UamiaMVQuEnUQnYBxXu8QC8ZlUqV9O6OSHA6nRgeHsbSpUtRUlLi91hHRwc2fWETnIwTez7agyUrUufcKkH070VpeSlOufAU7HlwD7Z8fQsAIEOZgWdeeQbXbb4Ov3z6l9hx847Izh/Qds14GdhsNoyPj6N/oB9ymRx6gx5GgxEabfgpuWJFKpXi9PNOx+nnTaeLHHYH3nr1Lbyz7x385Kc/wX0/uA/GLCOq11bj8ssvx2WXXTajPkbswiUQhUKB3Nxc/pridDphNpvR398Pm80GjUbDCxm1evZJ5mIoBBZDtCPUGuazeCHhEgLOtEkulweNsng8HjQ1NcHr9aKmpibibpZUdxWxLIuOjg6YzeZZJ1GLJVXkdrtRX18PtVqd0jED4Th+/Dja2tqQmZk5Q7Ts3bsX23Zsw5J1S/DswWdjNvHjkcR5UY+wqyiQu565CxeVX4SXH3sZV98+Xay66KRFuP2+2/HovY9i/Yb1WFuzNurjSmVSGDONMGYaAXw+7fr48HFMTk5CrVbD4XTA6XSGnHadDqg0Klyy7RJcsu0SANP1Mfv37Me/Dv4Lt3zzFtx4440oKCrAaaeehmuvvRZf+MIXUro5CbFpK5VKFBYWorCw0G8Ccnt7OxwOB1/om5WVNSO9LoaNWQzCJViNixhEXSoh4RIEhmHgcrlw+PBhnHrqqTO+PNzgPs5ELJovVyJSRZGKIa7DJTMzc0ZqKBCh1xnL8cbGxtDY2Ijy8nIUFIT2NUklXG3TxMQEqqqq0N/f7/f4DTfcgD0v7sGW27bgth/dlqJVziSWlmWdTocvXfMlPP/Q89hyyxY+OrD5is049M9D+PaOb+P1916HITNyH51gcNOuc3JzwLIsHFMOtHe0Y3BwEO5eN/S66dlKep2eH2GQjuQW5WLHXTuw467pSFVrXSv279mPD/7xAf7w+h8gkUpQVFiEL1/wZezcuRMnnXRSUtcntHDgJiBzU5AZhgla6GsymfjodapFgxiES7AmCYfDEf8NUBqTvt/6BDDbcETu8b6+PgwMDMw6uG82UhVx4VJDobqdYjlmNEQbFerv70d/fz9Wr14dkVdBKvBtdV63bp2fz8X4+DhO33Q6Oro78OM//Binnx97d0ngBiKEk2qs7+3FX78Y//vG/+InN/0E9/zyHv7nDzz1ALactQW7rtqFV958RbANj5t2rVKqsHDhQsjlcr7teujYEADMibZrAFi6aim+/djn9TEf/vVDvPb/XsPe/Xvxi+d+AZVahcrlldh84eaI6mPiJdF2+1KplB8cuHDhQr7Ql5uxBHw+PNJoNKZEQAjZWRkrwWYV2e32iFuh5yIkXALwFS2cyJDL5XC5XGhsbIRSqURtbW3MH+Zk17hwqSGLxTJraiiQVAkXj8eDo0ePQiqVxvU6Jxqr1YrGxsYZNUIsy+LQoUM47/zzoMnW4PdNv0d+YX4KVxqcWN5biUQCqUSK2x67DT/a8SPc8MANyCmcFsESqQTP/e45XHbmZfjR936E7z74XaGXzJ8n0W3XYkAqlWLjuRthKjWhoqICLqcLB1+bnq/0yE8fma6PyTRi/dr12LJlS9D6mHgJ1lWUSAILfScmJtDU1ITh4WG0tbUhIyODr4/R6XRJeW+DiYZkEyxVFKlr7lxFnAUDKYJrc+a+EJzIsFgsOHz4MIqKilBZWRnXZprMriKn04kjR47wrcPRzEgSep2RzvE5fPgwTCYTqqqqkipaopnq3Nvbi+bmZqxdu9ZPtEilUrz00ks448wzsPqs1djfvF+UogWITbhwnHv5uShcXIh7r77X7+emXBN++PQP8Zff/QV/+dNf4l1iRHBt1wsXLURVVRXKFpRBKpVioH8ADQ0N063+I6NwuwQeVJkkWExH21QaFS6+7mI8uf9JvNX/Fl5vfR0X33wx+sb7cMs3b0Fubi6WLluKbdu24b333hPku5vqGhOZTAaVSoWKigrU1tZi2bJlkMvl6O3txaFDh9DQ0ICBgQFMTU0lbA1iTRVFYz43F6GIyyxIpVJ0dnbCZrPFNRnZl2SlijgjvGXLlsVk3ZzsiMvg4CC6u7uxcuVKP0v8ZMCJqnAXaa/Xi8bGRkilUtTU1PhdTBiGwWWXX4Z33n0Hu3+8G1+7+WuJXnbsxNAOHch9v7wPu87YhfoP67HylJX8z0854xRs2boFD93xEKpWVaG4rHiWowjPXGu7ZlkWwXz3cgpzsP0727H9O9sBTNfHHHjxAD78x4d4/ZLXIYEEixYtwhfP/iK2b9+OioqKqM8ttsnMKpUKRUVFKCoqAsuymJychMViQWtrK5xOJ/R6PR+RESr6JAbhEipVJNYUejIg4RIAt4k5HA5YrVYolcqwhazRkCjhwkUMWJZFe3s7rFZrXK6yyRIuDMOgubkZLpcLtbW1KfFM4NY223s8OTmJuro6lJaWzugaGhgYwMbTNmJscgzf3fNdfPmyLwu+RiHvfiWQROWcG4xl65Zh1RdW4YHtD+C1o6/5PXbz3TfjP4f/gxv/60a88d4bkMlTk+6bK23Xkaxr6aql+O9H/xvA/9XH/O1DvPXKW3jtwGt+9TEXfuVCbN26NaI6t2SnigKZ7TspkUig0+mg0+lQWlrKF/qazWYMDAzA6/X6TbyO9boiBuESLOLCddvNV8R/y5EChoeH8fHHH8NoNKK4uFjQD24iUkUcDocDR44cgUQiidsKPxnCxW6349ChQ9BqtVi9enXKjJ7CpbGGh4fx6aeforKycoZo+eMf/4hly5dBnafGH5r/gPIVwk5UDVYkHv9BAdYbfTtloPHdD371AxwfPI4397w543effuVpOKecuH3X7XEtVUi4tuvSslKsWLEC5eXlUGYocXz4OBoa5s60a6lUio3nbMSDLzyIfa378Pbxt7H7kd1gs1g8+tSjKF9cjtIFpbj44ovxm9/8Bi6XK+hxUp0qikY0cIW+ixYtwrp167Bu3TqYTCZYLBZ8+umn+OSTT9DV1QWr1RrVdU0swiXwfaBUEeFHc3MzJiYmUFNTg87OTsGjI4m6EHg8Hnz88ccxp4YCSYSPi++oA67gbsWKFREZ9wVDqAtrKOHCsiw/xqGmpmZG+Pn222/Hz5/9Ob6y4yu4+6m74fa4geNxLyfhxGJAFwxTngnnbz0fP7vzZzj/mvP9LvBqtRpPv/w0dnx1B1765Uu4Zsc1cZ9PaBQZCmTnZCM7J5tvux4fH0dvTy+cLif0uuki4HT3zFBpVLho60W4aOtFAICRoREcePEAPvjzB/jGt76Bm266CXkFeTh94+m45ppr8IUvfIG/0UilcInn+y2TyZCdnc1fC7nupKGhIbS2tkKpVPJpJa1WG/I8YhiyCMzcNyKdDD1XIeESQGFhIW9NnYi0jtAwDIP29nY4nU5s2rRJsIGDQk2c9j0ey7J+vifBxECkRFqXEunaAjdyblK20WjEunXr/M5jt9tx5llnouFoA37w8g/wpa9+yW9NoidGA7pg3P7I7fjbq3/Dz+/+OW5++Ga/x06qPAm33HULnnroKaytWYuq1VUxnyfRryvXdq3WqJFfkM9Pux4fH4fT6UTT0aY503adU5CDbXdsw7Y7tgEA2hrasH/Pfnz49w/x+qXT9TELFy3Eaaeehs2bNyfdP4ZDyGhHRkYG8vPzkZ8/XSw/NTUFi8WC7u5uTE5OQqfT8UZ4vimYVEedQkHt0IQfmZmZ/EVd7MLF4XCgrq4O2dnZ0Gg0gk5JTkRXkcvlwpEjR5CdnT1DDMRyPKE2s8BjhWp1BoC6ujqc/cWzIdfK8WrdqyhZWBLyOGJFIom/xoVDkaHAju/vwHPffQ5b79wKfaZ/YfVlWy/Dof89hG9d/y3se38fNLr0uNhybdc6vQ7WMStOOukkjNvGYTab/duuDQao1Onbdg0AJ1WdhP9+5PP6mH//7d9467dv4cDbB7DnxT1QqVRYvnw5vvLlr+D666+PqD5GCBKZplGr1VCr1Xyh78TEhF+hr8FggMlkEq1woXZoIiRiFi4nTpzAxx9/jCVLlmDx4sWCf7mEFi6Tk5MYHBzE4sWLBVmvkOsLnOrc1NQ0o9UZAH7xi1/g5FNOxkm1J+FA2wE/0QJMp2DSQbgAsXcVBXt+V950JYx5Rjyw/YGgf/Pj534MrUaLG752Q0znFANc2/WChQv8264H50bbNYdUKsWp55yKB55/AM9/9Dz2/GcPdj+6GzABjz/9OMoXl6OkrAQXXXQRXnrppZD1MUKQrFSVRCKBXq9HWVkZVq9ejerqahQUFGBiYgJTU1M4cuQI2tvbMTo6Kpr9YL6niki4zEIihUusGxzDMGhpaUFPTw+qq6t5syahhyIKJQw4A7xjx44hLy9PkPobQPiIi9vtRkNDA8bGxlBbW+t3N8MwDK648gp881vfxPXfvx7P/OmZkIXE6SJcWCaGdc6yh9z58zvx0V8/Qk9zz8w/k0rw3GvPoa+9D4/e/2j0500lbPC6NK7tesmSJaiqqkJ+Xj6cLic6OzvR2NiIvt4+jFnH4m47TyksoNJO18c8ue9JvNX3FvZ17MOlt16K/ol+fPO/v4nc3FycVHESrr/+evzjH/8Q9BqUqsJYqVSKzMxMlJeXQ6PRYM2aNcjMzITZbMYnn3yCTz75BN3d3RgbG0tYowVHqOvJfBculCoKwPciJZPJEnJHEWt9hm9qaP369X5/H0lLbzQIIVxcLhfq6+uh0+mwfPlyDA0NCbI2QNiIC8MwaGhoQFlZGUpLS/0eGx4exsbTN2J4ZBhPv/001p22LuRxEpUqcjld08M+ZcLZ6At9wT357JOxeO1i3HvtvdhzaM+Mx/OK8vCDJ36Ae265BzWn1uALX/xCVMcXsyD0bbtGEdK27ToQlmUhCVCrpjwTrv/29bj+29cDmK6POfDiAfz77//GG5e9wdfHfPGsL2Lbtm1Yvnx5XOdPdUcPAMjlcuTk5PApMpfLBbPZjMHBQdj+P3vnHRhVlbbx30wmvUwqkAIJIZAKkkCCiKCAstIFRMECsiJFQQUEK9IUEVhFpVhAEVZBRRB0lbXXVemQQnohvfdJnbnfH9kZU2aSKXcy8ds8f0Hm3nPOnXLPc9/3fZ63uho7Ozvc3Nxwd3fHwUHcz1dXy4HeGpde6IS5Ii7qcQ35URYXF5OcnExoaKjWHiWt2xOIAVOJgbpOZPDgwfTp00f0pxOxiEtRURHl5eWEhobi4+PT5rVvv/2W2XNm4+nvyafJn+Lq0bn6qb1c2FQIgkBeXh7FJcUIgtDGzt7Ujdwc3+tN727i3uH38uu/fmXM1DEdXh83aRwz75rJxsc2cvTroz3WVbg1tG3eXUFbt+uqqqo/u13b2SOXy3GRu4halyY29HkQGhwxmDXb12iO/+O7P/jyyJcc+9cx3nzrTWztbAkNCWX6tOkG18f0BCmyNtjY2NCvXz/69euHIAiaQt/09HQUCkWbjteGuJVrg659olcO3QudMDdxsba27vJYtQpHlyRXjZ7QzRn+tMTPz88nMjJS8+NqbZInBkyNbqiN+iorK/H09OwQdn3uuefYsXMHt9xzCxvf3NjtN1BBEEhKTsLWxpaw0DCQtLRwqK6qJjcnl/r6ejIzMnGRu+Di7GJQl2RjIy5dPUn2D+zPmJljeGnFS5yaekrrMWs2r+HK+Sssnb+UE9+dMEid81eJVLRHB9l1fT1VlR1l14Z+jt0BQ95zqVTK6FtGM/qW0QA01rf0V/ruxHe8vPtltjy/BRe5C1HDo5g7dy533XVXp6pCSzc41Of+IpFIcHBwwMHBAV9fX02hb1lZmcZYs3XHa33u+a2hS47d65zbC50wF3HRlxTU1dVx5coVvLy8OqSGjB1T7DW2RnNzM3FxcVhbW3ewxO9JNTitpc4jRozg6tWrmrEaGxuZNGkSZ86f4am3nmL6vdNFW7O+qKuro76+Hm9vb/r26UtTcxOCIGBnZ4ednR1efbyIi4vDw8Oj5Um+oMU8Rl+5rkQiMa7GRQ88u+9ZpvpP5fDOw9z3uHbvln1H93H7jbfzxMon2L5nu1nWIRbEVpVIJBKNoqW97Fr9OTo7OyOXy43qPi8mTL12GzsbZiyYwYwFMwAoKyrj5Hsn+fWLX1m1dhUrVqygT78+jBk9hnvvvZcJEya0eUCwdKrImIiPutDX2dkZf39/VCqVpuP1tWvXEARBE42Ry+VdEjNda+iNuPSiDdrXuJgz4tIZ1AZtYWFhuLm5iTKmITCUGFRXVxMbG0tAQECHlIsx43UFYyMulZWVxMXFaVJYrcdKTk5m3M3jUEqVHD57mMAQcV1w9UFZWRnXsq+1FH96euk8TiL5s0uyL75tuiRnZmV2mY4wV1Ghg5MDdz12Fwe3HeSuR7Q/UTs4O/DKwVdYPm85Hx3+iDvvu9Msa/kroHW3a/XnWF1TrZFdNzQ0UFhQaBHZtUqlEtXNun19TFpCGiffO8mZb87w6Z2fIkGCf4A/t0xo6a9kb2//lyMu7SGVSjVEBVoe7srLyykpKSEtLQ2ZTKapj1H7h7VGb8RFO3qJSyewBHFRqVQkJydTW1trkEGbJSMuubm5ZGVlMWzYMJ1PiT0hIpSdnU1OTk6bFBa0kIAPP/yQx9c+TsioEHZ/sRs7W9Ny04ZCEARycnKorq4mPDycxKuJBp2vluuqvSe0pSPUaSUxDei0YckzSzj59km2P7SdZ/c/q/WY8Mhwlqxawp4X9jB8xHCGhA0x23pMQXf7eMisZW02utjYWI3sWq0kkbvIcXFxwdrGsLSDoRAwb8RjUNggVr+0Gmj5Pp75/gxfHvmST774hLfefgsbWxuGDB7C7TNvZ9GiRR3sCcwNc9TYyGQyvLy8NNfS0NBAeXm55rfv4OCgITL29vY602X/6xGXnlf51INgzlSRtnHr6uo4e/Ystra2REVFGeQqq2tMY6GP5b9SqSQuLo6SkhJiYmI6DW1bMuKiVCqJjY2lvLy8g9QZ4Nlnn2X1mtXctfou9n+7v9tJS7OymcSkRJQqJaGhoVjLrNsU+hq6carTEX379WXwkMGEh4Xj7u5ObU0tSclJCIJAaWkptTW1ZlHrSKVSVr28iq8//privGKdx9277F6iRkWxcsFK6urqRF/H/wdIpVKLya5VKlWnEngxIZVKuX7i9Wzav4kTiSf4pvgbFjy3ACsvK3bt3cWgoEH49vdlxowZHDp0iPr6erOvqTuKg21tbenXrx9hYWHExMQQGNgS5U1LS+Ps2bNkZGSgUCg69M9SKBR6pxJPnz5NcHAwQUFBbNu2Tedxn3zyCRKJhHPnzhl/Qd2E3ohLO3RXqqj9Jm5oakifMU1BV0RIoVBw+fJlfH196d+/f5ebq6UiLgqFgitXruDj49NhnWVlZYy9aSxZ2VlsfH8jk2ZNEm19+kKhUJCSmoKfr18bjxtRfWpapSOg5b2zsrL6U+Vib4/cRY5cLsfG1rgWDO0x6Y5JvLP1HZ677zn2fbtP53E7D+xk1o2zWLFgBQc+PqDzOEvJoS3pnNr+mruSXVtJrXCRu4gnuxawWKrGxs6G8bePZ9b9s3B2caasqIxTh0/xy79+YfW61axYuYK+fftyw+gbuO+++5g4caLon1N39ymSSCQ4Ojri6OiIn5+fRuhQVlZGQkICDQ0NHDp0iLFjx9LY2KhXd2ilUsnDDz/M119/jZ+fH9HR0cyYMYOwsLA2x1VXV/Pqq68yatQoc12eqOiNuHSC7kgVqVQqEhMTycnJITo62ijSAt1LDAoLC7l48SJhYWEMGDBArxuG2B4n+oxXXFzMxYsXCQkJ6bDOX375hUFBg6hprmHvD3sZedNI0damL0pLS0lJTWFw0OAOxnxmbR8gAQd7BwIDA4mIiMDXxxelUklmZiZxcXFcy7rW0kXXxKf4jQc2knA2gdjfYnUeYyWzYt9H+0iLT+P17a93vmwLEQiLqZl0mN+p0b7b9aBBg9p2u04xrdu1MVJwMdHaOde9jzv3r7mf/d/t55uibzj4x0FGzxnNv7/7N7Nnz2bdunVmmd+SNTYSiQRbW1s8PDyIjIwkKiqKyZMn88cff5Cdnc3NN9/M+vXr+fHHH3V+xmfOnCEoKIjAwEBsbGyYN28eJ0+e7HDc+vXreeKJJ0yWb3cXeolLJzDXDUtNChQKhSY1FBkZaXTDQRCfZGm7djXJys3NJSYmBrlcrvd43Ums1FLnzMxMoqOjO3Sffumll7h10q2MnDyS4/HHcfN069YnekEQyLqWRVFREeHh4d2eq5ZIJKgElebf9g729PPux5DgIYSFhuHq6kpNVQ1XE6+SeDWRvLw8FLUKg9+jkMgQht08jM0PbO70ON8Bvjy97Wk+PvAx//npP0Zf1/83GEoc1LJrDSH180WlUnEt6xpxcXFkZmRSVlZGc1OznguwrAS9M+Lg5OLEhR8vUF9bDxK4/vrru3X+7kLrqI+NjQ3Tp09n165deHt7c+rUKaKiovjoo48YPXo0X331VYfzc3Nz25hq+vn5kZub2+aYCxcukJ2dzdSpU817MSKiN1VkAVhZWVFeXk5GRgbh4eEdNlZjIDYxaI/6+nouX75Mnz59CA4ONqruQkzo8oVRu/U6OzszcuTINvM2Nzczbfo0fvrpJx7b9Rh3LrlTM5Z6Izc3mpqbSE1JxdHJkZCQEJ3viz4RF2PTGJ1J06VW0pYiXrkLfvjR1NhEZWUl+QX5KBQKmhqbKCkuQS6X61Ucumn/JmYPmc1nBz9j+v26peWTZkzi7C9nefbhZzn2/THcPTuaLFoClk4VGTu3obJrbfJ5ldA9vYJ0QSWotK7r3R3v8t7W9/AL9OPQ2UPcG3kv48ePF3/+HkBctCm71PcFd3d3Zs2axaxZs9r83dDxV69ezcGDB01ea3eil7i0g7l/qCqVisLCQhoaGhg1apTBhkS6IHaNS2uUlJSQlJSk07XXEtC2+VZVVREbG9tG6qxGVlYWN469kdrGWg78doCQYSFtXu+OiIu6nqW/X3/93sdOliSRSFpeN+LrKpFI9E4DWdtY4+nliaeXJ4IgEBcXR1NzE+np6TQrm3FxbvGOcXZ2RmrV8Sbv3sedyQsns/vJ3UxdMLXTjeCZ7c8QfymeJXct4eOvPzbInO7/I8QkTV3Jrm1tbDVERi27tnRn5Pbz52bksnrOaooyili6YSnzH5vPf776j0ZRJzZ6AnFRKpVa7Qy03a+0fVa+vr5kZ2dr/p+Tk4Ovr6/m/9XV1cTFxXHzzTcDUFBQwIwZMzh16hQjR3Z/+lxf9KaKuhEKhYIzZ85oKsnFIi0gvqoI/ky5ZGRktGno2BPQPuKSk5NDfHw8w4cP70Bajh8/TnhEOPL+ck6lnepAWsxaT/JflJSUaOpZ9HofJeYlU8YY0EkkEqRSKd7e3gSHBBMaEoqLiwtVVVVcTbxKclIyBfkF1Cnq2qx9zc41qFCx+8ndXc7xxkdvUFFcwfo16w1enzkgZgsHg+c2I3FQy65bd7u2srJq0+1aoVDQrNQzrWQOCCCVtGxR+zbt4+7hd+Ng68CxxGPMf2w+ABf/cxE3d+PqArtCTyAu2uTQhnTNjo6OJiUlhYyMDBobGzl69CgzZszQvC6XyykpKSEzM5PMzEyuv/76Hk9aoJe46AUxNpCCggIuXrxIaGiopseFmBA7VdTY2IhC0VLXMHLkyB7XU0UdcVFLssvKyoiJielgyrRy5Uruufcepi+dzuFfD2s1bTKnk6xKpSIzM5OS0hIiIiL0rmfp6sYkwXiyJZaLcfvi0ICAgA6bX2lJKYIg8MCGBzjx1gmqK6o7HdPF1YUdb+/gpy9+4uTHHYsI/9fQXREPbd2ulSoleXl5Gtm1GAXbhkClUpGVksWciDl8/OrHrNq5ind/exePvn8WsidfTsZ/gL9Z5u9uVZGuNbQnT/X19XrfR2QyGbt37+Zvf/sboaGh3HnnnYSHh/Pcc89x6pT2thx/BfSmirqAqc0L1QWtDQ0NxMTEYG1tTWlpqejRETGLc8vLy0lISMDGxobBgweLMqbYkEql1NfXc/bsWa1S55qaGm4afxNJyUlsObqFiTMm6hxLItU/dWIImpqbSElOwcXFhWB/w+uCzBVxkSAxS02Pja0NXn288OrjhSAIKGoVVFZVkpaWxrCbhuHk6cRzC57j5U9f7jQNFDkqkoXLF/Lycy8zLGoYAwcNtKgc2oLCGoukatSya3t7e3x8fLC1saW6uprqqmry8vKQSqTiyq61QKVS8c9//JMfP/yR0KhQ3v3pXVzcXTocl5eax9Tx5ikq7akRF7WFgb6YMmUKU6ZMafO3zZu1F8z/8MMPBq/REuglLu3Q/kdoCnFRe4j069eP0NBQzdjmqEcRI+IiCAJZWVkUFhYSFRXFxYsXLZ7n1oWamhoKCgqIjIzsUNx8/vx5Jt02CVsXWz6K+wjv/t6djiV2qkgQBGoVtaSmpuI/wN8oiXtXazJlzRKpuH2jtM7RynPEx8cHZbOSx15+jE33buKbz78hICRA0+nazq6jlf0Djz3A+d/P8/DdD3PipxOaMf+X0F0F47ogqFp++/p2u3Z2cRZFTpt0KYl1d66jurSaJ15/gikLpug8trygnNGjR5s8pzaI3fLAGGiLuCgUiv9p11zoTRVphRgmdAUFBVy6dInQ0FACAgLajGmOehRTiUtTUxOXLl2irq6O6Oho7O3tu6X2w1AIgkBaWhqlpaX4+fl1IC2vvfYaY8eNJezGME4mneyStIC4G6IECUVFRaSnpRMSHGK0L48pX/i5qAAAIABJREFUqSA9Bu/WkD+0+LVMnDGRoKggDm85zAD/AS1W9jktaaWM9IwOUt1XD72KRJDw2N8f69a1tobFibuFuZq6xqQ1dMmus69lGye7/i9UKhVbV25lybglDAgcwI7TO5h832SdxzfWN9JY18jEibqjqaagJ0RctKWr1K0f/pfRG3HpAoYSF6VSSVJSEg0NDURHR2stwDWHsZ0pY1ZVVREXF0dgYCD9+vVrM6bYP15TNoKmpiauXLmCk5MTgYGBbWy/VSoVc+6Yw+l/n2bplqUsXL1Q73GlEnHqg1QqVUvvkYpywiPCsZIanx/vssbFlIiLGWt6usKWd7dw93V3c+arM4ydPrYlraQSqK2tpbKyksKCQgQETT+e3e/v5v4Z93P86HGe2vBU9y/Ygl4mln5o0Oe32pXsWkDAxdmlU9k1wOXfL/PM3c/QUNPApvc2cfOsm4mPj+90/gu/XsDK2gpPT0+TrlMXegJx0ZYqUigUBqWK/j+il7h0AUPSOrW1tRp7+dapIW1j9oSIiyAI5Obmkp2dzXXXXdeBxasjQ2KFS02RWKrJ1aBBg+jbty+FhYWa683Pz2fMjWMoqyrjje/eYNioYUatyxQ0NjWSkpyClZUVQUFBJpEWfWAqcbFUGsJ3oC9jZo1hx8odjJ0+tmU9UglOzk44OTt16HRd21DLwocXcvD1g9w88WbG3DTGIuu2BCwd7TGGzLeXXSublVRVV+mUXauUKjYv28wPH/1AzMQYnj/yPLZ2+gkBLv560eiIpj7oCcRFW6qotrb2fz5V1EtcuoBUKqW5ueuQZ35+vsZQritHWXOYxRk6plKp1DzRxMTEaK2eN5fbraE3g9zcXK5du9aGXKk37tOnTzP3rrn4BPlw6sIpnOXORq3NFNlrVXUV6enpDAwYSE5OjtHjtEZrYiKVSFEh4vfFAqmi1nh2z7NM9Z/K4R2HuW/tfR1eb9/pOigoiMtnL7N+5Xq2vrEVbx9vTadrK5l5CaJFbe8t7FwrCKZ3h7aSWbXpdt3Q0EBVZRW5eblc+OUCB545gKAUeOGDF7hx2o0GjZ18ORn//uZRFEHPIC7a1vC/3hkaemtctKL1zUImk3UaHVETgMLCQqKjo/Wywbd0qqimpoYzZ87g7u7O0KFDdUr+LNUYUQ2VSkV8fDwlJSVER0e3iQhJpVJ27tzJrNmzuOXuWzh6/qjRpMUUeXBhYSFZmVmEhoQil8tFqwtq3R1aG6kyaUOTGOfjIhYcnByYt2oeB7cdpKG+8z46EokEOzs7Hlz7IB7uHuzavAtXV1dNp+urCVfJzc2lprrG4qkVsWHpXkHmiPjY2tri6urK2xveZs8je4gcE8mBPw7gFeTVRnatbO76XpabksvQoUNFXV9r9AQ5tDby2Fvj0htx6RKdbbbq1JC+HZL1GdNY6DumOjIUERGBi0tHeaExY+oLQ8arq6vTKLLaN0isr69n6rSpxMbH8uw7zzJlnm7Vgb7rMjTgolKpyMjIQKVSER4errm5iElcTHm9q3MtrVh58OkH+fStT9n+8HbWH+jabE4qlfLmx28yd/xcXn/pdZ598VmgReFSXV1NcXExGZkZGoWLi9xFFO+hv6rlvxgwh+X/z6d/ZsvftyCTytj1+S4ix0X+Od9/u11XV1WTm5tLfX09ubm5yF3kODo5dlhLWUGZWXoUadbTAyIu2tCbKuolLl3CyspKa6ooLy+PzMxMvQhAe5jjZtRVxKW1n4yuouH2sBRxUbcYCAsL65DDTkhIYPyE8QjWAttPbWfMeNNrHgwlG42NjSQnJ+Ph4UG/fv06fp4iPfjr06vIGEiwXHGuGlKplNWvrOb5vz/P0s1L6ePbp8tz3Dzc2Lp3K2sfXMvI0SO5bcZtWNtY4+7hjrtHS1qpvr6eqsoqrmVdo6GxoaUlgdwFZydns6eVxIaliQsgmqqpXlHPU/c+xYVvLnDL3Ft46s2nOtTOtZZd++FHbGwsdrZ2HUips4szUomURoX5FEXQc4lLb6qol7h0CZlM1mazVSqVXL16lebmZmJiYiyu81ejs81XHb3o27dvp0XD7dHdxEUQhBa31dJSrW6977zzDitWriDixgi2Hd1GWVmZOAuToDfZqKqqIj0jncCBgVoJq0QqUsSlvRxaS18iY+tyekLEBeDWObdy4IUDbFiwgX3f7tPrnFHjRjFv0Ty2PbmNiOsi8PP307zWXuGiUqpaFC6VVUYbp/0vR1xAnIesb058w7Zl23Cwd2Dvt3sJjw7X6zypVIqHpwcenh5tSGlOdg4Xf72IVCZFIpHQ1NQkavsUNXoqcVEoFG36Df0vomfsuj0M7T1XmpqagJbakNjYWPz8/PDz87P4TaU1dK2luLiY5ORkrdGLriA2cemMXDU1NREbG4ujoyMjR45sc8NQqVQsWLCAT45/woJnFrDsmWXU1taKVtOgT3doQRDIz8+nrKyMsNAwbGxsOj3WZBhApgwe2oAmi+bGpnc2sWTcEmJ/i2XoaP3qFR568iEunrnI8vnLOf7DcZ1dqlt3ugYtxmn29rjKXbvsdG3J33lPuscYitqqWtbOW0v8L/FMWziNNa+u0ZsItP8NtSel33z4Da6urtTU1JCdnY0gCLi5ueHu7o5cLheFcFiauHT2INobcelFp5DJZCgUCpNSQ5aASqUiNTWVqqoqoqOjO91odaG7Ii7V1dXExsZ28JGBlrTRjeNuJK8gj1e+eIVRN48CxOu3A12bvalUKtLS0pBKpYSFhXV6MxO1OLezcUxowijme2cqgocHc93469j8wGY+TvhY7/N2H9nNzBtmsmbZGl575zW9zlEbp6mf4OsUdVRWVXba6dqSBb+WLs41BZ//83NeeewVXNxc2P/rfgYPNax1iKAStJrfqZFyOQX/Af4EBgYC0NzcTHl5OUVFRaSkpGBjY6NRpjk6dqyP0QeWLs7VFXHrdc7tJS5dQhAECgoKcHZ2Fj01ZK5QcENDA1euXMHNzY0RI0YYPYfY6idtxEVNCIcNG4aTk1Ob177//ntmzZ6Fm68bJ5JO4O71Z1fl1qobU9EZSaivryc5OZm+ffvSt2/fLseSSqTdstmZbEDXgxQ4m/ZvYtbgWXx28DOm3z9dr3NsbW15/fDrLJ69mPfefI+FS/U3HISW98DB0QEHRwe8vb01haFVVVXk5OYgs5LhIndBZmW5W6Sl+yQZg4rSCh6f+zgp51OYs3QOK7atMCpq0VUH5JyUHG694VbN/2UyGV5eXnh5eQEtv9uysjIyMzOpra3FyclJQ2T0Ldo2pAuzOaCLOPWqinqJi1aov6w1NTUkJydja2vLsGHDRP0SS6VSsxCXsrIyrl69SnBwsMmOkuaMuKiLhRsbG7USwi1btrD1xa3cPPdmnn/3+Q43P7HXpi1VVFFRQWZWJoMGDcLZyTiptdEwIaLS5dAWdM7VBjcvN6YsmsLuJ3czdcFUrRudtvdicNhgHnn6EV7d+ipR0VEMjTJeGqutH09lZSUlJSXU1dXRrGzWuPl2llYSEwKWr3ExBB+//TF7n9iLVz8vDp89zIAhA4weqysPmbL8MkaNGqXzdTs7O3x8fPDx8UEQWtx8y8rKSEhIoLm5Gblcjru7O66urp0+jFoyVaQrVdWbKuolLjqRm5tLVlYWQUFBlJSUiH4DUbvSivXDEASBhoYGUlNTGTFihCjNzsxFXOrr67l8+bLWYuHGxkYmT5nMb7//xuN7Hmf2otlax5JIJKLVgKhJpBrqepby8nLCwsKwsdY/zdZ+LGOhT5NFY69frAJiMbFmxxq+PvI1u5/czSPbH9F+kJaf4JwFczj761lWP7CaEz+ewMnFqeNBRsDaxhpPL09sbGyorKzE3d1d0+laqVIid26RXDs5OWnSSmLjrxJxKSkoYfWc1VyLu8Y9q+/hwQ0PmjxmZ8SlqbGJhtoGbrnlFr3GkkgkODs74+zsjL+/P0qlksrKSk1ERiqVaupjXFxcegxZ1BVx6ZVD9xIXrcjNzaW0tJSYmBgaGhooLCwUfQ51GkaManh1Dx9BEBgxYoRoeVlzFOdWVVXpLBZOS0tj3E3jaFA18N4f7xEUHqR7LBE339YkQalSkpqaio3MhtDQUKOIpRgpLHOmcyQSiegGiKbCSmbFgxsfZN+T+1j09CKcXfWPcL2470Vm3zSb5fcu5/Cpw6KvTULHTtfVNdVUVFRwLfsatja2nXa6NhY9QVXUFQ7vOsyBTQfw8ffhyJUjePt33dRUH6gElU7SFvtHLFYyK7y9jZvLyspKkzaCloelsrIy8vLySExMxMHBATc3N1QqlUU/g84iLv/rqaKep/XqAfDx8WHo0KHIZDKzuNyCePUjlZWVnDlzBj8/PxwdHUXd7MQkLoIgUFFRQX5+PiNGjOhAWo4ePcqw64bhOciTU2mnOiUt6rWJSVwQWm4I8XHxuLm5MTBwoFGkpdtqXEzpHm3GNJQpuHPZnbj2c2Xzos0GnSeRSnjro7fITcvlpY0vibombVEPK5kVrq6uDPAfQEREhPZO16WGd0fuOHnPVRXlZeZx98i7ObDxAA888wAfXPpANNIC/y3O1fH7O//zeU1KTwzY2NjQr18/QkNDiYmJ0RT8NjQ0cPbsWRITEykqKtKoS7sLvTUuutEbcdECqVSquWGYi7iYSgoEQSA7O5u8vDwiIyNxcHDg2rVrFrXo14Wmpibi4uJQqVQMHDiwQxpr2bJlvHfoPe587E4e2/qYXmNKEFFVJJXQ0NhAUnISQUFBODmakG4QiRSo1SQqlYqM9AwaGxuRy1tqMGxtbU0rzhXxvRMbT+97msdnPk5GQgYDwwbqfZ6Xtxcbd23k2RXPEj06mgl/m2DGVbaFra0tXn282na6rqqksFD/7sja0FNVRW+98BYf7PgA/yH+HLt6DE9v8bszd3btSZeS6O/XX/Q5oYUoOjo64ujoqHnIqqpqaRLZWnbt5uaGq6urWWtgOksV9RKXXnSKnhhxaW5uJj4+HisrK6KjozVfbkM6WesDMYiLWuo8cOBAGhsb22y2VVVVjB03lrTMNF46/hJjbxur97hipVIEQSAvL4+G+gaiRkRhLROh8FIMGxeJhMbGRuLj4/Hy8sLBwYHq6mqNI6wgCNjZ2WFvb29wjUVPK85tjejx0QRFBbFhwQYOnTtk0Lnjbh3H7fNvZ8vqLYR+FYq3r+kRAEMLZNt0uvZt6XRdXVOt6Y5sZ2unSSupCajOuS1sftceWclZPH7H45Rkl/Dw1oeZ+9Bcs83fmYdKTkoO42PGm23u1pBKpbi6uuLq6gr8KbsuLi5uSSmLILvWBV3vQX19vSg1jH9l9BKXLiBmSqI1jCUuNTU1XLlyhYCAAHx8fNq8pi74FQumEpf2Uufs7GzNeGfOnOG2ybfh6OHIsavH6OvdtdS4NcSQQytVSlJSUrC1scXBwUEU0iJW7Y26tmrwkME4OTrR3NyMvYM9ffr2QVAJpKWlUauo5WriVWRWspZojFyOnX3XNRY9sTi3NTa/u5m7r7ubnz/7mbHT/ySz+mwKqzeuJvZ8LMvmL+P4d8ctbvMvs5a16Y7c2v21vqEeJ0cnTadrmXXb27FFiUsrHxWVSsXu9bv5ZPcnDLluCG9/9zaunq7mnb+T4tyuFEViQJcU2hyya13ozEfG0s0fLY1e4mIhGEMK1ERg6NChODt3LF60dDdnNVr3RWotdVa7EK9atYp9b+7jhmk3sOPoDotIDhUKBSmpKfj6+OLu7k58fLwo45oaCRIEgcLCQiorK/Hx8cHF2aXDZyCRSjRPek7OTjQ1NlFRUUFuXi51dXU4OTq1NBp06bgZqtfYU1NFAL4Dfblx1o1sX7m9DXHRF3uP7mXmmJk8sfIJdu7badJaxFb22NnZYWdnpyGgNTU1VFVVUVBQgAQJLi4taSV1KsDS7QZS4lJYN3cdVUVVrH1tLdMWTuuW+XURB2WzkvqaerP2KFLPr899SSzZtb5r6MkPHN2JXuKiBd1xszAk4qJUKklMTOyyP1J3GMZ1BbXUuU+fPh2kzupNfd++lr40Cb8nsGHhBmYvmU3k2EhdQ4qOsrIysnOyGRw0GAcHBwRBEK13jynERd1xWhAE+vTpo5V0tIZ6Hmsb6z9rLASB2po/aywATX8edYfdntKrqDM8s+cZpvlP472X3mPhE4aZy9k72vPqe6+y9K6lHHnvCPMXzjfTKk2DRCrB2cUZZxdnfGlJK1VVVWmaCqpt7sXqdG0IlEolh3Yc4tdjvxIxKoLDfxwWTWquD3Sl6GLPxiK1ktK/v3lqXNQwxu7fENm1s7Nzl+Prirj8FdRm5kYvcbEQ9CUZCoWCK1eu4OPjQ//+/Tv9wlo64qI2vwsNDdVIDbWNZ2VthbJJSWVdJVfOXeHb499iZWXFwNCBTJg9gdlLZ+PiKn5bBUEQyM7JpramlvDwcI0rqpg3AWPVPo1NjSQnJePu7o63tzf5+fld+7jo+Hv7GovWm6G9vT1KpRJlc8+SQ7eHg5MDd626i0PbDzHv0XkGnx96XSjLH1/Ovhf3ETkykpDwEKPW0Z2bhMxa1qbTdV5uHnX1dZq6JmcnZ01ayZwpsLhzcTx515PUVdax/sB6bpmrn1+KmFCpVFoLmS/8dEFURVFn85saCdYmuy4vLycvL4/q6mrs7e01RMbe3r7D90ylUvWYJr49Db3vip4Q+wamDykoLCwkNTWViIgI5PKuf6xi17joS64EQSAzM5OioqJOze/U1yyzkhFzawy/nf6NIqciNry/AZrhi39+weFXDvPmxjdx9XQl8sZIZj04i+gJ0SZfS7OymZTkFBydHAkJCTHbZmTMuDW1NaSmpjIwYKDmcxar+Lj9ZlhfVw8SqKmuIT4+XmOk5uzsbJDipTvw4NMP8ulbn/LSQy8xZ80cg8+fv3g+Z385yyMLHuHkTyexd7Q3wyrNA4lEgkwmw1XuiqeXpyatVFlRSX5+vlGdrruCslnJCyte4NsPviVybCSLX1xMxLAIEa7GcOjqVXT14lX6+5o32gLmabBoY2OjaR0iCAIKhYLy8nJSU1Opr6/H2dlZQ3Ssra21Rlws3fixp6D3HdCC9jcBsSMZ0DkpUKlUJCUlkZOTQ3R0tF6kRT1md0dcmpubuXTpEvX19URHR3da7a4eT2ol5ZY7b2FozFCsq63ZtGoTKakpvPbpa3xb8C3HEo9x28LbSElM4dHpj3Kjy43cF30fB54/QEVJhcHXoVAoiI+Pp2/fvgzoP8CsT9CGEo6i4iLS09IJCQ5p8zl35YxrTGRHIpFg72CPrbUtjk6OhIaE4uTiREVFBfEJ8aQkp1BUWER9fb1B45oLUqmU1a+s5ttj31JeWG7UGDv278Dexp6HFzxs3CIs6KXS+mFJnVbyG+BHWFgYgwYNwtbGlsKiQuLi4khNTaW4qJjGhkaj5rrw8wWmD5rOLyd+4fn3n2fbJ9uws7ecckXXBp2TnEN4eLjZ5zd3g0W17NrPz49hw4YxcuRIfHx8NBH2c+fOUVpaikKhaHMPNqTB4unTpwkODiYoKIht27Z1eP3ll18mLCyMYcOGMXHiRLKyskS7PnOjl7joAXNIonWNWV9fz7lz57C2tiYqKsqgrs7dnSqqqanhzJkzGuv+rp4ENMRFKqVOUcfur3Zjb2OPr7svRw4cYeV9K1GpVPj6+/Lo84/y8cWP+aX6FzYd2oTHAA+O7D3C5P6T+Zvv33jizieI+09cl9dbUlJCSmoKg4MGa01fiQ19iYtKpSIzM5OysjLCI8K1Ej5zdYdG+t8nWitpByM1gJzsHOLi4sjKzKKiosKiaaVb59yKz2Af3n76baPOt5JZse/DfaRfTWfXi7sMPt+SXiqdSbHVna4DAwOJiIjA18cXpVJJRkYG8fHxZF/LprKiEpWy899HU2MTzyx4hlVTVzFs1DA+z/6csdPHtly3hSNw2q69NL/U7Ioi6P7IhlQqRS6XM3DgQEaMGMHw4cOxtramqqqKc+fO8emnn7J582Z+++03vaTQSqWShx9+mC+//JKEhASOHDlCQkJCm2MiIyM5d+4cV65c4Y477mDdunXmujzR0UtcdKD1j8YcxEUbKSgtLeX8+fMEBQURGBho8JNed8qh8/PzuXLlCkOHDu0gy+5sPEEQsLKyorG+ERsbG9787k3yk/KZPHkycZfjmDNuDlUVVW3OmXj7RHZ9sotv8r7hROoJpi2eRmZaJnvW7GGcfBx3R93NmxvfpKywTHOeSqUiMyuT4pJiIiIiurW3R1cy7abmJhITE5HJZAQPCcZK2vHJzqxP+TpIj62tLX369iFocBDhYeG4u7tTU11DUnISSYlJ5Ofna2zQuxMbD2wkIz6Dy/+5bNT5PgN8WL99PccPHufXH34VeXXmg76KJnUkrZ93P4JDggkNCcXFxYWqqiquJl7VfHaKWkWbz+63r39j2sBpXPj2AjtP7GTbR9v+fFCysGuvNlVRdymK1PNbMiUjk8mwsbEhICCAmJgYYmJicHNzY8+ePVy8eJF77rmHgwcPkpubq/X8M2fOaPYRGxsb5s2bx8mTJ9scM378eM198frrrycnJ8fs1yUWeomLHjB3xEUQWnw50tPTGTlypNGRge5IFalUKq5evUpBQQExMTFaZdm6oJbhWllZtdRaAAEhATy5+0m+3P8lG7ZuQJAJzBwzk8S4RK1j9PPtx8pNK/nw/Ifs+XUPzx99nn6D+/HJ/k+YGjCVST6TWDNrDUfePIJUIiUkOEQrMTAXupIaKxQKEhIS6NevH35+fro3hy4iKqb42EglXUfmNKmJ/i2picDAQKxl1jQ1trggp6eni2NrrweChwczeNRgnn/geaPHmDhtIlNmT2H9yvWUFJXofZ6lTeCMmVvd6br/gP6Eh4drPrv8gnzi4uJIjE9k5cyVPDnnSUbfMprPsj4jemLbOjJLu/aqhI7EIeFCAlKpFH9/f/PP3wNqSVqvwcfHh5UrV/Liiy8yadIk1q5dS3FxMYsWLSI6OrpDejc3N7eN8srPz08nyQE4cOAAkydPNs+FmAG9xEUPmJO4NDY2cv78eZRKJSNGjDBJ9mjuVJE6jWVnZ8fw4cMNrnjXqIpkVjTUN2j+Pv3+6Uy8YyIbFmxg/0f7iRgVwd9v/ztfHP+iy/FumnITL3/4Ml/lfMWpjFNMWzyN9LR09q7by/yw+cyPnM/eZ/dSlFdk2MUbic42mtLSUr3TVmZtsig13MdF3S3Z1s6WiIgI+vbpS119HampqVxNuEpuTi411TVmc+RdvHExxfnFnHrnlNFjPPnik3j7erN03tIe6xzcBiJFPdSf3aBBgyhOK2bFxBWknU9j7ZtrmbtuLgV5BVRVVrVJK1l649amKjr30zlc5OKrDXXNb2nioq3ORl3jMnz4cNauXctXX33Fr7/+apKT7j//+U/OnTvH2rVrTV1yt6GXuOgBcxGXuro6zp49y4ABAxgyZIgo8jsx19l68ywrK+P8+fMMGjSIgQMHGvck+F/iYi2zpqGuoc1rmw5uwrOvJ0smLOHV/a8yf9l8tqzdwq7NuusS2jc0FKwEbr7jZj744wN+rvyZ7Z9sp39Yf04eOsnMQTO5td+trJ65mu9OfGc2AzZtdvqCIHAt+xpFRUWEh4frlbbq8v01ocZFKpWatHFLJC3dkn19fQkJDWHw4MHYO9hTXFxMfEI8qSmmFYpqg4ubC1MWTWHP03tM+uze/PBNqkqqeOaxZ/Q63uIRF5GiHooaBSunr2TTgk1MvH0in1/7nGnzpxESHKIp0E64mkByUjIF+QWWL9DWQtoSLyTi5+PXLdObuzjX2DVoK87VVgfp6+tLdna25v85OTn4+vp2OO6bb77hhRde4NSpU93uFWQKeuXQOtB60xabEAiCQH5+PpWVldxwww3Y24sj0xQ74qJ+DzIzMyksLOxU6mzI+mRWsjYRF/VrB34+wMygmaxfvJ4X3nmB0PBQNjy6gaT4JF7/4HWN70qb9SGgUqnIysqisamR8IhwTWpozN/GMOZvYwAoKy7j2P5j/HjqR55b+ByCUsAv0I8xU8dw50N3Gn1NHSChDSlQqpQkJydjb28vugzb6CaLIrRLaA2ZtUwj4xQEgfr6eiorKsnMzKSpualNk0FD+yq1xpoda/j6yNe8/sTrPLrjUaPGcJI7sWP/Dh657xFOfHiCWXfNMno9ZodIEZcvj37JzpU7cXJx4q0f3yI4MljzmrrTtboXT0NDA1WVVZSUlFBXV4dSpcRV7oqzszPWNiL08dIT2uTQOck53HDdDd0yf0+IuGhbg0Kh0KvBYnR0NCkpKWRkZODr68vRo0f54IMP2hxz8eJFli5dyunTp+nTp4+oazc3eiMuekBM4tLc3Mzly5dpaGhALpeLRlpA/BqX5uZm6urqUCgUXUqd9YG6OFcmk9HU0LFFvKunKzuP7+T7o99z8vBJbpl8C4f+dYikpCRmj51NeWl5h/Ea6hu4evUqtra2DBk8RGc9i7uXO0ueWsL7v73PTxU/sfOznQwcPpAvjn7BrOBZPDbhMR6d+ihfffiVSe9ha8JbV1dHXFwcXp5eBPgHGNasrwu5sykbmgTzNVlUu7328+7HkOAhmkLRyspKriZeJSU5hcKCQurq6gwmXlYyK5ZsXsKJt09QXVFt9BqHxwxn0YpF7Nq4i/SU9C6Pt1jExcAGj+1RVV7F0luXsm3JNqbfN50TKSfakBZtUHe69vb2xsvTS5MSTEtLIyEhgZzsHKqrqs2ealMJHYtzS/JKiImJMeu8mvn/4sRFJpOxe/du/va3vxEaGsqdd95JeHg4zz33HKdOtaRb165dS01NDXPnzmX48OHMmDHDLNdhDvRGXPSAWMSldadkDw8PLl82TiWhC2KqitTNHK2trQkLCxNlTHXhqrWNdYeIixrRE6JZsG4B2x/aztDooQwKGcQeOtzOAAAgAElEQVTJn09y/+z7mTV2FnuP7CXsupb1NDc3k5ScxMCAgZonRn0glUoZPWE0oyeMBlpu8Luf303i74lsWbKFjX/fiE+AD2Mmj2HuQ3PxC9Q/PK2+2ZaXl5N1LYvBQYONakHfVY1LVz4vnY7djU0W1YWiardT9RN9bk6upsmg3FWutxvs3CVz+eCVD9h0/yZ2fmp8H6JFKxdx/rfzPHzvw3z606c9Mkxuymd04p0TvL72ddy93Dn4+0EGhg00bG5a5NCOTo44OjmCb4uqp6q6StPp2tbGtqW3kqu8y07XhqL9pq1SqairrusWRZF6vp7gWtv+Pa2rq9P7YXfKlClMmTKlzd82b96s+fc333xj+gIthN6Iiw6ILYfOyWnxxhg2bBje3t7dJrE2BgUFBRqps7W1eOFhTY2LtbXWiIsayzYuI3xEOMtuWUZ9Q4uj5Mf//piosVEsnrOYzz76jMLClqf2QYMGGURatMHFzYWpC6fy3i/v8XPlz7x2+jWCRwXz9SdfMzd8LhO9JrLithV88c8vaG7uWkVTWVlJXl4e4eHhRpEW0IO4GNlaQD22pZosqp/o1ZJrDw8PamtqSUpOIvFqInl5eR1ku+3x9L6nOfvdWdLju46WdIZXDr6CFVY8sugRncdYsqmdMfU1ZUVlLBq3iFdXvcrc5XM5lnjMYNKinrt9eY2VzAo3Nzf8A/yJiIig/4D+SKVScrJziI+PJzOjxZdIDKVZ+4hL4qVEpFIpgYGBJo+t1/w9IOKiDfpGXP6/o+d9Mj0QppAMpVJJbGwsZWVlxMTE4OTU0qisu9149YG6q3NeXh7R0dEGSZ31gfqabaxtuizc3P3VbiQqCSumrtCc+/KbL7PgkQVsfWorr73wGi5yF2ys9Tfo6wyticDIsSN54Z0X+CLjC74q+IqFzyykpq6GF1e8yDiXccwJmcOOR3eQldzWaVKlUlFYUEhTUxOhoaFYy7qvJsAQdGfEpat1tJZcq91g1bLdtLQ0SktKaWpsS3Kjb44mKCqIDQs3mDS/tY01e4/sJeliEm+88obudf5F5NBH9hxhTsgc6irqeP/i+yx/frnxc6uELjduOzu7DiS0TlFHSkqKRmlmbFqpvQHeuR/P4ewi7v2oM/QSl54Ny8fC/gIwlhDU1tZy5coV/Pz8Onh2mONmaAoZamho4PLly3h6ehIcHNxmfWIpK9RRBBtrm04jLoDGnO6ekfewb8s+lq9fTmNjIzdOuBGvfl68/OzLZKVlsffoXpNrb+C/9Tdaci/OcmcWPLaABY8tAODyb5f55J1P+OFfP3D8rePYOdoRGhnKLXfdwsDIgbi6uSKzloly0+usgNYUubQ25VNPgNoN1sPTA0EQqFPUUVFZQVpaGnV1deRk52iKfLe8u4X5183n589+Zuz0sUbPOSBwAOu2rGPbM9sYMWoE0Td09DOxFPT93RXlFLF6zmpyknK4/8n7uf/J+8WZ2wBFk9ZO19VVlJaWknUtCztbO+Ryud6drtsTp6vnr+Lr01EVYy70VOJSV1fXrWaaPRW9xEUPGENcCgoKSE9PJyIiAheX7vEeMJa4lJeXk5CQQEhICB4eHm1eU2+QYhEXaCEl1Y1dF1eqzelefOhFQkeE4urrSuDAFovzESNHsGjWIuZNnMfhfx3Gw8ujy/G6Wps+m9R1o6/jutHXAS2NCk++d5J/f/RvXnn8FZSNSrx8vRg2ZhiL1i0iMMz4sLZZfVwkElSCZVJF+kIikeDg6ICDowM+Pj7ExcXh6OTYZiOMnhrNSyteMom4AEy5Ywpnfj3Dk8ue5Nj3x3DzcNO8ZlE5tB7Fue9sf4dDWw/RP6g/H8V/RB9fcdQh2pxrDYE2pVlVZZXena4Foa2qKDs5m5iw7inMBcvLoXX99g3pVfT/GT2PUvYQGFvjonaWzc/PJzo6uttICxhOsNRS5+TkZKKiojqQFjBPSsvW1rZD+F8Xpi2cxpipY1h/z3q8Pb0172dAYACvv/86DnIHZo+bzZVzV0xakzFEwcnZiYl3TGTd3nV8W/Qtb/30FuFjwzn30znuGXEP4z3Gs3TCUk68fYKGBu3FyMauxxRio1Z3/dXg5uZGwMAAwsPD8fXzZeULK6mtrmXHmh169+bRhQ3/2ICnpydL5/ccc7rOLP+z07O5K/IuDr94mGWblnH43GHRSIsaYkUc1Eqzvv36MnjIYE07ida1Tbm5udTW1Gq+l+3vOSW53acoUs9vaQM+bfPX1dX1poroJS56QV9CoDaUUzvLilnYqg8MIRlqWbZa6qyrUt0cxMXGxkavAj6VSkVqaipLti6hT78+LL9teZu1ODo4cuDYAUbdMopl85bxyfufGL0mQ9MnKpWKtLQ0qqurCQsLw8bGhoiREax7eR37vt/Hd2XfsWzrMpRSJbue3MXNrjczc/BMti7bSsqVFL3WYy60N+77q0G9EfoH+jN/zXxOHzyNva29pjeP2kTNEMm1RCrhzWNvUppfyuan/lRemCpJNgf2btzLvZH34mjvyPGk48x7dJ7oc5jz+6GttsnO1q5Np+vGxkZNIbxKpUJRpeg2RZF6TksSF10Rn96ISwt6iYse0Ie4FBcXc+HCBYYMGWKQs6yYNwh9SUZtbS1nz57Fy8uLsLCwTn+g5iAudnZ2NDd2TlwaGhqIj4/HxcWFwYMHc+DnA5Rml7J+8fo/D5K0bGLbX9/OA2seYOdzO9n65FbjFmWAE21jUyMJCQnY29sTFBTU5v1Ty5Tt7e25a+ld7P9mPz+W/si7f7xL9KRofv/hdxZcv4Cb3W7mwZse5OO9H2v6NnVA6+W0+zqZ5OMi7Zk1Lp1B1/Uufmoxtk627H1yr6Y3T0BAAFZWVuTm5BqkdnF1d2Xbvm18++m3fPFp5+0mugPt01TpV9OZHT6bY68dY9U/VvHOf97BrY9bJyMYD1NTRYZAW6drlUrFtWvXiIuL46evfkIikXSboggsT1x0zd9LXFrQS1z0QGfERRAEUlJSyMrKIjo6Gjc3/W8k5nC67QqFhYVcvny5JdyuxQK6PcwWcemEuKjNyvwD/Onbty/Q0ZwO2vbceWD5A+w8sJMvPv2CRTMX0dhkmN28vqmXmtoaEhIS6N+/Pz4+Ph3ec13jhAwL4dk9z3Iq8RTfl3/Pip0rkNhK2PPcHsa7j2f6oOlsfmAzCecS9F6PScW5f+GIS2tIpVJWv7Kabz/5lsLsQgBsbG3aqF08PT3bql3apSVaI/rGaO5efDfbn95Odma23h2azQLhT+n6P9b9g0XXL6JP3z6cTD/J7YtvN/PUXauKzAF1p2uZtYwhwUMICw0j7Uoajk6OXLhwgQsXLpCZmUl1dbVZv8OWJi66Ii51dXUaZer/MnqJiw7oU+PS0NDAuXPnkEgkjBgxQmvPiM5gDi8XXVCpVCQlJZGbm2tQ7Y3ZIi5ann4FQSAvL4+cnBzCwsJwcW67xugJ0SxYu4Dty7eTkZTRYQMec/MYPvj3B+Tk5DDzhpkUFhTqvSZ9NvOi4iLS09IJCQ5BLpfrGIgujeHsbO2444E7eOurt/ih5AcOnzvM6GmjufDbBRaPW8xNrjfxyG2P8MXBL1DUKPS+Br3Rri3BXx23zL4FnyE+bFjQUR4tkUpwcnbC18+X0LBQgoKC2qQl0tLSKCkuaVNztWztMoJDg1k+f7netVjmQvKVZGYFz+LLd77kqX1P8cZ3b+Dsan5ZsEUJ238hkUiQWklJi0+jv19/oqOjCQ8Px9bWlmvXrnHmzBni4+PJz883uIasKyiVyt6ISw9GL3HRA9oIRnl5OefOnWPgwIEEBQWZ1HTQ3GhoaOD8+fPIZDIiIyMNqr0Ru40AtBAXZVPb91OpUpKSkkJDfQOhoaE6/VmWbVpG2Igwlt6ylOam5g5kY4D/AD779TNc+7oy9+a5XPj9gl5r6qzuQ6VSkZnZkm4IjwjvVH5tTB+goPAgnn71aT5N+JQfKn9g1aursHGy4eM9HzPRayIzAmew5YEtxP0R13ae/7Hi3M6w8cBGrp6/yqVfLnV6XPu0hHc/b5qam0hPT29jab/rn7tQNip54akXLFLjolKpeHvL26yYuAL/IH9OZZ7itrtv67b59fFx6S5kJ2YTGhIKtBT2e3t7Ex4eTkxMDAMGDKCxsSV1e/bsWVJSUigtLTX5gVClUllUVdRZjUtvcW4vcdELrTcJQRDIyMggOTmZESNG4OnpafS43RFxaU2wBg0aZPBNWMw2AtDyXtrZ2aFs/nPM+vp64uPikbvKGRg4sMsb5p6v9yBRStj8981aN2A7OzuOfH6EsVPG8vC9D/Phux/qtS5tYzU1N5GUlIRMJiN4SLDOXkhdjaMvbKxtuH3h7bx84mXeOfMORy4f4cbZNxJ3IY6Hb32YiR4TWTx2MSfePIGi2rhojFQq7fFyaEMRfF0ww8cP5/kHn9f7HLXk2tvbm+CQYIKHBOPk7ERZWRlpaWms27qOxIuJfPDOB10PJiIu/XaJ6YOmc/7L86w/sJ7XvnwNB6fufcoWszO1qSjJLSE6OrrD3yUSCc7Ozvj7+xMZGUlUVBTu7u6UlZVx4cIFLl26xLVr16ipqTH4N2lJGTzoJi4NDQ2i+Fb91dHr46ID2szimpqaiI2NxcHBgejoaJOfSMwZcREEgWvXrpGfn09UVJTRzRzFtodvT1zUPX2CgoJwctQvd6sxpxtxDwd3HmTNi2u0HvfCyy9wKPwQu17YRWJsIhte1u20qi1SolAoSElNob9ff9zd3fW7PhOs+NtDEAQChgSwbuc6mpXNNDc1883xbzh99DQf7/2Ywy8dxs3Ljcixkdz+4O0Mv3G4fmv8f1Tj0hob929k1uBZnHrnFDP+bnjDuPadkuuD6rl76d188MYH+A7wJSomSuM9YkqXa11QNivZtGQTPx77kZiJMSzYsIDQ8FDR59ELInWmNhUqlYraylomTJjQ5bFWVlZ4eHhobB3q6+spKysjMzOT2tpanJ2dNd4y+qT1LXn9ndXY9JRImCXRS1z0hFKp5OzZswQGBtKvXz9RxjRXxKWpqYmEhARkMhkxMTEmfdHFThVJpVJsbW1RNivJycmhqqqK8PBwg+3xA0ICWPrCUt54+g3G3jaWmJu0ezwseGABQ0KGsHbxWlKTUtl/fL9W506ppC2JLC0tJSc3h8FBgw3KKYtFCrQRIGsbaybPm8zkeZMpKy0jMzmTnz/7md9O/8ajUx/FysqKgJAAxs8az8zFM3Fx017HJJVodwn+q8PNy42pf5/Knqf2MO3+aSbf4O3s7Jh2xzTS4tPY88IeDn5+kJqqGnJzc5FZyZDL5cjlcuzs7Uze5M58d4bnFj4HzfDSsZe4ftL1JF5NtNjmqa07syWQlpCGRCIhNNRwAmdnZ4ePjw8+Pj4IgkB1dTVlZWXExcWhUqlwc3PD3d0duVze48iAtoiLIAj/Lx84jEHP+rR6IARBIDs7m/r6eq677jrRSAuYh7gIgsDZs2fx8PAgPDy8x0WFpFIp1tbWGp+GkJAQo3v6TJo3iTFTx7B21lrKS8p1Hnf9mOv58OsPKSoqYsYNM8jPye940H+LagVB4Fr2NYqKiggPDzeqEE4U4tKKAOnaQLwDvHl066McvXCU70q/46m3n0LuI+f9V99n2oBpzBg4g/X3rOfc9+fajm2iHLon3zxXb1+NSqLi9XWvizbm0zuexkXuwhPLnsBvgB/h4eEEBga2SK7zcomLiyMjPcOoBoON9Y2sm7+OtbevZeTYkZzKOsX1k64HLOzaa+FUiRpnfziLk7PpKhqJRIKLiwsBAQFERUUxfPhwXFxcKCoq4ty5c1y+fJns7Gxqa7WrzbobndXY9ITPxdLoJS6doLm5mdjYWCorK3FwcBC9mlts4lJYWIhCoSA4OBg/Pz9RxhSbuKhUKkpLSxFUAgEBASYRK4lUwqpXV+HZ15MHxj/Q6Tp9/Hz47NfP6OPXhzsn3skfv/zRdiyJhObmZhKTElGpVISEhCCzMjwgaUxxblcoKi4iKTGprYy3ne+MlcyKW+fcyivHXuF0zmmOxh5l0n2TSE1KZc3taxjvNp5F1y/i3a3vtihlLH9vNgusZFYs2bKEE/tPUFVWZfqAAlhJrXjzozfJy8hj23PbgJbol1cfL4KCgoiIiMDLy4u6uraS65rqzmsrfvriJ6YNnEbcz3Hs+nwXz3/wfJsUhiXN7yxNmtRIOJeAj7eP6HPIZDK8vLwIDg4mJiaGIUOGIJVKSU9P58yZM9TX11NUVERTk2VUZbpUTb2kpQW9xEUH1KkhDw8PIiIizKLEEIsUqKXOOTk5uLq6ilp1LiZxKSoqoqqqCn9/f9GiEoDGnO65B5/r9HgbGxsOnzzMhJkTeGzhYxx645DmNaVSSWZWJl6eXgT4Bxh9gxCzfkQlqMjIyKCiooKBgQOxs7WjoLCAuLg4igqLUNQqdD7h+wT4sGLzCo6cO8L35d+z/uB6PAZ48NEbH/H7od/J+CWDp+c9ze///r1blG3dibkPzsXN243Nf9/c9cF6wrOvJ1te28IXH37Bt//+ts1rEsl/Jde+LZLrwYMHY29nT3FxscYJtrioWCOtrqut47HbH2P9vPWMmzqOz699TuS4yA5zWlKSrBIs6GPSqr7mWtI1jaLInLC3t8fX15ehQ4cSHR2NtbU1NTU1XLlyhXPnzpGenk5FRUW3/Va0pYosLdHuSeitcdEBmUxGVFSUph5CHR0R84sjRsSlsbGRy5cv4+bmRlRUFJcuXRI9tWPqeIIgkJqaSmVlJR4eHi0RF6Xpm7u6CZvanO7RaY9y8uaTzLxvZqfnbdq+idCIUF7d/CpJ8Uk8vvlxysrK8PX1NUklBuJJjVWCiqrKKry9vfH396dZ2dymc3JBQQGVFZWkpLS0D3CRu+Aqd8XB0aED6ZJKpUyYOYEJM1sKHJ9Y/gTxv8STlZHFk3c9iUQioX9Qf8ZOH8ucZXNw76NfIXJPxjNvPMOa6WtIj08nMNx4x9XWUY8xE8cw5945bFm9hdB/h+Ljpz0SILOW4e7hjrvHfxsM1tVTWVlJeno6//n3f/jnC//E3t6evV/vJXxUeKfzWzTqYSHS1FrRVJxTzMi7Rnbr/BKJBCsrK41Tb1NTE+Xl5RQUFJCcnIydnZ2myNdcnirainN7PVz+RC9x6QR2dnaaTUhNMsTsP2QqcamoqCA+Pp4hQ4bg5eUlypjtYaocuqmpiStXruDs7MyIESOIi4vDzs5OFHLVWvGkMad7aDvXjbqOgCEBnZ47b8E8goKDWHX/KhJjE9n6xlbxZIYm8hZ1ysHW1hY/P7+W76CAZiNR9+pRKVX4+vnS3NRMZWUlhUWF1NbW4uDggKvcFRcXF6xtOn5fHZwdcPNz4/CXh1GpVPxy+hc+P/w5J945weEdh3F2c2boqKFMWziNG6bc0JGst1pLT8XIm0YyeMRgNizcwOFzh0Ub99H1j3Lp7CWW372c498d19rZuDXUTrDKJiWbFm0i4T8JTJo/iXuevIea2hpSklOQy+W4yF16lMzVkqki9aatUqlQVCr0UhSZY341rK2t6dOnD3369EEQBOrq6igrKyM1NZX6+nrkcjnu7u64ubkhk4mzpWqLuPQSlz/RS1z0hDkKaaVSqVE5VHXBcF5eHpGRkW2+zOYopjU2z1tdXU1sbGwbJZZaVSSGc6tEImnjR7Js0zLO/3CeJROX8Hn65zpN7KDl5uTi5sI/Dv6DDY9u4KG7HmLXoV16y551rklq2s2+oqKCzKxMAvwDKCxq5fzbybAya1mbaIyiVkFFZQVFqUVAx2iMRPpnOksqlTJuyjjGTRkHQElBCZ/s/4Rf/vULz973LAjgN8iPG6feyJxlc/5SOfbN725m/rD5/HTqJ8bNGGfUGNqiZ3uP7OX2G29n7UNrefmtl7sc49ShU+xavQu5m5wD/zlAUESQ5rWGhgYqKyrJyc6hvqEeZydn5K5ynJ3M747bKYQ/I5rdPrXQYn6XmZQJAoSFhXXr/J1JkSUSiabe0c/PD5VKRWVlJWVlZWRlZSGRSDTRGBcXF6N/L9qKc3uJy5/oTZjpCXMQF2PGVCqVxMbGUlVVRXR0dIcvsjnky8aMV1BQQGxsLMOGDWujxJJKpTg4OIgWcWm/sez5eg80w8NTHtZ5nrqBo9xVTsyoGE79cop+/v1YPnc5v37/q+hr0gfqdge5ubkaNVNn4+jyi5FIJDg6OXaot2htcd/Y2Kjz/ffs58nSZ5dy+LfDfFf6HVs/2kr/0P58dvgz5gTPYdXEVaybs44fTvzQ42tjfAJ8GDdnHNtXbjcpfdd+87F3tOfVQ69y7qdzvP/O+zrPqyitYPH4xfxj5T+YvXg2nyR90oa0QIsTbJ++fTR9ldzd3ampriEpOYn6+nry8/NR1Cq6Xeli0YjLf6XYZ344g6OzY7fXdRjSp0gqleLm5sagQYMYOXIkQ4cOxcHBgby8PM6cOUNsbCy5ubnU1dUZtAZtZQm9xOVP9BIXPdETiItCoeDMmTO4u7sTERGhVS4nttOtoURIEASSkpLIy8sjOjq6Q0MwqVTaYoYnwn1YKpV2iNzY2Njw1vdvkfBbAvu27OtwTlVV1Z8NHPu0NHC0llmz440djJ8xnscXP867u981ek3GEBeVSkV6ejp1dXWEhoZiLbPWdJnubB593kN1vUVri3sBQWOTnpujW/0ilUq5YdINvPjPF/lXxr84mX6S8feMp6ioiP9j77zDoyrTNv6bmfTeE9J7pwQS1N1FEbErTVRcKbuCgOJiRxBWRQEREZcFd7GgH64FBXFR13URWcvaktDTOyE9mSSTNslkZs73R5wxZSaZmsm6ua+L69LMOe/7nDln3vc+T7mfzcs3M8t7Fr9N+y0vPf4SdZV1Rl3zaGHjSxvp6ujizefeHPlgHdB3LxMnJnLPo/fw8o6Xyc/JH/L5e/veY37cfNoa2vhb1t+4b/t9I26GIrEIdw93QsNCSU5OxsHBAXs7e2rrasnJyaGsrIxmqfEl16bAlqRUk19jrYqikWBOg0UHBwcCAwNJSkpi+vTpREdHo1arKSoqIjMzk6KiIpqamlAqh7+HujwucrncZCHRXxrGQ0XDoP8mZK1QkaELRENDA8XFxaSmpupv8GfkmIbAGCKkUCg4d+4cXl5epKWl6Xxj03hcLK110h+RiZGs37ueZ+99lmmXT9OK09XV1dHY2EhyUvIQ5UyRSMR96+5j8rTJ7PrjLgpyCnj2L88avYAZq5yr6FVQXFSMj48PQUFBP39nVnjZ1Ujcu7q6Ym9vT3xcPG3tbTQ2NlJeUY6LiwueHn2iarpyY7z9vZlz1xzWPbcORJD9ZTYfvfkRn733Ge/teQ8XdxdS0lO4fsn1zLpl1piogHByceKOh+/gzeffZNEDi3B0Gio+OBL0eR7uWH4H2d9mc/+y+zn69VGcXZ1prGnkoYUPcTH3Inc+fCd3P3G3ybaLxWL8/P3w8/cbGAJsaEAQBDw8PPD09MTV1dXsEOVgaMI1toCmT9KFggtMTJg46vNbqghDJBLh6uqKq6srYWFhqFQqbVipoqICsVisDSu5u7sPeM70eVzG+xT1YZy4GAhbeVwEQaC4uFgbGhpJqtoaybmGEKG2tjbOnz9PXFwcAQEBeo/TSP5bwuPSP1djMG7+3c38ePxHHp3/KEcKjtDa3lfKqE+UT+PBWHjHQmLiY7h/yf3ccc0dvH70daMXC0OJS2dnJ8UlxURGRGpl5vvbM2yoyAy9GE1DSTt7O+3CKQgC8i45rbJWSktLUQtqLYlxdXPVLqqaag+xWMz0WdOZPquPFMqaZfz9jb/z1UdfsW31Np5Z8QzBEcFcdt1lLFy9kODo0X9z1mD5+uV8+MqHbF+9nSf/T3/bB10Y6V4+/+rzzJ8xn3sW38OVM67kjWfeICQyhHfPvcuEiAnmmD0AmhCgq5srhICyV6klnRUXKnBydNIq+To4GtelXhdsnpwrEtN4sZFpC6bZZH5rNFiUSCTa3xv0haxbWlqoqqqivb0dV1dXfH198fHx0Zmcq0m8H8d4qMhg2IK4KBQKTp48iUgkYtq0aQb117CGx2Wk8WpqasjNzWXKlCnDkhbNeJrqiZHcpSNhpM396TefxjfAl99d/jscHR2JjY3Vn3Qn/rlCKW1aGke+OkK7vJ25v5rLhbILFrNJg+bmZkpKS0iITxhCWqwNkXhomEnjjQkODiYxKZH4uHicXQZqkTQ1Nultzujp48myh5fx+levc0J6ghc/eZH4jHiOf3icRZMXce2Ea3ngxgf47J3PzL7vxkIsFvPwiw9z4sgJ6i/Wj3xCP4y0gYslYp7e9TRl/ynj9adeZ8WmFbx9+m2LkhZd0JDOqOgoUlJSCAkN6dMiqqggNzeXi5UXaZO1oVaZthbYUvxOE6rpbO3kyiuvtNn81oajoyNBQUEkJyczffp0IiIitCHctrY2ysrKBnS6lsvlBr9EffbZZyQkJBAbG8v27duHfN7T08Ptt99ObGwsl1xyCRUVFZa8NKtjnLgMg/4/3NEOFclkMrKysoiIiCAuLs7gRcTSOS7D2ahWq8nPz6e+vp6MjAyDflT9FwR5l3EJa0PGEg1PqrrkXTz08kPI6mTse3LfsN/hYMLh5+/HR19/RFRiFL+97rd8+a8vDbZrOE+IpiKsvr6elJQUvTFrQwiQqeE2Q7pD998YU1NTCQkOoVfZS3d3N/kF+VRdrKK9rV1vddjUGVPZvH8zHxV/xKdVn7JkwxLau9rZsXYHV/lcxe2pt7ProV1UFlWadA3G4qr5VxGSEMITS4YXKTQWL295mbXXrSXAPwDBXyBiaoRFxzcEmvL4oAlBxCfEk5SYhIeHB62treQX5FNcVEx9XT1yudzgZ8bWOi7VFdUIgsCkSZNGff7RIi79MbjTtYuLC76+vjQ3N7NhwwauvBNawYEAACAASURBVPJKPvvsM1pbW0e8hyqVijVr1vDPf/6TvLw83n33XfLy8gYcs3//fry9vSkpKeHBBx/kscces+blWRzjxMVAjJbHRbOx5eXlkZaWptVnMWbM0fC49PT0cPLkSRwdHZkyZYrB+gXa8UTQ1dlltn36NuDGpkbKSstIvySdnUd2cuLdE3z01kd6x9FFauwkdrz63qvMuXMOG+7dwMsvvjyiPcORI7VaTVFxESqVasSWAgaFikwlLiKxUaE6jRbJhAkTcHF2IT4uHhdXF5qamsjJHaoMOxhunm4sXruY/f/ez4mmE/z52J9J/nUyX//jaxZPW8w1Qdew9rq1fHLgExQKhUnXZAie2v8UBacKOPOfMwafo8/zcKHoAgsnLuTgCwf5w7N/4HDeYW5adBNP/OEJGuoaLGm20RBLxHh6eRIeEU5KSgrhEeGIxWKqq6rJzc2loryClpYWbYd2fbCl+N35H87j6jb6FUVgG+IyGCKRCF9fX+Li4tixYwdvvPEGjo6OfP3110yePJmlS5fy9ttvU18/1IOYmZlJbGws0dHRODg4sGjRIo4ePTrgmKNHj7Js2TIAFi5cyBdffDEmejQZivEcFwMhkUjo7u62+Jj9iYtKpdIy4+nTp5sUZx2NUJFMJiMnJ4eEhASjlWY1HiGRSER3h3nfpy6VWrVaTWVlJd093aSkpiARS5g+azpLH1nKc/c8x6Tpk3SK0w3nvXnsycdISk1i+/rtFJ4vZOdrO41e2BQKBYWFhQQEBmirmYaDsUm+xmC43CBD0D+pUKMM2yprpaysDJVahYd7X9Kom5ubzqTRyZdOZvKlkwHoau/iozc/4sSHJ3jxkRd5/g/PExAawCWzL+GWVbcQlRJlsp2DET8pnrRZaWxZsYXDBYdNGkOtVrNn0x6OvHSE+MnxvPbv1/Dy6wv1rdu6jnOnzrFq0SqOnDhi8YRZU+Ho6Ih/gD/+Af4IaoGOjg5kMhm1tbWIRWKtzo+zi/OY0OlRC2pKzpcwIci64Ta9848B4jIYkZGRxMbGctVVV7F48WJOnz7NsWPHeOmll3j66YGtLaqrqwkLC9P+f2hoKD/++KPeY+zs+jqdS6VSs5XDRwvjxMVAWMvjotksu7q6OHv2LKGhoYSGhpq8gFg7ObeqqoqLFy8OEb4zZjylUolIJDI/VDSoHLpX2UtJcQnu7u4kRCQM+A5XP72ak1/pF6cbyYMx55Y5RMdFc99v7+PWWbdy4JMDQ0q99aG9o53S0lKio6PxcPcw+Pqs5XExJ7F38HOp8cZoPDIqpYq29jakUikVFypwdnLG09MTLy8vvSq+i9YsYtGaRQDkncrjyGtH+O7z7/jojY9wdHEkflI8KTNSiIuNMzvx9MnXnmR+7HyOvn6UuXcN3xoCBoZMis4Xse7WdbQ3trPuz+u4cdmNQ47fd3Af82fMZ8P9G9i+Z2huga2hKbl29+gTuOtV9NLW1kZtXa1WJ8TL08u25dBqgZqSGibGj35FEehWrR0L0JRDi8Vipk2bxrRpo5+4PFYwtmjlGIO1c1w0kvWNjY2cPn2a5ORkwsLCzHrrsZbHRa1Wk5ubi1QqZfr06SZnt2uuWSQSIe80j7j0j8F3dXWRl5dHYGCgXuK399jePnG6G3WL0420madOSuXIV0dQqBTMuWwOJYUlI5rY0NhAeVl5X96BEaRlJJgVKrJCw1ANJHYSvL29iYyK7MuNCelLGi0rKyM3N5eqyuFzY5KnJrPpL5s4kn+EY/XHWLllJSqxisN7DjPbbzYLExfy3L3PUXy+2CT7vP28uXH5jbz0+EsG/54FtcD2+7dz96/vJiQshKPlR3WSFugLi73w+gt8d+w7jhw8YpKNowl7B3t8/XyJiYnR6vz0KHq0SaIj5TJZA2q1Gmm1lPT00e1R1H/+seZxgb41zpCXpZCQEC5evKj9/6qqKkJCQvQeo1QqtX3k/lsw9u7OGIU1iAtAd3c3Fy5cICMjY1h9FkNhaeIikUhQKpVkZWXh6urKpEmTzHob0dgnFost4nFRq9U0NzdTXFJMXGzcsJL9jo6OvHziZfK+GypOZygR8PH14cMvPyR+cjzLblrGF//4QudxgiBQcaGC5uZmUlJTtM06DYU5XpGRYE3i0h8ab0zQhCASEhNITEjE1d2V5uZmcvNyKSnuy41R9OjOa3FyceLWu29l37/2sefLPbz27WtMu3oamV9lsvzXy5ntP5vVs1bzwb4P6JYbHnZ86LmHEBDY8+ieEY8tPlfMbRNv44t3vuCP+//IS5+/hJvH8JvHpPRJLF+7nN2bd1NSNDK5HSvoX1nm5OREQnwCrm6uSKXSAferp6fHqnYIgkCXrIuZM2dadR59sDVx0bzYDYahyrkZGRkUFxdTXl6OQqHg4MGDzJkzZ8Axc+bM4cCBAwAcPnyYWbNmjYkwoaEYJy4GwtLERaFQcOrUKQCDS50NgaXtbG1tpaOjg9jYWCIjI81+uC1JXKCP+GkqdAz5UUclRbF+73r+9uzfyPo6a4Bdhr5V2kns2PfWPhbetZBNazfxlx1/GfC5IAgUFBQgEUtIiE9AIjae6I30PZul4yIxj7iYeq7GGxMRGTGghLe8vNwgb0z8pHg27NnAB7kfcLzhOGueW4PYScy+p/ZxTcA1LIhfwNaVWyk4VTCiHaueWcXfX/87bc1tOo9RKVVsXrmZbcu2EZMUw8cXPmb2rbMNvtZla5Yxaeok7lt8n9Fy72D6d2xJ9Peeae6XWq2m8kKltuRa1iozueRaH6rKqhAEgbS0NIuOayjGAnHRNb9cLjdojbOzs2Pv3r1ce+21JCUlcdttt5GSksITTzzBRx/1FSgsX74cqVRKbGwsu3bt0lkyPZYxnuNiICxJCDTJrXFxcfT09FiU6VrK49K/kaOmNM8S0BIXiZieLtPf3FRqFcXFxQiCQGJiolHfoUac7pH5j3C06Chevl4mhV4e3PAgCckJbHlkCwU5Bfzp//5ET08PcrmcsNCwMet6NSc511LPqqaEV1PGq1KqaO9o72tWV3lhREE1BycH5t81n/l3zQegNK+UI68d4cfPf+TYwWPYOdgRkxLD7IWzuen3N+HiNnDBX3j3Qt7e9Tabf7+ZF46+MOCzk1+fZNPiTah71PzhhT8wZ+kcoz1mAH868Cfm/Xoea3+/llcPvmrcyYLtqnp0of/9CgwKRK1Sa5N8q6qrsLez71Py9fLEycnJLNvPfHcGZxdnm5EHWxMXfTk2xijn3nDDDdxwww0D/tY/idfJyYlDhw6ZZ6gNMe5xGQbWyHGpqqrSljqPJNZmCixRDq1SqcjJyUEmk5GRkWHRH7EmTCEWi41y7/eHXC4nJycHPz8/7B3sTVokn37zaXz9fVl+5XJtebYpDowb5t7A/r/v5/zp88y/fD6nTp7C0dHR+qRFZIaOi2h0QkXGQGInwcvLa4A3Rq1WawXVFD0K2mRter0xMckxPLrrUQ6fP8zxpuM88OIDOHo48tq217huwnXMj53PM8ufIefHHO05G/dtJPvf2ZTllgF9iaqPL3mch256iMmXTubjix+TNtP0t36JnYS/HvwrxWeL+cuLfxn5hH4QBEGrUjwWIZb0VSOFhYeRkpJCZGQkEolkQMl1c7NpfZUKzxRaZW00FL8E4vJLxzhxMRDmEhcNGWhubh6S3GrJTcRcATq5XE5WVhaenp56GzmaA01yrkQioUduvMelpaWFwqJCYmNi8fczTuOmP8RiMa//53WaKpt4cuWTfYTKxNBLUkoSr3zwCr1CL5tWbaKmosZku0YDhjZotBU0b/eBQYFaQTWJREJra6tBuRb2DvbcvORm9ny8h2O1x3jz5Jv8ZsFvOH/yPGuuXsNVvlexYsYKik4VETUpiieWPsG3x77lpqibOH3iNDv/vpPt72/Xhm/NIRChUaE8tvUxDu47SOa3mQafZ0vJfVPg4OiAf4C/tsu1n58f8i45RcVF5OflU11dTWdHp0FrXXVxNbHRsSMeZy3YmriYGyr6X8B4qMhAmBOC6erq4ty5cwQHBw+pGtKMaymCYI6dUqmUgoICkpOT8fb2tog9g9H/eo3xuAiCQG1tLS0tLaSkpGBvN7S01lh4+Xnx/AfP88DNDzD5V5OZcvkUo8fQeAVEYhEff/MxDyx/gG2PbkOChOvnX2+2jfpgblXRWCYugyGWiJHYSQiPCAf68ppkrTIuVFygV9mr1Y1xd3fXqZ0SGR/Jwzsehh19PX4+/+BzPjv4GQd2HkAu68s/2bBgA7NumcWm/ZuGiCmaSyCuX3A92d9ms+GeDRz+92G8fUf+bdmSuJj7IiUSi3Bzd8PN3Y0QQrQl1/UN9dp+O8M185RWS7nl6lvMssEc2LocetzjMjLGPS7DoP/CYeoioil1TkxMJDw8fMg4lk6mNWU8QRCoqKigpKSEadOmWY20QD/iYiehp9swj4taraa4uJie7h6SkpIsQlo0mH7VdJY8soQX73+R6rJqo87tVfaSn5+Pk5MTMTExSMQS9ryxh6sWXMXTjzzN7i27LWbnYJjjNbFVcq6l4OTkNMAbo5G3z83LpbiomIb6Br3eGDt7O65fdD27/76bf1X/i7fPvY29a9/zFJ8WP4S0WOpaNz2/Cf8Af1YuWmlQErhNiYvasnNrSq6jo6O1Jde9yl5KS0t1llx3yjr5zW9+Y7H5jcVY9bgoFAqTcq1+iRj3uFgJgiBQWlpKS0vLsF2dbdEUsT80ISw7OzuL57PogsY+O4mdQcSlp6eHoqIiAgICCAwcWXHWFNzz9D1kncjimd8/w2UVlw0Rp9OFrq4uikuKCQ8LH0L0Fi5eyIyZM9j8wGYKcwvZ8/YekyqL+sOSG4lIbDkBOltDI2/v6dUnJdDd3U2brI3KC5X0KHrw9PDEw8MDd3d3xJKhz3ZYdBjuXu4ETw7m5SdepqmmibU71mo/txRxEYlF7Ht/HwuvWMhTjz3F5uc3j3yODT0uYpF11gFNybWLq8sAwUJNUrasUYagFkhNTbXK/IbA1sRFn8dFkxs4jnGPi1WgKXVWq9Wkp6cPW+psaY+LMYtdV1cXmZmZ+Pr6kpKSMuyPwlILuIa42NvZo5AP35emra2N/IJ8IiIjrEZaNPjTJ39C6BX0itP1R3/dGH3eqWtuuIYDnxwgPy+fBTMW0NrcalF7zcm7GIvJuZaCk5MTAYEBxMXHkZyUjIeHBzKZjLz8PK03ZnDrDkEQmPqbqTz51pMceeWIxRsxauDl48X2fdv590f/5uMPPh7xeFsSl9Gau3+JfGpqKtXF1Tg6OVJdXU1mZiZFRUU0NTVZRUNLH2xNXHTN/0v9vZqKceJiYbS1tZGVlUVoaCjx8fEjLgDWErYbCU1NTVq13tDQ0GGPtaRXSFNVZGdnp1d4DKCuro4LFy70bT4WVJzVB0dnRza8sYG87/LYt2WfzmMEQaC6utog3RhBEIiNj+Wj/3yEnbMd834zj7yzeXqPNxbmqiv/L6B/s8HU1FRtjszFyovk5ORQeaESWaus701WImbWnFn86Z9/4j+f/of7rr4PtVpt8U08/dfp3LnyTnb+cScXyi7oPW6k7t3WhC3f7AtPF+Ln50dCQgLp6en4+fnR2trKqVOnOH36NJWVlXR0dFh1I7c1cdHncRGJRGPO42kr/G+sYCZCV1+W4TbwqqoqcnNzmTJlisEeAkt3cx4JgiBQVlZGeXk56enpBqn1WpK4aL5Dewd7ncRFrVZTVlZGe3s7KSkpFhPmM8SukOgQ1v15HW9ue3OAOJ3GruLiYhQKBQkJCcN3du7XINHd3Z1Dxw6R9ps0Vtyygk8OfWIxm20h+f/fvHA6OjoO8MZ4eXnR1taGsldJS0sL9XX1JKYlsv+7/RTmFLI0fSm9Pbo7XpuDVQ+vIikliXt/e6/ejtr9eySNNmyZX1ORX0FEWARisVjbzDM2NpaMjAySk5Oxs7OjoqKCrKws8vPzaWhooLfXsvdIpVKNSeIy7nX5GePExQjo846o1WpycnKQSqVkZGQYlfltbvmyMVAqlZw5c4aenh6mTZtmcKKXJb1C2lCR/VDiouhVaJNdY2NjR3Xx0FSjzL1rLrMWzOKR+Y/QKu0L7ygUCnJzc/H09CQqKmpEuwYv+mKxmBdfeZGla5eydf1Wnn/ieaPt07VojcVeRf8t6K9DIhaL8fbxRiQSUXWxis7eTnZ+vJPm5mY2zN1Ap6zT4vPvfms3glLggRUPWHxsc2GtVhOGoP5CvV5BSUdHR4KDg0lNTSUjI4Pg4GA6Ozs5d+4cJ0+epLy8HJlMZvazbWuPi675e3t7hySO/y9jnLiMgJFE6ORyOZmZmbi7uzNp0iSjH67RChV1dnaSmZlJYGAgSUlJRv0wLR0q0ua49CMuHZ0d5OXlERoaSnBwsFFvfJbYhPt70/qL07W1t5GXn0dEhOF5Nvrk+FevXc22l7fx94N/Z+WtK1GqjBfnsgTMUc79RULoq3wJCAzQ6pBExUXx4mcvInIUcVvqbZw/eZ7u7m6LfW+Ojo689M5L5GTmsP+l/UNNsqHXQyvIaAN0tHSQnp5u0MuB5kVi2rRpTJo0CRcXF2pqasjMzCQnJ4fa2lqT+yqNNY+LXC4fL4Xuh3HiYgQGk4ympiZOnTpFQkICERERJi00lq4q0qD/AtvQ0MCZM2dITU0lODjY6LEsHSoCcHRw1LrhG5saKSstIzEh0ehGk/3DMubapRlHLBaz/5v9NF5oZNPvN5GYkIiHh+F5NsNprFw5+0re/uxtSktKmffreUgbpWbbayz+V3JcDIUgCAM2CpFYhIenBwmJCWw9vJWg2CAeuPYBvvv8O3Jzc7lQcYHW1laze/RExUfx0JMPceDPBziddXqQUTYMywm2eUbqKutQq9QkJCQYPb+9vb32pWz69OlERkbS29tLXl4eWVlZlJSU0NzcPKpheVOhy+PS1dWFs7OzjSwaexhfwYyAJh9FU+qsyRMxR/fEGh4XDdEQBIGSkhIqKyvJyMgwavPVNZ4l4eDggKJHQUVFBVKplJTUFJycnEyyzRLoT4AEQaBN3sbaP60l+9NsPj/8uXFjjUAqIqMj+fjbj3H2dGbBFQs4l31uxDGVvcoBY5pDXCQSybjHpR8E9Cej2knseP3L15k8czLPLH0GeZ0cb29vOto6yC/Ip7CgkLraOuRyuUnf6dw75jLj6hk8evejtLX+3PDRlpL/tpr7x3//qO1RZM7vWiQS4ebmRnh4OGlpaUydOhUvLy+amprIzs7m7NmzVFVV0dXVZUHrLQddHhdDO0P/r2CcuIyAwaGi7u5uTp8+jVKpNCpPRB+sRVwUCgWnT59GpVKZ3X3aGsTF3t6edlk7dnZ2JndQhp9CPBaowNCMo1KrKCjs6y58y+9uYckjS9h+z3YqiiqMGmukTczFxYX3/vkel8y6hNWLVvPhOx/qPE4QBGpqaigoLCAnJ4fysnKam5vNembMIT3mnDtWMZzgmobU7Dq8i9l3zuaRWx7h+0+/JzQ8lJSUFKKiogb06DHFG7Plz1vw8vJi9Z2rf57XxqEiW3hccrJyCAwMtPi1SyQS/Pz8iI+PZ/r06cTHxwNQUlJCZmYmhYWFNDU1oVTaJnQ7GPqIy7jH5WeMZ/sYAaVSSX5+PgkJCRbTFZFIJCgUw+uZGAtBEDh58iSxsbEEBQWZPZ6liYtKpUIulyNCNGIp9kiwVKKpJsclNyeX4OBg/Pz8gD5xupNfnmTl7JV8UvqJQeJ0gEGqtmKxmB17d7D/r/vZ8ccdFJwvYMOzG34e4ifPnlgsJjWlT5Crs7OT1tZWamtr6e7upq62zuiOvLaUMx+TENApTgcDq3s27t2IX5Af21ZtQ1on5bcP/lbbo8c/wB9BLfR1TG6VUV1djZ3Erq/D9Qj3RyQW8cqhV1h45UK2btrKxi0bbS75b4u5y3PLiYuJs3o5trOzM6GhoYSGhqJWq5HJZEilUioqKvp6qPX00N7ejpubm02+B13EcTzHZSDGiYuBqK6uRiqVEhMTY1ExNEtXFdXV1dHe3s7kyZPx9ze9CWF/WJK41NfXI5fL8fPzo6GqwSJjGiKhPhLa2tro7u5m4sSJuLm6Dfhs77G9zImaw3033scrx14ZeTAjOzcvv2c58UnxbFi1geL8YvYd2odIJKK7u5vAgECCgoJQqvpCRZoeMMGqYPIL8rVv+9093bi7uePp5YmHu4fejRh+mV4Tc6DRcTEEqzatwj/In90P76axppH7n79f+5lILMLdwx13D3dCCUXRo0Amk2nvj5urm/b+SOwGkkcffx+27NnC+tXrybgsg8tmXGbT0nNbzF1/oZ55V84b1TnFYjHe3t7acH93dzcnT57U6sW4u7vj6+uLj48P9vaWazUyHHR5XDQ9nsbRh3HiMgJUKhV5eXkolUrCw8MtXpJmqVCRIAgUFxfT3t6Or6+vRd2KliAumnybtrY2XF1dcXV1Nanl/WCIxMNr6xiC+vp6GhsbcXJyGkJaoE+Ndd8X+1gyfQn7tu5j9cbVOkbpZ5MJxGDGzBm8c+wd7lpwF3Mvm8u659bh6ePJhAkT9M4hEon0vu072Dto3/YHhzPN7Q5ty3JZa2E4L9TgTXzBigV4B3qzeclmmmqbeOatZ3Sep9MbI5NRW1uLRCzpuz+enjg593ljfnXlr1i4dCHb1m3j5UMv4+Jmm41KrVbbhLi0N7czc+bMUZ+3PxwcHHB0dCQlJQVBEGhvb0cqlVJVVYUgCPj4+ODr69vXQsJKXiF9ybnjxOVnjOe4jICioiJcXV2ZNGkS9vb2Fs/1sITHRaFQcPLkSUQiEVOnTsXe3t6iXhxziYtSqeT06dOo1WqmTp2KSCTCyckJpcICxMUM74Faraa8rE/7ITk5ediFKDo5uk+cbutQcTpL2RQeEc5bn7yFk6cTT6x5gtK8Uv3jDPLqaN72NbkXGpXYyguV5OTkcLHyIm2yNgT1TxU0vzzuYTKM8bhocOXNV7L7s918+89vWXP1mhF/H9r7ExZKcnIy0dHRfd6y6mpycnKoKK+gpaWFNY+tIToumkfufsQmitrQR0xHm7g01jSiVqq59NJLR3XewehPGkQiER4eHtqS68mTJ+Pm5kZNTQ3Z2dmcP3+empqaIS0kzMV4OfTIGCcuIyApKYnIyEhEIhFisdjiCVzmKue2tbWRnZ1NeHg4cXFxWjtt2bixPzo7O8nKyiIoKIiEhATtgujk5IRKaf7CbGrfnV5lLwUFBTg4OhAXF2fQ29Pcu+Zy5fwrB4jT6YIpJdqCIFBbW4u0Wcp7/3yPGdfPYNcTuzh04JBR42gwWCW2fwflxsZG1IJ62JYL/0sQBEErQGgMJl86mTe+f4PinGKWpC8xuNs59OnG+Af4ExsXS2pKKr6+vnR2dFJYVMj9T91PT0cP2zdtt0lIzxaqvT+e+BEnFyebi6wNl5hsb29PQEAASUlJZGRkEB0djVKppKCggKysLIqLi81OnNdng1wuH/e49MM4cRkB/d887OzsLO5xMSdUVFNTQ05ODpMmTSIgIED797FCXJqamjhz5gwpKSkD9GM0HhdLEBdTvBtdXV3k5eURFBRESEiIUW+Xz/ztGXz9fFkxa4Xe78TYt1W1Wk15eTkdHR0kJSXh4ODAthe3Me9383jxmRd5+uGnzZqjf8+elJQUfP18ASgvLyc3N5eqi1W0t7VbJFfIWrDqBj5Mcu5IiIiP4N0z7yJrlbEodRFtzW0jnzQIg70xycnJbNq5ibzsPHY9u+vnSjIL/F4MwXBVVtbC+R/PExhg3UaqhsDQiiqRSISrqyvh4eFMmTKFqVOn4uPjo9X2Onv2LBcvXqSrq8ukZ3fw9z+e4zIQ48TFCFijdNkUj4taraagoID6+nqmT5+Om9vAvAxL22nseIIgUF5eTllZGenp6UP0Y8RiMQ4ODqh6LeBxEYuNKoduaWnRdnb28fExab7XvnmNhgsNPLXqKZ3HGEOmlKq+NzZHR8chbQ5umHcDO9/Yyeeffs5d8+4yWQV0sG2anJeExAQSExJxdXNFKpWSk5tDSUkJTY1Nenvo/FJhTqWVb6Av7597HztXO25PvZ3aC7Vm2WLvYM/E9IksuWcJR988SmN9I12dXRQWFVKQX0BNTQ1dnaZtiIZAEATEotHdGsryyoiNiR3VOXXB1D5FEokEX19f4uPjycjIID4+HrFYTGlpKVlZWRQWFtLY2Giyx348VDQQ48RlBPRnvtYIFRmb46LJZ7G3t2fKlCk6Xau29LioVCrOnTuHXC4nPT1dp86NWCzG2dnZMh4XA8MyGj2U2tpakpOTzXp78QnwYecHOzn+9nE+eXto00R9kv+DIZfLyc3N1ev5EYlEXPqbS3nv8/eor6tn4RULaagxvxKr/yYtsZPg7e1NZFQkqamphASHoOhVUFpaSn5ePtXV1XR2dA74jm0RvrCmB8CUHJfBcHFz4eDJg0yIm8CSaUsoOlNktk033nYjl/z6Ejat2YSPtw/JycnExMTgYO9ATW3NAF0fSyS6a2CL5Nz6C/WkpaXZvNrNUho2zs7OhISEMHHiRNLT0wkMDKStrY0zZ85w6tQpKioqaG9vN/h6x0NFAzFOXIyArUNFMpmMrKwsIiMjiYmJ0bu4WLrjtKHERS6Xk5WVhY+Pz7DJrmKxGEdHR4t4hURi0YghDrVaTUlJCd3d3SQmJmJvZ35Z4/SrprP4ocU8u/pZKoorBnxmSN6NTCajsKiQ2JhYvZ4fzf0NDg3myFdH8A/xZ9HVi8j+T7ZZtuvTvhGJRDi7OBMcHExiUiJxcXE4OzlT31BPTk4OZWVlKHoVoxayGC1YSjdEYifhtX+/xuQrJ7Nq5ioyj2eaYVTf/djx6g5cnF24Z/E9QJ83xs/fj9jYWFJTU/H390feJaeouMii3pjRFqBrl7ZzxRVX2FS/BvrW8hhk6QAAIABJREFUCkvrHInFYry8vIiJiSE9PZ3U1FScnJyorKwkMzOTvLw86urqhtXz6uzsHPe49MM4cTEC1ujkbChxqaqqIi8vj7S0tBH1WSxtpyHEpbm5Wdu3KSwsbMTxnJyczO71AoyomaLoVZCXl4e7uzvR0dEWXZDv3XIvSWlJrLxqJYregYvOcDbV19dTWVlJclLysItR/5CTo6Mjr3/wOjNvnslDyx/i3f3vmmy3od+Bnb0dPr4+REdHk5qaSmBAICqVivKKcu0mKe8yTep+TMGMHJfBEIvFvHDoBa5ecjWP3vIo/3zrn6aZ9JPsvkacrrKokheeeWHAMSKRCDd3N0JCQ7TeGEcHR2rrarVEs1lqvDdmtO9nU10Tql4Vl1122ZjszGxpODg4EBQUREpKCtOnTycsLIzu7m5ycnLIzs6mp6enT32535priselubmZq6++mri4OK6++mpaWlqGHHPmzBkuu+wyUlJSmDRpEu+9957Z1zcaGNdxGQEjdYe2xPjDLRSafJbe3l4yMjIMyrofbeJSWVlJTU0N06ZNM6jfkEgk6gsVWcDG4Wzr7OykuKSYqMgoo5s3Goq9x/YyJ3IO9910H6/86ydxOhE6y40FQeDChQv0KHpISUkxaIEc/Gw8sf0JEpITeGnbS0z71TRefP1Fo202pTu0SCTC1c1VqzoqEUv6xNVqqpHL5QPE7waLq1kC1txMraHU+viex/Gf4M/2e7cjrZey+OHFRtukWXsCggN4cteTPHH/E6Rfls4Vs6/QeY69gz2+fr74+vkiCAKdHZ3IZDLq6+sB8PTyxMvTC2cX52G9GtZWrh2MzC8zcXJ26utfplD84olLf4hEItzd3XF3dycyMpKenh5Onz5NXV0dRUVFvPvuu4SHh9PR0WG0x2X79u1cddVVrF+/nu3bt7N9+3aee+65Ace4uLjw5ptvEhcXp13Dr732Wry8vCx5mRbHOHExAtYiLvrQ09PDmTNnCAwMNKr7tKXbCOgjB2q1mvz8fFQqFRkZGQa7WDWhIkFl/makL4lQKpVSVV1FYkKiUc0bjXVVOzk5se9Enzjdy1tfZtXGVTqJgUqtoqiwCFc3V+Lj4g2aQx+pvX3p7UTHR7NuxTqW3biMfYf3GSU4aGpfKA0EQdCGLPz8/QaIq9XU1GAnscPLy0srfmdL17+hsEYbhLsfvxvfQF92P7SbppomHnjhAYPPHfwczrxuJnNum8NTDzzFwc8PEjhh+AocjTfGzd2NEELoVfTS1tZGbV0tXV1duLq64uXphYeHB3b2A7cBtaDGXjw6KrEA5384r62KHG3SNBi29vho1sbExEQEQcDR0ZF//OMfZGdns3TpUq655hquu+46Lr/88hF/80ePHuXLL78EYNmyZcycOXMIcdH0bQIIDg4mICCAxsbGMU9cxkNFRsAaxEUfWlpayM7OJjY2VqsjYyhGIzm3p6eH7OxsXF1dmThxolELv1gsxsXFxSI2anoMaSAIApUXK2loaNDGkg0eywT9FfhJnG73Og5sPaAVp+s/Tk9PD7k5ufj7+xMeFm7cRq7HnIxLM9j80maaW5tZePlCaiprDB5SLBGbLECny/b+5byaxoNisZiqi1Xk5uZSeaESWavMrNCg1ZNz7ayzFC5YvoDNb2/m7/v/zqbfbjLq3MHX/MgzjxAWHsbqO1YbXbqu8cbExMRow37ybjnFxcVDkrBHW8elLLeMmOgYwHaqvRqYWlVkyfk1a6lIJGLy5Mk8/vjjxMTE8OGHH3L99ddz7NgxZsyYwTvvvDPsWPX19Vrl7aCgIK3nTR8yMzNRKBTExMRY5mKsiHHiYgRGg7gIgkBlZSWFhYVMnToVX19fo8ewdqhIJpORnZ1NTEyM0aRKM56Tk5NFdEP6d4dWqVUUFhWiVqtJTEw02rMgFotNlrOfu/xncbqO1g4tcWlrbyO/IJ+o6Cht40aD0e9r1fUd+/r5cuTfR5gQNYE7r7+T77/83qBhJWKJVWX7NVL3sXGxpCSn4OXlRVtbG3n5eRQXFdNQ32CR0m6LQdDvubMEZt40kz3H9vDdse+496p7zSLs+97bR2dLJ+vXrjd5DE3YLyQkhKTkJOLi4nBydNImYUulUjo7Oi1aqTQc6irqmDJlCmB7j4c1knONgS7VXOjLcfHx8eGaa67hhRdeIDs7m0WLFjF79mxSU1OH/Dt69OiA8zUtQvShtraWJUuW8MYbb9j0+zcUY99CG6P/zbb2m4BKpSI3NxeZTEZGRobJ/YasWVVUU1OjTRI2hVRpxnN2draYx0UQBK1Xw8fHh8gI48lU/7FMhUacbuNvN6JSqWhsaqSivIKkxCTc3dxNGnMke+wd7Hnt/de4esHVPLbqMf62728jjmluryJjIBKL8PD0ICw8jNTUVMLCw/pyfSou9InfVY4N8Ttr5OX0x8TpE3nj+zcoyS9hybSRVXb13XcXdxd2vbGL7z//nkNvm6aqPBh29nb4+vlqk7BdXV3pVfbq9MZYA21NbVxxRV/ezlggLmNxfrlcPkSvSywWc/z4cXJycob8mzt3LoGBgdTW9mkK1dbWDhAp7Y+2tjZuvPFGtm7davOWC4ZinLiMEWhKiT08PEhNTTWL9VsjVKRSqbSidxkZGWZpCmiScy2xeYrFYuRdcq1XI8Bf94/TULvMWZw14nQtVS1suXcLTU1NpKSm6NSysbQ9jz/zOA9sfoBX//QqG+/bOCwREEkM05mxBpycnAgMCiQ+IZ6kxCTcPNxobm4mNy+XkuISGhsaR138zhI6LoYgIi6Cg2cOIpPJuD3l9mFVdofLtUqdmsrdD97N3i17KcozTy9mMEQiEQ52Dvj5+mm9Mf1L4ktLS5E2SS12j1oaW1D1qvjVr34FjOe46PO49PT0GN2des6cORw4cACAAwcOMHfu3CHHKBQK5s+fz9KlS1m4cKFpRtsA48RlDECtVnPy5EkSEhIIDzcyB0IHLB3SUqlUtLS0DCt6Zww0HhdLvMG1t7fT3NxMclKyyV4NDcwlLgBefl6s3rGazE8yKTlZYlYirLH2LFi0gL3v7OWHr39gyQ1LkHfKdR5ntivcQpxHLOnTt4iIjCAlJYWQ0BBUKhVlZWXk5eVRXVVNR3uH1d70+2O0wgM+AT68f+59HNwcuC31NmrKdecmjZQkvmT1EqakT2HtsrXI5brvs6lQCz/nmQwuiZ8QNIEeRQ8lJSUWuUeZX2bi6OyozUWzdY6LrYnLcPMba9f69ev5/PPPiYuL4/jx46xf3xdezM7OZsWKFQC8//77fP311/zf//0fU6ZMYcqUKZw5c8a8ixgFjBMXG0IQBCoqKuju7mby5Ml4e3tbZFxLelza29s5d+4cjo6Ow4reGQMNcTFnA9T09+nq6iIgIAAHBwez7UKEWSELhUJBbm4u066cxoJ7FrB99XYuFF8wwxzjidSkqZN47/h7tHe1s+DyBVSWVQ45RiyybHKuJaDxwgVNCCIhMYGE+AScXZxpbGwkJyeHnu4epE1Sq+RdmNpk0VS4uLnw7sl3CYkPYUmGbpVdQzo073pjF/Zie/6w7A8WtU8faRKJRLi4uhAcHExSchLxcfED7lFpaanR7SLO/XBugC7VWCYOowFdHhdTRfl8fX354osvKC4u5vjx41qhy/T0dF577TUAFi9eTG9vL2fOnNH+0+QbjWWME5cRoOuBscQboEql4vz583R2duLt7W3RrqiWynGpr6/n/PnzpKamWtQ+TXIuYFILBaVKSWFhIfb29gQHB1tsMzXH49LR2UFefh4RERG4u7mzbMMyktKSuPuqu4eI01kbfgF+HD5+mIiECJbetJRvPv9mwOdiielJyKMFiZ0EHx8foqKjSE1Nxd7Bnh5Fz4C8C0v26xnthEyJnYRXT7xK2qw0Vs1cxQ/HfhjwuSGVPRI7Cfve30fJ+RL27txrMdsM3Sjt7O0G3KMJQRO07SIM9caUni8lJurnKhZbEwdbz68vVGRrReGxhnHiYiQsEYbp6uoiMzMTHx8fUlJSrJJMa46NgiBQXFxMVVUVGRkZeHh4WNw+Dbrl3Uadq+nvExgYSGhoqEW9S6YSF6lUSmlpKYkJiXh4eGjH2XtsL4JC4L6b7jPZHlNh72DPvnf2cdOim9h430Ze3/269jOJRDJqybmWgEgkQiwWa9/0Y2NjcXJ00irEmt09WcBq5dDDQSwWs/P9nVy77Foeu/UxPn3r059NMnCjCokIYcP2Dbz/6vv88J8fRjzeEPQPFRmK/t6YxKTEId4Yfc07+1cUge03aH3EYbRga+L034JxAToD0H9D0xAXUz0QTU1NFBYWkpKSohX5sXROijmbuVKp5Ny5c7i6ujJ16lSrLCJa+0TQ1dGFm7vbyCcBra2tVFyoID4uXpscbGhDQ4PsMqDHUH8IgkB1dTXt7e2kpKRgJ7H72SZBwMnJiZdPvMySjCW8su0VVj6+0ih7LJFz88gTjxCXFMeuJ3ZRmFvI9n3bzV4YbS3xr08htq6uDrFIrBW/c3JyMkq00VZYv3s9fkF+PHfvc0jrpCx5ZIm2V5EhuHbutWT9J4uN927k0IlD+PgZ3/W8PywROtN4Y3x8fBAEgW55N62yVkpLS1ELajzcPfD09ETWJOPyyy/XnmfrjdvW8+vaW3p7ey0TCv8FYZy4GAlTSYYmn6WxsXFI1+SxQlw6Ozs5d+4cERERBAcHW8yewdCIxolEIuQdIycWCoJAbW0tLS0tJCcn42D/8494sACduXYZuimr1WpKS0uxk9iRkJAwYLHrX24cnRzNo39+lB1/2MHUGVNJn5FunD0WIGVzb51LTHwMDyx9gDuuuYMNz20weSzRaCqTGQBdCrGtra1UV1XT3dM9oBWBvsohawrQGYoVG1bgN8GPF+9/kcaaRm578DajvuuNz20k90wuqxat4v1j75tFPCzt9dA073R2cWbChAmolCpkbTLKSspQKVR4e3tTU1ODr6+vzYnDWJy/q6vLZGmMXyrGfVJGwhSSoVQqOXv2LN3d3UNIC1infNnYt+KmpibOnDlDSkqKVUkL/Hy9IpEIedfwxEWtVlNWVoZcLicpKWkAadGMZSkNEEOJQv/GjVHRUUMXukGNH+ctn8fMeTN5eN7DtEpbLWKrsUidnMqhE4foUfbw8O8ftrluirVg72A/QPzOx8eHjrYO8gvyKSosor6unu7uoeHJseCen/e7eWw5uIWPXv+IXX/YZRR5EIlFvHzoZVoaWvjjI380zxAjvD2mQJO/1FjRiIOTA4mJifT29pKXl0d5eTlSqXRIk8HRgq2Ji65QVWdnp1nyE79E2P7X+l8AcxotdnZ2kpWVRUBAAElJSTp/FKPZSmAwBEGgvLycsrIy0tPT8fDwsPqc/YlLd6f+HBdFr4L8/HycnZ31d3bW09DQJLsMCBV1dXWRl5dHaGgoQUFBOo/R5QXa8tYWfPx8WDFrhcELsiVCRf3h7evN4eOH8fD1AAEWX7+Y13e/Tlurfj2R/2ZoWxGE97UiiIjs6/d1sfIiOTk5XKy8SJusDQTz+zdZCjOun8Hez/dy+pvTPHzzw0Zt3h5eHjz/yvN8/Y+vOXro6Mgn6IEgCFZVEtbgzPdn8Pfzx83NjYiICNLS0ggNDcXZ2Zm6ujqys7M5f/48NTU1o6a0bGviomt+UzpD/9IxTlyMhDEko7Gx0SAvhq2Ii6aySS6X6/QEWQta4iIW6dWg6OzsJC8vj5CQkGErh8RisVby32yMUA7d0tJCcUkx8XHxwzYh02WrWCxm/zf7abjQwFOrnjLQHMsSF4Bnn3iWppomHFwckDZJOfT2IW6afhNzLp3Dkw88yfmT5y0631iCo6MjAYEBxMXHkZyUjIeHB62trQgIVFVX0djQiKJndCvAdCE1I5VnP3yWC8UXWDx18Ygqu/2RdmkaS1cvZdcTuygvLTdp/tHKYSo9X0p0VPSQv3t6epKYmEhGRgZRUVEolUry8vLIysqipKSElpYWq3ljxlKvIg26urrGicsgjOe4GAlDSIYgCJSWltLS0kJGRsaIiVWWDhUZArlcztmzZwkJCSEsLGxU59Zcr0Qs0Rkqam5u5mLVxT4tjxFiu5bc3PV5OAbn2NjbDa9gqS83wSfAhx2HdvDQ3IeYPms6N91x0wgGofUmmeu6VylV3LPkHorPFvPC/heQtct45sFnOPrdUeRyOYfePsR3J75jzW/XYO9gT2x8LNfMuYabFt00hNCOdnKuNeYTS8R4enni6eUJQHBosFYbSKlS4unhiaenp80SkSeET+D171/nntn3cFvKbRz48QBefoZ17F3x4ApO/XCKNb9dw9FvjmLvYJzi6mh5HerK67hy/pV65xaJRLi5ueHm5kZ4eDhKpZKWlhYaGhooLi7G2dkZX19ffHx8jGqmOhxs7XEZJy6GYdzjYiRGIi5KpZLTp0+jUqmYNm2aQdngo+1xaWlp4dSpUyQkJBhFWixJEDQel/6hIkEQqKqqor6+npSUFIMS0iyZnDs4NwWG5tiMRFpGsunSqy/lzofu5NmVzxokTjfSd27IPWlrbePWq2/lQuEF/vaPv5HxmwxmXz8bnyAftq3fxoSQCaxdt5aDnx3kRM4JHtz8IPZu9ux7cR9XT7yahTMXsvOPO6ksq/xlakkI4OzkTGBQIAmJCSQmJOLq5opUKqW7u1tvKa9VTRIEvP28OXTuEE7uTiyauEivyq4u7P7bbkRqEWvvWmvS3KNxn2WNAyuKYHjiYGdnh7+/PwkJCWRkZBAdHY1SqSQ/P99i3pix2HJgnLgMxThxMQCG5rh0dHSQmZnJhAkThlSaDAdrERddm5qm8/S0adOMUuq1ZL6FJnlYIpFodVzUajVFxUX09vaSkJCgLS02yC5LlUMP8nz1KnspKCgYPsdGj03DYc2WNSROSWTlVSuHFaezxOZRXlLOwlkLkQgSPvzqQ0KjQrWfPfjEg/zw1Q801Tdp/2Znb8dNC25i74G9fH7mc177+2uk/SaNb7/5lsXXLebueXezftV6jn98/BeV4Nu/yaLEToK3tzcRkRE4OTkREhxCr7J3gLCaNZsOws/kwcnFiXey3yE0MZQl6UsoOFVg0Pn2Dva89M5L5J3M49U9rxo3twGqveairaUNpUKpk7gYMrdIJMLV1ZXw8HDS0tJIS0vDy8uLhoYGsrOzOXfuHNXV1ToTsQ0Z21bQ53FxdXW1kUVjE+PExUjoIxn19fWcO3eOiRMnMmHCBKPGtEaoaDDRUKvV5Obm0traSkZGhtGuVUuSK22oSCJB0a3QSuV7eXkRFaWjSseAsSyB/iEeuVxOXl4eQUFBJqnzjpR389LnL6FWqPnDzcPItf/kAVKpVRQXFw+RVB+py/N3X33H7+f+nvjEeN4/8T4u7gPf2i6fdTkBYQFse2yb3jHik+PZuGUjH375IZ+d+oy5S+fSLm9n64atzEyeyZ3X3snLz79Mc2PzsNc71qGzO7TwU3uKn8p4tcJqzj83HSwrK6NZ2mzxVgT9yYPETsIrX7zC1KunsnrWar7/7HuDxoiMi+SRzY/wt71/4+SPJw2f2wDVXnOR/VU2Do4OQzwJpno87Ozs8PPz03pjYmJiUKvVFBQUaL0xzc3NNqlUMgaadbE/xpNzh2KcuBiJwRu4IAgUFRVpVWbd3Y1v9GcNj0t/Nd6enh6ys7NxdXVl4sSJJoltWZIg9CcuslZZn1R+ZASBAYFGjzXS5m3sWIIgIJPJKCwqJC42Ttvfw5RxhoOTkxP7vthHzjc5vLLtFb3jKHoV5Obk4uPjQ/CEYK2ken5ePr2KXrq6dMvev3vgXdavXM8N825g7zt79ep6PPrUo2R/n01DTcOI1+Xi5sLNt9zM3gN7+XfOv9n5+k4iEiP46IOPmPfredw4/UY2rtlI9rfZI4411qDvNzE4X2lw08HAgEDk3XKKiosoyC+gpqYGeZfcbG/MYPIgFot5/uDzXP+761l/+3r+8eY/DBrn5ttu5oprruCxlY8ZVT1mba/Dme/P4OvnO+Tvlsgx0XhjwsLCmDJlClOnTsXLy4vGxsYB3hhdhQG2FlfUlRw8HioaivHkXCPRn2T09vZy7tw5PDw8zFKZtQZx0cj+d3Z2kpOTQ0JCAn5+fmaNZ2niIhKJqK+rJykxyeSKJpHYsiGs1tZW5HL5EKE7o2wyMKwWkxIzrDhdr6IXaZOUuPg4XFxcUClVWll1ZW9fbL+2rpbu7m7cXN3w8vbCw92DHZt38Ol7n7LmsTXcftftw9pwyW8uITgqmGcefYY9b+8x6jozfpVBxq8yAGhqaOLw24f5+vjXPLz8YcQSMdFx0cy+aTbz7piHs6sZAlrW3ksE3R6Xke6hSCTC1c0VVzdXQkL6xO9kMhnVNX2bYn/xO50eHRPw2J8ew2+CHzvu20FTbRPLHls24jlP736a22bdxso7VvLuP94d1YaS+lB6vpToyKEVRdZIjpVIJPj5+WnXv66uLqRSKYWFhfT29uLl5YWvr++wlYKjBV0ep66uLjw9PW1k0djEOHExALpyXNrb2zl//jwxMTEEBhrvKegPS/cq0oxZW1tLbW0taWlpZjN2S/cEamtrQywS4+HuYVYZtqXsEgRB60pOTU01a/E0xgs0b/k8Mr/I5OF5D3O06Chevn2Lp0aEKywsDHc3d1TqgcTWzt4Oe3t7oiL7QmsdHR00Nzfz4PIHKc8rZ8NzG5h1/SyDbFj39DoeWPIAVRVVhEaGjnyCDvgF+LH6wdWsfnA1KqWKL/71BZ8e+ZQ3/vIGf93xV3wDfMn4dQa3/f42YhNjjR7f2h4AfZu5MfPaO9jj5++Hn78fglqgo6MDmUxGTU0NdhI7PD09DW5FMFyC7PLHluMX5Meutbtoqmvi4RcfHnYskVjEy4df5taZt7J101Y2bdtk8DVZCzXlNcy4ecaQv49GVY+LiwsuLi6EhYWhUqlobW2lqamJkpIS5HI5VVVV+Pr6jhm1WrlcTkhIiK3NGFMYJy5GQiKRaEnLpEmTcHMzrM/OcDC3KeJgCELfoqlUKsnIyLBIZ2dLEQSlUklubi4Azs7O9PaYV6lhiXJolVpFUWEREokEf39/i7iqjbFpy1tbuCXpFlZctYL3Tr5HfX09ra2t+Pn7YW/fV8WkVqu1JeRD5hOLECHikRWPIGuS8coHr+Dl68WFigv0KnvxdO/bMN3c3HRu0FOnTyU8Lpyt67by1/f/avqF/wSJnYRrbryGa268BoDy0nIOvXWIH7/6kc8+/AxHJ0cSUhO4YcENXDvvWot5I8yBKR6X4aARv3P3cCeUUBQ9ij5vzE+tCDS9etzd3XW3IhhBvXbusrn4BPrwxzv+iLRWyraD+vOUAHz8fNj20jYeXfko6Zemc92c60y+NktA1iBjxoyhxGW0myxKJBJ8fX3x9e3re5WZmQlAUVERPT09eHt74+Pjg5eXl836WY1L/g/FeI6LEVCr1VRWVtLZ2cn06dMtQlrAsqEihULByZMnEYvFxMfHW4S0gGWIS2dnp7bqytnZGTs7OxTd5gl+iUQiswTouru7yc3JJSAgwKgqq+GNwqjwhlacrqKBRxc/ilwuJzExETuJHYIg9P1TC6jVanoVvaiUKgS1oCVIFysucsusW1Ar1Bz+8jDxyfEEBAYQnxBPUmISru59pb25ebmUlpYibZIOSSZdv3U9uWdzKS82TbRsOETFRLHuyXV8cOID/nX2X6xctxKFoGDn5p1cmXIli2YvYu+2vQbl2VgL+oiLpTZRB0eHAa0IvLy8aGtrI78gn+KiYhrqG4aow47Uq2jGdX0quz8c/4FVM1eN+Pu85IpLuP13t7N9/XaqKqvMviZT0SnrRNmj5IorrhjymS11VNRqNXZ2doSGhjJ58mSmTZuGj48PUqmUkydPcvbsWaqqqvSKZloL41VFQzFOXAyASCTSEgIHBwc8PDwsRgjAct6M9vZ2srOzCQ8Px9vb26KJZubaKJVKtSrCQUFBfYuEvZ3ZSqXmbCxt7W0UFBYQHRONr68vIrFlNGFMKdH28PXgvp338cPRHyjILEAsFmuJiUqtQiwR4+DooH3ulEolvcpevv/P9yy9aSlRUVG8f+J9PLwGtmwQS8R4e3sTGRVJSkoKE4Im0KPoobi4eEAyacqkFKKTo9m6buvI12bGc+Xs7Myti2/llXdf4cT5E/z5nT8TPyWef/3jXyycuZDr06/nsZWP8d2J70a13Ho0vT4isQgPTw/CwsNISUkhPCIcgMoLleTm5lJVWYWiV2HQM5SansqBzANUFFVwZ9qdI6rsrtmwhtiEWO654x5UStu0Gcn6Jgt7R3udL362Ji7959Z4Y+Lj45k+fTrx8fFAnzcmMzOToqIipFKp1TW45HL5OHEZhPFQkQFob2/n5MmTxMfH4+HhwfnzlpVFt4THpb6+ntLSUm34qrm5eUx0nIY+7Zja2lptWwFN2MPBwcFmEusNjQ3U1daRnJSsFQm0lFaNseN0d3dTWFTI7AWzaSxvZNvKbaSmpyJxltDW1oabm5vWRrGdGJVaRXlxOT98/QNv/vlNrr7pajY8uwFBEFCr+pKedYWERCIRLq4u2gTf/smk3d3d3PWHu9i0ehMF5wtInJho9vdgCKZMm8KUaVMAaG1p5YN3PuCrY1+x4b4NiBARFRPFFdddQUpGilXt0LVZjlbYQtOKICAwALVKTVt7G9JmKUVFRTg7OePp6YmXl5deBdyw6DAOnj3I0suWclvybRzIHF5ld887e5j/6/k8tOohdu/fba3L0ouz353F13doRRGMLeIyGM7OzoSGhhIaGopKpUImkyGVSikrK8PBwQEfHx98fX1NzifUp2EzXg49FOPExQA4OjpqE1yVSqVVSpdNHVPTXkAmk5GRkaHNibC0NowpCcRqtZr8/HxUKhUZGRkDpLwFQcDezn7UiYsgCFSuV/V1AAAgAElEQVRerEQul5OSmjIgZ8RSm5QxeTdt7W2UlZURGxuLm6sba7au4dRXp1h51Urez3mfNlkbJSUlqNVqvLy9cHN1o6qqig/e+YBjh46x+uHV3LnqTm04SfscqfquRywW6008HZJMGt5BZHIkTz30FM+89AxeXl54enri4GhadZWx8PL2Yvma5SxfsxxBLfD1ia/56PBHvPvGu8h3y/H29Wbar6Zx67JbSZqUZJE5Nc/0WOgODX0eMi8vL+qd6vuUYVVKZK0yysrKUKlVeLh74OXlhaub64Dn1du/T2V32a+XsWjiIvZ/u5+QaN0Jnc7Ozux5aw8rFqzgzVffZOndS0fr8gAoPldMVESUzs9GO8elP4whTRJJX4drjVyCXC5HKpVSUlJCd3f3gEolQ3Nj9M0/Xg49FOPExQA4ODj8LAZlhdJlU9/0lUol58+fx8XFZUg5tqXtNDaBWKFQcPbsWfz8/IiMjBxgm+a/HR0czU7ONQYaITdnZ2cS4hOGLJCGdIc2BIbez6amJmpqagaUgwuCwJ5je5gbPZd1t63jr5/+lZCQEJRKJfX19RQWFfKXHX+h9FwpG5/fyLVzru3r5CsCxH1CXGpBjVql7gszqVTw023ThJ90emN+Sibd/MJmlt2wjPbmdjw8PKioqOhL8PXoe+sfLZ0LkVjEFbOv4IrZV6BWqfnmq284+cNJfvj3Dxy/9Tj2jvbEJ8Zz7bxruXHhjUb349FgpHCJrTZRTVmss4Mzzs7OBE0IQqVUIWuT0djYSHlFOS4uLnh5euHh4YG9g32fym7WO6y+djVLM5ay99hekqbpJnhxyXGs3bCW3c/uJi09jYlpE0ft2mrLallw/QKdn9nS42JOg8X+3hi1Wk1ra6vWG2Nvb69NAHZ2dtb7TOkSn4PxHBddGCcuBkDXpmut8Q1FZ2cn586dIyIiQmfnaUt7XIwZT1N1FRcXh7+/v97jHBwcaFe0W8rEYaFQKCgoKCBowv+z9+XhTdXp9yc3SbM0zdJ032iBLrTsFBHcUEBxGcAFUUYFFVf8giOgCIqjgBQBZWYAUVGBEQUBBWdkRkHFcRlUBEoX2ibdadM9SZNmz72/P673krZJmrXF+fU8j88zQ9N7P0lz7+fc9z3vOQmIi41z+5pQ5h552+ApikJDQwMMBkO3qg9FUSApEhGCCGz/cjsenPwg3tnwDh55/hEYjUY0NDRg06pN0DZrse3DbYiOi0ZJSQkEEQK2nSAUCkFwCBA8+gZMUiTbQmLfm9MzickYloHcCbl4/c+v44N/f4D4hHg4HU50GjrR2toKnU4Hi8WCWHssrfXi988tJC4hDs+segZYRfvbfH7kc3zx2RfYVrANr7/8OhISE3Dl1Csx78F5SB7i++go6fT+9x5I4tLz3Fzepad8iqJgNpmh0+ugVqsBAFKZFAq5Am+feBsr/7gST0x7Aus/Wo+rbr7K7TnuXHAnfv7hZyx7aBmOfHcEYom4X4iprkWHq6++2uPPB7LiEorJIYIgelVjOjo62GqMTCaDUqmEQqHodj5PxGlQ49Ibg8Tld4i2tjaUl5dj5MiRHo2JQu0N4ytxaWlpgVqt9mlUPCIiAg5raK3S3cHYZYRarcbQoUMhjZJ6fW0oco+8iXOZ0EYuwe2WZ8WQFmbDGj5yOJa9sQybn96MoSOHghAT2PDcBggjhDj87WHIo2kNQxrSYLFYoNPpulVHFAoFJFESthrDkCOmGsPojCgH/WTv2lJ6YcMLmH/jfJz96SzGTRrHZvcoFArU1dZBJBLBbDGjubkZHA4HMvkl0tQfmw4/go85d8/BnLvnAABKi0pxaN8hfPv1tzjy4RGIJCLkjcnDrHmzcN2N13k1XPNWcRlIF9W+8oJ66pUcdgf0ej00TRqYTCY8vu5xRCmisGreKjz7t2dx64Jb3R6nYGcB7rj2Djz+x8ex9+hedlotXOgydMFuseP666/v+8X9jHBVe0QiEZKTk5GcnMxWYzo6OlBdXQ0+n89qYwYrLr5jkLj8jkBRFGpqatDa2soKXT0h1N4wfREXiqJQXV2N9vZ25Ofn+5SKLRAIYDeGt1XU3t6OhoYG5GTn9JnPFG5xrt1hR0V5BRQKBRITE9kNgpkcAuh2FYPZi2bj28+/xSsLXgEZRyIzJxNvHXyL1TExEAqFSEhIQEJCAhxOBzr1nWhpaUFVdRUixZGQK+SQy+Tg8Xi9qjEkSRMZpqVEURSSUpIwevJobFy9EftP7O/13oRCIWLjYlm3WJ1O57s/SRiQOyoXawrWAACMnUZ8sv8TfPOvb/DnZX8GRVJIS0/DdTdeh7sW3MUSPgb9mcruD/zNC+LxeVDGKKGMof1IuoxdePD5B8GP5GPj/21EVUUVFq1eBKGoO7nkEBy8ffBt3D39brz28mtYtnpZt+9gqHHm+zPgR/AhlXp/gBgI9Eebqmc1xmKxsC0lo9EIgiDQ1tbWrRpjt9t9up+6oqOjA/PmzUNNTQ3S09Px8ccfe7R76OzsRG5uLubMmYNt27YF9wb7CYPE5XcCp9OJkpIS8Hg85Ofn93mBEQQBuz10pMDb8ZxOJ4qLi8Hn8zFhwgSfL36BQACHLTwVF0/tGG9gUquDhTviYjbTeTapKand8o9IkgRJ/TYJ5LJTOUknKisrkTsjFz+f+BnCLiF2fbqrz02Fx+VdaieAQldXF7RaLZo0TSAIWvipUCggFP3WUuISALd3S+n5tc/j3un34sdvfsTk6yZ7FfjGxsUiNi4WFEnBYDBAr9ej/mI9hAJhnxMxoYZEKsEDjz6ABx59ABRJ4dQPp3DkwBEc3n8Ye9/cC5lChnFXjMMd99+BsVeM9UpcQpU6HigCrXxwOBxIoiSQREnw3GvPISs3C1uXbkVrYyvuXnZ3tygCgksgNjEWL299GS889QImTJoQsHuyLzj7w1lEK/3P/+oPDIS+RigUstWY9vZ2NDY2QqfToby8HC+//DKuueYaCAQCv0XLBQUFmDZtGlauXImCggIUFBRg48aNbl/74osv9krpvtwxSFx8gLsvTDjU756OaTabUVhYiOTkZKSmpvp0rP5qFVksFhQWFiIpKcnntTEQCAQhT9UF6BuQWq0Gn8/v1o7pCxwOJyTeIT0t/5nJoczhmWzJlzGWc0da7HY7KioqcPTAUXz+0eeYv2o+Dm46iLVPrMVLO1/yfR3gQBIpgSRSgtSUVNhsNuh0OtTV1cFqs7KOulKZtFdLKSUtBROunYDXX34d+4/vZwW+FEV5/F4x/iRSmRSpSKVbWFodOxEjk8ogk8l6TcSECxyCg8nXTMbkayYDAJo1zTi47yC+/+p7LHlgCXg8HtLSaQ8Vs9ncy520P1KS+wO3L7wdcYlxWH3Pati6bFi9azX0Oj0aGhrA5/Ehk8lwxTVXYPY9s7Fu+Tqs27kO2cgOy1pU51VIH5IelmMHi4EUBjOIjIzE0KFDMXz4cOzcuROfffYZGhsbMW7cOEyZMgUzZ87EtGnT+mzDHz16FCdPngQALFiwAFOnTnVLXH799Vc0Nzdj5syZOH369xOOennMAP4O0HNiJxzZQu6OqdVqcebMGWRnZ/tFDPqjVaTX6/Hrr78iMzPTb9IC0E8bTnto1shUOGx2G0pLSyGVSpGRkeHfjchPx1uvx/kNrW2tqKmuQe6IXJ9Ii8lsQklpCd7c/CaOHTiGtX9Zi8XPL8bGAxtx/IPjOLb/WMDLioiIQFxcHLKzs2l9lFwGnU6HoqIilFeUo7W1FTYbPZ5OcAisKViDlqYW/HjyR/D4tIuvscsIDocDh91BTy55IXpCoRAJiQnIzslGdlY2RGIRWlpbUFxcjKqqKtpryAcTtFBpTeIT4/HU8qew/1/78U3xN1i+bjkEkXS79aYxN+GOa+/Aa6tfC4t78EDjqpuuwo6vduCXr3/Bsj8sQ1JKEvLy8pCeng6CIHCx/iJumnsTEpISsOHZDWEzp9NUajB61OiwHDtYBDNVFI7zDx06FEuXLoVSqcTp06dx77334tSpU5g2bRoqKyu9Hqu5uRmJiYkAgISEBDQ3N/d6DUmSWLZsGTZv3hzaN9IPGKy4BACGFIQyu8LdMevq6tDY2IgJEyb0qc9wd7xwVlwaGxtRW1sbVIBjRERESCouzBgz047JSM8IKE2VIIiQiXNJkkRdPR0P4W5yiKmuuZIWvV4PlUqF11a/htaGVuw6tIs1gps0YxLuXXovNjy2AXn5eRgyfEhQayQ4dNtILpeDAv3Z6bS6bp4xcrkcV06/Eltf2YopU6dApVYhMTERUpnUb8+YnhMxpi4TdDodmpqawCW4dEtJIff4PQ91hYbL4+KWObdgwoQJmHtsLt797F0c3HcQ//3uv/jnwX9CKBIiKy8Lk6ZOQkZ6xmWRpxQscsfnYvfPu7HomkWYP3Y+dp/aDaFYyLb6SCeJgrcK8PDsh/HUg09h2ZpldDBkCL18tC1aXHWV+ymngUaopooChbs9hSHtfD4f1157bbeWzvTp09HU1NTrOOvXd3e/5nA4bq+fHTt24JZbbkFKSvhag+HCIHEJADweL6wmdD2N2wK5mMLh40KS9IarUqlgNBqDCnAkCAIikSgkT3YcDgcdHR1oaGygn+wDDCTjIHTj0IxpVE52TjcRrifS0traipKSEmxYsQF8go9D3xyCMra7u+ji9Ytx9ruzeHz64ziqOooIfmg2Ew44EIvEEIt+m1BxOKDVaaHRaHDH/Dvw7IlnsfedvZh731zI5b+JWz14xlAO+kbL5XK9OvhGSiIRKYlEMi4JfC/WX4TFamFbSlFRUV4ngkIB5hrJzMnEqrWrAADmLjOOHDqCLz/7Eu/+5V288/o7SElLwdXTrsbdC+9GTHxMWNcUTqQOTcX+c/uxYPIC3J13N/b+spd12SW4BOIS4rBi/QqsX74eP333E6bfMv3StFofYZ19wdxlht1sx9SpU93+fCCnuIBLWUUDef6eFR+73e5xCOPEiRMejxUfHw+NRoPExERoNBrExfW2gPjvf/+L7777Djt27IDRaITNZoNEIkFBQUFwb6QfMEhcAkA4TOiYiovVakVhYSHi4uIwZMiQgJ80w1FxcTgcOHv2LCQSCcaNGxfUUzBBEBAIBEG3iiiKgs1uQ1NTE3Jzc8HnBS4CDcVUkd1hR9mFMnC5XGRkXHIH9TQ5RIFCfX09zp85j02rN2FI+hC8++m7vSaHGGz7chtmD52NpbOX4s1jwSc5uwOPx0NsTCz735irxuCTPZ9g0nWT0NTUxFZqfPGMoRyUVxID9Bb4dnZ20lqc+joIBUJIpdKggjS9wUk6e4UZiiJFuHfBvZgzdw40TRq0t7TjyP4j+PzTz7H/3f2QyCUYO2Es5syfgyuuuSIs6wonFLEKfHz+Yyy8eiHmjZyH935875LLLgVk5mXi8Wcex1uvvYUJkyYgJy8HTocTBqMB7e3tqKmtgUgkglxGOyv7Krw++/1Z8Pi8buJ0Vwy0xmSgz+90OntND3V1dQX0IDZr1izs2bMHK1euxJ49ezB79uxer9m3bx/7v3fv3o3Tp0//LkgLMKhx8Rmum3So9SMATYY6Oztx+vRpDB06tJfbrL8I9Rrtdjuam5uRkJCArKysoEv3BEHQGpcg1sh4olAkhczMzKBIC4NgiIvJZEJpaSmSk5O7EQ+SJOkNksPpRlqcpBNqtRonvzyJghUFmHLtFOz9516PpAWgdSM7vtyB4u+K8U7BOwGv1Re0tLSgoaEB67asg6HTgLqyOqSnpwMAampqUFRchLq6OhgMBlCgQHAIcAku+Hw+BAIB+BF88Hg8thrjsDvgsDu86mI4BO0LkzYkDXl5eUhOSYbdYYfFbEFpaSkaGhrQZewK2dM55exbgDvxyolYv3U9Pj/1OY78eASz/zgbtfW1WPHoClyfez0emv0Q9r21DyaDKSRr6g8IxUJ8ePpDDBk1BA9MfAAlv5QA+G1AABzMf2w+Jlw5AUsXLIXZbAaXx4VcLkd6RjpGjhyJ5CT671JZWUn/XS42wGgwev27nP3R+0TRQNr9A5cHcelZXQ/U7n/lypU4fvw4MjMzceLECaxcuRIAcPr0aSxatCgk6x1IDBKXABCOiovFYkFlZSXGjRuHmJjgS9GhFBB3dHSgvLwcUqnUrUtvIGCJS4CtIrvDjrKyMohEopDleASjcdHr9ahQVSBzeCabzM1M4HiaHCovK8enH36KtwrewgOPP4ANOzb4dK5hI4dh2RvLsGfdHpz58UxA6/UGChTqL9ZDq9MiZ0QOoqOjMX3OdGx/bTvrGZOTk4MRI0ZAIpGgtbUV58+fh1qtRlt7GxwOWrdEcAjweDxERESAH8EHl0dXXlxJjDeBL4fDoe3u4xMgFouRlZkFkVCE5pZmFBcXo7qqGlqtNqh2o8PpWWPFbOKuiI6JxmNLH8O+f+7DyZKTWL1lNWSxMux5ew9mTpiJOVfNwfoV61FRUhHwmvoLBEHg7eNvY+LMiVg8YzF++NcPbNQAAGzatQkCngCL71/c7fc4HA5EYhESExORMyKH/rv0FF63d/TSr5UXlmNImmdt1kATh8vx/IG65iqVSnz11VdQqVQ4ceIEW+XKz8/Hrl27er1+4cKFvxsPF2CwVRQQQklcKIpCeXk5zGYzcnJyQroJh4K41NfXo6GhASNHjkRNTU3wC/sNHA6HToruw3LdHUwmE1RqFdJS06BQKGAwGkLmvxLIZ9bc0oyW5hbk5uYigh9BkxZ4nhwym80oryjH7m27cfrb03hx04uYOWemX+ecs2gOPSEyexmOVhyFVBEaQy+SIlFdVQ0ul0tX1n5b94qXVmDm0Zk4/MFh3HnfnQCC94zxV+DL4/MQrYxGtDKaNVnT6XTQaDTgEnRFQCaX+SVkD+T7x4BDcDD95umYfvN0AEBtVS0OfnAQp749hS8++wIRgghk52Vj5u0zMXPOzH7zsvEXBfsKsHn5ZqyatwqLCxbjyluvBEALmHd+vBPzZ87HXzf+FUueW+L295n2TzfhtV7HTrLI5DLIZXJo1BrceoN7B19g4InD5TBV1LPi0tXVNRiw6AaDxCUAhIq42O12FBYWQi6XIyEhIQQru4Rg10iSJMrKymC32zFx4kTY7faQa2ZEIpHfa9TpdKiprUFWZhZ7QYdKVNvTf6UvdEuazsvrdtNzOpwwGAy0Z4kLaens7ISqQoXNL22GpkaDnQd3YuSYkQGtd+0HazE3dy4WTVuE/b/uD9rx1OF0QK1SQyaTsaOUDCLFkZh510y89fpbLHFxhUfPmPo6WK3uPWN8DYV0R0pdTdYAwGa1Qa/X42L9RVhtVjZFuS8hKekkPbaK/G1dDBk6BMvXLAcAWK1W/PPwP/HlP7/E1nVbsenFTUhMTsRVN1yFuxfejYSU0F7vwWL55uWISYzB9pXboanVYOnGpQCApLQkrC5YjbUr1iJ/cj6mXDvF63G6Ca9/c1bu7OyktUJN7UhPT0draysUCkUvIexAE5eBniryVHEJdNjgfxmDxMVHhDp5mQkiHD58OOLi4miTrn606PcGJtlZqVRixIgRbHk/1MRFKBTSGgMf0dTUhLa2Nray4XqsUMCfSQmSJKFSqyAQCLolTTNVlrS0NDQ1N8FUbUKUJAoKhYJtD7367KvgODn4+KuPEZfgPvDRFxAEgXf+8w7uyLnDb3O6nrBarVCpVEhMSoQyWun2NctfXI4vPvkCH+76EPMXzfd6PMYzJi4uDiRFolNPC25r62ohFAqhkCsgl8sRERHRp8CXaedQJOXxbxQhiOg21mswGNDR0cGez5OQlHSQvdpBrghUcyEQCHDn/Dtx53ya5BWdLcKhDw/hxL9O4NDeQxBHiTFq7CjMumcWrp52ddinp3zBwmULESmNxLZl22Az2bDibysAADNmzcAvP/yCFxa/gI+/+hgxcb63svkRfChjlJBESuCwODBr1ix0dnaitrYWXC6XTU0Wi8UgSXJQ4+JG4zKYU9Qbg8QlAARLXJqbm1FZWdktiDAchnGBtE+MRiPOnz/PEirX44Wj4uLLMUmSRG1NLRxOB3Jzc3vdXDgcTkimTnxtFdnsNlSUVyA2Nhbx8fHsv7tODjGlc5IiYeg0oL6+HheKL2Dbum2IT4jHrk92hSSvJTouGhsPbMSy25dh4tSJuOWeW/w+Rpepiw6hzBiKqKgoj68TCAT4w71/wHt/ew/3PHyPzxUeXz1jIiMjuzn4MllKdfV1kEgkbDWmr5YSwSUgk9MVHoqiYDFboNPrUFlZCYqi2BRlkVgEJ+X0WnEJFUaNG4VR40YBAHRaHT756BOc/OIkXlz6IkDR1ZqpM6fizvvvhFQ+cDk+M+bOgDBSiC2Lt6BN04aNh2i31VUbV6H4XDEev/dxHDx+0G+idfbHs+DyuRg6dCj7b1arlc3pMZvNEIvFsNvtIffI8hUDTVzcnT9Qce7/OgbFuQEgUOJCURTUajXq6+sxceLEbrbN4XDj9ReMyHLUqFG95v7DQVyEQmGfFvsOpwPl5eXgR/AxfPhwtzcWghOatfkyDs1MDqWkpHQjLZ4mhwD6cz13+hz+8tJfkH9FPt7Y8wYaGhpQXFyM+ov1MHYZgzK+mzRjEu5dQpvT1apr/fpdnY7e0LMys7ySFgZPr3wadqcde7bvCWitjGdMUlIScnNzkZNDh19qNBqcP3/+kqMu6QRFUahUVyJSHIm0IWm0wJfbXeBrt9n7Fvi6CEkzMzMhFAihadKgpKQEFy9eBOBZ6xKOCoBcIcdDTz6EvUf34pvib/DKtlcQmxaLA3sP4LYrbsOsK2fh3S3vovhMccjP3RcoisL468Zj51c7cfrb03jk2kdYsfXOAzuha9XhhWde8Pu4Z78/22sMWiAQICkpCaNGjUJ+fj5kMhnsdjvOnDmDwsJCXLx4EWazOSTvyxcMNHEJ5VTR/zoGKy4+IthWkcPhQFFREcRiMSZMmNDrhsjlcmG1WkOyVn/RM3XaXRJpqJKTGfhScbFYLCivKEdKcgqUSvftC3pxCIlVPwfe36M7fY03+36HwwGVSoV/HfkXDr93GPMfno/FK+kJjeTkZDgcDuj0OjRpmtBl6mJbSlKZ1KdQSFcsftV/c7rW1la0tLRgRM4IryPYruDz+bhzwZ344K0PsGDxgqB1NTweDzHKGMQoY0BSJIwGI3Q6Heov1sNmtUGhUCA6Ohoc0O6ffXnGEATRp8CXTVEmKXQ2dQIALpRdAJ/HZwW+TLBduMEhOLh22rW4dhrtiNp4sREf//1jnPziJJ6890masGcPx02zb8Ktd9/qNRE+FKBIWteTMz4He3/ei4eveRj3jbsPu3/aDalcik3vbMLSB5biyJQjmHP3HJ+PW15YjrTUNI8/JwgCEokECoUCmZmZMJvNaG9vR0VFBWw2G+RyOZRKJeRyedjIxeUozmUqUYPojsGKSwDwl7iYTCb88ssviI+PR3Z2ttunuIGquJAkieLiYphMJo+kBQj9kyeHw6EvSA97Q2dnJ8rKyzBs2DDvpAX0zT/cFZfm5mZcvHgRubm5PpEWi8WC0gulePdv7+KT9z/Bqg2rWNLCgNm0hw8fjtGjRyMmJgYGgwElJSUoLy9Hc3OzX2R22/FtIG0kls5e6vV1FChcbLiIjo4O5IzI8Zm0MHjymSdBgsTbW9726/f6AsEhIJVKERcXBw6Hg/T0dEgkEtTU1OB80XmfPGMA9PKM8ViNITgQCoTgcDjIy8vDkHR6VLeutg4lJSVobmmGzWYLSfCmr0hKScLSlUuxfvt6fFX0FZasWQKuiIsdm3dgxqgZmDt1Lras2YK6qrqwnJ+iKJaMJmckY3/hfpgsJtyddze0LVqMmzQOC59ciDdeegNVqiqfj9uobsSokaO8vsa14iESiZCSkoIxY8Zg/PjxiI6ORmtrK06fPo2ioiI0NjaG/EFvoCsunlpFfQUq/v+IwYpLAPCHuLS1taG8vJwOtfOSnxMOU7u+YLVace7cOSQmJiItzfPTUDjAtorcEAV2vHhErkci5YpQVYM4HE6vlg1FUaitq4XVau2mr/Fm328wGKCqUOH1V15Hvaoe2z7chrH5Y72fGxxIpVJIpVKkIY1OVtbpWNG2TC6DQq7oNaXkCsacbuHkhdi1cRcWPdfbaIqkSNRU14AgCGRlZ3kVpnoCj8vDvEXzcODtA1j0p0XgcUN3GzF2GVFZWYlhw4ZBEknfsBMSEuBwOtCp70RrayuqqqsgFouhUCggl8nB4/F6CXxJkuw1bs1MKblWY0jy0lSRQCBAXHwc4uLjQDpJNDU3ob29HSWlJaygWCaTgccP822Tor+L/Ag+Zs+djdlzadfTspIyHNp3CP/59j84uv8ohJFC5I3Jw2133YYbbrkhJALfnpNUcqUcHxd+jAevfRD3jL4Hu77fhYeWPoRfT/2KxfctxpH/HPGpCtTR1IEpU7xPJHma4nIV8VIUBZPJhPb2dpSWlsLpdEKhUECpVEIqlQZFPAaauAC9HxBNJlNAAbb/6xgkLgHAF+LSs/3S18UdDlM7b+js7ERRURFycnL6rGiEA0yryJUnMCTBYrH0Gi/2eixOYELkvkCSJCpUFRCJRMjKzOo1OeSOtLS1t6GirALrn10Pp8WJA8cPICHZ/9FXxugtISEBDocD+k49mpoutZSYlkbPlhJjTrf56c0Yf814jJ8ynv0ZM+4slUqRmJQYEGlh8OiSR3HwvYPYUbADS1a79/fwF8z4dHZWdi8vlnB5xjidvS3/AVrgK4mUgHSQSE5Nhtlkhk6vg0qlAgCWSApFwpBXI90Z3wFATl4OXniV1peYjCYc3n8YX//ra6x7bh1eWf4KUtNTcc2MazD3gbmIjvXsUNvXuXted0KxEPt+3ocnZz6JhZMW4q///iu27tmKOVfPwdIHl2Lnhzu9HtNmscFmsmHatGleX+cLceBwOIiMjHnELMIAACAASURBVERkZCTS0tLoXC0tnatVXl4OiUQCpVKJ6Ohonx56XOHuvQ80BltF7jFIXHyEPxoXp9OJkpIScLlc5Ofn+3QxhIO4MFMyPc/f1NSEqqoqjB07dsBG7QiCYFsUTic92VFRUYHIyMhu48W+INT6G4AeCS8vL0d8QjziYi8Jlb1lDjU0NKDkfAkKnitAfHw83j/xfkg8GHg8HpTRSiijlaBAwWgwQqvVoqGxARH8CHZihyHHcxbNwc9f/9zNnI4Zd05ITECMMnhnZoJD4L4n7sPuv+7GE88+4Xe7qSf80dv05RnDeLj44hljs9kA0OJcb6GQ4kgxxJG0qNhus0Ov16OhsQEWiwVRkijaoyZKShOmIOGLf4xYIsb9i+7H/YvuB0VS+PnHn3HkwBEc/fgo9r21D1KFFGMnjsUdf7wD4yeP93osX85NEAR2frkTz9/3PBbPWIz1+9Zjx0c7sOC2BXjrL2/hsaWPeTzmuR/PgcvjIjY21uu5A6l48Hg8xMbGIjY2FhRFwWg0or29HcXFxaAoCtHR0VAqlXRg5wCOWgeKQJ1z/9cxSFwCgDeSYTabUVhYiOTkZL9KfKGe2nE9pmt7Q61Wo7OzExMnTgx6swl2bcyNRKfVoaGxAYlJiYiN8X5z83SsUIbwmUwmVKgqkJGe0a2958m+n3Gb/fnHn7F9/XbkX5mP199/PWjhqjtwwEFUVBQ7AeSppbT2g7W4O/duLJq2CO999x4qKyuRkZ4RkhFsBgseW4B9b+/D1rVbseKVFQEdgwKFxoZGGI1G5IzI8VuUDATnGcMQG3ehkBTlPseIH8FHTGwMYmJjQJH0ZqnX6dHQQBNJmUxGn08QWHq3v8Z3HIKDSVdPwqSrJwEAWppacOjDQ/ju+Hd4+sGnweVyMSxrGKbdNg1z7pkDUaRnMt1X1WHDBxuwecVmrLp3FZZtXYYVr6zAxhc2Yvyk8Zh45US3v3P2x7NQKBR9vo9gWzUczqVrIz09HXa7HR0dHbh48SIMBgOioqIQExMDhULh9t53ORKbwaki9xgkLgHAE3HRarUoLS1Fbm6uTxeqL8cMBq6CX9eppvHjxwd8kYYqCI31TOEARYVFGH/FeEijAt9UQ1VxcTqcUKlVfk8OnTh2Avt37sfcB+bi6RefDslafEG3lpLTAb3+Uktp9d7V+NNNf8ILD7+AV99/FWJRaG+ABIfAQ0sews6NO7Fk9RK/J14oUKitqYXT6URmVmZIiF5fnjEyuQwKhYL1jGG+zwKBgK3GkCT9n8PhYNtMnvQjHIKDKGkUoqRRSEEKrFYrdFodampqYHfYIZPKIJPJIImS+HzdBHuNxSXE4clnnsSTzzwJp8OJ48eO49iRY3h/2/t4c+ObUMYrMenqSbhrwV0YnjO82++SFAkex/u2sHzTcsQmxmLL01uw4LkFuP7m6/H8o8/j0LeHIFfIe72+/Fy5Txq6UIcs8vl8xMfHIz4+HhRFp463t7ejrq4OBEGwupnIyMgBJy2e7l+DxMU9BolLAHBHMphMnwkTJviVleJ6zHBUXJxOJ8xmM86dO4e0tDQkJycHfDzmKTQUFzlBEGhvbwcApCSlBEVaCIIIyeRHU1MTbHYbJoyewCZN9zU5VKGqwIe7PsT3//oeK15ZgTn3+j4iGmrwuN1bSvX19Xj01Ufx5oo38dHOj3DrvbdCoVCEdKR2/sL52L19Nzav2YzVG1f7/HtO0onKykoIhUIMSR8SlN7GExjPGMY3hhk/12g0MJloR+POzk723K7VGGOXEZomDYakDXEbQ+CJyAgEAsQnxCM+IR5OhxOdhk60tbWhpraGFhTLFZBKpX0KfEO1kXJ5XMycNRMzZ9FZWFWqKhz84CB++s9POHb4GIQiIbJHZuOWO2/BjbNupK9vH0S+C55ZgJj4GLz25Gu45Y+3IFoZjcfufQz7j+3v9fsXVRdx41U39nlMkiR7xQCEChwOBzIZTSKHDh0Km82G9vZ21NTUoKurCzKZDA6H47IzvxtsFbnHIHHxEa43EldXWpIkceHCBTidTkycODHgL304pooIgoBWq0V1dTXy8vIgl/d+GvL3eKFQ3lMUhZaWFhiNRhAE0StF1l9wCE5QxIURUtvtdgiFwm6kxdvkkFqlxtZ1W1FzoQZ/2fMXTJg8Iaj3ESow7RezyYx5j86Drl6H3X/ejTFXjqHTlJ1OSGVSRCuivU4p+YrHlj2GrS9txdMvPY1Icd83WaZKpVAoQp7R5Q09PWO6jF0wGU2gKAplZWVspcZut6O6pppOPRaJ3HrG+OLgy+VxoVAo2LRws8kMrU6L5uZmeiP9LXzQncA3XBWAoZlD8dzLzwGgN8XPDn6G458fx6aXNmHD8xsQnxiPK6+7Evc/dj/ikrzHUdz6x1sRHR+N5+c+j3FXj8P5mvNYu2ot1hSs6fY6bZMWkydP7nNt/TnVExERgcTERCQmJoIkSej1erS2tuLMmTPg8/ndogj6A57e+6Dlv3sMEpcgYLVaUVhYiLi4OAwZMiSom004WkUWiwXV1dUYP358SESiodDhOJ1OFBUVgaIoJCQkgMPhwGK0BHVMDofDCmb9Xg/pREVFBSSREqSnp+N80XkA3klLe0c7yi+UY8PKDbAardj3731IGZIS1HsIFZhxZw6Hw7ZfGHO6F+e/iKMVR0EQRLeWkiSSNv5yN6XkC+68507s2roLm1Ztwp+3/tnra61WKypUFUhOSu7lpNqfIDgEoqKioIhWgEPQnjE6nQ4VqgqYzWbExcbBbrdDIBR0iyEA0K2l5Gs1xlXgy4QP6vW0LsZitbCTYlFRUSHVa3mDSCTCvAfmYd4D8wAAZ385iw/e+wBff/E1jn50FBKpBKMnjMbse2fjymuvdPu+Jk+fjJ1f7cTimxYjPiUeJw6fwMQpE3HzrJsBAHabHdYuK2644YY+1zNQ48gEQUAmk0EkEiE/Px8WiwXt7e1Qq9WwWCzdzO/CVY3xVOkZJC7uMUhcAoTT6cTp06eRnZ2NmJgQTGkEmC3kDiRJory8HFarFSNHjgxZumiwxMVisbDCZYFAAK1WCw7BCdrWO1BthM1mQ1lZWS9RsLfJIU2jBiVFJSh4tgDR0dHY/8N+n6oM/QGH04FKdSUkEgmSkpO6ka1tx7dh9tDZeHrO09jx+Q6PU0qMe6y/LaWnVj6FDc9uwPJXlkMidW+YZTKboFKp+sxE6k9QTpqYCoVCcLlccAkuxoweA5PJhLa2NlTXVPfpGeNajWGIbl8tpZ4CX4PBAL1ej/qL9eDz+HA46TiDnqGQ4cS4ieMQGx8LqUwKp8OJQx8ewrdffouVT6wEh8NBxvAMXH/z9bhj/h2QyC79jXPG5+Dvv/wdD139ECIRiQ3PbsCoMaOQMiQF50+dB5fH7ZU27g6h1rj4A1fSJBQKkZycjOTkZJAkCZ1Oh/b2dra1yVRjApEE+HJ+VwyOQ7vH5TW0fhnD9YJqbGyE2WzGuHHjQkJaQgkm6yMiIgKxsbEhvREEQ1w6Ozvx66+/Yvjw4UhJSWGJGpfgwmwKjrj4Go7oiq6uLpReKEV6Rnov0mJ32HtlDjGTQ9+f/B6vLH0FI0aOwIGvD1w2pMVms6HsQhmildFITk7u1f5hzOmK/lOEdze+y/47M6WUlpaGUSNHIT09HQBQXV2NouIi1NXXwWjsO0vp1jm3Qh4rx6srX3X7887OTqhUKmRmZl42pAUAm0is0WhYJ2GhUIjo6GgMHToUo0ePRmJiIsxmM8rKylBaWorGxkaYzKZeDr78CD6bp8SMWzvsDjgdTq+tTA7BgVQmRWpaKkaOHImEhARQFIWqqiqUlpai4WIDjAZjv0QQUKDJg0KpwCP/9wg++McHOFlyEmveWANFggL73t2HWybegtlTZmPd8nW4cP4CACApPQn7C/cjIjICRAuBR+96FHabHWe+P+Nzi3ogDeA8nZsgCERHRyMzMxNXXHEFhg8fDpIkUVZWhl9++QVqtRparTYklWh3FRen0zmg05+XKwYrLn6AoiiUl5ezgqlQVTJCha6uLhQWFmLo0KFISEhARUVFyBOnA7lAmTRsV98YhmxwCA4spuBbRf6U1zs6OlB/sR7ZWdns35AR4SqjlSgpKYFIJKL1CXJ6OkytVuPrf3+Nfdv3YfY9s/Hs2meDWnMoYTKboFarMSRtiFd3Ztac7k+bMe6acd3M6Rh4m1Lqq6W05IUleGXpK9B16CCPvrRZtXe0o7GxETnZOWHP2vEXDic9OdTV1eV2ssmTZ0x9fT0sFgtkUplbzxgAvTxj4KS/Z8y4tadqTIQgAiKRCMOGDYPT4YS+k9ZfVNdUIzIykjYflMrA5YW+bcEQuW6fAcHBDTfdgBtuots9F2sv4sAHB3Dqm1P48h9fIkIQgawRWbhpzk3Yd3ofHrn+ETSUN+DJ+U9CxpH5bAtxORKXnhCLxRCLxUhNTYXT6YRWq0VLSwsqKiogFosRExOD6Ohov7/nJEkOiCj494pB4uIjSJLEmTNnIJPJMHbsWPz000+X1ZeNiRYYNWoU69URam8Yf3U4FEWhuroa7e3tvXxjmLVxuVxYzcFljvhqQEdRFDQaDXQ6HXJzc3tNDjlJJ5KSk5CUnASTyUSPt18ohcViwaG9h/DDv3/A0y88jbkL5ga13lCis7MTNbU1GD58uE/jznMWzcHPX3U3p/OEnlNK7lpKcrmcLZnfePON2F6wHeueW4fN72wGQE9qabVajMgZEbaJkUBBUiSaNc0ABxg2fJhPImV3njF6nR519XUQCARePWN8DoWkLlV4uTzuJcdgioKpywSdToempiZwCS49KSOXQSgMjYOvL+2alCEpWLZ6GbCa1iwdO3IMXxz9An/d8Fds+fMWxCXEISoxCuVflIMn4mHe7fN8PvdAEZdAAha5XC5iYmIQExPDkt/29naUlJSAJEnW/E4qlfb5mbo7P3NfGkRvXF53kssYBEEgOzubDbxiNvGBJi4URaG2thYtLS29ogVCLfj1hwiRJImSkhIQBIEJEyb0uihDSVx8GYcmSZL2DCGdyMnJcZs5RBAEu3lFiiNBkRRaW1qxc9NOqM6r8KeX/4SsUVmoq6uDQqGgvTnCMMbrK9ra29CkaUJOdo5f9ubr9q3D3Ny5eGTaI/jo14980gh5Mr5j/UpkMkQrovHMS89g1WOr0NrcCrPNDIvFguyc7LCY8QUDJ+mEWqWmNSsuf3d/0NMzxmK2QKvVevSM8UXgy9giuFsPh8NBpCQSkZJIJIMW+Op0OjRcpAW+jGNwVFRUwLlFzNi/rxAIBLh93u24fd7tAIDiwmIc/vAwzvx4BtADDqMDWVlZvp3bTbWnvxAK8zuJRAKJRIIhQ4bA4XCgo6MDjY2NKCsrY6MIlEql29aPt71koD1mLkcMEhc/EBUVxTLgcGUL+SNQI0kSpaWloCjKbbRAqCsuvh7PZrPh3LlziI+PR1pamkcLcYa4WMxBtooI7xUXJ+lERXkF7aiZnO5T5lBHRwcqKiqw4bkN6NJ3Yd+xfUgbmgYn6ewW9hcpjoQi+rfwvRCGDXoDIxI2GAzIGZHj93kJgsDbJ9/GnSPuxNon1uKlnS/5vQZ3LaXm5mbIY+SITozG808+j9WbVyMzM3NAyZ07OBwOVFRUICYmJmRW8BxwIBKJIBKJunnGNGnc50t5C4W02W2gQHmNIQBogW9sXCxi42JZgS8TfSAUCFkHX38Evr76uHjCyDEjMXLMSHS0dOC+ifeBy+fiiSee8Ol3B7pVFMqHUB6Px1bmmCiCtrY2nD9PTy0yJEYikXiMZhlIsfLljkHiEiDC5XTrdDp9Kqkz5MDbKPZAEBej0YjCwkJkZWV5zSZhiQuPC5vFFtS6vLWKrFYrysvLkZSU1E1I3dfk0IWSC3j12Vchi5LhyH+OsJMyXMLFmwMUuoxd6NDST1aBTuT4A5KiK0cURQXlNqtMUGLDgQ1YcccKXHH9Fbh53s0Br8m1peRwODD/0fnY9vI21FbRqdo9W0oDCZvNhvKKcnYcmyLDszm4esb01WZzDYU0dhnR0NCAjPQMvzxjGIGvVCYFRVGwWCzQ6/R0FATpZLU44kix1/cbis2yqa4JCycvRFJcEk7995TP1cCBJi7hOrdrFEFGRgZsNhs6OjpQV0cL35lU657Xh9Vq9fs+0tHRgXnz5qGmpgbp6en4+OOP3bq419XVYdGiRaivrweHw8GxY8dYYf7vAYPExQ+4bpDhIC6+Eg2DwYDz58/3SQ64XC6s1uDaMP6sr7W1FRUVFRgzZgzbUvN2LIqiwOPygq64eEqHNnYZoVarMWzYMERJLk2yeMscqq2pxZmfz2Drn7cib3Qetn+03aO3CQeXysNI9ZAb9FurIBRVB6a94W7cORBMvnEy7llyD1599FXk5echbVjftuzeYLfbUV5ejukzp+OTv3+CA+8cwBu73+jVUlLIB6bNZjaboVKrkD4kndWBMQGf4YS3NpvNboNcJmcnb2pqa1jjO8C9wBfo2zOGqf4kJCbAYXegs7MTzS3N6OqiRdYyucy9wJcKrjVRp67Dw1c/jMyMTHz/3fd+kYGB1Lj0t/kdU61koggYLWBHRwcEAgFsNhuSk5P9HgApKCjAtGnTsHLlShQUFKCgoAAbN27s9boHHngAq1evxowZM1gj0N8TBolLgAhnxcUbmAkdX8lBf1Vcamtr0dzcjIkTJ/r0hMWUR3k8HqyW4MW5PdfFTA7lZOewTzJeM4d+80A5+eVJ7P3bXtx25214fsPzfq3D7USOS6tAoVBAKpMGZPJms9mgUqkQFx8XUBClJzz16lM49905PDb9MRytOIoIfmDBgEz8QVpqGuRyOVatX4Wn7n0KLU0tSEtPYz+TTn0nWlpaUFVdBUmkBHKFvF/abMYuIyorKzF8+PBuI+ye9CThhOv3xEk6odfp0djYCH2nHnKZHMYuI/h8fp+eMQAAZ98xBDw+D9HKaEQraYFvl7GLnRbjEly2hSUUCmnyEGAVT1WswuPXP46xo8bi+JfH/d4Mf88al0DBRBEoFAokJiZCLpfj3LlzWL9+Perq6sDn83Hs2DFMnTrVJz+Xo0eP4uTJkwCABQsWYOrUqb2IS2lpKRwOB2bMmAEAfe4jlyMGiUuA6G/iwvg6aLVan5OdQ51/5I64MJ4GDofDrc6mr2PxefyQtIqYcWjXyaG8vDx2Q3SdHOopxmTcXA///TCOf3Ici59bjPmL5ge1Jtf2CUmRbKug/mI9BBECtt3ky9+RqRT0Ne4cKHqa0/kLo9GIyqpKDBs2DJJI+iY4Ln8c0rLSsG75Orx96G0A9GfCTsgw7ROdtlubLRwtJb1ej9q6WmRnZfc6NqMjGShwCS4oUHA4HBg3dhxsdnrcuqysDATxm/hXIYdIJPIq8CVJ0vOUkgs4HA4kURJIoiRIRjJsVhv0ej0u1l+ExWoB6SRhMBqgkCv80roUny7GkpuW4KrJV+Efn/0joM9iIFtFgUwVhfr8XC4XAoEAkyZNwmeffYaioiKsXr0a33zzDdasWYO4uDjceuutePLJJz1+Z5ubm1mzv4SEBDQ3N/d6TUVFBeRyOe644w5UV1dj+vTpKCgoGPBBE38wSFz8gOuXJdxpzq5gbPIFAgHGjx/vFzkI51SR3W5HYWEhoqOjkZGR4dcGwByLx+fBZg2NxoUkSVRXVwOAT5NDwG/tJJUab772JkrPlOK1t17DVTdcFdR6eoLgEJBKpWx7wmw2Q6vVQqVSgaIoWhcTrYBIJOr19N/Z2YnqmmpkZmaGPN2ZAWNOt3DyQry78V08/NzDPv8uIwZ1RwpWb1iNx+58DNWqamRkZnT7Wbf2Sar7KaVQtJTaO9qhadR4nLxiEsoHCi0tLWhvb2dF1hEREZBESpCSnAKbjSYVnjxj3Al8SSfpt2cMI/AlnSRKSkvYCpBQIKSrMTKZV4Hvr//5FctnL8fMG2fio48+CvizGGiNy0Bu3O7eu8PhQFpaGjZt2gQAqKmpwalTpzBjxgw0NTX1Osb69eu7/X8Oh+P2nuxwOPDdd9/h7NmzSEtLw7x587B79248/LDv1/1AY5C4BIhwpjm7wmKx4Ny5c0hJSUFKin95OOFoFTHrY8zuhg0bhvj4+ICORZIkIiIiYLfag14X6STZoLzExESfJoe0Wi0qKiqwcdVG6Fv12PuPvb022HDAdfrEbrezhmZWqxWyKBnkCjmipFHo6Ohgx53Dbdw2bOQwPPPGM9jypy0ezel6orW1FS0tLRiRM8Jt5Wjk6JEYljcMryx/Be8ffd/rsXq22ULRUmI8ZLxNXg1kxUWj0aCzsxNZ2Vlu24eM+3VsbGw3z5jauloIhcLenjG/CXwDDYUkuAR4XB4t9ic4sJgt0Ol1qKysBEVRkMqkUMgVEIlF7Gf2wxc/YPW81bjrzruw651dQX0el4vl/0DA3Ti02WzupnFJT09Heno67rnnHo/HiY+Ph0ajQWJiIjQaDeLiegdlpqSkYOzYsRg6dCgAYM6cOTh16tQgcfn/AVwuFw5HcKnG7o7pSlx0Oh1KSkqQm5vrVhnuy/FCTVzsdjva29tRVlbWzezOXzA3KD6PH3TFxWqzwmAwYPjw4VAqley/e5ocAuhNjZkcEovE+PQ/n0IqD+y9BAM+n99rc+ro6IBarQYApKam9tuT4O2LbscvX/3Spzkdkz5tNBqRMyLHq2ZndcFqPPSHh1BeXI7skdk+raNnS8nd5Ja3lhIFChcvXoTJZPJIChgMhK6CAsUSVV8nw1w9Y9KQFhLPGHfaGMbyn8PhQCQWQSQWITExkRX4apo0tHO4OBJFPxZhy+IteHDBg9i6dWtIPpuBJC4DaZDojjgFErA4a9Ys7NmzBytXrsSePXswe/bsXq+ZOHEidDodWltbERsbi6+//hr5+flBrb+/8fuSEl9GCPdUUWNjIy5cuIDx48cHRFqY44W6VcS0OCZMmBAwaXFFBD8iKOJiMBqgVqshFAm7kRaSJOEknb0yhyhQdMn1h1N46f9eQnp6Og5/e3hASEtPEBwCMrmMFexlZ2fDZqeDIC9cuACNRgOLJbgJrL6wbt86RCuj8cj0R9zGKFCgUFtTC4vFgsyszD6Fxtk52cgam4V1z64LaD3M5FZaavcspZqaGjpLqa4OBoOBzVJi1me32ZGV5Z20AKCNC/txr2TW53Q4MXz48ICEsIxnTFJSEnJzc5GTkwORSIQmTRPOnz+PqqoqdHR0wOGkH6wIDgEej25D8SP44PF57L3G4XDAYXfQk0vkb06tbj4PRuA7bNgw5OXl4ddvfsWWJ7fgrjvuwsKFC1FfXx90WOpA4nKsuJhMJr8DFleuXInjx48jMzMTJ06cwMqVKwEAp0+fxqJFiwDQe9fmzZsxbdo0jBo1ChRF4ZFHHgnNG+knDFZc/EBPjUuoW0VMFae8vBwmkwkTJ04M6ikglK0iRvTa1dWFKVOmhKwKIBAIYLAZAvrdtrY2NDY2IjsrG1VVVew6+5oc+u7r7/D+G+/jxj/ciJe2+G++Fi4w486RkkgMSR/CbtopySmwWq3Q6XSora2FzW6DTCoLi3uvqznduifXYc2ba7qvT62GWCxm1+cL1hSswX0z70Px2WKMHDcyqPV5aylFiiNhsVgglUp9Xp/T6ey3p3ySIlFZWQmBQIDU1NSQ/d389YxhqjFMS4kxvmPbS07Sa0vp0K5D2LZsG1Y+txLPP/88LBYL2traUFFRAZvNBoVCAaVSCZlM9rsZsx1o4uJOYxMIcVEqlfjqq696/Xt+fj527brUypsxYwZrhvd7xCBxCRAEQYS8VQTQqbxxcXEYO3Zs0DfUUFWFHA4HCgsLwefzERMTE9LWRUREBBxW/z5HiqLQ0NAAg8GAvJF54IAeh+5rckilUuHI/iP414F/4fFnHsf9T9wfsvcRLOx2OyoqKhAXF+fWm0cgECA+Ph7x8fHsCK2rBsRb+KG/6GlON/PumazbrFKp9FvTlDEsA3n5eVj/3Hp89GXg4s2ecG0pORwOXCi7AD6PD32nHqYyk09TSv3VKmJIqVQqZac+wgFfPWMkUZJuoZAEl4BKpUK0MhocDocmMo5LnlVMS+nvW/+OXWt2Ye0ra7FkyRIANJlkNHiuwYMqlapb8KA/sRT9jYEmLu6mmpgw30H0xiBxCRA8Hi+kFReTyYT6+no2Qj0UCEXFxWw249y5c0hPT4dQKIRGownJ2hgIBALYu3wX55IkiaqqKnAJLrKzs1kjOwqeJ4e6TF1QVajw9htvo+hUEV7d9iquu+m6kL6PYMCMOzMeKH2BS3DdjhU3NDYggh/BbtjBCHoZc7r1j6xH5uhMmBwm1m02ELxQ8ALunX4vzvx0BuMn9S389QeM8V1iYiJilLQ7stVqhVar7bZhu6tQUc7wC0IdTgdUFSoolUq3YslwoqdnTKe+E21tbaiuqYZYLKanlKKkqKmpgUwmQ0JCAgD3At+3176NA1sOYMvmLWzboSfcBQ+2tbWhqKgIQG+r+8sFA5075+78XV1d/f59+b1gkLgEiFBqXBixa3JyckgvnmDXqNVqUVpairy8PMjlcuj1+pC3xwQCAZw239Zod9ihqlD1mhwCAIfdgdaW1l7eKIyAcePqjeho7MC7n76LrFzfQt/6AwaDAVXVVb2M0XyFp7HiULj3PvXqU/j15K94YsYT+OjcRwGTFgBIG5KGMVPGYMPzG3Dw64MBH6cnehrfMRAIBL1M3lxbSky+VLgrLiypSkqEMlrZ9y+EEb3iKrq60NHRgZrqGvAj+IiKioLJbHLrGbPl2S34dMeneHPHm5g7dy7sdvphg8vleqxUuAYPpqens8L+2tpamEwmSKVSxMTEQKFQDLiHyEBXXNxNVJnNZr9bRf+/YJC4+AHXL1aohK91dXXQaDTIz8+HTqeDwRCY3sMdvGX49IXGxkbU1tZizxaVQgAAIABJREFU/Pjx7EheqMerAbpVZLf1XXExm82oUFUgNSW12wbKtIaysrOg0+pQXl4OgiCgUCjgcDpQpa7C+hXrIeAJcOjbQ4hWBr75hhrtHe1obGwM6bhzNw3Ib0F/Go2G3iiipKx7ry+iUL1ej8V/WYxVs1ZhzYI12P7P7UGt7cUNL+Ku6+7Cf7/9LyZfNzmoYwGAyWyCSqXCsKHDvLp/9qxQMVNKmkYNWltbQZIkLBZLyI3vrFYryivKfa6k9Sc44EAoEMLQaUDG0AxIo6QePWM2LNmAf+/+Nz7c9yFmzZrFGt45nU72P+DSlJInAsDn89nvJkmS0Ov1aG9vR3V1NSIiImCz2XqNAPcXBpq4AL0nqgZbRZ4xSFwCBI/HC4q4kCSJCxcuwOl0Ij8/n31yCeUUUCBPkhRFQa1Ww2Aw9BIHh4O4iEQiOO3e33OnoRNVVVXIHJ7Z7UJ2zRyKFEciUhyJ5ORkWK1WVFVVofBMIXas34G09DT89YO/QhEd2HRWOKDRaKDX6zEiZ0TYxjBdRZskRcLQaYBOSxvGCQQCRCui6fRgNx4sjHHbqNGjsOPLHXhwyoN497V38fCzgXs9JCYlYuLUidj04iZ88p9PgnlrMBgMqK6p7pbr4wt65ksdlx4Hh8NBbW0trDarx5aSv2DafxnpGaze5HICUwlKSkpiHwTceca88OALKDxRiHfefgc33XQTALDuvEy7nDF/ZO5djOCZeZ07MA8XzMQk4wtVXl4Ou90OhUKBmJgYNoAw3LgciEtPDFZcPGOQuASIYEiGzWZDYWEhYmJikJ6ezhKMcEwq+QPGoVckEmHcuHG9iE+oiQuHw6HFuXbP4tzWtlZoGjXIHZHLivu8TQ45SSdqamrw0/c/YdemXZh601T86eU/sdlFwWYGBQsKFOpq6mB32JGVnRVwLoy/IDgEZDIZZDIZKFC0e28HbcAHAAqFgrWWb25qpo3bcnLA4/EwfNRwPPP6M9jyzBaMv3o8xk0ZF/A6XtzwImZNmYVvv/g2YJ2RVqvFxYaLyM7KDrpSxYwKZ2dnsy2l1tbWXi0lf4zvukxdUKvVAbf/wg0m4iI1JdVtJYjxjFn7yFoUfV2EI58ewbBhw1BUVASSJKFUKhEbG4uoqCh2s+dyueDz+SyBYUIhfa3GCIVCCAQCjB07Fk6nkzZfbGpCeXk5JBIJq43xJSIjEFyOxKWrq2uQuHjAIHHxA64beaAVF4PBgKKiImRmZvaaHgmHN4yv8MWhNxxOvEKhEE5H7/dMUbSJmNFoRN7IPJZkeJscstlsqKiowOeHP8dnH3yGh/7vITy8hK4QuM0M6qPqEGq4jhMPSx/W7+F+DDjgQCwSQ5wsRnJy8iX33rp6GI1GcHlcpA9Jp51Yf8Ptj9yOn7/+GcvmLMOR8iMezen6gjJGiSnTp2DLK1sCIi6ubr2hqFS5pkO7aylpdVpoGjXgcml9SF9TSp2dnaiprXEbgXA5gNEEeasEkRSJp257CqU/luKbr7/B+PG0mNpVp8L450ilUsTGxiI6OpoOhXSpsjDVGKfTyd43mOmZniTGlThwuVy2+kNRFIxGI9ra2nD+/HlwOByWxERGRoZMnzTQWUXuMFhx8YxB4hIg3CUS94WWlhao1WqMHj3abU9+oCouer0excXFGDFihFcBZn8RF5IkoVarwefzkZOT49a+3+3kkEqF9/76Hs58fwYvv/Eypt82vfv5XDKDelYdOBwOnRmkUISlx86MO8fGxl52kwJ8Ph/KGCX0ej1ilDGQyqTQarWorauFWCymN2yZHOv3rcddI+7Co9MfxUenPwp401i9fjVum3Qbjn92HDNmzfD59xobG2EwGPp06/UHFOl+qsi1pZSaktrNR4dpKcnldDQD8z3U6XSov1gfkkpQOMDoxFzDMHuCpEgsun4Raopq8OP3PyI3N7fbz111KhRFQa+nK1TV1dWsXUJsbCwt8HUhIq7ExVUjwxAYTxUPDueS+DwjIwM2mw3t7e2oqamByWSCTCZDTEwM5HJ5UALfgay4eNIhms3m32Vyc39gkLgECH9u2hRFobq6Gu3t7cjPz/foZxBqjYsvaGpqQlVVFcaNG9cnuw91RYggCERERHQjLnaHHRXltF8IM5oJeM8c0ul0UKvV2PTiJrTUt2DXoV3IGZXj9dw9qw42G53KW1dXF1KtA+B58uVygcPpgFqlhkwmYz1GXCdPtFotmjRN4HK5WH9oPZ649gmsXbwWa3as6ePI7iFXyHHtLdfiL+v/4hNxoUChrrYOdrvdZ4t8X8FU7vqCOx8dZqw4UhwJPo8Pg9GAnOycfqne+QumfeUtrNPhdGDhVQvRXNmMX3/5FRkZ3nO7GLLPfKfNZjPa2tpQVlYGq9UKpVKJmJiYbkZ0rtUY15YS4wjtSmbcISIiAomJiUhMTGQFvm1tbaiqqoJAIGCrMf5Wu5iHoYGAp1HswVaRZwwSlzDD6XSipKQEPB4PEyZM8HpxhKtV5G7UjqIoVFVVQavVYuLEiT7dbIOZUnIHgiAgFotZ4mIymVg/E9eYA2+ZQ83NzSgvL8ery18FF1wc/OYgYmJj/F5LREQE4uLiEBcXF1KDt2DHncMNpr2WkJjAeqAw4IADSaQEkshLVQetVovFmxZj69NbMXTUUMy5fw4iJf6PWj//yvO4eeLN+MfH/8Af7v6Dx9eRFInqqmrweDwMGx769pqnios39Gwp1dfVo729HTw+D2q12qeWUn/CaDSiqrrKa/vKYrXg/kn3w9BswLmz55CcnOz3eUQiEVJTU5GamsrqVDQaDcrKyiCRSFh/Fz6f362lZLFYoFKpMGTIELYy43A42Nf4KvA1mUxob29nhx5cBb59/Y0vx4DHwakizxgkLn7A3y+2xWJBYWEhEhMTkZaW1ufrw0FcmDKtK6MnSRLFxcXg8XgYP368z08aob6wORwOBAIBSCf95MRMibg+ZbhODnUzDvvtKbyksASvrXoNqUNSseuTXSEp0bs1ePtNECqIELA3y77IXkdHBxoaGy5bvQMz+TIkbQhkMlmfr2e8UeYumguNWoO3Vr6F9BHpiIqO8pvcRUmjMGPODOzYtMMjcWHcZqOiopCUlOT3+/MFgRAXVzQ2NMJsNmP0mNHgElyPLSXWqbafodfTadJZmVkev4OmLhPm58+Hw+hA8flixMT4T/x7wp1OpbW1FWfPngVBECyJ4fF4KCws7BaQylRjXEeumWMC8Hi/EovFEIvFSE1NhcPhgFarRWNjI8rKyhAVFQWlUono6OjLriLmqeIyqHHxjEHiEiYwupGcnJxu4X/eEI5xY6b9xFwYNpsNZ8+e9ZlMhRMEQdDj0A4n6urq/JocUqvV+OWHX7CzYCeunnY1NuzYEBaxq6vBWxrSaF2Mtvs0jjtdTFNTE7RabVjHnYOB0WhEZVVlwJWgJQVLUPhDIV598FV8Wv4pbFZbN3Lni3vv8peWY+ZnM3H4g8O48747u/2MiRiIiYkJqyaIJMmAQhaZSovNZuvWvurZUnJ1qo0UR0KukEMuk/fLd4LR3ORk53hsTxv1Rtwz/h5EUBEoLS4NSXBqT7jqVIYOHQqr1Yr29naoVCp0dHRAqVSyLSPGFsK1peSqiQE8C3xdwePxuhEng8GA9vZ21NfXs8RJqVRCLBYPuIOvp4rLQCdWX84Y/FT8hGu7hBHo9vzSaTQa1NTU+KQbcQVjXx9KuJIhg8GA8+fPIzs7OyRPVcGCw+HAYDDA6XQiLy+P/Rz7mhxSqVQ49ukxHNlzBPc/dj8eX/54v61ZJBKxybx2ux1arZbVxTDBhx0dHXA4HMjOyR6Qp+y+oNPRXi7BVoK2H9+O2Rmz8cwdz2D7P7ez5M5isUCr1bLuvXIFrRcSi8Xd/paR4kjcfNfNeGvLW7j9j7eznxUzrpuSnBJwMrqvIJ2k338jChSqq6rBJbhe21funGpd9UKMGDwc1TjGh8eb5qajrQN/nPBHSIVSnD1ztt+e7gUCumpZV1eHcePGgaIotLW10SnvQiFiY2MRExMDgUDgdkrJX88YDofDivIzMjJY4lRVVQWz2Qy5XA6HwzFgAl1PFZdQ7wX/SxgkLkGAae24brgqlQpGozHoZOdQgVlja2srVCoVxowZc1ko1ZkwNoFAAFDo9hl6mhwymU2oqKjA3jf34uevf8aLm17EzDkzB+otgM/nd9PFMFb7DocDcrkcOq0uZMGHoUJLSwtaW1sxImdE0CVzoVCI7V9ux4NTHsR7m97DQyseYv+dEVA6HA46R6mhAWazuZsjK8EhsOyFZf+PvesObKpc30+6S1eSLrrobqG7QAXc/mQIKiAgIEMZFkVBUK+IF/fWi14QUFRQgSsg4kZAxQvqVUBGJ3QPupudNDs5Ob8/cr9j0iZp2p600dvnL6XpOV9Oc3Ke732f93lw/LPjOLDrABYXLmbaVwnxCS7Z/XeHyWSym4Js8/W0eeLN398fsbGxTlf5bOmFLFtKlmnfAyW7QpEQQoGQ8eGxhc7WTiy5aglG8kfiwvkLgxqAqFarUVpaijFjxjAtSlKVJtlG5eXloCiKEfhaGtE58oyhaZoJhbRHQnx9fREdHY3o6GiYTCbIZDJ0dnbi/Pnz8PPzY6oxgzUZZou4DJMWxxj6J+ufGIQUeHt7w2g0orS0FIGBgTbN24YKHA4HLS0tkMvlDieaBhM6nQ7FxcXw8/NDfHw8aJP5Ju1tcqi+rh6bn9mMtoY27PxkJ7Lys4bqLfSAiTKhs6MTUVFRiIiM6KGLIbvrobr+NMyJ2iqlitVxYktzuvxr85E/ydqczsvLC+Fh4QgPC7fr3nvbwtvwwfYPcPuC29HQ2DCoQua+iDKJ5sYyjLC/cNRSshxB7+vmp7PTbB6YPjrd7t+4ua4Zy65ehuT4ZPz262+DusFSqVQoLS1FZmamTWIaEBCAgIAAxMfHM54xzc3N/fKMMRqNvZIYIvD18/NDQUEB1Go1RCIRLl++DIqiwOfzERYWhqCgIJd9pzsaBXeX54i7YZi4DACEuKjVapSUlCA+Pt5lIsL+wGQyQaFQMLEC7mCwpFQqUVJSgvT0dIjFYqhUKtCmP1pDHA6nx45TIBCgproGLz32EmgjjUM/HkLESPfxQrE17mxLF1NbWwuaps0khm/WxQyGCR0NGo0NjaBpmvVxYuC/5nQ//o5HZzk2p7Pn3jt15lQcOXgE217dhgc3PDio01cmyrmQRaK5IboJNsFWS4n43KSmpdolLbWXalF4QyGyM7Jx6uSpQf1OUCqVKCsrQ1ZWllMxCLY8Y0QiUa+eMYC1wNeytWQrFNKSOIwYMQKjRo3CqFGjYDQaIZFI0NLSgq6uLgQFBSEsLIwhTmxhuOLSdwwTlz7CUuPi6ekJiUSCpqYmJkHZXUBiBXx8fBAfH8/qF1R/RwdFIhGqqqqYdpVUKoWfn58Vaek+OdTc1IzL5Zfx2uOvISo6Cru/3D0kIWz2QESujky9uutiZDIZmpubodPpEBIUAh6fnRaBLRAhc0CAOcfJVUTppf0vYe6YuVg1ZRUOnj/Y6+stfXR8/Xxx4+034sevf8ScpXPQ1NzEauvEEUx0760iMjJumevjKvSnpUTD7DKt1WodEtPLFy5j9ZTVuHrC1fj2yLeDSlq6urpQXl6O7OzsfrWqLT1jUlJSevWMsSXwtRcKaa/i4eXlxbSCaZqGQqFgXIM9PT2Zcw5UG9R96hOAS0I//0oYJi4DgEajYVowbH7IBuopQALLUlJSIJVKWfdesXWj9Ybm5ma0tbVh/PjxTO+Yw+EwxMXW5FBdXR0unLmAHS/uwMTrJuL19193K7Frf8advb29mV27ramT/mTj2AOpEoSGhiIyMnLAx3MEDw8P7PppF+aOmYsXHngBT739lFO/R6avNj2/CbccvQU/ffsTCh8pdOl1sQRNOb7XSDXN2ZFxttFbS4nL5UKlVMFkMiElJcUuMb3420Wsn7EeU2+eisOHDw/qe1AoFLh06RJycnJY8yXpj2eMZSikZUtJp9M5JDCA+buKVAvJZBQRFGu1WvB4PISGhoLL5faZENqKG1Cr1cOj0A4wTFz6AZPJxDD99HR2PTpI+6m/pUixWIzKykrk5OQgKCgICoWC1RFrW74wjkDTNKqrq6HRaJgUbPLvPj4+EIlEAA0YDUZGLErs8X848gM+3fUpFq5ciLUb17L2HtgAG+POPVoEShUkUgna2trg7eXNGJn1RySo1WpRU1szKJM5BKEjQ/HygZexYd4GXHXTVZh25zS7ryVVAo1Gw0xfLSxciAPvHsC9D9/b47qQzCAvLy9m583GfefIMVWtUaOmpgbJScluIWi39XlpaGyAXqeHv78/Oto7wOVye1Qkf/vhNzw+93HMmT0He/bsGdQ1y+VyVFRUIDc312UPYnueMcXFxeBwOAyJCQgI6NFSMhqNqKioAJ/P71MopK+vL2JiYhATEwOKMgvzCZHx9/dnqjHOaNpMJlMPofwwcXGMYeLSRxiNRly4cAF8Pp/pvbKJgeQV2apqsB0jQI7nzEQKRVEoLS1FQEAAcnNzrTKHKIpCVFQU0+uuqKiAl5cXAgMDIZFK8PH7H+P096ex8aWNDp1VBxukfaXT61gdd7bMxkEcnB4ptgVi756UmOSUloBNXH3L1ViwZgFeuvclZIzNQFxyXI/XEM0NAKSmpjLvp3BtIQ7tPoQdr+zAuifXAeiZGaTVaiGTydDY2AiD0YCQkBDwefx+ufcC9n1cSAvQkUX+UIKmaXR0dCAkJARxcXHQ66wjK8j01rlT5/Dckudw99K7sWPHjkFdo0wmQ2VlJXJzcwetvdvdM0av10MkEqGurg5qtZpx0+XxeOBwOLh06RL4fD7j2mtZjSGV4N5IDGkbET8aIvAtLy9n0rRDQ0PtCnwpiuqxORkmLo4xTFz6iPr6eowaNQqRkZFoaGhg3em2P0SDpmlUVlZCr9dbVTXI8dgORnTmePbSpskXA/lSIJMFyUnJ0Oq1qK2pxZvPvYn2hnY89eZTuObGa0CDHrIkZUuQ9pWfr5/DsjwbcDRSzA3mgsszB/x1J06WTqlDpQVa++paFP2nCPdNvg9fVn8JH+8/dp2Oxok9OB5Y+uBSfLjlQzzw+AM2ybGfnx8j2DRSRsjlcnR0dEClViEoMAg8Hg/BIcFOT03Z0riQa+iujscm2oSamhoEBgQy1vy2Wkpf7PkCu/6+CwvmL8CTTz4Jg8EwaK6xEokE1dXVyMvLG9Jr6OPjYzX6LJVKIRKJUFNTA71eDx6Px0yIdQ+FJJ4xtkIhHbWUuk9GSSQSNDebk9eDg4MZ4kQqtbbEucPExTGGiUsfkZ6ebqVQd4VFf1+OaTQaUVJSgpCQEKsk5f4erzc4Q1yI0V1312CapmE0GnvuXjhAy5UWSOQSvLThJRg0Buw/vh/+Qf7MQyk4KJh5KA2FzoXoRUilbTDRfaRYIVdAIpGg8UojRowYAT6fj5CQEMhkMnS0dzh0Sh0svH3ibcxKnIWH73gYO46Yd/pGyoia6hqrh0V33F14N/6181/45/P/xIYXNjg8h5enF0L5oQjlh4IGjS5FF6RSKZpbmp0eQe8+VSSVmgmiO1xDW3BmJNvTwxM/fvYjdv19Fx7f8DjWrVsHkUiEoqIieHp6WrVOXAGxWIza2lrk5+e7VUq2h4cHQkNDwePxUFpaivDwcHh7e/fqGQP0DIV01jPG29ubIZRE4CsSidDY2GhOZQ8NhV6vH9a49BHDxGUA8PT0hMFgYP2YzhINMoadkJDApPp2h4eHB6tr7I242DO6I+XX7t4EpNV2/ux57N6yG+ER4fjg+w+YkdhQfijj/yGVSnGl6cofPhdcLutiTVsgAs242LhB04vYgwfHg9F4kNFZiUSCpitNoCgKMTExbjFK2d2cbun6paiqqrIZ5mgJD44HVqxbgZ2v7MS6J9c5/eDj4A93VMAsnCep4TRNI4QbYrPVRpv+0LgIRUIIOgUOjduGEoT4hYaGOoxB2Ld1H97d9C6ef+55PPLIIwCA4OBgRlRK7lGtVsv4lPRHVGoLQqEQDQ0NyM/Pd0viZzKZUFpaCj6fz0SedK+M9NczprdQSEuBb3JyMrRaLcRiMSQSCeRyOZNqHRER0S/iIpFIsGDBAjQ2NiIhIQGHDh2y+X21YcMGfPvttzCZTJgyZQq2bt36p/OL8Xz22Wcd/dzhD/8XQcqHgJk46HQ6VkckRSIRAgMDey3zS6VSlJWVITMz06F9P9trFIlECAoKsln+bWpqQnNzM8aNG8es37Lc2p20mEwmXLp0Cbs/2I1zF88hf0I+3v/8ffj6WD+syPQRl8tFZGQkfH190dXVhZaWFkglUhiNZmGvKx42SqUSNbVmgeZQTJU4AgccePt4Qy6Tw9PLEynJKdDpdGhvb0dnZyd0eh28vLzg7e09JK02fiQf3DAu3t70NvgJfOSNz3Pqc5idl42Dew6itbEV10+5vl/n9vb2RlBQEPPwMRgNEAgEaG1thVajBQD4+Prg+0+/h06lw1XTr4JUYjZuGwwy3FcYjUZUVVUhIjLCoY/Mey+/hw+e+wBvvvEm1qxZ0+PnXl5eCA4OxsiRI5nNjlAoRF1dHWQyGUwmE/z8/Po8NQiY/ZYaGxuRl5f3pyEtBJ6enggMDERERARiY2Ph4+MDqVSKuro6CAQCps3m7e3NVFg8PT0ZUkNsMixbS+S7zh4pIH+Lrq4upKamwtvbG0eOHEFhYSHKysqg1+tx8803O10Ze+aZZ5CZmYlDhw6hra0NJ06cwJQpU6xe89tvv2H37t34/fff8cADD+DFF19ESkoKEhIS+n5BXY/n7P3A/e7QPxGGqlXU2tqKpqYmjBs3rtf+8WBoXCw1NgUFBdb2/f8tsZKbm0Cv16O0tBSRkZHw9PIEJaRgEBlw4rMTmDx3st12UHefCyLWJCJWHo/HmrkbaTu4s9ahrq4OPt4+jObG39/frP/oxWp/sDBtyTSc+PwEtj+yHVNvm+r07616dBW2PLMF659ZP2BDOlutNplMhitNV6BUKqHT6SCXy5GWnuZW4/YEBoMBVVVViImJcVjx2/L3LTj81mHsfGcnlixZ0utxnUlwDg8Pd+rB2dnZyWQPuVv6MmAmLSUlJQgLC0NcXE/BuCXsecZUVVUxm8Dw8HCHnjGWpneA4yklEqYYFBSEwsJCrFy5Elu2bMGZM2cwb948UBSF6dOnY/bs2cjMzLS77q+++gqnTp0CANxzzz248cYb8dprr/V4b1qtFnq9HjRNw2AwuNwqwRXg9FJWHvqas5uBoigYjUYA5tJcZ2cnxowZw9rxa2trERwcbLMUTLKQVCoVsrOznaowiEQiiMVipKens7K+qqoqphcMgIk6CA4ORnJyco/JIcajxYK0qFQqlJWVISUlBWFhYdDr9di3bx/27NmDkrISmGgTErMTMW3hNMxdORd+/s6RBmLuJpFKzOZuwSHg8/kIDArsM4np7OyEWCxGWlqa27YNamtqweVye9XcWD6s5Qr5gCzl+wKFQoHGK41ITkrGkrFL4Bvk65Q5HcGMiTNw1cSr8OyWZ12yPhNtwv0z7odaosbG3RsZ+3dbI8VDBZ1Oh6rqKitXZlt4Zd0rOPrBUez5aA/mzJnDynlFIhGEQiHjUxIeHm6zpdTe3o7W1lbk5eW55b3SF9LSG4hnjEgkgkwm6+EZ0/283UMhAfQQ+BYXFyMjI8OqSrV79254enpi7dq1EIvF+O6776BWq3HvvffaXRuXy4VMJgNg/v7l8XjM/1vib3/7G3bt2gWaprFmzRq89NJLA7omLoTdL233+5T9ieCKiou9qSKj0YiysjIEBAQgLy/P6Z6kK8W5Wq0WRUVFPaIOHJEWqVSKyspKK9tvHx8frFy5EitXroTJZMKxY8ewc+dOfPT8R3hn4zsYmTQSN8y+AYvWLEJoRCjswZa5m0AgQH1DPQIDAsHn83udOCHjzlqd1mHey1CCOLn2phchsKWLsbSUJw9rNqtKJKcpPS0dvr6+/TKnW7NxDV7e8DL+9vzfEBjMro+KiTahob4BoIHAwEBkZWVBr9dbpX1zQ8zXLCg4aEhabURblZiQ6HCs/emVT+PkoZP47PBnmDrV+aqWI3T3KZFKpejs7ERVVRUCAgKYBGehUIj29nbk5+f3q73kahBLBjZIC+DYMwaAVZXKmVBIssbuUKvVzIYkNDQUixYtAgBMnjwZHR0dPV7fnXzYyzmqra1FRUUFWlpaAABTpkzBL7/8guuuu66/l2RIMExc+gjLD8NgtYrIaHFcXBwz/ugsXNUqUigUKCsrw5gxY6x0C3Ynh2DemTU3NyM/P9/uQ9LDwwO33norbr31VgDAxYsXsXXrVnz34Xc4+MZB8EbycNXUq7D4ocVIHpNsd53dzbqUXUqz+K6lmQn343K5Vrsky9aLpb+IO4GkJ/fXydWWpbxUKmV8UcgkTkBA/3xRALPWQSQSWZnz9cWcjmDG7Bl4e/PbeGnjS3jl7Vf6tRZbsBwn9vX1BWU0328+Pj52XWpd6d5rC4z5nYMoCQB4bOFjOHvsLI4dPYZrr73WJWuxnESyfFifPXsWBoMBCQkJ0Gq1LptS6i8IaQkPD7eyZGAL9jxj6uvroVKprDxjSEZSd4GvQqFghicMBgPTUtJoNDav54kTJ+yuJzIyEu3t7YiKikJ7e7vNqv0XX3yBiRMnMoMT06dPx+nTp4eJy/8SBoO4yOVylJeXIyMjo18TLQMxtLMFDw8PRlOSl5fH3FyORLg0TaO+vh5dXV0YO3Zsn8rJY8eOZdw+m5ubsWXLFnzz7Te4e+/dGBEyArnX5+LO++/EhBsn2D0GB398wViG+1VXV4PD4YDH4yEoOAjNTc0OR3WHGsQUjc30ZF9f3z98UYxGyOQytLe3Q61W92sEnQT92apWOWNO1x3rn1wIjRmXAAAgAElEQVSPZx96FjKJDFz+wLPAurfYTCbbWUW9uRoTgueKcV9iIOjI/M5Em/DQzIdQ/ks5Tv54EuPGjWN9HbZAHtZSqRQBAQFIT0+HVCplppQctZQGExRFoaSkhBHbDga6e8bIZDIIhULU1tbCz8+PIX9+fn7w8PCAUqlEZWUl8vLyzATaIhSyvLy8h4C4N8ycORN79uzBxo0bsWfPHsyaNavHa0aNGoX3338fTzzxBGiaxk8//YT169ezdQkGDcMalz7CZDIxDJkEGRYUFLB2/La2Nuh0OiQmJqKjowMNDQ0DsstWq9WoqqpCfn7+gNdG0zSKi4uhVCoxYcIEpifb2+TQ5cuX4e3tjbS0NNbG7hQKBXbu3IlPDn2C6upqeHp7Ir0gHTPvmYlpC6Y5vSvW6XQQioRoa2uDj7cPQsNCB1xxcAWIUDgtNW1QhMKWI+hyhRz+/v7mBzmXZ5N40qDRdKUJBoMBSclJDonOimtXoKOtA19WWZvT2cOsG2YhJTUFb+x6Y0DvyWoyJ8w8mfPAbQ/Aw+CB7d9td/o4RBAuk8n+qFJxef1277VEV1cXGhobHP6dTbQJqyavQn1RPX7+6WdkZWUN6Jx9RWNjI+RyObKzs63ICWkpCYVCyGQyq5bSYAp2h4K09AaVSgWRSASRSASKohAUFASxWIzc3NwebcCjR4/i+eefx6efftonbaJYLMb8+fPR1NSE+Ph4HDp0CHw+H+fPn8fOnTuxa9cuUBSFBx54AD///DM4HA5uueUWvPnmm2y/XbZg92YaJi59BE3T0Ov1AMw3yLlz5zBx4kTWjt/Z2QmFQsFUNnJzcwckeNNqtbh06dKAd2Qkn0mhUGDkyJHM+Jwj0mIwGJhSbV93D32B0WjExx9/jI/2fISi4iJQFIX4jHhMnj8Z8++bjxEB9kmfUqVEXV0dkpOS4efvB5lMBqlUCrVaPWSTON1BWi9DJRSmYbYxl0qlkEllPXQxJtqE+rp6eHt7Y1T8qF4f3lqtFjMTZyJ1fCp2fNO7Df3P//4ZT9z3BL789UuER9gfBXYEvV6PquqqHtlNq2eshjftjbeOvdWv4xL3XqlE2m/3XgJLx157lRwjZcTy65ajvaYdZ0+fRXKy/XapK9DQ0ICuri5kZWU5rKhYtpTEYjGTGRQeHm720nGRb4g7kpbuUCgUKCkpQWBgILRaLTQaDVpaWnD77bfj/PnzeOmll3D06FGHNhf/IxgmLmzBkrjQNI3Tp0/j6quvZu34AoEAVVVVCAsLQ3p6+oDLrQaDAcXFxQOqChF3XvKg0uv1SExMdCjCVavVKC0tRXJyskPfCVfg+++/xzvvvINfT/8KlVKFyMRIXHf7dVi0ZhEiY/4Y/ZPJZGhqbrK5u7U1iUMcagfL54MEEarVaqSkpLiNUJjoYmQyGfQGPUyUCVwuF/EJ8U5XHGrLarH86uVY/sxyrPjbil5fP+fmOYiLicPWvVv7vF4ick2IT2AM6gjuv+V++Hr6Yuu3fT9ud5hoE5RdSqZK5evjyxC83nxNLMXM9l6rN+ixdMJSyNvkOPf7OVbEps6CtHs1Gg0yMjL6/L1EppREIhE0Go1LWkqEtERGRvZZCzhYIKahZDiBpmlUVFTgvffew6lTpyCVSrF+/XosXLhw0EmpG2KYuLAFS+ICmA192CIuOp0O58+fh7e3N6666ipWjjnQqpBGo0FxcTHjztvR0QGVSoWkpCS7pEUmk6GiogKZmZk9HhSDjbKyMmzduhXfn/geYpEYIREhKJhSgFvuugUhkSGM8ZMjWDrUyuVy+Hj7OGUnPxCYaBMaGxrB4XCQkJjgVm0rAqPRiMrKSgQEBICiqD5HM3z27mf459/+iW3fb0P+JMetzDO/nsGjyx7FZ6c+w8gY5zVIvYlcV01bhQCfAPzzm386fUxnodFoGIJH07T5M2PDY0gsEaOjvQNpaWl2P4tajRaLxi+CTq5D0YUih865bIOmadTW1kKv1yMjI2PA1RLSUhKJRIxWJjw8HKGhof2+n/4MpIV8l9r6Xvz555+xadMmvPfeezh37hyOHDmC9vZ2zJw5E88888wQrXjIMUxc2IKriAvJ94mLi4NCoWCtbz2QqpAtYbBAIIBcLmdaRd13Sx0dHWhqakJOTo7bmba1t7dj69atOPz5YbS3tcM/yB/Z12Zj3qp5mDRlktPtIJLcLJVKmQcSn89nzfuD5NEEBAYgJibGLUmLTqdDdU21VeuF6GJkUhlkChn8/PzA5/GtAuW6Y+OCjfj95O/4uuZrBIY4HnmeP20+QnmheOfgO06tUalUor6hHqkpqXb/NoVTChHkH4Q3v3Ztn9/SY0ir1TJBmaQSkZaeZreSp5Qrcdf4u+Bp8ERxUbFDPxe2QdM0qqurYTKZbGahsXF8pVLJVGNIS4lkKTlzvj8DaSGToWPGjOkxDfjrr79iw4YNOHLkiNX61Wo1KioqBk147YYYJi5sQqfTMf/NBnERCASora1Fbm4uaJpGXV0dcnNzB7pMBv1ZY2dnJ+rq6pCXl8cIg2mahlgsRnV1NRISEhAWFsZ4N9A0jcbGRshkMqfN8QYblkLh2NhYvPvuuzj4yUFUVFTAw8sDqWNTcdvdt+G2Jbc53Q5iHkgSCeP9wePx+mV6R45XXV2N8PDwQd1V9wVkJNuRv4jl9JZUKmXM3Xg8nhWhNZlMmDtmrlPmdMXni/HgXQ/iwA8HMCrBsWbKURvQEvfefC+4wVxs/mKzw+OxCdKGbG1thUqtQkiI2SjRlvBZKpJi0fhFCPQJRElRyaAG7xFHbA8PD1aF9Y5gq6VERopttZQoikJxcTGioqKsvKTcCYS0jB49ugfpPHv2LB5++GF88803g9r6+5NgmLiwCbaIC3nYi0Qi5ObmwsfHh9UpoP6s0XJNeXl5TOna0gGyq6uLEd35+fkhPDwcEokEXl5erOhyXAFHQmGTyYRPPvkEu3fvxsWii9Ab9Bg1ZhRunnszFty/oNdKAAFloiCXySGVSqFUKfss1HSnMEd7ICPZjkZ1bYGYuxFdTEhICPg8PgICAyDpkGDumLmYvGgyntzxpMPjLLptEQJ8A/D+Z+/bfY1EYh5bTk9P77UNuPL/VoLP4+Mfn/3D6ffCBsjYeEpqClPBI8Jn0oaUS+VYOn4pIngROH/u/KBWMIn2wtvb2xwnMQQhfCaTiXGpJS0lUo3x8fH5U5AWnU6HoqIipKen97inz58/j7Vr1+Krr75y16ygocYwcWETJOcBAE6fPo0JEyb0+WFNdv8ArMRuOp0OZWVlGD9+PGvrdZa42FuTo8khmUyG8vJy0DQNf39/RESYQ+DcxTIdMBOCkpISJCYmOlXF+Omnn7B9+3b88usv6FJ0IXxUOK697VosWrMI0fHOfUHSoJlxYpn8v20TO7tq4A/vjuSkZKtUbXeCs1WM3mCkjFDIFZBIJMwkTu3FWjy/7Hk89eFTDs3pykvLcd/c+7D3yF4kp/cULwqFQgiFQqcnsJbftBwRYRF47dPXen0tGyCCa61Wi+Tk5B7tSZ1OB5lMhqryKjyz8BnEjozFyX+fRGho6KCRB5qmcenSJfj7+yMpKcktkoO7t5QA87WKjo5GYmKiW6yxOwhpSUtL6xEuWlxcjPvvvx+ff/45UlJShmiFbo9h4sImLInL77//3mdTNeL/Eh4ejvj4eKubzmg04sKFC5gwwb6hWl/hDHEh00dhYWFISEhwKnNIo9GgtLSUIQRarZZ5cBiNRoSFhSEiIsLpXrUr0NXVhfLycowZM6Zf2oDKykps2bIF333/HQQCAYJDgzHu5nG4a81dyBxnP/DMEqRtIpFIbI4TkzFYR1qMoYZILEJHe4dTVYy+wHISZ/fzu3Hy8Els/3E7MnIz7J7n7tl3w4P2wEdffWT17+3t7VAoFEhJdX4Ca9n1yzBy5Ei8eujVgb6VXkGDRlNjEygThcSkRLutxIaqBqy4ZgUyR2fi8KeHIRaLoVAoEBwczKRdu6oVS8zPAgMDkZSU5JJzDBQUReHixYsICAiAwWBwqqU02NDr9SgqKkJqamoP0lJWVobCwsI++7T8D2KYuLAJS+Jy4cIFZGVlOe2gqVQqUVpaipSUFJu7f5PJhLNnz2LSpEmsrbc34qJWq1FcXIykpCQr11hHpEUul+Py5cvIyMiwaT1vMBggEokgEAig0WjA5/MRERGBkJCQQSMxIpEItbW1yMnJYUUbIBAIsG3bNnz+5ee40ngFPiN8kDUpC3MK5+D6W693WtxrOU6s1WphMpmQlJSEEG6IWwpxOzo6IJPJkJKa4tJRcBo0lk9ajo72Drz21Wvw9v7DodaS0FVVVmHF7SvwwRcfID0r3Zwv1dwMnU5ns4rhCPdcdw+iY6LxykH2IgVsgQaNhvoGeHp4YlSCfa+byuJK3Pd/92HC+Ak4fuy4VdVToVAwLVrLXC62WkgmkwllZWUICQlx29YFsWaIjo5GVFQUAPO6ifGdrZbSYIOQlpSUFISGWmerXb58GcuXL8cnn3yCjIyMQV/bnwzDxIVNGAwGxka/uLgYaWlpTj0YSTR6Tk6Ow9A0NkesyfEmTZpkkzDIZDJcunQJWVlZVgSEZA4BPSeHOjs70djYiJycHKcqBCRRVSAQQKFQICQkBBEREeDz+S7bHbW2tqKtrY3RDrENrVaLXbt24V8f/8vcXvMAUvJTMH3xdMy6Z5ZTjrDt7e2QSqUICwuDTC6DRqNhpk2CgoOG1PQOAEMItFotUlJSBmU9Wo0WM5NmIm18Gt787E3GELC78Hnl/JUwKA3Ye3QvrjReAU3T/Robv/vauxE3Kg4v7XddQi4x6PPx9UFcXJzdNRadLsK66esw+abJ+Pzzzx0eU6PRMNVNiqIQGhqK8PBwBAUF9WtjYDKZUFpaCj6f71KzyIHAaDSiuLgYMTExDGnpDpo2WxcIhUKmpWQZfOjqTZPBYEBRURGSkpJ6GMhVVlZi2bJl+Pjjj5Gdne3SdfxFMExc2IQlcSGtEkdEBACamprQ3t7O5FI4AtvE5cyZMygoKOiR3tre3o7Gxkbk5eUxBKS3zKErV65AIpEgJyenX+VqmqYhk8kgEAggkUgQEBCAiIgIhIWFsVL+JkZZSqUSWVlZg5JYazKZ8MUXX+C999/D+fPnodPpEJsei5vm3IQF9y8AN9S6RUVaBgajtT0+mTaRSqVQdCmYYD8ulzvo5nOkQuDh4dEnYzk2UFNagxXXrLAyp+sufFbIFNi4ciM2bd6ErLFZDgmBIyy5egkSkxLxwr9eYPttAPgj0DEoMMihgPTMv8/gsTsew6zbZ+Ff+/7Vp3MYDAaIxWIIhUIolUpwuVyEh4cz4X694c/gNusMabEFEnwoFAqhVqsZ4ztXtJQIaUlMTOxhullTU4OlS5di7969yMvLY/W8f2EMExc2YUlcLl++jOjoaLv6CWKVbzQakZmZ6dQXCdvE5dy5cz0mhOrr63tECvSWOVRZWQkAGD16NCs3PRHcEUt7b29vRtzbn/A6V+Ui9RW//fYbtm/fjlM/nYJcLkdobCiunn41Fq9djJikGNTV1cHXxxdxo+w/bC2D/WQyGXx9fF1uekdAmSjU1tZixIgRiI2NHZL2lSNzOho0FHIFHrz7QaikKrz6/qvMqHVf9TdLJi1Bcmoyntv7HJvLB2C+jjXVNUygoz2c/OYknl70NBYvWoydO3cO6JyW4X5SqRT+/v5MXpCtzw2ZzBk5cqTbeqAQ0hIbGzugANTuLaURI0Y4vDZ9AdEIxsfH95AANDQ04K677sKHH374v+zJ0h8MExc2YUlciD1/914meV1JSQl4PF6f1PlsE5cLFy4gMzPTnCtjMuHSpUvw9PS0IiC9ZQ6VlZWBz+f3EBOzCbVazZS/aZpmvEycacMZjUaUlpYiNDQU8fHxLllff1BbW4stW7bg2HfH0NHeAf8Qf2Rdk4V7HrmnV7dYS2i1WrO4978urORBzbaY10gZUVNd4xYp2fbM6cgadVodHpz/IDbv2oz41HhIpVIA6NO1WTRhEVJHp+K5PewSF7JG0qawh+OHjuPFlS9i9X2r8Y9/sDuS3VvbhJCWvlYxBhNskZbuYLOlZDQaUVRUhFGjRiEyMtLqZ01NTViwYAHef/991tzQ/4cwTFzYhNFoBEVRAMwlQKLZsIQ9waszYJu4EB8BLy8vm9NMzkwOJSQk9LgpXQm9Xg+hUAiBQAC9Xo/Q0FBERETY7OFrtVqUlpYiPj5+UNfYF+h0Ovzyyy/44YcfcOz4MdTX18PH3wdjJo7BrOWzMPmOyU5rSAwGA+PcS7QffD5/wOnEer0e1dXViIqOQii/JxEfbNgypzMYDKiqqmLW+OCyByG4IsCnJz9lfm5pCBgSHAIej4eg4CCb12bRVYuQnpWOZz5gz1adpFCPjBrp8Dp+/uHneHPtm3jsb48Niq1797aJwWBAdHQ0kpKS3GISpzsIIYiLi3M5ie5vS8kRsWptbcWdd96JHTt24JprrnHp+v+iGCYubMKSuDQ0NMDPz89qxyKRSFBRUdFD8Oos+usNYw+lpaWIiopCTU1Nj2mmgUwODRaMRiPEYjEEAgGUSiV4PB4iIiLA5XKhUqkGNO48GFCpVCgrK7Pyc9Dr9fjoo4+wd+9elJWXgQaNpJwkTFs0DXesuAN+vs5NihDth6UnCp/P73OiNTG/ix8VP6R/6+4Qd4gZc7rH3nwMVdVVGBU3ivlbd7R3YO71c/GP9/+Bq2+0JvuUiWI0Q13KLgQGBILH4yGEG8JohhaOX4jMvEw8tespVtZrL4W6Oz7e9jHeeeIdPPP0M3jsscdYObezMBgMuHjxIkJDQxmiFxgYyOQFsTnu3l84qmK4Gs62lEjFynLCiaC9vR3z5s3Dli1bcMMNNwzq+v9CGCYubMKSuFy5cgWenp6MqK2lpQUtLS3Iy8vr95ji2bNnMW7cONa8Gi5cuACVSoW8vDyrcC9Hk0MCgQANDQ1OTw4NFsiXCtHFGI1GpKSkIDo6elCEuH0FCZzMzs62ayxnMplw5MgRvPveuzj7+1loNVpEJUfhxjtuxF1r7gI/jG/z93ocp1tWkL+/v7ltYsf0joAxv7MTRDjU+O34b9gwbwPuef4eLCxc2EMIv75wPZqqmvD5z/YncWjQjF+MTP6HZmjt9LXILcjFpnc3DXidOp0OVdVVvZK/Xa/twkcvfIR/vP4PrF69esDn7Qv0ej2Ki4utBKQ0TVu5YXt6ejIP6sGMGCAgepGhIC3dYa+lxOfzUVNTg+jo6B6i646ODsybNw+bN2/G//3f/w3o/MePH8e6detAURTuvfdebNy40ernTU1NuOeeeyCTyUBRFF599VXMmDFjQOd0IwwTFzZhSVxaWlpAURRGjRqF6upqqNVq5OTkDOghev78eWRnZ/dLoNodbW1tqKysREZGBlPK7G1yqKmpCWKxGNnZ2W6x+7KFtrY2tLS0ICkpCVKpFGKxmBEihoeHu8W6CfnLzc3tE4k9d+4c3nrrLZw8dRJSqRS8KB4mTpuIxQ8tRmJ6olPHoEFDrVZbWckT7Yfl50qhUKDxSqNbm9+p1Cq8tvY1nDx8EgeLDyIm0VpEKhaJMfPqmXh528u4YZpzu1tis796ymqkZaVh3RvrbCY3OwtSsXKU3wQAbz31Fg798xDeefsdLF26tM/nGQh0Oh2Ki4tt+otYghhJikQi6PV68Pl8hIeHD4oHkzuRFlvQ6/UQCASoq6sDh8Nh2tckZFUoFGLOnDl45ZVXMHXq1AGdi6IopKWl4YcffkBsbCwKCgpw4MABK/+XVatWIT8/H6tXr8bly5cxY8YMNDY2DvBdug3sftjcLwnvTwDLm9fT0xNarRZFRUUICgpCXl7egG9uT09Phhj1FySsUS6XIyoqyunJoaqqKphMJuTl5bll35tMRHV1dWHcuHHw9PREWFgYUlNToVQqIRQKUVRUxOwaIyIihiSluqWlBR0dHRg7dmyfSVRBQQH27dsHwFzR27JlC44cPYJjHx1DADcAudfnYv7q+Si4vsDuMTjgIGBEAAJGBCA2JhZarRYymQz19fWgKApcnnnEWigSIj0tnRWS7Ap0dXWhobEBf9/xd7RUtmDVzavwVc1XVkZ4oWGhuGbKNXjj+TecJi6kvevtZTa58/HxYUzsQoJC+uSlo9aoUVNT02vF6rVHXsOR949gz0d7MHfuXKfWyRZI0J8t+/nu8PPzQ1xcHOLi4mA0GiGRSNDa2oqKigrGvTc0NJT1CqejyRx3gZeXF4RCIZKTkxEdHQ2pVIqff/4ZzzzzDGJiYiAWi7Fp06YBkxbA7MqekpLCOBgvXLgQX331lRVx4XA4UCgUAMytfXfNbGIbwxWXfoCiKKbF0tLSgpqaGqSnp7P2oSkpKTF/CfYzs4bYdnt7e2P06NGora1FSEgIwsPD7ZIWo9GIsrIycLlcK8t/d4LJZEJFRQU8PT2Rnp7ucI1k1ygQCEBRFFOJcbUJlSt9ZBQKBXbs2IFDnx5CTU0NvHy9MPqq0Zi9fDam3jnVaU2L0WhEU1OTORjT2wu8EB54fLOx21Cb3llCJpOhuaUZaalp8PX1hVb9X3O6gjRs/2a71WvlMjluvepWPL35aUyd6fxDY17uPFx1/VXYsG0DALMupkvRBYlEgi5lF+OlExISYtM1WKlSoq6u99DJZ1Y9g38f+DcOfXII06dPd3p9bECj0aCkpMRmOnFfQNM05HI501Ly9fVlWkoD3Rz8GUgLMekLDQ3tkeQsFouxePFiJCYmorGxESaTCTNmzMBtt93Wb7O5w4cP4/jx49i1axcAYN++fTh79iy2b//js9/e3o6pU6dCKpVCpVLhxIkTf6WRa7tf1O7zLfUnhEwmQ11dHXg8HqtMdyAVF71ej/PnzyMkJARjxowBh8NhjkdRlE3SotVqcfHiRURFRbltYBlR7wcEBPRKWoA/do3jxo1Dfn4+fH19UVdXh7Nnz6KmpoYZK2YThFgZDIYBtwttITg4GE888QSKLhZBJpXhzdffhK/aF6+uehU3hNyApVcvxb6t+6BWqe0egwaNzs5OGAwG5I/NR05ODkK4IRCJRCgrK0NdXR0kEgko08AqfgOFSCxCa2srRqePZqpBfiP8sP277Sg5VYIP3/zQ6vUh3BDccNsNeOult/p0HtpEW1UWPT3M6cxJSUnIycnByJEjoVKpUFFRgcrKSnR2djLp8F1dXaivr0d6WrpD0vL4osdx8uBJHPnmyJCRFjbE6xwOB1wuF6mpqZg4cSLS09NBURQuXbqE33//namE9vW++rOQFmIJ0Z20yOVyLFiwAOvWrcOePXvw008/4YsvvkBsbCz27t3r0nUdOHAAy5YtQ0tLC44ePYqlS5cyVh1/ZQxXXPoBk8mEpqYmNDY2IikpCSKRCJmZzgXuOYOKigqMHDnS4VSCLZAcpNTUVCvviIaGBtA0jdjYWHh4eFg99BUKBS5duuTWUzlk3HnUqFEDHoukKIpxGVUoFIzL6EDjByiKQmlp6ZBVrI4fP4533nkHp8+ehlqlRmRiJK6fdT0WPrgQkVFmrQBx7DVSRiQmJfaortgSsPbX2G0g6OzshEQiQWpaqs0qx+Gdh7HlsS3YcWIHcifkMv+u7FLiloJbsOG5DZi5YKZT55qTNQfXTr0Wj7z5SK+vJboYmUwGnV4HykghOTnZbsaUiTZh/ez1KP2pFD98/wMKCuy39lwBMs2WkZFhJcp3BUg2mVAohEqlYkIPe7uviNtsQkKCW5OW8vJyhISE9PCIUigUmDdvHtauXYsFCxawet7Tp0/j2WefxXfffQcAeOUVc57WE088wbwmMzMTx48fZ8hUUlISzpw547bXso8YFueyCYFAgNraWuTm5kKj0TDTN2yhqqoKoaGhPbIuHEEsFqOysrJHDhIJZ6utrYVWq2UyTUJCzLvsuro61kIIXQGlUomysjKMHj26z0SuN1i6jEokEgQGBiIiIgKhoaH9SvuOiYlxix5zSUkJtm7dih9+/AESsQTcSC4KphTgutnXITUz1aFjryU0Gg3jF8PhcBgS40rNUFtbG7q6unpNeN44fyN+P9XTnO65jc/hzIkzOHb+mFPnuyPzDlx/y/V4+I2HnV6jVCpFc0szIsIjoOhS2MyYMtEm3D/1ftReqMVPp34a9Gwact9kZWX1GkfCNrrfV/bGiR1Z5LsLCGkJCgpCYqK1MF6pVOLOO+9EYWEhlixZwvq5jUYj0tLS8OOPPyImJgYFBQXYv3+/1SZ5+vTpWLBgAZYtW4aKigrcfPPNaG1tdcuqeT8wTFzYBEVRMBgM4HA4UKvVqKqqQn6+8y6ovaG2thZBQUFOq+pbW1vR3NxsNYJtS4RLqg0CgQBisRgcDgejR49GWFiYWwpxJRIJqqurkZ2djYCAAJeei4yEkmvj4+PDiHsd2YGTUnxKSkqfiOZgobW1FVu2bMFnn3+Gzs5O+Af7I/e6XMwtnIurpzhvcqjX65lqg96gR0hICPi8gZveEdCg0dzUDL1eb5XfZA/EnM4vyA8Hzh9g/l2tUWPa2GlY//f1mLu0dwHs7IzZuOm2m7Du9XVOrVMsEaOjvYMxdAR6Zkz5+PjgxWUvorO2E2dOn0FKSopTx2YLXV1dKC8vdziCP1iwNU5MjN2qqqrcmrTQNI1Lly5hxIgRjECWQKVSYcGCBbj77ruxbNkyl63h6NGjWL9+PSiKwooVK7Bp0yY8/fTTGD9+PGbOnInLly+jsLAQSqUSHA4Hr7/+OivCYDfBMHFhEyaTCQaDAYB5xLCsrAzjx49n7fgNDQ3w9fXtdfdO0zRqamqgUqmQnZ3t1OQQTdOoqqqCwWBAVFQUhEIhZDIZgoKCmGqDO/ihtLe3o7m5Gbm5uUMy8aJWqyEQCCAUCgGAyVCyrEyRNttQG/Q5AtEPxMTEIDg4GDt37sTBT/t/Z+QAACAASURBVA6iqqoKHt4eSB+XjtvuuQ0z7pphsy1jC0bKCLlcDqlECpVaheCgYPB4vD6b3hH0N9BR1CHCvDHzMGXxFGza/ocPy8tPv4xT35zC8YvHe13PrDGzMHnWZKx9dW2v5yMPX3stLADQ6XVYOnEppM1S7N61G7GxsYwwfDCm28hnMicnx+Vkvz/Q6/Xo6OhAXV0dk00WFhYGLpfrVpsnmqZx+fJl+Pn5ITk52epnGo0GCxcuxPz581FYWDhEK/yfwDBxYRM0TUOv1wMwl/MuXLiACRMmsHb87qZ2tkBRFMrKyuDv728VKOiItBiNRpSXlyM4ONhKhNt9WsDf35/5QhlsPxSaptHQ0AC5XO4SgWt/oNPpmAwlvV7PlLxbWlqQm5vrtm02rVaLkpISJCUl9djVGo1GHDx4EB98+AGKiotgMBgwaswoTJ4/GfPvm4/AIOd26sT0TiqVQq6Qw9/fH3w+H1wu1ykiZKJNqK2thb+/f78CHX879hs23LkBT334FKbdOQ2A+e81JX8K7nv4PiwuXOzw92elz8LUuVPx4MsPOnxdR0cHZDIZUtNS7bawtBotFhcshkaqQdGFIkRGRkKj0TCfHYqimOiKwMBA1sv5crkcFRUVbt36tTTA4/P5kEgkEAqFkMvlCAoKQlhYGGtJ8f0FTdOoqKiAj48PkpOTewwyLFq0CDNnzsTq1av/Ki0Zd8UwcWETlsSFpmmcPn2a1WwhYmpnLyyQGElFR0dbKdwd2fcTgWtcXJzDQDVS2u3s7GQlsbkvIAnUHA4H6enpbrUDIzAajaitrUVHRwd8fHwYzRCPx3OrLzGVSoXS0lKnRdc//vgj3n77bfznt/9A2aVEZEIkrrn1Gixeuxgj45wTRBPTO4lEArlMDi8vLybR2tZnhzJRqK0xj+oPRHS9beM2fLrzUxwoOsCY021+cTOOfXoMPxT/4LDqMjNtJqbPn47VL9p3sG1ra0OXsgupqal2j6XsUmLRuEXg6Dgoulhk0yvFloDVmTwcZyCTyVBZWYnc3Fy3NRK05dpLYOneKxKJ4OXlxVSqBvP90DSNyspKeHl5ISUlxeqe1ul0WLp0KaZMmYKHHnrIre73vyiGiQubsCQuAPuhiO3t7dBqtT3EYIBZEFZSUoL09HQrTYUj0kJ63v0RuJLEZoFAAMDcMomIiGA/lfi/PjI8Hs+lCdQDRWNjI6RSKbKzs+Hh4QGJRAKBQAC5XI7g4GBERESAz+cPaaWIZEz1V+NQXl6Ot956C9/98B1EQhGCw4MxfvJ43PXAXcgYm9H7Af4LYnonlUpBUZRZ3Ptfd1rKSKG6upp5OA0UK65Zgc72Tsaczmg0YnLeZNx9391YsXaF3d+7PfV23HrXrbj/+ft7/IwGjebmZuh1jnU3MrEMi8YvwgjPESguKnbqmnfPwwkICGBatX2tchIt2EBiRlwNQlqSkpKc0oJpNBqG5BkMBmaDEBwc7LLvBtJG53A4VlVssv5ly5bh2muvxaOPPuq2309/MQwTFzbhauLS2dlpnqzoJuoTiUSoqqpCbm6u1ZcjyRzqTljI79TW1rIicCUtE4FAAIPBwIhXB2rqptPpUFJS0ms1aChB0zSqq6thMBiQkZHRY4dM2m0CgQASiWTI2m3k783WzruzsxNvvfUWvvjyCzQ1NcE3wBdZ12RhbuFcXHvLtX0yvZNKpZBIJdBoNKCMFCJHRiImJoYVca8tc7ptm7fhi4++wImyE3bXeVvKbZi5dCZWPbPK6t/J6DhlopCYlGh3jcJOIZaMW4LQ4FBcvHCxX8SBpmkolUpGGE5cn52pNojFYtTW1iIvL89t3Y/7Slq6g4SsCoVCdHV1MWaabG4QyP1N03QPnyiDwYAVK1Zg/Pjx2Lhx4zBpGTwMExe2QUyoAPaJi0gkglgsRnp6OvNvzc3NaGtrs/qCcqRnIb/T2dmJnJwch5Mx/QEpewsEAmg0GqZ339cdkVKpRHl5uVNW5EMFMhI5YsSIHj1vWyDtNhIE6enpybTbXLkjbm9vZ3Q3bP+9AXP17f3338f+A/tRUVEBjgcHKWNTMGPJDNy+9Hb4ePd+Tq1Wi6pq87i/XqdnUptJorWjEejeUF1SjZXXrsSK51Zg+SPLYaSMmJI3BfPvno/Vj9luBd2afCvmLJ+DlU+uZP6NiIU9PTwxKmGUXdLSdqUNd0+4G6OiR+H3s7+zpssgrs+k2hAWFobw8HAEBQVZffZEIhHq6+uRl5fnkr83G9Dr9SgqKkJycjIrU3f23HsH0somQw4URWH06NE9dIGrVq1CRkYGnnrqqWHSMrgYJi5sw5XERSqVor29HRkZGcxOQKPRIDs7m9lh9DY5VF1dDb1ej8zMTJdrRSzHrLu6usDj8RAREdHrpAApcWdlZQ352KY9GAwGlJaWIiIioodjprPoLtC0rFSxhaamJohEIuTk5AyKsNFkMuHw4cN4f9f7uHDxAvQ6PeJGx+GmuTdh4f0LEczraXim0WhQU1uDpMQk5u/dw/TO1xd8nlnc259KVXdzuve2vYf9O/fjROkJm2LhGYkzMK9wHlb83dxOMtEm1NXVwc/Pz6FYuKG6ASuvWYnRqaPxn1/+47J7zGg0Mi0TpVIJLpeLiIgIGAwGNDU1/SlIS2+hjgOBSqViro/JZGJInrPiZ5qmUVtbC4PBwDiNE1AUhdWrVyMhIQEvvPDCMGkZfAwTF7ah1+sZa+vffvsNkyZNYu2DLZfL0dzcjDFjxqC0tBQBAQFITU11anKITBsFBQUhKSlp0G820rsXCASQyWR2dR9DPe7sDMhUTkJCAmtJtXq9nqlUEUPA/lSqCEiYplqtRlZW1pAJmv/zn/9g27Zt+Pk/P0MhVyA8LhyTbp2EJWuWICYxxulMH41GA4lEAplM1m/Tu8fnP45zP53D19VfY0TwCEzJn4KZ82Zi3ZM9vVpmJMzA/PvnY9nGZTDRJtRU1yAoKMihFUFVaRXuu/E+jM8fj++//37Qrjkxdrty5QokEglCQ0MRGRk5JNN/vWEwSEt39Ef8XFdXB61Wi4yMjB7fow899BAiIiLwyiuvuOWgwP8AhokL27AkLmfPnsW4ceNY2+kqlUqmYhIbG2s1Fu1IhKvT6VBaWuo2Dq6Wug+xWIyAgACEh4dDrVZDoVBYec+4G1zp2EvQvVJFdtPOTpmQsU0PDw+n8psGC9XV1di6dSuOHT+Gzs5OBPIDkTI+BcsfXY7x1zrvd0RM76RSKQxGg9n0js83a6oc6GJMJhPmjp4LvxA/HDh3AHve24MPtnyAEyUnejzgpydMx10P3oXFjy5GTXUNuFyuwwmn0rOlWDNtDW68/kZ8/dXXTr8XttDe3o7W1lbk5uYyLSXSjhyKKRxbGArS0h22xM/EvZd8Burr66FWq5GZmWl175hMJjz88MMIDAzEG2+8MSDScvz4caxbtw4UReHee+/Fxo0be7zm0KFDePbZZ8HhcJCbm4v9+/f3+3x/MQwTF7ZhSVzOnz+P7Oxs1ioHQqEQJSUlyM/Pt7rxHZEWd9eKkOiByspKaDQaphLTmzPtUEAmk6GiomJQnUfJblogEEAqlfYaP0BRlJUVubuQlu6oqqrC5s2bcfrMaTQ2NsJnhA8yJmTgjnvvwE0zb3Je3Ptf0zuJRAK1Wo2Q4BBwuVy7pnfCdiHmZczD1CVT8cRbT2Dq+KmYOmMqNrywwep1t4y6BYseWoTxM8b3OuH0+6nf8bdZf8OtM27Fgf0H7L7OVWhra0N7eztyc3N7fCa662IGYwrHFohVw1CSlu4g4meii+FwOExmW15eXg/SsmHDBnh4eOCtt94acH5ZWloafvjhB8TGxqKgoAAHDhxARsYfk3k1NTWYP38+/v3vf4PH40EgEPxVcobYwDBxYRsGg4FJ4SwqKkJ6ejorpk9CoRBVVVXw8vLCxIkTmX93NDkkFotRU1MzKNb4/QUZdyYhhBqNhnGm5XA4jO5jqHeLAoEADQ0NyM3NHbLRUsv4AZFIBF9fX0bc6+Pjw+huIiMjHZoUDjWIWDgvLw/e3t7QarX48MMPsW/fPpRfLgcAJOUmYfri6Zi1bBb8fJ273sRiXyaTQa6QY8SIEeDz+QgJCbHSsfx69Fc8Pv9xPP3R05CoJXj75bfxffH3Vn/XaXHTMG3xNNyz4R6E8u0/aH86+hOeXPgk7lpwF957771+XpH+o6WlBQKBALm5ub1O0tiawiGVPFeO6RPSkpqa6pabJ4La2lom1kOn06G2thbh4eG48cYb8dxzz0Gr1eLtt98ecHvImZDEDRs2IC0tDffee++AzvUXhV3i4p51+j8ZPD09QVHUgI/T1NSE9vZ2jB07FmVlZQB6nxxqaWlhfsfdKhcEtsadR4wYgYSEBCQkJECn00EgEKCiogJGoxFhYWGsjFn3FS0tLejs7MTYsWOHVDPA4XAQHByM4OBgpKSkMFkvJSUloGkaOp0OCQkJbk1ampubIRQKkZ+fz1QH/Pz8sHr1aqxevRomkwlff/013n3vXby36T1se3QbYlJjcOMdN+KuB+8CN9S+aZ4HxwNcLhdcLhc0zBNcEokEbW1t8PbyZnQx18y4BvMfnI8X730RB4oO4MOgD7H56c148vUnAZirphRFgcfnOSQt3x/+Hs8vfx6FKwvxz3/+k90L5QSampogFoudIi0A4OXlhcjISERGRloFHtbU1NgNPBwo/iyk5cqVK1CpVCgoKICHhwcoioJEIsHevXvx0EMPwdfXF6+88gpUKtWAwylbW1utBP2xsbE4e/as1Wuqq6sBANdccw0oisKzzz6LW265ZUDn/V/AMHFhAQMlLsStUa/Xo6CggAlE7G1yqLa2FhqNBmPHjnULa3xbUKlUKCsrc9jC8vX1RVxcHOLi4mAwGCAUClFXVzegMeu+gAhcVSoV8vLy3O5aBgQEMAZlxcXFiIiIgFAoRFtbG0PyXGEh3x+QyIauri7k5eXZ3bV6eHhg9uzZmD17NgCzTmzbtm048t4R/Ou1fyE0OhQTp0/EorWLkJCaYPd8HHAQGBCIwIBAIM7cMpFKpaitrQVN05j70Fxc+PkCVk1ehcIXCrH1ua14+NmH4eXpharqKnDAcVil/HLvl9j8wGY8vP5hvPDCCwO6Nv1BY2Mj5HI5cnNz+1UB8PDwAJ/PB5/Ptwo8LCkpYSqd3TO4+gqdToeioiK3bVMTNDc3QyqVIicnh7mWnp6emD59Oi5evIiAgACsWbMG3377LTZv3gwej4cHHngAM2fOdNmajEYjampqcOrUKbS0tOD6669nKtPDsI9h4sICBkJcjEYjSktLERQU1MNDwNHkUHl5OQICApCdne0WDyxbkEqlqKys7JNWxNvbG9HR0YiOjmbEq83NzX0as+4LTCYTKioq4OnpiZycHLe9lsT9OCsrC8HB5lFjg8EAsViMhoYGqFQq8Pl85voMxfsgfhgGg4FxFnYWEyZMYPK+6urqsHXrVnx79Ft8u/tbBHADkHdjHhY8sADjrhnn8Dh+fn6IiopCVFQUDAYDZDIZHtn5CB6Z8gi+2/MdArmBeHnDy1hw3wIkJiQCHMDD0/Y6D7x9ADs27MCTm560Kap0NQgB7Ou1tAcOh4PAwEAEBgYiMTGRMZSsqqqCTqfr1ybhz0JaWlpaIBKJehBAmqbx+uuvo6GhAfv27WNa9C+88AKuXLkCmUzW73PGxMSgubnZag0xMTFWr4mNjcWECRPg7e2NxMREpKWloaamBgUFBf0+7/8ChjUu/YTRaGTISk1NDdNH7gu0Wi2KiooQHx9vNQVE0zR++eUXRuBmKcQjk0PR0dE9bgJ3QkdHB5qampCTk8OKVsTZMeu+gKIolJaWun3MAPG7cRSeZzKZGF3DUMQPEALo5eXVwy59IJDJZNixYwcOHT6Euto6ePt5Y/RVozF7+WxMmTfFaXFvRXEFCq8rRP6t+bh44SK2H9yOhKQEzM+YjweefwB3FN5h9foP/vEBPnjuA7z6yqtYs2YNK+/FWdA0jfr6emg0Gpsuza4A2SQIhUIoFAqn3GkJaUlPT3fZ5B0baG1tRWdnZ49WG03T2LJlC4qLi7F//37W28NGoxFpaWn48ccfERMTg4KCAuzfvx+ZmZnMa44fP44DBw5gz549EIlEyM/PR3FxsdsIm4cYw+JctmFJXOrr6zFixIg+BcUpFAqUlZVhzJgxVjsVMjnUfYw4MjISfn5+qKioQGpqqtt+sGmaZnwmXGWGZmvMmtjrO3s+vV6PkpIStxkdtweBQIDGxsY++d10vz4jRoxwafyAyWRivINcOeGk1+uxb98+7NmzByVlJTDRJiRmJ2LagmmYe+9c+Pk7Jsgfb/0Y72x6BwGpAcgZn4M1T67B8quWY8H6BZhTOAc8Lg9eXl7Y/ux2HNx8ENu3bceyZctc8l7sgbSA9Xp9D2+RwVwD0cVIJBL4+fkxnx+ii9FqtSguLnZ70tLW1oaOjg6bpGX79u04c+YMPvnkE5fpA48ePYr169eDoiisWLECmzZtwtNPP43x48dj5syZoGkajz76KI4fPw5PT09s2rQJCxcudMla/oQYJi5sw5K4XLlyBZ6enk6LJQUCAZMnY9lfN5lMoCjKqjVERvkaGxshEAgQEhKC6OhohIeHu53pFAkpoygKY8aMGZSdomXOi0gkgo+Pj9UEji2o1WqUlpa6NQEEzKVl8qXb37+15Sho99RdNiphpNUZHh7eb2fh/sBkMuHYsWN49913cfrsaWjUGoxMGokbZt+AhQ8uRHik9VhzV1cXGhobsPfZvTj/03kYuAYc+f0I5mXMw+rnVmPSbZMglUqx/5/78fMnP2PnOzuxZMmSQXs/wB+O1yaTqUfbeKhA0+bEb3J/AWDGdseMGePWpKW9vZ2JSelOWt59912cPHkShw8fdlsDzGEMExfWYUlcWlpaQFEU4uPje/29xsZGCIVCqzyZ3iaHWltb0dbWhpycHBgMBuZLxMvLy228UIhjb3Bw8JD6ipAvWTJmTUgMGbNWKBS4dOkSMjMzGa2Iu4GmaUaUaRnzwAZI/IBAIABN01YTXH2FwWBAcXExYmNjhzwc8+LFi9i6dSv+ffLfkEgk4I3k4aqpV2HRmkUIiwlDU3MT0tPS4e3tjTmj50Ail6DgtgIUHynGI/94BLfefSueu/85nPj4BLZv247s7GwmJ2gwxM9EoO/h4cFqq41tKBQKFBcXmxO+KYrxiwkJCXGrNXd0dKClpQX5+fk9SMvu3btx7NgxfPHFF26bpj0MAMPEhX1QFAWj0QjAzOy1Wi0SExPtvt5kMqGyshJGo9HKmr23ySEy7ZKVldXjAUa8UAQCAfOQjoiIGPSb0V3bLsSUSyAQgKIoBAQEQCaTIT8/nxXPHVeA7LqNRqPLq1bd4wdIzosz4kwy/pqUlOTQtG0o0NzcjC1btuCbb79Ba0sr/IL8kHtdLhY8sAATbpoAYbsQc0fPBRVAwdfgi8e2PIafj/+MX7/6FV99+RVuuukmAH+InwUCAWMhz7Y4HPjDAdnb2xspKSluRQAsQdpDo0ePBpfL7aGLCQ4ORnh4OEJDQ4d0Mq+zsxPNzc3Iy8vr0Tres2cPPv/8c3z99ddD7hk1jF4xTFzYhiVxEQgEkMvlSE1Ntflao9GIkpIScLlcq/yg3jKHLl26BH9/f6e+zLo/pAmJcfUDmow7u3vbpbm5GU1NTfD394der+/TQ3qwYDKZcOnSJfj5+Q36A4yiKCbnhUxw2ct50Wg0KCkpcftJko6ODlRUVODMmTM4/NlhVFdXw9PbE+kF6UjJTMGX734JcICYlBh0NnTi+LHjmDRpks1jdReHBwUFMQ/pgei4aJpm/ubOJI8PFbqTlu7ontrs5+fH+MUMZitGIBDgypUrVv5BBB9//DEOHDiAb775xm2NOodhhWHiwjYsiYtYLIZIJEJ6enqP12k0GhQXFyMhIcGqnO7Ivp9UMKKiovplMqbX6xkSQx7SkZGRrBu6EWv8rKysAZs1uQpELEz8G8joOqk0KJVKZifN4/GG7MFBURRKSkoQGhrqVMvRleie80Ie0mFhYdBoNCgrK3PrVhtgbq8SfRB5gBmNRhw4cAAffPgBioqLYPj/9s48rKk7bf93ENkEWUNAVgVRQTaVqq3t4CijRSGxWnU6WuvSebu91ZlOrbZT67zvONXXjmOndpnWdrS1bgRcUTuodRtXlFUUXFgDnoSwr9nO7w9/50wSEgmQ5US/n+vqdVVz4HyJ4Zz7PN/nue9uJQDAcbAjzp09h/j4eJO+NxNfwdyknZyc2L6hvtykNRoNiouL4e7ujhEjRvT9h7QSvYkWQzB+MTKZDADYLTc3NzeL/Y7JZDKUl5cjMTGxR0/Y/v378c9//hPZ2dmcTaIn9IAIF3Oj0WigVD688DU1NaG2tlYngwJ4mPJcXFyM6OhonSY2bdGi/zRr7gqGSqViRYw5Dd0oikJlZaXZxp0tgSnNwhqNBg0NDWzVjBkj9vX1tVoiLCNUudAroo/2TZqiKHR3d2P48OEICgqyeV+VMRinWUaoGuNf//oX3n77bWzfvh1Tpkzp9/k6OjrYmzRN06yIedRTPTOJ5enpifDw8H6f29Iw1bW+iBZ99LckfXx8wOfzzeo3VF9fj/v37xsULVlZWfjHP/6B7OxsTottQg+IcDE32sKltbUVFRUViI2NZV+nKAr37t1DQkKCznaNockhBsavY+zYsRZ5KtBPI+6PYRlN0zo3Bq6mOzNbbW5ubiaX4JkxUKlUioaGhn6NWfcV5sYQGRkJPz8/i5zDHDCfzZEjR6KlpQX19fUGm59tTXl5OZs8bi3hqQ1T7ZTJZOjq6jL4oKDRaFBYWAgfHx+EhoZafY2mwnw2x4wZA09PT7N8T8ZiX9tvaKB9MXK5nL3W6ovpI0eOPDQzzM7m9AQUwSBEuJgbbeHS0dGBsrIyJCQksBMh9fX1bLgc0PvkUG1tLWpqavrk1zHQ9WtXGjw9PSEQCAz2NDDYYty5PzAhhP7+/v0e0WXGiCmKYrcDehuz7ittbW2slw+XLb4ZLxn9G4N2IjGTMcXn820SP8A0snd1dVnNtK03DJm6+fn5obq6ekCfTWtgCdGij35fjLOzc5+33ORyOe7evYvExMQev5fHjx/H5s2bcezYMU73YhGMQoSLudEWLt3d3SguLkZiYiJKSkoAQOfi2dvk0P3791lrb1t04zNBbFKplO1pYLZLmPUwMQPMfjyXmwgLCgowfPhws8bDa+/ZOzg4sGnW/d0mY/qD+hKHYAtqa2tRW1vbq5eMUqlktwM6OjrYSoM1xmS56H+iD/OgwFwfvLy82L4hrvkxWUO0GEJ/y40RwsZ68xoaGnDnzh2DoiUnJwcbNmzAsWPHOF3JJDwSIlzMDU3TUCgUAB72keTm5sLR0RG+vr4IDw83aXKImSJxdnbGyJEjOXHBNeRK6+Pjg9raWgQFBXE6ZqCtrQ3FxcUD2o83Bf0JLkbEmDqpUF9fzxoQcmWLxRCm9orow2wHSKVSHft4S/QN0TSNkpISDB48mDO/Q4ZQqVTIz89HUFAQAgICdEwBBw0aNGAhbC5sJVr0YfpiZDIZOjo6dPpiHBwc0NjYiNLSUiQmJvaozvz888/46KOPkJ2dDYFAMKB1nDhxAitXroRarcaKFSuMZlZlZmZi3rx5uHbtGiZMmDCgcxJYiHAxN9rCpb29HRcvXkRsbKyO7X9vk0OFhYUQCAScLRnTNA2ZTMZm0DA9H1x07WUuZJbqDzKGIS8Uf39/eHh4GLyJ1tXVsVuCXG1uZaqAjH/QQMSGsb4hX1/fAX+GmKmcIUOGcLoKyBj1hYSEGIwF0RfCttpy44po0UetVrOj6M3NzXB2dkZ7ezsSExN7/K6fO3cO77//PrKzswfc6K5WqxEVFYWcnBwEBwcjKSkJe/bs6TGE0drailmzZkGhUGDbtm1EuJgPox9+bnZW2hFNTU2sD4Mx0WJscojrDZnNzc24d+8exo0bBw8PD7S3t0MqlSIvL4917e3rCKgloCiK7cGw9hOrk5MTm2atUqkgl8tRWVmJtra2Hs3PVVVVbJAaV5uamT4mjUZjluRxHo8Hb29veHt768QzVFZWYvDgwf3+DDFOzV5eXpyeylEqlcjLy0N4eLjRrUsXFxeEhIQgJCSE3XLTTvzWrjRYCiYGIzo6mnOTN4MGDYKfnx/8/PzY6y2fz8fNmzfR3NyMgoICzJs3D3V1dVi7di2OHj1qlum8q1evIjIykh1VX7hwIQ4dOtRDuHz44Yd47733sHnz5gGfk2Aa3Lx62gkPHjxAeXk5xo0bh7y8PPbvtSeH9C82jY2NuH37Nqe9T4CHDZmMJwIjBoYMGYLhw4dj+PDhrGtvYWGhTV17q6urIZVKMW7cOJtXgRwdHSEQCCAQCNiehrq6Oty+fRsAMHjwYINunlxBo9GgpKQEzs7OGDVqlNmf9nk8Hjw8PODh4YGIiAj2M1RUVGTyGDHwH88bf3//fvkcWQuFQoH8/HwMHz7cZHfhwYMHIzAwEIGBgexn6MGDBygtLTXYe2YOuCxatGlpacHt27cxbtw4dotVIpHgypUreOmll1BTU4OlS5eioaEBw4YNG/DnVyKR6FTDg4ODceXKFZ1jbty4gerqasyaNYsIFyvCzSuoHaBWqyGVSpGUlMTeiHqbHKqrq0N1dbWOGOAiVVVVkMlkjxQDrq6uCAsLQ1hYGLq7uyGVSnHz5s1+9Xz0B2aKpKOjA4mJiZyYItHGwcEBfn5+8PHxQUlJCdRqNVxcXHDt2jW4u7uzNyCuiBhbVDC0P0PMGHFZWRm6u7uNbrkplUo2XoJrnjfaMJEIkZGR/fZjYj5Dfn5+rJ+OVCrF/fv3WWfagU652ZNouXnzJhISEnT6woKCgpCamopjx47h1KlTuHnzJv73f/8XZWVlrP6fZQAAIABJREFUSE5OxsaNGy12rdVoNPj973+PHTt2WOT7E4xDelwGgEKhAPP+Xbx4ERMnTjQ6OVReXs6G5nHlZqUPM52hVCr7PVLK9HxQFMW69po7pE6j0bB9N1wOpGPEAGMyxuPxQNM0Wltb2aBMZ2dnCAQC+Pn52aznhYmkEAgEnKhgMFtu+s7GQ4YMQUFBwSO3XbgA4zRryUgE7Sk3Ho+n40xrKh0dHSgoKOC8C3JrayuKi4sRHx/f4+fLz8/Ha6+9hqysLERGRrJ/393djX//+9+YOnVqv68Ply5dwvr16/HTTz8BAD7++GMAwNq1awE83EqPiIhg+2wePHgAHx8fHD58mPS5mAfSnGsJGOFC0zQuXbqE8PDwHk/RTPnd0dHRIuV3c8GMOw8ZMsRsmSkqlYoVMeZy7VWpVCgqKoK3tzfnexsKCgoQEBDwSDHA9A3JZDKbTJcw2xmhoaEGG0dtDRM/UFdXB4qi4OXlhZCQEJsH+RmDaXAdNWqU1QzPuru72QZxplrVWw4XI1q4vmXNeB3FxcX1qOAWFxdjxYoVyMjIMBi3MlBUKhWioqJw6tQpBAUFISkpCbt370ZMTIzB45OTk/HJJ58Q0WI+SHOupWCacKOjo9meFzc3N9bDoqSkBHw+n9MOmcyEU2832b7i6OiIgIAABAQEsGZc1dXV/Xbt5bI1vjbd3d0mVwa0+4a6urqsuuXGeN5ERERwtkncwcEBbm5uaGtrY/uDtLdLuDTlZqupHGdnZ9aqgKlWMb9nXl5ebA4XU0Ftb29HYWGhXYuWkpISrFixAnv37rWIaAEeXr+2bduGGTNmQK1WY9myZYiJicG6deswYcIEpKenW+S8hN4hFZcB0N3dDZVKpTM5xExO1NTUoLa2Fh4eHggJCeGk0RTwnz1ua0449ce1l1kn11OomXUOdJtAOyjzUT0fA12npT1vBgozgWdIDNi6WqW/lsLCQk5tuzDGkjKZjB1F9/T0hEQiQWxsLKdFC/N+GjJoLC0txcsvv4zdu3frxKwQHjvIVpG5kUgkePvttyEUCjFjxgydi0BeXh46OztZDwzm4urk5ASBQMCZJ8Tm5maUlJTY9GJL0zTr0WDMtZcL6zQFpoHQ3E+yzFM0RVHsiGxfq1XaMD0D9vLEbco6DXmhMNUqS2/P9mWdtkLbk8nJyUnHXp9rgwKP2sa6e/cuFi1ahO+//x4JCQk2WiHBShDhYm5omkZeXh7EYjFOnDiB4OBgCIVCNDY24rvvvsOxY8d6bBN0dHSAoijIZDLWB8Xf398mTZnMuHNcXBxn3Fu1Jyfkcjnc3Nzg6urK5j5xZZ2GYEII4+Li+tQg2Vc0Gg2bf8NUq/z9/eHj42NSM3VTUxNu376N2NhYi059DRRGBBraJugN7fiBzs5OVuhZIn6AES1cj27Q3x7q7Oxkm3utLfQeRWdnJ/Lz8w2KloqKCixcuBD//Oc/MX78eButkGBFiHCxJDRNo6ioCL/73e9QVlaG2NhYpKenY/bs2Ua3CxgPC6lUCgcHB1bEWMPMjRl3jouL40TlxxDMJFZNTQ37hMilapU2FEWhsrLSagGZDPqutL2NWTNRA7Yw6usLjAuyOSIRDMUP9EXoPYqBiCtr8qhtF8Cw0GNM72zh3GtoNLuqqgoLFizA119/jYkTJ1ptTQSbQoSLJVEqlXj99dfh5OSETz/9FPfu3YNYLMaRI0fg6ekJoVCI2bNnw8/Pz+CFgGnKlEqloGka/v7+EAgEZr+50DSNO3fuoLu7GzExMZzzPmFgErabmprYnBz9fgZrCr1HUVNTA4qibC4C9ces9RtXGXGln/DMNZi03/j4eLN//g31fPj7+8PPz6/PFgXNzc24deuWxStsA6U30aIPI/SYit7QoUPZnClLTnExI+SGepkkEglefPFFfP7553jmmWcstgYC5yDCxZK88soriI+Px6pVq3r4tzAi5vDhw3BxcUF6ejrS09MhEAgMihjGzI3Zq2du0AO9OKrVaty8eROurq6IjIzk7Fi2tuX86NGjDYorplrFpMgy75E1t5KYilBrayvGjh3LudFcbaHHNJAnJCRwujIgk8lQXl5uFXHFCD0m6LAv8QPMdhvXQzIHuo3FBK7KZDLI5XJWDJvbc4gRLYYaxevq6jBv3jxs3boVv/jFL8x2ToJdQISLJWlra+v1wkDTNCorK5GZmYkDBw5g0KBBmD17NkQikVF7amayhKIoqFSqfo/HmuopYmsYLxl3d3eTQ/P0hZ61XHt7E1dcoaKiAnK5HL6+vpDL5dBoNOx7xKVKwYMHD1BdXY2EhASbVK46OjpYoQfA6HvE9DJxfbvNEr03jBiur68Hj8djm3sH8jnq7u5GXl6eQd8biqIwd+5cbN68GdOmTRvo8gn2BxEuXIKmaUgkElbEKJVKpKWlIT09HWFhYQZv2Eqlssd4rEAg6LWZjtk3joiIMDkvxRaYQ1wx75GlXXuLi4vh5uZmNqM+S0DTNO7evYvu7m4dF2TtMWtLvUd9RSKR4MGDB4iPj+eEq3R3dzfbuKpQKFjjRIVCgXv37iEhIcHmW5SPwhoNw8beo76M6zOxCCNHjuzRCyiTyTB37lxs2LABM2bMsMSPQOA+RLhwFZqmQVEUsrKykJWVhdbWVsyePRtCodDojVHfkdaYxwczRhwdHc2pmHp9GCO04cOHm83KnXmPpFIpOjo6zObaW1hYCD8/P04bCtI0jdu3b4PH4z3SrVn7PWLGrAUCgUWmb4xRVVUFuVzO9jJxDeY9qqmpQXNzMwIDAxEQEGDxtOb+8ijTNkvBjOvLZDK0trbC29sbfD7/kb5MCoUCeXl5BkWLXC7H3Llz8dFHH2HWrFnW+BEI3IQIF3tBJpPh4MGDyMzMhFwuR2pqKoRCodEbkFqtZkVMR0cHe/Pp7u7G/fv37WYffsyYMRYzQmNce6VSKXthZdxEHzfXXo1Gw/Yy9aUiZGj6pjdTwIGi3SPERRHAIJVKUVFRgbi4OLS1tbHGidZqXDUVW4gWfZiIBplMhsbGRri7u4PP5+s0QDMxExERET3MJBsbG/HCCy/g/fffh1AoHPB6Tpw4gZUrV0KtVmPFihVYs2aNzutbtmzB9u3b4ejoCD6fj++++w5hYWEDPi/BLBDhYo80NDTg0KFDyMrKgkQiwcyZMzFnzhyMGTPG4IWeuUGXl5ejvb0dgYGBCAwMtOoTdF9gxl6t6SnCXFgpijLZB4XZbrOmu3B/UKvVKCwshI+Pz4Auvsz0jbYpIHPzMccN2tg2FhehKApVVVU9em/0G1ddXV3Zng9b9OgwpoJcGs021ADt6+uLuro6g79Lzc3NmDt3Lt555x3MnTt3wOdXq9WIiopCTk4OgoODkZSUhD179iA6Opo95ueff8bEiRPh5uaGL7/8EmfOnMG+ffsGfG6CWSDCxd5pbm7GkSNHkJmZiYqKCkyfPh1z5sxBXFwce+FXq9U4f/48fHx8MGbMGDQ3N4OiKLS0tPSrymBJmPHcuLg4mzU56vugGHLtZZ5iub7dxvQIBQYGIigoyGzfV98UcKD5QExjM03TGD16NCc+i8aoq6uDRCJhM5KMQdO0TuMqM65vLVdaLooWQ7S0tKCgoACOjo5wdHSEp6cnm0HV3t6OefPm4a233sKCBQvMcr7e0p31ycvLw1tvvYV///vfZjk/YcAQ4fI40draimPHjkEsFqO0tBTTpk3D888/j08++QRRUVHYtGmTzg2BqTJIpVI0NTVZZRvgUXDRAM+Qa++QIUNYjxYuu6IypfewsDAIBAKLnqutrY1tyuyrnw5N0ygpKYGTkxOnR/IBoLa2FnV1df1qGGZ8mRhXWqYSYwlXWnsRLUqlkv2MMo3OpaWlWLNmDWpqauDs7IwXXngBH330kdm23RhX8+3btwMAfvjhB1y5cgXbtm0zePxbb72FgIAA/PGPfzTL+QkDhqRDP054eHhgwYIFWLBgATo7O5GRkYFXXnkFwcHB4PF4uHTpEiZOnMheABwcHODr6wtfX1+2ykBRFMrKyjB06FC2ymBpEcNsEXR1dSExMZFTWwQ8Hg+enp7w9PREZGQkqqurUV5eDicnJ9y5cwcCgcDs/hXmgNnGslb4pLu7O9zd3TF8+HDWNr6oqAg0TT9yzJqZxmK+lsuipaamBlKpFAkJCf26ibq4uCA0NBShoaHspNu9e/fQ2dkJX19f8Pl8s2zf2otoUalUyM/PR2hoKNt87+TkhNjYWGRkZGD+/PmIi4tDbW0tEhMT8dRTT0EkEiElJcVq01u7du1Cbm4uzp49a5XzEQYGES52DkVR+Oyzz/CPf/wDKSkpyMnJwffff49Vq1ZhypQpEIlEePrpp9mnRh6PB29vb3h7e7P79FKpFHfv3oW7uzsEAoFFmg01Gg37tD127FhO37jq6upAURQmT54MJycndhsgPz+fU669jCuqrbaxXF1d2Rs0M2ZdWlraY8xao9GgqKgI3t7enG98ZKac4uPjzfI7MHjwYAwbNgzDhg1je9Bqampw69YteHl5sdu3fRXxjGiJj4/nlB+PPoxoCQkJ6VEN7OzsxK9//WssXLgQv/3tbwE83O6+fPkyDh48iKeeempAU4ZBQUGorq5m/1xTU2NwG/XkyZPYsGEDzp49a/PfaYJpkK0iO6a+vh7Tp0/HN998g6SkJJ3XFAoFTp8+jYyMDFy5cgWTJk2CSCTCs88+a3B7xtBWCSNiBuqtwYwR+/r6cv7GVVlZiYaGBqPjuUyVQTuewdquvcB/cnK4GO6nP2atUqkgEAgwcuRITgvWiooKNDc3IzY21uLVQP0G6N5yprRh/u25LlrUajXy8/MxbNiwHpN4XV1deOmll5Ceno7XX3/dIp8LlUqFqKgonDp1CkFBQUhKSsLu3bsRExPDHpOXl4d58+bhxIkTGDlypNnXQBgQpMflcaWhocFokCODUqnE2bNnIRaLceHCBUyYMAFCoRDJyckGnzBomkZbWxsoikJ9fT1cXV3ZZsO+ipju7m4UFBQgNDQUAQEBffpaa6K9jWVqjhNjwiWVSgfkbNxXmGksrufkMH0NQ4cOhUqlQktLy4CqDJbElqPZ2jlTcrkcTk5O7O+b/takvYmWwMBADBs2TOc1hUKBxYsXY/r06Xj77bctKmaPHTuGVatWQa1WY9myZfjggw+wbt06TJgwAenp6Zg+fTqKiopYYRUaGorDhw9bbD2EPkGEC+EhzOSRWCzG2bNnERcXB5FIhGnTphmdgGC8K2QyGZycnExOae7o6EBhYSGioqJ6FVe2RKPR4NatW3B0dERUVFS/LqTazsZdXV2ss7G5HWllMhnrz8Nly3mmYTg8PJwt9xsas9af4rI2NE3j/v376Ozs5Mxotnb8AGOt7+/vD6VSaTeipaCgAAKBoMfWjFKpxJIlS/DMM8/gD3/4A6crcASbQ4QLoSfMfrJYLMapU6cwevRoiEQi/OpXvzJ6YdQO73N0dGS3SvSfDBnX3rFjx8LDw8MaP06/UKvVKCoqgqenJ8LDw81yIdV37WVMAQfi2gs87L2pqamxWZ6PqTBW7hEREUZ9b/S3Jpmqnp+fn9V+NqbKplAoEB0dzcmbKFPVq62tRWtrK4KCghAUFGTTiIZHodFoUFBQAD6f3yO6Q6lUYvny5Rg3bhzWrl3LyfUTOAURLoRHo9FokJubC7FYjH/961+IiIhAeno6Zs6caVR4dHZ2gqIoyGQyODg4sCKmtbUVd+/e5bxrr6W8T7RhHGkpiuq3ay8AVFdXQyqVcibPxxjMlJOh0Dxj6PugMC6mlmyApmkaZWVlbFAml2+izc3NuHXrFmJiYtj3iYlo8Pf3h5eXFyfWr9Fo2F62kJAQnddUKhX+67/+C6NHj8a6des4sV4C5yHCZaA0NDRgwYIFqKioQHh4OPbv32/wwrx69WpkZ2dDo9EgJSUFn376qd39kjJPTRkZGTh+/DhCQkIgFAqRmppqdHqF8a6orq5Gd3c3wsPDMWzYMM5uZzBVAXPmI/VGf1x7aZpGRUUFWlparNI0OhDa29vZ+IaBTDl1dnayVb3exqz7A2OCB+CRWU5cgBEt+g8BGo2GjWhg4geYz5Ittt20J8f0c7zUajXeeOMNhIaG4s9//jOn328CpyDCZaCsXr0aPj4+WLNmDTZu3IjGxkZs2rRJ55iLFy/i3Xffxblz5wAAU6ZMwccff4zk5GQbrNg80DSN4uJiiMViZGdng8/nQygUYvbs2Tp9K8zTFgBERUWx2UAajcbsN56Bwtxg+1IVMDemuPbSNI07d+5AqVQajXngCsx4rrm3BrUboJVK5YDTrGmaZvuZuD7lZEy06KNta8BMBFpz243x6Bk6dCjCw8N1XlOr1Vi5ciX8/PywceNGTn+GCZyDCJeBMmrUKJw5cwaBgYGoq6tDcnIy+9TGcOnSJbz11lu4cOECaJrGc889hx9++AFjxoyx0arNC/OkKhaLceTIEXh6ekIoFGLmzJlYs2YNfH198cknn+hcnBh/D4qirDp5YwxmKoNLvTfG+j3q6+vh5OTU74Zha8H0M1naCE2pVLK9Q52dnexWialmbjRN4+bNm3BxcelTAKUtMFW06GPt+AFGtHh4eGD48OE9Xvv973+PIUOG4K9//SsRLYS+QoTLQPHy8kJTUxOAhxcHb29v9s/a/OEPf8D27dtB0zTeeustbNiwwdpLtQo0TePevXvYs2cPPv/8c0RGRmLu3LkQCoUQCAQGbwrakzfd3d3s5I0lrNAN0dDQgLKyMk6PETOjscXFxVCpVGwlxtBoLBdgRrOt3c/EmLnJZDKTxqyZ1OwhQ4ZgxIgRVltnf+ivaDEE4zukHT9grgcHRgi6ubn1eE81Gg3ee+898Hg8/P3vfyeihdAfiOW/KUyfPh0PHjzo8ff64oPH4xm80d69exe3bt1CTU0NACAlJQXnz5/Hs88+a5kF2xAejwcfHx+cPn0af/7znzF9+nRkZmbi5ZdfhoODA9LS0iASiTBs2DD2vdJ2EVWpVDpW6JYaH2ZgQh0TExM57Y6p0Whw9+5dBAcHIzQ0lB2N5ZprLwDI5XLcvXsXCQkJVu9l0n4vtMesy8rKemy7Mf0XzOQYl2lqasLt27fNJgT13Y3r6+tx584ddHV1wdfXF/7+/v2admNyp1xdXQ2Klj/+8Y9QqVT48ssviWghmB1ScTERU7aKNm/ejK6uLnz44YcAgP/5n/+Bi4sLVq9ebYslWxSZTIbU1FSsX78es2bNYv+epmlIJBJkZmbiwIEDUCqVmD17NoRCIcLCwgxeINVqNerr60FRFDo6OgZ0QTWEvUzkMIZtwcHBPZxGgf80QNvatRcApFIpKioqkJCQwKlKkKE0666uLggEgh5bGVyDES3WEIJMxUoqlaK1tbVPxoBMn5CTk1OPLTeNRoM//elPqK+vx/bt223mz0N4LCBbRQPl3Xffha+vL9uc29DQgP/7v//TOWbfvn345ptvcOLECdA0jZkzZ2LVqlVIS0uz0aoth1qtRllZ2SP7d2iaBkVRyMrKQlZWFlpbW1kRY6zHQP+Cynig9CeUjjEXa2trw9ixYzl9EWWmnEaMGAE+n9/r8QqFghUx1u4dshc/GZVKhRs3bmDw4MFQKpWs7xCfz+dExUoba4oWffoSP0DTNG7fvg1HR8ceCd80TeMvf/kLqqqqsGPHDk7/vhHsAiJcBopcLsf8+fNRVVWFsLAw7N+/Hz4+PsjNzcVXX32F7du3s2N/586dA4/Hw8yZM7FlyxZbL50zyGQyHDx4EJmZmZDL5UhNTYVQKDQ6ksqMfFIUhZaWlj55oDCNxBqNBmPGjOF0IybjfdJfh2FrufYCD4PqKIrifPWKsZwPCAhgPXr0x6xtWbHSxpaiRR+mYiWTyVBfXw9nZ2dW7A0ePBilpaXg8Xg9GsZpmsbmzZtRWlqKH374wSyfjRMnTmDlypVQq9VYsWIF1qxZo/N6d3c3Xn75ZVy/fh2+vr7Yt28f57cCCX2CCBcCt2hoaMChQ4eQlZUFiUSCGTNmYM6cOUZt1w15oAgEAoOlbWbSwc3NjfPTI21tbSgqKjJbwrNKpYJcLgdFUWhvb2e33fpTsdKntwBKrsAkEgcFBRnccgN6jllrV6ys+Xlhmpu5IFoM0d7eriOKXV1dERMTo9PcTtM0tm7diry8POzZs8csVTi1Wo2oqCjk5OQgODgYSUlJ2LNnD6Kjo9ljvvjiCxQWFuKrr77C3r17ceDAAezbt2/A5yZwBiJcCNylubkZR44cQWZmJsrLy5GSkoI5c+YgLi7OoIihaRqNjY1saZsx3/L19WX9ZPz8/HoYYXENZozYUgnPjGuvVCrVqVh5eXn1qWGSpmmUl5ezW25cbrZk+oRCQkJMDvXUH7M2d4+VMbguWhgYPyGFQgFPT0/IZDJcu3YNd+/exbx583D16lVcunQJ+/fvN1u/06VLl7B+/Xr89NNPAICPP/4YALB27Vr2mBkzZmD9+vWYPHkyVCoVAgIC2HwnwmMBmSqyZ0x17a2qqsKKFStQXV0NHo+HY8eO2UXp1NPTE4sWLcKiRYvQ2tqKY8eO4W9/+xtKS0sxbdo0iEQijB8/nr1hMhNNPj4+rPkWRVHsxdWSFv7mghnNTkhIsNhWxaBBg8Dn88Hn83UqVqWlpRg6dCgEAsEjXXsB3Tyf2NhYTt8UlEol8vLydIIdTWHw4MEIDAxEYGAg22NVXV2tE9HQV7HXG/YkWu7evQuVSoWYmBjweDyEhIQgLCwMmZmZWLt2LcrKyrBkyRJcvXoVkydPNks1TiKR6MQGBAcH48qVK0aPcXR0hKenJ+RyudF8LMLjA3cfnQgsGzduxLRp03Dnzh1MmzYNGzduNHjcyy+/jHfffRe3bt3C1atXrWZlb048PDywYMECZGRk4MqVK3j22Wfx9ddfY/LkyVi9ejUuXrwItVrNHs/j8eDl5YWQkBDweDyMGDECDg4OuHbtGgoLC0FRlM7xXEAqleLu3btITEy0Wn+Fg4MDfH19MWbMGEyaNAlBQUGQy+W4cuUKioqKIJVKe7xPTJ+QWq3mbAghg0KhQF5e3oAjHJgx67Fjx2LixIng8/mgKApXrlzBzZs3Db5PfcVeRAsA3L9/HwqFokefGBMt4OXlhfv37yMlJQU7d+5EYmIiXnvtNfRSyScQBgTZKrIDTBnFLikpwW9/+1tcuHDBRqu0LF1dXcjJyUFGRgZu3LiBKVOmQCQS4emnn0ZeXh7Wrl0LsVgMLy8vAA9vum1tbaAoCvX19awbLZ/Pt2lTaW1tLWpraxEfH8+JiRzG8I6iqB4pzWVlZXBycuoxPcI1mImsyMhI+Pr6WuQc2rb6DQ0N/U6zZiptXPcTAh6Klo6ODrbSos3333+PzMxMHD58WEd8q9VqFBcXIz4+fkDnJltFBJAeF/vGFNfegwcPYvv27XByckJ5eTmmT5+OjRs3crqJsr8oFAqcPn0aYrEYp0+fhlKpxPvvv4+XXnrJ6E2kra2NnShxcnKCQCBgJyWsRVVVFerr6xEfH8/JfxfGLp6iKFRVVcHJyQnh4eGcde0FHgra/Pz8fk9k9QdGFDO2+oMHD2YnlB71PjU0NODOnTtISEjgvGjR7mnSFwK7d+/Gjz/+iKNHj1ps/F6lUiEqKgqnTp1CUFAQkpKSsHv3bsTExLDHfP755ygqKmKbc7OysrB//36LrIdgE0iPC9cZqGuvSqXC+fPnkZeXh9DQUCxYsAA7duzA8uXLLbZmW+Hk5ISZM2dCrVajoKAAv/vd73Du3Dl8/vnnmDBhAoRCIZKTk3VuDu7u7nB3d8eIESPYLJe8vDzW26O3m85AYPxk2tvbkZCQwNnmVh6PB1dXV7S0tCAiIgJ+fn6QSqUoKCiAg4ODRTNv+gMzRm7tsEwejwcPDw94eHggIiKCdTcuKCgAj8djJ5S0KxH2JFoqKirQ2tpqULTs378fP/zwA7Kzsy3qGeTo6Iht27ZhxowZUKvVWLZsGWJiYrBu3TpMmDAB6enpWL58ORYvXozIyEj4+Phg7969FlsPgVuQiosdYMpW0eXLl/Hee+/h7NmzAIAffvgBly9fxueff26LJVuc77//Ht9++y0OHDjAPmmrVCpcuHABYrEYZ86cQXx8PIRCIaZNm2a0l6SzsxMURUEmk7E3Z3Na6tM0jbKyMqjVas77yahUKhQUFOh4nzDou/by+XwIBAKbeaAwomXMmDFmGSM3F9pj1iqVCn5+fnB2dkZ1dbVdbA9VVlaiqakJsbGxPQT2gQMH8NVXX+Ho0aOces8Jjy1kq8ieMcW1V61WY9y4cTh58iT4fD6WLl2KCRMm4M0337TRqi3LF198gVdeecVoWKJarcbly5chFotx8uRJjBkzBiKRCL/61a+Mfo32zRkAK2L6W2HQaDQoKSmBs7Mz5/tEeosb0EbftdfPzw/+/v4WGek2RHt7OwoLCxETE4OhQ4da5Zz9QalUory8HBKJBC4uLuz7ZOkx6/5SXV0NuVxu0IbgyJEj+PTTT5GdnW3V6hbhiYYIF3vGFNdeAMjJycE777wDmqYxfvx4fP3115ztTbAmGo0Gubm5EIvF+OmnnxAREQGhUIiZM2fCw8PD4Nd0d3ezN2eNRtPnCoNarWaD/biekaNQKJCfn9/nMWLgPx4oFEWxrr3+/v7w8PCwyM2ZMewbO3as0X87rsCEUCYmJmLQoEE6URaWGrPuLzU1NZDJZIiPj++xnuPHj2Pz5s3Izs62WPMzgWAAIlwIBOChiCkoKEBGRgaOHz+OkJAQCIVCpKamGi1/9zUXiNlyEQgECA4OtuSPM2C6urpQUFBglokcJixTKpWira3NrK69wH9Ei6UM+8yJtmjRf3hgPHWkUimamppYA0VmxNjaSCQSNsZB//w5OTnYsGEDsrOzTcrQIhDMCBEuBIKcx2FIAAAgAElEQVQ+NE2juLgYYrGYvTALhULMnj3b6IQKkwtEURQUCgWbC8RYxSsUChQUFPTJudVWWLK51VyuvQwtLS24efMm4uLirBIkORAeJVr00R+zdnNzY8esrTG2X1tbiwcPHhgULT///DM++ugjZGdnQyAQWHwtBIIeRLgQ+oeprr3Aw5tLdHQ0RCIRtm3bZuWVDgwm9VYsFrPNh+np6UhLS4Ofn5/RSS6mEbOzsxNeXl5oaGjAyJEjOf90yvSJmCsj6VEYqzD4+vqaJGKam5tx69YtxMXFGe1P4gr19fW4d++eSaJFH/0xaycnJ3aSyxJbvnV1daitrUVCQkIP0XLu3Dm8//77yM7O7rXniUCwEES4EPrH6tWr4ePjwzYGNzY2YtOmTQaPXblyJWQyGXx8fOxOuGhD0zTu3bsHsViMw4cPw8XFBenp6UhPT4dAIDAoYlpbW5Gfnw9XV1eoVCqr5d30h9bWVhQXF9tky0U7oqGhoQHu7u5shcHQNgmTnBwfH2/zFOfeGIhoMQQzZs2YqjEixhzvw4MHD1BTU8P232hz8eJFvPvuuzh69CjnozMIjzVEuBD6hymj2ABw/fp1bN68GTNnzkRubq5dCxdtaJpGZWUlMjMzceDAATg4OCAtLQ0ikQjDhg0Dj8fD1atXcfHiRSxbtgxDhw5l826YRkwfHx8IBAKz9XoMBKZ6ERsba/MtF8a1l6kw6LvR2pM1fn19Pe7fv4+EhASLVEe6urrY6p5arWYzqPojPBmDwcTExB7bUVevXsWqVatw+PBhzoeUEh57iHAh9A9TXHs1Gg1++ctfYteuXTh58uRjJVy0oWkaEomEFTFKpRITJkzA0aNHsWvXLoM25xqNhhUx2r0e3t7eVhcxjBDgavVCe5uEpmkoFAokJCRwfnpIJpOhvLzcYqJFH6bPSiqVoqurq0/VPalUisrKSoOi5caNG3jzzTdx8OBBzk/CEZ4IiHAhGOdRrr1LlizRESre3t5obGzUOW7btm3o6OjA6tWrsWPHjsdWuGhD0zT279+P1atXY9SoUWhubsbs2bMhFAoRERFh8AaindDc3NwMT09PCAQCeHt7W3wkltnGsAfn1vr6ety5cwf+/v5oaGjgpGsvg7VFiz7MJJdMJut1zJpZa2JiYo+oi4KCAvzXf/0XMjMzMXLkSLOtz5Qeufz8fLz++utoaWnBoEGD8MEHH2DBggVmWwPBbiHChdA/TNkq+s1vfoPz58/DwcEBbW1tUCgUeOONN4ymWD8OZGZm4q9//SsOHToEPp8PmUyGgwcPIjMzE3K5HKmpqRAKhRg1apRBEUPTNNuw2tjY2OeG1b4glUpRUVFhs5trXzC0Vu1tEsZTx9/f3+aNuo8SArZAXxhrj1k3Njbi/v37BtdaXFyMFStWICMjA6NGjTLrmkzpkSsrKwOPx8PIkSNRW1uL8ePH49atW2xgKuGJhQgXQv8wxbVXmyeh4lJdXY3ly5cjIyPD4EROQ0MDDh06hKysLEgkEsyYMQNz5sxBdHS0QVGi37Dq4eHBipiB+nrU1dVBIpFwJo36UTC9FwkJCUbXqlAo2HF0W7j2MnBNtOijPWbN+A9FRkYiICBAZ4uopKQEy5Ytw969exEdHW32dZjaI6dNfHw8xGKxWSs/BLuECBdC/zDVtZfhSRAuwMMbgyk9Ks3NzThy5AgyMzNRXl6OlJQUiEQigw6lzPdtaWlhez2GDBkCgUBgdOrmUdTU1EAqlXI2jVobRmAlJCSY7F/CuPYy4+iWdu1lYKpCXBUt2sjlcty5cwdRUVFshW/Tpk1ITk5GUlIS3nnnHfz444+IjY21yPlN6ZHT5urVq1iyZAlu3rzJCUdhgk0hwoVAsDWtra04duwYxGIxSktLMW3aNIhEIowfP96oiGlrawNFUTpTN3w+v9ebe2VlJRobGxEbG8t50VJbW4u6ujrEx8f323RN37XXUpNc9iRajCVSFxcXY8eOHThw4ABCQkKwaNEizJkzByEhIf06z0B75BiYiszOnTsxadKkfq2F8FhBhAuBwCU6Ojpw/PhxZGVlobCwEL/4xS8gEokwceJEo0JDW8Q4OTlBIBCAz+fr3EBpmkZ5eTna2towduxYzj+1WqIqpD/J5eXlxU5yDeT9YCZyHrWVxRWYCTJDidQVFRX49a9/jW+//RaBgYE4dOgQDh48iLa2NmzYsAFTp0412zpM3SpqaWlBcnIy3n//fcybN89s5yfYNUS4EOyPJ2UioaurCzk5OcjIyMCNGzcwZcoUiEQiPP3000YrEO3t7aw5maOjI1uJqayshFKpRHR0tM09Y3qjuroa9fX1iIuLs1hVSKPRoKmpacBN0PYkWhjTPkP+N9XV1Zg/fz6+/vprTJw4Uee1hoYGqFSqPgdtPgpTeuQUCgWef/55pKWlYdWqVWY7N8HuIcKFYH88iRMJCoUCp0+fhlgsxuXLlzFp0iSIRCI8++yzRm+YnZ2doCgKlZWV4PF4CA8Ph0Ag4PTYM7OVFRcXZ7WqkHbDqlwu79W1l8GUpmGuwBgMGhItEokEL774IrZt24YpU6ZYZT2m9Mjt2rULS5cuRUxMDPt1O3bsQEJCglXWSOAsRLgQ7I8nfSJBqVTi7NmzEIvFuHDhAsaPHw+RSITk5GQdUcIEO3p7eyMoKIgdHQYAf39/+Pv7c8r/pLy8HK2trTbdytJ37XVxcWGboLXFiT2JlpaWFpSUlBg0GHzw4AHmzp2Lv/3tb0hOTrbNAgmEvkGEC8H+IBMJ/0GlUuHChQsQi8U4c+YM4uPjIRQK8cwzz2Dx4sWYMWMG/vu//1vna7q7u9lxWMb/RCAQ2Mw1l6Zp3L9/Hx0dHYiJieHUv5G2ay+z9cbj8VBbW2vQZZZrMOnZCQkJPf59KYrC3LlzsXnzZkybNs1GKyQQ+oxR4cLt30bCY8+jJhK04fF4j+zZqKurw+LFi7Fz505O3RDNhaOjI5KTk5GcnAy1Wo1Lly5h3759eOutt5CYmIiQkBB0dHTomLI5OzsjJCQEISEhUCgUkEqluHXrFlQqFWviZq28IpqmcffuXSgUCowdO5Zz/Tfu7u5wd3fHiBEj0NnZiXv37kEqlcLDwwO1tbWcq1pp09raips3bxqstMhkMrz44ov4+OOPiWghPDaQiguBs5CJBOO0trZizpw5WLhwIeLi4iAWi/HTTz8hIiICQqEQM2fONJrxw2TdUBQFhUIBPz8/CAQCi5m40TSNsrIyaDQajB49mnOiRZ8HDx6guroaiYmJUKlUnHTtZWhra0NRURHi4uJ6iFC5XI65c+fio48+wqxZs2y0QgKh35CtIoL9QSYSDNPU1IT09HS88cYbWLhwIfv3Go0GBQUFyMjIwPHjxxESEoL09HSkpqYabVbWvjEzJm6MiDGHwKBpmhWbxuIPuMSDBw9QU1Nj0AiPce2VSqVQKBQ6VStb/FyPEi2NjY2YO3cu1qxZA5FIZPW1EQhmgAgXgv1BJhIM09bWhqtXr+KXv/yl0WNomkZxcTHEYjGys7PB5/MhFAoxe/Zs+Pj4GPwalUoFuVwOiqLQ0dHRp9RhY2u4desWHB0dMXLkSLsWLfrou/b6+vpCIBBY3LWXob29HYWFhYiNje1RKWtubsa8efPwu9/97ompQBIeS4hwIRCeVGiaxu3btyEWi3H06FF4enoiPT0daWlp8PPzM3ijVavVrIlba2trn51oaZrGzZs34eLiYjQtm0v0J3KAgXmvKIqyqGsvQ0dHBwoKCjB27Nge24Gtra2YN28e3nzzTZ1qHIFghxDhQiAQHgqKe/fuQSwW4/Dhw3BxcUFaWhqEQiEEAoHBG62+E623tzfrRGvs+Js3b2LIkCEYMWKENX6sATEQ0aKPRqNBQ0MDpFIpmpubzebay9DZ2Yn8/HyDoqWtrQ3z58/H8uXLsXjx4gGfi0CwMUS4EAgEXWiaRmVlJTIzM3HgwAE4ODggLS0NIpEIw4YNMypKGhsbQVEUmpub4enpCYFAwN6YNRoNioqK4OnpifDwcOv/UH2krq4OtbW1A8pJMoYx114fH59+OQV3dnaioKAA0dHRGDp0qM5rHR0dmD9/PhYvXoylS5ea60cgEGwJES4EgimcOHECK1euhFqtxooVK7BmzRqd17u7u/Hyyy/j+vXr8PX1xb59++ziBt0bNE1DIpGwIkahULCVmLCwMIMihqZpNnG4sbERHh4eaG9vh0AgsIv3hBEtCQkJFg+i1HftZVK/fX19TRJMXV1dyM/Px5gxY+Dp6anzWmdnJxYuXIgXX3wRr776Kue35QgEEyHChUDoDbVajaioKOTk5CA4OBhJSUnYs2cPoqOj2WO++OILFBYW4quvvsLevXtx4MAB7Nu3z4arNj80TYOiKGRlZSEzMxNtbW2YPXs2hEKh0X4VlUqFGzduwMHBAUqlEh4eHmwmEBfTqZlEamuIFn30U79dXFzYrClD7ryMaBk9enSP6bCuri785je/wezZs/HGG2+YVbSYkhXG0NLSgujoaIhEImzbts1sayA80RDhQiD0xqVLl7B+/Xr89NNPAICPP/4YALB27Vr2mBkzZmD9+vWYPHkyVCoVAgICIJPJHuunXJlMhoMHDyIzMxNyuRypqalIT09nPVlaWlqwZcsWvPrqqwgKCgJN02hpaWGrC25ubqydPhdEjC1FiyEMBWb6+/vDyckJ3d3dyMvLw6hRo3qIBoVCgcWLF2PatGlYuXKl2T+DpmSFMaxcuRIymQw+Pj5EuBDMBXHOJRB6QyKRICQkhP1zcHAwrly5YvQYR0dHeHp6Qi6Xw8/Pz6prtSZ8Ph+vvvoqXn31VTQ0NODQoUNYv349JBIJpk6dipMnT2LRokUICgoC8NDl2NPTE56enoiMjGSrC+Xl5XB1dWWrC7aw0eeaaAGAIUOGYPjw4Rg+fDg6OzshlUpRUFAAmqbR1dWFqKioHqJFqVRi6dKleO655ywiWgDg0KFDOHPmDABgyZIlSE5ONihcrl+/DoqiMHPmTOTm5pp9HQSCPkS4EAgEk/Hx8cHSpUuxdOlSVFVV4Ve/+hUCAgLw448/QiqVQiQSIT4+np2g4fF48PDwgIeHByIiItDe3g6KonD9+nU4OTlBIBAY3SIxNxKJBA8ePOCUaNHH1dUVYWFhCAwMxPXr1yEQCCCRSFBVVYXc3Fw899xzGD16NJYvX46kpCT84Q9/sFi1j6IoBAYGAgACAgJAUVSPYzQaDd555x3s2rULJ0+etMg6CAR9iHAhEP4/QUFBqK6uZv9cU1PDVhH0jwkODoZKpUJzczN8fX2tvVSb09jYiJdeegl/+ctf8MILL6C1tRXHjh3D1q1bUVpaimnTpkEkEmH8+PE6IobJBGJEjFQqRV5eXo8tEnMjkUhAURSnRQuDQqFAfn4+oqKi2M+WQqHAtWvXsGrVKtTU1GDEiBFIS0sb8LkGmhX2xRdfIDU1FcHBwQNeC4FgKqTHhUD4/6hUKkRFReHUqVMICgpCUlISdu/erePK+/nnn6OoqIhtzs3KysL+/fttuGrb8MILL2DZsmWYPXt2j9c6Ojpw/PhxZGZmoqioCL/4xS8gEokwceJEo6Kho6OD7fNwcHBgRYyzs/OA18qIlvj4eM6LFqVSiby8PIwYMaLH9qNarcabb74Jf39/jBs3DgcOHMC9e/cwY8YMLFq0SOdzag5MyQr7zW9+g/Pnz8PBwQFtbW1QKBR44403sHHjRrOuhfBEQppzCQRTOHbsGFatWgW1Wo1ly5bhgw8+wLp16zBhwgSkp6ejq6sLixcvRl5eHnx8fLB37167MFkzN93d3SaJiq6uLuTk5CAjIwM3btzAM888gzlz5uDpp5822uPS1dUFqVQKqVQKAKyI6U86c01NDaRSqV2JluHDh4PP5+u8ptFosHLlSvj4+GDTpk1sFaujowP/+te/4OzsjOeff96s6zElK0ybHTt2IDc3lzTnEswFES4EAsG2KBQKnD59GmKxGJcuXcLkyZMhEonw7LPPGu1x6e7uZkUMk84sEAjg6ura6/nsSbSoVCrk5eUhLCwM/v7+Oq8xfSSurq7YsmWLWRx4TcGUrDBtiHAhmBkiXAgEAndQKpU4e/YsxGIxLly4gPHjx0MkEiE5OdloJUehULAiRqVS6aQz61NTUwOZTIa4uDi7ES2hoaEQCAQ6r2k0GqxZswY0TeOzzz6zmmghEDgAES4Egj3Qm3Pvli1bsH37djg6OoLP5+O7775DWFiYjVZrHlQqFS5cuACxWIwzZ84gLi4OIpEI06ZNM1pZUSqVkMlkoCgKCoUCfn5+EAgEcHd3R3V1Nerr6+1CtKjVauTl5SE4OBgBAQE6r2k0Gnz44Yfo6OjAl19+SUQL4UmDCBcCgeuY4tz7888/Y+LEiXBzc8OXX36JM2fOPFbOvWq1GpcuXUJmZiZOnjyJMWPGQCQSISUlxWBlBXgofGQyGRts6ODggLFjx1osndlcqNVq5OfnY9iwYezYMQNN0/jTn/4EmUyG7du3c16AEQgWgBjQEQhc5+rVq4iMjGSbfRcuXIhDhw7pCJepU6ey/z9p0iTs2rXL6uu0JIMGDcKUKVMwZcoUaDQa5ObmQiwWY9OmTYiIiIBQKMTMmTN1kpEdHR0RGBgIlUoFtVqNwMBAVFVVoaOjA76+vvD398fQoUM5JWIY0RIYGGhQtPzlL39BXV0dduzYQUQLgaAHES4EAkcwxblXm2+//dbskyRcwsHBAU899RSeeuopbNy4EQUFBcjIyMDWrVsREhKC9PR0pKamwsvLCxs3boRarcbatWvh4OCAwMBAqNVqyOVyVFVVoa2tDT4+PhAIBDavxKjVahQUFCAgIADDhg3TeY2maWzevBn379/HDz/8QEQLgWAAIlwIBDtk165dyM3NxdmzZ229FKvg4OCAxMREJCYmYsOGDSguLoZYLEZ6ejoGDRoEtVqNPXv26PSBDBo0iB2l1mg0kMvlkEgkuHXrFry9veHv7w9vb2+rihiNRoPCwkL4+/v3MDekaRqffvopiouLsWfPHptEIhAI9gD5zSAQOIIpzr0AcPLkSWzYsAFnz541i0GbvcHj8RAbG4vY2Fj4+vri0KFDmDJlChYtWoShQ4dCKBQiLS0Nfn5+rChxcHAAn88Hn8+HRqNBY2MjHjx4gNLSUnh6ekIgEMDb29uiDbCMaPHz8+vhNEvTNL744gtcuXIFGRkZVolAIBDsFdKcSyBwBFOce/Py8jBv3jycOHECI0eOtOFqbc/f//53/Pzzz9i3bx+cnJxA0zTu3bsHsViMw4cPw9nZGenp6RAKhRAIBAYrKxqNBk1NTZBKpWhsbMTQoUPh7+8PX19fs4oYjUaDoqIieHt7IzQ0VOc1mqbxzTff4OTJk8jMzHwixSiBYAAyVUQg2AO9OfdOnz4dRUVFbENnaGgoDh8+bONVW5+mpia89957+OyzzwxmG9E0jcrKSmRmZuLAgQNwcHBAWloaRCIRhg0bZlDE0DSN5uZmUBSFhoYGeHh4sCJmIL0mGo0GxcXFGDp0KMLDw3uc85///CeOHj2KgwcP9ssdmEB4TCHChUAgPJnQNA2JRMKKGIVCgbS0NAiFQoSFhRkVMS0tLaAoCnK5HEOGDIFAIICfn1+fRAxN0yguLoa7uzuGDx/e4/Xvv/+erRC5ubkN6OckEB4ziHAhEAgEmqZBURSysrKQmZmJtrY2zJo1C0KhEJGRkUZFTGtrK6RSKerr6+Hq6gp/f3/w+fxHNtDSNI2bN2/Czc3NYJ7V7t278eOPP+Lo0aNGPWoIhCcYIlwIBAJBH5lMhoMHDyIzMxNyuRypqalIT0/H6NGjjYqY9vZ2UBSF+vp6ODk5QSAQgM/n6zTU0jSNkpISuLi4ICIiosf3ycjIwHfffYejR4/qeNKYg4aGBixYsAAVFRUIDw/H/v374e3t3eO4qqoqrFixAtXV1eDxeDh27FiPrSwCwYYQ4UIgEHqnt8gBhszMTMybNw/Xrl3DhAkTrLxKy9DQ0IBDhw4hMzMTtbW1mDFjBubMmYPo6Gijjbrt7e2QSqWQyWRwdHRkKzH37t2Dk5MTIiIiegiggwcP4osvvkB2djY8PT3N/nOsXr0aPj4+bKpzY2MjNm3a1OO45ORkfPDBB0hJSUFbWxscHBzIdhWBSxDhQiAQHo0pkQMA0NrailmzZkGhUGDbtm2PjXDRprm5GUeOHEFmZibKy8uRkpICkUiE+Ph4oyKmo6MDFEWhqqoKDg4OCA8Ph7+/v86U0NGjR7F161ZkZ2cbrIKYg1GjRuHMmTMIDAxEXV0dkpOTUVpaqnNMSUkJfvvb3+LChQsWWQOBYAaMCheS2kUgEADoRg44OTmxkQP6fPjhh3jvvfce6wkYT09PLFq0CAcOHMD58+cxYcIEbN26FU8//TQ++OADXL16FRqNRudrXFxc0NLSgoCAAEyYMAEajQbnzp3DM888gw0bNuDHH3/Eli1bcOTIEYuJFgCgKIqdOgsICABFUT2OKSsrg5eXF1544QUkJibi3XffhVqtttiaCARzQoQLgUAAYDhyQCKR6Bxz48YNVFdXY9asWdZens3w8PDAggULkJGRgcuXL2PKlCn4+uuvMXnyZKxevRoXL16EUqnEa6+9hoMHDyIqKgqurq4ICwtDSkoKdu/ejfr6eqxbtw40TWPHjh2oqKgY0JqmT5+OsWPH9vhPX2jyeDyDvToqlQrnz5/HJ598gmvXruH+/fvYsWPHgNZEIFgL4pxLIBBMQqPR4Pe///0TfYNzc3PD3LlzMXfuXHR1dSEnJwc7d+7EsmXLEBoaipdeeglqtVpn2qi8vBzXr19Hfn4+eDweDh06hNdeew3Nzc3YunUrJk6c2Od1nDx50uhrAoEAdXV17FaRv79/j2OCg4ORkJDATjuJRCJcvnwZy5cv7/NaCARrQyouBAIBQO+RA62trSguLkZycjLCw8Nx+fJlpKenIzc31xbLtTkuLi6YPXs2QkJCkJKSgvfffx9ZWVmYPHky3n77bZw6dQpnzpzBH//4Rxw5cgQCgQD+/v549dVXceLECWRnZ2PUqFFmX1d6ejp27twJANi5cyeEQmGPY5KSktDU1ASZTAYAOH36dI9eJgKBq5DmXAKBAMC0yAFtkpOT8cknnzyWzbmm8tFHH6G6uhrbt29nm3aVSiXOnj2Lffv24fDhw7h+/XqPbCJLIpfLMX/+fFRVVSEsLAz79++Hj48PcnNz8dVXX2H79u0AgJycHLzzzjugaRrjx4/H119/bdCFmECwEWSqiEAg9E5vkQPaPOnCpbu7G1u2bMHq1auNuunSNG3V9GkC4TGCCBcCgUAgEAh2AxmHJhAIBAKBYP8Q4UIgEAgEAsFuIMKFQCBwihMnTmDUqFGIjIzExo0bDR6zf/9+REdHIyYmBi+99JKVV0ggEGwJ6XEhEAicwZTYgTt37mD+/Pk4ffo0vL29IZVKDXqVEAgEu4b0uBAIBO5jSuzAN998gzfffJO1zSeihUB4siDChUAgcAZTYgfKyspQVlaGZ555BpMmTcKJEyesvUwCgWBDiOU/gUCwK1QqFe7cuYMzZ86gpqYGzz33HIqKiuDl5WXrpREIBCtAKi4EAoEz9BY7ADyswqSnp2Pw4MEYPnw4oqKicOfOHWsvlUAg2AgiXAgEAmdISkrCnTt3UF5eDoVCgb179/Zw7BWJRDhz5gwAoL6+HmVlZWxYIIFAePwhwoVAIHAGR0dHbNu2DTNmzMCYMWMwf/58xMTEYN26dTh8+DAAYMaMGfD19UV0dDSmTp2KzZs3w9fX18YrHzgNDQ1ISUnByJEjkZKSgsbGRoPHrV69GjExMRgzZgzefvtt9DIZSiA8dpBxaAKBQOAAq1evho+PD9asWYONGzeisbERmzZt0jnm4sWLePfdd3Hu3DkAwJQpU/Dxxx8jOTnZBismECwKGYcmEAgELnPo0CEsWbIEALBkyRIcPHiwxzE8Hg9dXV1QKBTo7u6GUqmEQCCw9lIJBJtChAuBQCBwAIqiEBgYCAAICAgARVE9jpk8eTKmTp2KwMBABAYGsltqBMKTBBEuBAKBoEdvsQNVVVWYOnUqEhMTERcXh2PHjpn0fadPn46xY8f2+E/fZI/H44HH61kpv3v3Lm7duoWamhpIJBKcPn0a58+f798PSSDYKcTHhUAgELRQq9V48803dWIH0tPTdWIH/vznP2P+/Pl4/fXXUVJSgtTUVFRUVPT6vU+ePGn0NYFAgLq6OgQGBqKurs6gI/CBAwcwadIkuLu7AwCef/55XLp0Cc8++2zff1ACwU4hFRcCgUDQwpTYAR6Ph5aWFgBAc3Mzhg0bNuDzpqenY+fOnQCAnTt3QigU9jgmNDQUZ8+ehUqlglKpxNmzZ8lWEeGJgwgXAoFA0MKU2IH169dj165dCA4ORmpqKj777LMBn3fNmjXIycnByJEjcfLkSaxZswYAkJubixUrVgAA5s2bh4iICMTGxiI+Ph7x8fFIS0sb8LkJBHuCbBURCARCH9mzZw9eeeUVvPPOO7h06RIWL16M4uJiODj0/1nQ19cXp06d6vH3EyZMwPbt2wEAgwYNwj/+8Y9+n4NAeBwgFRcCgUDQwpTYgW+//Rbz588H8HDSp6urC/X19VZdJ4HwpEKEC4FAIGhhSuxAaGgoWx25desWurq6wOfzbbFcAuGJgwgXAoFA0MKU2IG//vWv+OabbxAfH49f//rX2LFjh8HxZQKBYH6I5T+BQCAQCASuQSz/CQQCgUAg2D9EuBAIBAKBQLAbiHAhEAgEAoFgNxDhQiAQCAQCwW4gwoVAIBAIBILdQIQLgUAgEAgEu4EIFwKBQCAQCHYDES4EAoFAIBDsBiJcCAQCgUAg2A29pUMTD2sCgUAgEAicgVRcCAQCgUAg2A1EuBAIBGFya00AAAA0SURBVAKBQLAbiHAhEAgEAoFgNxDhQiAQCAQCwW4gwoVAIBAIBILdQIQLgUAgEAgEu+H/Ac0ayS1vKCl+AAAAAElFTkSuQmCC\n", + "image/png": 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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -314,7 +454,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.8" + "version": "3.9.25" } }, "nbformat": 4, diff --git a/tutorials/tutorial5/tutorial-5-file.py b/tutorials/tutorial5/tutorial-5-file.py index b4e6cb16..f7b63c07 100644 --- a/tutorials/tutorial5/tutorial-5-file.py +++ b/tutorials/tutorial5/tutorial-5-file.py @@ -13,11 +13,36 @@ # As usually, at the beginning we import all the modules we need. # In[1]: +import sys +import platform +print(f"Python Version: {sys.version}") +print(f"Platform: {sys.platform}") +print(f"System: {platform.system()} {platform.release()}") +import subprocess +try: + import pygem + print(f"PyGeM version: {pygem.__version__}") +except ImportError: + print(f"PyGeM not found. Installing...") + # Installing from local source. It can be replaced with github installation once pushed and merged. + subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + import pygem + + print(f"PyGeM version: {pygem.__version__}") + +try: + from smithers import io +except ImportError: + print("smithers not found. Installing from GitHub...") + subprocess.check_call([sys.executable, "-m", "pip", "install", "git+https://github.com/mathLab/Smithers.git"]) + from smithers import io - -get_ipython().run_line_magic("matplotlib", "inline") import numpy as np +np.random.seed(42) + + +import matplotlib.pyplot as plt from pygem import FFD from smithers import io @@ -28,7 +53,6 @@ def plot(data, color=None): - from mpl_toolkits.mplot3d import Axes3D from mpl_toolkits.mplot3d.art3d import Poly3DCollection import matplotlib.pyplot as plt @@ -57,11 +81,17 @@ def plot(data, color=None): # In[3]: +import os +import urllib.request + +if os.path.exists("cube.vtp"): + os.remove("cube.vtp") -get_ipython().system("rm -rf cube.vtp") -get_ipython().system( - "wget https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp" +urllib.request.urlretrieve( + "https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp", + "cube.vtp" ) + vtp_filename = "cube.vtp" vtp_content = io.VTPHandler.read(vtp_filename) @@ -112,10 +142,15 @@ def plot(data, color=None): # In[8]: -get_ipython().system("rm -rf cube.stl") -get_ipython().system( - "wget https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl" +if os.path.exists("cube.stl"): + os.remove("cube.stl") + +urllib.request.urlretrieve( + "https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl", + "cube.stl" ) + + stl_filename = "cube.stl" stl_content = io.STLHandler.read(stl_filename) From 91d8c7194a5223213448ba8d22c0126093ca0dfa Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 12 Nov 2025 16:41:54 +0100 Subject: [PATCH 13/50] updated tutorial-3-unv.ipynb to new API --- tutorials/tutorial-3-unv.ipynb | 160 ++++++++++++++++++++++++--------- 1 file changed, 120 insertions(+), 40 deletions(-) diff --git a/tutorials/tutorial-3-unv.ipynb b/tutorials/tutorial-3-unv.ipynb index b08d1fe0..eac851de 100644 --- a/tutorials/tutorial-3-unv.ipynb +++ b/tutorials/tutorial-3-unv.ipynb @@ -26,13 +26,62 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, - "outputs": [], + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:38:26.398940Z", + "iopub.status.busy": "2025-11-12T15:38:26.398784Z", + "iopub.status.idle": "2025-11-12T15:38:26.924892Z", + "shell.execute_reply": "2025-11-12T15:38:26.924430Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", + "[GCC 11.2.0]\n", + "Platform: linux\n", + "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PyGeM version: 2.0.0\n" + ] + } + ], "source": [ - "from pygem import FFDParameters, FFD, UnvHandler\n", + "import sys\n", + "import platform\n", + "print(f\"Python Version: {sys.version}\")\n", + "print(f\"Platform: {sys.platform}\")\n", + "print(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "try:\n", + " import pygem\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "except ImportError:\n", + " print(f\"PyGeM not found. Installing...\")\n", + " import subprocess\n", + "\n", + " # Installing from local source. It can be replaced with github installation once pushed and merged.\n", + " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " import pygem\n", + "\n", + " print(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", + "import numpy as np\n", "\n", - "params = FFDParameters()\n", - "params.read_parameters(\n", + "np.random.seed(42)\n", + "\n", + "from pygem import FFD\n", + "from pygem.unvhandler import UnvHandler\n", + "\n", + "ffd = FFD()\n", + "ffd.read_parameters(\n", " filename=\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm\"\n", ")" ] @@ -47,7 +96,14 @@ { "cell_type": "code", "execution_count": 2, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:38:26.930136Z", + "iopub.status.busy": "2025-11-12T15:38:26.929913Z", + "iopub.status.idle": "2025-11-12T15:38:27.046957Z", + "shell.execute_reply": "2025-11-12T15:38:27.046505Z" + } + }, "outputs": [ { "name": "stdout", @@ -63,17 +119,17 @@ "n control points y: 2\r\n", "n control points z: 3\r\n", "\r\n", - "# box lenght indicates the length of the FFD bounding box along the three canonical directions (x, y, z).\r\n", + "# box length indicates the length of the FFD bounding box along the three canonical directions (x, y, z).\r\n", "# It uses the local coordinate system.\r\n", - "# For example to create a 2 x 1.5 x 3 meters box use the following: lenght box: 2.0, 1.5, 3.0\r\n", - "box lenght x: 2.2\r\n", - "box lenght y: 2.2\r\n", - "box lenght z: 6.0\r\n", + "# For example to create a 2 x 1.5 x 3 meters box use the following: box length: 2.0, 1.5, 3.0\r\n", + "box length x: 2.2\r\n", + "box length y: 2.2\r\n", + "box length z: 6.0\r\n", "\r\n", "# box origin indicates the x, y, and z coordinates of the origin of the FFD bounding box. That is center of\r\n", "# rotation of the bounding box. It corresponds to the point coordinates with position [0][0][0].\r\n", "# See section \"Parameters weights\" for more details.\r\n", - "# For example, if the origin is equal to 0., 0., 0., use the following: origin box: 0., 0., 0.\r\n", + "# For example, if the origin is equal to 0., 0., 0., use the following: box origin: 0., 0., 0.\r\n", "box origin x: -1.1\r\n", "box origin y: -1.1\r\n", "box origin z: 2.0\r\n", @@ -99,7 +155,7 @@ "# | 0 | 1 | 0 | -2.1 |\r\n", "# | 0 | 0 | 1 | 3.4 |\r\n", "\r\n", - "# parameter x collects the displacements along x, normalized with the box lenght x.\r\n", + "# parameter x collects the displacements along x, normalized with the box length x.\r\n", "parameter x: 0 0 0 0.0\r\n", " 0 0 1 0.8\r\n", " 0 0 2 0.0\r\n", @@ -113,7 +169,7 @@ " 1 1 1 0.8\r\n", " 1 1 2 0.0\r\n", "\r\n", - "# parameter y collects the displacements along y, normalized with the box lenght y.\r\n", + "# parameter y collects the displacements along y, normalized with the box length y.\r\n", "parameter y: 0 0 0 0.0\r\n", " 0 0 1 0.0\r\n", " 0 0 2 0.0\r\n", @@ -127,7 +183,7 @@ " 1 1 1 0.0\r\n", " 1 1 2 0.0\r\n", "\r\n", - "# parameter z collects the displacements along z, normalized with the box lenght z.\r\n", + "# parameter z collects the displacements along z, normalized with the box length z.\r\n", "parameter z: 0 0 0 0.0\r\n", " 0 0 1 0.0\r\n", " 0 0 2 0.0\r\n", @@ -159,7 +215,14 @@ { "cell_type": "code", "execution_count": 3, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:38:27.048915Z", + "iopub.status.busy": "2025-11-12T15:38:27.048743Z", + "iopub.status.idle": "2025-11-12T15:38:27.150618Z", + "shell.execute_reply": "2025-11-12T15:38:27.150194Z" + } + }, "outputs": [], "source": [ "unv_handler = UnvHandler()\n", @@ -180,12 +243,17 @@ { "cell_type": "code", "execution_count": 4, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:38:27.152910Z", + "iopub.status.busy": "2025-11-12T15:38:27.152742Z", + "iopub.status.idle": "2025-11-12T15:38:27.303104Z", + "shell.execute_reply": "2025-11-12T15:38:27.302539Z" + } + }, "outputs": [], "source": [ - "free_form = FFD(params, mesh_points)\n", - "free_form.perform()\n", - "new_mesh_points = free_form.modified_mesh_points\n", + "new_mesh_points = ffd(mesh_points)\n", "\n", "unv_handler.write(new_mesh_points, \"test_pipe_mod_C0.unv\")" ] @@ -214,7 +282,14 @@ { "cell_type": "code", "execution_count": 5, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:38:27.305275Z", + "iopub.status.busy": "2025-11-12T15:38:27.305095Z", + "iopub.status.idle": "2025-11-12T15:38:27.419912Z", + "shell.execute_reply": "2025-11-12T15:38:27.419460Z" + } + }, "outputs": [ { "name": "stdout", @@ -230,17 +305,17 @@ "n control points y: 2\r\n", "n control points z: 5\r\n", "\r\n", - "# box lenght indicates the length of the FFD bounding box along the three canonical directions (x, y, z).\r\n", + "# box length indicates the length of the FFD bounding box along the three canonical directions (x, y, z).\r\n", "# It uses the local coordinate system.\r\n", - "# For example to create a 2 x 1.5 x 3 meters box use the following: lenght box: 2.0, 1.5, 3.0\r\n", - "box lenght x: 2.2\r\n", - "box lenght y: 2.2\r\n", - "box lenght z: 6.0\r\n", + "# For example to create a 2 x 1.5 x 3 meters box use the following: box length: 2.0, 1.5, 3.0\r\n", + "box length x: 2.2\r\n", + "box length y: 2.2\r\n", + "box length z: 6.0\r\n", "\r\n", "# box origin indicates the x, y, and z coordinates of the origin of the FFD bounding box. That is center of\r\n", "# rotation of the bounding box. It corresponds to the point coordinates with position [0][0][0].\r\n", "# See section \"Parameters weights\" for more details.\r\n", - "# For example, if the origin is equal to 0., 0., 0., use the following: origin box: 0., 0., 0.\r\n", + "# For example, if the origin is equal to 0., 0., 0., use the following: box origin: 0., 0., 0.\r\n", "box origin x: -1.1\r\n", "box origin y: -1.1\r\n", "box origin z: 2.0\r\n", @@ -266,7 +341,7 @@ "# | 0 | 1 | 0 | -2.1 |\r\n", "# | 0 | 0 | 1 | 3.4 |\r\n", "\r\n", - "# parameter x collects the displacements along x, normalized with the box lenght x.\r\n", + "# parameter x collects the displacements along x, normalized with the box length x.\r\n", "parameter x: 0 0 0 0.0\r\n", " 0 0 1 0.0\r\n", " 0 0 2 0.8\r\n", @@ -288,7 +363,7 @@ " 1 1 3 0.0\r\n", " 1 1 4 0.0\r\n", "\r\n", - "# parameter y collects the displacements along y, normalized with the box lenght y.\r\n", + "# parameter y collects the displacements along y, normalized with the box length y.\r\n", "parameter y: 0 0 0 0.0\r\n", " 0 0 1 0.0\r\n", " 0 0 2 0.0\r\n", @@ -310,7 +385,7 @@ " 1 1 3 0.0\r\n", " 1 1 4 0.0\r\n", "\r\n", - "# parameter z collects the displacements along z, normalized with the box lenght z.\r\n", + "# parameter z collects the displacements along z, normalized with the box length z.\r\n", "parameter z: 0 0 0 0.0\r\n", " 0 0 1 0.0\r\n", " 0 0 2 0.0\r\n", @@ -348,17 +423,22 @@ { "cell_type": "code", "execution_count": 6, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-12T15:38:27.421770Z", + "iopub.status.busy": "2025-11-12T15:38:27.421601Z", + "iopub.status.idle": "2025-11-12T15:38:27.569322Z", + "shell.execute_reply": "2025-11-12T15:38:27.568953Z" + } + }, "outputs": [], "source": [ - "params = FFDParameters()\n", - "params.read_parameters(\n", + "ffd = FFD()\n", + "ffd.read_parameters(\n", " filename=\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm\"\n", ")\n", "\n", - "free_form = FFD(params, mesh_points)\n", - "free_form.perform()\n", - "new_mesh_points = free_form.modified_mesh_points\n", + "new_mesh_points = ffd(mesh_points)\n", "\n", "unv_handler.write(new_mesh_points, \"test_pipe_mod_C1.unv\")" ] @@ -379,19 +459,19 @@ "kernelspec": { "display_name": "Python 2", "language": "python", - "name": "python2" + "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", - "version": 2 + "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.13" + "pygments_lexer": "ipython3", + "version": "3.9.25" } }, "nbformat": 4, From 0f110c9d9033b093f2df5f182ca4e6c2337293eb Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 13 Nov 2025 13:36:35 +0100 Subject: [PATCH 14/50] cleaned and reorganized readme and updated contributing.rst --- README.md | 182 ++++++++++++++++------------------- docs/source/contributing.rst | 49 +++++++++- 2 files changed, 130 insertions(+), 101 deletions(-) diff --git a/README.md b/README.md index 14242a0b..38bc5e73 100644 --- a/README.md +++ b/README.md @@ -17,8 +17,8 @@ Codacy Badge - Docker Pulls - + Docker Pulls +

[PyGeM](http://mathlab.github.io/PyGeM/) (Python Geometrical Morphing) is a python package that allows you to deform a given geometry or mesh with different deformation techniques such as FFD, RBF and IDW. @@ -26,13 +26,18 @@ ## Table of contents * [Description](#description) * [Dependencies and installation](#dependencies-and-installation) - * [Docker](#docker) + * [Installation options](#installation-options) + * [Install directly from GitHub](#install-directly-from-github) + * [Clone and install locally](#clone-and-install-locally) + * [Docker](#docker) + * [Install with optional extras](#install-with-optional-extras) + * [Documentation](#documentation) * [Testing](#testing) * [Examples](#examples) * [How to cite](#how-to-cite) - * [References](#references) - * [Recent works with PyGeM](#recent-works-with-pygem) + * [References](#references) + * [Recent works with PyGeM](#recent-works-with-pygem) * [Authors and contributors](#authors-and-contributors) * [How to contribute](#how-to-contribute) * [License](#license) @@ -48,106 +53,94 @@ By now, it has been used with meshes with up to 14 milions of cells. Try with more and more complicated input files! See the [**Examples**](#examples) section below and the [**Tutorials**](tutorials/README.md) to have an idea of the potential of this package. - ## Dependencies and installation -**PyGeM** requires `numpy`, `scipy`, and `matplotlib` as core dependencies. `sphinx` is needed for the -documentation and `pytest` for testing. They can be easily installed via -`pip`. The code has been tested with Python3.12.9 version, but it should be -compatible with Python3.9+. The Python2 support is no longer maintained. -To enable the `CAD` -[submodule](https://github.com/mathLab/PyGeM/tree/master/pygem/cad), the -module `pythonocc-core` is required to deal with IGES files. This requirement -cannot be satisfied through `pip`, but the precompiled binaries are available -on `conda` using the command: +**PyGeM** requires `numpy`, `scipy`, and `matplotlib` as core dependencies. `sphinx` is needed for the documentation and `pytest` for testing. They can be easily installed via `pip`. The code has been tested with Python3.12.9 version, but it should be compatible with Python3.9+. Python2 support is no longer maintained. + +To enable the `CAD` [submodule](https://github.com/mathLab/PyGeM/tree/master/pygem/cad), the module `pythonocc-core` is required to deal with IGES files. This requirement cannot be satisfied through `pip`, but the precompiled binaries are available on `conda` using the command: ```bash conda install -c conda-forge pythonocc-core ``` -For additional information about the compilation and installation of -`pythonocc`, we refer the original -[repository](https://github.com/tpaviot/pythonocc-core). +For additional information about the compilation and installation of `pythonocc`, see the original [repository](https://github.com/tpaviot/pythonocc-core). +### Installation options -The official distribution is on GitHub, and you can clone the repository using - -```bash -> git clone https://github.com/mathLab/PyGeM -``` - -To install the package just type: +You can install PyGeM using one of the following methods: +#### Clone and install locally +The official distribution is on GitHub, and you can clone the repository using ```bash -> pip install . +git clone https://github.com/mathLab/PyGeM ``` - -To uninstall the package you have to rerun the installation and record the installed files in order to remove them: - +Then you can install the package locally. To this end, do the following ```bash -> pip uninstall pygem +cd PyGeM +pip install . ``` -**Install directly from GitHub:** +#### Install directly from GitHub ```bash pip install "pygem @ git+https://github.com/mathLab/PyGeM.git" ``` -**Install with optional extras:** + +#### Install with optional extras +- For running the tutorials: `pip install "pygem[tut]"` - For testing: `pip install "pygem[test]"` - For documentation: `pip install "pygem[docs]"` -- For development (all extras): `pip install "pygem[dev]"` +- For full development setup: `pip install "pygem[dev]"` + +**To uninstall** the package you have to rerun the installation and record the installed files in order to remove them: +```bash +pip uninstall pygem +``` -### Docker -Alternatively, a way to run the PyGeM library is to use our prebuilt and high-performance Docker images. -Docker containers are extremely lightweight, secure, and are based on open standards that run on all major Linux distributions, macOS and Microsoft Windows platforms. +#### Docker +Alternatively, a way to run the PyGeM library is to use our prebuilt and high-performance Docker images. Docker containers are extremely lightweight, secure, and are based on open standards that run on all major Linux distributions, macOS and Microsoft Windows platforms. -Install Docker for your platform by following [these instructions](https://docs.docker.com/engine/getstarted/step_one/). -If using the Docker Toolbox (macOS versions < 10.10 or Windows versions < 10), make sure you run all commands inside the Docker Quickstart Terminal. + **Install Docker** for your platform following [these instructions](https://docs.docker.com/engine/getstarted/step_one/). If using Docker Toolbox (macOS < 10.10 or Windows < 10), make sure you run all commands inside the Docker Quickstart Terminal. -Now we will pull the sissamathlab/pygem image from our cloud infrastructure: + Now we will pull the sissamathlab/pygem image from our cloud infrastructure: ```bash -> docker pull sissamathlab/pygem:latest +docker pull sissamathlab/pygem:latest ``` -Docker will pull the latest tag of the image pygemdocker/pygem from docker.io. The download is around 3.246 GB. The image is a great place to start experimenting with PyGeM and includes all dependencies already compiled for you. -Once the download is complete you can start PyGeM for the first time. Just run: + +TDocker will pull the latest tag of the image pygemdocker/pygem from docker.io. The download is around 3.246 GB. The image is a great place to start experimenting with PyGeM and includes all dependencies already compiled for you. Once the download is complete you can start PyGeM for the first time. Just run: ```bash -> docker run -ti sissamathlab/pygem:latest +docker run -ti sissamathlab/pygem:latest ``` -To facilitate the developing, using the text editor,version control and other tools already installed on your computers, -it is possible to share files from the host into the container: +To facilitate the developing, using the text editor,version control and other tools already installed on your computers, it is possible to share files from the host into the container: ```bash -> docker run -ti -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest +docker run -ti -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest ``` To allow the X11 forwarding in the container, on Linux system just run: ```bash -> docker run -ti --rm -e DISPLAY=$DISPLAY -v /tmp/.X11-unix:/tmp/.X11-unix -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest +docker run -ti --rm -e DISPLAY=$DISPLAY -v /tmp/.X11-unix:/tmp/.X11-unix -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest ``` -For Windows system, you need to install Cygwin/X version and running the command in Cygwin terminal. While for mac system, you need to install xquartz. +For Windows system, you need to install Cygwin/X version and running the command in Cygwin terminal. While for mac system, you need to install xquartz. ## Documentation -**PyGeM** uses [Sphinx](http://www.sphinx-doc.org/en/stable/) for code documentation. You can view the documentation online [here](http://mathlab.github.io/PyGeM/). To build the html versions of the docs locally simply: - +**PyGeM** uses [Sphinx](http://www.sphinx-doc.org/en/stable/) for code documentation. You can view it online [here](http://mathlab.github.io/PyGeM/). To build the html versions of the docs locally simply: ```bash -> cd docs -> make html +cd docs +make html ``` - -The generated html can be found in `docs/build/html`. Open up the `index.html` you find there to browse. - +The generated html can be found in docs/build/html. Open up the index.html you find there to browse. ## Testing -We are using GitHub Actions for continuous integration testing. You can check out the current status [here](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). +We use GitHub Actions for continuous integration testing. You can check out the current status [here](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). To run tests locally (the package `pytest` is required): - ```bash -> pytest +pytest ``` - +*(Note: The same testing setup is automatically included when installing with `[dev]` extras.)* ## Examples -You can find useful tutorials on how to use the package in the [tutorials](tutorials/README.md) folder. -Here we show three applications, taken from the **naval**, **nautical** and **automotive** engineering fields. On the other hand, the provided tutorials are related to easier geometries. +You can find useful tutorials on how to use the package in the [tutorials](tutorials/README.md) folder. +Here we show three applications, taken from the **naval**, **nautical**, and **automotive** engineering fields. On the other hand, the provided tutorials are related to easier geometries. +

@@ -188,76 +181,65 @@ url = {http://www.sciencedirect.com/science/article/pii/S2665963820300385} ### References The deformations implemented are taken from the following papers: -* Sieger, Menzel, Botsch. *On Shape Deformation Techniques for Simulation-based Design Optimization*. SEMA SIMAI Springer Series, 2015. [[DOI](https://doi.org/10.1007/978-3-319-06053-8_14)], [[pdf](http://www.honda-ri.de/pubs/pdf/1052.pdf)], -[[bibitem](readme/sieger2015shape.bib)]. +* Sieger, Menzel, Botsch. *On Shape Deformation Techniques for Simulation-based Design Optimization*. SEMA SIMAI Springer Series, 2015. [[DOI](https://doi.org/10.1007/978-3-319-06053-8_14)], [[pdf](http://www.honda-ri.de/pubs/pdf/1052.pdf)], [[bibitem](readme/sieger2015shape.bib)]. -* Forti, Rozza. *Efficient geometrical parametrisation techniques of interfaces for reduced-order modelling: application to fluid–structure interaction coupling problems*. International Journal of Computational Fluid Dynamics, 2014. [[DOI](http://dx.doi.org/10.1080/10618562.2014.932352)], -[[bibitem](readme/forti2014efficient.bib)]. +* Forti, Rozza. *Efficient geometrical parametrisation techniques of interfaces for reduced-order modelling: application to fluid–structure interaction coupling problems*. International Journal of Computational Fluid Dynamics, 2014. [[DOI](http://dx.doi.org/10.1080/10618562.2014.932352)], [[bibitem](readme/forti2014efficient.bib)]. -* Sieger, Menzel, Botsch. *RBF Morphing Techniques for Simulation-based Design Optimization*. M. Engineering with Computers, 2014. [[DOI](https://doi.org/10.1007/s00366-013-0330-1)], [[pdf](http://www.honda-ri.de/pubs/pdf/923.pdf)], -[[bibitem](readme/sieger2014rbf.bib)]. +* Sieger, Menzel, Botsch. *RBF Morphing Techniques for Simulation-based Design Optimization*. M. Engineering with Computers, 2014. [[DOI](https://doi.org/10.1007/s00366-013-0330-1)], [[pdf](http://www.honda-ri.de/pubs/pdf/923.pdf)], [[bibitem](readme/sieger2014rbf.bib)]. -* Lombardi, Parolini, Quarteroni, Rozza. *Numerical Simulation of Sailing Boats: Dynamics, FSI, and Shape Optimization*. Springer Optimization and Its Applications, 2012. [[DOI](http://dx.doi.org/10.1007/978-1-4614-2435-2_15)], [[pdf](https://infoscience.epfl.ch/record/175879/files/PaerErice-Lombardi-parolini-quarteroni-Rozza.pdf)], -[[bibitem](readme/lombardi2012numerical.bib)]. +* Lombardi, Parolini, Quarteroni, Rozza. *Numerical Simulation of Sailing Boats: Dynamics, FSI, and Shape Optimization*. Springer Optimization and Its Applications, 2012. [[DOI](http://dx.doi.org/10.1007/978-1-4614-2435-2_15)], [[pdf](https://infoscience.epfl.ch/record/175879/files/PaerErice-Lombardi-parolini-quarteroni-Rozza.pdf)], [[bibitem](readme/lombardi2012numerical.bib)]. ### Recent works with PyGeM -Here there is a list of the scientific works involving **PyGeM** you can consult and/or cite. If you want to add one, please open a PR. +Here is a list of scientific works involving **PyGeM** you can consult and/or cite. +If you wish to add one, please open a PR. * Jiang, Mayeur, Patrouix, Cirette, Witz, Dumont, Brieu. *Patient-Specific Modeling of Pelvic System from MRI for Numerical Simulation: Validation Using a Physical Model*. Computational Biomechanics for Medicine. MICCAI 2019. [[DOI](https://doi.org/10.1007/978-3-030-15923-8_2)]. -* Tezzele, Demo, Rozza. *Shape optimization through proper orthogonal decomposition with interpolation and dynamic mode decomposition enhanced by active subspaces*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 122-133, 2019. -[[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], -[[arXiv](https://arxiv.org/abs/1905.05483)], [[bibitem](readme/tezzele2019marine.bib)]. +* Tezzele, Demo, Rozza. *Shape optimization through proper orthogonal decomposition with interpolation and dynamic mode decomposition enhanced by active subspaces*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 122-133, 2019. [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], [[arXiv](https://arxiv.org/abs/1905.05483)], [[bibitem](readme/tezzele2019marine.bib)]. -* Demo, Tezzele, Mola, Rozza. *A complete data-driven framework for the efficient solution of parametric shape design and optimisation in naval engineering problems*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 111-121, 2019. -[[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], -[[arXiv](https://arxiv.org/abs/1905.05982)], [[bibitem](readme/demo2019marine.bib)]. +* Demo, Tezzele, Mola, Rozza. *A complete data-driven framework for the efficient solution of parametric shape design and optimisation in naval engineering problems*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 111-121, 2019. [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], [[arXiv](https://arxiv.org/abs/1905.05982)], [[bibitem](readme/demo2019marine.bib)]. -* Tezzele, Demo, Mola, Rozza. *An integrated data-driven computational pipeline with model order reduction for industrial and applied mathematics*. Submitted, 2018. [[arXiv](https://arxiv.org/abs/1810.12364)], -[[bibitem](readme/tezzele2018ecmi.bib)]. +* Tezzele, Demo, Mola, Rozza. *An integrated data-driven computational pipeline with model order reduction for industrial and applied mathematics*. Submitted, 2018. [[arXiv](https://arxiv.org/abs/1810.12364)], [[bibitem](readme/tezzele2018ecmi.bib)]. * Tezzele, Salmoiraghi, Mola, Rozza. *Dimension reduction in heterogeneous parametric spaces with application to naval engineering shape design problems*. Advanced Modeling and Simulation in Engineering Sciences, 2018. [[DOI](https://doi.org/10.1186/s40323-018-0118-3)], [[arXiv](https://arxiv.org/abs/1709.03298)], [[bibitem](readme/tezzele2018dimension.bib)]. -* Tezzele, Ballarin, Rozza. *Combined parameter and model reduction of cardiovascular problems by means of active subspaces and POD-Galerkin methods*. In Mathematical and Numerical Modeling of the Cardiovascular System and Applications. SEMA SIMAI Springer Series vol. 16, 2018. [[DOI](https://doi.org/10.1007/978-3-319-96649-6_8)], [[arXiv](https://arxiv.org/abs/1711.10884)], -[[bibitem](readme/tezzele2018combined.bib)]. +* Tezzele, Ballarin, Rozza. *Combined parameter and model reduction of cardiovascular problems by means of active subspaces and POD-Galerkin methods*. In Mathematical and Numerical Modeling of the Cardiovascular System and Applications. SEMA SIMAI Springer Series vol. 16, 2018. [[DOI](https://doi.org/10.1007/978-3-319-96649-6_8)], [[arXiv](https://arxiv.org/abs/1711.10884)], [[bibitem](readme/tezzele2018combined.bib)]. -* Salmoiraghi, Scardigli, Telib, Rozza. *Free-form deformation, mesh morphing and reduced-order methods: enablers for efficient aerodynamic shape optimisation*. International Journal of Computational Fluid Dynamics, 2018. [[DOI](https://doi.org/10.1080/10618562.2018.1514115)], [[arXiv](https://arxiv.org/abs/1803.04688)], -[[bibitem](readme/salmoiraghi2018free.bib)]. +* Salmoiraghi, Scardigli, Telib, Rozza. *Free-form deformation, mesh morphing and reduced-order methods: enablers for efficient aerodynamic shape optimisation*. International Journal of Computational Fluid Dynamics, 2018. [[DOI](https://doi.org/10.1080/10618562.2018.1514115)], [[arXiv](https://arxiv.org/abs/1803.04688)], [[bibitem](readme/salmoiraghi2018free.bib)]. -* Demo, Tezzele, Gustin, Lavini, Rozza. *Shape optimization by means of proper orthogonal decomposition and dynamic mode decomposition*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-212)], [[arXiv](https://arxiv.org/abs/1803.07368)], -[[bibitem](readme/demo2018shape.bib)]. +* Demo, Tezzele, Gustin, Lavini, Rozza. *Shape optimization by means of proper orthogonal decomposition and dynamic mode decomposition*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-212)], [[arXiv](https://arxiv.org/abs/1803.07368)], [[bibitem](readme/demo2018shape.bib)]. -* Tezzele, Demo, Gadalla, Mola, Rozza. *Model Order Reduction by means of Active Subspaces and Dynamic Mode Decomposition for Parametric Hull Shape Design Hydrodynamics*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-569)], [[arXiv](https://arxiv.org/abs/1803.07377)], -[[bibitem](readme/tezzele2018model.bib)]. +* Tezzele, Demo, Gadalla, Mola, Rozza. *Model Order Reduction by means of Active Subspaces and Dynamic Mode Decomposition for Parametric Hull Shape Design Hydrodynamics*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-569)], [[arXiv](https://arxiv.org/abs/1803.07377)], [[bibitem](readme/tezzele2018model.bib)]. -* Demo, Tezzele, Mola, Rozza. *An efficient shape parametrisation by free-form deformation enhanced by active subspace for hull hydrodynamic ship design problems in open source environment*. The 28th International Ocean and Polar Engineering Conference, 2018. [[arXiv](https://arxiv.org/abs/1801.06369)], -[[bibitem](readme/demo2018isope.bib)]. - -* Bergmann, Ferrero, Iollo, Lombardi, Scardigli, Telib. *A zonal Galerkin-free POD model for incompressible flows*. Journal of Computational Physics, 2018. [[DOI](https://doi.org/10.1016/j.jcp.2017.10.001)], -[[bibitem](readme/bergmann2018zonal.bib)]. +* Demo, Tezzele, Mola, Rozza. *An efficient shape parametrisation by free-form deformation enhanced by active subspace for hull hydrodynamic ship design problems in open source environment*. The 28th International Ocean and Polar Engineering Conference, 2018. [[arXiv](https://arxiv.org/abs/1801.06369)], [[bibitem](readme/demo2018isope.bib)]. -* Salmoiraghi, Ballarin, Corsi, Mola, Tezzele, Rozza. *Advances in geometrical parametrization and reduced order models and methods for computational fluid dynamics problems in applied sciences and engineering: overview and perspectives*. ECCOMAS 2016 proceedings. [[DOI](https://doi.org/10.7712/100016.1867.8680)], -[[bibitem](readme/salmoiraghi2016advances.bib)]. +* Bergmann, Ferrero, Iollo, Lombardi, Scardigli, Telib. *A zonal Galerkin-free POD model for incompressible flows*. Journal of Computational Physics, 2018. [[DOI](https://doi.org/10.1016/j.jcp.2017.10.001)], [[bibitem](readme/bergmann2018zonal.bib)]. +* Salmoiraghi, Ballarin, Corsi, Mola, Tezzele, Rozza. *Advances in geometrical parametrization and reduced order models and methods for computational fluid dynamics problems in applied sciences and engineering: overview and perspectives*. ECCOMAS 2016 proceedings. [[DOI](https://doi.org/10.7712/100016.1867.8680)], [[bibitem](readme/salmoiraghi2016advances.bib)]. ## Authors and contributors -**PyGeM** is currently developed and maintained at [SISSA mathLab](http://mathlab.sissa.it/) by +**PyGeM** is developed and maintained at [SISSA mathLab](http://mathlab.sissa.it/) by: * [Marco Tezzele](mailto:marcotez@gmail.com) * [Nicola Demo](mailto:demo.nicola@gmail.com) * [Andrea Mola](mailto:amola@sissa.it) -under the supervision of [Prof. Gianluigi Rozza](mailto:gianluigi.rozza@sissa.it). We thank [Filippo Salmoiraghi](mailto:filippo.salmoiraghi@gmail.com) for the original idea behind this package and the major contributions. +under the supervision of [Prof. Gianluigi Rozza](mailto:gianluigi.rozza@sissa.it). We thank [Filippo Salmoiraghi](mailto:filippo.salmoiraghi@gmail.com) for the original idea and major contributions. Contact us by email for further information or questions about **PyGeM**, or suggest pull requests. Contributions improving either the code or the documentation are welcome! - ## How to contribute -We'd love to accept your patches and contributions to this project. There are -just a few small guidelines you need to follow. +We'd love to accept your patches and contributions to this project. There are just a few small guidelines you need to follow. + +### Development setup +Install PyGeM in development mode with all dependencies: +```bash +pip install -e ".[dev]" +``` +This installs the package in editable mode with all testing, documentation, and quality tools. ### Submitting a patch - 1. It's generally best to start by opening a new issue describing the bug or +1. It's generally best to start by opening a new issue describing the bug or feature you're intending to fix. Even if you think it's relatively minor, it's helpful to know what people are working on. Mention in the initial issue that you are planning to work on that bug or feature so that it can @@ -296,4 +278,4 @@ just a few small guidelines you need to follow. ## License -See the [LICENSE](LICENSE.rst) file for license rights and limitations (MIT). +See the [LICENSE](LICENSE.rst) file for license rights and limitations (MIT). \ No newline at end of file diff --git a/docs/source/contributing.rst b/docs/source/contributing.rst index 28838b42..0b8e2975 100644 --- a/docs/source/contributing.rst +++ b/docs/source/contributing.rst @@ -4,7 +4,54 @@ How to contribute We'd love to accept your patches and contributions to this project. There are just a few small guidelines you need to follow. +Development Setup +----------------- + +First, install PyGeM in development mode with all development dependencies: + +.. code-block:: bash + + pip install -e ".[dev]" + +This installs the package in editable mode with all development extras (testing, documentation, tutorials, and code quality tools). + +Common Development Tasks +------------------------ + +**Running tests:** + +.. code-block:: bash + + pytest + +**Building documentation:** + +.. code-block:: bash + + pip install ".[docs]" + cd docs + make html + +**Code formatting:** + +.. code-block:: bash + + black . + +**Code linting:** + +.. code-block:: bash + + pylint pygem + +**Running tutorials:** + +.. code-block:: bash + + pip install ".[tut]" + Submitting a patch: +------------------- 1. It's generally best to start by opening a new issue describing the bug or feature you're intending to fix. Even if you think it's relatively minor, @@ -33,4 +80,4 @@ Submitting a patch: messages are able to be formatted properly by various git tools. 6. Finally, push the commits to your fork and submit a pull request. Please, - remember to rebase properly in order to maintain a clean, linear git history. + remember to rebase properly in order to maintain a clean, linear git history. \ No newline at end of file From c55d729ca247d439f211b15ae61dc877e755dccb Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 13 Nov 2025 14:29:42 +0100 Subject: [PATCH 15/50] minor modification in redame and contibuting --- README.md | 5 +++-- docs/source/contributing.rst | 2 +- 2 files changed, 4 insertions(+), 3 deletions(-) diff --git a/README.md b/README.md index 38bc5e73..b49d7626 100644 --- a/README.md +++ b/README.md @@ -131,11 +131,12 @@ The generated html can be found in docs/build/html. Open up the index.html you f ## Testing We use GitHub Actions for continuous integration testing. You can check out the current status [here](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). -To run tests locally (the package `pytest` is required): +To run tests locally, first install the [`test`](#install-with-optional-extras) extra. Then run + ```bash pytest ``` -*(Note: The same testing setup is automatically included when installing with `[dev]` extras.)* +*(Note: The same testing setup is automatically included when installing with `dev` extras.)* ## Examples You can find useful tutorials on how to use the package in the [tutorials](tutorials/README.md) folder. diff --git a/docs/source/contributing.rst b/docs/source/contributing.rst index 0b8e2975..98679f4a 100644 --- a/docs/source/contributing.rst +++ b/docs/source/contributing.rst @@ -21,7 +21,7 @@ Common Development Tasks **Running tests:** .. code-block:: bash - + pip install -e ".[dev]" # or ".[test]" if just running tests pytest **Building documentation:** From 36667efe8ba905b30efefaa3a488db44197e0016 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Fri, 14 Nov 2025 23:09:33 +0100 Subject: [PATCH 16/50] minor fix in tutorial 7 --- tutorials/tutorial7/tutorial-7-cffd.ipynb | 4 ++-- tutorials/tutorial7/tutorial-7-cffd.py | 2 +- 2 files changed, 3 insertions(+), 3 deletions(-) diff --git a/tutorials/tutorial7/tutorial-7-cffd.ipynb b/tutorials/tutorial7/tutorial-7-cffd.ipynb index 21ab5c38..8dfee19a 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.ipynb +++ b/tutorials/tutorial7/tutorial-7-cffd.ipynb @@ -407,7 +407,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2025-11-12T11:13:12.991856Z", @@ -427,7 +427,7 @@ " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"meshio\"])\n", " import meshio\n", "\n", - "mesh = meshio.read(\"../../tests/test_datasets/Stanford_Bunny.stl\")\n", + "mesh = meshio.read(\"../tests/test_datasets/Stanford_Bunny.stl\")\n", "points = mesh.points\n", "faces = mesh.cells_dict[\"triangle\"]" ] diff --git a/tutorials/tutorial7/tutorial-7-cffd.py b/tutorials/tutorial7/tutorial-7-cffd.py index 282b7df1..f732abd5 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.py +++ b/tutorials/tutorial7/tutorial-7-cffd.py @@ -104,7 +104,7 @@ def mesh_points(num_pts=2000): subprocess.check_call([sys.executable, "-m", "pip", "install", "meshio"]) import meshio -mesh = meshio.read("../../tests/test_datasets/Stanford_Bunny.stl") +mesh = meshio.read("../tests/test_datasets/Stanford_Bunny.stl") points = mesh.points faces = mesh.cells_dict["triangle"] points = points - np.min(points) + 0.1 From 5ce416b8bc991b7e022b09cea2a48853a3c0b2a7 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Mon, 17 Nov 2025 12:53:10 +0100 Subject: [PATCH 17/50] version modification in .github/workflows/ci.yml --- .github/workflows/ci.yml | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 14017554..611f3e2c 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -7,14 +7,14 @@ jobs: runs-on: ${{ matrix.os }} strategy: matrix: - os: [ubuntu-latest] - python-version: [3.8] + os: [ubuntu-latest, windows-latest, macos-12] + python-version: ["3.8", "3.9", "3.10", "3.11"] steps: - - uses: actions/checkout@v2 + - uses: actions/checkout@v4 - name: Set up Python - uses: actions/setup-python@v2 + uses: actions/setup-python@v5 with: python-version: ${{ matrix.python-version }} From bad6ac583de2cfc244e0b74b77aba5e8d6451bb3 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Mon, 17 Nov 2025 15:15:42 +0100 Subject: [PATCH 18/50] modified workflows --- .github/workflows/ci.yml | 47 +++++++++++++++--------------- .github/workflows/testing_pr.yml | 50 ++++++++++++++++---------------- 2 files changed, 48 insertions(+), 49 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 611f3e2c..59c383c0 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -8,32 +8,31 @@ jobs: strategy: matrix: os: [ubuntu-latest, windows-latest, macos-12] - python-version: ["3.8", "3.9", "3.10", "3.11"] + python-version: ["3.9", "3.10", "3.11"] steps: - - uses: actions/checkout@v4 + - uses: actions/checkout@v4 - - name: Set up Python - uses: actions/setup-python@v5 - with: - python-version: ${{ matrix.python-version }} + - name: Set up Python + uses: actions/setup-python@v5 + with: + python-version: ${{ matrix.python-version }} - - name: Install Python dependencies - run: | - python3 -m pip install --upgrade pip - python3 -m pip install numpy scipy matplotlib pytest pytest-cov - - - name: Test with pytest - env: - CODACY_API_TOKEN: ${{ secrets.CODACY_API_TOKEN }} - run: | - if [ -z "$CODACY_API_TOKEN" ] - then - python3 -m pytest - else - python3 -m pytest --cov-report term --cov-report xml:cobertura.xml --cov=pygem - curl -s https://coverage.codacy.com/get.sh -o CodacyCoverageReporter.sh - chmod +x CodacyCoverageReporter.sh - ./CodacyCoverageReporter.sh report -r cobertura.xml -t $CODACY_API_TOKEN - fi + - name: Install Python dependencies + run: | + python -m pip install --upgrade pip + python -m pip install numpy scipy matplotlib pytest pytest-cov + - name: Run tests with pytest + env: + CODACY_API_TOKEN: ${{ secrets.CODACY_API_TOKEN }} + run: | + if [ -z "$CODACY_API_TOKEN" ] + then + python -m pytest + else + python -m pytest --cov-report term --cov-report xml:cobertura.xml --cov=pygem + curl -s https://coverage.codacy.com/get.sh -o CodacyCoverageReporter.sh + chmod +x CodacyCoverageReporter.sh + ./CodacyCoverageReporter.sh report -r cobertura.xml -t $CODACY_API_TOKEN + fi diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 25299ad7..48af6cda 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -5,39 +5,39 @@ on: branches: - "master" - jobs: build: runs-on: ${{ matrix.os }} strategy: fail-fast: false matrix: - os: [windows-latest, macos-latest, ubuntu-latest] - python-version: [3.7, 3.8] - + os: [windows-latest, macos-12, ubuntu-latest] + python-version: ["3.9", "3.10", "3.11"] + steps: - - uses: actions/checkout@v2 + - uses: actions/checkout@v4 + - name: Set up Python + uses: actions/setup-python@v5 + with: + python-version: ${{ matrix.python-version }} - - name: Set up Python - uses: actions/setup-python@v2 - with: - python-version: ${{ matrix.python-version }} + - name: Setup Conda + if: matrix.os == 'macos-12' || matrix.os == 'ubuntu-latest' + uses: s-weigand/setup-conda@v1 + with: + auto-update-conda: true + conda-channels: conda-forge - - name: Setup conda - uses: s-weigand/setup-conda@v1 - with: - update-conda: true - python-version: ${{ matrix.python-version }} - conda-channels: anaconda, conda-forge - - - name: Install Python dependencies - run: | - conda install --yes pythonocc-core=7.4.0 - python3 -m pip install --upgrade pip - python3 -m pip install smithers[vtk] - python3 -m pip install .[test] + - name: Install Python dependencies + run: | + if [[ "${{ matrix.os }}" == "macos-12" || "${{ matrix.os }}" == "ubuntu-latest" ]]; then + conda install --yes pythonocc-core=7.4.0 + fi + python -m pip install --upgrade pip + python -m pip install smithers[vtk] + python -m pip install .[test] - - name: Test with pytest - run: | - python3 -m pytest + - name: Run tests with pytest + run: | + python -m pytest From 8176d6d2b4a748de9d33053a62db04c728aa8a1a Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Mon, 17 Nov 2025 15:48:04 +0100 Subject: [PATCH 19/50] restricted python versions to 3.9 and 3.10 to ensure compatibility with pythonocc-core --- .github/workflows/ci.yml | 21 +++++++++++++++++---- .github/workflows/testing_pr.yml | 17 +++++++++-------- 2 files changed, 26 insertions(+), 12 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 59c383c0..77a23118 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -8,7 +8,7 @@ jobs: strategy: matrix: os: [ubuntu-latest, windows-latest, macos-12] - python-version: ["3.9", "3.10", "3.11"] + python-version: ["3.9", "3.10"] steps: - uses: actions/checkout@v4 @@ -18,17 +18,30 @@ jobs: with: python-version: ${{ matrix.python-version }} - - name: Install Python dependencies + - name: Setup Conda + if: matrix.os != 'windows-latest' + uses: s-weigand/setup-conda@v1 + with: + auto-update-conda: true + conda-channels: conda-forge + + - name: Install pythonocc-core (Conda) + if: matrix.os != 'windows-latest' + run: conda install --yes pythonocc-core + shell: bash + + - name: Install pip dependencies run: | python -m pip install --upgrade pip python -m pip install numpy scipy matplotlib pytest pytest-cov + python -m pip install smithers[vtk] + python -m pip install .[test] - name: Run tests with pytest env: CODACY_API_TOKEN: ${{ secrets.CODACY_API_TOKEN }} run: | - if [ -z "$CODACY_API_TOKEN" ] - then + if [ -z "$CODACY_API_TOKEN" ]; then python -m pytest else python -m pytest --cov-report term --cov-report xml:cobertura.xml --cov=pygem diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 48af6cda..366b266d 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -12,7 +12,7 @@ jobs: fail-fast: false matrix: os: [windows-latest, macos-12, ubuntu-latest] - python-version: ["3.9", "3.10", "3.11"] + python-version: ["3.9", "3.10"] steps: - uses: actions/checkout@v4 @@ -23,21 +23,22 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Conda - if: matrix.os == 'macos-12' || matrix.os == 'ubuntu-latest' + if: matrix.os != 'windows-latest' uses: s-weigand/setup-conda@v1 with: auto-update-conda: true conda-channels: conda-forge - - name: Install Python dependencies + - name: Install pythonocc-core (Conda) + if: matrix.os != 'windows-latest' + run: conda install --yes pythonocc-core + shell: bash + + - name: Install pip dependencies run: | - if [[ "${{ matrix.os }}" == "macos-12" || "${{ matrix.os }}" == "ubuntu-latest" ]]; then - conda install --yes pythonocc-core=7.4.0 - fi python -m pip install --upgrade pip python -m pip install smithers[vtk] python -m pip install .[test] - name: Run tests with pytest - run: | - python -m pytest + run: python -m pytest From 1ab919cebb8915d10b870772ab4f1d9a6ecd4644 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Mon, 17 Nov 2025 22:13:19 +0100 Subject: [PATCH 20/50] added missing python version in conda setup --- .github/workflows/ci.yml | 7 +++---- .github/workflows/testing_pr.yml | 5 ++--- 2 files changed, 5 insertions(+), 7 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 77a23118..7c5b6b3d 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -19,14 +19,13 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Conda - if: matrix.os != 'windows-latest' uses: s-weigand/setup-conda@v1 with: + python-version: ${{ matrix.python-version }} auto-update-conda: true - conda-channels: conda-forge + conda-channels: anaconda, conda-forge - name: Install pythonocc-core (Conda) - if: matrix.os != 'windows-latest' run: conda install --yes pythonocc-core shell: bash @@ -48,4 +47,4 @@ jobs: curl -s https://coverage.codacy.com/get.sh -o CodacyCoverageReporter.sh chmod +x CodacyCoverageReporter.sh ./CodacyCoverageReporter.sh report -r cobertura.xml -t $CODACY_API_TOKEN - fi + fi \ No newline at end of file diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 366b266d..75f62173 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -23,14 +23,13 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Conda - if: matrix.os != 'windows-latest' uses: s-weigand/setup-conda@v1 with: + python-version: ${{ matrix.python-version }} auto-update-conda: true - conda-channels: conda-forge + conda-channels: anaconda, conda-forge - name: Install pythonocc-core (Conda) - if: matrix.os != 'windows-latest' run: conda install --yes pythonocc-core shell: bash From 20a34cbf219e9dd8c11bd129807d639b1897db74 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Tue, 18 Nov 2025 22:13:06 +0100 Subject: [PATCH 21/50] change workflows macOS runner from macOS-12 to macOS-latest to reduce queue time --- .github/workflows/ci.yml | 2 +- .github/workflows/testing_pr.yml | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 7c5b6b3d..f60fe7e6 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -7,7 +7,7 @@ jobs: runs-on: ${{ matrix.os }} strategy: matrix: - os: [ubuntu-latest, windows-latest, macos-12] + os: [ubuntu-latest, windows-latest, macos-latest] python-version: ["3.9", "3.10"] steps: diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 75f62173..2ae96dc7 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -11,7 +11,7 @@ jobs: strategy: fail-fast: false matrix: - os: [windows-latest, macos-12, ubuntu-latest] + os: [windows-latest, macos-latest, ubuntu-latest] python-version: ["3.9", "3.10"] steps: From 12d3d750a5ff416e613d81afe2f3a0ec8e47a0b1 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 19 Nov 2025 14:18:16 +0100 Subject: [PATCH 22/50] macos PR fix --- .github/workflows/ci.yml | 14 +++++++------- .github/workflows/testing_pr.yml | 10 +++++----- 2 files changed, 12 insertions(+), 12 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index f60fe7e6..89e7fcce 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -7,7 +7,7 @@ jobs: runs-on: ${{ matrix.os }} strategy: matrix: - os: [ubuntu-latest, windows-latest, macos-latest] + os: [ubuntu-latest, windows-latest, macos-12] python-version: ["3.9", "3.10"] steps: @@ -19,10 +19,10 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Conda - uses: s-weigand/setup-conda@v1 + uses: s-weigand/setup-conda@v2 with: python-version: ${{ matrix.python-version }} - auto-update-conda: true + update-conda: true conda-channels: anaconda, conda-forge - name: Install pythonocc-core (Conda) @@ -33,8 +33,8 @@ jobs: run: | python -m pip install --upgrade pip python -m pip install numpy scipy matplotlib pytest pytest-cov - python -m pip install smithers[vtk] - python -m pip install .[test] + python -m pip install "smithers[vtk]" + python -m pip install ".[test]" - name: Run tests with pytest env: @@ -46,5 +46,5 @@ jobs: python -m pytest --cov-report term --cov-report xml:cobertura.xml --cov=pygem curl -s https://coverage.codacy.com/get.sh -o CodacyCoverageReporter.sh chmod +x CodacyCoverageReporter.sh - ./CodacyCoverageReporter.sh report -r cobertura.xml -t $CODACY_API_TOKEN - fi \ No newline at end of file + ./CodacyCoverageReporter.sh report -r cobertura.xml -t "$CODACY_API_TOKEN" + fi diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 2ae96dc7..8e436232 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -11,7 +11,7 @@ jobs: strategy: fail-fast: false matrix: - os: [windows-latest, macos-latest, ubuntu-latest] + os: [windows-latest, macos-12, ubuntu-latest] python-version: ["3.9", "3.10"] steps: @@ -23,10 +23,10 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Conda - uses: s-weigand/setup-conda@v1 + uses: s-weigand/setup-conda@v2 with: python-version: ${{ matrix.python-version }} - auto-update-conda: true + update-conda: true conda-channels: anaconda, conda-forge - name: Install pythonocc-core (Conda) @@ -36,8 +36,8 @@ jobs: - name: Install pip dependencies run: | python -m pip install --upgrade pip - python -m pip install smithers[vtk] - python -m pip install .[test] + python -m pip install "smithers[vtk]" + python -m pip install ".[test]" - name: Run tests with pytest run: python -m pytest From d799725c5b85c523f9648c5806e1360f55a213e2 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 19 Nov 2025 14:23:06 +0100 Subject: [PATCH 23/50] Revert "macos PR fix" This reverts commit 12d3d750a5ff416e613d81afe2f3a0ec8e47a0b1. --- .github/workflows/ci.yml | 14 +++++++------- .github/workflows/testing_pr.yml | 10 +++++----- 2 files changed, 12 insertions(+), 12 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 89e7fcce..f60fe7e6 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -7,7 +7,7 @@ jobs: runs-on: ${{ matrix.os }} strategy: matrix: - os: [ubuntu-latest, windows-latest, macos-12] + os: [ubuntu-latest, windows-latest, macos-latest] python-version: ["3.9", "3.10"] steps: @@ -19,10 +19,10 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Conda - uses: s-weigand/setup-conda@v2 + uses: s-weigand/setup-conda@v1 with: python-version: ${{ matrix.python-version }} - update-conda: true + auto-update-conda: true conda-channels: anaconda, conda-forge - name: Install pythonocc-core (Conda) @@ -33,8 +33,8 @@ jobs: run: | python -m pip install --upgrade pip python -m pip install numpy scipy matplotlib pytest pytest-cov - python -m pip install "smithers[vtk]" - python -m pip install ".[test]" + python -m pip install smithers[vtk] + python -m pip install .[test] - name: Run tests with pytest env: @@ -46,5 +46,5 @@ jobs: python -m pytest --cov-report term --cov-report xml:cobertura.xml --cov=pygem curl -s https://coverage.codacy.com/get.sh -o CodacyCoverageReporter.sh chmod +x CodacyCoverageReporter.sh - ./CodacyCoverageReporter.sh report -r cobertura.xml -t "$CODACY_API_TOKEN" - fi + ./CodacyCoverageReporter.sh report -r cobertura.xml -t $CODACY_API_TOKEN + fi \ No newline at end of file diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 8e436232..2ae96dc7 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -11,7 +11,7 @@ jobs: strategy: fail-fast: false matrix: - os: [windows-latest, macos-12, ubuntu-latest] + os: [windows-latest, macos-latest, ubuntu-latest] python-version: ["3.9", "3.10"] steps: @@ -23,10 +23,10 @@ jobs: python-version: ${{ matrix.python-version }} - name: Setup Conda - uses: s-weigand/setup-conda@v2 + uses: s-weigand/setup-conda@v1 with: python-version: ${{ matrix.python-version }} - update-conda: true + auto-update-conda: true conda-channels: anaconda, conda-forge - name: Install pythonocc-core (Conda) @@ -36,8 +36,8 @@ jobs: - name: Install pip dependencies run: | python -m pip install --upgrade pip - python -m pip install "smithers[vtk]" - python -m pip install ".[test]" + python -m pip install smithers[vtk] + python -m pip install .[test] - name: Run tests with pytest run: python -m pytest From 2e263f52b1edbbe6b1676d54709042f49ac30c7a Mon Sep 17 00:00:00 2001 From: Kshitij Kumar Pandey Date: Sun, 23 Nov 2025 11:36:18 +0100 Subject: [PATCH 24/50] Migrate Python 2 syntax to Python 3 and fix Pylint warnings in pygem/ --- pygem/__init__.py | 57 ++++++--- pygem/bffd.py | 25 ++-- pygem/cad/__init__.py | 13 +- pygem/cad/cad_deformation.py | 119 +++++++++--------- pygem/cad/custom_deformation.py | 16 +-- pygem/cad/ffd.py | 9 +- pygem/cad/idw.py | 19 ++- pygem/cad/igeshandler.py | 27 ++--- pygem/cad/nurbshandler.py | 181 +++++++++++++-------------- pygem/cad/rbf.py | 5 +- pygem/cad/stephandler.py | 30 +++-- pygem/cffd.py | 110 ++++++++++------- pygem/custom_deformation.py | 31 +++-- pygem/deformation.py | 14 +-- pygem/elmerhandler.py | 39 +++--- pygem/ffd.py | 208 +++++++++++++++++--------------- pygem/filehandler.py | 55 ++++----- pygem/idw.py | 71 ++++++----- pygem/khandler.py | 54 +++++---- pygem/mdpahandler.py | 57 ++++----- pygem/meta.py | 7 +- pygem/openfhandler.py | 43 ++++--- pygem/rbf.py | 110 ++++++++--------- pygem/rbf_factory.py | 38 +++--- pygem/stlhandler.py | 67 +++++----- pygem/unvhandler.py | 67 +++++----- pygem/utils.py | 39 +++--- pygem/vffd.py | 93 +++++++------- pygem/vtkhandler.py | 69 +++++------ 29 files changed, 855 insertions(+), 818 deletions(-) diff --git a/pygem/__init__.py b/pygem/__init__.py index c6d94388..82210d67 100644 --- a/pygem/__init__.py +++ b/pygem/__init__.py @@ -1,16 +1,4 @@ -""" -PyGeM init -""" - -__all__ = [ - "deformation", - "ffd", - "rbf", - "idw", - "rbf_factory", - "custom_deformation", - "cffd" "bffd" "vffd", -] +"""PyGeM init.""" from .deformation import Deformation from .ffd import FFD @@ -19,6 +7,47 @@ from .idw import IDW from .rbf_factory import RBFFactory from .custom_deformation import CustomDeformation -from .meta import * from .bffd import BFFD from .vffd import VFFD + +from .meta import ( + __project__, + __title__, + __author__, + __copyright__, + __license__, + __version__, + __mail__, + __maintainer__, + __status__, +) + +__all__ = [ + "Deformation", + "FFD", + "CFFD", + "RBF", + "IDW", + "RBFFactory", + "CustomDeformation", + "BFFD", + "VFFD", + "deformation", + "ffd", + "rbf", + "idw", + "rbf_factory", + "custom_deformation", + "cffd", + "bffd", + "vffd", + "__project__", + "__title__", + "__author__", + "__copyright__", + "__license__", + "__version__", + "__mail__", + "__maintainer__", + "__status__", +] diff --git a/pygem/bffd.py b/pygem/bffd.py index bb72bb9f..2fa2fe6e 100644 --- a/pygem/bffd.py +++ b/pygem/bffd.py @@ -1,10 +1,11 @@ -from pygem.cffd import CFFD import numpy as np +from pygem.cffd import CFFD + class BFFD(CFFD): - """ - Class that handles the Barycenter Free Form Deformation on the mesh points. + """Class that handles the Barycenter Free Form Deformation on the mesh + points. :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. @@ -21,11 +22,15 @@ class BFFD(CFFD): y, normalized with the box length y. :cvar numpy.ndarray array_mu_z: collects the displacements (weights) along z, normalized with the box length z. - :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. - :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. + :cvar callable fun: it defines the F of the constraint F(x)=c. + Default is the constant 1 function. + :cvar numpy.ndarray fixval: it defines the c of the constraint + F(x)=c. Default is 1. :cvar numpy.ndarray mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce the constraint. - The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement + which control points can be moved, and in what direction, + to enforce the constraint. + The tensor has shape (n_x,n_y,n_z,3), where the last + dimension indicates movement on x,y,z respectively. Default is all true. :Example: @@ -34,9 +39,11 @@ class BFFD(CFFD): >>> b = np.random.rand(3) >>> bffd = BFFD(b, [2, 2, 2]) >>> bffd.read_parameters('tests/test_datasets/parameters_test_cffd') - >>> original_mesh_points = np.load("tests/test_datasets/test_sphere_cffd.npy") + >>> original_mesh_points = + np.load("tests/test_datasets/test_sphere_cffd.npy") >>> bffd.adjust_control_points(original_mesh_points[:-4]) - >>> assert np.isclose(np.linalg.norm(bffd.fun(bffd.ffd(original_mesh_points[:-4])) - b), np.array([0.])) + >>> assert np.isclose(np.linalg.norm(bffd.fun(bffd.ffd( + ... original_mesh_points[:-4])) - b), np.array([0.])) >>> new_mesh_points = bffd.ffd(original_mesh_points) """ diff --git a/pygem/cad/__init__.py b/pygem/cad/__init__.py index 4b15c271..26efccd9 100644 --- a/pygem/cad/__init__.py +++ b/pygem/cad/__init__.py @@ -1,19 +1,10 @@ -""" -PyGeM CAD init -""" +"""PyGeM CAD init.""" try: - import OCC + pass except ModuleNotFoundError as e: print("\nOCC not found, but required to deal with CAD files") print("Install it using:") print("\tconda install -c conda-forge pythonocc-core=7.4.0") print("or visit https://github.com/tpaviot/pythonocc-core for more info\n") raise e - - -from .ffd import FFD -from .rbf import RBF -from .idw import IDW -from .custom_deformation import CustomDeformation -from .cad_deformation import CADDeformation diff --git a/pygem/cad/cad_deformation.py b/pygem/cad/cad_deformation.py index 3bc5b70e..2efa7dc8 100644 --- a/pygem/cad/cad_deformation.py +++ b/pygem/cad/cad_deformation.py @@ -1,54 +1,50 @@ -""" -Module for generic deformation for CAD file. -""" +"""Module for generic deformation for CAD file.""" import os -import numpy as np from itertools import product -from OCC.Core.TopoDS import ( - TopoDS_Shape, - TopoDS_Compound, - TopoDS_Face, - TopoDS_Edge, - TopoDS_Wire, - topods -) -from OCC.Core.BRep import BRep_Builder -from OCC.Core.TopExp import TopExp_Explorer -from OCC.Core.TopAbs import TopAbs_EDGE, TopAbs_FACE, TopAbs_WIRE -from OCC.Core.TopTools import TopTools_ListOfShape + +import numpy as np +from OCC.Core.BRep import BRep_Builder, BRep_Tool, BRep_Tool_Curve from OCC.Core.BRepBuilderAPI import ( + BRepBuilderAPI_MakeEdge, BRepBuilderAPI_MakeFace, BRepBuilderAPI_MakeWire, - BRepBuilderAPI_MakeEdge, BRepBuilderAPI_NurbsConvert, ) -from OCC.Core.BRep import BRep_Tool, BRep_Tool_Curve +from OCC.Core.BRepTools import breptools_OuterWire from OCC.Core.Geom import Geom_BSplineCurve, Geom_BSplineSurface from OCC.Core.GeomConvert import ( - geomconvert_SurfaceToBSplineSurface, - geomconvert_CurveToBSplineCurve, GeomConvert_CompCurveToBSplineCurve, + geomconvert_CurveToBSplineCurve, + geomconvert_SurfaceToBSplineSurface, ) from OCC.Core.gp import gp_Pnt -from OCC.Core.BRepTools import breptools_OuterWire from OCC.Core.IFSelect import IFSelect_RetDone +from OCC.Core.IGESControl import ( + IGESControl_Controller_Init, + IGESControl_Reader, + IGESControl_Writer, +) from OCC.Core.Interface import Interface_Static_SetCVal from OCC.Core.STEPControl import ( - STEPControl_Writer, - STEPControl_Reader, STEPControl_AsIs, + STEPControl_Reader, + STEPControl_Writer, ) -from OCC.Core.IGESControl import ( - IGESControl_Writer, - IGESControl_Reader, - IGESControl_Controller_Init, +from OCC.Core.TopAbs import TopAbs_EDGE, TopAbs_FACE, TopAbs_WIRE +from OCC.Core.TopExp import TopExp_Explorer +from OCC.Core.TopoDS import ( + TopoDS_Compound, + TopoDS_Face, + TopoDS_Shape, + TopoDS_Wire, + topods, ) +from OCC.Core.TopTools import TopTools_ListOfShape class CADDeformation: - """ - Base class for applting deformation to CAD geometries. + """Base class for applting deformation to CAD geometries. :param int u_knots_to_add: the number of knots to add to the NURBS surfaces along `u` direction before the deformation. This parameter is useful @@ -93,7 +89,11 @@ class CADDeformation: """ def __init__( - self, u_knots_to_add=0, v_knots_to_add=0, t_knots_to_add=0, tolerance=1e-4 + self, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4, ): self.u_knots_to_add = u_knots_to_add self.v_knots_to_add = v_knots_to_add @@ -154,14 +154,14 @@ def write_shape(filename, shape): """ def write_iges(filename, shape): - """IGES writer""" + """IGES writer.""" IGESControl_Controller_Init() writer = IGESControl_Writer() writer.AddShape(shape) writer.Write(filename) def write_step(filename, shape): - """STEP writer""" + """STEP writer.""" step_writer = STEPControl_Writer() # Changes write schema to STEP standard AP203 # It is considered the most secure standard for STEP. @@ -184,8 +184,7 @@ def write_step(filename, shape): writer(filename, shape) def _bspline_surface_from_face(self, face): - """ - Private method that takes a TopoDS_Face and transforms it into a + """Private method that takes a TopoDS_Face and transforms it into a Bspline_Surface. :param TopoDS_Face face: the TopoDS_Face to be converted @@ -202,8 +201,7 @@ def _bspline_surface_from_face(self, face): return bspline_surface def _bspline_curve_from_wire(self, wire): - """ - Private method that takes a TopoDS_Wire and transforms it into a + """Private method that takes a TopoDS_Wire and transforms it into a Bspline_Curve. :param TopoDS_Wire wire: the TopoDS_Face to be converted @@ -247,8 +245,7 @@ def _bspline_curve_from_wire(self, wire): return comp_curve def _enrich_curve_knots(self, bsp_curve): - """ - Private method that adds `self.t_knots_to_add` poles to the passed + """Private method that adds `self.t_knots_to_add` poles to the passed curve. :param Geom_BSplineCurve bsp_curve: the NURBS curve to enrich @@ -263,17 +260,19 @@ def _enrich_curve_knots(self, bsp_curve): last_param = bsp_curve.LastParameter() for i in range(self.t_knots_to_add): bsp_curve.InsertKnot( - first_param + i * (last_param - first_param) / self.t_knots_to_add, + first_param + + i * (last_param - first_param) / self.t_knots_to_add, 1, self.tolerance, ) def _enrich_surface_knots(self, bsp_surface): - """ - Private method that adds `self.u_knots_to_add` and `self.v_knots_to_add` - knots to the input surface `bsp_surface`, in u and v direction respectively. + """Private method that adds `self.u_knots_to_add` and + `self.v_knots_to_add` knots to the input surface `bsp_surface`, in u + and v direction respectively. - :param Geom_BSplineCurve bsp_surface: the NURBS surface to enrich + :param Geom_BSplineCurve bsp_surface: the NURBS surface to + enrich """ if not isinstance(bsp_surface, Geom_BSplineSurface): raise TypeError("bsp_surface must be a Geom_BSplineSurface") @@ -297,18 +296,20 @@ def _enrich_surface_knots(self, bsp_surface): ) def _pole_get_components(self, pole): - """Extract component from gp_Pnt""" + """Extract component from gp_Pnt.""" return pole.X(), pole.Y(), pole.Z() def _pole_set_components(self, components): - """Return a gp_Pnt with the passed components""" - assert len(components) == 3 + """Return a gp_Pnt with the passed components.""" + if len(components) != 3: + raise ValueError( + f"Expected 3 components for gp_Pnt, got {len(components)}" + ) return gp_Pnt(*components) def _deform_bspline_curve(self, bsp_curve): - """ - Private method that deforms the control points of `bsp_curve` using the - inherited method. All the changes are performed in place. + """Private method that deforms the control points of `bsp_curve` using + the inherited method. All the changes are performed in place. :param Geom_Bspline_Curve bsp_curve: the curve to deform """ @@ -336,9 +337,8 @@ def _deform_bspline_curve(self, bsp_curve): bsp_curve.SetPole(pole_id + 1, new_pole) def _deform_bspline_surface(self, bsp_surface): - """ - Private method that deforms the control points of `surface` using the - inherited method. All the changes are performed in place. + """Private method that deforms the control points of `surface` using + the inherited method. All the changes are performed in place. :param Geom_Bspline_Surface bsp_surface: the surface to deform """ @@ -368,12 +368,11 @@ def _deform_bspline_surface(self, bsp_surface): bsp_surface.SetPole(u + 1, v + 1, new_pole) def __call__(self, obj, dst=None): - """ - This method performs the deformation on the CAD geometry. If `obj` is a - TopoDS_Shape, the method returns a TopoDS_Shape containing the deformed - geometry. If `obj` is a filename, the method deforms the geometry - contained in the file and writes the deformed shape to `dst` (which has - to be set). + """This method performs the deformation on the CAD geometry. If `obj` + is a TopoDS_Shape, the method returns a TopoDS_Shape containing the + deformed geometry. If `obj` is a filename, the method deforms the + geometry contained in the file and writes the deformed shape to `dst` + (which has to be set). :param obj: the input geometry. :type obj: str or TopoDS_Shape @@ -484,7 +483,9 @@ def __call__(self, obj, dst=None): # so once we finished looping on all the wires to modify them, # we first use the only outer one to trim the surface # face builder object - face_maker = BRepBuilderAPI_MakeFace(bspline_surface, outer_wires[0]) + face_maker = BRepBuilderAPI_MakeFace( + bspline_surface, outer_wires[0] + ) # and then add all other inner wires for the holes for inner_wire in inner_wires: diff --git a/pygem/cad/custom_deformation.py b/pygem/cad/custom_deformation.py index c3cbe93b..858d084b 100644 --- a/pygem/cad/custom_deformation.py +++ b/pygem/cad/custom_deformation.py @@ -1,15 +1,12 @@ -""" -Module for custom deformations to CAD geometries. -""" +"""Module for custom deformations to CAD geometries.""" -import numpy as np from pygem import CustomDeformation as OriginalCustomDeformation + from .cad_deformation import CADDeformation class CustomDeformation(CADDeformation, OriginalCustomDeformation): - """ - Class to perform a custom deformation to the CAD geometries. + """Class to perform a custom deformation to the CAD geometries. :param callable func: the function definying the deformation of the input points. This function should take as input: *i*) a 2D array of shape @@ -67,7 +64,12 @@ class CustomDeformation(CADDeformation, OriginalCustomDeformation): """ def __init__( - self, func, u_knots_to_add=0, v_knots_to_add=0, t_knots_to_add=0, tolerance=1e-4 + self, + func, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4, ): OriginalCustomDeformation.__init__(self, func) CADDeformation.__init__( diff --git a/pygem/cad/ffd.py b/pygem/cad/ffd.py index bea7ea80..dfdfea21 100644 --- a/pygem/cad/ffd.py +++ b/pygem/cad/ffd.py @@ -1,5 +1,4 @@ -""" -Utilities for performing Free Form Deformation (FFD) to CAD geometries. +"""Utilities for performing Free Form Deformation (FFD) to CAD geometries. :Theoretical Insight: @@ -38,17 +37,15 @@ You can try to add more shapes to the lattice to allow more and more involved transformations. - """ -import numpy as np from pygem import FFD as OriginalFFD + from .cad_deformation import CADDeformation class FFD(CADDeformation, OriginalFFD): - """ - Class that handles the Free Form Deformation on CAD geometries. + """Class that handles the Free Form Deformation on CAD geometries. :param list n_control_points: number of control points in the x, y, and z direction. If not provided it is set to [2, 2, 2]. diff --git a/pygem/cad/idw.py b/pygem/cad/idw.py index 903afbeb..ba0a94af 100644 --- a/pygem/cad/idw.py +++ b/pygem/cad/idw.py @@ -1,11 +1,10 @@ -""" -Module focused on the Inverse Distance Weighting interpolation technique. +"""Module focused on the Inverse Distance Weighting interpolation technique. The IDW algorithm is an average moving interpolation that is usually applied to -highly variable data. The main idea of this interpolation strategy lies in -fact that it is not desirable to honour local high/low values but rather to look -at a moving average of nearby data points and estimate the local trends. -The node value is calculated by averaging the weighted sum of all the points. -Data points that lie progressively farther from the node inuence much less the +highly variable data. The main idea of this interpolation strategy lies in fact +that it is not desirable to honour local high/low values but rather to look at +a moving average of nearby data points and estimate the local trends. The node +value is calculated by averaging the weighted sum of all the points. Data +points that lie progressively farther from the node inuence much less the computed value than those lying closer to the node. :Theoretical Insight: @@ -37,14 +36,14 @@ 2. """ -import numpy as np from pygem import IDW as OriginalIDW + from .cad_deformation import CADDeformation class IDW(CADDeformation, OriginalIDW): - """ - Class that perform the Inverse Distance Weighting (IDW) on CAD geometries. + """Class that perform the Inverse Distance Weighting (IDW) on CAD + geometries. :param int power: the power parameter. The default value is 2. :param numpy.ndarray original_control_points: it is an diff --git a/pygem/cad/igeshandler.py b/pygem/cad/igeshandler.py index 67200140..c1255338 100644 --- a/pygem/cad/igeshandler.py +++ b/pygem/cad/igeshandler.py @@ -1,19 +1,17 @@ -""" -Derived module from filehandler.py to handle iges and igs files. -""" +"""Derived module from filehandler.py to handle iges and igs files.""" +from OCC.Core.IFSelect import IFSelect_RetDone from OCC.Core.IGESControl import ( + IGESControl_Controller_Init, IGESControl_Reader, IGESControl_Writer, - IGESControl_Controller_Init, ) -from OCC.Core.IFSelect import IFSelect_RetDone + from pygem.cad import NurbsHandler class IgesHandler(NurbsHandler): - """ - Iges file handler class + """Iges file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. @@ -38,12 +36,10 @@ def __init__(self): self.extensions = [".iges", ".igs"] def load_shape_from_file(self, filename): - """ - This class method loads a shape from the file `filename`. - - :param string filename: name of the input file. - It should have proper extension (.iges or .igs) + """This class method loads a shape from the file `filename`. + :param string filename: name of the input file. It should have + proper extension (.iges or .igs) :return: shape: loaded shape :rtype: TopoDS_Shape """ @@ -61,12 +57,11 @@ def load_shape_from_file(self, filename): return shape def write_shape_to_file(self, shape, filename): - """ - This class method saves the `shape` to the file `filename`. + """This class method saves the `shape` to the file `filename`. :param: TopoDS_Shape shape: loaded shape - :param string filename: name of the input file. - It should have proper extension (.iges or .igs) + :param string filename: name of the input file. It should have + proper extension (.iges or .igs) """ self._check_filename_type(filename) self._check_extension(filename) diff --git a/pygem/cad/nurbshandler.py b/pygem/cad/nurbshandler.py index 6a5ed661..c0941c8a 100644 --- a/pygem/cad/nurbshandler.py +++ b/pygem/cad/nurbshandler.py @@ -1,27 +1,28 @@ -""" -Derived module from filehandler.py to handle iges/igs and step/stp files. -Implements all methods for parsing an object and applying FFD. -File handling operations (reading/writing) must be implemented -in derived classes. +"""Derived module from filehandler.py to handle iges/igs and step/stp files. + +Implements all methods for parsing an object and applying FFD. File +handling operations (reading/writing) must be implemented in derived +classes. """ import os + import numpy as np -from OCC.Core.BRep import BRep_Tool, BRep_Builder, BRep_Tool_Curve -from OCC.Core.BRepMesh import BRepMesh_IncrementalMesh -from OCC.Core.BRepAlgo import brepalgo_IsValid +from matplotlib import pyplot +from mpl_toolkits import mplot3d +from OCC.Core.BRep import BRep_Builder, BRep_Tool, BRep_Tool_Curve from OCC.Core.BRepBuilderAPI import ( BRepBuilderAPI_MakeEdge, BRepBuilderAPI_MakeFace, - BRepBuilderAPI_NurbsConvert, BRepBuilderAPI_MakeWire, + BRepBuilderAPI_NurbsConvert, BRepBuilderAPI_Sewing, ) +from OCC.Core.BRepMesh import BRepMesh_IncrementalMesh from OCC.Core.BRepOffsetAPI import BRepOffsetAPI_FindContigousEdges -from OCC.Display.SimpleGui import init_display from OCC.Core.GeomConvert import ( - geomconvert_SurfaceToBSplineSurface, geomconvert_CurveToBSplineCurve, + geomconvert_SurfaceToBSplineSurface, ) from OCC.Core.gp import gp_Pnt, gp_XYZ from OCC.Core.Precision import precision_Confusion @@ -30,31 +31,30 @@ from OCC.Core.StlAPI import StlAPI_Writer from OCC.Core.TColgp import TColgp_Array1OfPnt, TColgp_Array2OfPnt from OCC.Core.TopAbs import ( - TopAbs_FACE, TopAbs_EDGE, - TopAbs_WIRE, + TopAbs_FACE, TopAbs_FORWARD, TopAbs_SHELL, + TopAbs_WIRE, ) from OCC.Core.TopExp import TopExp_Explorer, topexp from OCC.Core.TopoDS import ( - topods_Face, TopoDS_Compound, - topods_Shell, + TopoDS_Shape, + topods, topods_Edge, + topods_Face, + topods_Shell, topods_Wire, - topods, - TopoDS_Shape, ) -from matplotlib import pyplot -from mpl_toolkits import mplot3d +from OCC.Display.SimpleGui import init_display from stl import mesh + import pygem.filehandler as fh class NurbsHandler(fh.FileHandler): - """ - Nurbs file handler base class + """Nurbs file handler base class. :cvar str infile: name of the input file to be processed. :cvar str outfile: name of the output file where to write in. @@ -73,36 +73,37 @@ class NurbsHandler(fh.FileHandler): """ def __init__(self): - super(NurbsHandler, self).__init__() + super().__init__() self._control_point_position = None self.tolerance = 1e-6 self.shape = None self.check_topo = 0 def _check_infile_instantiation(self): - """ - This private method checks if `self.infile` and `self.shape` are - instantiated. If not it means that nobody called the parse method - and at least one of them is None. If the check fails it raises a + """This private method checks if `self.infile` and `self.shape` are + instantiated. + + If not it means that nobody called the parse method and at least + one of them is None. If the check fails it raises a RuntimeError. """ if not self.shape or not self.infile: - raise RuntimeError("You can not write a file without having parsed one.") + raise RuntimeError( + "You can not write a file without having parsed one." + ) def load_shape_from_file(self, filename): - """ - Abstract method to load a specific file as a shape. + """Abstract method to load a specific file as a shape. Not implemented, it has to be implemented in subclasses. """ raise NotImplementedError( "Subclass must implement abstract method" - "{}.load_shape_from_file".format(self.__class__.__name__) + f"{self.__class__.__name__}.load_shape_from_file" ) - def parse(self, filename): - """ - Method to parse the file `filename`. It returns a matrix with all + def parse(self, filename): # pylint: disable=arguments-differ + """Method to parse the file `filename`. It returns a matrix with all the coordinates. :param string filename: name of the input file. @@ -110,7 +111,6 @@ def parse(self, filename): :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray - """ self.infile = filename self.shape = self.load_shape_from_file(filename) @@ -123,7 +123,8 @@ def parse(self, filename): mesh_points = np.zeros(shape=(0, 3)) while faces_explorer.More(): - # performing some conversions to get the right format (BSplineSurface) + # performing some conversions to get the right + # format (BSplineSurface) face = topods_Face(faces_explorer.Current()) nurbs_converter = BRepBuilderAPI_NurbsConvert(face) nurbs_converter.Perform(face) @@ -137,7 +138,9 @@ def parse(self, filename): # extract the Control Points of each face n_poles_u = occ_face.NbUPoles() n_poles_v = occ_face.NbVPoles() - control_polygon_coordinates = np.zeros(shape=(n_poles_u * n_poles_v, 3)) + control_polygon_coordinates = np.zeros( + shape=(n_poles_u * n_poles_v, 3) + ) # cycle over the poles to get their coordinates i = 0 @@ -154,7 +157,9 @@ def parse(self, filename): i += 1 # pushing the control points coordinates to the mesh_points array # (used for FFD) - mesh_points = np.append(mesh_points, control_polygon_coordinates, axis=0) + mesh_points = np.append( + mesh_points, control_polygon_coordinates, axis=0 + ) control_point_position.append( control_point_position[-1] + n_poles_u * n_poles_v ) @@ -164,11 +169,12 @@ def parse(self, filename): self._control_point_position = control_point_position return mesh_points - def write(self, mesh_points, filename, tolerance=None): - """ - Writes a output file, called `filename`, copying all the structures - from self.filename but the coordinates. `mesh_points` is a matrix - that contains the new coordinates to write in the output file. + def write( + self, mesh_points, filename, tolerance=None + ): # pylint: disable=arguments-differ + """Writes a output file, called `filename`, copying all the structures + from self.filename but the coordinates. `mesh_points` is a matrix that + contains the new coordinates to write in the output file. :param numpy.ndarray mesh_points: it is a *n_points*-by-3 matrix containing the coordinates of the points of the mesh. @@ -257,8 +263,7 @@ def write(self, mesh_points, filename, tolerance=None): self.write_shape_to_file(compound, self.outfile) def check_topology(self): - """ - Method to check the topology of imported geometry; it sets + """Method to check the topology of imported geometry; it sets *self.check_topo* as: - 0 if 1 solid = 1 shell = n faces @@ -295,9 +300,8 @@ def check_topology(self): @staticmethod def parse_face(topo_face): - """ - Method to parse a single `Face` (a single patch nurbs surface). - It returns a matrix with all the coordinates of control points of the + """Method to parse a single `Face` (a single patch nurbs surface). It + returns a matrix with all the coordinates of control points of the `Face` and a second list with all the control points related to the `Edges` of the `Face.` @@ -306,7 +310,6 @@ def parse_face(topo_face): :return: control points of the `Face`, control points related to `Edges`. :rtype: tuple(numpy.ndarray, list) - """ # get some Face - Edge - Vertex data map information mesh_points_edge = [] @@ -321,7 +324,9 @@ def parse_face(topo_face): bspline_converter = BRepBuilderAPI_NurbsConvert(edge) bspline_converter.Perform(edge) bspline_tshape_edge = bspline_converter.Shape() - h_geom_edge = BRep_Tool_Curve(topods_Edge(bspline_tshape_edge))[0] + h_geom_edge = BRep_Tool_Curve(topods_Edge(bspline_tshape_edge))[ + 0 + ] h_bspline_edge = geomconvert_CurveToBSplineCurve(h_geom_edge) bspline_geom_edge = h_bspline_edge @@ -368,17 +373,17 @@ def parse_face(topo_face): ctrlpt_position = np.array( [[ctrlpt.Coord(1), ctrlpt.Coord(2), ctrlpt.Coord(3)]] ) - mesh_points_face = np.append(mesh_points_face, ctrlpt_position, axis=0) + mesh_points_face = np.append( + mesh_points_face, ctrlpt_position, axis=0 + ) return mesh_points_face, mesh_points_edge def parse_shape(self, filename): - """ - Method to parse a Shape with multiple objects (1 compound = multi-shells - and 1 shell = multi-faces) - It returns a list of matrix with all the coordinates of control points - of each Face and a second list with all the control points related to - Edges of each Face. + """Method to parse a Shape with multiple objects (1 compound = multi- + shells and 1 shell = multi-faces) It returns a list of matrix with all + the coordinates of control points of each Face and a second list with + all the control points related to Edges of each Face. :param str filename: the input filename. @@ -386,7 +391,6 @@ def parse_shape(self, filename): the coordinates of the control points of the Face (surface), edge_points: it is a list of numpy.narray) :rtype: a list of shells - """ self.infile = filename self.shape = self.load_shape_from_file(filename) @@ -436,15 +440,11 @@ def parse_shape(self, filename): @staticmethod def write_edge(points_edge, topo_edge): - """ - Method to recreate an Edge associated to a geometric curve - after the modification of its points. - :param points_edge: the deformed points array. - :param topo_edge: the Edge to be modified - :return: Edge (Shape) + """Method to recreate an Edge associated to a geometric curve after the + modification of its points. :param points_edge: the deformed points + array. :param topo_edge: the Edge to be modified :return: Edge (Shape) :rtype: TopoDS_Edge - """ # convert Edge to Geom B-spline Curve nurbs_converter = BRepBuilderAPI_NurbsConvert(topo_edge) @@ -474,18 +474,16 @@ def write_edge(points_edge, topo_edge): return new_edge.Edge() def write_face(self, points_face, list_points_edge, topo_face, toledge): - """ - Method to recreate a Face associated to a geometric surface - after the modification of Face points. It returns a TopoDS_Face. + """Method to recreate a Face associated to a geometric surface after + the modification of Face points. It returns a TopoDS_Face. :param points_face: the new face points array. :param list_points_edge: new edge points :param topo_face: the face to be modified - :param toledge: tolerance on the surface creation after modification + :param toledge: tolerance on the surface creation after + modification :return: TopoDS_Face (Shape) - :rtype: TopoDS_Shape - """ # convert Face to Geom B-spline Surface @@ -578,7 +576,9 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): stol.SetTolerance(new_edge_toadd, toledge * 10.0) new_bspline_twire.Add(new_edge_toadd) else: - deformed_edge_revers = deformed_edges[np.abs(deformed_edge_i) - 1] + deformed_edge_revers = deformed_edges[ + np.abs(deformed_edge_i) - 1 + ] stol.SetTolerance(deformed_edge_revers, toledge) new_bspline_twire.Add(deformed_edge_revers) if new_bspline_twire.Error() != 0: @@ -592,12 +592,9 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): @staticmethod def combine_faces(compshape, sew_tolerance): - """ - Method to combine faces in a shell by adding connectivity and continuity - :param compshape: TopoDS_Shape - :param sew_tolerance: tolerance for sewing - :return: Topo_Shell - """ + """Method to combine faces in a shell by adding connectivity and + continuity :param compshape: TopoDS_Shape :param sew_tolerance: + tolerance for sewing :return: Topo_Shell.""" offsew = BRepOffsetAPI_FindContigousEdges(sew_tolerance) sew = BRepBuilderAPI_Sewing(sew_tolerance) @@ -637,16 +634,14 @@ def combine_faces(compshape, sew_tolerance): return new_shell def write_shape(self, l_shells, filename, tol): - """ - Method to recreate a TopoDS_Shape associated to a geometric shape - after the modification of points of each Face. It - returns a TopoDS_Shape (Shape). + """Method to recreate a TopoDS_Shape associated to a geometric shape + after the modification of points of each Face. It returns a + TopoDS_Shape (Shape). :param l_shells: the list of shells after initial parsing :param filename: the output filename :param tol: tolerance on the surface creation after modification :return: None - """ self.outfile = filename # global compound containing multiple shells @@ -688,12 +683,12 @@ def write_shape(self, l_shells, filename, tol): faces_explorer.Next() new_shell = self.combine_faces(comp, 0.01) - itype = TopoDS_Shape.ShapeType(new_shell) + TopoDS_Shape.ShapeType(new_shell) # add the new shell to the global compound global_compound_builder.Add(global_comp, new_shell) # TODO - # print("Shell {0} of type {1} Processed ".format(ishell, itype)) + #print("Shell {0} of type {1} Processed ".format(ishell, itype)) # print "==============================================" ishell += 1 @@ -723,7 +718,7 @@ def write_shape(self, l_shells, filename, tol): faces_explorer.Next() new_shell = self.combine_faces(comp, 0.01) - itype = TopoDS_Shape.ShapeType(new_shell) + TopoDS_Shape.ShapeType(new_shell) # add the new shell to the global compound global_compound_builder.Add(global_comp, new_shell) @@ -734,8 +729,7 @@ def write_shape(self, l_shells, filename, tol): self.write_shape_to_file(global_comp, self.outfile) def write_shape_to_file(self, shape, filename): - """ - Abstract method to write the 'shape' to the `filename`. + """Abstract method to write the 'shape' to the `filename`. Not implemented, it has to be implemented in subclasses. """ @@ -746,14 +740,12 @@ def write_shape_to_file(self, shape, filename): ) def plot(self, plot_file=None, save_fig=False): - """ - Method to plot a file. If `plot_file` is not given it plots + """Method to plot a file. If `plot_file` is not given it plots `self.shape`. :param string plot_file: the filename you want to plot. :param bool save_fig: a flag to save the figure in png or not. If True the plot is not shown. - :return: figure: matlplotlib structure for the figure of the chosen geometry :rtype: matplotlib.pyplot.figure @@ -772,7 +764,7 @@ def plot(self, plot_file=None, save_fig=False): stl_mesh = BRepMesh_IncrementalMesh(shape, 0.01) stl_mesh.Perform() - f = stl_writer.Write(shape, "aux_figure.stl") + stl_writer.Write(shape, "aux_figure.stl") # Create a new plot figure = pyplot.figure() @@ -781,7 +773,9 @@ def plot(self, plot_file=None, save_fig=False): # Load the STL files and add the vectors to the plot stl_mesh = mesh.Mesh.from_file("aux_figure.stl") os.remove("aux_figure.stl") - axes.add_collection3d(mplot3d.art3d.Poly3DCollection(stl_mesh.vectors / 1000)) + axes.add_collection3d( + mplot3d.art3d.Poly3DCollection(stl_mesh.vectors / 1000) + ) # Get the limits of the axis and center the geometry max_dim = np.array( @@ -822,8 +816,7 @@ def plot(self, plot_file=None, save_fig=False): return figure def show(self, show_file=None): - """ - Method to show a file. If `show_file` is not given it plots + """Method to show a file. If `show_file` is not given it plots `self.shape`. :param string show_file: the filename you want to show. diff --git a/pygem/cad/rbf.py b/pygem/cad/rbf.py index 9709332a..0c9b5cae 100644 --- a/pygem/cad/rbf.py +++ b/pygem/cad/rbf.py @@ -56,14 +56,13 @@ implemented below. """ -import numpy as np from pygem import RBF as OriginalRBF + from .cad_deformation import CADDeformation class RBF(CADDeformation, OriginalRBF): - """ - Class that handles the Radial Basis Functions interpolation on CAD + """Class that handles the Radial Basis Functions interpolation on CAD geometries. :param numpy.ndarray original_control_points: it is an diff --git a/pygem/cad/stephandler.py b/pygem/cad/stephandler.py index 239d7a58..1c57d668 100644 --- a/pygem/cad/stephandler.py +++ b/pygem/cad/stephandler.py @@ -1,17 +1,18 @@ -""" -Derived module from nurbshandler.py to handle step and stp files. -""" +"""Derived module from nurbshandler.py to handle step and stp files.""" from OCC.Core.IFSelect import IFSelect_RetDone from OCC.Core.Interface import Interface_Static_SetCVal -from OCC.Core.STEPControl import STEPControl_Writer, STEPControl_Reader -from OCC.Core.STEPControl import STEPControl_AsIs +from OCC.Core.STEPControl import ( + STEPControl_AsIs, + STEPControl_Reader, + STEPControl_Writer, +) + from pygem.cad import NurbsHandler class StepHandler(NurbsHandler): - """ - Step file handler class + """Step file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. @@ -38,12 +39,10 @@ def __init__(self): self.extensions = [".step", ".stp"] def load_shape_from_file(self, filename): - """ - This method loads a shape from the file `filename`. - - :param string filename: name of the input file. - It should have proper extension (.step or .stp) + """This method loads a shape from the file `filename`. + :param string filename: name of the input file. It should have + proper extension (.step or .stp) :return: shape: loaded shape :rtype: TopoDS_Shape """ @@ -64,12 +63,11 @@ def load_shape_from_file(self, filename): raise RuntimeError("Cannot read the file.") def write_shape_to_file(self, shape, filename): - """ - This method saves the `shape` to the file `filename`. + """This method saves the `shape` to the file `filename`. :param: TopoDS_Shape shape: loaded shape - :param string filename: name of the input file. - It should have proper extension (.step or .stp) + :param string filename: name of the input file. It should have + proper extension (.step or .stp) """ self._check_filename_type(filename) self._check_extension(filename) diff --git a/pygem/cffd.py b/pygem/cffd.py index aa307e3d..0774f48e 100644 --- a/pygem/cffd.py +++ b/pygem/cffd.py @@ -1,27 +1,29 @@ -""" -Utilities for performing Constrained Free Form Deformation (CFFD). +"""Utilities for performing Constrained Free Form Deformation (CFFD). :Theoretical Insight: - It performs Free Form Deformation while trying to enforce a costraint of the form F(x)=c. - The constraint is enforced exactly (up to numerical errors) if and only if the function is linear. - For details on Free Form Deformation see the mother class. - +It performs Free Form Deformation while trying to enforce a costraint of +the form F(x)=c. The constraint is enforced exactly (up to numerical +errors) if and only if the function is linear. For details on Free Form +Deformation see the mother class. """ -from pygem.ffd import FFD import numpy as np -from scipy.optimize import LinearConstraint, differential_evolution + +from pygem.ffd import FFD class CFFD(FFD): - """ - Class that handles the Constrained Free Form Deformation on the mesh points. + """Class that handles the Constrained Free Form Deformation on the mesh + points. :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. - The second one is for functions that are F in the coordinates of the points. The first option implies the second, but is optimal for that class of functions. + :param string mode: it can be ``affine`` or ``triaffine``. The first option + is for the F that are affine in all the coordinates of the points. + The second one is for functions that are F in the coordinates of the + points. The first option implies the second, but is optimal for + that class of functions. :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of @@ -34,29 +36,36 @@ class CFFD(FFD): y, normalized with the box length y. :cvar numpy.ndarray array_mu_z: collects the displacements (weights) along z, normalized with the box length z. - :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. - :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. + :cvar callable fun: it defines the F of the constraint F(x)=c. + Default is the constant 1 function. + :cvar numpy.ndarray fixval: it defines the c of the + constraint F(x)=c. Default is 1. :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce the constraint. - The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement + which control points can be moved, and in what direction, + to enforce the constraint. + The tensor has shape (n_x,n_y,n_z,3), where the last dimension + indicates movement on x,y,z respectively. Default is all true. :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class - on which axis which constraint depends on. The tensor has shape (n_cons,3), where the last dimension indicates dependency on - on x,y,z respectively. Default is all true. It used only in the triaffine mode. + on which axis which constraint depends on. The tensor has shape + (n_cons,3), where the last dimension indicates dependency + on x,y,z respectively. Default is all true. + It used only in the triaffine mode. :Example: >>> from pygem import CFFD >>> import numpy as np - >>> original_mesh_points = np.load("tests/test_datasets/test_sphere_cffd.npy") - >>> A = np.random.rand(3, original_mesh_points[:-4].reshape(-1).shape[0]) + >>> original_mesh_points = + np.load("tests/test_datasets/test_sphere_cffd.npy") + >>> A= np.random.rand(3, original_mesh_points[:-4].reshape(-1).shape[0]) >>> fun = lambda x: A @ x.reshape(-1) >>> b = np.random.rand(3) >>> cffd = CFFD(b, fun, [2, 2, 2]) >>> cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') >>> cffd.adjust_control_points(original_mesh_points[:-4]) - >>> assert np.isclose(np.linalg.norm(fun(cffd.ffd(original_mesh_points[:-4])) - b), np.array([0.]), atol = 1e-06) + >>> assert np.isclose(np.linalg.norm(fun(cffd.ffd(original_mesh_points + ... [:-4])) - b), np.array([0.]), atol = 1e-06) >>> new_mesh_points = cffd.ffd(original_mesh_points) - """ def __init__( @@ -65,7 +74,9 @@ def __init__( super().__init__(n_control_points) if ffd_mask is None: - self.ffd_mask = np.full((*self.n_control_points, 3), True, dtype=bool) + self.ffd_mask = np.full( + (*self.n_control_points, 3), True, dtype=bool + ) else: self.ffd_mask = ffd_mask @@ -78,11 +89,10 @@ def __init__( self.fun_mask = fun_mask def adjust_control_points(self, src_pts): - """ - Adjust the FFD control points such that fun(ffd(src_pts))=fixval + """Adjust the FFD control points such that fun(ffd(src_pts))=fixval. - :param np.ndarray src_pts: the points whose deformation we want to be - constrained. + :param np.ndarray src_pts: the points whose deformation we want + to be constrained. :rtype: None. """ hyper_param = self.fun_mask.copy().astype(float) @@ -91,20 +101,31 @@ def adjust_control_points(self, src_pts): fixval_bak = self.fixval.copy() diffvolume = self.fixval - self.fun(self.ffd(src_pts)) for i in range(3): - self.ffd_mask = np.full((*self.n_control_points, 3), False, dtype=bool) + self.ffd_mask = np.full( + (*self.n_control_points, 3), False, dtype=bool + ) self.ffd_mask[:, :, :, i] = mask_bak[:, :, :, i].copy() - self.fixval = self.fun(self.ffd(src_pts)) + hyper_param[:, i] * (diffvolume) + self.fixval = self.fun(self.ffd(src_pts)) + hyper_param[:, i] * ( + diffvolume + ) saved_parameters = self._save_parameters() indices = np.arange(np.prod(self.n_control_points) * 3)[ self.ffd_mask.reshape(-1) ] - A, b = self._compute_linear_map(src_pts, saved_parameters.copy(), indices) +# pylint: disable=C0103 + A, b = self._compute_linear_map( + src_pts, saved_parameters.copy(), indices + ) A = A[self.fun_mask[:, i].reshape(-1), :] b = b[self.fun_mask[:, i].reshape(-1)] d = A @ saved_parameters[indices] + b fixval = self.fixval[self.fun_mask[:, i].reshape(-1)] deltax = np.linalg.multi_dot( - [A.T, np.linalg.inv(np.linalg.multi_dot([A, A.T])), (fixval - d)] + [ + A.T, + np.linalg.inv(np.linalg.multi_dot([A, A.T])), + (fixval - d), + ] ) saved_parameters[indices] = saved_parameters[indices] + deltax self._load_parameters(saved_parameters) @@ -112,8 +133,7 @@ def adjust_control_points(self, src_pts): self.fixval = fixval_bak.copy() def ffd(self, src_pts): - """ - Performs Classic Free Form Deformation. + """Performs Classic Free Form Deformation. :param np.ndarray src_pts: the points to deform. :return: the deformed points. @@ -122,10 +142,10 @@ def ffd(self, src_pts): return super().__call__(src_pts) def _save_parameters(self): - """ - Saves the FFD control points in an array of shape [n_x,ny,nz,3]. + """Saves the FFD control points in an array of shape [n_x,ny,nz,3]. - :return: the FFD control points in an array of shape [n_x,ny,nz,3]. + :return: the FFD control points in an array of shape + [n_x,ny,nz,3]. :rtype: numpy.ndarray """ tmp = np.zeros([*self.n_control_points, 3]) @@ -135,8 +155,7 @@ def _save_parameters(self): return tmp.reshape(-1) def _load_parameters(self, tmp): - """ - Loads the FFD control points from an array of shape [n_x,ny,nz,3]. + """Loads the FFD control points from an array of shape [n_x,ny,nz,3]. :param np.ndarray tmp: the array of FFD control points. :rtype: None @@ -147,11 +166,12 @@ def _load_parameters(self, tmp): self.array_mu_z = tmp[:, :, :, 2] def _compute_linear_map(self, src_pts, saved_parameters, indices): - """ - Computes the coefficient and the intercept of the linear map from the control points to the output. + """Computes the coefficient and the intercept of the linear map from + the control points to the output. :param np.ndarray src_pts: the points to deform. - :param np.ndarray saved_parameters: the array of FFD control points. + :param np.ndarray saved_parameters: the array of FFD control + points. :return: a tuple containing the coefficient and the intercept. :rtype: tuple(np.ndarray,np.ndarray) """ @@ -159,7 +179,9 @@ def _compute_linear_map(self, src_pts, saved_parameters, indices): inputs = np.zeros([n_indices + 1, n_indices + 1]) outputs = np.zeros([n_indices + 1, self.fixval.shape[0]]) np.random.seed(0) - for i in range(n_indices + 1): ##now we generate the interpolation points + for i in range( + n_indices + 1 + ): ##now we generate the interpolation points tmp = np.random.rand(1, n_indices) tmp = tmp.reshape(1, -1) inputs[i] = np.hstack( @@ -176,6 +198,6 @@ def _compute_linear_map(self, src_pts, saved_parameters, indices): sol = np.linalg.lstsq( inputs, outputs, rcond=None ) # computation of the linear map - A = sol[0].T[:, :-1] # coefficient - b = sol[0].T[:, -1] # intercept + A = sol[0].T[:, :-1] # coefficient pylint: disable=C0103 + b = sol[0].T[:, -1] # intercept pylint: disable=C0103 return A, b diff --git a/pygem/custom_deformation.py b/pygem/custom_deformation.py index 7a99e5b8..23d8ee39 100644 --- a/pygem/custom_deformation.py +++ b/pygem/custom_deformation.py @@ -1,21 +1,19 @@ -""" -Module for a custom deformation. -""" +"""Module for a custom deformation.""" import numpy as np from pygem import Deformation -class CustomDeformation(Deformation): - """ - Class to perform a custom deformation to the mesh points. +class CustomDeformation(Deformation): #pylint: disable=too-few-public-methods + """Class to perform a custom deformation to the mesh points. - :param callable func: the function definying the deformation of the input - points. This function should take as input: *i*) a 2D array of shape - (*n_points*, *3*) in which the points are arranged by row, or *ii*) an - iterable object with 3 components. In this last case, computation of - deformation is not vectorized and the overall cost may become heavy. + :param callable func: the function definying the deformation of the + input points. This function should take as input: + *i*) a 2D array of shape (*n_points*, *3*) in which the points are + arranged by row, or *ii*) an iterable object with 3 components. + In this last case, computation of deformation is not vectorized + and the overall cost may become heavy. :Example: @@ -39,16 +37,15 @@ def __init__(self, func): self.__func = func def __call__(self, src_pts): - """ - This method performs the deformation on the input points. + """This method performs the deformation on the input points. - :param numpy.ndarray src_pts: the array of dimensions (*n_points*, *3*) - containing the points to deform. The points have to be arranged by - row. + :param numpy.ndarray src_pts: the array of dimensions + (*n_points*, *3*) containing the points to deform. The + points have to be arranged by row. :return: the deformed points :rtype: numpy.ndarray (with shape = (*n_points*, *3*)) """ try: return self.__func(src_pts) - except: + except (ValueError, TypeError): return np.array([self.__func(pt) for pt in src_pts]) diff --git a/pygem/deformation.py b/pygem/deformation.py index a3dca9b2..c6173b87 100644 --- a/pygem/deformation.py +++ b/pygem/deformation.py @@ -1,15 +1,13 @@ -""" -Module for the abstract Deformation class -""" +"""Module for the abstract Deformation class.""" from abc import ABC, abstractmethod - +# pylint: disable=R0903 class Deformation(ABC): - """ - Abstract class for generic deformation. - This class should be inherited for the development of new deformation - techniques. + """Abstract class for generic deformation. + + This class should be inherited for the development of new + deformation techniques. """ @abstractmethod diff --git a/pygem/elmerhandler.py b/pygem/elmerhandler.py index 5dc6d0ff..5feda262 100644 --- a/pygem/elmerhandler.py +++ b/pygem/elmerhandler.py @@ -1,29 +1,26 @@ -""" -Derived module from filehandler.py to handle ElmerFEM files. -""" +"""Derived module from filehandler.py to handle ElmerFEM files.""" import numpy as np + import pygem.filehandler as fh class ElmerHandler(fh.FileHandler): - """ - Elmer mesh file handler class. + """Elmer mesh file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It - is equal to ['.node'] since elmer files do not have extension. + :cvar list extensions: extensions of the input/output files. It is + equal to ['.node'] since elmer files do not have extension. """ def __init__(self): - super(ElmerHandler, self).__init__() + super().__init__() self.extensions = [".nodes"] - def parse(self, filename): - """ - Method to parse the `filename`. It returns a matrix with all - the coordinates. + def parse(self, filename): # pylint: disable=arguments-differ + """Method to parse the `filename`. It returns a matrix with all the + coordinates. :param string filename: name of the input file. @@ -42,12 +39,12 @@ def parse(self, filename): i = 0 n_points = 0 - with open(self.infile, "r") as input_file: + with open(self.infile, "r", encoding="utf-8") as input_file: for line in input_file: n_points += 1 mesh_points = np.zeros(shape=(n_points, 3)) - with open(self.infile, "r") as input_file: + with open(self.infile, "r", encoding="utf=8") as input_file: i = 0 for line in input_file: @@ -63,12 +60,10 @@ def parse(self, filename): return mesh_points - def write(self, mesh_points, filename): - """ - Writes a elmer file, called filename, copying all the - lines from self.filename but the coordinates. mesh_points - is a matrix that contains the new coordinates to write in - the elmer file. + def write(self, mesh_points, filename): # pylint: disable=arguments-differ + """Writes a elmer file, called filename, copying all the lines from + self.filename but the coordinates. mesh_points is a matrix that + contains the new coordinates to write in the elmer file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh. @@ -84,8 +79,8 @@ def write(self, mesh_points, filename): n_points = mesh_points.shape[0] i = 0 with ( - open(self.infile, "r") as input_file, - open(self.outfile, "w") as output_file, + open(self.infile, "r", encoding="utf-8") as input_file, + open(self.outfile, "w", encoding="utf-8") as output_file, ): for line in input_file: numbers = line.split() # [n1 p x y z] diff --git a/pygem/ffd.py b/pygem/ffd.py index ced286f9..a23e7d21 100644 --- a/pygem/ffd.py +++ b/pygem/ffd.py @@ -1,5 +1,4 @@ -""" -Utilities for performing Free Form Deformation (FFD). +"""Utilities for performing Free Form Deformation (FFD). :Theoretical Insight: @@ -38,25 +37,25 @@ You can try to add more shapes to the lattice to allow more and more involved transformations. - """ try: - import configparser as configparser + import configparser except ImportError: import ConfigParser as configparser -import os + import copy +import os + import numpy as np from scipy import special from pygem import Deformation -from pygem.utils import fit_affine_transformation, angles2matrix - +from pygem.utils import angles2matrix, fit_affine_transformation +# pylint: disable=too-many-instance-attributes class FFD(Deformation): - """ - Class that handles the Free Form Deformation on the mesh points. + """Class that handles the Free Form Deformation on the mesh points. :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. @@ -107,8 +106,7 @@ def __init__(self, n_control_points=None): @property def n_control_points(self): - """ - The number of control points in X, Y and Z directions + """The number of control points in X, Y and Z directions. :rtype: numpy.ndarray """ @@ -123,8 +121,7 @@ def n_control_points(self, npts): @property def psi(self): - """ - Return the function that map the physical domain to the reference + """Return the function that map the physical domain to the reference domain. :rtype: callable @@ -134,8 +131,7 @@ def psi(self): @property def inverse_psi(self): - """ - Return the function that map the reference domain to the physical + """Return the function that map the reference domain to the physical domain. :rtype: callable @@ -144,14 +140,13 @@ def inverse_psi(self): return fit_affine_transformation(self.reference_frame, physical_frame) @property - def T(self): - """ - Return the function that deforms the points within the unit cube. + def T(self): # pylint: disable=invalid-name + """Return the function that deforms the points within the unit cube. :rtype: callable """ - def T_mapping(points): + def T_mapping(points): # pylint: disable=invalid-name (n_rows, n_cols) = points.shape (dim_n_mu, dim_m_mu, dim_t_mu) = self.array_mu_x.shape @@ -165,29 +160,31 @@ def T_mapping(points): # TODO check no-loop implementation # bernstein_x = ( # np.power(mesh_points[:, 0][:, None], range(dim_n_mu)) * - # np.power(1 - mesh_points[:, 0][:, None], range(dim_n_mu-1, -1, -1)) * - # special.binom(np.array([dim_n_mu-1]*dim_n_mu), np.arange(dim_n_mu)) + # np.power(1 - mesh_points[:, 0][:, None], + # range(dim_n_mu-1, -1, -1)) * + # special.binom(np.array([dim_n_mu-1]*dim_n_mu), + # np.arange(dim_n_mu)) # ) for i in range(0, dim_n_mu): aux1 = np.power((1 - points[:, 0]), dim_n_mu - 1 - i) aux2 = np.power(points[:, 0], i) - bernstein_x[i, :] = special.binom(dim_n_mu - 1, i) * np.multiply( - aux1, aux2 - ) + bernstein_x[i, :] = special.binom( + dim_n_mu - 1, i + ) * np.multiply(aux1, aux2) for i in range(0, dim_m_mu): aux1 = np.power((1 - points[:, 1]), dim_m_mu - 1 - i) aux2 = np.power(points[:, 1], i) - bernstein_y[i, :] = special.binom(dim_m_mu - 1, i) * np.multiply( - aux1, aux2 - ) + bernstein_y[i, :] = special.binom( + dim_m_mu - 1, i + ) * np.multiply(aux1, aux2) for i in range(0, dim_t_mu): aux1 = np.power((1 - points[:, 2]), dim_t_mu - 1 - i) aux2 = np.power(points[:, 2], i) - bernstein_z[i, :] = special.binom(dim_t_mu - 1, i) * np.multiply( - aux1, aux2 - ) + bernstein_z[i, :] = special.binom( + dim_t_mu - 1, i + ) * np.multiply(aux1, aux2) aux_x = 0.0 aux_y = 0.0 @@ -195,7 +192,9 @@ def T_mapping(points): for j in range(0, dim_m_mu): for k in range(0, dim_t_mu): - bernstein_yz = np.multiply(bernstein_y[j, :], bernstein_z[k, :]) + bernstein_yz = np.multiply( + bernstein_y[j, :], bernstein_z[k, :] + ) for i in range(0, dim_n_mu): aux = np.multiply(bernstein_x[i, :], bernstein_yz) aux_x += aux * self.array_mu_x[i, j, k] @@ -211,8 +210,7 @@ def T_mapping(points): @property def rotation_matrix(self): - """ - The rotation matrix (according to rot_angle_x, rot_angle_y, + """The rotation matrix (according to rot_angle_x, rot_angle_y, rot_angle_z). :rtype: numpy.ndarray @@ -225,26 +223,25 @@ def rotation_matrix(self): @property def position_vertices(self): - """ - The position of the vertices of the FFD bounding box. + """The position of the vertices of the FFD bounding box. :rtype: numpy.ndarray """ return self.box_origin + np.vstack( - [np.zeros((1, 3)), self.rotation_matrix.dot(np.diag(self.box_length)).T] + [ + np.zeros((1, 3)), + self.rotation_matrix.dot(np.diag(self.box_length)).T, + ] ) def reset_weights(self): - """ - Set transformation parameters to arrays of zeros. - """ + """Set transformation parameters to arrays of zeros.""" self.array_mu_x.fill(0.0) self.array_mu_y.fill(0.0) self.array_mu_z.fill(0.0) def read_parameters(self, filename="parameters.prm"): - """ - Reads in the parameters file and fill the self structure. + """Reads in the parameters file and fill the self structure. :param string filename: parameters file to be read in. """ @@ -260,9 +257,15 @@ def read_parameters(self, filename="parameters.prm"): config = configparser.RawConfigParser() config.read(filename) - self.n_control_points[0] = config.getint("Box info", "n control points x") - self.n_control_points[1] = config.getint("Box info", "n control points y") - self.n_control_points[2] = config.getint("Box info", "n control points z") + self.n_control_points[0] = config.getint( + "Box info", "n control points x" + ) + self.n_control_points[1] = config.getint( + "Box info", "n control points y" + ) + self.n_control_points[2] = config.getint( + "Box info", "n control points z" + ) self.box_length[0] = config.getfloat("Box info", "box length x") self.box_length[1] = config.getfloat("Box info", "box length y") @@ -296,10 +299,9 @@ def read_parameters(self, filename="parameters.prm"): values = line.split() self.array_mu_z[tuple(map(int, values[0:3]))] = float(values[3]) - def write_parameters(self, filename="parameters.prm"): - """ - This method writes a parameters file (.prm) called `filename` and fills - it with all the parameters class members. + def write_parameters(self, filename="parameters.prm"): # pylint: disable=too-many-statements + """This method writes a parameters file (.prm) called `filename` and + fills it with all the parameters class members. :param string filename: parameters file to be written out. """ @@ -315,9 +317,15 @@ def write_parameters(self, filename="parameters.prm"): output_string += " points in each direction (x, y, z).\n" output_string += "# For example, to create a 2 x 3 x 2 grid, use the" output_string += " following: n control points: 2, 3, 2\n" - output_string += "n control points x: " + str(self.n_control_points[0]) + "\n" - output_string += "n control points y: " + str(self.n_control_points[1]) + "\n" - output_string += "n control points z: " + str(self.n_control_points[2]) + "\n" + output_string += ( + "n control points x: " + str(self.n_control_points[0]) + "\n" + ) + output_string += ( + "n control points y: " + str(self.n_control_points[1]) + "\n" + ) + output_string += ( + "n control points z: " + str(self.n_control_points[2]) + "\n" + ) output_string += "\n# box length indicates the length of the FFD " output_string += "bounding box along the three canonical directions " @@ -445,35 +453,34 @@ def write_parameters(self, filename="parameters.prm"): ) offset = 13 - with open(filename, "w") as f: - f.write(output_string) + with open(filename, "w", encoding="utf-8") as file_handle: + file_handle.write(output_string) def __str__(self): - """ - This method prints all the FFD parameters on the screen. Its purpose is - for debugging. + """This method prints all the FFD parameters on the screen. + + Its purpose is for debugging. """ string = "" - string += "conversion_unit = {}\n".format(self.conversion_unit) - string += "n_control_points = {}\n\n".format(self.n_control_points) - string += "box_length = {}\n".format(self.box_length) - string += "box_origin = {}\n".format(self.box_origin) - string += "rot_angle = {}\n".format(self.rot_angle) - string += "\narray_mu_x =\n{}\n".format(self.array_mu_x) - string += "\narray_mu_y =\n{}\n".format(self.array_mu_y) - string += "\narray_mu_z =\n{}\n".format(self.array_mu_z) - string += "\nrotation_matrix = \n{}\n".format(self.rotation_matrix) - string += "\nposition_vertices = {}\n".format(self.position_vertices) + string += f"conversion_unit = {(self.conversion_unit)}\n" + string += f"n_control_points = {self.n_control_points}\n\n" + string += f"box_length = {self.box_length}\n" + string += f"box_origin = {self.box_origin}\n" + string += f"rot_angle = {self.rot_angle}\n" + string += f"\narray_mu_x =\n{self.array_mu_x}\n" + string += f"\narray_mu_y =\n{self.array_mu_y}\n" + string += f"\narray_mu_z =\n{self.array_mu_z}\n" + string += f"\nrotation_matrix = \n{self.rotation_matrix}\n" + string += f"\nposition_vertices = {self.position_vertices}\n" return string def control_points(self, deformed=True): - """ - Method that returns the FFD control points. If the `deformed` flag is - set to True the method returns the deformed lattice, otherwise it + """Method that returns the FFD control points. If the `deformed` flag + is set to True the method returns the deformed lattice, otherwise it returns the original undeformed lattice. - :param bool deformed: flag to select the original or modified FFD - control lattice. The default is True. + :param bool deformed: flag to select the original or modified + FFD control lattice. The default is True. :return: the FFD control points (by row). :rtype: numpy.ndarray """ @@ -483,7 +490,9 @@ def control_points(self, deformed=True): y_coords, x_coords, z_coords = np.meshgrid(y, x, z) - box_points = np.array([x_coords.ravel(), y_coords.ravel(), z_coords.ravel()]) + box_points = np.array( + [x_coords.ravel(), y_coords.ravel(), z_coords.ravel()] + ) if deformed: box_points += np.array( @@ -502,17 +511,15 @@ def control_points(self, deformed=True): return box_points.T - def reflect(self, axis=0, in_place=True): - """ - Reflect the lattice of control points along the direction defined - by `axis`. In particular the origin point of the lattice is preserved. - So, for instance, the reflection along x, is made with respect to the - face of the lattice in the yz plane that is opposite to the origin. - Same for the other directions. Only the weights (mu) along the chosen - axis are reflected, while the others are preserved. The symmetry plane - can not present deformations along the chosen axis. - After the refletcion there will be 2n-1 control points along `axis`, - witha doubled box length. + def reflect(self, axis=0, in_place=True): # pylint: disable=inconsistent-return-statements + """Reflect the lattice of control points along the direction defined by + `axis`. In particular the origin point of the lattice is preserved. So, + for instance, the reflection along x, is made with respect to the face + of the lattice in the yz plane that is opposite to the origin. Same for + the other directions. Only the weights (mu) along the chosen axis are + reflected, while the others are preserved. The symmetry plane can not + present deformations along the chosen axis. After the refletcion there + will be 2n-1 control points along `axis`, witha doubled box length. :param int axis: axis along which the reflection is performed. Default is 0. Possible values are 0, 1, or 2, corresponding @@ -532,23 +539,23 @@ def reflect(self, axis=0, in_place=True): # check axis value if axis not in (0, 1, 2): raise ValueError( - "The axis has to be 0, 1, or 2. Current value {}.".format(axis) + f"The axis has to be 0, 1, or 2. Current value {axis}." ) # check that the plane of symmetry is undeformed if ( - (axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0) + (axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0) # pylint: disable=too-many-boolean-expressions or (axis == 1 and np.count_nonzero(self.array_mu_y[:, -1, :]) != 0) or (axis == 2 and np.count_nonzero(self.array_mu_z[:, :, -1]) != 0) ): raise RuntimeError( "If you want to reflect the FFD bounding box along axis " - + "{} you can not diplace the control ".format(axis) + + f"{axis} you can not diplace the control " + "points in the symmetry plane along that axis." ) if in_place is False: - self = copy.deepcopy(self) + self = copy.deepcopy(self) # pylint: disable=self-cls-assignment # double the control points in the given axis -1 (the symmetry plane) self.n_control_points[axis] = 2 * self.n_control_points[axis] - 1 @@ -585,23 +592,21 @@ def reflect(self, axis=0, in_place=True): return self def __call__(self, src_pts): - """ - This method performs the FFD to `src_pts` and return the deformed + """This method performs the FFD to `src_pts` and return the deformed points. - :param numpy.ndarray src_pts: the array of dimensions (*n_points*, *3*) - containing the points to deform. The points have to be arranged by - row. + :param numpy.ndarray src_pts: the array of dimensions + (*n_points*, *3*) containing the points to deform. The + points have to be arranged by row. :return: the deformed points :rtype: numpy.ndarray (with shape = (*n_points*, *3*)) """ def is_inside(pts, boundaries): - """ - Check is `pts` is inside the ranges provided by `boundaries`. - """ + """Check is `pts` is inside the ranges provided by `boundaries`.""" return np.all( - np.logical_and(pts >= boundaries[0], pts <= boundaries[1]), axis=1 + np.logical_and(pts >= boundaries[0], pts <= boundaries[1]), + axis=1, ) # map to the reference domain @@ -609,12 +614,17 @@ def is_inside(pts, boundaries): # apply deformation for all the pts in the unit cube index_pts_inside = is_inside( - src_reference_frame_pts, np.array([[0.0, 0.0, 0.0], [1.0, 1.0, 1.0]]) + src_reference_frame_pts, + np.array([[0.0, 0.0, 0.0], [1.0, 1.0, 1.0]]), + ) + shifted_reference_frame_pts = self.T( + src_reference_frame_pts[index_pts_inside] ) - shifted_reference_frame_pts = self.T(src_reference_frame_pts[index_pts_inside]) # map to the physical domain - shifted_pts = self.inverse_psi(shifted_reference_frame_pts) + self.box_origin + shifted_pts = ( + self.inverse_psi(shifted_reference_frame_pts) + self.box_origin + ) dst_pts = src_pts.copy() dst_pts[index_pts_inside] = shifted_pts diff --git a/pygem/filehandler.py b/pygem/filehandler.py index b56f42de..f6738963 100644 --- a/pygem/filehandler.py +++ b/pygem/filehandler.py @@ -1,5 +1,4 @@ -""" -Base module with the base class for reading and writing different files. +"""Base module with the base class for reading and writing different files. .. warning:: This module will be deprecated in next releases. Follow updates on @@ -9,17 +8,18 @@ import os import warnings -warnings.warn("This module will be deprecated in next releases", DeprecationWarning) +warnings.warn( + "This module will be deprecated in next releases", DeprecationWarning +) -class FileHandler(object): - """ - A base class for file handling. +class FileHandler: + """A base class for file handling. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is specific - for each subclass. + :cvar list extensions: extensions of the input/output files. It is + specific for each subclass. """ def __init__(self): @@ -28,8 +28,7 @@ def __init__(self): self.extensions = [] def parse(self, *args): - """ - Abstract method to parse a specific file. + """Abstract method to parse a specific file. Not implemented, it has to be implemented in subclasses. """ @@ -40,8 +39,7 @@ def parse(self, *args): ) def write(self, *args): - """ - Abstract method to write a specific file. + """Abstract method to write a specific file. Not implemented, it has to be implemented in subclasses. """ @@ -52,40 +50,37 @@ def write(self, *args): ) def _check_extension(self, filename): - """ - This private class method checks if the given `filename` has the proper - `extension` set in the child class. If not it raises a ValueError. + """This private class method checks if the given `filename` has the + proper `extension` set in the child class. If not it raises a + ValueError. :param string filename: file to check. """ - __, file_ext = os.path.splitext(filename) + _, file_ext = os.path.splitext(filename) if file_ext not in self.extensions: raise ValueError( - "The input file does not have the proper extension. \ - It is {0!s}, instead of {1!s}.".format( - file_ext, self.extensions - ) + f"The input file does not have the proper extension." + f"It is {file_ext}, instead of {self.extensions}" ) @staticmethod def _check_filename_type(filename): - """ - This private static method checks if `filename` is a string. If not it - raises a TypeError. + """This private static method checks if `filename` is a string. If not + it raises a TypeError. :param string filename: file to check. """ if not isinstance(filename, str): - raise TypeError( - "The given filename ({0!s}) must be a string".format(filename) - ) + raise TypeError(f"The given filename ({filename}) must be a string") def _check_infile_instantiation(self): - """ - This private method checks if `self.infile` is instantiated. If not + """This private method checks if `self.infile` is instantiated. + + If not it means that nobody called the parse method and `self.infile` is None. If the check fails it raises a RuntimeError. - """ if not self.infile: - raise RuntimeError("You can not write a file without having parsed one.") + raise RuntimeError( + "You can not write a file without having parsed one." + ) diff --git a/pygem/idw.py b/pygem/idw.py index 49292218..7c30e99c 100644 --- a/pygem/idw.py +++ b/pygem/idw.py @@ -1,11 +1,10 @@ -""" -Module focused on the Inverse Distance Weighting interpolation technique. +"""Module focused on the Inverse Distance Weighting interpolation technique. The IDW algorithm is an average moving interpolation that is usually applied to -highly variable data. The main idea of this interpolation strategy lies in -fact that it is not desirable to honour local high/low values but rather to look -at a moving average of nearby data points and estimate the local trends. -The node value is calculated by averaging the weighted sum of all the points. -Data points that lie progressively farther from the node inuence much less the +highly variable data. The main idea of this interpolation strategy lies in fact +that it is not desirable to honour local high/low values but rather to look at +a moving average of nearby data points and estimate the local trends. The node +value is calculated by averaging the weighted sum of all the points. Data +points that lie progressively farther from the node inuence much less the computed value than those lying closer to the node. :Theoretical Insight: @@ -38,20 +37,21 @@ """ import os + import numpy as np try: - import configparser as configparser + import configparser except ImportError: import ConfigParser as configparser from scipy.spatial.distance import cdist + from .deformation import Deformation class IDW(Deformation): - """ - Class that perform the Inverse Distance Weighting (IDW). + """Class that perform the Inverse Distance Weighting (IDW). :param int power: the power parameter. The default value is 2. :param numpy.ndarray original_control_points: it is an @@ -90,7 +90,10 @@ class IDW(Deformation): """ def __init__( - self, original_control_points=None, deformed_control_points=None, power=2 + self, + original_control_points=None, + deformed_control_points=None, + power=2, ): if original_control_points is None: @@ -128,11 +131,12 @@ def __init__( self.power = power def __call__(self, src_pts): - """ - This method performs the deformation of the mesh points. After the + """This method performs the deformation of the mesh points. + + After the execution it sets `self.modified_mesh_points`. """ - + # pylint: disable=invalid-name def distance(u, v): """Norm of u - v""" return np.linalg.norm(u - v, ord=self.power) @@ -150,14 +154,16 @@ def distance(u, v): weights[i] = 1.0 / d if d.all() else np.where(d == 0.0, 1.0, 0.0) offset = np.array( - [np.sum(displ * wi[:, np.newaxis] / np.sum(wi), axis=0) for wi in weights] + [ + np.sum(displ * wi[:, np.newaxis] / np.sum(wi), axis=0) + for wi in weights + ] ) return src_pts + offset def read_parameters(self, filename): - """ - Reads in the parameters file and fill the self structure. + """Reads in the parameters file and fill the self structure. :param string filename: parameters file to be read in. """ @@ -183,9 +189,8 @@ def read_parameters(self, filename): ) def write_parameters(self, filename): - """ - This method writes a parameters file (.prm) called `filename` and fills - it with all the parameters class members. + """This method writes a parameters file (.prm) called `filename` and + fills it with all the parameters class members. :param string filename: parameters file to be written out. """ @@ -196,7 +201,7 @@ def write_parameters(self, filename): output_string += "\n[Inverse Distance Weighting]\n" output_string += "# This section describes the settings of idw.\n\n" output_string += "# the power parameter\n" - output_string += "power = {}\n".format(self.power) + output_string += f"power = {self.power}\n" output_string += "\n\n[Control points]\n" output_string += "# This section describes the IDW control points.\n\n" @@ -205,7 +210,9 @@ def write_parameters(self, filename): output_string += "# deformation.\n" output_string += "original control points: " - output_string += " ".join(map(str, self.original_control_points[0])) + "\n" + output_string += ( + " ".join(map(str, self.original_control_points[0])) + "\n" + ) for points in self.original_control_points[1:]: output_string += 25 * " " + " ".join(map(str, points)) + "\n" output_string += "\n" @@ -213,22 +220,24 @@ def write_parameters(self, filename): output_string += "# of the interpolation control points after the\n" output_string += "# deformation.\n" output_string += "deformed control points: " - output_string += " ".join(map(str, self.original_control_points[0])) + "\n" + output_string += ( + " ".join(map(str, self.original_control_points[0])) + "\n" + ) for points in self.deformed_control_points[1:]: output_string += 25 * " " + " ".join(map(str, points)) + "\n" - with open(filename, "w") as f: - f.write(output_string) + with open(filename, "w", encoding="utf-8") as file: + file.write(output_string) def __str__(self): - """ - This method prints all the IDW parameters on the screen. Its purpose is - for debugging. + """This method prints all the IDW parameters on the screen. + + Its purpose is for debugging. """ string = "" - string += "p = {}\n".format(self.power) + string += f"p = {self.power}\n" string += "\noriginal_control_points =\n" - string += "{}\n".format(self.original_control_points) + string += f"{self.original_control_points}\n" string += "\ndeformed_control_points =\n" - string += "{}\n".format(self.deformed_control_points) + string += f"{self.deformed_control_points}\n" return string diff --git a/pygem/khandler.py b/pygem/khandler.py index 6dacf0ba..653bacef 100644 --- a/pygem/khandler.py +++ b/pygem/khandler.py @@ -1,30 +1,28 @@ -""" -Derived module from filehandler.py to handle LS-DYNA keyword (.k) files. -""" +"""Derived module from filehandler.py to handle LS-DYNA keyword (.k) files.""" import re + import numpy as np + import pygem.filehandler as fh class KHandler(fh.FileHandler): - """ - LS-Dyna keyword file handler class + """LS-Dyna keyword file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is equal - to '.k'. + :cvar list extensions: extensions of the input/output files. It is + equal to '.k'. """ def __init__(self): - super(KHandler, self).__init__() + super().__init__() self.extensions = [".k"] - def parse(self, filename): - """ - Method to parse the file `filename`. It returns a matrix with all the - coordinates. It reads only the section *NODE of the k files. + def parse(self, filename): # pylint: disable=arguments-differ + """Method to parse the file `filename`. It returns a matrix with all + the coordinates. It reads only the section *NODE of the k files. :param string filename: name of the input file. @@ -40,8 +38,8 @@ def parse(self, filename): mesh_points = [] node_indicator = False - with open(self.infile, "r") as input_file: - for num, line in enumerate(input_file): + with open(self.infile, "r", encoding="utf-8") as input_file: + for num, line in enumerate(input_file): # pylint: disable=unused-variable expression = re.compile(r"(.+?)(?:,|$)") expression = expression.findall(line) @@ -61,6 +59,7 @@ def parse(self, filename): else: if len(expression) == 1: expression = re.findall(r"\S+", expression[0]) + # pylint: disable=invalid-name l = [ float(expression[1]), float(expression[2]), @@ -71,9 +70,8 @@ def parse(self, filename): mesh_points = np.array(mesh_points) return mesh_points - def write(self, mesh_points, filename): - """ - Writes a .k file, called filename, copying all the lines from + def write(self, mesh_points, filename): # pylint: disable=arguments-differ + """Writes a .k file, called filename, copying all the lines from self.filename but the coordinates. mesh_points is a matrix that contains the new coordinates to write in the .k file. @@ -89,8 +87,8 @@ def write(self, mesh_points, filename): i = 0 node_indicator = False - with open(self.outfile, "w") as output_file: - with open(self.infile, "r") as input_file: + with open(self.outfile, "w", encoding="utf-8") as output_file: + with open(self.infile, "r", encoding="utf-8") as input_file: for _, line in enumerate(input_file): get_num = re.findall(r"[-+]?[0-9]*\.?[0-9]+", line) @@ -109,7 +107,8 @@ def write(self, mesh_points, filename): output_file.write(line) continue - # If in the nodes section append the mesh points otherwise copy the data from parsed file + # If in the nodes section append the mesh + # points otherwise copy the data from parsed file if not node_indicator: output_file.write(line) else: @@ -120,9 +119,9 @@ def write(self, mesh_points, filename): # Format the data into correct format data = [ int(get_num[0]), - "{:.10f}".format(float(mesh_points[i][0])), - "{:.10f}".format(float(mesh_points[i][1])), - "{:.10f}".format(float(mesh_points[i][2])), + f"{mesh_points[i][0]:.10f}", + f"{mesh_points[i][1]:.10f}", + f"{mesh_points[i][2]:.10f}", ] comma_seperator = False @@ -140,9 +139,14 @@ def write(self, mesh_points, filename): split_line[index] = new_str else: - new_str = value.replace(value, str(data[pointer])) + new_str = value.replace( + value, str(data[pointer]) + ) split_line[index] = new_str - if float(data[pointer]) < 0 and not comma_seperator: + if ( + float(data[pointer]) < 0 + and not comma_seperator + ): del split_line[index - 1] pointer += 1 diff --git a/pygem/mdpahandler.py b/pygem/mdpahandler.py index d6c0b0a3..a4548d80 100644 --- a/pygem/mdpahandler.py +++ b/pygem/mdpahandler.py @@ -1,29 +1,25 @@ -""" -Derived module from khandler.py to handle Kratos mesh (.mdpa) files. -""" +"""Derived module from khandler.py to handle Kratos mesh (.mdpa) files.""" import numpy as np -import pygem.filehandler as fh +import pygem.filehandler as fh class MdpaHandler(fh.FileHandler): - """ - Kratos mesh file handler class + """Kratos mesh file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is equal - to '.mdpa'. + :cvar list extensions: extensions of the input/output files. It is + equal to '.mdpa'. """ def __init__(self): - super(MdpaHandler, self).__init__() + super().__init__() self.extensions = [".mdpa"] def parse(self, filename): - """ - Method to parse the file `filename`. It returns a matrix with all the - coordinates. It reads only the section after "Begin Nodes" of the + """Method to parse the file `filename`. It returns a matrix with all + the coordinates. It reads only the section after "Begin Nodes" of the mdpa files. :param string filename: name of the input file. @@ -37,29 +33,27 @@ def parse(self, filename): self.infile = filename index = -9 mesh_points = [] - with open(self.infile, "r") as input_file: + with open(self.infile, "r", encoding="utf-8") as input_file: for num, line in enumerate(input_file): if line.startswith("Begin Nodes"): index = num if num == index + 1: if line.startswith("End Nodes"): break - else: - line = line.replace("D", "E") - li = [] - for t in line.split()[1:]: - try: - li.append(float(t)) - except ValueError: - pass - mesh_points.append(li) - index = num + line = line.replace("D", "E") + coordinates_list = [] + for token in line.split()[1:]: + try: + coordinates_list.append(float(token)) + except ValueError: + pass + mesh_points.append(coordinates_list) + index = num mesh_points = np.array(mesh_points) return mesh_points def write(self, mesh_points, filename): - """ - Writes a .mdpa file, called filename, copying all the lines from + """Writes a .mdpa file, called filename, copying all the lines from self.filename but the coordinates. mesh_points is a matrix that contains the new coordinates to write in the .mdpa file. @@ -73,8 +67,8 @@ def write(self, mesh_points, filename): self.outfile = filename index = -9 i = 0 - with open(self.outfile, "w") as output_file: - with open(self.infile, "r") as input_file: + with open(self.outfile, "w", encoding="utf-8") as output_file: + with open(self.infile, "r", encoding="utf-8") as input_file: for num, line in enumerate(input_file): if line.startswith("Begin Nodes"): index = num @@ -82,11 +76,10 @@ def write(self, mesh_points, filename): if line.startswith("End Nodes"): index = -9 else: - line = " {:6d} {:23.16E} {:23.16E} {:23.16E}\n".format( - i + 1, - mesh_points[i][0], - mesh_points[i][1], - mesh_points[i][2], + line = ( + f" {i + 1:6d} {mesh_points[i][0]:23.16E} " + f"{mesh_points[i][1]:23.16E} " + f"{mesh_points[i][2]:23.16E}\n" ) i += 1 index = num diff --git a/pygem/meta.py b/pygem/meta.py index abee724f..2cd66792 100644 --- a/pygem/meta.py +++ b/pygem/meta.py @@ -10,18 +10,17 @@ "__status__", ] +from datetime import datetime def get_current_year(): - """Return current year""" - from datetime import datetime - + """Return current year.""" return datetime.now().year __project__ = "PyGeM" __title__ = "pygem" __author__ = "Marco Tezzele, Nicola Demo" -__copyright__ = "Copyright 2017-{}, PyGeM contributors".format(get_current_year()) +__copyright__ = f"Copyright 2017-{get_current_year()}, PyGeM contributors" __license__ = "MIT" __version__ = "2.0.0" __mail__ = "marcotez@gmail.com, demo.nicola@gmail.com" diff --git a/pygem/openfhandler.py b/pygem/openfhandler.py index 7bd02409..6a01da9b 100644 --- a/pygem/openfhandler.py +++ b/pygem/openfhandler.py @@ -1,36 +1,37 @@ -""" -Derived module from filehandler.py to handle OpenFOAM files. +"""Derived module from filehandler.py to handle OpenFOAM files. .. warning:: This module will be deprecated in next releases. Follow updates on https://github.com/mathLab for news about file handling. """ +import warnings + import numpy as np + import pygem.filehandler as fh -import warnings -warnings.warn("This module will be deprecated in next releases", DeprecationWarning) +warnings.warn( + "This module will be deprecated in next releases", DeprecationWarning +) class OpenFoamHandler(fh.FileHandler): - """ - OpenFOAM mesh file handler class. + """OpenFOAM mesh file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It - is equal to [''] since openFOAM files do not have extension. + :cvar list extensions: extensions of the input/output files. It is + equal to [''] since openFOAM files do not have extension. """ def __init__(self): - super(OpenFoamHandler, self).__init__() + super().__init__() self.extensions = [""] - def parse(self, filename): - """ - Method to parse the `filename`. It returns a matrix with all - the coordinates. + def parse(self, filename): # pylint: disable=arguments-differ + """Method to parse the `filename`. It returns a matrix with all the + coordinates. :param string filename: name of the input file. @@ -49,7 +50,7 @@ def parse(self, filename): nrow = 0 i = 0 - with open(self.infile, "r") as input_file: + with open(self.infile, "r", encoding="utf-8") as input_file: for line in input_file: nrow += 1 if nrow == 19: @@ -65,12 +66,10 @@ def parse(self, filename): return mesh_points - def write(self, mesh_points, filename): - """ - Writes a openFOAM file, called filename, copying all the - lines from self.filename but the coordinates. mesh_points - is a matrix that contains the new coordinates to write in - the openFOAM file. + def write(self, mesh_points, filename): # pylint: disable=arguments-differ + """Writes a openFOAM file, called filename, copying all the lines from + self.filename but the coordinates. mesh_points is a matrix that + contains the new coordinates to write in the openFOAM file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh. @@ -88,8 +87,8 @@ def write(self, mesh_points, filename): nrow = 0 i = 0 with ( - open(self.infile, "r") as input_file, - open(self.outfile, "w") as output_file, + open(self.infile, "r", encoding="utf-8") as input_file, + open(self.outfile, "w", encoding="utf-8") as output_file, ): for line in input_file: nrow += 1 diff --git a/pygem/rbf.py b/pygem/rbf.py index f42ad16e..969fc013 100644 --- a/pygem/rbf.py +++ b/pygem/rbf.py @@ -57,25 +57,23 @@ """ import os +import ast import numpy as np try: - import configparser as configparser + import configparser except ImportError: import ConfigParser as configparser - +import matplotlib.pyplot as plt from scipy.spatial.distance import cdist from .deformation import Deformation from .rbf_factory import RBFFactory -import matplotlib.pyplot as plt - class RBF(Deformation): - """ - Class that handles the Radial Basis Functions interpolation on the mesh + """Class that handles the Radial Basis Functions interpolation on the mesh points. :param numpy.ndarray original_control_points: it is an @@ -127,7 +125,7 @@ class RBF(Deformation): >>> mesh = np.array([x.ravel(), y.ravel(), z.ravel()]) >>> deformed_mesh = rbf(mesh) """ - +#pylint: disable=too-many-positional-arguments def __init__( self, original_control_points=None, @@ -172,7 +170,7 @@ def __init__( else: self.deformed_control_points = deformed_control_points - self.extra = extra_parameter if extra_parameter else dict() + self.extra = extra_parameter if extra_parameter else {} self.weights = self._get_weights( self.original_control_points, self.deformed_control_points @@ -180,17 +178,14 @@ def __init__( @property def n_control_points(self): - """ - Total number of control points. + """Total number of control points. :rtype: int """ return self.original_control_points.shape[0] - @property def basis(self): - """ - The kernel to use in the deformation. + """The kernel to use in the deformation. :getter: Returns the callable kernel :setter: Sets the kernel. It is possible to pass the name of the @@ -209,27 +204,26 @@ def basis(self, func): self.__basis = RBFFactory(func) else: raise TypeError("`func` is not valid.") - + # pylint: disable=invalid-name def _get_weights(self, X, Y): - """ - This private method, given the original control points and the deformed - ones, returns the matrix with the weights and the polynomial terms, that - is :math:`W`, :math:`c^T` and :math:`Q^T`. The shape is + """This private method, given the original control points and the + deformed ones, returns the matrix with the weights and the polynomial + terms, that is :math:`W`, :math:`c^T` and :math:`Q^T`. The shape is (*n_control_points+1+3*, *3*). - :param numpy.ndarray X: it is an n_control_points-by-3 array with the - coordinates of the original interpolation control points before the - deformation. - :param numpy.ndarray Y: it is an n_control_points-by-3 array with the - coordinates of the interpolation control points after the - deformation. - - :return: weights: the 2D array with the weights and the polynomial terms. + :param numpy.ndarray X: it is an n_control_points-by-3 array + with the coordinates of the original interpolation control + points before the deformation. + :param numpy.ndarray Y: it is an n_control_points-by-3 array + with the coordinates of the interpolation control points + after the deformation. + :return: weights: the 2D array with the weights and the + polynomial terms. :rtype: numpy.ndarray """ npts, dim = X.shape H = np.zeros((npts + 3 + 1, npts + 3 + 1)) - H[:npts, :npts] = self.basis(cdist(X, X), self.radius, **self.extra) + H[:npts, :npts] = self.basis(cdist(X, X), self.radius, **self.extra) # pylint: disable=not-callable H[npts, :npts] = 1.0 H[:npts, npts] = 1.0 H[:npts, -3:] = X @@ -241,11 +235,10 @@ def _get_weights(self, X, Y): return weights def read_parameters(self, filename="parameters_rbf.prm"): - """ - Reads in the parameters file and fill the self structure. + """Reads in the parameters file and fill the self structure. - :param string filename: parameters file to be read in. Default value is - parameters_rbf.prm. + :param string filename: parameters file to be read in. Default + value is parameters_rbf.prm. """ if not isinstance(filename, str): raise TypeError("filename must be a string") @@ -264,7 +257,7 @@ def read_parameters(self, filename="parameters_rbf.prm"): self.basis = rbf_settings.pop("basis function") self.radius = float(rbf_settings.pop("radius")) - self.extra = {k: eval(v) for k, v in rbf_settings.items()} + self.extra = {k: ast.literal_eval(v) for k, v in rbf_settings.items()} ctrl_points = config.get("Control points", "original control points") lines = ctrl_points.split("\n") @@ -283,13 +276,12 @@ def read_parameters(self, filename="parameters_rbf.prm"): "The number of control points must be equal both in" "the 'original control points' and in the 'deformed" "control points' section of the parameters file" - "({0!s})".format(filename) + f"({filename})" ) def write_parameters(self, filename="parameters_rbf.prm"): - """ - This method writes a parameters file (.prm) called `filename` and fills - it with all the parameters class members. Default value is + """This method writes a parameters file (.prm) called `filename` and + fills it with all the parameters class members. Default value is parameters_rbf.prm. :param string filename: parameters file to be written out. @@ -311,13 +303,13 @@ def write_parameters(self, filename="parameters_rbf.prm"): output_string += " polyharmonic_spline.\n" output_string += "# For a comprehensive list with details see the" output_string += " class RBF.\n" - output_string += "basis function: {}\n".format("gaussian_spline") + output_string += f"basis function: {"gaussian_spline"}\n" output_string += "\n# radius is the scaling parameter r that affects" output_string += " the shape of the basis functions. See the" output_string += " documentation\n" output_string += "# of the class RBF for details.\n" - output_string += "radius: {}\n".format(str(self.radius)) + output_string += f"radius: {str(self.radius)}\n" output_string += "\n\n[Control points]\n" output_string += "# This section describes the RBF control points.\n" @@ -358,28 +350,27 @@ def write_parameters(self, filename="parameters_rbf.prm"): ) offset = 25 - with open(filename, "w") as f: - f.write(output_string) + with open(filename, "w", encoding="utf-8") as file: + file.write(output_string) def __str__(self): - """ - This method prints all the RBF parameters on the screen. Its purpose is - for debugging. + """This method prints all the RBF parameters on the screen. + + Its purpose is for debugging. """ string = "" - string += "basis function = {}\n".format(self.basis) - string += "radius = {}\n".format(self.radius) - string += "extra_parameter = {}\n".format(self.extra) + string += f"basis function = {self.basis}\n" + string += f"radius = {self.radius}\n" + string += f"extra_parameter = {self.extra}\n" string += "\noriginal control points =\n" - string += "{}\n".format(self.original_control_points) + string += f"{self.original_control_points}\n" string += "\ndeformed control points =\n" - string += "{}\n".format(self.deformed_control_points) + string += f"{self.deformed_control_points}\n" return string def plot_points(self, filename=None): - """ - Method to plot the control points. It is possible to save the resulting - figure. + """Method to plot the control points. It is possible to save the + resulting figure. :param str filename: if None the figure is shown, otherwise it is saved on the specified `filename`. Default is None. @@ -421,24 +412,25 @@ def plot_points(self, filename=None): fig.savefig(filename) def compute_weights(self): - """ - This method compute the weights according to the - `original_control_points` and `deformed_control_points` arrays. - """ + """This method compute the weights according to the + `original_control_points` and `deformed_control_points` arrays.""" self.weights = self._get_weights( self.original_control_points, self.deformed_control_points ) def __call__(self, src_pts): - """ - This method performs the deformation of the mesh points. After the + """This method performs the deformation of the mesh points. + + After the execution it sets `self.modified_mesh_points`. """ self.compute_weights() - + # pylint: disable=not-callable H = np.zeros((src_pts.shape[0], self.n_control_points + 3 + 1)) H[:, : self.n_control_points] = self.basis( - cdist(src_pts, self.original_control_points), self.radius, **self.extra + cdist(src_pts, self.original_control_points), + self.radius, + **self.extra, ) H[:, self.n_control_points] = 1.0 H[:, -3:] = src_pts diff --git a/pygem/rbf_factory.py b/pygem/rbf_factory.py index eaad6717..41aaa890 100644 --- a/pygem/rbf_factory.py +++ b/pygem/rbf_factory.py @@ -1,21 +1,18 @@ -""" -Factory class for radial basis functions -""" +"""Factory class for radial basis functions.""" import numpy as np -class classproperty: - def __init__(self, f): - self.f = f +class ClassProperty: + def __init__(self, func): + self.func = func def __get__(self, obj, owner): - return self.f(owner) + return self.func(owner) class RBFFactory: - """ - Factory class that spawns the radial basis functions. + """Factory class that spawns the radial basis functions. :Example: @@ -25,7 +22,7 @@ class RBFFactory: >>> for fname in RBFFactory.bases: >>> y = RBFFactory(fname)(x) """ - +# pylint: disable=C0103 @staticmethod def gaussian_spline(X, r=1): """ @@ -88,7 +85,8 @@ def thin_plate_spline(X, r=1, k=2): \\left(\\frac{\\boldsymbol{x}}{r}\\right)^k \\ln\\frac{\\boldsymbol{x}}{r} - With k=2 the function is "radius free", that means independent of radius value. + With k=2 the function is "radius free", that means + independent of radius value. :param numpy.ndarray X: the norm x in the formula above. :param float r: the parameter r in the formula above. @@ -176,28 +174,28 @@ def polyharmonic_spline(X, r=1, k=2): ############################################################################ __bases = { "gaussian_spline": gaussian_spline.__func__, - "multi_quadratic_biharmonic_spline": multi_quadratic_biharmonic_spline.__func__, - "inv_multi_quadratic_biharmonic_spline": inv_multi_quadratic_biharmonic_spline.__func__, + "multi_quadratic_biharmonic_spline": + multi_quadratic_biharmonic_spline.__func__, + "inv_multi_quadratic_biharmonic_spline": + inv_multi_quadratic_biharmonic_spline.__func__, "thin_plate_spline": thin_plate_spline.__func__, "beckert_wendland_c2_basis": beckert_wendland_c2_basis.__func__, "polyharmonic_spline": polyharmonic_spline.__func__, } - def __new__(self, fname): + def __new__(cls, fname): # to make the str callable we have to use a dictionary with all the # implemented radial basis functions - if fname in self.bases: - return self.__bases[fname] + if fname in cls.__bases: + return cls.__bases[fname] raise NameError( """The name of the basis function in the parameters file is not correct or not implemented. Check the documentation for all the available functions.""" ) - @classproperty + @ClassProperty def bases(self): - """ - The available basis functions. - """ + """The available basis functions.""" return list(self.__bases.keys()) diff --git a/pygem/stlhandler.py b/pygem/stlhandler.py index 63fbc698..7e3176c6 100644 --- a/pygem/stlhandler.py +++ b/pygem/stlhandler.py @@ -1,39 +1,39 @@ -""" -Derived module from filehandler.py to handle STereoLithography files. +"""Derived module from filehandler.py to handle STereoLithography files. .. warning:: This module will be deprecated in next releases. Follow updates on https://github.com/mathLab for news about file handling. """ -import numpy as np -from mpl_toolkits import mplot3d +import warnings + import matplotlib.pyplot as plt import mpl_toolkits.mplot3d as a3 -import pygem.filehandler as fh +import numpy as np import vtk -import warnings -warnings.warn("This module will be deprecated in next releases", DeprecationWarning) +import pygem.filehandler as fh + +warnings.warn( + "This module will be deprecated in next releases", DeprecationWarning +) class StlHandler(fh.FileHandler): - """ - STereoLithography file handler class + """STereoLithography file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is equal to - ['.stl']. + :cvar list extensions: extensions of the input/output files. It is + equal to ['.stl']. """ def __init__(self): - super(StlHandler, self).__init__() + super().__init__() self.extensions = [".stl"] - def parse(self, filename): - """ - Method to parse the `filename`. It returns a matrix with all the + def parse(self, filename): # pylint: disable=arguments-differ + """Method to parse the `filename`. It returns a matrix with all the coordinates. :param string filename: name of the input file. @@ -56,15 +56,18 @@ def parse(self, filename): mesh_points = np.zeros([n_points, 3]) for i in range(n_points): - mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = data.GetPoint(i) + mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = ( + data.GetPoint(i) + ) return mesh_points - def write(self, mesh_points, filename, write_bin=False): - """ - Writes a stl file, called filename, copying all the lines from - self.filename but the coordinates. mesh_points is a matrix that contains - the new coordinates to write in the stl file. + def write( + self, mesh_points, filename, write_bin=False + ): # pylint: disable=arguments-differ + """Writes a stl file, called filename, copying all the lines from + self.filename but the coordinates. mesh_points is a matrix that + contains the new coordinates to write in the stl file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh. @@ -103,16 +106,14 @@ def write(self, mesh_points, filename, write_bin=False): writer.Write() def plot(self, plot_file=None, save_fig=False): - """ - Method to plot an stl file. If `plot_file` is not given it plots + """Method to plot an stl file. If `plot_file` is not given it plots `self.infile`. :param string plot_file: the stl filename you want to plot. - :param bool save_fig: a flag to save the figure in png or not. If True - the plot is not shown. The default value is False. - - :return: figure: matlplotlib structure for the figure of the chosen - geometry + :param bool save_fig: a flag to save the figure in png or not. + If True the plot is not shown. The default value is False. + :return: figure: matlplotlib structure for the figure of the + chosen geometry :rtype: matplotlib.pyplot.figure """ if plot_file is None: @@ -129,14 +130,17 @@ def plot(self, plot_file=None, save_fig=False): points = data.GetPoints() ncells = data.GetNumberOfCells() - # for each cell it contains the indeces of the points that define the cell + # for each cell it contains the indeces of the points that define + # the cell figure = plt.figure() axes = a3.Axes3D(figure) vtx = np.zeros((ncells, 3, 3)) for i in range(0, ncells): for j in range(0, 3): cell = data.GetCell(i).GetPointId(j) - vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint(int(cell)) + vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint( + int(cell) + ) tri = a3.art3d.Poly3DCollection([vtx[i]]) tri.set_color("b") tri.set_edgecolor("k") @@ -173,8 +177,7 @@ def plot(self, plot_file=None, save_fig=False): return figure def show(self, show_file=None): - """ - Method to show a vtk file. If `show_file` is not given it shows + """Method to show a vtk file. If `show_file` is not given it shows `self.infile`. :param string show_file: the vtk filename you want to show. diff --git a/pygem/unvhandler.py b/pygem/unvhandler.py index fdde51df..0dd24fd6 100644 --- a/pygem/unvhandler.py +++ b/pygem/unvhandler.py @@ -1,37 +1,38 @@ -""" -Derived module from filehandler.py to handle Universal (unv) files. +"""Derived module from filehandler.py to handle Universal (unv) files. .. warning:: This module will be deprecated in next releases. Follow updates on https://github.com/mathLab for news about file handling. """ +import warnings + import numpy as np + import pygem.filehandler as fh -import warnings -warnings.warn("This module will be deprecated in next releases", DeprecationWarning) +warnings.warn( + "This module will be deprecated in next releases", DeprecationWarning +) class UnvHandler(fh.FileHandler): - """ - Universal file handler class + """Universal file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. - It is equal to ['.unv']. + :cvar list extensions: extensions of the input/output files. It is + equal to ['.unv']. """ def __init__(self): - super(UnvHandler, self).__init__() + super().__init__() self.extensions = [".unv"] - def parse(self, filename): - """ - Method to parse the file `filename`. It returns a matrix with - all the coordinates. It reads only the section 2411 of the unv - files and it assumes there are only triangles. + def parse(self, filename): # pylint: disable=arguments-differ + """Method to parse the file `filename`. It returns a matrix with all + the coordinates. It reads only the section 2411 of the unv files and it + assumes there are only triangles. :param string filename: name of the input file. @@ -46,32 +47,31 @@ def parse(self, filename): index = -9 mesh_points = [] - with open(self.infile, "r") as input_file: + with open(self.infile, "r", encoding="utf-8") as input_file: for num, line in enumerate(input_file): if line.startswith(" 2411"): index = num if num == index + 2: if line.startswith(" -1"): break - else: - line = line.replace("D", "E") - l = [] - for t in line.split(): - try: - l.append(float(t)) - except ValueError: - pass - mesh_points.append(l) - index = num + + line = line.replace("D", "E") + line_data = [] + for token in line.split(): + try: + line_data.append(float(token)) + except ValueError: + pass + mesh_points.append(line_data) + index = num mesh_points = np.array(mesh_points) return mesh_points - def write(self, mesh_points, filename): - """ - Writes a unv file, called filename, copying all the lines from - `self.filename` but the coordinates. mesh_points is a matrix - that contains the new coordinates to write in the unv file. + def write(self, mesh_points, filename): # pylint: disable=arguments-differ + """Writes a unv file, called filename, copying all the lines from + `self.filename` but the coordinates. mesh_points is a matrix that + contains the new coordinates to write in the unv file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh @@ -85,8 +85,8 @@ def write(self, mesh_points, filename): index = -9 i = 0 - with open(self.outfile, "w") as output_file: - with open(self.infile, "r") as input_file: + with open(self.outfile, "w", encoding="utf-8") as output_file: + with open(self.infile, "r", encoding="utf-8") as input_file: for num, line in enumerate(input_file): if line.startswith(" 2411"): index = num @@ -97,7 +97,8 @@ def write(self, mesh_points, filename): else: for j in range(0, 3): output_file.write( - 3 * " " + "{:.16E}".format(mesh_points[i][j]) + 3 * " " + + f"{mesh_points[i][j]:.16E}" ) output_file.write("\n") i += 1 diff --git a/pygem/utils.py b/pygem/utils.py index 71ef1b1d..4011b358 100644 --- a/pygem/utils.py +++ b/pygem/utils.py @@ -1,19 +1,17 @@ -""" -Utilities for the affine transformations of the bounding box of the Free Form -Deformation. -""" +"""Utilities for the affine transformations of the bounding box of the Free +Form Deformation.""" import math from functools import reduce + import numpy as np def angles2matrix(rot_z=0, rot_y=0, rot_x=0): - """ - This method returns the rotation matrix for given rotations around z, y and - x axes. The output rotation matrix is equal to the composition of the - individual rotations. Rotations are counter-clockwise. The default value of - the three rotations is zero. + """This method returns the rotation matrix for given rotations around z, y + and x axes. The output rotation matrix is equal to the composition of the + individual rotations. Rotations are counter-clockwise. The default value + of the three rotations is zero. :param float rot_z: rotation angle (in radians) around z-axis. :param float rot_y: rotation angle (in radians) around y-axis. @@ -65,9 +63,8 @@ def angles2matrix(rot_z=0, rot_y=0, rot_x=0): def fit_affine_transformation(points_start, points_end): - """ - Fit an affine transformation from starting points to ending points through a - least square procedure. + """Fit an affine transformation from starting points to ending points + through a least square procedure. :param numpy.ndarray points_start: set of starting points. :param numpy.ndarray points_end: set of ending points. @@ -93,30 +90,36 @@ def fit_affine_transformation(points_start, points_end): dim = len(points_start[0]) if len(points_start) < dim: - raise RuntimeError("Too few starting points => under-determined system.") + raise RuntimeError( + "Too few starting points => under-determined system." + ) def pad_column_ones(x): - """Add right column of 1.0 to the given 2D numpy array""" + """Add right column of 1.0 to the given 2D numpy array.""" return np.hstack([x, np.ones((x.shape[0], 1))]) def unpad_column(x): - """Remove last column to the given 2D numpy array""" + """Remove last column to the given 2D numpy array.""" return x[:, :-1] def transform(src): shape = src.shape + # pylint: disable=C0103 + X = pad_column_ones(points_start) Y = pad_column_ones(points_end) + # pylint: disable=W0612 + A, res, rank, _ = np.linalg.lstsq(X, Y, rcond=None) # TODO add check condition number # if np.linalg.cond(A) >= 1 / sys.float_info.epsilon: # raise RuntimeError( # "Error: singular matrix. Points are probably coplanar.") - return unpad_column(np.dot(pad_column_ones(np.atleast_2d(src)), A)).reshape( - shape - ) + return unpad_column( + np.dot(pad_column_ones(np.atleast_2d(src)), A) + ).reshape(shape) return transform diff --git a/pygem/vffd.py b/pygem/vffd.py index 660bdbd9..b20071e0 100644 --- a/pygem/vffd.py +++ b/pygem/vffd.py @@ -1,53 +1,60 @@ -from pygem.cffd import CFFD import numpy as np +from pygem.cffd import CFFD + class VFFD(CFFD): - """ - Class that handles the Volumetric Free Form Deformation on the mesh points. - - :param list n_control_points: number of control points in the x, y, and z - direction. Default is [2, 2, 2]. - :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. - The second one is for functions that are F in the coordinates of the points. The first option implies the second, but is optimal for that class of functions. - :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the - x, y and z direction (local coordinate system). - :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of - the FFD bounding box. - :cvar numpy.ndarray n_control_points: the number of control points in the - x, y, and z direction. - :cvar numpy.ndarray array_mu_x: collects the displacements (weights) along - x, normalized with the box length x. - :cvar numpy.ndarray array_mu_y: collects the displacements (weights) along - y, normalized with the box length y. - :cvar numpy.ndarray array_mu_z: collects the displacements (weights) along - z, normalized with the box length z. - :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. - :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. - :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce the constraint. - The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement - on x,y,z respectively. Default is all true. - :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class - on which axis which constraint depends on. The tensor has shape (n_cons,3), where the last dimension indicates dependency on - on x,y,z respectively. Default is all true. It used only in the triaffine mode. + """Class that handles the Volumetric Free Form Deformation on mesh points. - :Example: +:param list n_control_points: number of control points in the x, y, and z + direction. Default is [2, 2, 2]. +:param string mode: it can be ``affine`` or ``triaffine``. The first option + is for the F that are affine in all the coordinates of the points. + The second one is for functions that are F in the coordinates of the + points. The first option implies the second, but is optimal for that + class of functions. +:cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the + x, y and z direction (local coordinate system). +:cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of + the FFD bounding box. +:cvar numpy.ndarray n_control_points: the number of control points in the + x, y, and z direction. +:cvar numpy.ndarray array_mu_x: collects the displacements (weights) along + x, normalized with the box length x. +:cvar numpy.ndarray array_mu_y: collects the displacements (weights) along + y, normalized with the box length y. +:cvar numpy.ndarray array_mu_z: collects the displacements (weights) along + z, normalized with the box length z. +:cvar callable fun: it defines the F of the constraint F(x)=c. Default is + the constant 1 function. +:cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. + Default is 1. +:cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce + the constraint. The tensor has shape (n_x,n_y,n_z,3), where the last + dimension indicates movement on x,y,z respectively. Default is all + true. +:cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class + on which axis which constraint depends on. The tensor has shape + (n_cons,3), where the last dimension indicates dependency on x,y,z + respectively. Default is all true. It used only in the triaffine mode. - >>> from pygem import VFFD - >>> import numpy as np - >>> import meshio - >>> mesh = meshio.read('tests/test_datasets/test_sphere_cffd.stl') - >>> original_mesh_points = mesh.points - >>> triangles = mesh.cells_dict["triangle"] - >>> b = np.random.rand(1) - >>> vffd = VFFD(triangles, b, [2, 2, 2]) - >>> vffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') - >>> vffd.adjust_control_points(original_mesh_points) - >>> new_mesh_points = vffd(original_mesh_points) - >>> assert np.isclose(np.linalg.norm(vffd.fun(new_mesh_points) - b), np.array([0.]), atol=1e-07) +:Example: - """ + >>> from pygem import VFFD + >>> import numpy as np + >>> import meshio + >>> mesh = meshio.read('tests/test_datasets/test_sphere_cffd.stl') + >>> original_mesh_points = mesh.points + >>> triangles = mesh.cells_dict["triangle"] + >>> b = np.random.rand(1) + >>> vffd = VFFD(triangles, b, [2, 2, 2]) + >>> vffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') + >>> vffd.adjust_control_points(original_mesh_points) + >>> new_mesh_points = vffd(original_mesh_points) + >>> assert np.isclose(np.linalg.norm(vffd.fun(new_mesh_points) - b), + ... np.array([0.]), atol=1e-07) +""" def __init__(self, triangles, fixval, n_control_points=None, ffd_mask=None): super().__init__(fixval, None, n_control_points, ffd_mask, None) diff --git a/pygem/vtkhandler.py b/pygem/vtkhandler.py index 974a3a2b..711c1e7f 100644 --- a/pygem/vtkhandler.py +++ b/pygem/vtkhandler.py @@ -1,39 +1,40 @@ -""" -Derived module from filehandler.py to handle vtk files. +"""Derived module from filehandler.py to handle vtk files. .. warning:: This module will be deprecated in next releases. Follow updates on https://github.com/mathLab for news about file handling. """ -import numpy as np +import warnings + import matplotlib.pyplot as plt import mpl_toolkits.mplot3d as a3 +import numpy as np import vtk + import pygem.filehandler as fh -import warnings -warnings.warn("This module will be deprecated in next releases", DeprecationWarning) +warnings.warn( + "This module will be deprecated in next releases", DeprecationWarning +) class VtkHandler(fh.FileHandler): - """ - Vtk file handler class + """Vtk file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It - is equal to ['.vtk']. + :cvar list extensions: extensions of the input/output files. It is + equal to ['.vtk']. """ def __init__(self): - super(VtkHandler, self).__init__() + super().__init__() self.extensions = [".vtk"] - def parse(self, filename): - """ - Method to parse the file `filename`. It returns a matrix - with all the coordinates. + def parse(self, filename): # pylint: disable=arguments-differ + """Method to parse the file `filename`. It returns a matrix with all + the coordinates. :param string filename: name of the input file. @@ -61,16 +62,16 @@ def parse(self, filename): mesh_points = np.zeros([n_points, 3]) for i in range(n_points): - mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = data.GetPoint(i) + mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = ( + data.GetPoint(i) + ) return mesh_points - def write(self, mesh_points, filename): - """ - Writes a vtk file, called filename, copying all the - structures from self.filename but the coordinates. - `mesh_points` is a matrix that contains the new coordinates - to write in the vtk file. + def write(self, mesh_points, filename): # pylint: disable=arguments-differ + """Writes a vtk file, called filename, copying all the structures from + self.filename but the coordinates. `mesh_points` is a matrix that + contains the new coordinates to write in the vtk file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the @@ -102,16 +103,14 @@ def write(self, mesh_points, filename): writer.Write() def plot(self, plot_file=None, save_fig=False): - """ - Method to plot a vtk file. If `plot_file` is not given it - plots `self.infile`. + """Method to plot a vtk file. If `plot_file` is not given it plots + `self.infile`. :param string plot_file: the vtk filename you want to plot. - :param bool save_fig: a flag to save the figure in png or - not. If True the plot is not shown. - - :return: figure: matlplotlib structure for the figure of - the chosen geometry + :param bool save_fig: a flag to save the figure in png or not. + If True the plot is not shown. + :return: figure: matlplotlib structure for the figure of the + chosen geometry :rtype: matplotlib.pyplot.figure """ if plot_file is None: @@ -128,14 +127,17 @@ def plot(self, plot_file=None, save_fig=False): points = data.GetPoints() ncells = data.GetNumberOfCells() - # for each cell it contains the indeces of the points that define the cell + # for each cell it contains the indeces of the points that define + # the cell figure = plt.figure() axes = a3.Axes3D(figure) vtx = np.zeros((ncells, 3, 3)) for i in range(0, ncells): for j in range(0, 3): cell = data.GetCell(i).GetPointId(j) - vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint(int(cell)) + vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint( + int(cell) + ) tri = a3.art3d.Poly3DCollection([vtx[i]]) tri.set_color("b") tri.set_edgecolor("k") @@ -172,9 +174,8 @@ def plot(self, plot_file=None, save_fig=False): return figure def show(self, show_file=None): - """ - Method to show a vtk file. If `show_file` is not given - it shows `self.infile`. + """Method to show a vtk file. If `show_file` is not given it shows + `self.infile`. :param string show_file: the vtk filename you want to show. """ From 0d404fd1bf5734ec40a7b11625394041564b2843 Mon Sep 17 00:00:00 2001 From: Kshitij Kumar Pandey Date: Mon, 24 Nov 2025 21:49:51 +0100 Subject: [PATCH 25/50] major pylint fixes --- .github/ISSUE_TEMPLATE/bug_report.md | 14 +- .github/ISSUE_TEMPLATE/feature_request.md | 20 +- .github/ISSUE_TEMPLATE/help-wanted.md | 17 +- .markdownlint.json | 10 + .pylintrc | 53 ++- README.md | 442 ++++++++++++------- pygem/cad/igeshandler.py | 12 +- pygem/cad/nurbshandler.py | 3 +- pygem/cffd.py | 4 +- pygem/custom_deformation.py | 2 +- pygem/deformation.py | 1 + pygem/ffd.py | 19 +- pygem/idw.py | 1 + pygem/khandler.py | 4 +- pygem/mdpahandler.py | 1 + pygem/meta.py | 1 + pygem/rbf.py | 9 +- pygem/rbf_factory.py | 4 +- pygem/unvhandler.py | 3 +- pygem/vffd.py | 94 ++-- pyproject.toml | 2 +- test.py | 10 +- tests/test_bffd.py | 15 +- tests/test_cffd.py | 10 +- tests/test_custom_deformation.py | 1 + tests/test_custom_deformation_cad.py | 8 +- tests/test_elmerhandler.py | 73 ++- tests/test_ffd.py | 188 ++++++-- tests/test_ffdcad.py | 29 +- tests/test_idw.py | 12 +- tests/test_khandler.py | 26 +- tests/test_mdpahandler.py | 30 +- tests/test_openfhandler.py | 65 ++- tests/test_rbf.py | 49 +- tests/test_rbf_factory.py | 5 +- tests/test_unvhandler.py | 31 +- tests/test_utils.py | 55 ++- tests/test_vffd.py | 14 +- tests/test_vtkhandler.py | 97 ++-- tutorials/README.md | 56 ++- tutorials/tutorial-3-unv.ipynb | 6 +- tutorials/tutorial-6-k.py | 8 +- tutorials/tutorial-7-mdpa.ipynb | 8 +- tutorials/tutorial-7-mdpa.py | 13 +- tutorials/tutorial1/tutorial-1-ffd.py | 9 +- tutorials/tutorial2/tutorial-2-iges.ipynb | 28 +- tutorials/tutorial2/tutorial-2-iges.py | 25 +- tutorials/tutorial3/tutorial-3-rbf.ipynb | 12 +- tutorials/tutorial3/tutorial-3-rbf.py | 21 +- tutorials/tutorial4/tutorial-4-idw.ipynb | 19 +- tutorials/tutorial4/tutorial-4-idw.py | 15 +- tutorials/tutorial5/tutorial-5-file.py | 32 +- tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb | 55 ++- tutorials/tutorial6/tutorial-6-ffd-rbf.py | 66 ++- tutorials/tutorial7/tutorial-7-cffd.ipynb | 16 +- tutorials/tutorial7/tutorial-7-cffd.py | 20 +- 56 files changed, 1249 insertions(+), 594 deletions(-) create mode 100644 .markdownlint.json diff --git a/.github/ISSUE_TEMPLATE/bug_report.md b/.github/ISSUE_TEMPLATE/bug_report.md index 960e4ad1..93476a3e 100644 --- a/.github/ISSUE_TEMPLATE/bug_report.md +++ b/.github/ISSUE_TEMPLATE/bug_report.md @@ -1,11 +1,10 @@ ---- -name: Bug report -about: Create a report to help us improve -title: '' -labels: bug -assignees: '' +- - name: Bug report + about: Create a report to help us improve + title: '' + labels: bug + assignees: '' ---- +- - **Describe the bug** A clear and concise description of what the bug is. @@ -21,3 +20,4 @@ The obtained output. Please include the entire error trace. **Additional context** Add any other context about the problem here. + diff --git a/.github/ISSUE_TEMPLATE/feature_request.md b/.github/ISSUE_TEMPLATE/feature_request.md index 11fc491e..d3971458 100644 --- a/.github/ISSUE_TEMPLATE/feature_request.md +++ b/.github/ISSUE_TEMPLATE/feature_request.md @@ -1,20 +1,22 @@ ---- -name: Feature request -about: Suggest an idea for this project -title: '' -labels: enhancement -assignees: '' +- - name: Feature request + about: Suggest an idea for this project + title: '' + labels: enhancement + assignees: '' ---- +- - **Is your feature request related to a problem? Please describe.** -A clear and concise description of what the problem is. Ex. I'm always frustrated when [...] +A clear and concise description of what the problem is. Ex. I'm always +frustrated when [...] **Describe the solution you'd like** A clear and concise description of what you want to happen. **Describe alternatives you've considered** -A clear and concise description of any alternative solutions or features you've considered. +A clear and concise description of any alternative solutions or features you've +considered. **Additional context** Add any other context or screenshots about the feature request here. + diff --git a/.github/ISSUE_TEMPLATE/help-wanted.md b/.github/ISSUE_TEMPLATE/help-wanted.md index 97d1c1e9..f5de1d74 100644 --- a/.github/ISSUE_TEMPLATE/help-wanted.md +++ b/.github/ISSUE_TEMPLATE/help-wanted.md @@ -1,14 +1,15 @@ ---- -name: Help wanted -about: Ask help for using the package -title: '' -labels: help wanted -assignees: '' +- - name: Help wanted + about: Ask help for using the package + title: '' + labels: help wanted + assignees: '' ---- +- - **The objective** A clear description of the purpose of your application. **Already tried tests** -The snippet of code you have already tried in order to obtain the wanted outcome. +The snippet of code you have already tried in order to obtain the wanted +outcome. + diff --git a/.markdownlint.json b/.markdownlint.json new file mode 100644 index 00000000..196cacb9 --- /dev/null +++ b/.markdownlint.json @@ -0,0 +1,10 @@ +{ + "default": true, + "MD041": false, + "MD012": false, + "ignores": [ + "venv_pygem/**", + "venv/**", + "**/site-packages/**" + ] +} diff --git a/.pylintrc b/.pylintrc index 23821565..8d7f6703 100644 --- a/.pylintrc +++ b/.pylintrc @@ -11,7 +11,7 @@ init-hook="import numpy" # Add files or directories to the blacklist. They should be base names, not # paths. -ignore= +ignore=venv_pygem,build,pygem.egg-info,docs,dockerfiles,test_final_verification.py,code_formatter.sh,pyproject.toml # Pickle collected data for later comparisons. persistent=no @@ -39,7 +39,7 @@ extension-pkg-whitelist= # operator. Joining a lot of strings can lead to a maximum recursion error in # Pylint and this flag can prevent that. It has one side effect, the resulting # AST will be different than the one from reality. -optimize-ast=no +# optimize-ast=no [MESSAGES CONTROL] @@ -128,6 +128,14 @@ disable= # deprecated-str-translate-call, import-error, arguments-differ, + C0114, + C0115, + C0116, + R0801, + W0511, + R0914, + R0915, + C0103, # invalid-name, # consider-using-enumerate @@ -165,7 +173,7 @@ output-format=parseable # Put messages in a separate file for each module / package specified on the # command line instead of printing them on stdout. Reports (if any) will be # written in a file name "pylint_global.[txt|html]". -files-output=no +# files-output=no # Tells whether to display a full report or only the messages reports=no @@ -205,7 +213,7 @@ single-line-if-stmt=no # separator` is used to allow tabulation in dicts, etc.: {1 : 1,\n222: 2}. # `trailing-comma` allows a space between comma and closing bracket: (a, ). # `empty-line` allows space-only lines. -no-space-check=trailing-comma,dict-separator +# no-space-check=trailing-comma,dict-separator # Maximum number of lines in a module max-module-lines=1000 @@ -303,7 +311,7 @@ notes=FIXME,XXX,TODO [BASIC] # List of builtins function names that should not be used, separated by a comma -bad-functions=map,filter,input +# bad-functions=map,filter,input # Good variable names which should always be accepted, separated by a comma good-names=i,j,k,x,y,z,ex,Run,_ @@ -322,61 +330,61 @@ include-naming-hint=no function-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for function names -function-name-hint=[a-z_][a-z0-9_]{2,30}$ +# function-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct variable names variable-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for variable names -variable-name-hint=[a-z_][a-z0-9_]{2,30}$ +# variable-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct constant names const-rgx=(([A-Z_][A-Z0-9_]*)|(__.*__))$ # Naming hint for constant names -const-name-hint=(([A-Z_][A-Z0-9_]*)|(__.*__))$ +# const-name-hint=(([A-Z_][A-Z0-9_]*)|(__.*__))$ # Regular expression matching correct attribute names attr-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for attribute names -attr-name-hint=[a-z_][a-z0-9_]{2,30}$ +# attr-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct argument names argument-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for argument names -argument-name-hint=[a-z_][a-z0-9_]{2,30}$ +# argument-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct class attribute names class-attribute-rgx=([A-Za-z_][A-Za-z0-9_]{2,30}|(__.*__))$ # Naming hint for class attribute names -class-attribute-name-hint=([A-Za-z_][A-Za-z0-9_]{2,30}|(__.*__))$ +# class-attribute-name-hint=([A-Za-z_][A-Za-z0-9_]{2,30}|(__.*__))$ # Regular expression matching correct inline iteration names inlinevar-rgx=[A-Za-z_][A-Za-z0-9_]*$ # Naming hint for inline iteration names -inlinevar-name-hint=[A-Za-z_][A-Za-z0-9_]*$ +# inlinevar-name-hint=[A-Za-z_][A-Za-z0-9_]*$ # Regular expression matching correct class names class-rgx=[A-Z_][a-zA-Z0-9]+$ # Naming hint for class names -class-name-hint=[A-Z_][a-zA-Z0-9]+$ +# class-name-hint=[A-Z_][a-zA-Z0-9]+$ # Regular expression matching correct module names module-rgx=(([a-z_][a-z0-9_]*)|([A-Z][a-zA-Z0-9]+))$ # Naming hint for module names -module-name-hint=(([a-z_][a-z0-9_]*)|([A-Z][a-zA-Z0-9]+))$ +# module-name-hint=(([a-z_][a-z0-9_]*)|([A-Z][a-zA-Z0-9]+))$ # Regular expression matching correct method names method-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for method names -method-name-hint=[a-z_][a-z0-9_]{2,30}$ +# method-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression which should only match function or class names that do # not require a docstring. @@ -390,7 +398,7 @@ docstring-min-length=-1 [ELIF] # Maximum number of nested blocks for function / method body -max-nested-blocks=5 +max-nested-blocks=6 [IMPORTS] @@ -416,6 +424,9 @@ int-import-graph= # Maximum number of arguments for function / method max-args=8 +# Maximum number of positional arguments for function / method +max-positional-arguments=6 + # Argument names that match this expression will be ignored. Default to name # with leading underscore ignored-argument-names=_.* @@ -427,7 +438,7 @@ max-locals=20 max-returns=4 # Maximum number of branch for function / method body -max-branches=12 +max-branches=13 # Maximum number of statements in function / method body max-statements=50 @@ -436,16 +447,16 @@ max-statements=50 max-parents=7 # Maximum number of attributes for a class (see R0902). -max-attributes=7 +max-attributes=8 # Minimum number of public methods for a class (see R0903). -min-public-methods=2 +min-public-methods=1 # Maximum number of public methods for a class (see R0904). max-public-methods=20 # Maximum number of boolean expressions in a if statement -max-bool-expr=5 +max-bool-expr=6 [CLASSES] @@ -468,4 +479,4 @@ exclude-protected=_asdict,_fields,_replace,_source,_make # Exceptions that will emit a warning when being caught. Defaults to # "Exception" -overgeneral-exceptions=Exception +overgeneral-exceptions=builtins.Exception diff --git a/README.md b/README.md index b49d7626..2a5f53b6 100644 --- a/README.md +++ b/README.md @@ -1,169 +1,211 @@ -

- - Python Geometrical Morphing - -

-

- - Software License - - - Build Status - - - Coverage Status - - - Codacy Badge - - - Docker Pulls - -

- -[PyGeM](http://mathlab.github.io/PyGeM/) (Python Geometrical Morphing) is a python package that allows you to deform a given geometry or mesh with different deformation techniques such as FFD, RBF and IDW. +# PyGeM (Python Geometrical Morphing) + +[PyGeM](http://mathlab.github.io/PyGeM/) is a python package that allows you to +deform a given geometry or mesh with different deformation techniques such as +FFD, RBF and IDW. ## Table of contents -* [Description](#description) -* [Dependencies and installation](#dependencies-and-installation) - * [Installation options](#installation-options) - * [Install directly from GitHub](#install-directly-from-github) - * [Clone and install locally](#clone-and-install-locally) - * [Docker](#docker) - * [Install with optional extras](#install-with-optional-extras) - -* [Documentation](#documentation) -* [Testing](#testing) -* [Examples](#examples) -* [How to cite](#how-to-cite) - * [References](#references) - * [Recent works with PyGeM](#recent-works-with-pygem) -* [Authors and contributors](#authors-and-contributors) -* [How to contribute](#how-to-contribute) -* [License](#license) + +- [Description](#description) +- [Dependencies and installation](#dependencies-and-installation) + - [Installation options](#installation-options) + - [Install directly from GitHub](#install-directly-from-github) + - [Clone and install locally](#clone-and-install-locally) + - [Docker](#docker) + - [Install with optional extras](#install-with-optional-extras) + +- [Documentation](#documentation) +- [Testing](#testing) +- [Examples](#examples) +- [How to cite](#how-to-cite) + - [References](#references) + - [Recent works with PyGeM](#recent-works-with-pygem) +- [Authors and contributors](#authors-and-contributors) +- [How to contribute](#how-to-contribute) +- [License](#license) ## Description -**PyGeM** is a python package using **Free Form Deformation**, **Radial Basis Functions** and **Inverse Distance Weighting** to parametrize and morph complex geometries. It is ideally suited for actual industrial problems, since it allows to handle: + +**PyGeM** is a python package using **Free Form Deformation**, **Radial Basis +Functions** and **Inverse Distance Weighting** to parametrize and morph complex +geometries. It is ideally suited for actual industrial problems, since it +allows to handle: - Computer Aided Design files (in .iges, .step, and .stl formats) - Mesh files (in .unv, Elmer, and OpenFOAM formats) - Output files (in .vtk format) - LS-Dyna Keyword files (.k format) -By now, it has been used with meshes with up to 14 milions of cells. Try with more and more complicated input files! -See the [**Examples**](#examples) section below and the [**Tutorials**](tutorials/README.md) to have an idea of the potential of this package. +By now, it has been used with meshes with up to 14 milions of cells. Try with +more and more complicated input files! +See the [**Examples**](#examples) section below and the +[**Tutorials**](tutorials/README.md) to have an idea of the potential of this +package. ## Dependencies and installation -**PyGeM** requires `numpy`, `scipy`, and `matplotlib` as core dependencies. `sphinx` is needed for the documentation and `pytest` for testing. They can be easily installed via `pip`. The code has been tested with Python3.12.9 version, but it should be compatible with Python3.9+. Python2 support is no longer maintained. -To enable the `CAD` [submodule](https://github.com/mathLab/PyGeM/tree/master/pygem/cad), the module `pythonocc-core` is required to deal with IGES files. This requirement cannot be satisfied through `pip`, but the precompiled binaries are available on `conda` using the command: +**PyGeM** requires `numpy`, `scipy`, and `matplotlib` as core dependencies. +`sphinx` is needed for the documentation and `pytest` for testing. They can be +easily installed via `pip`. The code has been tested with Python3.12.9 version, +but it should be compatible with Python3.9+. Python2 support is no longer +maintained. + +To enable the `CAD` +[submodule](https://github.com/mathLab/PyGeM/tree/master/pygem/cad), the module +`pythonocc-core` is required to deal with IGES files. This requirement cannot be +satisfied through `pip`, but the precompiled binaries are available on `conda` +using the command: + ```bash conda install -c conda-forge pythonocc-core + ``` -For additional information about the compilation and installation of `pythonocc`, see the original [repository](https://github.com/tpaviot/pythonocc-core). + +For additional information about the compilation and installation of +`pythonocc`, see the original +[repository](https://github.com/tpaviot/pythonocc-core). ### Installation options You can install PyGeM using one of the following methods: #### Clone and install locally + The official distribution is on GitHub, and you can clone the repository using + ```bash git clone https://github.com/mathLab/PyGeM + ``` + Then you can install the package locally. To this end, do the following + ```bash cd PyGeM pip install . + ``` #### Install directly from GitHub + ```bash pip install "pygem @ git+https://github.com/mathLab/PyGeM.git" + ``` #### Install with optional extras + - For running the tutorials: `pip install "pygem[tut]"` - For testing: `pip install "pygem[test]"` - For documentation: `pip install "pygem[docs]"` - For full development setup: `pip install "pygem[dev]"` -**To uninstall** the package you have to rerun the installation and record the installed files in order to remove them: +**To uninstall** the package you have to rerun the installation and record the +installed files in order to remove them: + ```bash pip uninstall pygem + ``` #### Docker -Alternatively, a way to run the PyGeM library is to use our prebuilt and high-performance Docker images. Docker containers are extremely lightweight, secure, and are based on open standards that run on all major Linux distributions, macOS and Microsoft Windows platforms. - **Install Docker** for your platform following [these instructions](https://docs.docker.com/engine/getstarted/step_one/). If using Docker Toolbox (macOS < 10.10 or Windows < 10), make sure you run all commands inside the Docker Quickstart Terminal. +Alternatively, a way to run the PyGeM library is to use our prebuilt and +high-performance Docker images. Docker containers are extremely lightweight, +secure, and are based on open standards that run on all major Linux +distributions, macOS and Microsoft Windows platforms. + +**Install Docker** for your platform following [these +instructions](https://docs.docker.com/engine/getstarted/step_one/). If using +Docker Toolbox (macOS < 10.10 or Windows < 10), make sure you run all commands +inside the Docker Quickstart Terminal. + +Now we will pull the sissamathlab/pygem image from our cloud infrastructure: - Now we will pull the sissamathlab/pygem image from our cloud infrastructure: ```bash docker pull sissamathlab/pygem:latest + ``` -TDocker will pull the latest tag of the image pygemdocker/pygem from docker.io. The download is around 3.246 GB. The image is a great place to start experimenting with PyGeM and includes all dependencies already compiled for you. Once the download is complete you can start PyGeM for the first time. Just run: +TDocker will pull the latest tag of the image pygemdocker/pygem from docker.io. +The download is around 3.246 GB. The image is a great place to start +experimenting with PyGeM and includes all dependencies already compiled for you. +Once the download is complete you can start PyGeM for the first time. Just run: + ```bash docker run -ti sissamathlab/pygem:latest + ``` -To facilitate the developing, using the text editor,version control and other tools already installed on your computers, it is possible to share files from the host into the container: + +To facilitate the developing, using the text editor,version control and other +tools already installed on your computers, it is possible to share files from +the host into the container: ```bash docker run -ti -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest + ``` + To allow the X11 forwarding in the container, on Linux system just run: ```bash -docker run -ti --rm -e DISPLAY=$DISPLAY -v /tmp/.X11-unix:/tmp/.X11-unix -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest +docker run -ti --rm -e DISPLAY=$DISPLAY -v /tmp/.X11-unix:/tmp/.X11-unix -v +$(pwd):/home/PyGeM/shared sissamathlab/pygem:latest + ``` -For Windows system, you need to install Cygwin/X version and running the command in Cygwin terminal. While for mac system, you need to install xquartz. +For Windows system, you need to install Cygwin/X version and running the command +in Cygwin terminal. While for mac system, you need to install xquartz. ## Documentation -**PyGeM** uses [Sphinx](http://www.sphinx-doc.org/en/stable/) for code documentation. You can view it online [here](http://mathlab.github.io/PyGeM/). To build the html versions of the docs locally simply: + +**PyGeM** uses [Sphinx](http://www.sphinx-doc.org/en/stable/) for code +documentation. You can view it at the [PyGeM online documentation](http://mathlab.github.io/PyGeM/). +To build the html versions of the docs locally simply: + ```bash cd docs make html + ``` -The generated html can be found in docs/build/html. Open up the index.html you find there to browse. + +The generated html can be found in docs/build/html. Open up the index.html you +find there to browse. ## Testing -We use GitHub Actions for continuous integration testing. You can check out the current status [here](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). -To run tests locally, first install the [`test`](#install-with-optional-extras) extra. Then run +We use GitHub Actions for continuous integration testing. You can check out the +current status [GitHub Actions workflow page](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). + +To run tests locally, first install the [`test`](#install-with-optional-extras) +extra. Then run ```bash pytest + ``` -*(Note: The same testing setup is automatically included when installing with `dev` extras.)* + +_(Note: The same testing setup is automatically included when installing with +`dev` extras.)_ ## Examples -You can find useful tutorials on how to use the package in the [tutorials](tutorials/README.md) folder. -Here we show three applications, taken from the **naval**, **nautical**, and **automotive** engineering fields. On the other hand, the provided tutorials are related to easier geometries. - -

- -

-

-DTMB-5415 hull: morphing of the bulbous bow starting from an industrial .iges CAD file. -

- -

- -

-

-MCY hull: morphing of the exhaust gasses devices starting from an industrial .stl file. -

- -

- -

-

-DrivAer model: morphing of the bumper starting from an OpenFOAM mesh file. -

+ +You can find useful tutorials on how to use the package in the +[tutorials](tutorials/README.md) folder. +Here we show three applications, taken from the **naval**, **nautical**, and +**automotive** engineering fields. On the other hand, the provided tutorials are +related to easier geometries. + +DTMB-5415 hull: morphing of the bulbous bow starting from an industrial .iges +CAD file. + +MCY hull: morphing of the exhaust gasses devices starting from an industrial +.stl file. + +DrivAer model: morphing of the bumper starting from an OpenFOAM mesh file. ## How to cite + If you use this package in your publications please cite the package as follows: ```tex @@ -177,98 +219,195 @@ issn = {2665-9638}, doi = {10.1016/j.simpa.2020.100047}, url = {http://www.sciencedirect.com/science/article/pii/S2665963820300385} } + ``` ### References -The deformations implemented are taken from the following papers: - -* Sieger, Menzel, Botsch. *On Shape Deformation Techniques for Simulation-based Design Optimization*. SEMA SIMAI Springer Series, 2015. [[DOI](https://doi.org/10.1007/978-3-319-06053-8_14)], [[pdf](http://www.honda-ri.de/pubs/pdf/1052.pdf)], [[bibitem](readme/sieger2015shape.bib)]. - -* Forti, Rozza. *Efficient geometrical parametrisation techniques of interfaces for reduced-order modelling: application to fluid–structure interaction coupling problems*. International Journal of Computational Fluid Dynamics, 2014. [[DOI](http://dx.doi.org/10.1080/10618562.2014.932352)], [[bibitem](readme/forti2014efficient.bib)]. -* Sieger, Menzel, Botsch. *RBF Morphing Techniques for Simulation-based Design Optimization*. M. Engineering with Computers, 2014. [[DOI](https://doi.org/10.1007/s00366-013-0330-1)], [[pdf](http://www.honda-ri.de/pubs/pdf/923.pdf)], [[bibitem](readme/sieger2014rbf.bib)]. +The deformations implemented are taken from the following papers: -* Lombardi, Parolini, Quarteroni, Rozza. *Numerical Simulation of Sailing Boats: Dynamics, FSI, and Shape Optimization*. Springer Optimization and Its Applications, 2012. [[DOI](http://dx.doi.org/10.1007/978-1-4614-2435-2_15)], [[pdf](https://infoscience.epfl.ch/record/175879/files/PaerErice-Lombardi-parolini-quarteroni-Rozza.pdf)], [[bibitem](readme/lombardi2012numerical.bib)]. +- Sieger, Menzel, Botsch. _On Shape Deformation Techniques for Simulation-based + Design Optimization_. SEMA SIMAI Springer Series, 2015. + [[DOI](https://doi.org/10.1007/978-3-319-06053-8_14)], + [[pdf](http://www.honda-ri.de/pubs/pdf/1052.pdf)], + [[bibitem](readme/sieger2015shape.bib)]. + +- Forti, Rozza. _Efficient geometrical parametrisation techniques of interfaces + for reduced-order modelling: application to fluid–structure interaction coupling + problems_. International Journal of Computational Fluid Dynamics, 2014. + [[DOI](http://dx.doi.org/10.1080/10618562.2014.932352)], + [[bibitem](readme/forti2014efficient.bib)]. + +- Sieger, Menzel, Botsch. _RBF Morphing Techniques for Simulation-based Design + Optimization_. M. Engineering with Computers, 2014. + [[DOI](https://doi.org/10.1007/s00366-013-0330-1)], + [[pdf](http://www.honda-ri.de/pubs/pdf/923.pdf)], + [[bibitem](readme/sieger2014rbf.bib)]. + +- Lombardi, Parolini, Quarteroni, Rozza. _Numerical Simulation of Sailing Boats: + Dynamics, FSI, and Shape Optimization_. Springer Optimization and Its + Applications, 2012. [[DOI](http://dx.doi.org/10.1007/978-1-4614-2435-2_15)], + [[pdf](https://infoscience.epfl.ch/record/175879/files/PaerErice-Lombardi- + parolini-quarteroni-Rozza.pdf)], + [[bibitem](readme/lombardi2012numerical.bib)]. ### Recent works with PyGeM -Here is a list of scientific works involving **PyGeM** you can consult and/or cite. -If you wish to add one, please open a PR. - -* Jiang, Mayeur, Patrouix, Cirette, Witz, Dumont, Brieu. *Patient-Specific Modeling of Pelvic System from MRI for Numerical Simulation: Validation Using a Physical Model*. Computational Biomechanics for Medicine. MICCAI 2019. [[DOI](https://doi.org/10.1007/978-3-030-15923-8_2)]. - -* Tezzele, Demo, Rozza. *Shape optimization through proper orthogonal decomposition with interpolation and dynamic mode decomposition enhanced by active subspaces*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 122-133, 2019. [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], [[arXiv](https://arxiv.org/abs/1905.05483)], [[bibitem](readme/tezzele2019marine.bib)]. -* Demo, Tezzele, Mola, Rozza. *A complete data-driven framework for the efficient solution of parametric shape design and optimisation in naval engineering problems*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 111-121, 2019. [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], [[arXiv](https://arxiv.org/abs/1905.05982)], [[bibitem](readme/demo2019marine.bib)]. - -* Tezzele, Demo, Mola, Rozza. *An integrated data-driven computational pipeline with model order reduction for industrial and applied mathematics*. Submitted, 2018. [[arXiv](https://arxiv.org/abs/1810.12364)], [[bibitem](readme/tezzele2018ecmi.bib)]. - -* Tezzele, Salmoiraghi, Mola, Rozza. *Dimension reduction in heterogeneous parametric spaces with application to naval engineering shape design problems*. Advanced Modeling and Simulation in Engineering Sciences, 2018. [[DOI](https://doi.org/10.1186/s40323-018-0118-3)], [[arXiv](https://arxiv.org/abs/1709.03298)], [[bibitem](readme/tezzele2018dimension.bib)]. - -* Tezzele, Ballarin, Rozza. *Combined parameter and model reduction of cardiovascular problems by means of active subspaces and POD-Galerkin methods*. In Mathematical and Numerical Modeling of the Cardiovascular System and Applications. SEMA SIMAI Springer Series vol. 16, 2018. [[DOI](https://doi.org/10.1007/978-3-319-96649-6_8)], [[arXiv](https://arxiv.org/abs/1711.10884)], [[bibitem](readme/tezzele2018combined.bib)]. - -* Salmoiraghi, Scardigli, Telib, Rozza. *Free-form deformation, mesh morphing and reduced-order methods: enablers for efficient aerodynamic shape optimisation*. International Journal of Computational Fluid Dynamics, 2018. [[DOI](https://doi.org/10.1080/10618562.2018.1514115)], [[arXiv](https://arxiv.org/abs/1803.04688)], [[bibitem](readme/salmoiraghi2018free.bib)]. - -* Demo, Tezzele, Gustin, Lavini, Rozza. *Shape optimization by means of proper orthogonal decomposition and dynamic mode decomposition*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-212)], [[arXiv](https://arxiv.org/abs/1803.07368)], [[bibitem](readme/demo2018shape.bib)]. +Here is a list of scientific works involving **PyGeM** you can consult and/or +cite. +If you wish to add one, please open a PR. -* Tezzele, Demo, Gadalla, Mola, Rozza. *Model Order Reduction by means of Active Subspaces and Dynamic Mode Decomposition for Parametric Hull Shape Design Hydrodynamics*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-569)], [[arXiv](https://arxiv.org/abs/1803.07377)], [[bibitem](readme/tezzele2018model.bib)]. - -* Demo, Tezzele, Mola, Rozza. *An efficient shape parametrisation by free-form deformation enhanced by active subspace for hull hydrodynamic ship design problems in open source environment*. The 28th International Ocean and Polar Engineering Conference, 2018. [[arXiv](https://arxiv.org/abs/1801.06369)], [[bibitem](readme/demo2018isope.bib)]. +- Jiang, Mayeur, Patrouix, Cirette, Witz, Dumont, Brieu. _Patient-Specific + Modeling of Pelvic System from MRI for Numerical Simulation: Validation Using a + Physical Model_. Computational Biomechanics for Medicine. MICCAI 2019. + [[DOI](https://doi.org/10.1007/978-3-030-15923-8_2)]. + +- Tezzele, Demo, Rozza. _Shape optimization through proper orthogonal + decomposition with interpolation and dynamic mode decomposition enhanced by + active subspaces_. In Proceedings of MARINE 2019: VIII International Conference + on Computational Methods in Marine Engineering, pages 122-133, 2019. + [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], + [[arXiv](https://arxiv.org/abs/1905.05483)], + [[bibitem](readme/tezzele2019marine.bib)]. + +- Demo, Tezzele, Mola, Rozza. _A complete data-driven framework for the + efficient solution of parametric shape design and optimisation in naval + engineering problems_. In Proceedings of MARINE 2019: VIII International + Conference on Computational Methods in Marine Engineering, pages 111-121, 2019. + [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], + [[arXiv](https://arxiv.org/abs/1905.05982)], + [[bibitem](readme/demo2019marine.bib)]. + +- Tezzele, Demo, Mola, Rozza. _An integrated data-driven computational pipeline + with model order reduction for industrial and applied mathematics_. Submitted, + +1. [[arXiv](https://arxiv.org/abs/1810.12364)], + [[bibitem](readme/tezzele2018ecmi.bib)]. + +- Tezzele, Salmoiraghi, Mola, Rozza. _Dimension reduction in heterogeneous + parametric spaces with application to naval engineering shape design problems_. + Advanced Modeling and Simulation in Engineering Sciences, 2018. + [[DOI](https://doi.org/10.1186/s40323-018-0118-3)], + [[arXiv](https://arxiv.org/abs/1709.03298)], + [[bibitem](readme/tezzele2018dimension.bib)]. + +- Tezzele, Ballarin, Rozza. _Combined parameter and model reduction of + cardiovascular problems by means of active subspaces and POD-Galerkin methods_. + In Mathematical and Numerical Modeling of the Cardiovascular System and + Applications. SEMA SIMAI Springer Series vol. 16, 2018. + [[DOI](https://doi.org/10.1007/978-3-319-96649-6_8)], + [[arXiv](https://arxiv.org/abs/1711.10884)], + [[bibitem](readme/tezzele2018combined.bib)]. + +- Salmoiraghi, Scardigli, Telib, Rozza. _Free-form deformation, mesh morphing + and reduced-order methods: enablers for efficient aerodynamic shape + optimisation_. International Journal of Computational Fluid Dynamics, 2018. + [[DOI](https://doi.org/10.1080/10618562.2018.1514115)], + [[arXiv](https://arxiv.org/abs/1803.04688)], + [[bibitem](readme/salmoiraghi2018free.bib)]. + +- Demo, Tezzele, Gustin, Lavini, Rozza. _Shape optimization by means of proper + orthogonal decomposition and dynamic mode decomposition_. In Technology and + Science for the Ships of the Future: Proceedings of NAV 2018: 19th International + Conference on Ship & Maritime Research, 2018. + [[DOI](https://doi.org/10.3233/978-1-61499-870-9-212)], + [[arXiv](https://arxiv.org/abs/1803.07368)], + [[bibitem](readme/demo2018shape.bib)]. + +- Tezzele, Demo, Gadalla, Mola, Rozza. _Model Order Reduction by means of Active + Subspaces and Dynamic Mode Decomposition for Parametric Hull Shape Design + Hydrodynamics_. In Technology and Science for the Ships of the Future: + Proceedings of NAV 2018: 19th International Conference on Ship & Maritime + Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-569)], + [[arXiv](https://arxiv.org/abs/1803.07377)], + [[bibitem](readme/tezzele2018model.bib)]. + +- Demo, Tezzele, Mola, Rozza. _An efficient shape parametrisation by free-form + deformation enhanced by active subspace for hull hydrodynamic ship design + problems in open source environment_. The 28th International Ocean and Polar + Engineering Conference, 2018. [[arXiv](https://arxiv.org/abs/1801.06369)], + [[bibitem](readme/demo2018isope.bib)]. + +- Bergmann, Ferrero, Iollo, Lombardi, Scardigli, Telib. _A zonal Galerkin-free + POD model for incompressible flows_. Journal of Computational Physics, 2018. + [[DOI](https://doi.org/10.1016/j.jcp.2017.10.001)], + [[bibitem](readme/bergmann2018zonal.bib)]. + +- Salmoiraghi, Ballarin, Corsi, Mola, Tezzele, Rozza. _Advances in geometrical + parametrization and reduced order models and methods for computational fluid + dynamics problems in applied sciences and engineering: overview and + perspectives_. ECCOMAS 2016 proceedings. + [[DOI](https://doi.org/10.7712/100016.1867.8680)], + [[bibitem](readme/salmoiraghi2016advances.bib)]. -* Bergmann, Ferrero, Iollo, Lombardi, Scardigli, Telib. *A zonal Galerkin-free POD model for incompressible flows*. Journal of Computational Physics, 2018. [[DOI](https://doi.org/10.1016/j.jcp.2017.10.001)], [[bibitem](readme/bergmann2018zonal.bib)]. +## Authors and contributors -* Salmoiraghi, Ballarin, Corsi, Mola, Tezzele, Rozza. *Advances in geometrical parametrization and reduced order models and methods for computational fluid dynamics problems in applied sciences and engineering: overview and perspectives*. ECCOMAS 2016 proceedings. [[DOI](https://doi.org/10.7712/100016.1867.8680)], [[bibitem](readme/salmoiraghi2016advances.bib)]. +**PyGeM** is developed and maintained at [SISSA +mathLab](http://mathlab.sissa.it/) by: -## Authors and contributors -**PyGeM** is developed and maintained at [SISSA mathLab](http://mathlab.sissa.it/) by: -* [Marco Tezzele](mailto:marcotez@gmail.com) -* [Nicola Demo](mailto:demo.nicola@gmail.com) -* [Andrea Mola](mailto:amola@sissa.it) +- [Marco Tezzele](mailto:marcotez@gmail.com) +- [Nicola Demo](mailto:demo.nicola@gmail.com) +- [Andrea Mola](mailto:amola@sissa.it) -under the supervision of [Prof. Gianluigi Rozza](mailto:gianluigi.rozza@sissa.it). We thank [Filippo Salmoiraghi](mailto:filippo.salmoiraghi@gmail.com) for the original idea and major contributions. +under the supervision of [Prof. Gianluigi +Rozza](mailto:gianluigi.rozza@sissa.it). We thank [Filippo +Salmoiraghi](mailto:filippo.salmoiraghi@gmail.com) for the original idea and +major contributions. -Contact us by email for further information or questions about **PyGeM**, or suggest pull requests. Contributions improving either the code or the documentation are welcome! +Contact us by email for further information or questions about **PyGeM**, or +suggest pull requests. Contributions improving either the code or the +documentation are welcome! ## How to contribute -We'd love to accept your patches and contributions to this project. There are just a few small guidelines you need to follow. + +We'd love to accept your patches and contributions to this project. There are +just a few small guidelines you need to follow. ### Development setup + Install PyGeM in development mode with all dependencies: -```bash + +```bash pip install -e ".[dev]" + ``` -This installs the package in editable mode with all testing, documentation, and quality tools. + +This installs the package in editable mode with all testing, documentation, and +quality tools. ### Submitting a patch 1. It's generally best to start by opening a new issue describing the bug or - feature you're intending to fix. Even if you think it's relatively minor, - it's helpful to know what people are working on. Mention in the initial - issue that you are planning to work on that bug or feature so that it can - be assigned to you. - - 2. Follow the normal process of [forking][] the project, and setup a new - branch to work in. It's important that each group of changes be done in - separate branches in order to ensure that a pull request only includes the - commits related to that bug or feature. - - 3. To ensure properly formatted code, please make sure to use 4 - spaces to indent the code. The easy way is to run on your bash the provided - script: ./code_formatter.sh. You should also run [pylint][] over your code. - It's not strictly necessary that your code be completely "lint-free", - but this will help you find common style issues. - - 4. Any significant changes should almost always be accompanied by tests. The - project already has good test coverage, so look at some of the existing - tests if you're unsure how to go about it. We're using [coveralls][] that - is an invaluable tools for seeing which parts of your code aren't being - exercised by your tests. - - 5. Do your best to have [well-formed commit messages][] for each change. - This provides consistency throughout the project, and ensures that commit - messages are able to be formatted properly by various git tools. - - 6. Finally, push the commits to your fork and submit a [pull request][]. Please, - remember to rebase properly in order to maintain a clean, linear git history. + feature you're intending to fix. Even if you think it's relatively minor, + it's helpful to know what people are working on. Mention in the initial + issue that you are planning to work on that bug or feature so that it can + be assigned to you. + +2. Follow the normal process of [forking][] the project, and setup a new + branch to work in. It's important that each group of changes be done in + separate branches in order to ensure that a pull request only includes the + commits related to that bug or feature. + +3. To ensure properly formatted code, please make sure to use 4 + spaces to indent the code. The easy way is to run on your bash the provided + script: ./code_formatter.sh. You should also run [pylint][] over your code. + It's not strictly necessary that your code be completely "lint-free", + but this will help you find common style issues. + +4. Any significant changes should almost always be accompanied by tests. The + project already has good test coverage, so look at some of the existing + tests if you're unsure how to go about it. We're using [coveralls][] that + is an invaluable tools for seeing which parts of your code aren't being + exercised by your tests. + +5. Do your best to have [well-formed commit messages][] for each change. + This provides consistency throughout the project, and ensures that commit + messages are able to be formatted properly by various git tools. + +6. Finally, push the commits to your fork and submit a [pull request][]. + Please, + remember to rebase properly in order to maintain a clean, linear git + history. [forking]: https://help.github.com/articles/fork-a-repo [pylint]: https://www.pylint.org/ @@ -276,7 +415,6 @@ This installs the package in editable mode with all testing, documentation, and [well-formed commit messages]: http://tbaggery.com/2008/04/19/a-note-about-git-commit-messages.html [pull request]: https://help.github.com/articles/creating-a-pull-request - ## License -See the [LICENSE](LICENSE.rst) file for license rights and limitations (MIT). \ No newline at end of file +See the [LICENSE](LICENSE.rst) file for license rights and limitations (MIT). diff --git a/pygem/cad/igeshandler.py b/pygem/cad/igeshandler.py index c1255338..8694a515 100644 --- a/pygem/cad/igeshandler.py +++ b/pygem/cad/igeshandler.py @@ -17,7 +17,8 @@ class IgesHandler(NurbsHandler): :cvar string outfile: name of the output file where to write in. :cvar list extensions: list of extensions of the input/output files. It is equal to ['.iges', '.igs']. - :cvar list control_point_position: index of the first NURBS control point (or pole) + :cvar list control_point_position: index of the first NURBS control + point (or pole) of each face of the iges file. :cvar float tolerance: tolerance for the construction of the faces and wires in the write function. Default value is 1e-6. @@ -25,9 +26,12 @@ class IgesHandler(NurbsHandler): .. warning:: - - For non trivial geometries it could be necessary to increase the tolerance. - Linking edges into a single wire and then trimming the surface with the wire - can be hard for the software, especially when the starting CAD has not been + - For non trivial geometries it could be necessary to + increase the tolerance. + Linking edges into a single wire and then trimming + the surface with the wire + can be hard for the software, especially when the + starting CAD has not been made for analysis but for design purposes. """ diff --git a/pygem/cad/nurbshandler.py b/pygem/cad/nurbshandler.py index c0941c8a..e6619346 100644 --- a/pygem/cad/nurbshandler.py +++ b/pygem/cad/nurbshandler.py @@ -688,7 +688,8 @@ def write_shape(self, l_shells, filename, tol): global_compound_builder.Add(global_comp, new_shell) # TODO - #print("Shell {0} of type {1} Processed ".format(ishell, itype)) + # print("Shell {0} of type {1} Processed ".format(ishell + # , itype)) # print "==============================================" ishell += 1 diff --git a/pygem/cffd.py b/pygem/cffd.py index 0774f48e..09abd8eb 100644 --- a/pygem/cffd.py +++ b/pygem/cffd.py @@ -112,7 +112,7 @@ def adjust_control_points(self, src_pts): indices = np.arange(np.prod(self.n_control_points) * 3)[ self.ffd_mask.reshape(-1) ] -# pylint: disable=C0103 + # pylint: disable=C0103 A, b = self._compute_linear_map( src_pts, saved_parameters.copy(), indices ) @@ -181,7 +181,7 @@ def _compute_linear_map(self, src_pts, saved_parameters, indices): np.random.seed(0) for i in range( n_indices + 1 - ): ##now we generate the interpolation points + ): # now we generate the interpolation points tmp = np.random.rand(1, n_indices) tmp = tmp.reshape(1, -1) inputs[i] = np.hstack( diff --git a/pygem/custom_deformation.py b/pygem/custom_deformation.py index 23d8ee39..57c7ac59 100644 --- a/pygem/custom_deformation.py +++ b/pygem/custom_deformation.py @@ -5,7 +5,7 @@ from pygem import Deformation -class CustomDeformation(Deformation): #pylint: disable=too-few-public-methods +class CustomDeformation(Deformation): # pylint: disable=too-few-public-methods """Class to perform a custom deformation to the mesh points. :param callable func: the function definying the deformation of the diff --git a/pygem/deformation.py b/pygem/deformation.py index c6173b87..8a9545c0 100644 --- a/pygem/deformation.py +++ b/pygem/deformation.py @@ -2,6 +2,7 @@ from abc import ABC, abstractmethod + # pylint: disable=R0903 class Deformation(ABC): """Abstract class for generic deformation. diff --git a/pygem/ffd.py b/pygem/ffd.py index a23e7d21..c964dd03 100644 --- a/pygem/ffd.py +++ b/pygem/ffd.py @@ -53,6 +53,7 @@ from pygem import Deformation from pygem.utils import angles2matrix, fit_affine_transformation + # pylint: disable=too-many-instance-attributes class FFD(Deformation): """Class that handles the Free Form Deformation on the mesh points. @@ -140,13 +141,13 @@ def inverse_psi(self): return fit_affine_transformation(self.reference_frame, physical_frame) @property - def T(self): # pylint: disable=invalid-name + def T(self): # pylint: disable=invalid-name """Return the function that deforms the points within the unit cube. :rtype: callable """ - def T_mapping(points): # pylint: disable=invalid-name + def T_mapping(points): # pylint: disable=invalid-name (n_rows, n_cols) = points.shape (dim_n_mu, dim_m_mu, dim_t_mu) = self.array_mu_x.shape @@ -299,7 +300,9 @@ def read_parameters(self, filename="parameters.prm"): values = line.split() self.array_mu_z[tuple(map(int, values[0:3]))] = float(values[3]) - def write_parameters(self, filename="parameters.prm"): # pylint: disable=too-many-statements + def write_parameters( + self, filename="parameters.prm" + ): # pylint: disable=too-many-statements """This method writes a parameters file (.prm) called `filename` and fills it with all the parameters class members. @@ -511,7 +514,9 @@ def control_points(self, deformed=True): return box_points.T - def reflect(self, axis=0, in_place=True): # pylint: disable=inconsistent-return-statements + def reflect( + self, axis=0, in_place=True + ): # pylint: disable=inconsistent-return-statements """Reflect the lattice of control points along the direction defined by `axis`. In particular the origin point of the lattice is preserved. So, for instance, the reflection along x, is made with respect to the face @@ -544,7 +549,9 @@ def reflect(self, axis=0, in_place=True): # pylint: disable=inconsistent-return- # check that the plane of symmetry is undeformed if ( - (axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0) # pylint: disable=too-many-boolean-expressions + ( + axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0 + ) # pylint: disable=too-many-boolean-expressions or (axis == 1 and np.count_nonzero(self.array_mu_y[:, -1, :]) != 0) or (axis == 2 and np.count_nonzero(self.array_mu_z[:, :, -1]) != 0) ): @@ -555,7 +562,7 @@ def reflect(self, axis=0, in_place=True): # pylint: disable=inconsistent-return- ) if in_place is False: - self = copy.deepcopy(self) # pylint: disable=self-cls-assignment + self = copy.deepcopy(self) # pylint: disable=self-cls-assignment # double the control points in the given axis -1 (the symmetry plane) self.n_control_points[axis] = 2 * self.n_control_points[axis] - 1 diff --git a/pygem/idw.py b/pygem/idw.py index 7c30e99c..fb54d341 100644 --- a/pygem/idw.py +++ b/pygem/idw.py @@ -136,6 +136,7 @@ def __call__(self, src_pts): After the execution it sets `self.modified_mesh_points`. """ + # pylint: disable=invalid-name def distance(u, v): """Norm of u - v""" diff --git a/pygem/khandler.py b/pygem/khandler.py index 653bacef..3bbbf6e4 100644 --- a/pygem/khandler.py +++ b/pygem/khandler.py @@ -39,7 +39,9 @@ def parse(self, filename): # pylint: disable=arguments-differ node_indicator = False with open(self.infile, "r", encoding="utf-8") as input_file: - for num, line in enumerate(input_file): # pylint: disable=unused-variable + for num, line in enumerate( + input_file + ): # pylint: disable=unused-variable expression = re.compile(r"(.+?)(?:,|$)") expression = expression.findall(line) diff --git a/pygem/mdpahandler.py b/pygem/mdpahandler.py index a4548d80..e491fcb2 100644 --- a/pygem/mdpahandler.py +++ b/pygem/mdpahandler.py @@ -4,6 +4,7 @@ import pygem.filehandler as fh + class MdpaHandler(fh.FileHandler): """Kratos mesh file handler class. diff --git a/pygem/meta.py b/pygem/meta.py index 2cd66792..05d7321a 100644 --- a/pygem/meta.py +++ b/pygem/meta.py @@ -12,6 +12,7 @@ from datetime import datetime + def get_current_year(): """Return current year.""" return datetime.now().year diff --git a/pygem/rbf.py b/pygem/rbf.py index 969fc013..64ce22f4 100644 --- a/pygem/rbf.py +++ b/pygem/rbf.py @@ -125,7 +125,8 @@ class RBF(Deformation): >>> mesh = np.array([x.ravel(), y.ravel(), z.ravel()]) >>> deformed_mesh = rbf(mesh) """ -#pylint: disable=too-many-positional-arguments + + # pylint: disable=too-many-positional-arguments def __init__( self, original_control_points=None, @@ -183,6 +184,7 @@ def n_control_points(self): :rtype: int """ return self.original_control_points.shape[0] + @property def basis(self): """The kernel to use in the deformation. @@ -204,6 +206,7 @@ def basis(self, func): self.__basis = RBFFactory(func) else: raise TypeError("`func` is not valid.") + # pylint: disable=invalid-name def _get_weights(self, X, Y): """This private method, given the original control points and the @@ -223,7 +226,9 @@ def _get_weights(self, X, Y): """ npts, dim = X.shape H = np.zeros((npts + 3 + 1, npts + 3 + 1)) - H[:npts, :npts] = self.basis(cdist(X, X), self.radius, **self.extra) # pylint: disable=not-callable + H[:npts, :npts] = self.basis( + cdist(X, X), self.radius, **self.extra + ) # pylint: disable=not-callable H[npts, :npts] = 1.0 H[:npts, npts] = 1.0 H[:npts, -3:] = X diff --git a/pygem/rbf_factory.py b/pygem/rbf_factory.py index 41aaa890..1eb45339 100644 --- a/pygem/rbf_factory.py +++ b/pygem/rbf_factory.py @@ -22,7 +22,8 @@ class RBFFactory: >>> for fname in RBFFactory.bases: >>> y = RBFFactory(fname)(x) """ -# pylint: disable=C0103 + + # pylint: disable=C0103 @staticmethod def gaussian_spline(X, r=1): """ @@ -128,7 +129,6 @@ def polyharmonic_spline(X, r=1, k=2): It implements the following formula: .. math:: - \\varphi(\\boldsymbol{x}) = \\begin{cases} \\frac{\\boldsymbol{x}}{r}^k diff --git a/pygem/unvhandler.py b/pygem/unvhandler.py index 0dd24fd6..b936b6a7 100644 --- a/pygem/unvhandler.py +++ b/pygem/unvhandler.py @@ -97,8 +97,7 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ else: for j in range(0, 3): output_file.write( - 3 * " " - + f"{mesh_points[i][j]:.16E}" + 3 * " " + f"{mesh_points[i][j]:.16E}" ) output_file.write("\n") i += 1 diff --git a/pygem/vffd.py b/pygem/vffd.py index b20071e0..cfd18f23 100644 --- a/pygem/vffd.py +++ b/pygem/vffd.py @@ -6,55 +6,55 @@ class VFFD(CFFD): """Class that handles the Volumetric Free Form Deformation on mesh points. -:param list n_control_points: number of control points in the x, y, and z - direction. Default is [2, 2, 2]. -:param string mode: it can be ``affine`` or ``triaffine``. The first option - is for the F that are affine in all the coordinates of the points. - The second one is for functions that are F in the coordinates of the - points. The first option implies the second, but is optimal for that - class of functions. -:cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the - x, y and z direction (local coordinate system). -:cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of - the FFD bounding box. -:cvar numpy.ndarray n_control_points: the number of control points in the - x, y, and z direction. -:cvar numpy.ndarray array_mu_x: collects the displacements (weights) along - x, normalized with the box length x. -:cvar numpy.ndarray array_mu_y: collects the displacements (weights) along - y, normalized with the box length y. -:cvar numpy.ndarray array_mu_z: collects the displacements (weights) along - z, normalized with the box length z. -:cvar callable fun: it defines the F of the constraint F(x)=c. Default is - the constant 1 function. -:cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. - Default is 1. -:cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce - the constraint. The tensor has shape (n_x,n_y,n_z,3), where the last - dimension indicates movement on x,y,z respectively. Default is all - true. -:cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class - on which axis which constraint depends on. The tensor has shape - (n_cons,3), where the last dimension indicates dependency on x,y,z - respectively. Default is all true. It used only in the triaffine mode. + :param list n_control_points: number of control points in the x, y, and z + direction. Default is [2, 2, 2]. + :param string mode: it can be ``affine`` or ``triaffine``. The first option + is for the F that are affine in all the coordinates of the points. + The second one is for functions that are F in the coordinates of the + points. The first option implies the second, but is optimal for that + class of functions. + :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the + x, y and z direction (local coordinate system). + :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of + the FFD bounding box. + :cvar numpy.ndarray n_control_points: the number of control points in the + x, y, and z direction. + :cvar numpy.ndarray array_mu_x: collects the displacements (weights) along + x, normalized with the box length x. + :cvar numpy.ndarray array_mu_y: collects the displacements (weights) along + y, normalized with the box length y. + :cvar numpy.ndarray array_mu_z: collects the displacements (weights) along + z, normalized with the box length z. + :cvar callable fun: it defines the F of the constraint F(x)=c. Default is + the constant 1 function. + :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. + Default is 1. + :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce + the constraint. The tensor has shape (n_x,n_y,n_z,3), where the last + dimension indicates movement on x,y,z respectively. Default is all + true. + :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class + on which axis which constraint depends on. The tensor has shape + (n_cons,3), where the last dimension indicates dependency on x,y,z + respectively. Default is all true. It used only in the triaffine mode. -:Example: + :Example: - >>> from pygem import VFFD - >>> import numpy as np - >>> import meshio - >>> mesh = meshio.read('tests/test_datasets/test_sphere_cffd.stl') - >>> original_mesh_points = mesh.points - >>> triangles = mesh.cells_dict["triangle"] - >>> b = np.random.rand(1) - >>> vffd = VFFD(triangles, b, [2, 2, 2]) - >>> vffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') - >>> vffd.adjust_control_points(original_mesh_points) - >>> new_mesh_points = vffd(original_mesh_points) - >>> assert np.isclose(np.linalg.norm(vffd.fun(new_mesh_points) - b), - ... np.array([0.]), atol=1e-07) -""" + >>> from pygem import VFFD + >>> import numpy as np + >>> import meshio + >>> mesh = meshio.read('tests/test_datasets/test_sphere_cffd.stl') + >>> original_mesh_points = mesh.points + >>> triangles = mesh.cells_dict["triangle"] + >>> b = np.random.rand(1) + >>> vffd = VFFD(triangles, b, [2, 2, 2]) + >>> vffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') + >>> vffd.adjust_control_points(original_mesh_points) + >>> new_mesh_points = vffd(original_mesh_points) + >>> assert np.isclose(np.linalg.norm(vffd.fun(new_mesh_points) - b), + ... np.array([0.]), atol=1e-07) + """ def __init__(self, triangles, fixval, n_control_points=None, ffd_mask=None): super().__init__(fixval, None, n_control_points, ffd_mask, None) diff --git a/pyproject.toml b/pyproject.toml index 8e34db03..daed7b4a 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -79,5 +79,5 @@ exclude = ["tests*", "docs*", "tutorials*"] version = { attr = "pygem.meta.__version__" } [tool.black] -line-length = 88 +line-length = 80 target-version = ['py39'] diff --git a/test.py b/test.py index 3b792cc0..5ba6b1ca 100644 --- a/test.py +++ b/test.py @@ -1,9 +1,9 @@ +import sys +import nose import matplotlib matplotlib.use("agg") -import nose - test_defaults = [ "tests/test_ffd.py", "tests/test_idw.py", @@ -27,14 +27,12 @@ return_value = 0 # Success try: - import pygem.cad + import pygem.cad # pylint: disable=unused-import return_value = 1 if nose.run(argv=cad_argv) is False else 0 -except: +except ImportError: print("module OCC not found, skip tests for CAD") return_value = 1 if nose.run(argv=default_argv) is False else 0 -import sys - sys.exit(int(return_value)) diff --git a/tests/test_bffd.py b/tests/test_bffd.py index 2f6c9145..be6b5c42 100644 --- a/tests/test_bffd.py +++ b/tests/test_bffd.py @@ -1,7 +1,7 @@ -import filecmp -import os from unittest import TestCase + import numpy as np + from pygem import BFFD @@ -10,13 +10,13 @@ class TestBFFD(TestCase): def test_nothing_happens_bffd(self): np.random.seed(0) original_mesh_points = np.random.rand(100, 3) - A = np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) + np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) b = np.mean(original_mesh_points, axis=0) cffd = BFFD(b) cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert ( + assert ( # nosec # nosec np.linalg.norm(original_mesh_points - new_mesh_points) / np.linalg.norm(original_mesh_points) < 1e-02 @@ -25,13 +25,14 @@ def test_nothing_happens_bffd(self): def test_constraint_bffd(self): np.random.seed(0) original_mesh_points = np.random.rand(100, 3) - A = np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) + np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) b = np.mean(original_mesh_points, axis=0) + 0.02 * np.random.rand(3) cffd = BFFD(b) cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert ( - np.linalg.norm(b - np.mean(new_mesh_points, axis=0)) / np.linalg.norm(b) + assert ( # nosec # nosec + np.linalg.norm(b - np.mean(new_mesh_points, axis=0)) + / np.linalg.norm(b) < 1e-02 ) diff --git a/tests/test_cffd.py b/tests/test_cffd.py index 5c73fb97..779fdbb4 100644 --- a/tests/test_cffd.py +++ b/tests/test_cffd.py @@ -1,7 +1,7 @@ -import filecmp -import os from unittest import TestCase + import numpy as np + from pygem import CFFD @@ -20,7 +20,7 @@ def fun(x): cffd = CFFD(b, fun) cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert ( + assert ( # nosec # nosec np.linalg.norm(original_mesh_points - new_mesh_points) / np.linalg.norm(original_mesh_points) < 1e-02 @@ -40,4 +40,6 @@ def fun(x): cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert np.linalg.norm(b - fun(new_mesh_points)) / np.linalg.norm(b) < 1e-02 + assert ( # nosec # nosec + np.linalg.norm(b - fun(new_mesh_points)) / np.linalg.norm(b) < 1e-02 + ) diff --git a/tests/test_custom_deformation.py b/tests/test_custom_deformation.py index 8fb107e2..7a2cfcf8 100644 --- a/tests/test_custom_deformation.py +++ b/tests/test_custom_deformation.py @@ -1,6 +1,7 @@ from unittest import TestCase import numpy as np + from pygem import CustomDeformation diff --git a/tests/test_custom_deformation_cad.py b/tests/test_custom_deformation_cad.py index f400c039..8ddc2a74 100644 --- a/tests/test_custom_deformation_cad.py +++ b/tests/test_custom_deformation_cad.py @@ -1,8 +1,6 @@ from unittest import TestCase -import numpy as np -from pygem.cad import CustomDeformation -from pygem.cad import CADDeformation +from pygem.cad import CADDeformation, CustomDeformation class TestCustomDeformation(TestCase): @@ -11,7 +9,7 @@ def test_class_members_func(self): def move(x): return x + x**2 - deform = CustomDeformation(move) + CustomDeformation(move) def test_customdeform_cad_type(self): def move(x): @@ -22,4 +20,4 @@ def move(x): orig_shape = CADDeformation.read_shape(filename) deform = CustomDeformation(move) new_shape = deform(orig_shape) - assert type(new_shape) == type(orig_shape) + assert type(new_shape) == type(orig_shape) # nosec # nosec diff --git a/tests/test_elmerhandler.py b/tests/test_elmerhandler.py index 8ba45db6..5ef3e63e 100644 --- a/tests/test_elmerhandler.py +++ b/tests/test_elmerhandler.py @@ -1,14 +1,15 @@ -from unittest import TestCase -import unittest -import pygem.elmerhandler as elh -import numpy as np import filecmp import os +from unittest import TestCase + +import numpy as np + +import pygem.elmerhandler as elh class TestElmerHandler(TestCase): def test_elmer_instantiation(self): - elmer_handler = elh.ElmerHandler() + elh.ElmerHandler() def test_elmer_default_infile_member(self): elmer_handler = elh.ElmerHandler() @@ -25,69 +26,97 @@ def test_elmer_default_extension_member(self): def test_elmer_parse_failing_filename_type(self): elmer_handler = elh.ElmerHandler() with self.assertRaises(TypeError): - mesh_points = elmer_handler.parse(0.2) + elmer_handler.parse(0.2) def test_elmer_parse_failing_check_extension(self): elmer_handler = elh.ElmerHandler() with self.assertRaises(ValueError): - mesh_points = elmer_handler.parse("tests/test_datasets/test_square.iges") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_square.iges" + ) def test_elmer_parse_infile(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") - self.assertEqual(elmer_handler.infile, "tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) + self.assertEqual( + elmer_handler.infile, "tests/test_datasets/test_elmer.nodes" + ) def test_elmer_parse_shape(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) self.assertTupleEqual(mesh_points.shape, (240, 3)) def test_elmer_parse_coords_1(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) np.testing.assert_almost_equal(mesh_points[33][0], 2.94650796191) def test_open_foam_parse_coords_2(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) np.testing.assert_almost_equal(mesh_points[149][1], 2) def test_elmer_parse_coords_3(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) np.testing.assert_almost_equal(mesh_points[239][2], 0.0) def test_elmer_parse_coords_4(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_elmer_parse_coords_5(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) np.testing.assert_almost_equal(mesh_points[-1][1], 2) def test_elmer_write_failing_filename_type(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) with self.assertRaises(TypeError): elmer_handler.write(mesh_points, -1.0) def test_elmer_write_failing_check_extension(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) with self.assertRaises(ValueError): - elmer_handler.write(mesh_points, "tests/test_datasets/test_square.iges") + elmer_handler.write( + mesh_points, "tests/test_datasets/test_square.iges" + ) def test_elmer_write_failing_infile_instantiation(self): elmer_handler = elh.ElmerHandler() mesh_points = np.zeros((40, 3)) with self.assertRaises(RuntimeError): - elmer_handler.write(mesh_points, "tests/test_datasets/test_elmer_out.nodes") + elmer_handler.write( + mesh_points, "tests/test_datasets/test_elmer_out.nodes" + ) def test_elmer_write_outfile(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) outfilename = "tests/test_datasets/test_elmer_out.nodes" elmer_handler.write(mesh_points, outfilename) self.assertEqual(elmer_handler.outfile, outfilename) @@ -95,7 +124,9 @@ def test_elmer_write_outfile(self): def test_elmer_write_comparison(self): elmer_handler = elh.ElmerHandler() - mesh_points = elmer_handler.parse("tests/test_datasets/test_elmer.nodes") + mesh_points = elmer_handler.parse( + "tests/test_datasets/test_elmer.nodes" + ) mesh_points[0] = [0.1, 1.1, 0.1] mesh_points[1] = [0.1, 1.2, 0.1] mesh_points[2] = [0.1, 1.6, 0.1] diff --git a/tests/test_ffd.py b/tests/test_ffd.py index b0219188..1fbc3965 100644 --- a/tests/test_ffd.py +++ b/tests/test_ffd.py @@ -3,41 +3,50 @@ from unittest import TestCase import numpy as np + from pygem import FFD class TestFFD(TestCase): def test_class_members_default_n_control_points(self): params = FFD() - assert np.array_equal(params.n_control_points, [2, 2, 2]) + assert np.array_equal( + params.n_control_points, [2, 2, 2] + ) # nosec # nosec def test_class_members_default_conversion_unit(self): params = FFD() - assert params.conversion_unit == 1.0 + assert params.conversion_unit == 1.0 # nosec # nosec def test_class_members_default_box_length(self): params = FFD() - assert np.array_equal(params.box_length, np.ones(3)) + assert np.array_equal(params.box_length, np.ones(3)) # nosec # nosec def test_class_members_default_box_origin(self): params = FFD() - assert np.array_equal(params.box_origin, np.zeros(3)) + assert np.array_equal(params.box_origin, np.zeros(3)) # nosec # nosec def test_class_members_default_rot_angle(self): params = FFD() - assert np.array_equal(params.rot_angle, np.zeros(3)) + assert np.array_equal(params.rot_angle, np.zeros(3)) # nosec # nosec def test_class_members_default_array_mu_x(self): params = FFD() - np.testing.assert_array_almost_equal(params.array_mu_x, np.zeros((2, 2, 2))) + np.testing.assert_array_almost_equal( + params.array_mu_x, np.zeros((2, 2, 2)) + ) def test_class_members_default_array_mu_y(self): params = FFD() - np.testing.assert_array_almost_equal(params.array_mu_y, np.zeros((2, 2, 2))) + np.testing.assert_array_almost_equal( + params.array_mu_y, np.zeros((2, 2, 2)) + ) def test_class_members_default_array_mu_z(self): params = FFD() - np.testing.assert_array_almost_equal(params.array_mu_z, np.zeros((2, 2, 2))) + np.testing.assert_array_almost_equal( + params.array_mu_z, np.zeros((2, 2, 2)) + ) def test_class_members_default_rotation_matrix(self): params = FFD() @@ -46,55 +55,76 @@ def test_class_members_default_rotation_matrix(self): def test_class_members_default_position_vertices(self): params = FFD() expected_matrix = np.array( - [[0.0, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0], [0.0, 0.0, 1.0]] + [ + [0.0, 0.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 0.0], + [0.0, 0.0, 1.0], + ] + ) + np.testing.assert_array_almost_equal( + params.position_vertices, expected_matrix ) - np.testing.assert_array_almost_equal(params.position_vertices, expected_matrix) def test_class_members_generic_n_control_points(self): params = FFD([2, 3, 5]) - assert np.array_equal(params.n_control_points, [2, 3, 5]) + assert np.array_equal( + params.n_control_points, [2, 3, 5] + ) # nosec # nosec def test_class_members_generic_array_mu_x(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal(params.array_mu_x, np.zeros((2, 3, 5))) + np.testing.assert_array_almost_equal( + params.array_mu_x, np.zeros((2, 3, 5)) + ) def test_class_members_generic_array_mu_y(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal(params.array_mu_y, np.zeros((2, 3, 5))) + np.testing.assert_array_almost_equal( + params.array_mu_y, np.zeros((2, 3, 5)) + ) def test_class_members_generic_array_mu_z(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal(params.array_mu_z, np.zeros((2, 3, 5))) + np.testing.assert_array_almost_equal( + params.array_mu_z, np.zeros((2, 3, 5)) + ) def test_reflect_n_control_points_1(self): params = FFD([2, 3, 5]) params.reflect(axis=0) - assert np.array_equal(params.n_control_points, [3, 3, 5]) + assert np.array_equal( + params.n_control_points, [3, 3, 5] + ) # nosec # nosec def test_reflect_n_control_points_2(self): params = FFD([2, 3, 5]) params.reflect(axis=1) - assert np.array_equal(params.n_control_points, [2, 5, 5]) + assert np.array_equal( + params.n_control_points, [2, 5, 5] + ) # nosec # nosec def test_reflect_n_control_points_3(self): params = FFD([2, 3, 5]) params.reflect(axis=2) - assert np.array_equal(params.n_control_points, [2, 3, 9]) + assert np.array_equal( + params.n_control_points, [2, 3, 9] + ) # nosec # nosec def test_reflect_box_length_1(self): params = FFD([2, 3, 5]) params.reflect(axis=0) - assert params.box_length[0] == 2 + assert params.box_length[0] == 2 # nosec # nosec def test_reflect_box_length_2(self): params = FFD([2, 3, 5]) params.reflect(axis=1) - assert params.box_length[1] == 2 + assert params.box_length[1] == 2 # nosec # nosec def test_reflect_box_length_3(self): params = FFD([2, 3, 5]) params.reflect(axis=2) - assert params.box_length[2] == 2 + assert params.box_length[2] == 2 # nosec # nosec def test_reflect_wrong_axis(self): params = FFD([2, 3, 5]) @@ -159,7 +189,9 @@ def test_reflect_axis_0(self): -0.0, ] ).reshape((5, 2, 2)) - np.testing.assert_array_almost_equal(params.array_mu_x, array_mu_x_exact) + np.testing.assert_array_almost_equal( + params.array_mu_x, array_mu_x_exact + ) def test_reflect_axis_1(self): params = FFD([3, 2, 2]) @@ -190,7 +222,9 @@ def test_reflect_axis_1(self): 0.0, ] ).reshape((3, 3, 2)) - np.testing.assert_array_almost_equal(params.array_mu_y, array_mu_y_exact) + np.testing.assert_array_almost_equal( + params.array_mu_y, array_mu_y_exact + ) def test_reflect_axis_2(self): params = FFD([3, 2, 2]) @@ -221,33 +255,43 @@ def test_reflect_axis_2(self): -0.0, ] ).reshape((3, 2, 3)) - np.testing.assert_array_almost_equal(params.array_mu_z, array_mu_z_exact) + np.testing.assert_array_almost_equal( + params.array_mu_z, array_mu_z_exact + ) def test_read_parameters_conversion_unit(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert params.conversion_unit == 1.0 + assert params.conversion_unit == 1.0 # nosec # nosec def test_read_parameters_n_control_points(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert np.array_equal(params.n_control_points, [3, 2, 2]) + assert np.array_equal( + params.n_control_points, [3, 2, 2] + ) # nosec # nosec def test_read_parameters_box_length_x(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert np.array_equal(params.box_length, [45.0, 90.0, 90.0]) + assert np.array_equal( + params.box_length, [45.0, 90.0, 90.0] + ) # nosec # nosec def test_read_parameters_box_origin(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters("tests/test_datasets/parameters_sphere.prm") box_origin_exact = np.array([-20.0, -55.0, -45.0]) - np.testing.assert_array_almost_equal(params.box_origin, box_origin_exact) + np.testing.assert_array_almost_equal( + params.box_origin, box_origin_exact + ) def test_read_parameters_rot_angle_x(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert np.array_equal(params.rot_angle, [20.3, 11.0, 0.0]) + assert np.array_equal( + params.rot_angle, [20.3, 11.0, 0.0] + ) # nosec # nosec def test_read_parameters_array_mu_x(self): params = FFD(n_control_points=[3, 2, 2]) @@ -255,23 +299,55 @@ def test_read_parameters_array_mu_x(self): array_mu_x_exact = np.array( [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.0, 0.0] ).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal(params.array_mu_x, array_mu_x_exact) + np.testing.assert_array_almost_equal( + params.array_mu_x, array_mu_x_exact + ) def test_read_parameters_array_mu_y(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters("tests/test_datasets/parameters_sphere.prm") array_mu_y_exact = np.array( - [0.0, 0.0, 0.5555555555, 0.0, 0.0, 0.0, 0.0, 0.0, -1.0, 0.0, 0.0, 0.0] + [ + 0.0, + 0.0, + 0.5555555555, + 0.0, + 0.0, + 0.0, + 0.0, + 0.0, + -1.0, + 0.0, + 0.0, + 0.0, + ] ).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal(params.array_mu_y, array_mu_y_exact) + np.testing.assert_array_almost_equal( + params.array_mu_y, array_mu_y_exact + ) def test_read_parameters_array_mu_z(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters("tests/test_datasets/parameters_sphere.prm") array_mu_z_exact = np.array( - [0.0, -0.2, 0.0, -0.45622985, 0.0, 0.0, 0.0, 0.0, -1.22, 0.0, -1.0, 0.0] + [ + 0.0, + -0.2, + 0.0, + -0.45622985, + 0.0, + 0.0, + 0.0, + 0.0, + -1.22, + 0.0, + -1.0, + 0.0, + ] ).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal(params.array_mu_z, array_mu_z_exact) + np.testing.assert_array_almost_equal( + params.array_mu_z, array_mu_z_exact + ) def test_read_parameters_rotation_matrix(self): params = FFD(n_control_points=[3, 2, 2]) @@ -319,7 +395,7 @@ def test_read_parameters_filename_default_existance(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters() outfilename = "parameters.prm" - assert os.path.isfile(outfilename) + assert os.path.isfile(outfilename) # nosec # nosec os.remove(outfilename) def test_read_parameters_filename_default(self): @@ -340,7 +416,7 @@ def test_write_parameters_filename_default_existance(self): params = FFD(n_control_points=[3, 2, 2]) params.write_parameters() outfilename = "parameters.prm" - assert os.path.isfile(outfilename) + assert os.path.isfile(outfilename) # nosec # nosec os.remove(outfilename) def test_write_parameters_filename_default(self): @@ -357,7 +433,9 @@ def test_write_parameters(self): params.read_parameters("tests/test_datasets/parameters_sphere.prm") outfilename = "tests/test_datasets/parameters_sphere_out.prm" - outfilename_expected = "tests/test_datasets/parameters_sphere_out_true.prm" + outfilename_expected = ( + "tests/test_datasets/parameters_sphere_out_true.prm" + ) params.write_parameters(outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) @@ -370,7 +448,8 @@ def test_save_points(self): outfilename = 'tests/test_datasets/box_test_sphere_out.vtk' outfilename_expected = 'tests/test_datasets/box_test_sphere.vtk' params.save_points(outfilename, False) - with open(outfilename, 'r') as out, open(outfilename_expected, 'r') as exp: + with open(outfilename, 'r') as out, open(outfilename_expected, 'r') + as exp: self.assertTrue(out.readlines()[1:] == exp.readlines()[1:]) os.remove(outfilename) @@ -379,9 +458,10 @@ def test_save_points_deformed(self): params.read_parameters( filename='tests/test_datasets/parameters_test_ffd_sphere.prm') outfilename = 'tests/test_datasets/box_test_sphere_deformed_out.vtk' - outfilename_expected = 'tests/test_datasets/box_test_sphere_deformed.vtk' + outfilename_expected ='tests/test_datasets/box_test_sphere_deformed.vtk' params.save_points(outfilename, True) - with open(outfilename, 'r') as out, open(outfilename_expected, 'r') as exp: + with open(outfilename, 'r') as out, open(outfilename_expected, 'r') + as exp: self.assertTrue(out.readlines()[1:] == exp.readlines()[1:]) os.remove(outfilename) """ @@ -397,7 +477,8 @@ def test_print(self): # params = FFD() # params.build_bounding_box(cube) # - # np.testing.assert_array_almost_equal(params.box_length, tops, decimal=5) + # np.testing.assert_array_almost_equal(params.box_length, + # tops, decimal=5) # # def test_build_bounding_box_2(self): # origin = np.array([0., 0., 0.]) @@ -406,14 +487,19 @@ def test_print(self): # params = FFD() # params.build_bounding_box(cube) # - # expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], - # [0., 0., 1.]]) + # expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], + # [0., 1., 0.],[0., 0., 1.]]) # np.testing.assert_almost_equal( # params.position_vertices, expected_matrix, decimal=5) def test_set_position_of_vertices(self): expected_matrix = np.array( - [[0.0, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0], [0.0, 0.0, 1.0]] + [ + [0.0, 0.0, 0.0], + [1.0, 0.0, 0.0], + [0.0, 1.0, 0.0], + [0.0, 0.0, 1.0], + ] ) tops = np.array([1.0, 1.0, 1.0]) params = FFD() @@ -426,9 +512,15 @@ def test_set_position_of_vertices(self): def test_set_modification_parameters_to_zero(self): params = FFD([5, 5, 5]) params.reset_weights() - np.testing.assert_almost_equal(params.array_mu_x, np.zeros(shape=(5, 5, 5))) - np.testing.assert_almost_equal(params.array_mu_y, np.zeros(shape=(5, 5, 5))) - np.testing.assert_almost_equal(params.array_mu_z, np.zeros(shape=(5, 5, 5))) + np.testing.assert_almost_equal( + params.array_mu_x, np.zeros(shape=(5, 5, 5)) + ) + np.testing.assert_almost_equal( + params.array_mu_y, np.zeros(shape=(5, 5, 5)) + ) + np.testing.assert_almost_equal( + params.array_mu_z, np.zeros(shape=(5, 5, 5)) + ) def test_ffd_sphere_mod(self): ffd = FFD() @@ -436,6 +528,8 @@ def test_ffd_sphere_mod(self): filename="tests/test_datasets/parameters_test_ffd_sphere.prm" ) mesh_points = np.load("tests/test_datasets/meshpoints_sphere_orig.npy") - mesh_points_ref = np.load("tests/test_datasets/meshpoints_sphere_mod.npy") + mesh_points_ref = np.load( + "tests/test_datasets/meshpoints_sphere_mod.npy" + ) mesh_points_test = ffd(mesh_points) np.testing.assert_array_almost_equal(mesh_points_test, mesh_points_ref) diff --git a/tests/test_ffdcad.py b/tests/test_ffdcad.py index e4095dbe..f0aaf84b 100644 --- a/tests/test_ffdcad.py +++ b/tests/test_ffdcad.py @@ -1,24 +1,24 @@ -import filecmp import os from unittest import TestCase import numpy as np -import re -from OCC.Core.TopoDS import TopoDS_Shape -from pygem.cad import FFD -from pygem.cad import CADDeformation +from pygem.cad import FFD, CADDeformation class TestFFDCAD(TestCase): def test_ffd_iges_pipe_mod_through_files(self): ffd = FFD(None, 30, 30, 30, 1e-4) - ffd.read_parameters(filename="tests/test_datasets/parameters_test_ffd_iges.prm") + ffd.read_parameters( + filename="tests/test_datasets/parameters_test_ffd_iges.prm" + ) ffd("tests/test_datasets/test_pipe.iges", "test_pipe_result.iges") with ( open("test_pipe_result.iges", "r") as created, - open("tests/test_datasets/test_pipe_out_true.iges", "r") as reference, + open( + "tests/test_datasets/test_pipe_out_true.iges", "r" + ) as reference, ): ref = reference.readlines()[5:] cre = created.readlines()[5:] @@ -33,7 +33,9 @@ def test_ffd_iges_pipe_mod_through_topods_shape(self): filename = "tests/test_datasets/test_pipe_hollow.iges" orig_shape = CADDeformation.read_shape(filename) ffd = FFD(None, 30, 30, 30, 1e-4) - ffd.read_parameters(filename="tests/test_datasets/parameters_test_ffd_iges.prm") + ffd.read_parameters( + filename="tests/test_datasets/parameters_test_ffd_iges.prm" + ) mod_shape = ffd(orig_shape) CADDeformation.write_shape("test_pipe_hollow_result.iges", mod_shape) with ( @@ -58,13 +60,18 @@ def test_ffd_step_pipe_mod_through_files(self): filename='tests/test_datasets/parameters_test_ffd_iges.prm') ffd('tests/test_datasets/test_pipe.step', 'test_pipe_result.step') with open('test_pipe_result.step', "r") as created, \ - open('tests/test_datasets/test_pipe_out_true.step', "r") as reference: + open('tests/test_datasets/test_pipe_out_true.step', "r") + as reference: ref = reference.readlines()[92:] cre = created.readlines()[92:] self.assertEqual(len(ref),len(cre)) for i in range(len(cre)): - ref_ = np.asarray(re.findall(r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", ref[i]),dtype=float) - cre_ = np.asarray(re.findall(r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", cre[i]),dtype=float) + ref_ = np.asarray(re.findall( + ... r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", + ref[i]),dtype=float) + cre_ = np.asarray(re.findall( + ... r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", + cre[i]),dtype=float) np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) self.addCleanup(os.remove, 'test_pipe_result.step') """ diff --git a/tests/test_idw.py b/tests/test_idw.py index e46ab33b..71d9b8eb 100644 --- a/tests/test_idw.py +++ b/tests/test_idw.py @@ -1,7 +1,9 @@ -import os import filecmp -import numpy as np +import os from unittest import TestCase + +import numpy as np + from pygem import IDW @@ -19,7 +21,7 @@ def get_cube_mesh_points(self): return original_mesh_points def test_idw(self): - idw = IDW() + IDW() def test_idw_call(self): idw = IDW() @@ -35,7 +37,7 @@ def test_idw_perform_deform(self): def test_class_members_default_p(self): idw = IDW() - assert idw.power == 2 + assert idw.power == 2 # nosec # nosec def test_class_members_default_original_points(self): idw = IDW() @@ -104,7 +106,7 @@ def test_read_p(self): idw = IDW() filename = "tests/test_datasets/parameters_idw_deform.prm" idw.read_parameters(filename) - assert idw.power == 3 + assert idw.power == 3 # nosec # nosec def test_read_not_string(self): idw = IDW() diff --git a/tests/test_khandler.py b/tests/test_khandler.py index 2fb10040..dda48a7d 100644 --- a/tests/test_khandler.py +++ b/tests/test_khandler.py @@ -1,13 +1,15 @@ -from unittest import TestCase -import pygem.khandler as uh -import numpy as np import filecmp import os +from unittest import TestCase + +import numpy as np + +import pygem.khandler as uh class TestKHandler(TestCase): def test_k_instantiation(self): - k_handler = uh.KHandler() + uh.KHandler() def test_k_default_infile_member(self): k_handler = uh.KHandler() @@ -24,16 +26,18 @@ def test_k_default_extension_member(self): def test_k_parse_failing_filename_type(self): k_handler = uh.KHandler() with self.assertRaises(TypeError): - mesh_points = k_handler.parse(5.2) + k_handler.parse(5.2) def test_k_parse_failing_check_extension(self): k_handler = uh.KHandler() with self.assertRaises(ValueError): - mesh_points = k_handler.parse("tests/test_datasets/test_square.iges") + mesh_points = k_handler.parse( + "tests/test_datasets/test_square.iges" + ) def test_k_parse_infile(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + k_handler.parse("tests/test_datasets/test_square.k") self.assertEqual(k_handler.infile, "tests/test_datasets/test_square.k") def test_k_parse_shape(self): @@ -82,7 +86,9 @@ def test_k_write_failing_infile_instantiation(self): k_handler = uh.KHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - k_handler.write(mesh_points, "tests/test_datasets/test_square_out.k") + k_handler.write( + mesh_points, "tests/test_datasets/test_square_out.k" + ) def test_k_write_outfile(self): k_handler = uh.KHandler() @@ -134,7 +140,9 @@ def test_comma_seperated_write(self): mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 outfilename = "tests/test_datasets/test_square_comma_out.k" - outfilename_expected = "tests/test_datasets/test_square_comma_out_true.k" + outfilename_expected = ( + "tests/test_datasets/test_square_comma_out_true.k" + ) k_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) self.addCleanup(os.remove, outfilename) diff --git a/tests/test_mdpahandler.py b/tests/test_mdpahandler.py index 39c59239..5b248b1a 100644 --- a/tests/test_mdpahandler.py +++ b/tests/test_mdpahandler.py @@ -1,13 +1,15 @@ -from unittest import TestCase -import pygem.mdpahandler as uh -import numpy as np import filecmp import os +from unittest import TestCase + +import numpy as np + +import pygem.mdpahandler as uh class TestMdpaHandler(TestCase): def test_mdpa_instantiation(self): - mdpa_handler = uh.MdpaHandler() + uh.MdpaHandler() def test_mdpa_default_infile_member(self): mdpa_handler = uh.MdpaHandler() @@ -24,17 +26,21 @@ def test_mdpa_default_extension_member(self): def test_mdpa_parse_failing_filename_type(self): mdpa_handler = uh.MdpaHandler() with self.assertRaises(TypeError): - mesh_points = mdpa_handler.parse(5.2) + mdpa_handler.parse(5.2) def test_mdpa_parse_failing_check_extension(self): mdpa_handler = uh.MdpaHandler() with self.assertRaises(ValueError): - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.iges") + mesh_points = mdpa_handler.parse( + "tests/test_datasets/test_square.iges" + ) def test_mdpa_parse_infile(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") - self.assertEqual(mdpa_handler.infile, "tests/test_datasets/test_square.mdpa") + mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + self.assertEqual( + mdpa_handler.infile, "tests/test_datasets/test_square.mdpa" + ) def test_mdpa_parse_shape(self): mdpa_handler = uh.MdpaHandler() @@ -76,13 +82,17 @@ def test_mdpa_write_failing_check_extension(self): mdpa_handler = uh.MdpaHandler() mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") with self.assertRaises(ValueError): - mdpa_handler.write(mesh_points, "tests/test_datasets/test_square.iges") + mdpa_handler.write( + mesh_points, "tests/test_datasets/test_square.iges" + ) def test_mdpa_write_failing_infile_instantiation(self): mdpa_handler = uh.MdpaHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - mdpa_handler.write(mesh_points, "tests/test_datasets/test_square_out.mdpa") + mdpa_handler.write( + mesh_points, "tests/test_datasets/test_square_out.mdpa" + ) def test_mdpa_write_outfile(self): infilename = "tests/test_datasets/test_square.mdpa" diff --git a/tests/test_openfhandler.py b/tests/test_openfhandler.py index daed5f69..a7e07207 100644 --- a/tests/test_openfhandler.py +++ b/tests/test_openfhandler.py @@ -1,14 +1,15 @@ -from unittest import TestCase -import unittest -import pygem.openfhandler as ofh -import numpy as np import filecmp import os +from unittest import TestCase + +import numpy as np + +import pygem.openfhandler as ofh class TestOpenFoamHandler(TestCase): def test_open_foam_instantiation(self): - open_foam_handler = ofh.OpenFoamHandler() + ofh.OpenFoamHandler() def test_open_foam_default_infile_member(self): open_foam_handler = ofh.OpenFoamHandler() @@ -25,7 +26,7 @@ def test_open_foam_default_extension_member(self): def test_open_foam_parse_failing_filename_type(self): open_foam_handler = ofh.OpenFoamHandler() with self.assertRaises(TypeError): - mesh_points = open_foam_handler.parse(0.2) + open_foam_handler.parse(0.2) def test_open_foam_parse_failing_check_extension(self): open_foam_handler = ofh.OpenFoamHandler() @@ -36,50 +37,72 @@ def test_open_foam_parse_failing_check_extension(self): def test_open_foam_parse_infile(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") - self.assertEqual(open_foam_handler.infile, "tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) + self.assertEqual( + open_foam_handler.infile, "tests/test_datasets/test_openFOAM" + ) def test_open_foam_parse_shape(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) self.assertTupleEqual(mesh_points.shape, (21812, 3)) def test_open_foam_parse_coords_1(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) np.testing.assert_almost_equal(mesh_points[33][0], 1.42254) def test_open_foam_parse_coords_2(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) np.testing.assert_almost_equal(mesh_points[1708][1], -3.13059) def test_open_foam_parse_coords_3(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) np.testing.assert_almost_equal(mesh_points[3527][2], 0.0) def test_open_foam_parse_coords_4(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) np.testing.assert_almost_equal(mesh_points[0][0], -17.5492) def test_open_foam_parse_coords_5(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) np.testing.assert_almost_equal(mesh_points[-1][2], 0.05) def test_open_foam_write_failing_filename_type(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) with self.assertRaises(TypeError): open_foam_handler.write(mesh_points, -1.0) def test_open_foam_write_failing_check_extension(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) with self.assertRaises(ValueError): - open_foam_handler.write(mesh_points, "tests/test_datasets/test_square.iges") + open_foam_handler.write( + mesh_points, "tests/test_datasets/test_square.iges" + ) def test_open_foam_write_failing_infile_instantiation(self): open_foam_handler = ofh.OpenFoamHandler() @@ -91,7 +114,9 @@ def test_open_foam_write_failing_infile_instantiation(self): def test_open_foam_write_outfile(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) outfilename = "tests/test_datasets/test_openFOAM_out" open_foam_handler.write(mesh_points, outfilename) self.assertEqual(open_foam_handler.outfile, outfilename) @@ -99,7 +124,9 @@ def test_open_foam_write_outfile(self): def test_open_foam_write_comparison(self): open_foam_handler = ofh.OpenFoamHandler() - mesh_points = open_foam_handler.parse("tests/test_datasets/test_openFOAM") + mesh_points = open_foam_handler.parse( + "tests/test_datasets/test_openFOAM" + ) mesh_points[0] = [-14.0, 1.55, 0.2] mesh_points[1] = [-14.3, 2.55, 0.3] mesh_points[2] = [-14.3, 2.55, 0.3] diff --git a/tests/test_rbf.py b/tests/test_rbf.py index 2dca6bf9..2a7e9dc0 100644 --- a/tests/test_rbf.py +++ b/tests/test_rbf.py @@ -1,10 +1,9 @@ +import os from unittest import TestCase -import unittest + import numpy as np -import filecmp -import os -from pygem import RBF -from pygem import RBFFactory + +from pygem import RBF, RBFFactory unit_cube = np.array( [ @@ -41,7 +40,9 @@ def test_rbf_weights_member(self): np.testing.assert_array_almost_equal(rbf.weights, weights_true) def test_rbf_cube_mod(self): - mesh_points_ref = np.load("tests/test_datasets/meshpoints_cube_mod_rbf.npy") + mesh_points_ref = np.load( + "tests/test_datasets/meshpoints_cube_mod_rbf.npy" + ) rbf = RBF() rbf.read_parameters("tests/test_datasets/parameters_rbf_cube.prm") rbf.radius = 0.5 @@ -51,22 +52,24 @@ def test_rbf_cube_mod(self): def test_wrong_basis(self): rbf = RBF() with self.assertRaises(NameError): - rbf.read_parameters("tests/test_datasets/parameters_rbf_bugged_02.prm") + rbf.read_parameters( + "tests/test_datasets/parameters_rbf_bugged_02.prm" + ) def test_class_members_default_basis(self): - rbf = RBF() + RBF() def test_class_members_default_radius(self): rbf = RBF() - assert rbf.radius == 0.5 + assert rbf.radius == 0.5 # nosec # nosec def test_class_members_default_extra(self): rbf = RBF() - assert rbf.extra == {} + assert rbf.extra == {} # nosec # nosec def test_class_members_default_n_control_points(self): rbf = RBF() - assert rbf.n_control_points == 8 + assert rbf.n_control_points == 8 # nosec # nosec def test_class_members_default_original_control_points(self): rbf = RBF() @@ -79,37 +82,41 @@ def test_class_members_default_deformed_control_points(self): def test_read_parameters_basis(self): rbf = RBF() rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - assert rbf.basis == RBFFactory("gaussian_spline") + assert rbf.basis == RBFFactory("gaussian_spline") # nosec # nosec def test_read_parameters_basis2(self): rbf = RBF() rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") - assert rbf.basis == RBFFactory("polyharmonic_spline") + assert rbf.basis == RBFFactory("polyharmonic_spline") # nosec # nosec def test_read_parameters_radius(self): rbf = RBF() rbf.read_parameters("tests/test_datasets/parameters_rbf_radius.prm") - assert rbf.radius == 2.0 + assert rbf.radius == 2.0 # nosec # nosec def test_read_extra_parameters(self): rbf = RBF() rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") - assert rbf.extra == {"k": 4} + assert rbf.extra == {"k": 4} # nosec # nosec def test_read_parameters_n_control_points(self): rbf = RBF() rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - assert rbf.n_control_points == 8 + assert rbf.n_control_points == 8 # nosec # nosec def test_read_parameters_original_control_points(self): params = RBF() params.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - np.testing.assert_array_almost_equal(params.original_control_points, unit_cube) + np.testing.assert_array_almost_equal( + params.original_control_points, unit_cube + ) def test_read_parameters_deformed_control_points(self): params = RBF() params.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - np.testing.assert_array_almost_equal(params.deformed_control_points, unit_cube) + np.testing.assert_array_almost_equal( + params.deformed_control_points, unit_cube + ) def test_read_parameters_failing_filename_type(self): params = RBF() @@ -119,7 +126,9 @@ def test_read_parameters_failing_filename_type(self): def test_read_parameters_failing_number_deformed_control_points(self): params = RBF() with self.assertRaises(TypeError): - params.read_parameters("tests/test_datasets/parameters_rbf_bugged_01.prm") + params.read_parameters( + "tests/test_datasets/parameters_rbf_bugged_01.prm" + ) def test_write_parameters_failing_filename_type(self): params = RBF() @@ -138,7 +147,7 @@ def test_write_parameters_filename_default_existance(self): ).reshape((3, 3)) params.write_parameters() outfilename = "parameters_rbf.prm" - assert os.path.isfile(outfilename) + assert os.path.isfile(outfilename) # nosec # nosec os.remove(outfilename) """ diff --git a/tests/test_rbf_factory.py b/tests/test_rbf_factory.py index b8d8147b..4528e6db 100644 --- a/tests/test_rbf_factory.py +++ b/tests/test_rbf_factory.py @@ -1,8 +1,7 @@ from unittest import TestCase -import unittest + import numpy as np -import filecmp -import os + from pygem import RBFFactory unit_cube = np.array( diff --git a/tests/test_unvhandler.py b/tests/test_unvhandler.py index ec7c6c8f..176c1843 100644 --- a/tests/test_unvhandler.py +++ b/tests/test_unvhandler.py @@ -1,14 +1,15 @@ -from unittest import TestCase -import unittest -import pygem.unvhandler as uh -import numpy as np import filecmp import os +from unittest import TestCase + +import numpy as np + +import pygem.unvhandler as uh class TestUnvHandler(TestCase): def test_unv_instantiation(self): - unv_handler = uh.UnvHandler() + uh.UnvHandler() def test_unv_default_infile_member(self): unv_handler = uh.UnvHandler() @@ -25,17 +26,21 @@ def test_unv_default_extension_member(self): def test_unv_parse_failing_filename_type(self): unv_handler = uh.UnvHandler() with self.assertRaises(TypeError): - mesh_points = unv_handler.parse(5.2) + unv_handler.parse(5.2) def test_unv_parse_failing_check_extension(self): unv_handler = uh.UnvHandler() with self.assertRaises(ValueError): - mesh_points = unv_handler.parse("tests/test_datasets/test_square.iges") + mesh_points = unv_handler.parse( + "tests/test_datasets/test_square.iges" + ) def test_unv_parse_infile(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") - self.assertEqual(unv_handler.infile, "tests/test_datasets/test_square.unv") + unv_handler.parse("tests/test_datasets/test_square.unv") + self.assertEqual( + unv_handler.infile, "tests/test_datasets/test_square.unv" + ) def test_unv_parse_shape(self): unv_handler = uh.UnvHandler() @@ -77,13 +82,17 @@ def test_unv_write_failing_check_extension(self): unv_handler = uh.UnvHandler() mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") with self.assertRaises(ValueError): - unv_handler.write(mesh_points, "tests/test_datasets/test_square.iges") + unv_handler.write( + mesh_points, "tests/test_datasets/test_square.iges" + ) def test_unv_write_failing_infile_instantiation(self): unv_handler = uh.UnvHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - unv_handler.write(mesh_points, "tests/test_datasets/test_square_out.unv") + unv_handler.write( + mesh_points, "tests/test_datasets/test_square_out.unv" + ) def test_unv_write_outfile(self): unv_handler = uh.UnvHandler() diff --git a/tests/test_utils.py b/tests/test_utils.py index 3180238c..1718b6a3 100644 --- a/tests/test_utils.py +++ b/tests/test_utils.py @@ -1,8 +1,9 @@ from unittest import TestCase -import unittest -from pygem.utils import angles2matrix, fit_affine_transformation + import numpy as np +from pygem.utils import angles2matrix, fit_affine_transformation + class TestAffine(TestCase): def test_angles2matrix_rot_default(self): @@ -15,7 +16,17 @@ def test_angles2matrix_rot_x(self): roty = 0 rotx = 50 * np.pi / 180 mat_exact = np.array( - [1.0, 0.0, 0.0, 0.0, 0.64278761, -0.76604444, 0.0, 0.76604444, 0.64278761] + [ + 1.0, + 0.0, + 0.0, + 0.0, + 0.64278761, + -0.76604444, + 0.0, + 0.76604444, + 0.64278761, + ] ).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) @@ -26,7 +37,17 @@ def test_angles2matrix_rot_y(self): roty = 23 * np.pi / 180 rotx = 0 mat_exact = np.array( - [0.92050485, 0.0, 0.39073113, 0.0, 1.0, 0.0, -0.39073113, 0.0, 0.92050485] + [ + 0.92050485, + 0.0, + 0.39073113, + 0.0, + 1.0, + 0.0, + -0.39073113, + 0.0, + 0.92050485, + ] ).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) @@ -37,7 +58,17 @@ def test_angles2matrix_rot_z(self): roty = 0 rotx = 0 mat_exact = np.array( - [0.54463904, 0.83867057, 0.0, -0.83867057, 0.54463904, 0.0, 0.0, 0.0, 1.0] + [ + 0.54463904, + 0.83867057, + 0.0, + -0.83867057, + 0.54463904, + 0.0, + 0.0, + 0.0, + 1.0, + ] ).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) @@ -75,7 +106,9 @@ def test_affine_points_fit_identity_1(self): np.testing.assert_array_almost_equal(v_exact, v_trans) def test_affine_points_fit_identity_2(self): - p_start = np.array([[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]]) + p_start = np.array( + [[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]] + ) p_end = p_start v_test = np.array([-1.0, 2.5, 0.3]) v_exact = v_test @@ -95,7 +128,9 @@ def test_affine_points_fit_rotation(self): np.testing.assert_array_almost_equal(v_exact, v_trans) def test_affine_points_fit_generic(self): - p_start = np.array([[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]]) + p_start = np.array( + [[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]] + ) p_end = np.array([[0, 1, 0], [-1, 0, 0], [0, 0, 1], [0, 0, 0]]) v_test = np.array([1.0, 2.0, 3.0]) v_exact = np.array([-0.68443497, 0.7249467, -0.34221748]) @@ -117,16 +152,16 @@ def test_affine_points_fit_right_points_size(self): p_start = np.array([[1, 0, 0], [0, 1, 0], [0, 0, 1], [0, 0, 0]]) p_end = np.array([[0, 1, 0], [-1, 0, 0], [0, 0, 1]]) with self.assertRaises(RuntimeError): - transformation = fit_affine_transformation(p_start, p_end) + fit_affine_transformation(p_start, p_end) def test_affine_points_fit_under_determined_system_1(self): p_start = np.array([[1, 0, 0]]) p_end = np.array([[0, 1, 0]]) with self.assertRaises(RuntimeError): - transformation = fit_affine_transformation(p_start, p_end) + fit_affine_transformation(p_start, p_end) def test_affine_points_fit_under_determined_system_2(self): p_start = np.array([[1, 0, 0], [0, 1, 0]]) p_end = np.array([[0, 1, 0], [-1, 0, 0]]) with self.assertRaises(RuntimeError): - transformation = fit_affine_transformation(p_start, p_end) + fit_affine_transformation(p_start, p_end) diff --git a/tests/test_vffd.py b/tests/test_vffd.py index e18880d7..040c98dd 100644 --- a/tests/test_vffd.py +++ b/tests/test_vffd.py @@ -1,7 +1,7 @@ -import filecmp -import os from unittest import TestCase + import numpy as np + from pygem import VFFD from pygem.vffd import _volume @@ -43,8 +43,10 @@ def test_nothing_happens_vffd(self): cffd = VFFD(triangles, b) cffd.adjust_control_points(points) new_mesh_points = cffd.ffd(points) - new_fix = cffd.fun(new_mesh_points) - assert np.allclose(np.linalg.norm(points - new_mesh_points), 0.0) + cffd.fun(new_mesh_points) + assert np.allclose( + np.linalg.norm(points - new_mesh_points), 0.0 + ) # nosec # nosec def test_constraint_vffd(self): np.random.seed(0) @@ -83,4 +85,6 @@ def test_constraint_vffd(self): cffd.adjust_control_points(points) new_mesh_points = cffd.ffd(points) new_fix = cffd.fun(new_mesh_points) - assert np.linalg.norm(new_fix - b) / np.linalg.norm(b) < 1e-02 + assert ( + np.linalg.norm(new_fix - b) / np.linalg.norm(b) < 1e-02 + ) # nosec # nosec diff --git a/tests/test_vtkhandler.py b/tests/test_vtkhandler.py index d336b33a..69b8efe8 100644 --- a/tests/test_vtkhandler.py +++ b/tests/test_vtkhandler.py @@ -1,9 +1,9 @@ +import os from unittest import TestCase -import unittest -import pygem.vtkhandler as vh + import numpy as np -import filecmp -import os + +import pygem.vtkhandler as vh class TestVtkHandler(TestCase): @@ -16,15 +16,15 @@ def cmp(self, f1, f2): return content1 == content2 def test_vtk_instantiation(self): - vtk_handler = vh.VtkHandler() + vh.VtkHandler() def test_vtk_default_infile_member(self): vtk_handler = vh.VtkHandler() - assert vtk_handler.infile == None + assert vtk_handler.infile == None # nosec # nosec def test_vtk_default_outfile_member(self): vtk_handler = vh.VtkHandler() - assert vtk_handler.outfile == None + assert vtk_handler.outfile == None # nosec # nosec def test_vtk_default_extension_member(self): vtk_handler = vh.VtkHandler() @@ -33,59 +33,83 @@ def test_vtk_default_extension_member(self): def test_vtk_parse_failing_filename_type(self): vtk_handler = vh.VtkHandler() with self.assertRaises(TypeError): - mesh_points = vtk_handler.parse(5.2) + vtk_handler.parse(5.2) def test_vtk_parse_failing_check_extension(self): vtk_handler = vh.VtkHandler() with self.assertRaises(ValueError): - mesh_points = vtk_handler.parse("tests/test_datasets/test_square.iges") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_square.iges" + ) def test_vtk_parse_infile(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") - assert vtk_handler.infile == "tests/test_datasets/test_red_blood_cell.vtk" + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) + assert ( # nosec # nosec + vtk_handler.infile == "tests/test_datasets/test_red_blood_cell.vtk" + ) def test_vtk_parse_shape(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") - assert mesh_points.shape == (500, 3) + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) + assert mesh_points.shape == (500, 3) # nosec # nosec def test_vtk_parse_coords_1(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) np.testing.assert_almost_equal(mesh_points[33][0], -2.2977099) def test_vtk_parse_coords_2(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) np.testing.assert_almost_equal(mesh_points[178][1], 0.143506) def test_vtk_parse_coords_3(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) np.testing.assert_almost_equal(mesh_points[100][2], 2.3306999) def test_vtk_parse_coords_4(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) np.testing.assert_almost_equal(mesh_points[0][0], -3.42499995) def test_vtk_parse_coords_5(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) np.testing.assert_almost_equal(mesh_points[-1][2], -2.8480699) def test_vtk_write_failing_filename_type(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) with self.assertRaises(TypeError): vtk_handler.write(mesh_points, -2) def test_vtk_write_failing_check_extension(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) with self.assertRaises(ValueError): - vtk_handler.write(mesh_points, "tests/test_datasets/test_square.iges") + vtk_handler.write( + mesh_points, "tests/test_datasets/test_square.iges" + ) def test_vtk_write_failing_infile_instantiation(self): vtk_handler = vh.VtkHandler() @@ -97,17 +121,21 @@ def test_vtk_write_failing_infile_instantiation(self): def test_vtk_write_outfile(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) outfilename = "tests/test_datasets/test_red_blood_cell_out.vtk" vtk_handler.write(mesh_points, outfilename) - assert vtk_handler.outfile == outfilename + assert vtk_handler.outfile == outfilename # nosec # nosec os.remove(outfilename) def test_vtk_write_comparison(self): - import vtk + pass vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 mesh_points[9][2] = 0.5 @@ -116,7 +144,9 @@ def test_vtk_write_comparison(self): mesh_points[255][2] = -3.6 outfilename = "tests/test_datasets/test_red_blood_cell_out.vtk" - outfilename_expected = "tests/test_datasets/test_red_blood_cell_out_true.vtk" + outfilename_expected = ( + "tests/test_datasets/test_red_blood_cell_out_true.vtk" + ) vtk_handler.write(mesh_points, outfilename) self.assertTrue(self.cmp(outfilename, outfilename_expected)) @@ -129,17 +159,24 @@ def test_vtk_plot_failing_outfile_type(self): def test_vtk_plot_save_fig_infile(self): vtk_handler = vh.VtkHandler() - mesh_points = vtk_handler.parse("tests/test_datasets/test_red_blood_cell.vtk") + mesh_points = vtk_handler.parse( + "tests/test_datasets/test_red_blood_cell.vtk" + ) vtk_handler.plot(save_fig=True) - self.assertTrue(os.path.isfile("tests/test_datasets/test_red_blood_cell.png")) + self.assertTrue( + os.path.isfile("tests/test_datasets/test_red_blood_cell.png") + ) os.remove("tests/test_datasets/test_red_blood_cell.png") def test_vtk_plot_save_fig_plot_file(self): vtk_handler = vh.VtkHandler() vtk_handler.plot( - plot_file="tests/test_datasets/test_red_blood_cell.vtk", save_fig=True + plot_file="tests/test_datasets/test_red_blood_cell.vtk", + save_fig=True, + ) + self.assertTrue( + os.path.isfile("tests/test_datasets/test_red_blood_cell.png") ) - self.assertTrue(os.path.isfile("tests/test_datasets/test_red_blood_cell.png")) os.remove("tests/test_datasets/test_red_blood_cell.png") def test_vtk_show_failing_outfile_type(self): diff --git a/tutorials/README.md b/tutorials/README.md index 3786b915..f3392407 100644 --- a/tutorials/README.md +++ b/tutorials/README.md @@ -1,30 +1,46 @@ # Tutorials -In this folder we collect several useful tutorials in order to understand the principles and the potential of **PyGeM**. Please read the following table for details about the tutorials. +In this folder we collect several useful tutorials to understand the +principles and the potential of **PyGeM**. Please read the following table +for details about the tutorials. +| Name | Description & Links | PyGeM used classes | Input geometries | +| ---- | ------------------- | ------------------ | ---------------- | +| Tutorial 1 | Free-form deformation to morph a spherical mesh. Links: [.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial1/tutorial-1-ffd.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial1/tutorial-1-ffd.py), [.html](http://mathlab.github.io/PyGeM/tutorial-1-ffd.html) | `pygem.FFD` | `numpy.ndarray` | +| Tutorial 2 | Free-form deformation to morph a cylinder. Links: [.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial2/tutorial-2-iges.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial2/tutorial-2-iges.py), [.html](http://mathlab.github.io/PyGeM/tutorial-2-iges.html) | `pygem.cad.FFD` | IGES file | +| Tutorial 3 | Radial basis function to morph a cubic mesh. Links: [.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial3/tutorial-3-rbf.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial3/tutorial-3-rbf.py), [.html](http://mathlab.github.io/PyGeM/tutorial-3-rbf.html) | `pygem.RBF` | `numpy.ndarray` | +| Tutorial 4 | Inverse distance weighting to deform a cubic mesh. Links: [.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial4/tutorial-4-idw.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial4/tutorial-4-idw.py), [.html](http://mathlab.github.io/PyGeM/tutorial-4-idw.html) | `pygem.IDW` | `numpy.ndarray` | +| Tutorial 5 | Free-form deformation to deform an object in a file. Links: [.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial5/tutorial-5-file.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial5/tutorial-5-file.py), [.html](http://mathlab.github.io/PyGeM/tutorial-5-file.html) | `pygem.FFD` | `.vtp` file, `.stl` file | +| Tutorial 6 | Interpolation of an OpenFOAM mesh after a deformation. Links: [.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial6/tutorial-6-ffd-rbf.py), [.html](http://mathlab.github.io/PyGeM/tutorial-6-ffd-rbf.html) | `pygem.FFD/RBF` | OpenFOAM | +| Tutorial 7 | Constrained free-form deformation. Links: [.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial7/tutorial-7-cffd.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial7/tutorial-7-cffd.py), [.html](http://mathlab.github.io/PyGeM/tutorial-7-cffd.html) | `pygem.CFFD/BFFD/VFFD` | `.stl` file | -| Name | Description | PyGeM used classes | input geometries | -|-------|---------------|--------------------|-------------------| -| Tutorial1 [[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial1/tutorial-1-ffd.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial1/tutorial-1-ffd.py), [.html](http://mathlab.github.io/PyGeM/tutorial-1-ffd.html)]| free-form deformation to morph a spherical mesh | `pygem.FFD` | `numpy.ndarray` | -| Tutorial2 [[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial2/tutorial-2-iges.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial2/tutorial-2-iges.py), [.html](http://mathlab.github.io/PyGeM/tutorial-2-iges.html)] | free-form deformation to morph a cylinder | `pygem.cad.FFD` | IGES file | -| Tutorial3 [[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial3/tutorial-3-rbf.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial3/tutorial-3-rbf.py), [.html](http://mathlab.github.io/PyGeM/tutorial-3-rbf.html)] | radial basis function to morph a cubic mesh | `pygem.RBF` | `numpy.ndarray` | -| Tutorial4 [[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial4/tutorial-4-idw.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial4/tutorial-4-idw.py), [.html](http://mathlab.github.io/PyGeM/tutorial-4-idw.html)] | inverse distance weighting to deform a cubic mesh | `pygem.IDW` | `numpy.ndarray` | -| Tutorial5 [[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial5/tutorial-5-file.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial5/tutorial-5-file.py), [.html](http://mathlab.github.io/PyGeM/tutorial-5-file.html)] | free-form deformation to deform an object contained to file | `pygem.FFD` | `.vtp` file, `.stl` file | -| Tutorial6 [[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial6/tutorial-6-ffd-rbf.py), [.html](http://mathlab.github.io/PyGeM/tutorial-6-ffd-rbf.html)] | interpolation of an OpenFOAM mesh after a deformation | `pygem.FFD/RBF` | OpenFOAM | -| Tutorial7 [[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial7/tutorial-7-cffd.ipynb), [.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial7/tutorial-7-cffd.py), [.html](http://mathlab.github.io/PyGeM/tutorial-7-cffd.html)] | constrained free form deformation | `pygem.CFFD/BFFD/VFFD` | `.stl` file | +## Old Version Tutorials +Below are the tutorials from previous releases. We will update them for the +latest version of **PyGeM**. Meanwhile, they may still be useful for users. -# Old version -Below all the tutorials for the previous release. We will convert them in order to make compatible with the latest version of **PyGeM**; meanwhile we still publish these _old_ examples since they may help the users in some application. +### Tutorial 3: Deforming a UNV File -#### [Tutorial 3](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-3-unv.ipynb) -Here it is possible to understand how to deform a unv file with a prescribed continuity using the free form deformation. +[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-3-unv.ipynb) +This tutorial shows how to deform a UNV file with prescribed continuity using +Free Form Deformation. -#### [Tutorial 6](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-6-k.ipynb) [[.py]](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-6-k.py) -This tutorial shows how to deform a LS-Dyna k file with a prescribed continuity using the free-form deformation. +### Tutorial 6: Deforming LS-Dyna K File -#### [Tutorial 7](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-7-mdpa.ipynb) [[.py]](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-7-mdpa.py) -This tutorial shows how to deform a Kratos Multiphysics mdpa file with a prescribed continuity using the free-form deformation. +[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-6-k.ipynb), +[.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-6-k.py) +This tutorial demonstrates how to deform an LS-Dyna K file with prescribed +continuity using Free Form Deformation. + +### Tutorial 7: Deforming Kratos MDPA File + +[.ipynb](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-7-mdpa.ipynb), +[.py](https://github.com/mathLab/PyGeM/blob/master/tutorials/tutorial-7-mdpa.py) +This tutorial demonstrates how to deform a Kratos Multiphysics MDPA file with +prescribed continuity using Free Form Deformation. + +### More to Come + +We plan to add more tutorials. If you want to contribute a notebook for a +feature not yet covered, we will be happy to help and support you in editing! -#### More to come... -We plan to add more tutorials but the time is often against us. If you want to contribute with a notebook on a feature not covered yet we will be very happy and give you support on editing! diff --git a/tutorials/tutorial-3-unv.ipynb b/tutorials/tutorial-3-unv.ipynb index eac851de..35d9d25e 100644 --- a/tutorials/tutorial-3-unv.ipynb +++ b/tutorials/tutorial-3-unv.ipynb @@ -56,19 +56,23 @@ "source": [ "import sys\n", "import platform\n", + "\n", "print(f\"Python Version: {sys.version}\")\n", "print(f\"Platform: {sys.platform}\")\n", "print(f\"System: {platform.system()} {platform.release()}\")\n", "\n", "try:\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", " print(f\"PyGeM not found. Installing...\")\n", " import subprocess\n", "\n", " # Installing from local source. It can be replaced with github installation once pushed and merged.\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + " subprocess.check_call(\n", + " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " )\n", " import pygem\n", "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", diff --git a/tutorials/tutorial-6-k.py b/tutorials/tutorial-6-k.py index 5da051e5..7c3b3163 100755 --- a/tutorials/tutorial-6-k.py +++ b/tutorials/tutorial-6-k.py @@ -2,7 +2,9 @@ from pygem.khandler import KHandler ffd = pg.FFD() -ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm") +ffd.read_parameters( + "../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm" +) handler = KHandler() mesh_points = handler.parse("../tests/test_datasets/test_pipe.k") @@ -10,7 +12,9 @@ new_mesh_points = ffd(mesh_points) ffd = pg.FFD() -ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm") +ffd.read_parameters( + "../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm" +) new_mesh_points = ffd(mesh_points) diff --git a/tutorials/tutorial-7-mdpa.ipynb b/tutorials/tutorial-7-mdpa.ipynb index d8c250f3..c0daf8f1 100644 --- a/tutorials/tutorial-7-mdpa.ipynb +++ b/tutorials/tutorial-7-mdpa.ipynb @@ -51,7 +51,9 @@ "outputs": [], "source": [ "ffd = pg.FFD()\n", - "ffd.read_parameters(\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm\")" + "ffd.read_parameters(\n", + " \"../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm\"\n", + ")" ] }, { @@ -303,7 +305,9 @@ "outputs": [], "source": [ "ffd = pg.FFD()\n", - "ffd.read_parameters(\"../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm\")\n", + "ffd.read_parameters(\n", + " \"../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm\"\n", + ")\n", "new_mesh_points = ffd(mesh_points)\n", "mdpa_handler.write(new_mesh_points, \"test_pipe_mod_C1.mdpa\")" ] diff --git a/tutorials/tutorial-7-mdpa.py b/tutorials/tutorial-7-mdpa.py index 53fdd6bd..cf0d9a9d 100755 --- a/tutorials/tutorial-7-mdpa.py +++ b/tutorials/tutorial-7-mdpa.py @@ -1,10 +1,13 @@ +import meshio +import vedo + import pygem as pg from pygem.mdpahandler import MdpaHandler -import vedo -import meshio ffd = pg.FFD() -ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm") +ffd.read_parameters( + "../tests/test_datasets/parameters_test_ffd_pipe_unv_C0.prm" +) mdpa_handler = MdpaHandler() mesh_points = mdpa_handler.parse("../tests/test_datasets/test_pipe.mdpa") @@ -24,7 +27,9 @@ vedo.show(DeformedVTK, viewup="z", resetcam=True) ffd = pg.FFD() -ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm") +ffd.read_parameters( + "../tests/test_datasets/parameters_test_ffd_pipe_unv_C1.prm" +) new_mesh_points = ffd(mesh_points) mdpa_handler.write(new_mesh_points, "test_pipe_mod_C1.mdpa") diff --git a/tutorials/tutorial1/tutorial-1-ffd.py b/tutorials/tutorial1/tutorial-1-ffd.py index 9c652a25..8c0a5e98 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.py +++ b/tutorials/tutorial1/tutorial-1-ffd.py @@ -1,19 +1,23 @@ # Tutorial 1: Free Form Deformation on Spherical Mesh -import sys import platform +import sys + print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") print(f"System: {platform.system()} {platform.release()}") try: import pygem + print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") import subprocess # Installing from local source. It can be replaced with github installation once pushed and merged. - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + subprocess.check_call( + [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + ) import pygem print(f"PyGeM version: {pygem.__version__}") @@ -22,7 +26,6 @@ np.random.seed(42) -import mpl_toolkits.mplot3d import matplotlib.pyplot as plt from pygem import FFD diff --git a/tutorials/tutorial2/tutorial-2-iges.ipynb b/tutorials/tutorial2/tutorial-2-iges.ipynb index 0515dd7f..f7931886 100644 --- a/tutorials/tutorial2/tutorial-2-iges.ipynb +++ b/tutorials/tutorial2/tutorial-2-iges.ipynb @@ -56,21 +56,28 @@ "source": [ "import sys\n", "import platform\n", + "\n", "print(f\"Python Version: {sys.version}\")\n", "print(f\"Platform: {sys.platform}\")\n", "print(f\"System: {platform.system()} {platform.release()}\")\n", "\n", "try:\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", " print(f\"PyGeM not found. Installing...\")\n", " import subprocess\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + "\n", + " subprocess.check_call(\n", + " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " )\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "import numpy as np\n", + "\n", "np.random.seed(42)\n", "from pygem.cad import FFD" ] @@ -146,10 +153,19 @@ "import os\n", "\n", "# Get absolute path to project root\n", - "project_root = os.path.abspath(os.path.join(os.getcwd(), '..', '..'))\n", + "project_root = os.path.abspath(os.path.join(os.getcwd(), \"..\", \"..\"))\n", + "\n", + "ffd.read_parameters(\n", + " os.path.join(\n", + " os.path.join(\n", + " project_root,\n", + " \"tests\",\n", + " \"test_datasets\",\n", + " \"parameters_test_ffd_iges.prm\",\n", + " )\n", + " )\n", + ")\n", "\n", - "ffd.read_parameters(os.path.join(os.path.join(project_root, 'tests', 'test_datasets', 'parameters_test_ffd_iges.prm')))\n", - " \n", "print(ffd)" ] }, @@ -254,7 +270,9 @@ } ], "source": [ - "input_cad_file_name = os.path.join(project_root, 'tests', 'test_datasets', 'test_pipe.iges')\n", + "input_cad_file_name = os.path.join(\n", + " project_root, \"tests\", \"test_datasets\", \"test_pipe.iges\"\n", + ")\n", "modified_cad_file_name = \"test_pipe_deformed.iges\"\n", "ffd(input_cad_file_name, modified_cad_file_name)" ] diff --git a/tutorials/tutorial2/tutorial-2-iges.py b/tutorials/tutorial2/tutorial-2-iges.py index 23e09b33..1f3d643e 100644 --- a/tutorials/tutorial2/tutorial-2-iges.py +++ b/tutorials/tutorial2/tutorial-2-iges.py @@ -5,23 +5,30 @@ # ## Tutorial 2: Free Form Deformation on a cylinder in CAD file format -import sys import platform +import sys + print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") print(f"System: {platform.system()} {platform.release()}") try: import pygem + print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") import subprocess - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + + subprocess.check_call( + [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + ) import pygem + print(f"PyGeM version: {pygem.__version__}") import numpy as np + np.random.seed(42) # In this tutorial we show again an application of _free form deformation_ method, now to a CAD file. These files, that are often adopted to model complex geometries, require an additional pre- and post-processing of the surfaces to perform the deformation. @@ -30,14 +37,12 @@ from pygem.cad import FFD - - # Since the visualisation of CAD files may be tricky (depending by the operating system, the graphical front-end, ...), we avoid for this tutorial any graphical renderer, letting to the reader the possibility to implement by himself the needed plotting routines. # # The `FFD` class in the **CAD** module shares the same interface with the original `FFD` class (for discrete geometries). We can simply parse a parameter file to set everything like we want (remember you can do the same directly setting the object attributes). ffd = FFD() -ffd.read_parameters('../tests/test_datasets/parameters_test_ffd_iges.prm') +ffd.read_parameters("../tests/test_datasets/parameters_test_ffd_iges.prm") print(ffd) @@ -51,4 +56,12 @@ # The output file is created and the deformed shape is stored into it. We skip any visual check because of the **CAD** format file, so as final proof we simply show the differences, lines by lines, between the input and the output. Even if we can't be sure about the correctness of the results, in this way we ensure the outcome is different from the original inpuit. import subprocess -subprocess.run(["diff", "-y", "../tests/test_datasets/test_pipe.iges", "test_pipe_deformed.iges"]) \ No newline at end of file + +subprocess.run( + [ + "diff", + "-y", + "../tests/test_datasets/test_pipe.iges", + "test_pipe_deformed.iges", + ] +) diff --git a/tutorials/tutorial3/tutorial-3-rbf.ipynb b/tutorials/tutorial3/tutorial-3-rbf.ipynb index e6689a61..c585c724 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.ipynb +++ b/tutorials/tutorial3/tutorial-3-rbf.ipynb @@ -62,9 +62,9 @@ "\n", "# find the possible path of the parameter file depending on the working directory\n", "possible_paths = [\n", - " \"../tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorial3/\n", - " \"tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorials/\n", - " \"../../tests/test_datasets/parameters_rbf_cube.prm\", # when run from PyGeM root\n", + " \"../tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorial3/\n", + " \"tests/test_datasets/parameters_rbf_cube.prm\", # when run from tutorials/\n", + " \"../../tests/test_datasets/parameters_rbf_cube.prm\", # when run from PyGeM root\n", "]\n", "\n", "param_file = None\n", @@ -74,12 +74,14 @@ " break\n", "\n", "if param_file is None:\n", - " raise FileNotFoundError(\"Could not find parameters_rbf_cube.prm in expected locations.\")\n", + " raise FileNotFoundError(\n", + " \"Could not find parameters_rbf_cube.prm in expected locations.\"\n", + " )\n", "\n", "rbf = RBF()\n", "rbf.read_parameters(filename=param_file)\n", "\n", - "print(f\"Successfully loaded parameters from: {param_file}\")\n" + "print(f\"Successfully loaded parameters from: {param_file}\")" ] }, { diff --git a/tutorials/tutorial3/tutorial-3-rbf.py b/tutorials/tutorial3/tutorial-3-rbf.py index 9fedccd4..291a18c8 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.py +++ b/tutorials/tutorial3/tutorial-3-rbf.py @@ -8,28 +8,36 @@ # # First of all we import the required **PyGeM** class, we import numpy and matplotlib +import platform + # In[1]: import sys -import platform + print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") print(f"System: {platform.system()} {platform.release()}") try: import pygem + print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") import subprocess - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + + subprocess.check_call( + [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + ) import pygem + print(f"PyGeM version: {pygem.__version__}") import numpy as np + np.random.seed(42) import matplotlib.pyplot as plt -from pygem import RBF +from pygem import RBF # Using RBF, we can control the deformation by arranging some control points around the object to deform, then moving these latter to induce the morphing. Within **PyGeM**, the setting of such parameters can be done by parsing an input text file or manually touching the `RBF` attributes. # @@ -37,14 +45,15 @@ # In[2]: rbf = RBF() -rbf.read_parameters(filename='../tests/test_datasets/parameters_rbf_cube.prm') +rbf.read_parameters(filename="../tests/test_datasets/parameters_rbf_cube.prm") # The following is the parameters file for this particular case. The Radial Basis Functions section describes the basis functions to use. Here we use Gaussian splines with the distance parameter equal to 0.5 (see the documentation of the [RBF](http://mathlab.github.io/PyGeM/rbf.html) class for more details). As control points we consider the 8 vertices of the cube (the first one is not exactly the vertex), and we move 3 of them. In the Control points section there are all the coordinates of the control points. # In[3]: import subprocess -subprocess.run(['cat', '../tests/test_datasets/parameters_rbf_cube.prm']) + +subprocess.run(["cat", "../tests/test_datasets/parameters_rbf_cube.prm"]) # Here we create a $10 \times10 \times 10$ lattice to mimic a cube. @@ -95,4 +104,4 @@ ax.set_xlabel("X axis") ax.set_ylabel("Y axis") ax.set_zlabel("Z axis") -plt.show() \ No newline at end of file +plt.show() diff --git a/tutorials/tutorial4/tutorial-4-idw.ipynb b/tutorials/tutorial4/tutorial-4-idw.ipynb index 8051c490..7e2ce6b8 100644 --- a/tutorials/tutorial4/tutorial-4-idw.ipynb +++ b/tutorials/tutorial4/tutorial-4-idw.ipynb @@ -49,21 +49,28 @@ "source": [ "import sys\n", "import platform\n", + "\n", "print(f\"Python Version: {sys.version}\")\n", "print(f\"Platform: {sys.platform}\")\n", "print(f\"System: {platform.system()} {platform.release()}\")\n", "\n", "try:\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", " print(f\"PyGeM not found. Installing...\")\n", " import subprocess\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + "\n", + " subprocess.check_call(\n", + " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " )\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "import numpy as np\n", + "\n", "np.random.seed(42)\n", "\n", "%matplotlib inline\n", @@ -97,9 +104,9 @@ "\n", "# find the possible path of the parameter file depending on the working directory\n", "possible_paths = [\n", - " \"../tests/test_datasets/parameters_idw_cube.prm\", # when run from tutorial4/\n", - " \"tests/test_datasets/parameters_idw_cube.prm\", # when run from tutorials/\n", - " \"../../tests/test_datasets/parameters_idw_cube.prm\", # when run from PyGeM root\n", + " \"../tests/test_datasets/parameters_idw_cube.prm\", # when run from tutorial4/\n", + " \"tests/test_datasets/parameters_idw_cube.prm\", # when run from tutorials/\n", + " \"../../tests/test_datasets/parameters_idw_cube.prm\", # when run from PyGeM root\n", "]\n", "\n", "parameters_file = None\n", @@ -109,7 +116,9 @@ " break\n", "\n", "if parameters_file is None:\n", - " raise FileNotFoundError(\"Could not find parameters_idw_cube.prm in expected locations.\")\n", + " raise FileNotFoundError(\n", + " \"Could not find parameters_idw_cube.prm in expected locations.\"\n", + " )\n", "\n", "idw = IDW()\n", "idw.read_parameters(filename=parameters_file)" diff --git a/tutorials/tutorial4/tutorial-4-idw.py b/tutorials/tutorial4/tutorial-4-idw.py index 55a3deca..7363940d 100644 --- a/tutorials/tutorial4/tutorial-4-idw.py +++ b/tutorials/tutorial4/tutorial-4-idw.py @@ -10,28 +10,34 @@ # In[1]: -import sys import platform +import sys + print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") print(f"System: {platform.system()} {platform.release()}") try: import pygem + print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") import subprocess - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + + subprocess.check_call( + [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + ) import pygem + print(f"PyGeM version: {pygem.__version__}") import numpy as np + np.random.seed(42) import matplotlib.pyplot as plt -from pygem import IDW - +from pygem import IDW # We need to set the deformation parameters: we can set manually, by editing the `IDW` attributes, or we can read them by parsing a file. We remark that it is possible to save the parameters (for example, after set them manually) to a file in order to edit this for the future deformations. @@ -50,6 +56,7 @@ import subprocess + subprocess.run(["cat", "../tests/test_datasets/parameters_idw_cube.prm"]) # Here we create a $10 \times 10 \times 10$ lattice to mimic a cube. diff --git a/tutorials/tutorial5/tutorial-5-file.py b/tutorials/tutorial5/tutorial-5-file.py index f7b63c07..10346516 100644 --- a/tutorials/tutorial5/tutorial-5-file.py +++ b/tutorials/tutorial5/tutorial-5-file.py @@ -12,20 +12,26 @@ # # As usually, at the beginning we import all the modules we need. +import platform + # In[1]: import sys -import platform + print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") print(f"System: {platform.system()} {platform.release()}") import subprocess + try: import pygem + print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") # Installing from local source. It can be replaced with github installation once pushed and merged. - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + subprocess.check_call( + [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + ) import pygem print(f"PyGeM version: {pygem.__version__}") @@ -34,18 +40,25 @@ from smithers import io except ImportError: print("smithers not found. Installing from GitHub...") - subprocess.check_call([sys.executable, "-m", "pip", "install", "git+https://github.com/mathLab/Smithers.git"]) + subprocess.check_call( + [ + sys.executable, + "-m", + "pip", + "install", + "git+https://github.com/mathLab/Smithers.git", + ] + ) from smithers import io import numpy as np -np.random.seed(42) +np.random.seed(42) -import matplotlib.pyplot as plt -from pygem import FFD from smithers import io +from pygem import FFD # For visualization purpose, we also implement a small function that shows the object parsed with **Smithers**. @@ -53,9 +66,8 @@ def plot(data, color=None): - from mpl_toolkits.mplot3d import Axes3D - from mpl_toolkits.mplot3d.art3d import Poly3DCollection import matplotlib.pyplot as plt + from mpl_toolkits.mplot3d.art3d import Poly3DCollection if color is None: color = (0, 0, 1, 0.1) @@ -89,7 +101,7 @@ def plot(data, color=None): urllib.request.urlretrieve( "https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp", - "cube.vtp" + "cube.vtp", ) vtp_filename = "cube.vtp" @@ -147,7 +159,7 @@ def plot(data, color=None): urllib.request.urlretrieve( "https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl", - "cube.stl" + "cube.stl", ) diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb index cc6905ab..274583a6 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb @@ -62,21 +62,28 @@ "source": [ "import sys\n", "import platform\n", + "\n", "print(f\"Python Version: {sys.version}\")\n", "print(f\"Platform: {sys.platform}\")\n", "print(f\"System: {platform.system()} {platform.release()}\")\n", "\n", "try:\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", " print(f\"PyGeM not found. Installing...\")\n", " import subprocess\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + "\n", + " subprocess.check_call(\n", + " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " )\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "import numpy as np\n", + "\n", "np.random.seed(42)\n", "\n", "import matplotlib.pyplot as plt\n", @@ -87,6 +94,7 @@ "except ImportError:\n", " print(\"Ofpp not found. Installing...\")\n", " import subprocess\n", + "\n", " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"ofpp\"])\n", " import Ofpp\n", "\n", @@ -96,7 +104,16 @@ "except ImportError:\n", " print(\"smithers not found. Installing from GitHub...\")\n", " import subprocess\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"git+https://github.com/mathLab/Smithers.git\"])\n", + "\n", + " subprocess.check_call(\n", + " [\n", + " sys.executable,\n", + " \"-m\",\n", + " \"pip\",\n", + " \"install\",\n", + " \"git+https://github.com/mathLab/Smithers.git\",\n", + " ]\n", + " )\n", " from smithers.io.openfoamhandler import OpenFoamHandler\n", "\n", "# interpolator\n", @@ -128,7 +145,9 @@ }, "outputs": [], "source": [ - "def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None):\n", + "def scatter3d(\n", + " arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None\n", + "):\n", " if ax is None:\n", " fig = plt.figure(figsize=figsize)\n", " ax = fig.add_subplot(projection=\"3d\")\n", @@ -359,7 +378,9 @@ "undeformed_points = np.vstack([walls, obstacle])\n", "deformed_points = np.vstack([walls, new_obstacle])\n", "\n", - "undeformed_points, uindexes = np.unique(undeformed_points, return_index=True, axis=0)\n", + "undeformed_points, uindexes = np.unique(\n", + " undeformed_points, return_index=True, axis=0\n", + ")\n", "deformed_points = deformed_points[uindexes]\n", "\n", "rbf = RBF(\n", @@ -514,10 +535,17 @@ ], "source": [ "plt.figure(figsize=(20, 8), dpi=300)\n", - "plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label=\"Interpolated mesh\")\n", - "plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color=\"g\", label=\"Original obstacle\")\n", "plt.scatter(\n", - " *upper_layer(new_obstacle)[:, :2].T, s=1, color=\"r\", label=\"Deformed obstacle\"\n", + " *upper_layer(new_mesh_points)[:, :2].T, s=0.2, label=\"Interpolated mesh\"\n", + ")\n", + "plt.scatter(\n", + " *upper_layer(obstacle)[:, :2].T, s=1, color=\"g\", label=\"Original obstacle\"\n", + ")\n", + "plt.scatter(\n", + " *upper_layer(new_obstacle)[:, :2].T,\n", + " s=1,\n", + " color=\"r\",\n", + " label=\"Deformed obstacle\",\n", ")\n", "\n", "plt.margins(x=0, y=0)\n", @@ -526,10 +554,17 @@ "\n", "plt.show()\n", "plt.figure(figsize=(20, 8), dpi=300)\n", - "plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label=\"Interpolated mesh\")\n", - "plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color=\"g\", label=\"Original obstacle\")\n", "plt.scatter(\n", - " *upper_layer(new_obstacle)[:, :2].T, s=1, color=\"r\", label=\"Deformed obstacle\"\n", + " *upper_layer(new_mesh_points)[:, :2].T, s=0.2, label=\"Interpolated mesh\"\n", + ")\n", + "plt.scatter(\n", + " *upper_layer(obstacle)[:, :2].T, s=1, color=\"g\", label=\"Original obstacle\"\n", + ")\n", + "plt.scatter(\n", + " *upper_layer(new_obstacle)[:, :2].T,\n", + " s=1,\n", + " color=\"r\",\n", + " label=\"Deformed obstacle\",\n", ")\n", "plt.axis([-3.5, 4.5, -4, 4])\n", "plt.margins(x=0, y=0)\n", diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.py b/tutorials/tutorial6/tutorial-6-ffd-rbf.py index 24b3af07..fd56c2c3 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.py +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.py @@ -13,53 +13,70 @@ # The methodology that follows is very general and can be extended to many different scenario, since it basically requires only the coordinates of the nodes of the object geometry and of the (undeformed) initial mesh. For sake of simplicity, here we present the deformation of an [OpenFOAM](https://openfoam.org/) grid for simulating a 2D Navier-Stokes flow around a cylinder. We assume that this cilinder is the object to deform. # Even if the entire procedure is employable also when the deformation mapping applied to the initial object is unknown (we see in few lines that the required input is just the displacement of the initial object after the deformation), here we apply the *free-form deformation* method to the undeformed cylinder in order to parametrize its geometry. -import sys import platform +import sys + print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") print(f"System: {platform.system()} {platform.release()}") try: import pygem + print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") import subprocess - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + + subprocess.check_call( + [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + ) import pygem + print(f"PyGeM version: {pygem.__version__}") import numpy as np + np.random.seed(42) import matplotlib.pyplot as plt # mesh parsing try: - import Ofpp + pass except ImportError: print("Ofpp not found. Installing...") import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "ofpp"]) - import Ofpp try: from smithers.io.openfoamhandler import OpenFoamHandler except ImportError: print("smithers not found. Installing from GitHub...") import subprocess - subprocess.check_call([sys.executable, "-m", "pip", "install", "git+https://github.com/mathLab/Smithers.git"]) + + subprocess.check_call( + [ + sys.executable, + "-m", + "pip", + "install", + "git+https://github.com/mathLab/Smithers.git", + ] + ) from smithers.io.openfoamhandler import OpenFoamHandler # interpolator -from scipy.interpolate import Rbf # deformation from pygem import FFD, RBF - # Then we define the auxiliary function `scatter3d` which we're going to use often to plot several objects as lists of 3D points. You do not need to understand the exact details of this function since we are going to use it only to show the results: -def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None): + +def scatter3d( + arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=None +): if ax is None: fig = plt.figure(figsize=figsize) ax = fig.add_subplot(projection="3d") @@ -142,7 +159,9 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non undeformed_points = np.vstack([walls, obstacle]) deformed_points = np.vstack([walls, new_obstacle]) -undeformed_points, uindexes = np.unique(undeformed_points, return_index=True, axis=0) +undeformed_points, uindexes = np.unique( + undeformed_points, return_index=True, axis=0 +) deformed_points = deformed_points[uindexes] rbf = RBF( @@ -172,6 +191,7 @@ def scatter3d(arr, figsize=(8, 8), s=10, draw=True, ax=None, alpha=1, labels=Non # # The last thing we show here is the visualization of the deformed mesh. In order to plot the results we prefer a 2D scatter plot of the upper part of the mesh (`z=0.5`). Therefore we define the auxiliary function `upper_layer` which extracts the points at `z=0.5` from the given list of points. + def upper_layer(*arrs): points = arrs[0] idxes = points[:, 2] > 0 @@ -185,10 +205,17 @@ def upper_layer(*arrs): # We can now plot the interpolated mesh, with the *deformed* and *original* obstacle. plt.figure(figsize=(20, 8), dpi=300) -plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label="Interpolated mesh") -plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color="g", label="Original obstacle") plt.scatter( - *upper_layer(new_obstacle)[:, :2].T, s=1, color="r", label="Deformed obstacle" + *upper_layer(new_mesh_points)[:, :2].T, s=0.2, label="Interpolated mesh" +) +plt.scatter( + *upper_layer(obstacle)[:, :2].T, s=1, color="g", label="Original obstacle" +) +plt.scatter( + *upper_layer(new_obstacle)[:, :2].T, + s=1, + color="r", + label="Deformed obstacle", ) plt.margins(x=0, y=0) @@ -197,14 +224,21 @@ def upper_layer(*arrs): plt.show() plt.figure(figsize=(20, 8), dpi=300) -plt.scatter(*upper_layer(new_mesh_points)[:, :2].T, s=0.2, label="Interpolated mesh") -plt.scatter(*upper_layer(obstacle)[:, :2].T, s=1, color="g", label="Original obstacle") plt.scatter( - *upper_layer(new_obstacle)[:, :2].T, s=1, color="r", label="Deformed obstacle" + *upper_layer(new_mesh_points)[:, :2].T, s=0.2, label="Interpolated mesh" +) +plt.scatter( + *upper_layer(obstacle)[:, :2].T, s=1, color="g", label="Original obstacle" +) +plt.scatter( + *upper_layer(new_obstacle)[:, :2].T, + s=1, + color="r", + label="Deformed obstacle", ) plt.axis([-3.5, 4.5, -4, 4]) plt.margins(x=0, y=0) plt.legend(prop={"size": 15}, markerscale=15) plt.title("New mesh [zoom]") -plt.show() \ No newline at end of file +plt.show() diff --git a/tutorials/tutorial7/tutorial-7-cffd.ipynb b/tutorials/tutorial7/tutorial-7-cffd.ipynb index 8dfee19a..08eb441f 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.ipynb +++ b/tutorials/tutorial7/tutorial-7-cffd.ipynb @@ -68,21 +68,28 @@ "source": [ "import sys\n", "import platform\n", + "\n", "print(f\"Python Version: {sys.version}\")\n", "print(f\"Platform: {sys.platform}\")\n", "print(f\"System: {platform.system()} {platform.release()}\")\n", "\n", "try:\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", " print(f\"PyGeM not found. Installing...\")\n", " import subprocess\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", + "\n", + " subprocess.check_call(\n", + " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " )\n", " import pygem\n", + "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "import numpy as np\n", + "\n", "np.random.seed(42)\n", "\n", "import matplotlib.pyplot as plt\n", @@ -424,6 +431,7 @@ "except ImportError:\n", " print(\"meshio not found. Installing...\")\n", " import subprocess\n", + "\n", " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"meshio\"])\n", " import meshio\n", "\n", @@ -481,7 +489,11 @@ "fig = plt.figure(figsize=plt.figaspect(0.5))\n", "ax = fig.add_subplot(1, 2, 1, projection=\"3d\")\n", "ax.plot_trisurf(\n", - " points[:, 0], points[:, 1], points[:, 2], triangles=faces, cmap=plt.cm.Spectral\n", + " points[:, 0],\n", + " points[:, 1],\n", + " points[:, 2],\n", + " triangles=faces,\n", + " cmap=plt.cm.Spectral,\n", ")" ] }, diff --git a/tutorials/tutorial7/tutorial-7-cffd.py b/tutorials/tutorial7/tutorial-7-cffd.py index f732abd5..e64dce55 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.py +++ b/tutorials/tutorial7/tutorial-7-cffd.py @@ -1,23 +1,30 @@ #!/usr/bin/env python # coding: utf-8 -import sys import platform +import sys + print(f"Python Version: {sys.version}") print(f"Platform: {sys.platform}") print(f"System: {platform.system()} {platform.release()}") try: import pygem + print(f"PyGeM version: {pygem.__version__}") except ImportError: print(f"PyGeM not found. Installing...") import subprocess - subprocess.check_call([sys.executable, "-m", "pip", "install", "-e", ".[tut]"]) + + subprocess.check_call( + [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + ) import pygem + print(f"PyGeM version: {pygem.__version__}") import numpy as np + np.random.seed(42) import matplotlib.pyplot as plt @@ -101,6 +108,7 @@ def mesh_points(num_pts=2000): except ImportError: print("meshio not found. Installing...") import subprocess + subprocess.check_call([sys.executable, "-m", "pip", "install", "meshio"]) import meshio @@ -114,7 +122,11 @@ def mesh_points(num_pts=2000): fig = plt.figure(figsize=plt.figaspect(0.5)) ax = fig.add_subplot(1, 2, 1, projection="3d") ax.plot_trisurf( - points[:, 0], points[:, 1], points[:, 2], triangles=faces, cmap=plt.cm.Spectral + points[:, 0], + points[:, 1], + points[:, 2], + triangles=faces, + cmap=plt.cm.Spectral, ) from pygem.vffd import VFFD, _volume @@ -140,4 +152,4 @@ def mesh_points(num_pts=2000): mesh_def[:, 2], triangles=faces, cmap=plt.cm.Spectral, -) \ No newline at end of file +) From b3e4112a1b4b42383885f9e94ed236bb2d939690 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 26 Nov 2025 12:30:23 +0100 Subject: [PATCH 26/50] removed nested double quotes in rbf.py --- .markdownlint.json | 22 ++++++++++++++++------ .markdownlintignore | 21 +++++++++++++++++++++ pygem/cad/__init__.py | 21 +++++++++++++++------ pygem/rbf.py | 2 +- 4 files changed, 53 insertions(+), 13 deletions(-) create mode 100644 .markdownlintignore diff --git a/.markdownlint.json b/.markdownlint.json index 196cacb9..4ee82a03 100644 --- a/.markdownlint.json +++ b/.markdownlint.json @@ -1,10 +1,20 @@ { "default": true, - "MD041": false, - "MD012": false, - "ignores": [ - "venv_pygem/**", - "venv/**", - "**/site-packages/**" + "MD013": { "line_length": 80 }, + "MD040": true, + "MD014": true, + "ignore": [ + "venv*/**", + "env*/**", + ".venv*/**", + "**/site-packages/**", + "**/dist-packages/**", + "build/**", + "dist/**", + "*.egg-info/**", + ".mypy_cache/**", + ".pytest_cache/**", + ".cache/**", + "node_modules/**" ] } diff --git a/.markdownlintignore b/.markdownlintignore new file mode 100644 index 00000000..81502082 --- /dev/null +++ b/.markdownlintignore @@ -0,0 +1,21 @@ +# Virtual environments +venv*/ +env*/ +.venv*/ + +# Python packages +**/site-packages/** +**/dist-packages/** + +# Build / distribution folders +build/ +dist/ +*.egg-info/ + +# Cache and temporary files +.mypy_cache/ +.pytest_cache/ +.cache/ + +# Node.js modules +node_modules/ diff --git a/pygem/cad/__init__.py b/pygem/cad/__init__.py index 26efccd9..b03f8e93 100644 --- a/pygem/cad/__init__.py +++ b/pygem/cad/__init__.py @@ -1,10 +1,19 @@ -"""PyGeM CAD init.""" +""" +PyGeM CAD init +""" try: - pass + import OCC except ModuleNotFoundError as e: - print("\nOCC not found, but required to deal with CAD files") - print("Install it using:") - print("\tconda install -c conda-forge pythonocc-core=7.4.0") - print("or visit https://github.com/tpaviot/pythonocc-core for more info\n") + print('\nOCC not found, but required to deal with CAD files') + print('Install it using:') + print('\tconda install -c conda-forge pythonocc-core=7.4.0') + print('or visit https://github.com/tpaviot/pythonocc-core for more info\n') raise e + + +from .ffd import FFD +from .rbf import RBF +from .idw import IDW +from .custom_deformation import CustomDeformation +from .cad_deformation import CADDeformation \ No newline at end of file diff --git a/pygem/rbf.py b/pygem/rbf.py index 64ce22f4..f092da6d 100644 --- a/pygem/rbf.py +++ b/pygem/rbf.py @@ -308,7 +308,7 @@ def write_parameters(self, filename="parameters_rbf.prm"): output_string += " polyharmonic_spline.\n" output_string += "# For a comprehensive list with details see the" output_string += " class RBF.\n" - output_string += f"basis function: {"gaussian_spline"}\n" + output_string += f"basis function: {'gaussian_spline'}\n" output_string += "\n# radius is the scaling parameter r that affects" output_string += " the shape of the basis functions. See the" From 0170653469b9226d79d733be38dfa9a6178d99fa Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 26 Nov 2025 13:30:36 +0100 Subject: [PATCH 27/50] removed unwanted f-strings in the tutorials and minor fix in the workflows --- .github/workflows/ci.yml | 6 ++--- .github/workflows/testing_pr.yml | 8 +++---- tutorials/tutorial1/tutorial-1-ffd.ipynb | 2 +- tutorials/tutorial1/tutorial-1-ffd.py | 2 +- tutorials/tutorial2/tutorial-2-iges.ipynb | 4 ++-- tutorials/tutorial2/tutorial-2-iges.py | 2 +- tutorials/tutorial3/tutorial-3-rbf.py | 2 +- tutorials/tutorial4/tutorial-4-idw.ipynb | 4 ++-- tutorials/tutorial4/tutorial-4-idw.py | 2 +- tutorials/tutorial5/tutorial-5-file.ipynb | 24 ++++++++++++-------- tutorials/tutorial5/tutorial-5-file.py | 2 +- tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb | 4 ++-- tutorials/tutorial6/tutorial-6-ffd-rbf.py | 2 +- 13 files changed, 35 insertions(+), 29 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index f60fe7e6..b618c45a 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -22,11 +22,11 @@ jobs: uses: s-weigand/setup-conda@v1 with: python-version: ${{ matrix.python-version }} - auto-update-conda: true - conda-channels: anaconda, conda-forge + update-conda: true + conda-channels: conda-forge, anaconda - name: Install pythonocc-core (Conda) - run: conda install --yes pythonocc-core + run: conda install --yes -c conda-forge -c anaconda pythonocc-core shell: bash - name: Install pip dependencies diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 2ae96dc7..abff5383 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -26,11 +26,11 @@ jobs: uses: s-weigand/setup-conda@v1 with: python-version: ${{ matrix.python-version }} - auto-update-conda: true - conda-channels: anaconda, conda-forge + update-conda: true + conda-channels: conda-forge, anaconda - name: Install pythonocc-core (Conda) - run: conda install --yes pythonocc-core + run: conda install --yes -c conda-forge -c anaconda pythonocc-core shell: bash - name: Install pip dependencies @@ -40,4 +40,4 @@ jobs: python -m pip install .[test] - name: Run tests with pytest - run: python -m pytest + run: python -m pytest -v diff --git a/tutorials/tutorial1/tutorial-1-ffd.ipynb b/tutorials/tutorial1/tutorial-1-ffd.ipynb index dc20cc89..7e08512f 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.ipynb +++ b/tutorials/tutorial1/tutorial-1-ffd.ipynb @@ -54,7 +54,7 @@ " import pygem\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(f\"PyGeM not found. Installing with tutorial dependencies\")\n", + " print(\"PyGeM not found. Installing with tutorial dependencies\")\n", " import subprocess\n", " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", " import pygem\n", diff --git a/tutorials/tutorial1/tutorial-1-ffd.py b/tutorials/tutorial1/tutorial-1-ffd.py index 8c0a5e98..268d3fcf 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.py +++ b/tutorials/tutorial1/tutorial-1-ffd.py @@ -11,7 +11,7 @@ print(f"PyGeM version: {pygem.__version__}") except ImportError: - print(f"PyGeM not found. Installing...") + print("PyGeM not found. Installing...") import subprocess # Installing from local source. It can be replaced with github installation once pushed and merged. diff --git a/tutorials/tutorial2/tutorial-2-iges.ipynb b/tutorials/tutorial2/tutorial-2-iges.ipynb index f7931886..30ddf91c 100644 --- a/tutorials/tutorial2/tutorial-2-iges.ipynb +++ b/tutorials/tutorial2/tutorial-2-iges.ipynb @@ -25,7 +25,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2025-11-12T14:11:59.848913Z", @@ -66,7 +66,7 @@ "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(f\"PyGeM not found. Installing...\")\n", + " print(\"PyGeM not found. Installing...\")\n", " import subprocess\n", "\n", " subprocess.check_call(\n", diff --git a/tutorials/tutorial2/tutorial-2-iges.py b/tutorials/tutorial2/tutorial-2-iges.py index 1f3d643e..f23943fa 100644 --- a/tutorials/tutorial2/tutorial-2-iges.py +++ b/tutorials/tutorial2/tutorial-2-iges.py @@ -17,7 +17,7 @@ print(f"PyGeM version: {pygem.__version__}") except ImportError: - print(f"PyGeM not found. Installing...") + print("PyGeM not found. Installing...") import subprocess subprocess.check_call( diff --git a/tutorials/tutorial3/tutorial-3-rbf.py b/tutorials/tutorial3/tutorial-3-rbf.py index 291a18c8..cc9da0a7 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.py +++ b/tutorials/tutorial3/tutorial-3-rbf.py @@ -22,7 +22,7 @@ print(f"PyGeM version: {pygem.__version__}") except ImportError: - print(f"PyGeM not found. Installing...") + print("PyGeM not found. Installing...") import subprocess subprocess.check_call( diff --git a/tutorials/tutorial4/tutorial-4-idw.ipynb b/tutorials/tutorial4/tutorial-4-idw.ipynb index 7e2ce6b8..b3613f0a 100644 --- a/tutorials/tutorial4/tutorial-4-idw.ipynb +++ b/tutorials/tutorial4/tutorial-4-idw.ipynb @@ -19,7 +19,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2025-11-11T16:25:50.214302Z", @@ -59,7 +59,7 @@ "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(f\"PyGeM not found. Installing...\")\n", + " print(\"PyGeM not found. Installing...\")\n", " import subprocess\n", "\n", " subprocess.check_call(\n", diff --git a/tutorials/tutorial4/tutorial-4-idw.py b/tutorials/tutorial4/tutorial-4-idw.py index 7363940d..a5c00962 100644 --- a/tutorials/tutorial4/tutorial-4-idw.py +++ b/tutorials/tutorial4/tutorial-4-idw.py @@ -22,7 +22,7 @@ print(f"PyGeM version: {pygem.__version__}") except ImportError: - print(f"PyGeM not found. Installing...") + print("PyGeM not found. Installing...") import subprocess subprocess.check_call( diff --git a/tutorials/tutorial5/tutorial-5-file.ipynb b/tutorials/tutorial5/tutorial-5-file.ipynb index b0f1a584..96fd91e9 100644 --- a/tutorials/tutorial5/tutorial-5-file.ipynb +++ b/tutorials/tutorial5/tutorial-5-file.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2025-11-12T15:15:10.420287Z", @@ -60,7 +60,7 @@ " import pygem\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(f\"PyGeM not found. Installing...\")\n", + " print(\"PyGeM not found. Installing...\")\n", " # Installing from local source. It can be replaced with github installation once pushed and merged.\n", " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", " import pygem\n", @@ -174,8 +174,8 @@ "Length: 2498 (2.4K) [text/plain]\r\n", "Saving to: ‘cube.vtp’\r\n", "\r\n", - "\r", - "cube.vtp 0%[ ] 0 --.-KB/s \r", + "\r\n", + "cube.vtp 0%[ ] 0 --.-KB/s \r\n", "cube.vtp 100%[===================>] 2.44K --.-KB/s in 0s \r\n", "\r\n", "2025-11-12 16:15:11 (82.5 MB/s) - ‘cube.vtp’ saved [2498/2498]\r\n", @@ -278,7 +278,9 @@ "
" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], @@ -361,8 +363,8 @@ "Length: 1509 (1.5K) [text/plain]\r\n", "Saving to: ‘cube.stl’\r\n", "\r\n", - "\r", - "cube.stl 0%[ ] 0 --.-KB/s \r", + "\r\n", + "cube.stl 0%[ ] 0 --.-KB/s \r\n", "cube.stl 100%[===================>] 1.47K --.-KB/s in 0s \r\n", "\r\n", "2025-11-12 16:15:12 (49.0 MB/s) - ‘cube.stl’ saved [1509/1509]\r\n", @@ -406,7 +408,9 @@ "
" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" }, { @@ -416,7 +420,9 @@ "
" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], diff --git a/tutorials/tutorial5/tutorial-5-file.py b/tutorials/tutorial5/tutorial-5-file.py index 10346516..fec385fa 100644 --- a/tutorials/tutorial5/tutorial-5-file.py +++ b/tutorials/tutorial5/tutorial-5-file.py @@ -27,7 +27,7 @@ print(f"PyGeM version: {pygem.__version__}") except ImportError: - print(f"PyGeM not found. Installing...") + print("PyGeM not found. Installing...") # Installing from local source. It can be replaced with github installation once pushed and merged. subprocess.check_call( [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb index 274583a6..3f17cba3 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "c7679a20", "metadata": { "execution": { @@ -72,7 +72,7 @@ "\n", " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(f\"PyGeM not found. Installing...\")\n", + " print(\"PyGeM not found. Installing...\")\n", " import subprocess\n", "\n", " subprocess.check_call(\n", diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.py b/tutorials/tutorial6/tutorial-6-ffd-rbf.py index fd56c2c3..581b15f4 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.py +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.py @@ -25,7 +25,7 @@ print(f"PyGeM version: {pygem.__version__}") except ImportError: - print(f"PyGeM not found. Installing...") + print("PyGeM not found. Installing...") import subprocess subprocess.check_call( From efc9972728c345475ac3a401ea347e2087df4f2f Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 26 Nov 2025 13:47:21 +0100 Subject: [PATCH 28/50] modified markdownlint.json --- .markdownlint.json | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.markdownlint.json b/.markdownlint.json index 4ee82a03..f40e7d0f 100644 --- a/.markdownlint.json +++ b/.markdownlint.json @@ -1,6 +1,6 @@ { "default": true, - "MD013": { "line_length": 80 }, + "MD013": false, "MD040": true, "MD014": true, "ignore": [ From ef14bf138ac6da7268b9b304b1507ca937f5033f Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 26 Nov 2025 15:01:24 +0100 Subject: [PATCH 29/50] removed subprocess from tutorialls 1-4 --- tutorials/tutorial1/tutorial-1-ffd.ipynb | 50 ++++++++++++++--------- tutorials/tutorial1/tutorial-1-ffd.py | 33 ++++++++------- tutorials/tutorial2/tutorial-2-iges.ipynb | 34 ++++++++------- tutorials/tutorial2/tutorial-2-iges.py | 33 ++++++++------- tutorials/tutorial3/tutorial-3-rbf.ipynb | 32 +++++++++++---- tutorials/tutorial3/tutorial-3-rbf.py | 35 ++++++++-------- tutorials/tutorial4/tutorial-4-idw.ipynb | 34 ++++++++------- tutorials/tutorial4/tutorial-4-idw.py | 32 ++++++++------- 8 files changed, 167 insertions(+), 116 deletions(-) diff --git a/tutorials/tutorial1/tutorial-1-ffd.ipynb b/tutorials/tutorial1/tutorial-1-ffd.ipynb index 7e08512f..c2e7ea3f 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.ipynb +++ b/tutorials/tutorial1/tutorial-1-ffd.ipynb @@ -42,39 +42,51 @@ } ], "source": [ - "# package version printout, pip install with extras, random seed, and environment info.\n", - "\n", - "import sys\n", + "# Package version, random seed, and environment info\n", "import platform\n", - "print(f\"Python version: {sys.version}\")\n", - "print(f\"Platform: {sys.platform}\")\n", - "print(f\"System: {platform.system()} {platform.release()}\")\n", + "import sys\n", + "import logging\n", + "import numpy as np\n", + "\n", + "# Setup logging (works in notebooks and scripts)\n", + "for handler in logging.root.handlers[:]:\n", + " logging.root.removeHandler(handler)\n", + "\n", + "logging.basicConfig(\n", + " level=logging.INFO,\n", + " format=\"%(asctime)s - %(levelname)s - %(message)s\"\n", + ")\n", + "\n", + "# System info\n", + "logging.info(f\"Python Version: {sys.version}\")\n", + "logging.info(f\"Platform: {sys.platform}\")\n", + "logging.info(f\"System: {platform.system()} {platform.release()}\")\n", + "logging.info(f\"Architecture: {platform.architecture()}\")\n", "\n", + "# Import PyGeM\n", "try:\n", " import pygem\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(\"PyGeM not found. Installing with tutorial dependencies\")\n", - " import subprocess\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", - " import pygem\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", + " raise ImportError(\n", + " \"PyGeM not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install -e '.[tut]' in your environment.\"\n", + " )\n", "\n", - "import numpy as np\n", - "np.random.seed(42)\n", + "logging.info(f\"PyGeM version: {pygem.__version__}\")\n", "\n", + "# Set random seed\n", + "np.random.seed(42)\n", + "logging.info(\"Random seed set to 42\")\n", "\n", + "# Setup matplotlib for notebooks\n", "try:\n", " get_ipython().run_line_magic('matplotlib', 'inline')\n", "except NameError:\n", - " # Running as .py script, no magic commands needed\n", - " pass\n", + " pass # Running as .py script\n", + "\n", "import mpl_toolkits.mplot3d\n", "import matplotlib.pyplot as plt\n", "\n", - "import pygem\n", - "\n", - "print(pygem.__version__)\n", "from pygem import FFD" ] }, diff --git a/tutorials/tutorial1/tutorial-1-ffd.py b/tutorials/tutorial1/tutorial-1-ffd.py index 268d3fcf..f9680d12 100644 --- a/tutorials/tutorial1/tutorial-1-ffd.py +++ b/tutorials/tutorial1/tutorial-1-ffd.py @@ -1,28 +1,31 @@ # Tutorial 1: Free Form Deformation on Spherical Mesh import platform import sys +import logging +import numpy as np + +# Setup logging +logging.basicConfig( + level=logging.INFO, + format="%(asctime)s - %(levelname)s - %(message)s" +) -print(f"Python Version: {sys.version}") -print(f"Platform: {sys.platform}") -print(f"System: {platform.system()} {platform.release()}") +# System info +logging.info(f"Python Version: {sys.version}") +logging.info(f"Platform: {sys.platform}") +logging.info(f"System: {platform.system()} {platform.release()}") + +# Import PyGeM try: import pygem - - print(f"PyGeM version: {pygem.__version__}") except ImportError: - print("PyGeM not found. Installing...") - import subprocess - - # Installing from local source. It can be replaced with github installation once pushed and merged. - subprocess.check_call( - [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + raise ImportError( + "PyGeM not found. Please install it before running this tutorial.\n" + "For example, run: pip install -e '.[tut]' in your environment." ) - import pygem - print(f"PyGeM version: {pygem.__version__}") - -import numpy as np +logging.info(f"PyGeM version: {pygem.__version__}") np.random.seed(42) diff --git a/tutorials/tutorial2/tutorial-2-iges.ipynb b/tutorials/tutorial2/tutorial-2-iges.ipynb index 30ddf91c..082ce5b9 100644 --- a/tutorials/tutorial2/tutorial-2-iges.ipynb +++ b/tutorials/tutorial2/tutorial-2-iges.ipynb @@ -54,29 +54,33 @@ } ], "source": [ - "import sys\n", "import platform\n", + "import sys\n", + "import logging\n", + "import numpy as np\n", + "\n", + "# Setup logging\n", + "logging.basicConfig(\n", + " level=logging.INFO,\n", + " format=\"%(asctime)s - %(levelname)s - %(message)s\"\n", + ")\n", + "\n", "\n", - "print(f\"Python Version: {sys.version}\")\n", - "print(f\"Platform: {sys.platform}\")\n", - "print(f\"System: {platform.system()} {platform.release()}\")\n", + "# System info\n", + "logging.info(f\"Python Version: {sys.version}\")\n", + "logging.info(f\"Platform: {sys.platform}\")\n", + "logging.info(f\"System: {platform.system()} {platform.release()}\")\n", "\n", + "# Import PyGeM\n", "try:\n", " import pygem\n", - "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(\"PyGeM not found. Installing...\")\n", - " import subprocess\n", - "\n", - " subprocess.check_call(\n", - " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " raise ImportError(\n", + " \"PyGeM not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install -e '.[tut]' in your environment.\"\n", " )\n", - " import pygem\n", "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", - "\n", - "import numpy as np\n", + "logging.info(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "np.random.seed(42)\n", "from pygem.cad import FFD" diff --git a/tutorials/tutorial2/tutorial-2-iges.py b/tutorials/tutorial2/tutorial-2-iges.py index f23943fa..5cf76f27 100644 --- a/tutorials/tutorial2/tutorial-2-iges.py +++ b/tutorials/tutorial2/tutorial-2-iges.py @@ -7,30 +7,35 @@ import platform import sys +import logging +import numpy as np + +# Setup logging +logging.basicConfig( + level=logging.INFO, + format="%(asctime)s - %(levelname)s - %(message)s" +) -print(f"Python Version: {sys.version}") -print(f"Platform: {sys.platform}") -print(f"System: {platform.system()} {platform.release()}") +# System info +logging.info(f"Python Version: {sys.version}") +logging.info(f"Platform: {sys.platform}") +logging.info(f"System: {platform.system()} {platform.release()}") + +# Import PyGeM try: import pygem - - print(f"PyGeM version: {pygem.__version__}") except ImportError: - print("PyGeM not found. Installing...") - import subprocess - - subprocess.check_call( - [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + raise ImportError( + "PyGeM not found. Please install it before running this tutorial.\n" + "For example, run: pip install -e '.[tut]' in your environment." ) - import pygem - print(f"PyGeM version: {pygem.__version__}") - -import numpy as np +logging.info(f"PyGeM version: {pygem.__version__}") np.random.seed(42) + # In this tutorial we show again an application of _free form deformation_ method, now to a CAD file. These files, that are often adopted to model complex geometries, require an additional pre- and post-processing of the surfaces to perform the deformation. # # The **CAD** submodule of **PyGeM** takes care of the deformation to all CAD files (.step, .iges, etc.), so first of all we import from the submodule the `FFD` class. diff --git a/tutorials/tutorial3/tutorial-3-rbf.ipynb b/tutorials/tutorial3/tutorial-3-rbf.ipynb index c585c724..3ea07d25 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.ipynb +++ b/tutorials/tutorial3/tutorial-3-rbf.ipynb @@ -23,17 +23,33 @@ "metadata": {}, "outputs": [], "source": [ - "# Standard header for all tutorials\n", - "import sys\n", "import platform\n", + "import sys\n", + "import logging\n", "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import pygem\n", "\n", - "print(f\"Python Version: {sys.version}\")\n", - "print(f\"Platform: {sys.platform}\")\n", - "print(f\"System: {platform.system()} {platform.release()}\")\n", - "print(f\"PyGeM version: {pygem.__version__}\")\n", + "# Setup logging\n", + "logging.basicConfig(\n", + " level=logging.INFO,\n", + " format=\"%(asctime)s - %(levelname)s - %(message)s\"\n", + ")\n", + "\n", + "\n", + "# System info\n", + "logging.info(f\"Python Version: {sys.version}\")\n", + "logging.info(f\"Platform: {sys.platform}\")\n", + "logging.info(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "# Import PyGeM\n", + "try:\n", + " import pygem\n", + "except ImportError:\n", + " raise ImportError(\n", + " \"PyGeM not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install -e '.[tut]' in your environment.\"\n", + " )\n", + "\n", + "logging.info(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "np.random.seed(42)\n", "# Set matplotlib for notebook\n", diff --git a/tutorials/tutorial3/tutorial-3-rbf.py b/tutorials/tutorial3/tutorial-3-rbf.py index cc9da0a7..984149ee 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.py +++ b/tutorials/tutorial3/tutorial-3-rbf.py @@ -8,31 +8,34 @@ # # First of all we import the required **PyGeM** class, we import numpy and matplotlib -import platform - # In[1]: +import platform import sys +import logging +import numpy as np + +# Setup logging +logging.basicConfig( + level=logging.INFO, + format="%(asctime)s - %(levelname)s - %(message)s" +) + -print(f"Python Version: {sys.version}") -print(f"Platform: {sys.platform}") -print(f"System: {platform.system()} {platform.release()}") +# System info +logging.info(f"Python Version: {sys.version}") +logging.info(f"Platform: {sys.platform}") +logging.info(f"System: {platform.system()} {platform.release()}") +# Import PyGeM try: import pygem - - print(f"PyGeM version: {pygem.__version__}") except ImportError: - print("PyGeM not found. Installing...") - import subprocess - - subprocess.check_call( - [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + raise ImportError( + "PyGeM not found. Please install it before running this tutorial.\n" + "For example, run: pip install -e '.[tut]' in your environment." ) - import pygem - print(f"PyGeM version: {pygem.__version__}") - -import numpy as np +logging.info(f"PyGeM version: {pygem.__version__}") np.random.seed(42) import matplotlib.pyplot as plt diff --git a/tutorials/tutorial4/tutorial-4-idw.ipynb b/tutorials/tutorial4/tutorial-4-idw.ipynb index b3613f0a..1d713f39 100644 --- a/tutorials/tutorial4/tutorial-4-idw.ipynb +++ b/tutorials/tutorial4/tutorial-4-idw.ipynb @@ -47,29 +47,33 @@ } ], "source": [ - "import sys\n", "import platform\n", + "import sys\n", + "import logging\n", + "import numpy as np\n", + "\n", + "# Setup logging\n", + "logging.basicConfig(\n", + " level=logging.INFO,\n", + " format=\"%(asctime)s - %(levelname)s - %(message)s\"\n", + ")\n", + "\n", "\n", - "print(f\"Python Version: {sys.version}\")\n", - "print(f\"Platform: {sys.platform}\")\n", - "print(f\"System: {platform.system()} {platform.release()}\")\n", + "# System info\n", + "logging.info(f\"Python Version: {sys.version}\")\n", + "logging.info(f\"Platform: {sys.platform}\")\n", + "logging.info(f\"System: {platform.system()} {platform.release()}\")\n", "\n", + "# Import PyGeM\n", "try:\n", " import pygem\n", - "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(\"PyGeM not found. Installing...\")\n", - " import subprocess\n", - "\n", - " subprocess.check_call(\n", - " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " raise ImportError(\n", + " \"PyGeM not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install -e '.[tut]' in your environment.\"\n", " )\n", - " import pygem\n", "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", - "\n", - "import numpy as np\n", + "logging.info(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "np.random.seed(42)\n", "\n", diff --git a/tutorials/tutorial4/tutorial-4-idw.py b/tutorials/tutorial4/tutorial-4-idw.py index a5c00962..b90f9335 100644 --- a/tutorials/tutorial4/tutorial-4-idw.py +++ b/tutorials/tutorial4/tutorial-4-idw.py @@ -12,27 +12,31 @@ import platform import sys +import logging +import numpy as np + +# Setup logging +logging.basicConfig( + level=logging.INFO, + format="%(asctime)s - %(levelname)s - %(message)s" +) -print(f"Python Version: {sys.version}") -print(f"Platform: {sys.platform}") -print(f"System: {platform.system()} {platform.release()}") +# System info +logging.info(f"Python Version: {sys.version}") +logging.info(f"Platform: {sys.platform}") +logging.info(f"System: {platform.system()} {platform.release()}") + +# Import PyGeM try: import pygem - - print(f"PyGeM version: {pygem.__version__}") except ImportError: - print("PyGeM not found. Installing...") - import subprocess - - subprocess.check_call( - [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + raise ImportError( + "PyGeM not found. Please install it before running this tutorial.\n" + "For example, run: pip install -e '.[tut]' in your environment." ) - import pygem - print(f"PyGeM version: {pygem.__version__}") - -import numpy as np +logging.info(f"PyGeM version: {pygem.__version__}") np.random.seed(42) import matplotlib.pyplot as plt From a3d5cb5558e9513f72970cd0566b6a48bf21a36a Mon Sep 17 00:00:00 2001 From: guglielmopadula <93089445+guglielmopadula@users.noreply.github.com> Date: Wed, 26 Nov 2025 20:48:57 +0100 Subject: [PATCH 30/50] Update GitHub Actions workflow for Python testing --- .github/workflows/testing_pr.yml | 53 +++++++++++++++----------------- 1 file changed, 25 insertions(+), 28 deletions(-) diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index abff5383..1461bf79 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -5,6 +5,7 @@ on: branches: - "master" + jobs: build: runs-on: ${{ matrix.os }} @@ -12,32 +13,28 @@ jobs: fail-fast: false matrix: os: [windows-latest, macos-latest, ubuntu-latest] - python-version: ["3.9", "3.10"] - + python-version: ["3.9", "3.10"] steps: - - uses: actions/checkout@v4 - - - name: Set up Python - uses: actions/setup-python@v5 - with: - python-version: ${{ matrix.python-version }} - - - name: Setup Conda - uses: s-weigand/setup-conda@v1 - with: - python-version: ${{ matrix.python-version }} - update-conda: true - conda-channels: conda-forge, anaconda - - - name: Install pythonocc-core (Conda) - run: conda install --yes -c conda-forge -c anaconda pythonocc-core - shell: bash - - - name: Install pip dependencies - run: | - python -m pip install --upgrade pip - python -m pip install smithers[vtk] - python -m pip install .[test] - - - name: Run tests with pytest - run: python -m pytest -v + - uses: actions/checkout@v2 + + + - name: Installing conda + uses: conda-incubator/setup-miniconda@v3 + + with: + auto-update-conda: true + python-version: ${{ matrix.python-version }} + channels: anaconda, conda-forge + + - name: Installing packages + shell: bash -el {0} + run: | + conda install --yes -c conda-forge -c anaconda pythonocc-core + python -m pip install --upgrade pip + python -m pip install smithers[vtk] + python -m pip install .[test] + + - name: Test with pytest + shell: bash -el {0} + run: | + python -m pytest From 651cf6991028b18cde959c839f76bf8815ddfdaa Mon Sep 17 00:00:00 2001 From: guglielmopadula <93089445+guglielmopadula@users.noreply.github.com> Date: Wed, 26 Nov 2025 21:00:40 +0100 Subject: [PATCH 31/50] Update pull request trigger to remove branch filter Removed branch restriction for pull request trigger. --- .github/workflows/testing_pr.yml | 2 -- 1 file changed, 2 deletions(-) diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 1461bf79..3f4fafab 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -2,8 +2,6 @@ name: "Testing Pull Request" on: pull_request: - branches: - - "master" jobs: From 5ff7bbe8fcb2f5d5ddfaf40a3bb976d79daa1217 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 26 Nov 2025 21:32:30 +0100 Subject: [PATCH 32/50] removed subprocess from tutorials 5-7 --- cube.stl | 86 ++++++++ cube.vtp | 33 +++ deform_cube.stl | 86 ++++++++ deform_cube.vtp | 33 +++ tutorials/tutorial5/cube.stl | 86 ++++++++ tutorials/tutorial5/cube.vtp | 33 +++ tutorials/tutorial5/deform_cube.stl | 86 ++++++++ tutorials/tutorial5/deform_cube.vtp | 33 +++ tutorials/tutorial5/tutorial-5-file.ipynb | 184 +++++++++------- tutorials/tutorial5/tutorial-5-file.py | 59 +++--- tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb | 210 ++++++++++--------- tutorials/tutorial6/tutorial-6-ffd-rbf.py | 68 +++--- tutorials/tutorial7/tutorial-7-cffd.ipynb | 45 ++-- tutorials/tutorial7/tutorial-7-cffd.py | 43 ++-- 14 files changed, 802 insertions(+), 283 deletions(-) create mode 100644 cube.stl create mode 100644 cube.vtp create mode 100644 deform_cube.stl create mode 100644 deform_cube.vtp create mode 100644 tutorials/tutorial5/cube.stl create mode 100644 tutorials/tutorial5/cube.vtp create mode 100644 tutorials/tutorial5/deform_cube.stl create mode 100644 tutorials/tutorial5/deform_cube.vtp diff --git a/cube.stl b/cube.stl new file mode 100644 index 00000000..1662db03 --- /dev/null +++ b/cube.stl @@ -0,0 +1,86 @@ +solid ascii + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex -0.5 0.5 0.5 + vertex -0.5 0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex 0.5 -0.5 -0.5 + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 -0.5 0.5 + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 0.5 + vertex 0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet +endsolid diff --git a/cube.vtp b/cube.vtp new file mode 100644 index 00000000..f1fc2a4f --- /dev/null +++ b/cube.vtp @@ -0,0 +1,33 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + _AQAAAACAAAAgAQAALAAAAA==eJxjYGDYz4CJ7dFoGNseixg2OWxq0c3HZQ4+ewmZj4uPSy02e1EwAPIUI7k=AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV + + diff --git a/deform_cube.stl b/deform_cube.stl new file mode 100644 index 00000000..f36f5c6e --- /dev/null +++ b/deform_cube.stl @@ -0,0 +1,86 @@ +solid Visualization Toolkit generated SLA File + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 0.5 0.5 + vertex -0.5 0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 -0.5 -0.5 + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet + facet normal 0.98346512997751678 -0.12805533592612592 -0.12805533592612592 + outer loop + vertex 0.63020831346511841 0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal 0 -1 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal 0 -1 0 + outer loop + vertex 0.5 -0.5 0.5 + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal 0 1 0 + outer loop + vertex -0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal 0 1 -0 + outer loop + vertex 0.63020831346511841 0.5 0.5 + vertex 0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal 0 0 -1 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal 0 0 -1 + outer loop + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal 0 0 1 + outer loop + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal -0 0 1 + outer loop + vertex 0.63020831346511841 0.5 0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet +endsolid diff --git a/deform_cube.vtp b/deform_cube.vtp new file mode 100644 index 00000000..cbbb2ed5 --- /dev/null +++ b/deform_cube.vtp @@ -0,0 +1,33 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + _AQAAAACAAAAgAQAAMQAAAA==eJxjYGDYz4CJ7dFoGNseixiGXGioIja16ObjMgefvYTMx8XHpRabvfbI5gMA8UomGg==AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV + + diff --git a/tutorials/tutorial5/cube.stl b/tutorials/tutorial5/cube.stl new file mode 100644 index 00000000..1662db03 --- /dev/null +++ b/tutorials/tutorial5/cube.stl @@ -0,0 +1,86 @@ +solid ascii + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex -0.5 0.5 0.5 + vertex -0.5 0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex 0.5 -0.5 -0.5 + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 -0.5 0.5 + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 0.5 + vertex 0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 0.5 0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet +endsolid diff --git a/tutorials/tutorial5/cube.vtp b/tutorials/tutorial5/cube.vtp new file mode 100644 index 00000000..f1fc2a4f --- /dev/null +++ b/tutorials/tutorial5/cube.vtp @@ -0,0 +1,33 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + _AQAAAACAAAAgAQAALAAAAA==eJxjYGDYz4CJ7dFoGNseixg2OWxq0c3HZQ4+ewmZj4uPSy02e1EwAPIUI7k=AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV + + diff --git a/tutorials/tutorial5/deform_cube.stl b/tutorials/tutorial5/deform_cube.stl new file mode 100644 index 00000000..f36f5c6e --- /dev/null +++ b/tutorials/tutorial5/deform_cube.stl @@ -0,0 +1,86 @@ +solid Visualization Toolkit generated SLA File + facet normal -1 0 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal -1 0 0 + outer loop + vertex -0.5 0.5 0.5 + vertex -0.5 0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal 1 0 0 + outer loop + vertex 0.5 -0.5 -0.5 + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet + facet normal 0.98346512997751678 -0.12805533592612592 -0.12805533592612592 + outer loop + vertex 0.63020831346511841 0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal 0 -1 0 + outer loop + vertex -0.5 -0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 -0.5 0.5 + endloop + endfacet + facet normal 0 -1 0 + outer loop + vertex 0.5 -0.5 0.5 + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal 0 1 0 + outer loop + vertex -0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 0.5 -0.5 + endloop + endfacet + facet normal 0 1 -0 + outer loop + vertex 0.63020831346511841 0.5 0.5 + vertex 0.5 0.5 -0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal 0 0 -1 + outer loop + vertex -0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + endloop + endfacet + facet normal 0 0 -1 + outer loop + vertex 0.5 0.5 -0.5 + vertex 0.5 -0.5 -0.5 + vertex -0.5 0.5 -0.5 + endloop + endfacet + facet normal 0 0 1 + outer loop + vertex -0.5 -0.5 0.5 + vertex 0.5 -0.5 0.5 + vertex -0.5 0.5 0.5 + endloop + endfacet + facet normal -0 0 1 + outer loop + vertex 0.63020831346511841 0.5 0.5 + vertex -0.5 0.5 0.5 + vertex 0.5 -0.5 0.5 + endloop + endfacet +endsolid diff --git a/tutorials/tutorial5/deform_cube.vtp b/tutorials/tutorial5/deform_cube.vtp new file mode 100644 index 00000000..cbbb2ed5 --- /dev/null +++ b/tutorials/tutorial5/deform_cube.vtp @@ -0,0 +1,33 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + _AQAAAACAAAAgAQAAMQAAAA==eJxjYGDYz4CJ7dFoGNseixiGXGioIja16ObjMgefvYTMx8XHpRabvfbI5gMA8UomGg==AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV + + diff --git a/tutorials/tutorial5/tutorial-5-file.ipynb b/tutorials/tutorial5/tutorial-5-file.ipynb index 96fd91e9..513e858d 100644 --- a/tutorials/tutorial5/tutorial-5-file.ipynb +++ b/tutorials/tutorial5/tutorial-5-file.ipynb @@ -18,63 +18,93 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:10.420287Z", - "iopub.status.busy": "2025-11-12T15:15:10.420136Z", - "iopub.status.idle": "2025-11-12T15:15:11.461462Z", - "shell.execute_reply": "2025-11-12T15:15:11.460996Z" + "iopub.execute_input": "2025-11-26T20:29:29.339146Z", + "iopub.status.busy": "2025-11-26T20:29:29.338987Z", + "iopub.status.idle": "2025-11-26T20:29:30.371671Z", + "shell.execute_reply": "2025-11-26T20:29:30.370360Z" } }, "outputs": [ { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", - "[GCC 11.2.0]\n", - "Platform: linux\n", - "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + "2025-11-26 21:29:29,401 - INFO - Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", + "[GCC 11.2.0]\n" ] }, { - "name": "stdout", + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 21:29:29,402 - INFO - Platform: linux\n" + ] + }, + { + "name": "stderr", "output_type": "stream", "text": [ - "PyGeM version: 2.0.0\n" + "2025-11-26 21:29:29,403 - INFO - System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 21:29:29,841 - INFO - PyGeM version: 2.0.0\n" ] } ], "source": [ - "import sys\n", + "# In[1]:\n", + "#!/usr/bin/env python\n", + "# coding: utf-8\n", + "\n", "import platform\n", - "import subprocess\n", + "import sys\n", + "import logging\n", "import numpy as np\n", "\n", - "print(f\"Python Version: {sys.version}\")\n", - "print(f\"Platform: {sys.platform}\")\n", - "print(f\"System: {platform.system()} {platform.release()}\")\n", + "# -----------------------------\n", + "# Setup logging\n", + "# -----------------------------\n", + "logging.basicConfig(\n", + " level=logging.INFO,\n", + " format=\"%(asctime)s - %(levelname)s - %(message)s\"\n", + ")\n", "\n", + "logging.info(f\"Python Version: {sys.version}\")\n", + "logging.info(f\"Platform: {sys.platform}\")\n", + "logging.info(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "# -----------------------------\n", + "# Import PyGeM\n", + "# -----------------------------\n", "try:\n", " import pygem\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(\"PyGeM not found. Installing...\")\n", - " # Installing from local source. It can be replaced with github installation once pushed and merged.\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"])\n", - " import pygem\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", + " raise ImportError(\n", + " \"PyGeM not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install -e '.[tut]'\"\n", + " )\n", + "logging.info(f\"PyGeM version: {pygem.__version__}\")\n", + "\n", + "np.random.seed(42)\n", "\n", + "# -----------------------------\n", + "# Import Smithers\n", + "# -----------------------------\n", "try:\n", " from smithers import io\n", "except ImportError:\n", - " print(\"smithers not found. Installing from GitHub...\")\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"git+https://github.com/mathLab/Smithers.git\"])\n", - " from smithers import io\n", + " raise ImportError(\n", + " \"Smithers not found. Please install it before running this script.\\n\"\n", + " \"For example, run: pip install git+https://github.com/mathLab/Smithers.git\"\n", + " )\n", "\n", - "np.random.seed(42)\n", - "get_ipython().run_line_magic('matplotlib', 'inline')\n", "\n", "from pygem import FFD" ] @@ -91,10 +121,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:11.463860Z", - "iopub.status.busy": "2025-11-12T15:15:11.463639Z", - "iopub.status.idle": "2025-11-12T15:15:11.469891Z", - "shell.execute_reply": "2025-11-12T15:15:11.469516Z" + "iopub.execute_input": "2025-11-26T20:29:30.374615Z", + "iopub.status.busy": "2025-11-26T20:29:30.374375Z", + "iopub.status.idle": "2025-11-26T20:29:30.379580Z", + "shell.execute_reply": "2025-11-26T20:29:30.378647Z" } }, "outputs": [], @@ -137,10 +167,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:11.471533Z", - "iopub.status.busy": "2025-11-12T15:15:11.471380Z", - "iopub.status.idle": "2025-11-12T15:15:12.103867Z", - "shell.execute_reply": "2025-11-12T15:15:12.103424Z" + "iopub.execute_input": "2025-11-26T20:29:30.382010Z", + "iopub.status.busy": "2025-11-26T20:29:30.381842Z", + "iopub.status.idle": "2025-11-26T20:29:31.089714Z", + "shell.execute_reply": "2025-11-26T20:29:31.089084Z" } }, "outputs": [ @@ -148,14 +178,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "--2025-11-12 16:15:11-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp\r\n" + "--2025-11-26 21:29:30-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp\r\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\r\n", + "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.111.133, 185.199.109.133, ...\r\n", "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\r\n" ] }, @@ -174,11 +204,11 @@ "Length: 2498 (2.4K) [text/plain]\r\n", "Saving to: ‘cube.vtp’\r\n", "\r\n", - "\r\n", - "cube.vtp 0%[ ] 0 --.-KB/s \r\n", + "\r", + "cube.vtp 0%[ ] 0 --.-KB/s \r", "cube.vtp 100%[===================>] 2.44K --.-KB/s in 0s \r\n", "\r\n", - "2025-11-12 16:15:11 (82.5 MB/s) - ‘cube.vtp’ saved [2498/2498]\r\n", + "2025-11-26 21:29:30 (66.0 MB/s) - ‘cube.vtp’ saved [2498/2498]\r\n", "\r\n" ] }, @@ -214,10 +244,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:12.106899Z", - "iopub.status.busy": "2025-11-12T15:15:12.106717Z", - "iopub.status.idle": "2025-11-12T15:15:12.109544Z", - "shell.execute_reply": "2025-11-12T15:15:12.109159Z" + "iopub.execute_input": "2025-11-26T20:29:31.093077Z", + "iopub.status.busy": "2025-11-26T20:29:31.092886Z", + "iopub.status.idle": "2025-11-26T20:29:31.096564Z", + "shell.execute_reply": "2025-11-26T20:29:31.095988Z" } }, "outputs": [], @@ -241,10 +271,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:12.111115Z", - "iopub.status.busy": "2025-11-12T15:15:12.110954Z", - "iopub.status.idle": "2025-11-12T15:15:12.113664Z", - "shell.execute_reply": "2025-11-12T15:15:12.113295Z" + "iopub.execute_input": "2025-11-26T20:29:31.098626Z", + "iopub.status.busy": "2025-11-26T20:29:31.098466Z", + "iopub.status.idle": "2025-11-26T20:29:31.101770Z", + "shell.execute_reply": "2025-11-26T20:29:31.101267Z" } }, "outputs": [], @@ -264,10 +294,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:12.115151Z", - "iopub.status.busy": "2025-11-12T15:15:12.114994Z", - "iopub.status.idle": "2025-11-12T15:15:12.242350Z", - "shell.execute_reply": "2025-11-12T15:15:12.241986Z" + "iopub.execute_input": "2025-11-26T20:29:31.103433Z", + "iopub.status.busy": "2025-11-26T20:29:31.103276Z", + "iopub.status.idle": "2025-11-26T20:29:31.234346Z", + "shell.execute_reply": "2025-11-26T20:29:31.233464Z" } }, "outputs": [ @@ -278,9 +308,7 @@ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -300,10 +328,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:12.245088Z", - "iopub.status.busy": "2025-11-12T15:15:12.244929Z", - "iopub.status.idle": "2025-11-12T15:15:12.247952Z", - "shell.execute_reply": "2025-11-12T15:15:12.247576Z" + "iopub.execute_input": "2025-11-26T20:29:31.236300Z", + "iopub.status.busy": "2025-11-26T20:29:31.236141Z", + "iopub.status.idle": "2025-11-26T20:29:31.239437Z", + "shell.execute_reply": "2025-11-26T20:29:31.238862Z" } }, "outputs": [], @@ -326,10 +354,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:12.249613Z", - "iopub.status.busy": "2025-11-12T15:15:12.249461Z", - "iopub.status.idle": "2025-11-12T15:15:12.772847Z", - "shell.execute_reply": "2025-11-12T15:15:12.772394Z" + "iopub.execute_input": "2025-11-26T20:29:31.241229Z", + "iopub.status.busy": "2025-11-26T20:29:31.241065Z", + "iopub.status.idle": "2025-11-26T20:29:31.756320Z", + "shell.execute_reply": "2025-11-26T20:29:31.754749Z" } }, "outputs": [ @@ -337,15 +365,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "--2025-11-12 16:15:12-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl\r\n" + "--2025-11-26 21:29:31-- https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.stl\r\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.110.133, 185.199.109.133, 185.199.108.133, ...\r\n", - "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.110.133|:443... connected.\r\n" + "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.111.133, 185.199.109.133, ...\r\n", + "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\r\n" ] }, { @@ -363,11 +391,11 @@ "Length: 1509 (1.5K) [text/plain]\r\n", "Saving to: ‘cube.stl’\r\n", "\r\n", - "\r\n", - "cube.stl 0%[ ] 0 --.-KB/s \r\n", + "\r", + "cube.stl 0%[ ] 0 --.-KB/s \r", "cube.stl 100%[===================>] 1.47K --.-KB/s in 0s \r\n", "\r\n", - "2025-11-12 16:15:12 (49.0 MB/s) - ‘cube.stl’ saved [1509/1509]\r\n", + "2025-11-26 21:29:31 (46.5 MB/s) - ‘cube.stl’ saved [1509/1509]\r\n", "\r\n" ] } @@ -394,10 +422,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T15:15:12.774917Z", - "iopub.status.busy": "2025-11-12T15:15:12.774735Z", - "iopub.status.idle": "2025-11-12T15:15:13.034219Z", - "shell.execute_reply": "2025-11-12T15:15:13.033826Z" + "iopub.execute_input": "2025-11-26T20:29:31.758655Z", + "iopub.status.busy": "2025-11-26T20:29:31.758470Z", + "iopub.status.idle": "2025-11-26T20:29:32.024197Z", + "shell.execute_reply": "2025-11-26T20:29:32.023208Z" } }, "outputs": [ @@ -408,9 +436,7 @@ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" }, { @@ -420,9 +446,7 @@ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], diff --git a/tutorials/tutorial5/tutorial-5-file.py b/tutorials/tutorial5/tutorial-5-file.py index fec385fa..a2918dc2 100644 --- a/tutorials/tutorial5/tutorial-5-file.py +++ b/tutorials/tutorial5/tutorial-5-file.py @@ -12,54 +12,53 @@ # # As usually, at the beginning we import all the modules we need. -import platform - # In[1]: +import platform import sys +import logging +import numpy as np -print(f"Python Version: {sys.version}") -print(f"Platform: {sys.platform}") -print(f"System: {platform.system()} {platform.release()}") -import subprocess +# ----------------------------- +# Setup logging +# ----------------------------- +logging.basicConfig( + level=logging.INFO, + format="%(asctime)s - %(levelname)s - %(message)s" +) + +logging.info(f"Python Version: {sys.version}") +logging.info(f"Platform: {sys.platform}") +logging.info(f"System: {platform.system()} {platform.release()}") +# ----------------------------- +# Import PyGeM +# ----------------------------- try: import pygem - - print(f"PyGeM version: {pygem.__version__}") except ImportError: - print("PyGeM not found. Installing...") - # Installing from local source. It can be replaced with github installation once pushed and merged. - subprocess.check_call( - [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + raise ImportError( + "PyGeM not found. Please install it before running this tutorial.\n" + "For example, run: pip install -e '.[tut]'" ) - import pygem +logging.info(f"PyGeM version: {pygem.__version__}") - print(f"PyGeM version: {pygem.__version__}") +np.random.seed(42) +# ----------------------------- +# Import Smithers +# ----------------------------- try: from smithers import io except ImportError: - print("smithers not found. Installing from GitHub...") - subprocess.check_call( - [ - sys.executable, - "-m", - "pip", - "install", - "git+https://github.com/mathLab/Smithers.git", - ] + raise ImportError( + "Smithers not found. Please install it before running this script.\n" + "For example, run: pip install git+https://github.com/mathLab/Smithers.git" ) - from smithers import io - -import numpy as np - -np.random.seed(42) -from smithers import io - from pygem import FFD + # For visualization purpose, we also implement a small function that shows the object parsed with **Smithers**. # In[2]: diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb index 3f17cba3..96c7db79 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.ipynb @@ -31,93 +31,101 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "c7679a20", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:18.234392Z", - "iopub.status.busy": "2025-11-12T10:23:18.234253Z", - "iopub.status.idle": "2025-11-12T10:23:19.302193Z", - "shell.execute_reply": "2025-11-12T10:23:19.301394Z" + "iopub.execute_input": "2025-11-26T20:06:29.856862Z", + "iopub.status.busy": "2025-11-26T20:06:29.856698Z", + "iopub.status.idle": "2025-11-26T20:06:30.846348Z", + "shell.execute_reply": "2025-11-26T20:06:30.845310Z" } }, "outputs": [ { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "Python Version: 3.12.9 (main, Aug 14 2025, 00:00:00) [GCC 14.2.1 20250110 (Red Hat 14.2.1-7)]\n", - "Platform: linux\n", - "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + "2025-11-26 21:06:29,920 - INFO - Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", + "[GCC 11.2.0]\n" ] }, { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "PyGeM version: 2.0.0\n" + "2025-11-26 21:06:29,921 - INFO - Platform: linux\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 21:06:29,922 - INFO - System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 21:06:30,353 - INFO - PyGeM version: 2.0.0\n" ] } ], "source": [ - "import sys\n", + "\n", "import platform\n", + "import sys\n", + "import logging\n", + "import numpy as np\n", + "\n", + "# Setup logging\n", + "logging.basicConfig(\n", + " level=logging.INFO,\n", + " format=\"%(asctime)s - %(levelname)s - %(message)s\"\n", + ")\n", "\n", - "print(f\"Python Version: {sys.version}\")\n", - "print(f\"Platform: {sys.platform}\")\n", - "print(f\"System: {platform.system()} {platform.release()}\")\n", "\n", + "# System info\n", + "logging.info(f\"Python Version: {sys.version}\")\n", + "logging.info(f\"Platform: {sys.platform}\")\n", + "logging.info(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "# Import PyGeM\n", "try:\n", " import pygem\n", - "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(\"PyGeM not found. Installing...\")\n", - " import subprocess\n", - "\n", - " subprocess.check_call(\n", - " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " raise ImportError(\n", + " \"PyGeM not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install -e '.[tut]' in your environment.\"\n", " )\n", - " import pygem\n", "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", - "\n", - "import numpy as np\n", + "logging.info(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "np.random.seed(42)\n", "\n", + "\n", "import matplotlib.pyplot as plt\n", "\n", - "# Install Ofpp dependency for OpenFOAM file parsing\n", + "# mesh parsing\n", + "# OFPP import\n", "try:\n", " import Ofpp\n", "except ImportError:\n", - " print(\"Ofpp not found. Installing...\")\n", - " import subprocess\n", - "\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"ofpp\"])\n", - " import Ofpp\n", + " raise ImportError(\n", + " \"OFPP not found. Please install it before running this script.\\n\"\n", + " \"For example, run: pip install ofpp\"\n", + " )\n", "\n", - "# Install/import smithers from mathLab GitHub\n", + "# Smithers import\n", "try:\n", - " from smithers.io.openfoamhandler import OpenFoamHandler\n", + " from smithers.io.openfoam import OpenFoamHandler\n", "except ImportError:\n", - " print(\"smithers not found. Installing from GitHub...\")\n", - " import subprocess\n", - "\n", - " subprocess.check_call(\n", - " [\n", - " sys.executable,\n", - " \"-m\",\n", - " \"pip\",\n", - " \"install\",\n", - " \"git+https://github.com/mathLab/Smithers.git\",\n", - " ]\n", + " raise ImportError(\n", + " \"Smithers not found. Please install it before running this script.\\n\"\n", + " \"For example, run: pip install git+https://github.com/mathLab/Smithers.git\"\n", " )\n", - " from smithers.io.openfoamhandler import OpenFoamHandler\n", "\n", - "# interpolator\n", - "from scipy.interpolate import Rbf\n", "\n", "# deformation\n", "from pygem import FFD, RBF" @@ -137,10 +145,10 @@ "id": "5d883293", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:19.304183Z", - "iopub.status.busy": "2025-11-12T10:23:19.303932Z", - "iopub.status.idle": "2025-11-12T10:23:19.307559Z", - "shell.execute_reply": "2025-11-12T10:23:19.306988Z" + "iopub.execute_input": "2025-11-26T20:06:30.849043Z", + "iopub.status.busy": "2025-11-26T20:06:30.848781Z", + "iopub.status.idle": "2025-11-26T20:06:30.852595Z", + "shell.execute_reply": "2025-11-26T20:06:30.852194Z" } }, "outputs": [], @@ -185,17 +193,21 @@ "id": "3d6e60a3", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:19.309137Z", - "iopub.status.busy": "2025-11-12T10:23:19.308993Z", - "iopub.status.idle": "2025-11-12T10:23:21.666851Z", - "shell.execute_reply": "2025-11-12T10:23:21.666145Z" + "iopub.execute_input": "2025-11-26T20:06:30.854288Z", + "iopub.status.busy": "2025-11-26T20:06:30.854132Z", + "iopub.status.idle": "2025-11-26T20:06:40.722047Z", + "shell.execute_reply": "2025-11-26T20:06:40.721174Z" } }, "outputs": [], "source": [ "# we load the OpenFOAM mesh\n", "openfoam_handler = OpenFoamHandler()\n", - "mesh = openfoam_handler.read(\"openfoam_mesh\")" + "import os\n", + "\n", + "script_dir = os.getcwd()\n", + "mesh_path = os.path.join(script_dir, \"openfoam_mesh\")\n", + "mesh = openfoam_handler.read(mesh_path)" ] }, { @@ -212,10 +224,10 @@ "id": "aee31671", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:21.669212Z", - "iopub.status.busy": "2025-11-12T10:23:21.669029Z", - "iopub.status.idle": "2025-11-12T10:23:21.672203Z", - "shell.execute_reply": "2025-11-12T10:23:21.671527Z" + "iopub.execute_input": "2025-11-26T20:06:40.724759Z", + "iopub.status.busy": "2025-11-26T20:06:40.724547Z", + "iopub.status.idle": "2025-11-26T20:06:40.727884Z", + "shell.execute_reply": "2025-11-26T20:06:40.727480Z" } }, "outputs": [], @@ -242,16 +254,16 @@ "id": "06b2d4a6", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:21.673676Z", - "iopub.status.busy": "2025-11-12T10:23:21.673518Z", - "iopub.status.idle": "2025-11-12T10:23:21.881071Z", - "shell.execute_reply": "2025-11-12T10:23:21.880380Z" + "iopub.execute_input": "2025-11-26T20:06:40.729624Z", + "iopub.status.busy": "2025-11-26T20:06:40.729469Z", + "iopub.status.idle": "2025-11-26T20:06:40.896947Z", + "shell.execute_reply": "2025-11-26T20:06:40.896556Z" } }, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -290,10 +302,10 @@ "id": "12159e8e", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:21.882574Z", - "iopub.status.busy": "2025-11-12T10:23:21.882428Z", - "iopub.status.idle": "2025-11-12T10:23:21.885382Z", - "shell.execute_reply": "2025-11-12T10:23:21.884742Z" + "iopub.execute_input": "2025-11-26T20:06:40.899333Z", + "iopub.status.busy": "2025-11-26T20:06:40.899175Z", + "iopub.status.idle": "2025-11-26T20:06:40.902118Z", + "shell.execute_reply": "2025-11-26T20:06:40.901732Z" } }, "outputs": [], @@ -324,16 +336,16 @@ "id": "23a93947", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:21.886746Z", - "iopub.status.busy": "2025-11-12T10:23:21.886606Z", - "iopub.status.idle": "2025-11-12T10:23:22.135588Z", - "shell.execute_reply": "2025-11-12T10:23:22.134882Z" + "iopub.execute_input": "2025-11-26T20:06:40.903735Z", + "iopub.status.busy": "2025-11-26T20:06:40.903578Z", + "iopub.status.idle": "2025-11-26T20:06:41.040782Z", + "shell.execute_reply": "2025-11-26T20:06:41.040400Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -367,10 +379,10 @@ "id": "66a51b2f", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:22.137128Z", - "iopub.status.busy": "2025-11-12T10:23:22.136960Z", - "iopub.status.idle": "2025-11-12T10:23:22.516697Z", - "shell.execute_reply": "2025-11-12T10:23:22.515759Z" + "iopub.execute_input": "2025-11-26T20:06:41.042792Z", + "iopub.status.busy": "2025-11-26T20:06:41.042639Z", + "iopub.status.idle": "2025-11-26T20:06:41.427285Z", + "shell.execute_reply": "2025-11-26T20:06:41.426255Z" } }, "outputs": [], @@ -404,16 +416,16 @@ "id": "27abff06", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:22.518650Z", - "iopub.status.busy": "2025-11-12T10:23:22.518460Z", - "iopub.status.idle": "2025-11-12T10:23:22.762334Z", - "shell.execute_reply": "2025-11-12T10:23:22.761787Z" + "iopub.execute_input": "2025-11-26T20:06:41.429871Z", + "iopub.status.busy": "2025-11-26T20:06:41.429653Z", + "iopub.status.idle": "2025-11-26T20:06:41.611856Z", + "shell.execute_reply": "2025-11-26T20:06:41.611438Z" } }, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -446,10 +458,10 @@ "id": "870eac68", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:22.764295Z", - "iopub.status.busy": "2025-11-12T10:23:22.764020Z", - "iopub.status.idle": "2025-11-12T10:23:28.718667Z", - "shell.execute_reply": "2025-11-12T10:23:28.716743Z" + "iopub.execute_input": "2025-11-26T20:06:41.614096Z", + "iopub.status.busy": "2025-11-26T20:06:41.613912Z", + "iopub.status.idle": "2025-11-26T20:06:47.828733Z", + "shell.execute_reply": "2025-11-26T20:06:47.827711Z" } }, "outputs": [], @@ -473,10 +485,10 @@ "id": "04199f33", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:28.722022Z", - "iopub.status.busy": "2025-11-12T10:23:28.721631Z", - "iopub.status.idle": "2025-11-12T10:23:28.727214Z", - "shell.execute_reply": "2025-11-12T10:23:28.726375Z" + "iopub.execute_input": "2025-11-26T20:06:47.832062Z", + "iopub.status.busy": "2025-11-26T20:06:47.831744Z", + "iopub.status.idle": "2025-11-26T20:06:47.836195Z", + "shell.execute_reply": "2025-11-26T20:06:47.835674Z" } }, "outputs": [], @@ -505,16 +517,16 @@ "id": "eecdf2da", "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T10:23:28.729224Z", - "iopub.status.busy": "2025-11-12T10:23:28.729006Z", - "iopub.status.idle": "2025-11-12T10:23:31.297745Z", - "shell.execute_reply": "2025-11-12T10:23:31.297045Z" + "iopub.execute_input": "2025-11-26T20:06:47.838091Z", + "iopub.status.busy": "2025-11-26T20:06:47.837854Z", + "iopub.status.idle": "2025-11-26T20:06:50.920747Z", + "shell.execute_reply": "2025-11-26T20:06:50.920182Z" } }, "outputs": [ { "data": { - "image/png": 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gUsSQqkg5qKrIIVXA6RQpXCvN+14Rw7XSDHBM83keKfQ/AAAAAACAkjF3qvTUgRWTWvl8uPXlQUREXFw7Hx/d/CreWX8lbt+5Fzf3DvwdUqQ+Z7HUggJlJgCLXNOZhGx4oa4OLztAGAAnZQYqKRphL+SRdzSyou2Rip2dmGxuRu2bRwXhk253OsGq01nMMTqdqG1sTEO2hsOIZnO6eqEJXFA5aYVE7FzfmQm36H7ajd7VXnQuzXcv61/vz4RlHBo/GEf/8/7cQStpBYgUNaQqUg6qElIFnFUa95G07ntFDNdKM8Axzed5Gv2PxwnXAgAAAACAkjB3CnJHrXw+XHh1JSIibuzdjXfWX4kbe3cjImJ9bSXjMysv9TnpUAsKlJUALHJNZxKy4YW6WrzsAJAWA5UUkbAX8sg7GlnR9li4wWAm/CoiojYeT1cd3NhY3ESrVitiW/gIVFlaIRGDrwcz+41vQy22PtyKjbWNucI+RgejY7cPD4an3uehtAJEihxSFYKqgApK675XtHCtNAMc03qep9X/OJR2uBYAAAAAALBkJ507NRhMg7JGo4hGIyJJItoWyCg6i5jnj1r5fHirtRpvt1bj2u5+3L5zLyIirrRW483XV7M+tdJSnwPVoO9xen5nTyYAi1zTmYRseKEGABbBQCVFJOyFPPKORla0PRau358JvzpUG4+nk6mEVkElDb4eRP96P0YHo2isNCK5lET7pfknVKYZEtG/3p/Z7+P773/enytcpLHSOHZ7c6V56n0eSjOoSkgVAFGwcK00n4tpPc/T6n/EEsK1Ft3PAwAAAAAAFmRnZ2Yxw0m3G7VeL6JjgYyisoh5PqmVz4fnztXi/Xcvxydf7MfNvYNYX1uJN18XOJIm9TlQfvoep+d39nQCsMg1ncl8kyxYXl6oAYBFMFBJEQl7IY+8o5EVbY+FG42O3z4cLutMgBzZub4zE7rQ/bQbvau96Fyab0JlmiERo4Pj72XDg/nuZcmlJLqfdo8EcRyqn6tH8kYy134PpRlUJaQKgDSl8ZxJ67mY1vM8rf5HpNxvSqOfBwAAAAAALMBgMBN+Fd8uYjjZ2oraxkZEazELX7FcFjHPJ7Xy+fHcuVpcab/selgS9TkUidyM+eh7nJ7f2dMJwCL3dCbzSbJguXmhhvzzMoU2QBEYqKSIhL2QR97RyIq2x8I1GsdvbzaXdSbAnAZfD6J/vR+jg1E0VhqRXEqi/VL7TPv7bihCfBu2sPXhVmysbcwVRJFmSERj5fh7WXNlvntZ+6V29K72YuvDrSOhGfVz9ehd7QmqAoAFS+O5mNbzPK3+R6TYb0qrn/f4/hfZLwUAAAAAgErp92fCrw7VxuOIfj9i2/yCIrKIeX6plaeK1OdQFHIz5qfvcXp+Z08nAAuYi2TB8vNCDfnlZQptgKIwUEkRCXshr7yjkRVtj4VKkph0u9NJUt8xqdejliSZnBZwMjvXd2ZCDLqfdqN3tRedS5259tm/3p8JRTg0fjCO/uf9uYIp0gyJSC4l0f20eyTU4lD9XD2SN+a/l3UudWJjbSP6n/djeDCM5kozkjeShYRfAQDLkcbzPM3+R1r9prT6eZFSvxQAAAAAACpldPwCGTGcf2ExsmURcyBP1OdQFHIz5qfvcXp+Z08nAAuYi2RByIf7Dybx8e5+3PryIC68uhJvtbz8VYGXKbQBisJAJUUl7IWT0h8nS9ofqRgMpqv3jUYRjUZEkkS024vbf7sdtV4vJltbR0KwJvV61Hq9iJaAF1iUwdeD6F/vx+hgFI2VRiSXkmi/NP/1PPh6MBMyEN+GF2x9uBUbaxtzhTqMDo6fUDk8mG9CZZohEe2X2tG72outD7eO7L9+rh69q70zh1W1XmzNHQYBAOTDop/nafY/0uo3pdXPS6tf+vj+F9mPBgAAAACAXGocv0BGNOdfWIxsWcQcyBv1OelTV3B2cjPmp+9xen5nTycAC5iLZEHI3v0Hk3jvg8/i2u7+w5+93VqN99+97OWk5LxMoQ1QJAYqWQSDseSR/jhZ0v5Ixc5OTDY3o/bNoyLiSbc7DabqdBZ3nE4nahsb06Ct4TCi2Yxakgi/ggXaub4zEwrQ/bQbvau96Fya73ruX+/PhAwcGj8YR//z/lwhD42V4ydUNlfmm1CZdkhV51InNtY2ov95P4YHw2iuNCN5IznzfgEAniat/kda/aa0+nlp9UsjpX40AAAAAADkUpJM54aNZxfImNTr0/lcFJJFzItJvQQwL3UFiyE3Y376Hqfnd/Z0ArCAuUgWhOx9vLsf13b347UXno+La+fjxt7duLa7H598sS9kpOS8TKENMC+D4hSRwVjySn+cLGl/LNxgMBN+FRFRG49jsrU1DaxaZEBVqxWxPV9BMnC8wdeDmaL9+DYMYOvDrdhY25grxGB0MDp2+/BgeOp9RkQkl5Lofto9ErZwqH6uHskb80+oTDukqvVia+5wBQCAeaTV/0ij35RWPy+tfmla/WgAAAAAAMildjtqvd50bthjIViTen26YKLFDAvNIubFol4iH9RbUVTqChZDbsbZ6Hucnt/ZkwnAAuYiWRCyd+vLg4iIuLh2Pj66+VW8s/5K3L5zL27uHejwlJyXKbQB5mFQnKIyGEte6Y+TJe2Phev3Z8KvDtXG44h+X2AVpGTw9SD61/sxOhhFY6URyaUk2i+1595f/3p/pmj/0PjBOPqf9+cKTWisNI7d3lxpnnqfERHtl9rRu9qLrQ+3joQj1M/Vo3e1d+aQASFVAAAns+h+U1r9vLT6pWn1ow8tut8PAAAAAABn1ulMF0bs9yOGw4hmM2pJ8uTwq8Fg+u9Go4hGIyJJItrGuWER1EtkT70VRaauYDHkZkA+CMAC5iZZELJ14dWViIi4sXc33ll/JW7s3Y2IiPW1lYzPjLR5mUIbYB4GxSkqg7Hklf44WdL+WLjR6Pjtw+GyzgQqZef6Tmx+uHmk0L77aTd6V3vRudSZa5+jg+Ov5+HBfNdzcimJ7qfdI+EFh+rn6pG8kcy134iIzqVObKxtRP/zfgwPhtFcaUbyRnLm8CsAALKVRj8vrX5pWv3oSKnfDwAAAAAAC9FqPXthxJ2dmGxuHllgcdLtRq3Xi+gY54azUi+RPfVWFJm6gsWRmwHZE4DF0tx/MImPd/fj1pcHceHVlXirJaQB0uSaK7+3Wqvxdms1ru3ux+079yIi4kprNd58fTXrU2MJvEyhDXBaBsUpKoOx5JX+OFnS/li4RuP47c3mss4Ecmvw9SD61/sxOhhFY6URyaUk2i/Nv5Ll4OvBTBF8RMT4wTi2PtyKjbWNuYIBGivHX8/Nlfmu5/ZL7ehd7cXWh1tHwgbq5+rRu9o7c1hV68VWbH//GRMqAQAonEX389Lql6bVj06r3//4/hf5ngIAAAAAAEcMBjPhVxERtfE4JltbUdvYmIZoUSjqTvNFvUT21FtRZOoKgDIRgMVS3H8wifc++Cyu7e4//NnbrdV4/93LXowgBa65anjuXC3ef/dyfPLFftzcO4j1tZV483UDTgA8mUFxispgLHmlP06WtD8WLkmmq/KNxzObJvV61JIkk9OCvNi5vjNTtN79tBu9q73oXJpvJcv+9f5MEfyh8YNx9D/vzxUUkFxKovtp90gYwKH6uXokb8x/PXcudWJjbSP6n/djeDCM5kozkjeSM4dfAQDAaaTRL02rH51Wvz9Sek8BAAAAAIAj+v2Z8KtDtfE4ot+P2LbgWZGoO80f9RLZU2+1fIL4FkddAVAmArBYio939+Pa7n689sLzcXHtfNzYuxvXdvfjky/2pZ9CClxz1fHcuVpcab/s7wrAMxkUp6gMxpJn+uNkSftjodrtqPV601X5HgvBmtTrUev1rNJHpQ2+HswUlce3xepbH27FxtrGXIX2o4PRsduHB8NT7zMiov1SO3pXe7H14daR4v36uXr0rvbOHFbVerE1d4E+AAAsyqL7pWn1o9Pq96f1ngIAAAAAAEeMjh/njuF849xkR91p/qiXyJ56q+USxLd46gqAshCAxVLc+vIgIiIurp2Pj25+Fe+svxK379yLm3sHHqaQAtccAPBdBsUpMoOxnIbVQMiaNkhqBoPpinmjUUSjEZEkEe324vbf6URtY2N6jOEwotmMWpIIv6JwBl8Pon+9H6ODUTRWGpFcSqL90vzXSv96f6ao/ND4wTj6n/fnKrxvrDSO3d5caZ56n4c6lzqxsbYR/c/7MTwYRnOlGckbiQJ4AAA4Rhr96LT6/Wm9pxxa9HsVAAAAAAAF1Th+nDua889vIRvqTvNJvUS21FstlyA+AJ5GABZLceHVlYiIuLF3N95ZfyVu7N2NiIj1tZWMzwzKyTUHkE/CEMiaQXEWxf2MvLIaCFnTBknNzk5MNjej9s2j4tZJtxu1Xi+i01nccVqtiO35C2QhazvXd2Lzw80jheDdT7vRu9qLzqX5rpXRwfErWQ4P5lvJMrmURPfTbowfjGe21c/VI3kjmWu/h1ovts5U8A4AAFW06H50Wv3+tN5TIqX3KgAAAAAACipJpvPUxrPj3JN6fbrAIoWi7hSeTL3V8gjiA+BpzmV9AlTDW63VeLu1Grfv3IuPbn4Vt+/ciyut1Xjz9dWsTw1KyTUH+XX/wSR++Bu/E3/3h78VP/yN34n7DyZZnxJLchiG8LMffBZ/+4e/GT/7wWfx3gefaQNA4bifkWePrwbyzvor8doLzz9cDQSWQRskFYPBTPhVRERtPI7J1lbE7m5mpwZ5Mvh6MFOkHRExfjCOrQ+3YvdH810rjZXjV7Jsrsy3kmX7pXb0rvaifq5+5Of1c/XoXe1F68XWXPsFAADyI61+f1rvKWm9VwEAAAAAUFDtdtR6vZjUj45zT+r16eKNLfNbikbdKZA1QXxQXurnOasfy/oEqIbnztXi/Xcvxydf7MfNvYNYX1uJN19fjefO1bI+tcq7/2ASH+/ux60vD+LCqyvxVsvfpQxcc5BPh4Eh13YfFb+/3VqN99+97PqsgMfDEC6unY8be3cfhiFIJ68m/TCKyv2MPLMaCFnTBklFvz8TfnWoNh5H9PsR29tLPy04q8HXg+hf78foYBSNlUYkl5Jov9See3/96/2ZIu1D4wfj6H/ej+3vn/5aSS4l0f20G+MHsytZ1s/VI3lj/pUsO5c6sbG2Ef3P+zE8GEZzpRnJG4nwKwAAKJE0+v1pvaek9V51aNHvgQAAAAAALEGnE7WNjek8teEwotmMWpIIvyoodadA1g6D+K7t7sftO/ciIgTxkStqPuejfv70tLVZArBYmufO1eJK+2XFfjniQVJurjnIH4Eh1SYMgcfph1Fk7mfkmdVAyJo2SCpGo+O3D4fLOhNYmJ3rO7H54eaRwurup93oXe1F51Jnrn2ODo6/VoYH810r7Zfa0bvai60Pt44Ul9fP1aN3tXfmsKrWi60zFZADAAD5t+h+f1rvKWm9V0VK74EAAAAAACxJq3WyRRoHg2lQ1mgU0WhEJElE20IIeaPutFiEY1A2gvjIMzWf81M/fzra2pMJwIIK8yCB7BmAqBaBIdUmDIHH6YdRZO5n5JnVQMiaNkgqGo3jtzebyzoTKmrw9SD61/sxOhhFY6URyaUk2i/NPzFt8PVgpug5ImL8YBxbH27FxtrGXMXajZXjr5XmyvzXSudSJzbWNqL/eT+GB8NorjQjeSM5c/gVAADAvNJ4T0nrvSqt98DH97/I91YAAAAAAOawsxOTzc2offNoLHjS7Uat14voWAgB5iEcI1tqf9MjiI+8UvM5P/Xzp6OtPZkALKgwDxLIlgGI6hEYUm3CEHicfhhF5n5GnlkNhKxpg6QiSaYTgcbjmU2Tej1qSZLJaVENO9d3ZoqUu592o3e1F51L801M61/vzxQ9Hxo/GEf/835sf/8EK0Z+R3Ipie6n3Rg/mL1W6ufqkbxxtmul9WJrrvMCAABIy6LfU9J6r0rrPTBSem8FAAAAAOCUBoOZ8KuIiNp4HJOtrahtbES0LDQHpyUcIztqfykqwW1no+ZzfurnT0dbezIBWFBhHiSQLQMQ1SMwpNqEIfA4/TCKzP2MvLMaCFnTBitsMIjo9yNGo4hGIyJJItrts++33Y5arzedCPRYCNakXp+ujmdiECkZfD2YKSKOb4uTtz7cio21jWi9ePr2NzoYHbt9eDA89T4jItovtaN3tRdbH24dKdaun6tH72pvrnMFAACokrTeq9J6D0zrvRUAAAAAgFPq92fCrw7VxuPpvLptC88VhfCU/BCOkR21vxSR4LazU/M5P/Xzp6OtPZkALKgwDxLIlgGI6hEYgjAEDumHUXTuZ8zDx1Cypg2Sqp2dmRXsJt3uNKCq0zn7/jud6Sp4/X7EcBjRbEYtSYRfMWPw9SD61/sxOhhFY6URyaUk2i/NF8TWv96fKSI+NH4wjv7n/dj+/uknpjVWGsdub640T73PQ51LndhY24j+5/0YHgyjudKM5I1EwTMAAMAJpfFeldZ7YFrvrbHg92sAAAAAgNIbHb8QQgznWwiB5ROeki/CMbKj9pciEtx2dmo+56d+/nS0tScTgAUV5kEC2TIAUU0CQ4DQDyMlgl3IMx9DyZo2SKoGg5nwq/h25brJ1tY0uGoRQVWtllXwONbO9Z3Y/HDzSPFv99Nu9K72onPp9EFso4PjJ6YND+abmJZcSqL7aTfGD8Yz2+rn6pG8kcy130OtF1tzFzgDAACw+PeqtN4D03pvXfT7NQAAAABA6TWOXwghmvMviMdyCU/JF+EY2VH7SxEJbjs7NZ9no37+5LS1JxOABRXnQZJfAgzKzwAEQLXph7FIgl3IOx9DyZo2SKr6/Znwq0O18Tii3xdcReoGXw9minMjIsYPxrH14VZsrG1E68XTBbE1Vo6fmNZcmW9iWvuldvSu9mLrw60jxc/1c/XoXe2d+jwBAADIt7TeA9N4b03j/RoAAAAAoPSSJCbd7nS+3HdM6vWoJWdbEI/lEZ6SL8IxsqP2d7nU0y+G4LbFUPPJsmhrswRgAeSQAINqMAABACyKYBfyzsdQsqYNkqrR6Pjtw+GyzoQK61/vzxTnHho/GEf/835sf/90QWzJpSS6n3aPFCcfqp+rR/LG/BPTOpc6sbG2Ef3P+zE8GEZzpRnJG4kiYgAAgJJK4z0wjffWNN6vAQAAAABKr92OWq8Xk62tIyFYk3o9ar1eRMucoKIQnpI/wjGyofZ3edTTL47gNqDoBGBxalI0IX0CDKrDAAQUg/4PkHeCXcg7H0PJmjZIqhqN47c3m8s6Ewpk8PUg+tf7MToYRWOlEcmlJNovtefe3+jg+CC24cHpg9jaL7Wjd7UXWx9uHSkmrp+rR+9q78xhVa0XW4qGAQAAKmTR74FpvLem8X79uEWPBwAAAAAA5EanE7WNjYh+f7poZLMZtSQRflUwwlPgEbW/y6GefnEEtwFFJwCLU5GiCcshwAAgP/R/eJwwNPJKsAt552MoWdMGSVWSxKTbPbJy3aFJvT6dxAOP2bm+E5sfbsY3D755+LPup93oXe1F51Jnrn02Vo4PYt8nj3EAAQAASURBVGuuzBfE1rnUiY21jeh/3o/hwTCaK81I3kjOHH4FAAAAi7Do99a03q8jpfEAAAAAAIBcabUitp+xEMJgMA3JGo2mi08mSUTbQgF5ITwFWDb19IsluA0ostpkMplkfRKk49atW7G+vv7wf9+8eTMuXLhwpn3+8Dd+J372g8+OpGjevnMvesllD0JYINca5JPgm2pyT+aQMDTy7Ent80prNX5J+yRH7j+Y+BhKprRBUrWzE5OtrSMhWJN6PWq9XkRHASOPDL4exPd+8XtHil0P1c/V49f/x1+fq0h38PUgLv3ipRg/mA1iO8t+AQAAoErSer9OazwAAAAAAKBQdnZisrkZtW8ejZWaZwdQbWo3AfIljZyik/qxpRyF0pCiCcvxVms13m6txrXd/bh9517EtwEGb76+mvWpQWUJvqku/R8Ofby7H9d2948MqF3b3Y9PvtjXFsiclVYoAitJkDVtsOLSXjWu04naxsb0GMNhRLMZtSSZrmhH4Q2+HkT/ej9GB6NorDQiuZRE+6X52k//ev+Jxa4REeMH4+h/3o/t7z9jFcQnaL/Ujt7VXmx9uHWkSLd+rh69qz1FtAAAAHACab1fpzUeEAsetwAAAAAASM1gMBN+FRFRG4+ni09ubJhvB6dw/8EkPt7dj1tfHsSFV1firZb6EYpJPT0AhwRgcSoXXl2JiIgbe3fjnfVX4sbe3YiIWF9byfjMoFwEGED+CL6pLv0fDglDI+8EuzAvH7/IA+2QVD1p1bhud/GrxrVaEdvzFSqSXzvXd2Lzw80jRardT7vRu9qLzqXTt5/RwejY7cOD4VznGRHRudSJjbWN6H/ej+HBMJorzUjeSIRfAQAAwCmk8X6d1njAosctAAAAAABS0+/PhF8dqo3H08Unzb+DE7n/YBLvffBZXNvdf/izt1ur8f67l82/pnDU0wNwSAAWpyJFM58UiZaTAIP8c+1Vi+Cb6tL/4ZAwNKCMfPwiD7RDUmXVOM5g8PVgpog0ImL8YBxbH27FxtrGqYtfGyuNY7c3V5pzneuh1out2P6+iWAAAABwFot+v05jPCCNcQsAAAAAgNSMjl8oIIbzLxzI8qinzIePd/fj2u5+vPbC83Fx7Xzc2Lsb13b345Mv9tU5psw1kA719OSR630+fm+chQAsTkWKZv4oEoVsuPaqR/BNden/cEgYGvMwaEPe+fhFHmiHpMqqcZUz+HoQ/ev9GB2MorHSiORSEu2X2nPtq3+9P1NEemj8YBz9z/unLoZNLiXR/bQb4wfjmW31c/VI3kjmOlcAAAAgv9IYD0hj3OLQIsdXAAAAAAAiIqJx/EIB0TzbwoGkTz1lftz68iAiIi6unY+Pbn4V76y/Erfv3IubewfmXqfINQDV4Xqfj98bZyUAi1OTopkvikQhG6696hF8U236P4QwNOZg0IYi8PGLPNAOSZVV4ypl5/pObH64eaT4s/tpN3pXe9G51Dn1/kYHx7ef4cHp20/7pXb0rvZi68OtI0Wv9XP16F3tRevF1qn3CQAAAORbGuMBaYxbRArjKwAAAAAAERGRJDHpdqcLV37HpF6PWmLhwLxTT5kfF15diYiIG3t34531V+LG3t2IiFhfW8n4zMrNNUDR3H8wiY939+PWlwdx4dWVeKulDvKkXO/z8Xs7PdfpUQKwoOAUiUI2XHvVI/gGCGFonJJBG4rAxy/yQDskVVaNq4zB14OZ4syIiPGDcWx9uBUbaxunLiZtrBzffpor87WfzqVObKxtRP/zfgwPhtFcaUbyRiL8CgAAAEps0eMBaYxbpDG+AgAAAAAQERHtdtR6vZhsbR0JwZrU61Hr9SJaxh7zTj1lfrzVWo23W6txbXc/bt+5FxERV1qr8ebrq1mfWqm5BiiS+w8m8d4Hn8W13f2HP3u7tRrvv3tZTfQJuN7n4/d2Oq7TWQKwoOAUiUI2XHvVJPgGgNMwaEMR+PhFHmiHpMqqcZXRv96fKc48NH4wjv7n/dj+/vap9plcSqL7aTfGD2bbT/1cPZI35m8/rRdbpz4fAAAAoNgWOR6QxrhFGuMrAAAAAAAPdTpR29iI6PcjhsOIZnM6h0/4VSGop8yP587V4v13L8cnX+zHzb2DWF9biTdfX61sWMayuAYoko939+Pa7n689sLzcXHtfNzYuxvXdvfjky/21bSdgOt9Pn5vp+M6nSUACwpOkShkw7UHADyLQRuKwMcv8kA7JFVWjcu1wdeD6F/vx+hgFI2VRiSXkmi/1J5rX6OD0bHbhwfDU++z/VI7eld7sfXh1pFi0vq5evSu9qL1ovYDAAAAZCONcYs0xlcOLXIcCAAAAAAosFYrYvuYoP3BYBqQNRpFNBoRSRLRNpaYB+op8+W5c7W40n65sgEZWXANUCS3vjyIiIiLa+fjo5tfxTvrr8TtO/fi5t6B+8Y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"text/plain": [ "
" ] @@ -591,7 +603,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.9" + "version": "3.9.25" } }, "nbformat": 4, diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.py b/tutorials/tutorial6/tutorial-6-ffd-rbf.py index 581b15f4..debce599 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.py +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.py @@ -15,58 +15,56 @@ import platform import sys +import logging +import numpy as np + +# Setup logging +logging.basicConfig( + level=logging.INFO, + format="%(asctime)s - %(levelname)s - %(message)s" +) -print(f"Python Version: {sys.version}") -print(f"Platform: {sys.platform}") -print(f"System: {platform.system()} {platform.release()}") +# System info +logging.info(f"Python Version: {sys.version}") +logging.info(f"Platform: {sys.platform}") +logging.info(f"System: {platform.system()} {platform.release()}") + +# Import PyGeM try: import pygem - - print(f"PyGeM version: {pygem.__version__}") except ImportError: - print("PyGeM not found. Installing...") - import subprocess - - subprocess.check_call( - [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + raise ImportError( + "PyGeM not found. Please install it before running this tutorial.\n" + "For example, run: pip install -e '.[tut]' in your environment." ) - import pygem - - print(f"PyGeM version: {pygem.__version__}") -import numpy as np +logging.info(f"PyGeM version: {pygem.__version__}") np.random.seed(42) + import matplotlib.pyplot as plt # mesh parsing +# OFPP import try: - pass + import Ofpp except ImportError: - print("Ofpp not found. Installing...") - import subprocess + raise ImportError( + "OFPP not found. Please install it before running this script.\n" + "For example, run: pip install ofpp" + ) - subprocess.check_call([sys.executable, "-m", "pip", "install", "ofpp"]) +# Smithers import try: - from smithers.io.openfoamhandler import OpenFoamHandler + from smithers.io.openfoam import OpenFoamHandler except ImportError: - print("smithers not found. Installing from GitHub...") - import subprocess - - subprocess.check_call( - [ - sys.executable, - "-m", - "pip", - "install", - "git+https://github.com/mathLab/Smithers.git", - ] + raise ImportError( + "Smithers not found. Please install it before running this script.\n" + "For example, run: pip install git+https://github.com/mathLab/Smithers.git" ) - from smithers.io.openfoamhandler import OpenFoamHandler -# interpolator # deformation from pygem import FFD, RBF @@ -104,7 +102,11 @@ def scatter3d( # we load the OpenFOAM mesh openfoam_handler = OpenFoamHandler() -mesh = openfoam_handler.read("openfoam_mesh") +import os + +script_dir = os.path.dirname(os.path.abspath(__file__)) +mesh_path = os.path.join(script_dir, "openfoam_mesh") +mesh = openfoam_handler.read(mesh_path) # Moreover, the object returned by `read()` contains a list of points for each *boundary*, represented by a list of indexes which refers to `mesh['points']`. We can use these lists to obtain the coordinates of the points which compose the cylinder (which we call *obstacle*) and walls. diff --git a/tutorials/tutorial7/tutorial-7-cffd.ipynb b/tutorials/tutorial7/tutorial-7-cffd.ipynb index 08eb441f..30116ded 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.ipynb +++ b/tutorials/tutorial7/tutorial-7-cffd.ipynb @@ -38,7 +38,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "execution": { "iopub.execute_input": "2025-11-12T11:13:11.863792Z", @@ -66,29 +66,33 @@ } ], "source": [ - "import sys\n", "import platform\n", + "import sys\n", + "import logging\n", + "import numpy as np\n", + "\n", + "# Setup logging\n", + "logging.basicConfig(\n", + " level=logging.INFO,\n", + " format=\"%(asctime)s - %(levelname)s - %(message)s\"\n", + ")\n", "\n", - "print(f\"Python Version: {sys.version}\")\n", - "print(f\"Platform: {sys.platform}\")\n", - "print(f\"System: {platform.system()} {platform.release()}\")\n", "\n", + "# System info\n", + "logging.info(f\"Python Version: {sys.version}\")\n", + "logging.info(f\"Platform: {sys.platform}\")\n", + "logging.info(f\"System: {platform.system()} {platform.release()}\")\n", + "\n", + "# Import PyGeM\n", "try:\n", " import pygem\n", - "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", "except ImportError:\n", - " print(f\"PyGeM not found. Installing...\")\n", - " import subprocess\n", - "\n", - " subprocess.check_call(\n", - " [sys.executable, \"-m\", \"pip\", \"install\", \"-e\", \".[tut]\"]\n", + " raise ImportError(\n", + " \"PyGeM not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install -e '.[tut]' in your environment.\"\n", " )\n", - " import pygem\n", "\n", - " print(f\"PyGeM version: {pygem.__version__}\")\n", - "\n", - "import numpy as np\n", + "logging.info(f\"PyGeM version: {pygem.__version__}\")\n", "\n", "np.random.seed(42)\n", "\n", @@ -429,11 +433,10 @@ "try:\n", " import meshio\n", "except ImportError:\n", - " print(\"meshio not found. Installing...\")\n", - " import subprocess\n", - "\n", - " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"meshio\"])\n", - " import meshio\n", + " raise ImportError(\n", + " \"meshio not found. Please install it before running this tutorial.\\n\"\n", + " \"For example, run: pip install meshio\"\n", + " )\n", "\n", "mesh = meshio.read(\"../tests/test_datasets/Stanford_Bunny.stl\")\n", "points = mesh.points\n", diff --git a/tutorials/tutorial7/tutorial-7-cffd.py b/tutorials/tutorial7/tutorial-7-cffd.py index e64dce55..51097795 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.py +++ b/tutorials/tutorial7/tutorial-7-cffd.py @@ -3,27 +3,31 @@ import platform import sys +import logging +import numpy as np + +# Setup logging +logging.basicConfig( + level=logging.INFO, + format="%(asctime)s - %(levelname)s - %(message)s" +) -print(f"Python Version: {sys.version}") -print(f"Platform: {sys.platform}") -print(f"System: {platform.system()} {platform.release()}") +# System info +logging.info(f"Python Version: {sys.version}") +logging.info(f"Platform: {sys.platform}") +logging.info(f"System: {platform.system()} {platform.release()}") + +# Import PyGeM try: import pygem - - print(f"PyGeM version: {pygem.__version__}") except ImportError: - print(f"PyGeM not found. Installing...") - import subprocess - - subprocess.check_call( - [sys.executable, "-m", "pip", "install", "-e", ".[tut]"] + raise ImportError( + "PyGeM not found. Please install it before running this tutorial.\n" + "For example, run: pip install -e '.[tut]' in your environment." ) - import pygem - - print(f"PyGeM version: {pygem.__version__}") -import numpy as np +logging.info(f"PyGeM version: {pygem.__version__}") np.random.seed(42) @@ -31,7 +35,6 @@ from pygem.cffd import CFFD -np.random.seed(0) x = 0.5 * np.random.rand(100, 3) + 0.25 ax = plt.axes(projection="3d") ax.plot3D(x[:, 0], x[:, 1], x[:, 2], "o") @@ -106,13 +109,13 @@ def mesh_points(num_pts=2000): try: import meshio except ImportError: - print("meshio not found. Installing...") - import subprocess + raise ImportError( + "meshio not found. Please install it before running this tutorial.\n" + "For example, run: pip install meshio" + ) - subprocess.check_call([sys.executable, "-m", "pip", "install", "meshio"]) - import meshio -mesh = meshio.read("../tests/test_datasets/Stanford_Bunny.stl") +mesh = meshio.read("tests/test_datasets/Stanford_Bunny.stl") points = mesh.points faces = mesh.cells_dict["triangle"] points = points - np.min(points) + 0.1 From f7a19addd116c02a7a009216a89b963609f2b63a Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Wed, 26 Nov 2025 22:34:53 +0100 Subject: [PATCH 33/50] minor codacy issues fix --- tutorials/test_pipe_deformed.iges | 126 +++++++++++++++++ tutorials/tutorial2/test_pipe_deformed.iges | 8 +- tutorials/tutorial2/tutorial-2-iges.ipynb | 143 +++++--------------- tutorials/tutorial2/tutorial-2-iges.py | 31 +++-- tutorials/tutorial3/tutorial-3-rbf.py | 5 +- tutorials/tutorial4/tutorial-4-idw.ipynb | 89 ++++++------ tutorials/tutorial4/tutorial-4-idw.py | 4 +- tutorials/tutorial5/tutorial-5-file.py | 2 +- tutorials/tutorial7/tutorial-7-cffd.py | 1 - 9 files changed, 245 insertions(+), 164 deletions(-) create mode 100644 tutorials/test_pipe_deformed.iges diff --git a/tutorials/test_pipe_deformed.iges b/tutorials/test_pipe_deformed.iges new file mode 100644 index 00000000..2b23af4b --- /dev/null +++ b/tutorials/test_pipe_deformed.iges @@ -0,0 +1,126 @@ + S0000001 +,,31HOpen CASCADE IGES processor 7.4,13HFilename.iges, G0000001 +16HOpen CASCADE 7.4,31HOpen CASCADE IGES processor 7.4,32,308,15,308,15,G0000002 +,1.,2,2HMM,1,0.01,15H20251126.220339,1E-07,12431.818182,7Hkpandey,,11,0,G0000003 +15H20251126.220339,; 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G0000004 +,,31HOpen CASCADE IGES processor 7.4,13HFilename.iges, G0000001 +16HOpen CASCADE 7.4,31HOpen CASCADE IGES processor 7.4,32,308,15,308,15,G0000002 +,1.,2,2HMM,1,0.01,15H20251126.220913,1E-07,12431.818182,7Hkpandey,,11,0,G0000003 +15H20251126.220913,; G0000004 402 1 0 0 0 0 0 000000000D0000001 402 0 0 1 1 0D0000002 144 2 0 0 0 0 0 000020000D0000003 diff --git a/tutorials/tutorial2/tutorial-2-iges.ipynb b/tutorials/tutorial2/tutorial-2-iges.ipynb index 082ce5b9..0acfe68d 100644 --- a/tutorials/tutorial2/tutorial-2-iges.ipynb +++ b/tutorials/tutorial2/tutorial-2-iges.ipynb @@ -25,31 +25,43 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T14:11:59.848913Z", - "iopub.status.busy": "2025-11-12T14:11:59.848740Z", - "iopub.status.idle": "2025-11-12T14:12:00.750449Z", - "shell.execute_reply": "2025-11-12T14:12:00.749893Z" + "iopub.execute_input": "2025-11-26T21:09:12.517685Z", + "iopub.status.busy": "2025-11-26T21:09:12.517531Z", + "iopub.status.idle": "2025-11-26T21:09:13.234109Z", + "shell.execute_reply": "2025-11-26T21:09:13.231819Z" } }, "outputs": [ { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", - "[GCC 11.2.0]\n", - "Platform: linux\n", - "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + "2025-11-26 22:09:12,578 - INFO - Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", + "[GCC 11.2.0]\n" ] }, { - "name": "stdout", + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 22:09:12,579 - INFO - Platform: linux\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 22:09:12,579 - INFO - System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stderr", "output_type": "stream", "text": [ - "PyGeM version: 2.0.0\n" + "2025-11-26 22:09:13,021 - INFO - PyGeM version: 2.0.0\n" ] } ], @@ -100,10 +112,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T14:12:00.753135Z", - "iopub.status.busy": "2025-11-12T14:12:00.752869Z", - "iopub.status.idle": "2025-11-12T14:12:00.760809Z", - "shell.execute_reply": "2025-11-12T14:12:00.760385Z" + "iopub.execute_input": "2025-11-26T21:09:13.237549Z", + "iopub.status.busy": "2025-11-26T21:09:13.236982Z", + "iopub.status.idle": "2025-11-26T21:09:13.247039Z", + "shell.execute_reply": "2025-11-26T21:09:13.246006Z" } }, "outputs": [ @@ -185,94 +197,13 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T14:12:00.762389Z", - "iopub.status.busy": "2025-11-12T14:12:00.762224Z", - "iopub.status.idle": "2025-11-12T14:12:00.794558Z", - "shell.execute_reply": "2025-11-12T14:12:00.794133Z" + "iopub.execute_input": "2025-11-26T21:09:13.248945Z", + "iopub.status.busy": "2025-11-26T21:09:13.248784Z", + "iopub.status.idle": "2025-11-26T21:09:14.066065Z", + "shell.execute_reply": "2025-11-26T21:09:14.065133Z" } }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[32;1mTotal number of loaded entities 49.\n", - "\u001b[0m\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", - " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", - " if wire == breptools_OuterWire(face):\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", - " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", - " if wire == breptools_OuterWire(face):\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", - " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", - " if wire == breptools_OuterWire(face):\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:201: DeprecationWarning: Call to deprecated function geomconvert_SurfaceToBSplineSurface since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.SurfaceToBSplineSurface\n", - " bspline_surface = geomconvert_SurfaceToBSplineSurface(surface)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:236: DeprecationWarning: Call to deprecated function BRep_Tool_Curve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method BRep_Tool.Curve\n", - " nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0]\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:239: DeprecationWarning: Call to deprecated function geomconvert_CurveToBSplineCurve since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method geomconvert.CurveToBSplineCurve\n", - " bspline_curve = geomconvert_CurveToBSplineCurve(nurbs_curve)\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:478: DeprecationWarning: Call to deprecated function breptools_OuterWire since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method breptools.OuterWire\n", - " if wire == breptools_OuterWire(face):\n", - "/mnt/raid/kpandey/Kshitij/ITCS/PyGeM/pygem/cad/cad_deformation.py:158: DeprecationWarning: Call to deprecated function IGESControl_Controller_Init since pythonocc-core 7.7.1. This function will be removed in a future release, please rather use the static method IGESControl_Controller.Init\n", - " IGESControl_Controller_Init()\n" - ] - } - ], + "outputs": [], "source": [ "input_cad_file_name = os.path.join(\n", " project_root, \"tests\", \"test_datasets\", \"test_pipe.iges\"\n", @@ -293,10 +224,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2025-11-12T14:12:00.796297Z", - "iopub.status.busy": "2025-11-12T14:12:00.796130Z", - "iopub.status.idle": "2025-11-12T14:12:00.912763Z", - "shell.execute_reply": "2025-11-12T14:12:00.912254Z" + "iopub.execute_input": "2025-11-26T21:09:14.069070Z", + "iopub.status.busy": "2025-11-26T21:09:14.068569Z", + "iopub.status.idle": "2025-11-26T21:09:14.188100Z", + "shell.execute_reply": "2025-11-26T21:09:14.186811Z" } }, "outputs": [ diff --git a/tutorials/tutorial2/tutorial-2-iges.py b/tutorials/tutorial2/tutorial-2-iges.py index 5cf76f27..2edf98ae 100644 --- a/tutorials/tutorial2/tutorial-2-iges.py +++ b/tutorials/tutorial2/tutorial-2-iges.py @@ -60,13 +60,24 @@ # The output file is created and the deformed shape is stored into it. We skip any visual check because of the **CAD** format file, so as final proof we simply show the differences, lines by lines, between the input and the output. Even if we can't be sure about the correctness of the results, in this way we ensure the outcome is different from the original inpuit. -import subprocess - -subprocess.run( - [ - "diff", - "-y", - "../tests/test_datasets/test_pipe.iges", - "test_pipe_deformed.iges", - ] -) +with open(input_cad_file_name, encoding="utf-8") as f1, open(modified_cad_file_name, encoding="utf-8") as f2: + lines1 = f1.readlines() + lines2 = f2.readlines() + +# Determine max width for alignment +max_len = max(len(line.rstrip()) for line in lines1) + +for l1, l2 in zip(lines1, lines2): + l1_clean = l1.rstrip() + l2_clean = l2.rstrip() + sep = " | " if l1_clean != l2_clean else " " + print(f"{l1_clean.ljust(max_len)}{sep}{l2_clean}") + +# Handle extra lines if files have different lengths +if len(lines1) > len(lines2): + for l1 in lines1[len(lines2):]: + print(f"{l1.rstrip().ljust(max_len)} | ") +elif len(lines2) > len(lines1): + for l2 in lines2[len(lines1):]: + print(f"{' '.ljust(max_len)} | {l2.rstrip()}") + diff --git a/tutorials/tutorial3/tutorial-3-rbf.py b/tutorials/tutorial3/tutorial-3-rbf.py index 984149ee..a592cf88 100644 --- a/tutorials/tutorial3/tutorial-3-rbf.py +++ b/tutorials/tutorial3/tutorial-3-rbf.py @@ -54,9 +54,10 @@ # The following is the parameters file for this particular case. The Radial Basis Functions section describes the basis functions to use. Here we use Gaussian splines with the distance parameter equal to 0.5 (see the documentation of the [RBF](http://mathlab.github.io/PyGeM/rbf.html) class for more details). As control points we consider the 8 vertices of the cube (the first one is not exactly the vertex), and we move 3 of them. In the Control points section there are all the coordinates of the control points. # In[3]: -import subprocess +parameters_file = "../tests/test_datasets/parameters_rbf_cube.prm" +with open(parameters_file, "r", encoding="utf-8") as f: + print(f.read()) -subprocess.run(["cat", "../tests/test_datasets/parameters_rbf_cube.prm"]) # Here we create a $10 \times10 \times 10$ lattice to mimic a cube. diff --git a/tutorials/tutorial4/tutorial-4-idw.ipynb b/tutorials/tutorial4/tutorial-4-idw.ipynb index 1d713f39..4ee09594 100644 --- a/tutorials/tutorial4/tutorial-4-idw.ipynb +++ b/tutorials/tutorial4/tutorial-4-idw.ipynb @@ -19,30 +19,43 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2025-11-11T16:25:50.214302Z", - "iopub.status.busy": "2025-11-11T16:25:50.214165Z", - "iopub.status.idle": "2025-11-11T16:25:50.812872Z", - "shell.execute_reply": "2025-11-11T16:25:50.812154Z" + "iopub.execute_input": "2025-11-26T21:18:54.961032Z", + "iopub.status.busy": "2025-11-26T21:18:54.960869Z", + "iopub.status.idle": "2025-11-26T21:18:55.475147Z", + "shell.execute_reply": "2025-11-26T21:18:55.473980Z" } }, "outputs": [ { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "Python Version: 3.12.9 (main, Aug 14 2025, 00:00:00) [GCC 14.2.1 20250110 (Red Hat 14.2.1-7)]\n", - "Platform: linux\n", - "System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + "2025-11-26 22:18:55,024 - INFO - Python Version: 3.9.25 (main, Nov 3 2025, 22:33:05) \n", + "[GCC 11.2.0]\n" ] }, { - "name": "stdout", + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 22:18:55,025 - INFO - Platform: linux\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-26 22:18:55,025 - INFO - System: Linux 6.12.0-55.41.1.el10_0.x86_64\n" + ] + }, + { + "name": "stderr", "output_type": "stream", "text": [ - "PyGeM version: 2.0.0\n" + "2025-11-26 22:18:55,465 - INFO - PyGeM version: 2.0.0\n" ] } ], @@ -95,10 +108,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2025-11-11T16:25:50.815032Z", - "iopub.status.busy": "2025-11-11T16:25:50.814771Z", - "iopub.status.idle": "2025-11-11T16:25:50.818615Z", - "shell.execute_reply": "2025-11-11T16:25:50.817899Z" + "iopub.execute_input": "2025-11-26T21:18:55.477475Z", + "iopub.status.busy": "2025-11-26T21:18:55.477260Z", + "iopub.status.idle": "2025-11-26T21:18:55.481410Z", + "shell.execute_reply": "2025-11-26T21:18:55.480905Z" }, "scrolled": true }, @@ -140,10 +153,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2025-11-11T16:25:50.820153Z", - "iopub.status.busy": "2025-11-11T16:25:50.820006Z", - "iopub.status.idle": "2025-11-11T16:25:50.950575Z", - "shell.execute_reply": "2025-11-11T16:25:50.949334Z" + "iopub.execute_input": "2025-11-26T21:18:55.483123Z", + "iopub.status.busy": "2025-11-26T21:18:55.482954Z", + "iopub.status.idle": "2025-11-26T21:18:55.599288Z", + "shell.execute_reply": "2025-11-26T21:18:55.598188Z" } }, "outputs": [ @@ -171,10 +184,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2025-11-11T16:25:50.952639Z", - "iopub.status.busy": "2025-11-11T16:25:50.952468Z", - "iopub.status.idle": "2025-11-11T16:25:50.956462Z", - "shell.execute_reply": "2025-11-11T16:25:50.955925Z" + "iopub.execute_input": "2025-11-26T21:18:55.601311Z", + "iopub.status.busy": "2025-11-26T21:18:55.601151Z", + "iopub.status.idle": "2025-11-26T21:18:55.605663Z", + "shell.execute_reply": "2025-11-26T21:18:55.605074Z" } }, "outputs": [], @@ -203,16 +216,16 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2025-11-11T16:25:50.958198Z", - "iopub.status.busy": "2025-11-11T16:25:50.958041Z", - "iopub.status.idle": "2025-11-11T16:25:51.100829Z", - "shell.execute_reply": "2025-11-11T16:25:51.099872Z" + "iopub.execute_input": "2025-11-26T21:18:55.607592Z", + "iopub.status.busy": "2025-11-26T21:18:55.607445Z", + "iopub.status.idle": "2025-11-26T21:18:55.733449Z", + "shell.execute_reply": "2025-11-26T21:18:55.732920Z" } }, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -243,10 +256,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2025-11-11T16:25:51.103083Z", - "iopub.status.busy": "2025-11-11T16:25:51.102850Z", - "iopub.status.idle": "2025-11-11T16:25:51.140019Z", - "shell.execute_reply": "2025-11-11T16:25:51.138899Z" + "iopub.execute_input": "2025-11-26T21:18:55.735706Z", + "iopub.status.busy": "2025-11-26T21:18:55.735555Z", + "iopub.status.idle": "2025-11-26T21:18:55.772441Z", + "shell.execute_reply": "2025-11-26T21:18:55.771489Z" } }, "outputs": [], @@ -266,16 +279,16 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2025-11-11T16:25:51.141973Z", - "iopub.status.busy": "2025-11-11T16:25:51.141814Z", - "iopub.status.idle": "2025-11-11T16:25:51.262538Z", - "shell.execute_reply": "2025-11-11T16:25:51.261977Z" + "iopub.execute_input": "2025-11-26T21:18:55.774482Z", + "iopub.status.busy": "2025-11-26T21:18:55.774336Z", + "iopub.status.idle": "2025-11-26T21:18:55.970088Z", + "shell.execute_reply": "2025-11-26T21:18:55.969362Z" } }, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -312,7 +325,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.9" + "version": "3.9.25" } }, "nbformat": 4, diff --git a/tutorials/tutorial4/tutorial-4-idw.py b/tutorials/tutorial4/tutorial-4-idw.py index b90f9335..1f4ebcf9 100644 --- a/tutorials/tutorial4/tutorial-4-idw.py +++ b/tutorials/tutorial4/tutorial-4-idw.py @@ -59,9 +59,9 @@ # In[3]: -import subprocess +with open(parameters_file, "r", encoding="utf-8") as f: + print(f.read()) -subprocess.run(["cat", "../tests/test_datasets/parameters_idw_cube.prm"]) # Here we create a $10 \times 10 \times 10$ lattice to mimic a cube. diff --git a/tutorials/tutorial5/tutorial-5-file.py b/tutorials/tutorial5/tutorial-5-file.py index a2918dc2..6e51a25b 100644 --- a/tutorials/tutorial5/tutorial-5-file.py +++ b/tutorials/tutorial5/tutorial-5-file.py @@ -100,7 +100,7 @@ def plot(data, color=None): urllib.request.urlretrieve( "https://raw.githubusercontent.com/mathLab/Smithers/master/tests/test_datasets/cube.vtp", - "cube.vtp", + "cube.vtp", # codacy: disable=security/url-open ) vtp_filename = "cube.vtp" diff --git a/tutorials/tutorial7/tutorial-7-cffd.py b/tutorials/tutorial7/tutorial-7-cffd.py index 51097795..d1e2da22 100644 --- a/tutorials/tutorial7/tutorial-7-cffd.py +++ b/tutorials/tutorial7/tutorial-7-cffd.py @@ -65,7 +65,6 @@ def custom_linear_constraint(x): custom_linear_constraint(x_def), ) -from pygem.cffd import CFFD ffd = CFFD(np.array([1.0]), custom_linear_constraint, [3, 3, 1]) np.random.seed(0) From 673f346c9a889dc70059078e68bb66f4725af02f Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 27 Nov 2025 10:33:04 +0100 Subject: [PATCH 34/50] modified flake8 ignores --- .markdownlint.json | 1 + .pylintrc | 26 +++++++++++++++----------- pyproject.toml | 4 ++++ 3 files changed, 20 insertions(+), 11 deletions(-) diff --git a/.markdownlint.json b/.markdownlint.json index f40e7d0f..ebacee90 100644 --- a/.markdownlint.json +++ b/.markdownlint.json @@ -3,6 +3,7 @@ "MD013": false, "MD040": true, "MD014": true, + "MD041": false, "ignore": [ "venv*/**", "env*/**", diff --git a/.pylintrc b/.pylintrc index 8d7f6703..ac183945 100644 --- a/.pylintrc +++ b/.pylintrc @@ -51,7 +51,7 @@ confidence= # Enable the message, report, category or checker with the given id(s). You can # either give multiple identifier separated by comma (,) or put this option # multiple time. See also the "--disable" option for examples. -disable= +# disable= # too-many-instance-attributes, # len-as-condition, # too-few-public-methods, @@ -126,19 +126,23 @@ disable= # bad-python3-import, # deprecated-string-function, # deprecated-str-translate-call, - import-error, - arguments-differ, - C0114, - C0115, - C0116, - R0801, - W0511, - R0914, - R0915, - C0103, + ; import-error, + ; arguments-differ, + ; F401, + ; C0114, + ; C0115, + ; C0116, + ; R0801, + ; W0511, + ; R0914, + ; R0915, + ; C0103, # invalid-name, # consider-using-enumerate +disable=import-error,arguments-differ,F401,C0114,C0115,C0116,R0801,W0511,R0914,R0915,C0103 + + # Needs investigation: # abstract-method (might be indicating a bug? probably not though) # protected-access (requires some refactoring) diff --git a/pyproject.toml b/pyproject.toml index daed7b4a..f5e0c7c1 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -81,3 +81,7 @@ version = { attr = "pygem.meta.__version__" } [tool.black] line-length = 80 target-version = ['py39'] + +[tool.flake8] +ignore = "F401" + From 3e36876c46316adb06e3988a5f1511ff22eaff1c Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 27 Nov 2025 10:53:38 +0100 Subject: [PATCH 35/50] minor flake8 fixes --- pygem/cad/__init__.py | 4 ++-- test.py | 2 +- tutorials/tutorial6/tutorial-6-ffd-rbf.py | 2 +- 3 files changed, 4 insertions(+), 4 deletions(-) diff --git a/pygem/cad/__init__.py b/pygem/cad/__init__.py index b03f8e93..b266e9fc 100644 --- a/pygem/cad/__init__.py +++ b/pygem/cad/__init__.py @@ -14,6 +14,6 @@ from .ffd import FFD from .rbf import RBF -from .idw import IDW -from .custom_deformation import CustomDeformation +from .idw import IDW # noqa: F401 +from .custom_deformation import CustomDeformation # noqa: F401 from .cad_deformation import CADDeformation \ No newline at end of file diff --git a/test.py b/test.py index 5ba6b1ca..9d906fb7 100644 --- a/test.py +++ b/test.py @@ -27,7 +27,7 @@ return_value = 0 # Success try: - import pygem.cad # pylint: disable=unused-import + import pygem.cad # pylint: disable=unused-import # noqa: F401 return_value = 1 if nose.run(argv=cad_argv) is False else 0 except ImportError: diff --git a/tutorials/tutorial6/tutorial-6-ffd-rbf.py b/tutorials/tutorial6/tutorial-6-ffd-rbf.py index debce599..7faf6b60 100644 --- a/tutorials/tutorial6/tutorial-6-ffd-rbf.py +++ b/tutorials/tutorial6/tutorial-6-ffd-rbf.py @@ -49,7 +49,7 @@ # mesh parsing # OFPP import try: - import Ofpp + import Ofpp # noqa: F401 except ImportError: raise ImportError( "OFPP not found. Please install it before running this script.\n" From 96dece4d4717d5313ef82d3c0487fa5f4803afb9 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 27 Nov 2025 12:12:49 +0100 Subject: [PATCH 36/50] removed .markdownlint.json, .markdownlintignore, and some other unwanted files --- .markdownlint.json | 21 ----------- .markdownlintignore | 21 ----------- .pylintrc | 8 ++-- README.md | 2 +- cube.stl | 86 ------------------------------------------- cube.vtp | 33 ----------------- deform_cube.stl | 86 ------------------------------------------- pygem/cad/__init__.py | 2 +- 8 files changed, 6 insertions(+), 253 deletions(-) delete mode 100644 .markdownlint.json delete mode 100644 .markdownlintignore delete mode 100644 cube.stl delete mode 100644 cube.vtp delete mode 100644 deform_cube.stl diff --git a/.markdownlint.json b/.markdownlint.json deleted file mode 100644 index ebacee90..00000000 --- a/.markdownlint.json +++ /dev/null @@ -1,21 +0,0 @@ -{ - "default": true, - "MD013": false, - "MD040": true, - "MD014": true, - "MD041": false, - "ignore": [ - "venv*/**", - "env*/**", - ".venv*/**", - "**/site-packages/**", - "**/dist-packages/**", - "build/**", - "dist/**", - "*.egg-info/**", - ".mypy_cache/**", - ".pytest_cache/**", - ".cache/**", - "node_modules/**" - ] -} diff --git a/.markdownlintignore b/.markdownlintignore deleted file mode 100644 index 81502082..00000000 --- a/.markdownlintignore +++ /dev/null @@ -1,21 +0,0 @@ -# Virtual environments -venv*/ -env*/ -.venv*/ - -# Python packages -**/site-packages/** -**/dist-packages/** - -# Build / distribution folders -build/ -dist/ -*.egg-info/ - -# Cache and temporary files -.mypy_cache/ -.pytest_cache/ -.cache/ - -# Node.js modules -node_modules/ diff --git a/.pylintrc b/.pylintrc index ac183945..2a2a2644 100644 --- a/.pylintrc +++ b/.pylintrc @@ -11,7 +11,7 @@ init-hook="import numpy" # Add files or directories to the blacklist. They should be base names, not # paths. -ignore=venv_pygem,build,pygem.egg-info,docs,dockerfiles,test_final_verification.py,code_formatter.sh,pyproject.toml +ignore=build,pygem.egg-info,docs,dockerfiles,code_formatter.sh,pyproject.toml # Pickle collected data for later comparisons. persistent=no @@ -177,7 +177,7 @@ output-format=parseable # Put messages in a separate file for each module / package specified on the # command line instead of printing them on stdout. Reports (if any) will be # written in a file name "pylint_global.[txt|html]". -# files-output=no +files-output=no # Tells whether to display a full report or only the messages reports=no @@ -217,7 +217,7 @@ single-line-if-stmt=no # separator` is used to allow tabulation in dicts, etc.: {1 : 1,\n222: 2}. # `trailing-comma` allows a space between comma and closing bracket: (a, ). # `empty-line` allows space-only lines. -# no-space-check=trailing-comma,dict-separator +no-space-check=trailing-comma,dict-separator # Maximum number of lines in a module max-module-lines=1000 @@ -315,7 +315,7 @@ notes=FIXME,XXX,TODO [BASIC] # List of builtins function names that should not be used, separated by a comma -# bad-functions=map,filter,input +bad-functions=map,filter,input # Good variable names which should always be accepted, separated by a comma good-names=i,j,k,x,y,z,ex,Run,_ diff --git a/README.md b/README.md index 2a5f53b6..710f8758 100644 --- a/README.md +++ b/README.md @@ -46,7 +46,7 @@ package. **PyGeM** requires `numpy`, `scipy`, and `matplotlib` as core dependencies. `sphinx` is needed for the documentation and `pytest` for testing. They can be -easily installed via `pip`. The code has been tested with Python3.12.9 version, +easily installed via `pip`. The code has been tested with Python3.10 version, but it should be compatible with Python3.9+. Python2 support is no longer maintained. diff --git a/cube.stl b/cube.stl deleted file mode 100644 index 1662db03..00000000 --- a/cube.stl +++ /dev/null @@ -1,86 +0,0 @@ -solid ascii - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex -0.5 0.5 0.5 - vertex -0.5 0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex 0.5 -0.5 -0.5 - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 -0.5 0.5 - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 0.5 - vertex 0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet -endsolid diff --git a/cube.vtp b/cube.vtp deleted file mode 100644 index f1fc2a4f..00000000 --- a/cube.vtp +++ /dev/null @@ -1,33 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - _AQAAAACAAAAgAQAALAAAAA==eJxjYGDYz4CJ7dFoGNseixg2OWxq0c3HZQ4+ewmZj4uPSy02e1EwAPIUI7k=AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV - - diff --git a/deform_cube.stl b/deform_cube.stl deleted file mode 100644 index f36f5c6e..00000000 --- a/deform_cube.stl +++ /dev/null @@ -1,86 +0,0 @@ -solid Visualization Toolkit generated SLA File - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 0.5 0.5 - vertex -0.5 0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 -0.5 -0.5 - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet - facet normal 0.98346512997751678 -0.12805533592612592 -0.12805533592612592 - outer loop - vertex 0.63020831346511841 0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal 0 -1 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal 0 -1 0 - outer loop - vertex 0.5 -0.5 0.5 - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal 0 1 0 - outer loop - vertex -0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal 0 1 -0 - outer loop - vertex 0.63020831346511841 0.5 0.5 - vertex 0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal 0 0 -1 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal 0 0 -1 - outer loop - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal 0 0 1 - outer loop - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal -0 0 1 - outer loop - vertex 0.63020831346511841 0.5 0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet -endsolid diff --git a/pygem/cad/__init__.py b/pygem/cad/__init__.py index b266e9fc..d774db1f 100644 --- a/pygem/cad/__init__.py +++ b/pygem/cad/__init__.py @@ -16,4 +16,4 @@ from .rbf import RBF from .idw import IDW # noqa: F401 from .custom_deformation import CustomDeformation # noqa: F401 -from .cad_deformation import CADDeformation \ No newline at end of file +from .cad_deformation import CADDeformation # noqa: F401 \ No newline at end of file From 41a72ac171097dc988c906f7e6bb031b223bdf94 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 27 Nov 2025 15:30:00 +0100 Subject: [PATCH 37/50] reverted bug_report.md and help-wanted.md --- .github/ISSUE_TEMPLATE/bug_report.md | 14 +++++++------- .github/ISSUE_TEMPLATE/help-wanted.md | 17 ++++++++--------- 2 files changed, 15 insertions(+), 16 deletions(-) diff --git a/.github/ISSUE_TEMPLATE/bug_report.md b/.github/ISSUE_TEMPLATE/bug_report.md index 93476a3e..960e4ad1 100644 --- a/.github/ISSUE_TEMPLATE/bug_report.md +++ b/.github/ISSUE_TEMPLATE/bug_report.md @@ -1,10 +1,11 @@ -- - name: Bug report - about: Create a report to help us improve - title: '' - labels: bug - assignees: '' +--- +name: Bug report +about: Create a report to help us improve +title: '' +labels: bug +assignees: '' -- - +--- **Describe the bug** A clear and concise description of what the bug is. @@ -20,4 +21,3 @@ The obtained output. Please include the entire error trace. **Additional context** Add any other context about the problem here. - diff --git a/.github/ISSUE_TEMPLATE/help-wanted.md b/.github/ISSUE_TEMPLATE/help-wanted.md index f5de1d74..97d1c1e9 100644 --- a/.github/ISSUE_TEMPLATE/help-wanted.md +++ b/.github/ISSUE_TEMPLATE/help-wanted.md @@ -1,15 +1,14 @@ -- - name: Help wanted - about: Ask help for using the package - title: '' - labels: help wanted - assignees: '' +--- +name: Help wanted +about: Ask help for using the package +title: '' +labels: help wanted +assignees: '' -- - +--- **The objective** A clear description of the purpose of your application. **Already tried tests** -The snippet of code you have already tried in order to obtain the wanted -outcome. - +The snippet of code you have already tried in order to obtain the wanted outcome. From 6c253e95434c9773694b6e2e58347e05d740cd90 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 27 Nov 2025 16:09:05 +0100 Subject: [PATCH 38/50] reverted workflows --- .github/workflows/ci.yml | 4 ++-- .github/workflows/testing_pr.yml | 6 +++++- 2 files changed, 7 insertions(+), 3 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index b618c45a..d3686289 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -7,8 +7,8 @@ jobs: runs-on: ${{ matrix.os }} strategy: matrix: - os: [ubuntu-latest, windows-latest, macos-latest] - python-version: ["3.9", "3.10"] + os: [ubuntu-latest] + python-version: ["3.10"] steps: - uses: actions/checkout@v4 diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 3f4fafab..07172a7a 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -2,6 +2,10 @@ name: "Testing Pull Request" on: pull_request: + branches: + - "master" + + jobs: @@ -11,7 +15,7 @@ jobs: fail-fast: false matrix: os: [windows-latest, macos-latest, ubuntu-latest] - python-version: ["3.9", "3.10"] + python-version: ["3.8", "3.9", "3.10", "3.11", "3.12"] steps: - uses: actions/checkout@v2 From 8f70186e5bdf81c2f0e6ed15b20cdf6d4c117a86 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Thu, 27 Nov 2025 16:22:16 +0100 Subject: [PATCH 39/50] reverted pygem/ --- pygem/__init__.py | 60 +--- pygem/bffd.py | 42 +-- pygem/cad/__init__.py | 6 +- pygem/cad/cad_deformation.py | 251 +++++++------- pygem/cad/custom_deformation.py | 45 ++- pygem/cad/ffd.py | 40 ++- pygem/cad/idw.py | 63 ++-- pygem/cad/igeshandler.py | 45 ++- pygem/cad/nurbshandler.py | 342 +++++++++---------- pygem/cad/rbf.py | 67 ++-- pygem/cad/stephandler.py | 33 +- pygem/cffd.py | 176 +++++----- pygem/custom_deformation.py | 33 +- pygem/deformation.py | 18 +- pygem/elmerhandler.py | 73 ++--- pygem/ffd.py | 561 +++++++++++++++----------------- pygem/filehandler.py | 69 ++-- pygem/idw.py | 148 ++++----- pygem/khandler.py | 92 +++--- pygem/mdpahandler.py | 67 ++-- pygem/meta.py | 10 +- pygem/openfhandler.py | 68 ++-- pygem/rbf.py | 365 ++++++++++----------- pygem/rbf_factory.py | 73 ++--- pygem/stlhandler.py | 109 +++---- pygem/unvhandler.py | 85 +++-- pygem/utils.py | 50 ++- pygem/vffd.py | 46 ++- pygem/vtkhandler.py | 109 +++---- 29 files changed, 1425 insertions(+), 1721 deletions(-) diff --git a/pygem/__init__.py b/pygem/__init__.py index 82210d67..f8bf8fad 100644 --- a/pygem/__init__.py +++ b/pygem/__init__.py @@ -1,4 +1,17 @@ -"""PyGeM init.""" +""" +PyGeM init +""" +__all__ = [ + "deformation", + "ffd", + "rbf", + "idw", + "rbf_factory", + "custom_deformation", + "cffd" + "bffd" + "vffd" +] from .deformation import Deformation from .ffd import FFD @@ -7,47 +20,6 @@ from .idw import IDW from .rbf_factory import RBFFactory from .custom_deformation import CustomDeformation +from .meta import * from .bffd import BFFD -from .vffd import VFFD - -from .meta import ( - __project__, - __title__, - __author__, - __copyright__, - __license__, - __version__, - __mail__, - __maintainer__, - __status__, -) - -__all__ = [ - "Deformation", - "FFD", - "CFFD", - "RBF", - "IDW", - "RBFFactory", - "CustomDeformation", - "BFFD", - "VFFD", - "deformation", - "ffd", - "rbf", - "idw", - "rbf_factory", - "custom_deformation", - "cffd", - "bffd", - "vffd", - "__project__", - "__title__", - "__author__", - "__copyright__", - "__license__", - "__version__", - "__mail__", - "__maintainer__", - "__status__", -] +from .vffd import VFFD \ No newline at end of file diff --git a/pygem/bffd.py b/pygem/bffd.py index 2fa2fe6e..4a86cefb 100644 --- a/pygem/bffd.py +++ b/pygem/bffd.py @@ -1,15 +1,12 @@ -import numpy as np - from pygem.cffd import CFFD - - +import numpy as np class BFFD(CFFD): - """Class that handles the Barycenter Free Form Deformation on the mesh - points. - + ''' + Class that handles the Barycenter Free Form Deformation on the mesh points. + :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - + :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of @@ -22,15 +19,11 @@ class BFFD(CFFD): y, normalized with the box length y. :cvar numpy.ndarray array_mu_z: collects the displacements (weights) along z, normalized with the box length z. - :cvar callable fun: it defines the F of the constraint F(x)=c. - Default is the constant 1 function. - :cvar numpy.ndarray fixval: it defines the c of the constraint - F(x)=c. Default is 1. - :cvar numpy.ndarray mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, - to enforce the constraint. - The tensor has shape (n_x,n_y,n_z,3), where the last - dimension indicates movement + :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. + :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. + :cvar numpy.ndarray mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce the constraint. + The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement on x,y,z respectively. Default is all true. :Example: @@ -39,13 +32,11 @@ class BFFD(CFFD): >>> b = np.random.rand(3) >>> bffd = BFFD(b, [2, 2, 2]) >>> bffd.read_parameters('tests/test_datasets/parameters_test_cffd') - >>> original_mesh_points = - np.load("tests/test_datasets/test_sphere_cffd.npy") + >>> original_mesh_points = np.load("tests/test_datasets/test_sphere_cffd.npy") >>> bffd.adjust_control_points(original_mesh_points[:-4]) - >>> assert np.isclose(np.linalg.norm(bffd.fun(bffd.ffd( - ... original_mesh_points[:-4])) - b), np.array([0.])) + >>> assert np.isclose(np.linalg.norm(bffd.fun(bffd.ffd(original_mesh_points[:-4])) - b), np.array([0.])) >>> new_mesh_points = bffd.ffd(original_mesh_points) - """ + ''' def __init__(self, fixval=None, n_control_points=None, ffd_mask=None): super().__init__(fixval, None, n_control_points, ffd_mask, None) @@ -55,6 +46,7 @@ def linfun(x): self.fun = linfun self.fixval = fixval - self.fun_mask = np.array( - [[True, False, False], [False, True, False], [False, False, True]] - ) + self.fun_mask = np.array([[True, False, False], [False, True, False], + [False, False, True]]) + + diff --git a/pygem/cad/__init__.py b/pygem/cad/__init__.py index d774db1f..f7d46a10 100644 --- a/pygem/cad/__init__.py +++ b/pygem/cad/__init__.py @@ -14,6 +14,6 @@ from .ffd import FFD from .rbf import RBF -from .idw import IDW # noqa: F401 -from .custom_deformation import CustomDeformation # noqa: F401 -from .cad_deformation import CADDeformation # noqa: F401 \ No newline at end of file +from .idw import IDW +from .custom_deformation import CustomDeformation +from .cad_deformation import CADDeformation diff --git a/pygem/cad/cad_deformation.py b/pygem/cad/cad_deformation.py index 2efa7dc8..3b3c5559 100644 --- a/pygem/cad/cad_deformation.py +++ b/pygem/cad/cad_deformation.py @@ -1,51 +1,38 @@ -"""Module for generic deformation for CAD file.""" - +""" +Module for generic deformation for CAD file. +""" import os -from itertools import product - import numpy as np -from OCC.Core.BRep import BRep_Builder, BRep_Tool, BRep_Tool_Curve -from OCC.Core.BRepBuilderAPI import ( - BRepBuilderAPI_MakeEdge, - BRepBuilderAPI_MakeFace, - BRepBuilderAPI_MakeWire, - BRepBuilderAPI_NurbsConvert, -) -from OCC.Core.BRepTools import breptools_OuterWire +from itertools import product +from OCC.Core.TopoDS import (TopoDS_Shape, topods_Wire, TopoDS_Compound, + topods_Face, topods_Edge, TopoDS_Face, TopoDS_Wire) +from OCC.Core.BRep import BRep_Builder +from OCC.Core.TopExp import TopExp_Explorer +from OCC.Core.TopAbs import (TopAbs_EDGE, TopAbs_FACE, TopAbs_WIRE) +from OCC.Core.TopTools import TopTools_ListOfShape +from OCC.Core.BRepBuilderAPI import (BRepBuilderAPI_MakeFace, + BRepBuilderAPI_MakeWire, + BRepBuilderAPI_MakeEdge, + BRepBuilderAPI_NurbsConvert) +from OCC.Core.BRep import BRep_Tool, BRep_Tool_Curve from OCC.Core.Geom import Geom_BSplineCurve, Geom_BSplineSurface -from OCC.Core.GeomConvert import ( - GeomConvert_CompCurveToBSplineCurve, - geomconvert_CurveToBSplineCurve, - geomconvert_SurfaceToBSplineSurface, -) +from OCC.Core.GeomConvert import (geomconvert_SurfaceToBSplineSurface, + geomconvert_CurveToBSplineCurve, + GeomConvert_CompCurveToBSplineCurve) from OCC.Core.gp import gp_Pnt +from OCC.Core.BRepTools import breptools_OuterWire from OCC.Core.IFSelect import IFSelect_RetDone -from OCC.Core.IGESControl import ( - IGESControl_Controller_Init, - IGESControl_Reader, - IGESControl_Writer, -) from OCC.Core.Interface import Interface_Static_SetCVal -from OCC.Core.STEPControl import ( - STEPControl_AsIs, - STEPControl_Reader, - STEPControl_Writer, -) -from OCC.Core.TopAbs import TopAbs_EDGE, TopAbs_FACE, TopAbs_WIRE -from OCC.Core.TopExp import TopExp_Explorer -from OCC.Core.TopoDS import ( - TopoDS_Compound, - TopoDS_Face, - TopoDS_Shape, - TopoDS_Wire, - topods, -) -from OCC.Core.TopTools import TopTools_ListOfShape - +from OCC.Core.STEPControl import (STEPControl_Writer, STEPControl_Reader, + STEPControl_AsIs) +from OCC.Core.IGESControl import (IGESControl_Writer, IGESControl_Reader, + IGESControl_Controller_Init) -class CADDeformation: - """Base class for applting deformation to CAD geometries. +class CADDeformation(): + """ + Base class for applting deformation to CAD geometries. + :param int u_knots_to_add: the number of knots to add to the NURBS surfaces along `u` direction before the deformation. This parameter is useful whenever the gradient of the imposed deformation present spatial scales @@ -76,9 +63,9 @@ class CADDeformation: default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar int u_knots_to_add: the number of knots to add to the NURBS surfaces - along `u` direction before the deformation. + along `u` direction before the deformation. :cvar int v_knots_to_add: the number of knots to add to the NURBS surfaces along `v` direction before the deformation. :cvar int t_knots_to_add: the number of knots to add to the NURBS curves @@ -87,14 +74,11 @@ class CADDeformation: operations of the procedure (joining wires in a single curve before deformation and placing new poles on curves and surfaces). """ - - def __init__( - self, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4, - ): + def __init__(self, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4): self.u_knots_to_add = u_knots_to_add self.v_knots_to_add = v_knots_to_add self.t_knots_to_add = t_knots_to_add @@ -103,27 +87,27 @@ def __init__( @staticmethod def read_shape(filename): """ - Static method to load the `topoDS_Shape` from a file. - Supported extensions are: ".iges", ".step". - - :param str filename: the name of the file containing the geometry. - - Example: - - >>> from pygem.cad import CADDeformation as CAD - >>> shape = CAD.read_shape('example.iges') - """ + Static method to load the `topoDS_Shape` from a file. + Supported extensions are: ".iges", ".step". + + :param str filename: the name of the file containing the geometry. + + Example: + + >>> from pygem.cad import CADDeformation as CAD + >>> shape = CAD.read_shape('example.iges') + """ file_extension = os.path.splitext(filename)[1] av_readers = { - ".step": STEPControl_Reader, - ".iges": IGESControl_Reader, + '.step': STEPControl_Reader, + '.iges': IGESControl_Reader, } reader_class = av_readers.get(file_extension) if reader_class is None: - raise ValueError("Unable to open the input file") + raise ValueError('Unable to open the input file') reader = reader_class() return_reader = reader.ReadFile(filename) @@ -142,58 +126,58 @@ def read_shape(filename): @staticmethod def write_shape(filename, shape): """ - Static method to save a `topoDS_Shape` object to a file. - Supported extensions are: ".iges", ".step". - - :param str filename: the name of the file where the shape will be saved. - - Example: - - >>> from pygem.cad import CADDeformation as CAD - >>> CAD.read_shape('example.step', my_shape) - """ - + Static method to save a `topoDS_Shape` object to a file. + Supported extensions are: ".iges", ".step". + + :param str filename: the name of the file where the shape will be saved. + + Example: + + >>> from pygem.cad import CADDeformation as CAD + >>> CAD.read_shape('example.step', my_shape) + """ def write_iges(filename, shape): - """IGES writer.""" + """ IGES writer """ IGESControl_Controller_Init() writer = IGESControl_Writer() writer.AddShape(shape) writer.Write(filename) def write_step(filename, shape): - """STEP writer.""" + """ STEP writer """ step_writer = STEPControl_Writer() # Changes write schema to STEP standard AP203 # It is considered the most secure standard for STEP. # *According to PythonOCC documentation (http://www.pythonocc.org/) Interface_Static_SetCVal("write.step.schema", "AP203") - Interface_Static_SetCVal("write.surfacecurve.mode", "0") + Interface_Static_SetCVal('write.surfacecurve.mode','0') step_writer.Transfer(shape, STEPControl_AsIs) step_writer.Write(filename) file_extension = os.path.splitext(filename)[1] av_writers = { - ".step": write_step, - ".iges": write_iges, + '.step': write_step, + '.iges': write_iges, } writer = av_writers.get(file_extension) if writer is None: - raise ValueError("Unable to open the output file") + raise ValueError('Unable to open the output file') writer(filename, shape) def _bspline_surface_from_face(self, face): - """Private method that takes a TopoDS_Face and transforms it into a + """ + Private method that takes a TopoDS_Face and transforms it into a Bspline_Surface. - - :param TopoDS_Face face: the TopoDS_Face to be converted + + :param TopoDS_Face face: the TopoDS_Face to be converted :rtype: Geom_BSplineSurface """ if not isinstance(face, TopoDS_Face): raise TypeError("face must be a TopoDS_Face") # TopoDS_Face converted to Nurbs - nurbs_face = topods.Face(BRepBuilderAPI_NurbsConvert(face).Shape()) + nurbs_face = topods_Face(BRepBuilderAPI_NurbsConvert(face).Shape()) # GeomSurface obtained from Nurbs face surface = BRep_Tool.Surface(nurbs_face) # surface is now further converted to a bspline surface @@ -201,7 +185,8 @@ def _bspline_surface_from_face(self, face): return bspline_surface def _bspline_curve_from_wire(self, wire): - """Private method that takes a TopoDS_Wire and transforms it into a + """ + Private method that takes a TopoDS_Wire and transforms it into a Bspline_Curve. :param TopoDS_Wire wire: the TopoDS_Face to be converted @@ -218,7 +203,7 @@ def _bspline_curve_from_wire(self, wire): edge_explorer = TopExp_Explorer(wire, TopAbs_EDGE) while edge_explorer.More(): # getting the edge from the iterator - edge = topods.Edge(edge_explorer.Current()) + edge = topods_Edge(edge_explorer.Current()) # edge can be joined only if it is not degenerated (zero length) if BRep_Tool.Degenerated(edge): @@ -228,7 +213,7 @@ def _bspline_curve_from_wire(self, wire): # the edge must be converted to Nurbs edge nurbs_converter = BRepBuilderAPI_NurbsConvert(edge) nurbs_converter.Perform(edge) - nurbs_edge = topods.Edge(nurbs_converter.Shape()) + nurbs_edge = topods_Edge(nurbs_converter.Shape()) # here we extract the underlying curve from the Nurbs edge nurbs_curve = BRep_Tool_Curve(nurbs_edge)[0] @@ -245,9 +230,10 @@ def _bspline_curve_from_wire(self, wire): return comp_curve def _enrich_curve_knots(self, bsp_curve): - """Private method that adds `self.t_knots_to_add` poles to the passed + """ + Private method that adds `self.t_knots_to_add` poles to the passed curve. - + :param Geom_BSplineCurve bsp_curve: the NURBS curve to enrich """ if not isinstance(bsp_curve, Geom_BSplineCurve): @@ -259,20 +245,16 @@ def _enrich_curve_knots(self, bsp_curve): # end parameter of composite curve last_param = bsp_curve.LastParameter() for i in range(self.t_knots_to_add): - bsp_curve.InsertKnot( - first_param - + i * (last_param - first_param) / self.t_knots_to_add, - 1, - self.tolerance, - ) + bsp_curve.InsertKnot(first_param+ \ + i*(last_param-first_param)/self.t_knots_to_add, 1, \ + self.tolerance) def _enrich_surface_knots(self, bsp_surface): - """Private method that adds `self.u_knots_to_add` and - `self.v_knots_to_add` knots to the input surface `bsp_surface`, in u - and v direction respectively. + """ + Private method that adds `self.u_knots_to_add` and `self.v_knots_to_add` + knots to the input surface `bsp_surface`, in u and v direction respectively. - :param Geom_BSplineCurve bsp_surface: the NURBS surface to - enrich + :param Geom_BSplineCurve bsp_surface: the NURBS surface to enrich """ if not isinstance(bsp_surface, Geom_BSplineSurface): raise TypeError("bsp_surface must be a Geom_BSplineSurface") @@ -283,33 +265,25 @@ def _enrich_surface_knots(self, bsp_surface): bounds = bsp_surface.Bounds() for i in range(self.u_knots_to_add): - bsp_surface.InsertUKnot( - bounds[0] + i * (bounds[1] - bounds[0]) / self.u_knots_to_add, - 1, - self.tolerance, - ) + bsp_surface.InsertUKnot(bounds[0]+ \ + i*(bounds[1]-bounds[0])/self.u_knots_to_add, 1, self.tolerance) for i in range(self.v_knots_to_add): - bsp_surface.InsertVKnot( - bounds[2] + i * (bounds[3] - bounds[2]) / self.v_knots_to_add, - 1, - self.tolerance, - ) + bsp_surface.InsertVKnot(bounds[2]+ \ + i*(bounds[3]-bounds[2])/self.v_knots_to_add, 1, self.tolerance) def _pole_get_components(self, pole): - """Extract component from gp_Pnt.""" + """ Extract component from gp_Pnt """ return pole.X(), pole.Y(), pole.Z() def _pole_set_components(self, components): - """Return a gp_Pnt with the passed components.""" - if len(components) != 3: - raise ValueError( - f"Expected 3 components for gp_Pnt, got {len(components)}" - ) + """ Return a gp_Pnt with the passed components """ + assert len(components) == 3 return gp_Pnt(*components) def _deform_bspline_curve(self, bsp_curve): - """Private method that deforms the control points of `bsp_curve` using - the inherited method. All the changes are performed in place. + """ + Private method that deforms the control points of `bsp_curve` using the + inherited method. All the changes are performed in place. :param Geom_Bspline_Curve bsp_curve: the curve to deform """ @@ -337,8 +311,9 @@ def _deform_bspline_curve(self, bsp_curve): bsp_curve.SetPole(pole_id + 1, new_pole) def _deform_bspline_surface(self, bsp_surface): - """Private method that deforms the control points of `surface` using - the inherited method. All the changes are performed in place. + """ + Private method that deforms the control points of `surface` using the + inherited method. All the changes are performed in place. :param Geom_Bspline_Surface bsp_surface: the surface to deform """ @@ -368,12 +343,13 @@ def _deform_bspline_surface(self, bsp_surface): bsp_surface.SetPole(u + 1, v + 1, new_pole) def __call__(self, obj, dst=None): - """This method performs the deformation on the CAD geometry. If `obj` - is a TopoDS_Shape, the method returns a TopoDS_Shape containing the - deformed geometry. If `obj` is a filename, the method deforms the - geometry contained in the file and writes the deformed shape to `dst` - (which has to be set). - + """ + This method performs the deformation on the CAD geometry. If `obj` is a + TopoDS_Shape, the method returns a TopoDS_Shape containing the deformed + geometry. If `obj` is a filename, the method deforms the geometry + contained in the file and writes the deformed shape to `dst` (which has + to be set). + :param obj: the input geometry. :type obj: str or TopoDS_Shape :param str dst: if `obj` is a string containing the input filename, @@ -383,8 +359,7 @@ def __call__(self, obj, dst=None): if isinstance(obj, str): # if a input filename is passed if dst is None: raise ValueError( - "Source file is provided, but no destination specified" - ) + 'Source file is provided, but no destination specified') shape = self.read_shape(obj) elif isinstance(obj, TopoDS_Shape): shape = obj @@ -392,7 +367,7 @@ def __call__(self, obj, dst=None): else: raise TypeError - # create compound to store modified faces + #create compound to store modified faces compound_builder = BRep_Builder() compound = TopoDS_Compound() compound_builder.MakeCompound(compound) @@ -406,7 +381,7 @@ def __call__(self, obj, dst=None): # performing some conversions to get the right # format (BSplineSurface) # TopoDS_Face obtained from iterator - face = topods.Face(faces_explorer.Current()) + face = topods_Face(faces_explorer.Current()) # performing some conversions to get the right # format (BSplineSurface) bspline_surface = self._bspline_surface_from_face(face) @@ -422,8 +397,8 @@ def __call__(self, obj, dst=None): # curves (actually, the WIRES) that define the bounds of the # surface and TRIM the surface with them, to obtain the new FACE - # we now start really looping on the wires - # we will create a single curve joining all the edges in the wire + #we now start really looping on the wires + #we will create a single curve joining all the edges in the wire # the curve must be a bspline curve so we need to make conversions # through all the way @@ -436,7 +411,7 @@ def __call__(self, obj, dst=None): wire_explorer = TopExp_Explorer(face, TopAbs_WIRE) while wire_explorer.More(): # wire obtained from the iterator - wire = topods.Wire(wire_explorer.Current()) + wire = topods_Wire(wire_explorer.Current()) # getting a bpline curve joining all the edges of the wire composite_curve = self._bspline_curve_from_wire(wire) @@ -456,9 +431,8 @@ def __call__(self, obj, dst=None): # edge (to be converted to wire) obtained from the modified # Bspline curve - modified_composite_edge = BRepBuilderAPI_MakeEdge( - composite_curve - ).Edge() + modified_composite_edge = \ + BRepBuilderAPI_MakeEdge(composite_curve).Edge() # modified edge is added to shapes_list shapes_list.Append(modified_composite_edge) @@ -483,9 +457,8 @@ def __call__(self, obj, dst=None): # so once we finished looping on all the wires to modify them, # we first use the only outer one to trim the surface # face builder object - face_maker = BRepBuilderAPI_MakeFace( - bspline_surface, outer_wires[0] - ) + face_maker = BRepBuilderAPI_MakeFace(bspline_surface, + outer_wires[0]) # and then add all other inner wires for the holes for inner_wire in inner_wires: diff --git a/pygem/cad/custom_deformation.py b/pygem/cad/custom_deformation.py index 858d084b..09e46fe4 100644 --- a/pygem/cad/custom_deformation.py +++ b/pygem/cad/custom_deformation.py @@ -1,12 +1,14 @@ -"""Module for custom deformations to CAD geometries.""" +""" +Module for custom deformations to CAD geometries. +""" +import numpy as np from pygem import CustomDeformation as OriginalCustomDeformation - from .cad_deformation import CADDeformation - class CustomDeformation(CADDeformation, OriginalCustomDeformation): - """Class to perform a custom deformation to the CAD geometries. + """ + Class to perform a custom deformation to the CAD geometries. :param callable func: the function definying the deformation of the input points. This function should take as input: *i*) a 2D array of shape @@ -43,17 +45,17 @@ class CustomDeformation(CADDeformation, OriginalCustomDeformation): default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar int u_knots_to_add: the number of knots to add to the NURBS surfaces - along `u` direction before the deformation. + along `u` direction before the deformation. :cvar int v_knots_to_add: the number of knots to add to the NURBS surfaces along `v` direction before the deformation. :cvar int t_knots_to_add: the number of knots to add to the NURBS curves before the deformation. :cvar float tolerance: the tolerance involved in several internal operations of the procedure (joining wires in a single curve before - deformation and placing new poles on curves and surfaces). - + deformation and placing new poles on curves and surfaces). + :Example: >>> from pygem.cad import CustomDeformation @@ -62,20 +64,15 @@ class CustomDeformation(CADDeformation, OriginalCustomDeformation): >>> deform = CustomDeformation(move) >>> deform('original_shape.iges', dst='new_shape.iges') """ - - def __init__( - self, - func, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4, - ): + def __init__(self, + func, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4): OriginalCustomDeformation.__init__(self, func) - CADDeformation.__init__( - self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance, - ) + CADDeformation.__init__(self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance) diff --git a/pygem/cad/ffd.py b/pygem/cad/ffd.py index dfdfea21..f3ffcdb3 100644 --- a/pygem/cad/ffd.py +++ b/pygem/cad/ffd.py @@ -1,4 +1,5 @@ -"""Utilities for performing Free Form Deformation (FFD) to CAD geometries. +""" +Utilities for performing Free Form Deformation (FFD) to CAD geometries. :Theoretical Insight: @@ -37,15 +38,16 @@ You can try to add more shapes to the lattice to allow more and more involved transformations. + """ +import numpy as np from pygem import FFD as OriginalFFD - from .cad_deformation import CADDeformation - class FFD(CADDeformation, OriginalFFD): - """Class that handles the Free Form Deformation on CAD geometries. + """ + Class that handles the Free Form Deformation on CAD geometries. :param list n_control_points: number of control points in the x, y, and z direction. If not provided it is set to [2, 2, 2]. @@ -137,20 +139,16 @@ class FFD(CADDeformation, OriginalFFD): >>> # is equivalent to >>> new_shape = ffd(CADDeformation.read_shape(input_cad_file_name)) """ - - def __init__( - self, - n_control_points=None, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4, - ): - OriginalFFD.__init__(self, n_control_points=n_control_points) - CADDeformation.__init__( - self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance, - ) + def __init__(self, + n_control_points=None, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4): + OriginalFFD.__init__(self, + n_control_points=n_control_points) + CADDeformation.__init__(self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance) diff --git a/pygem/cad/idw.py b/pygem/cad/idw.py index ba0a94af..76e616de 100644 --- a/pygem/cad/idw.py +++ b/pygem/cad/idw.py @@ -1,10 +1,11 @@ -"""Module focused on the Inverse Distance Weighting interpolation technique. +""" +Module focused on the Inverse Distance Weighting interpolation technique. The IDW algorithm is an average moving interpolation that is usually applied to -highly variable data. The main idea of this interpolation strategy lies in fact -that it is not desirable to honour local high/low values but rather to look at -a moving average of nearby data points and estimate the local trends. The node -value is calculated by averaging the weighted sum of all the points. Data -points that lie progressively farther from the node inuence much less the +highly variable data. The main idea of this interpolation strategy lies in +fact that it is not desirable to honour local high/low values but rather to look +at a moving average of nearby data points and estimate the local trends. +The node value is calculated by averaging the weighted sum of all the points. +Data points that lie progressively farther from the node inuence much less the computed value than those lying closer to the node. :Theoretical Insight: @@ -36,14 +37,13 @@ 2. """ +import numpy as np from pygem import IDW as OriginalIDW - from .cad_deformation import CADDeformation - class IDW(CADDeformation, OriginalIDW): - """Class that perform the Inverse Distance Weighting (IDW) on CAD - geometries. + """ + Class that perform the Inverse Distance Weighting (IDW) on CAD geometries. :param int power: the power parameter. The default value is 2. :param numpy.ndarray original_control_points: it is an @@ -84,7 +84,7 @@ class IDW(CADDeformation, OriginalIDW): default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar int power: the power parameter. The default value is 2. :cvar numpy.ndarray original_control_points: it is an (*n_control_points*, *3*) array with the coordinates of the original @@ -135,27 +135,20 @@ class IDW(CADDeformation, OriginalIDW): >>> modified_cad_file_name = "output.iges" >>> idw(input_cad_file_name, modified_cad_file_name) """ - - def __init__( - self, - original_control_points=None, - deformed_control_points=None, - power=2, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4, - ): - OriginalIDW.__init__( - self, - original_control_points=original_control_points, - deformed_control_points=deformed_control_points, - power=power, - ) - CADDeformation.__init__( - self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance, - ) + def __init__(self, + original_control_points=None, + deformed_control_points=None, + power=2, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4): + OriginalIDW.__init__(self, + original_control_points=original_control_points, + deformed_control_points=deformed_control_points, + power=power) + CADDeformation.__init__(self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance) diff --git a/pygem/cad/igeshandler.py b/pygem/cad/igeshandler.py index 8694a515..6ad6ac48 100644 --- a/pygem/cad/igeshandler.py +++ b/pygem/cad/igeshandler.py @@ -1,24 +1,21 @@ -"""Derived module from filehandler.py to handle iges and igs files.""" - +""" +Derived module from filehandler.py to handle iges and igs files. +""" +from OCC.Core.IGESControl import (IGESControl_Reader, IGESControl_Writer, + IGESControl_Controller_Init) from OCC.Core.IFSelect import IFSelect_RetDone -from OCC.Core.IGESControl import ( - IGESControl_Controller_Init, - IGESControl_Reader, - IGESControl_Writer, -) - from pygem.cad import NurbsHandler class IgesHandler(NurbsHandler): - """Iges file handler class. + """ + Iges file handler class :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. :cvar list extensions: list of extensions of the input/output files. It is equal to ['.iges', '.igs']. - :cvar list control_point_position: index of the first NURBS control - point (or pole) + :cvar list control_point_position: index of the first NURBS control point (or pole) of each face of the iges file. :cvar float tolerance: tolerance for the construction of the faces and wires in the write function. Default value is 1e-6. @@ -26,24 +23,23 @@ class IgesHandler(NurbsHandler): .. warning:: - - For non trivial geometries it could be necessary to - increase the tolerance. - Linking edges into a single wire and then trimming - the surface with the wire - can be hard for the software, especially when the - starting CAD has not been + - For non trivial geometries it could be necessary to increase the tolerance. + Linking edges into a single wire and then trimming the surface with the wire + can be hard for the software, especially when the starting CAD has not been made for analysis but for design purposes. """ def __init__(self): super(IgesHandler, self).__init__() - self.extensions = [".iges", ".igs"] + self.extensions = ['.iges', '.igs'] def load_shape_from_file(self, filename): - """This class method loads a shape from the file `filename`. + """ + This class method loads a shape from the file `filename`. + + :param string filename: name of the input file. + It should have proper extension (.iges or .igs) - :param string filename: name of the input file. It should have - proper extension (.iges or .igs) :return: shape: loaded shape :rtype: TopoDS_Shape """ @@ -61,11 +57,12 @@ def load_shape_from_file(self, filename): return shape def write_shape_to_file(self, shape, filename): - """This class method saves the `shape` to the file `filename`. + """ + This class method saves the `shape` to the file `filename`. :param: TopoDS_Shape shape: loaded shape - :param string filename: name of the input file. It should have - proper extension (.iges or .igs) + :param string filename: name of the input file. + It should have proper extension (.iges or .igs) """ self._check_filename_type(filename) self._check_extension(filename) diff --git a/pygem/cad/nurbshandler.py b/pygem/cad/nurbshandler.py index e6619346..22c5f126 100644 --- a/pygem/cad/nurbshandler.py +++ b/pygem/cad/nurbshandler.py @@ -1,60 +1,41 @@ -"""Derived module from filehandler.py to handle iges/igs and step/stp files. - -Implements all methods for parsing an object and applying FFD. File -handling operations (reading/writing) must be implemented in derived -classes. """ - +Derived module from filehandler.py to handle iges/igs and step/stp files. +Implements all methods for parsing an object and applying FFD. +File handling operations (reading/writing) must be implemented +in derived classes. +""" import os - import numpy as np -from matplotlib import pyplot -from mpl_toolkits import mplot3d -from OCC.Core.BRep import BRep_Builder, BRep_Tool, BRep_Tool_Curve -from OCC.Core.BRepBuilderAPI import ( - BRepBuilderAPI_MakeEdge, - BRepBuilderAPI_MakeFace, - BRepBuilderAPI_MakeWire, - BRepBuilderAPI_NurbsConvert, - BRepBuilderAPI_Sewing, -) +from OCC.Core.BRep import BRep_Tool, BRep_Builder, BRep_Tool_Curve from OCC.Core.BRepMesh import BRepMesh_IncrementalMesh +from OCC.Core.BRepAlgo import brepalgo_IsValid +from OCC.Core.BRepBuilderAPI import ( + BRepBuilderAPI_MakeEdge, BRepBuilderAPI_MakeFace, + BRepBuilderAPI_NurbsConvert, BRepBuilderAPI_MakeWire, BRepBuilderAPI_Sewing) from OCC.Core.BRepOffsetAPI import BRepOffsetAPI_FindContigousEdges -from OCC.Core.GeomConvert import ( - geomconvert_CurveToBSplineCurve, - geomconvert_SurfaceToBSplineSurface, -) +from OCC.Display.SimpleGui import init_display +from OCC.Core.GeomConvert import (geomconvert_SurfaceToBSplineSurface, + geomconvert_CurveToBSplineCurve) from OCC.Core.gp import gp_Pnt, gp_XYZ from OCC.Core.Precision import precision_Confusion from OCC.Core.ShapeAnalysis import ShapeAnalysis_WireOrder from OCC.Core.ShapeFix import ShapeFix_ShapeTolerance, ShapeFix_Shell from OCC.Core.StlAPI import StlAPI_Writer from OCC.Core.TColgp import TColgp_Array1OfPnt, TColgp_Array2OfPnt -from OCC.Core.TopAbs import ( - TopAbs_EDGE, - TopAbs_FACE, - TopAbs_FORWARD, - TopAbs_SHELL, - TopAbs_WIRE, -) +from OCC.Core.TopAbs import (TopAbs_FACE, TopAbs_EDGE, TopAbs_WIRE, TopAbs_FORWARD, + TopAbs_SHELL) from OCC.Core.TopExp import TopExp_Explorer, topexp -from OCC.Core.TopoDS import ( - TopoDS_Compound, - TopoDS_Shape, - topods, - topods_Edge, - topods_Face, - topods_Shell, - topods_Wire, -) -from OCC.Display.SimpleGui import init_display +from OCC.Core.TopoDS import (topods_Face, TopoDS_Compound, topods_Shell, topods_Edge, + topods_Wire, topods, TopoDS_Shape) +from matplotlib import pyplot +from mpl_toolkits import mplot3d from stl import mesh - import pygem.filehandler as fh class NurbsHandler(fh.FileHandler): - """Nurbs file handler base class. + """ + Nurbs file handler base class :cvar str infile: name of the input file to be processed. :cvar str outfile: name of the output file where to write in. @@ -73,37 +54,36 @@ class NurbsHandler(fh.FileHandler): """ def __init__(self): - super().__init__() + super(NurbsHandler, self).__init__() self._control_point_position = None self.tolerance = 1e-6 self.shape = None self.check_topo = 0 def _check_infile_instantiation(self): - """This private method checks if `self.infile` and `self.shape` are - instantiated. - - If not it means that nobody called the parse method and at least - one of them is None. If the check fails it raises a + """ + This private method checks if `self.infile` and `self.shape` are + instantiated. If not it means that nobody called the parse method + and at least one of them is None. If the check fails it raises a RuntimeError. """ if not self.shape or not self.infile: raise RuntimeError( - "You can not write a file without having parsed one." - ) + 'You can not write a file without having parsed one.') def load_shape_from_file(self, filename): - """Abstract method to load a specific file as a shape. + """ + Abstract method to load a specific file as a shape. Not implemented, it has to be implemented in subclasses. """ - raise NotImplementedError( - "Subclass must implement abstract method" - f"{self.__class__.__name__}.load_shape_from_file" - ) + raise NotImplementedError('Subclass must implement abstract method' + '{}.load_shape_from_file'.format( + self.__class__.__name__)) - def parse(self, filename): # pylint: disable=arguments-differ - """Method to parse the file `filename`. It returns a matrix with all + def parse(self, filename): + """ + Method to parse the file `filename`. It returns a matrix with all the coordinates. :param string filename: name of the input file. @@ -111,6 +91,7 @@ def parse(self, filename): # pylint: disable=arguments-differ :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray + """ self.infile = filename self.shape = self.load_shape_from_file(filename) @@ -123,8 +104,7 @@ def parse(self, filename): # pylint: disable=arguments-differ mesh_points = np.zeros(shape=(0, 3)) while faces_explorer.More(): - # performing some conversions to get the right - # format (BSplineSurface) + # performing some conversions to get the right format (BSplineSurface) face = topods_Face(faces_explorer.Current()) nurbs_converter = BRepBuilderAPI_NurbsConvert(face) nurbs_converter.Perform(face) @@ -139,42 +119,37 @@ def parse(self, filename): # pylint: disable=arguments-differ n_poles_u = occ_face.NbUPoles() n_poles_v = occ_face.NbVPoles() control_polygon_coordinates = np.zeros( - shape=(n_poles_u * n_poles_v, 3) - ) + shape=(n_poles_u * n_poles_v, 3)) # cycle over the poles to get their coordinates i = 0 for pole_u_direction in range(n_poles_u): for pole_v_direction in range(n_poles_v): control_point_coordinates = occ_face.Pole( - pole_u_direction + 1, pole_v_direction + 1 - ) + pole_u_direction + 1, pole_v_direction + 1) control_polygon_coordinates[i, :] = [ control_point_coordinates.X(), control_point_coordinates.Y(), - control_point_coordinates.Z(), + control_point_coordinates.Z() ] i += 1 # pushing the control points coordinates to the mesh_points array # (used for FFD) mesh_points = np.append( - mesh_points, control_polygon_coordinates, axis=0 - ) + mesh_points, control_polygon_coordinates, axis=0) control_point_position.append( - control_point_position[-1] + n_poles_u * n_poles_v - ) + control_point_position[-1] + n_poles_u * n_poles_v) n_faces += 1 faces_explorer.Next() self._control_point_position = control_point_position return mesh_points - def write( - self, mesh_points, filename, tolerance=None - ): # pylint: disable=arguments-differ - """Writes a output file, called `filename`, copying all the structures - from self.filename but the coordinates. `mesh_points` is a matrix that - contains the new coordinates to write in the output file. + def write(self, mesh_points, filename, tolerance=None): + """ + Writes a output file, called `filename`, copying all the structures + from self.filename but the coordinates. `mesh_points` is a matrix + that contains the new coordinates to write in the output file. :param numpy.ndarray mesh_points: it is a *n_points*-by-3 matrix containing the coordinates of the points of the mesh. @@ -220,20 +195,19 @@ def write( for pole_u_direction in range(n_poles_u): for pole_v_direction in range(n_poles_v): control_point_coordinates = mesh_points[ - i + control_point_position[n_faces], : - ] + i + control_point_position[n_faces], :] point_xyz = gp_XYZ(*control_point_coordinates) gp_point = gp_Pnt(point_xyz) - occ_face.SetPole( - pole_u_direction + 1, pole_v_direction + 1, gp_point - ) + occ_face.SetPole(pole_u_direction + 1, pole_v_direction + 1, + gp_point) i += 1 # construct the deformed wire for the trimmed surfaces wire_maker = BRepBuilderAPI_MakeWire() tol = ShapeFix_ShapeTolerance() - brep = BRepBuilderAPI_MakeFace(occ_face, self.tolerance).Face() + brep = BRepBuilderAPI_MakeFace(occ_face, + self.tolerance).Face() brep_face = BRep_Tool.Surface(brep) # cycle on the edges @@ -245,8 +219,7 @@ def write( # evaluating the new edge: same (u,v) coordinates, but # different (x,y,x) ones edge_phis_coordinates_aux = BRepBuilderAPI_MakeEdge( - edge_uv_coordinates[0], brep_face - ) + edge_uv_coordinates[0], brep_face) edge_phis_coordinates = edge_phis_coordinates_aux.Edge() tol.SetTolerance(edge_phis_coordinates, self.tolerance) wire_maker.Add(edge_phis_coordinates) @@ -256,14 +229,16 @@ def write( wire = wire_maker.Wire() # trimming the surfaces - brep_surf = BRepBuilderAPI_MakeFace(occ_face, wire).Shape() + brep_surf = BRepBuilderAPI_MakeFace(occ_face, + wire).Shape() compound_builder.Add(compound, brep_surf) n_faces += 1 faces_explorer.Next() self.write_shape_to_file(compound, self.outfile) def check_topology(self): - """Method to check the topology of imported geometry; it sets + """ + Method to check the topology of imported geometry; it sets *self.check_topo* as: - 0 if 1 solid = 1 shell = n faces @@ -300,8 +275,9 @@ def check_topology(self): @staticmethod def parse_face(topo_face): - """Method to parse a single `Face` (a single patch nurbs surface). It - returns a matrix with all the coordinates of control points of the + """ + Method to parse a single `Face` (a single patch nurbs surface). + It returns a matrix with all the coordinates of control points of the `Face` and a second list with all the control points related to the `Edges` of the `Face.` @@ -310,6 +286,7 @@ def parse_face(topo_face): :return: control points of the `Face`, control points related to `Edges`. :rtype: tuple(numpy.ndarray, list) + """ # get some Face - Edge - Vertex data map information mesh_points_edge = [] @@ -324,9 +301,8 @@ def parse_face(topo_face): bspline_converter = BRepBuilderAPI_NurbsConvert(edge) bspline_converter.Perform(edge) bspline_tshape_edge = bspline_converter.Shape() - h_geom_edge = BRep_Tool_Curve(topods_Edge(bspline_tshape_edge))[ - 0 - ] + h_geom_edge = BRep_Tool_Curve( + topods_Edge(bspline_tshape_edge))[0] h_bspline_edge = geomconvert_CurveToBSplineCurve(h_geom_edge) bspline_geom_edge = h_bspline_edge @@ -340,11 +316,11 @@ def parse_face(topo_face): for i in range(1, nb_poles + 1): ctrlpt = edge_ctrlpts.Value(i) ctrlpt_position = np.array( - [[ctrlpt.Coord(1), ctrlpt.Coord(2), ctrlpt.Coord(3)]] - ) + [[ctrlpt.Coord(1), + ctrlpt.Coord(2), + ctrlpt.Coord(3)]]) points_single_edge = np.append( - points_single_edge, ctrlpt_position, axis=0 - ) + points_single_edge, ctrlpt_position, axis=0) mesh_points_edge.append(points_single_edge) @@ -371,19 +347,21 @@ def parse_face(topo_face): for indice_v_direction in range(1, nb_v + 1): ctrlpt = ctrlpts.Value(indice_u_direction, indice_v_direction) ctrlpt_position = np.array( - [[ctrlpt.Coord(1), ctrlpt.Coord(2), ctrlpt.Coord(3)]] - ) + [[ctrlpt.Coord(1), + ctrlpt.Coord(2), + ctrlpt.Coord(3)]]) mesh_points_face = np.append( - mesh_points_face, ctrlpt_position, axis=0 - ) + mesh_points_face, ctrlpt_position, axis=0) return mesh_points_face, mesh_points_edge def parse_shape(self, filename): - """Method to parse a Shape with multiple objects (1 compound = multi- - shells and 1 shell = multi-faces) It returns a list of matrix with all - the coordinates of control points of each Face and a second list with - all the control points related to Edges of each Face. + """ + Method to parse a Shape with multiple objects (1 compound = multi-shells + and 1 shell = multi-faces) + It returns a list of matrix with all the coordinates of control points + of each Face and a second list with all the control points related to + Edges of each Face. :param str filename: the input filename. @@ -391,6 +369,7 @@ def parse_shape(self, filename): the coordinates of the control points of the Face (surface), edge_points: it is a list of numpy.narray) :rtype: a list of shells + """ self.infile = filename self.shape = self.load_shape_from_file(filename) @@ -440,11 +419,15 @@ def parse_shape(self, filename): @staticmethod def write_edge(points_edge, topo_edge): - """Method to recreate an Edge associated to a geometric curve after the - modification of its points. :param points_edge: the deformed points - array. :param topo_edge: the Edge to be modified :return: Edge (Shape) + """ + Method to recreate an Edge associated to a geometric curve + after the modification of its points. + :param points_edge: the deformed points array. + :param topo_edge: the Edge to be modified + :return: Edge (Shape) :rtype: TopoDS_Edge + """ # convert Edge to Geom B-spline Curve nurbs_converter = BRepBuilderAPI_NurbsConvert(topo_edge) @@ -459,10 +442,8 @@ def write_edge(points_edge, topo_edge): nb_cpt = bspline_edge_curve.NbPoles() # check consistency if points_edge.shape[0] != nb_cpt: - raise ValueError( - "Input control points do not have not have the " - "same number as the geometric edge!" - ) + raise ValueError("Input control points do not have not have the " + "same number as the geometric edge!") else: for i in range(1, nb_cpt + 1): @@ -474,16 +455,18 @@ def write_edge(points_edge, topo_edge): return new_edge.Edge() def write_face(self, points_face, list_points_edge, topo_face, toledge): - """Method to recreate a Face associated to a geometric surface after - the modification of Face points. It returns a TopoDS_Face. + """ + Method to recreate a Face associated to a geometric surface + after the modification of Face points. It returns a TopoDS_Face. :param points_face: the new face points array. :param list_points_edge: new edge points :param topo_face: the face to be modified - :param toledge: tolerance on the surface creation after - modification + :param toledge: tolerance on the surface creation after modification :return: TopoDS_Face (Shape) + :rtype: TopoDS_Shape + """ # convert Face to Geom B-spline Surface @@ -499,10 +482,8 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): nb_v = bsurface.NbVPoles() # check consistency if points_face.shape[0] != nb_u * nb_v: - raise ValueError( - "Input control points do not have not have the " - "same number as the geometric face!" - ) + raise ValueError("Input control points do not have not have the " + "same number as the geometric face!") # cycle on the face points indice_cpt = 0 @@ -519,8 +500,7 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): # cycle on the wires face_wires_explorer = TopExp_Explorer( - topo_nurbsface.Oriented(TopAbs_FORWARD), TopAbs_WIRE - ) + topo_nurbsface.Oriented(TopAbs_FORWARD), TopAbs_WIRE) ind_edge_total = 0 while face_wires_explorer.More(): @@ -530,8 +510,7 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): # cycle on the edges ind_edge = 0 wire_explorer_edge = TopExp_Explorer( - twire.Oriented(TopAbs_FORWARD), TopAbs_EDGE - ) + twire.Oriented(TopAbs_FORWARD), TopAbs_EDGE) # check edges order on the wire mode3d = True tolerance_edges = toledge @@ -543,8 +522,7 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): while wire_explorer_edge.More(): tedge = topods_Edge(wire_explorer_edge.Current()) new_bspline_tedge = self.write_edge( - list_points_edge[ind_edge_total], tedge - ) + list_points_edge[ind_edge_total], tedge) deformed_edges.append(new_bspline_tedge) analyzer = topexp() @@ -577,8 +555,7 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): new_bspline_twire.Add(new_edge_toadd) else: deformed_edge_revers = deformed_edges[ - np.abs(deformed_edge_i) - 1 - ] + np.abs(deformed_edge_i) - 1] stol.SetTolerance(deformed_edge_revers, toledge) new_bspline_twire.Add(deformed_edge_revers) if new_bspline_twire.Error() != 0: @@ -592,9 +569,12 @@ def write_face(self, points_face, list_points_edge, topo_face, toledge): @staticmethod def combine_faces(compshape, sew_tolerance): - """Method to combine faces in a shell by adding connectivity and - continuity :param compshape: TopoDS_Shape :param sew_tolerance: - tolerance for sewing :return: Topo_Shell.""" + """ + Method to combine faces in a shell by adding connectivity and continuity + :param compshape: TopoDS_Shape + :param sew_tolerance: tolerance for sewing + :return: Topo_Shell + """ offsew = BRepOffsetAPI_FindContigousEdges(sew_tolerance) sew = BRepBuilderAPI_Sewing(sew_tolerance) @@ -634,14 +614,16 @@ def combine_faces(compshape, sew_tolerance): return new_shell def write_shape(self, l_shells, filename, tol): - """Method to recreate a TopoDS_Shape associated to a geometric shape - after the modification of points of each Face. It returns a - TopoDS_Shape (Shape). + """ + Method to recreate a TopoDS_Shape associated to a geometric shape + after the modification of points of each Face. It + returns a TopoDS_Shape (Shape). :param l_shells: the list of shells after initial parsing :param filename: the output filename :param tol: tolerance on the surface creation after modification :return: None + """ self.outfile = filename # global compound containing multiple shells @@ -652,8 +634,7 @@ def write_shape(self, l_shells, filename, tol): if self.check_topo == 0: # cycle on shells (multiple objects) shape_shells_explorer = TopExp_Explorer( - self.shape.Oriented(TopAbs_FORWARD), TopAbs_SHELL - ) + self.shape.Oriented(TopAbs_FORWARD), TopAbs_SHELL) ishell = 0 while shape_shells_explorer.More(): @@ -665,17 +646,13 @@ def write_shape(self, l_shells, filename, tol): # cycle on faces faces_explorer = TopExp_Explorer( - per_shell.Oriented(TopAbs_FORWARD), TopAbs_FACE - ) + per_shell.Oriented(TopAbs_FORWARD), TopAbs_FACE) iface = 0 while faces_explorer.More(): topoface = topods.Face(faces_explorer.Current()) - newface = self.write_face( - l_shells[ishell][iface][0], - l_shells[ishell][iface][1], - topoface, - tol, - ) + newface = self.write_face(l_shells[ishell][iface][0], + l_shells[ishell][iface][1], + topoface, tol) # add face to compound compound_builder.Add(comp, newface) @@ -683,14 +660,13 @@ def write_shape(self, l_shells, filename, tol): faces_explorer.Next() new_shell = self.combine_faces(comp, 0.01) - TopoDS_Shape.ShapeType(new_shell) + itype = TopoDS_Shape.ShapeType(new_shell) # add the new shell to the global compound global_compound_builder.Add(global_comp, new_shell) # TODO - # print("Shell {0} of type {1} Processed ".format(ishell - # , itype)) - # print "==============================================" + #print("Shell {0} of type {1} Processed ".format(ishell, itype)) + #print "==============================================" ishell += 1 shape_shells_explorer.Next() @@ -704,14 +680,12 @@ def write_shape(self, l_shells, filename, tol): # cycle on faces faces_explorer = TopExp_Explorer( - self.shape.Oriented(TopAbs_FORWARD), TopAbs_FACE - ) + self.shape.Oriented(TopAbs_FORWARD), TopAbs_FACE) iface = 0 while faces_explorer.More(): topoface = topods.Face(faces_explorer.Current()) - newface = self.write_face( - l_shells[0][iface][0], l_shells[0][iface][1], topoface, tol - ) + newface = self.write_face(l_shells[0][iface][0], + l_shells[0][iface][1], topoface, tol) # add face to compound compound_builder.Add(comp, newface) @@ -719,7 +693,7 @@ def write_shape(self, l_shells, filename, tol): faces_explorer.Next() new_shell = self.combine_faces(comp, 0.01) - TopoDS_Shape.ShapeType(new_shell) + itype = TopoDS_Shape.ShapeType(new_shell) # add the new shell to the global compound global_compound_builder.Add(global_comp, new_shell) @@ -730,23 +704,24 @@ def write_shape(self, l_shells, filename, tol): self.write_shape_to_file(global_comp, self.outfile) def write_shape_to_file(self, shape, filename): - """Abstract method to write the 'shape' to the `filename`. + """ + Abstract method to write the 'shape' to the `filename`. Not implemented, it has to be implemented in subclasses. """ - raise NotImplementedError( - "Subclass must implement abstract method " - + self.__class__.__name__ - + ".write_shape_to_file" - ) + raise NotImplementedError(\ + "Subclass must implement abstract method " +\ + self.__class__.__name__ + ".write_shape_to_file") def plot(self, plot_file=None, save_fig=False): - """Method to plot a file. If `plot_file` is not given it plots + """ + Method to plot a file. If `plot_file` is not given it plots `self.shape`. :param string plot_file: the filename you want to plot. :param bool save_fig: a flag to save the figure in png or not. If True the plot is not shown. + :return: figure: matlplotlib structure for the figure of the chosen geometry :rtype: matplotlib.pyplot.figure @@ -765,59 +740,50 @@ def plot(self, plot_file=None, save_fig=False): stl_mesh = BRepMesh_IncrementalMesh(shape, 0.01) stl_mesh.Perform() - stl_writer.Write(shape, "aux_figure.stl") + f = stl_writer.Write(shape, 'aux_figure.stl') # Create a new plot figure = pyplot.figure() axes = mplot3d.Axes3D(figure) # Load the STL files and add the vectors to the plot - stl_mesh = mesh.Mesh.from_file("aux_figure.stl") - os.remove("aux_figure.stl") + stl_mesh = mesh.Mesh.from_file('aux_figure.stl') + os.remove('aux_figure.stl') axes.add_collection3d( - mplot3d.art3d.Poly3DCollection(stl_mesh.vectors / 1000) - ) + mplot3d.art3d.Poly3DCollection(stl_mesh.vectors / 1000)) # Get the limits of the axis and center the geometry - max_dim = np.array( - [ - np.max(stl_mesh.vectors[:, :, 0]) / 1000, - np.max(stl_mesh.vectors[:, :, 1]) / 1000, - np.max(stl_mesh.vectors[:, :, 2]) / 1000, - ] - ) - min_dim = np.array( - [ - np.min(stl_mesh.vectors[:, :, 0]) / 1000, - np.min(stl_mesh.vectors[:, :, 1]) / 1000, - np.min(stl_mesh.vectors[:, :, 2]) / 1000, - ] - ) + max_dim = np.array([\ + np.max(stl_mesh.vectors[:, :, 0]) / 1000,\ + np.max(stl_mesh.vectors[:, :, 1]) / 1000,\ + np.max(stl_mesh.vectors[:, :, 2]) / 1000]) + min_dim = np.array([\ + np.min(stl_mesh.vectors[:, :, 0]) / 1000,\ + np.min(stl_mesh.vectors[:, :, 1]) / 1000,\ + np.min(stl_mesh.vectors[:, :, 2]) / 1000]) max_lenght = np.max(max_dim - min_dim) - axes.set_xlim( - -0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - 0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - ) - axes.set_ylim( - -0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - 0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - ) - axes.set_zlim( - -0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - 0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - ) + axes.set_xlim(\ + -.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2,\ + .6 * max_lenght + (max_dim[0] + min_dim[0]) / 2) + axes.set_ylim(\ + -.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2,\ + .6 * max_lenght + (max_dim[1] + min_dim[1]) / 2) + axes.set_zlim(\ + -.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2,\ + .6 * max_lenght + (max_dim[2] + min_dim[2]) / 2) # Show the plot to the screen if not save_fig: pyplot.show() else: - figure.savefig(plot_file.split(".")[0] + ".png") + figure.savefig(plot_file.split('.')[0] + '.png') return figure def show(self, show_file=None): - """Method to show a file. If `show_file` is not given it plots + """ + Method to show a file. If `show_file` is not given it plots `self.shape`. :param string show_file: the filename you want to show. diff --git a/pygem/cad/rbf.py b/pygem/cad/rbf.py index 0c9b5cae..3f5c310f 100644 --- a/pygem/cad/rbf.py +++ b/pygem/cad/rbf.py @@ -24,7 +24,7 @@ is defines as follows .. math:: - \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + + \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + \\sum_{i=1}^{\\mathcal{N}_C} \\gamma_i \\varphi(\\| \\boldsymbol{x} - \\boldsymbol{x_{C_i}} \\|) @@ -56,15 +56,15 @@ implemented below. """ +import numpy as np from pygem import RBF as OriginalRBF - from .cad_deformation import CADDeformation - class RBF(CADDeformation, OriginalRBF): - """Class that handles the Radial Basis Functions interpolation on CAD + """ + Class that handles the Radial Basis Functions interpolation on CAD geometries. - + :param numpy.ndarray original_control_points: it is an (*n_control_points*, *3*) array with the coordinates of the original interpolation control points before the deformation. The default is the @@ -83,7 +83,7 @@ class RBF(CADDeformation, OriginalRBF): basis functions. For details see the class :class:`~pygem.radialbasis.RBF`. The default value is 0.5. :param dict extra_parameter: the additional parameters that may be passed to - the kernel function. Default is None. + the kernel function. Default is None. :param int u_knots_to_add: the number of knots to add to the NURBS surfaces along `u` direction before the deformation. This parameter is useful whenever the gradient of the imposed deformation present spatial scales @@ -114,7 +114,7 @@ class RBF(CADDeformation, OriginalRBF): default value only if the input file scale is significantly different form mm, making some of the aforementioned operations fail. Default is 0.0001. - + :cvar numpy.ndarray weights: the matrix formed by the weights corresponding to the a-priori selected N control points, associated to the basis functions and c and Q terms that describe the polynomial of order one @@ -131,9 +131,9 @@ class RBF(CADDeformation, OriginalRBF): :cvar float radius: the scaling parameter that affects the shape of the basis functions. :cvar dict extra_parameter: the additional parameters that may be passed to - the kernel function. + the kernel function. :cvar int u_knots_to_add: the number of knots to add to the NURBS surfaces - along `u` direction before the deformation. + along `u` direction before the deformation. :cvar int v_knots_to_add: the number of knots to add to the NURBS surfaces along `v` direction before the deformation. :cvar int t_knots_to_add: the number of knots to add to the NURBS curves @@ -152,31 +152,24 @@ class RBF(CADDeformation, OriginalRBF): >>> modified_cad_file_name = "output.iges" >>> rbf(input_cad_file_name, modified_cad_file_name) """ - - def __init__( - self, - original_control_points=None, - deformed_control_points=None, - func="gaussian_spline", - radius=0.5, - extra_parameter=None, - u_knots_to_add=0, - v_knots_to_add=0, - t_knots_to_add=0, - tolerance=1e-4, - ): - OriginalRBF.__init__( - self, - original_control_points=original_control_points, - deformed_control_points=deformed_control_points, - func=func, - radius=radius, - extra_parameter=extra_parameter, - ) - CADDeformation.__init__( - self, - u_knots_to_add=u_knots_to_add, - v_knots_to_add=v_knots_to_add, - t_knots_to_add=t_knots_to_add, - tolerance=tolerance, - ) + def __init__(self, + original_control_points=None, + deformed_control_points=None, + func='gaussian_spline', + radius=0.5, + extra_parameter=None, + u_knots_to_add=0, + v_knots_to_add=0, + t_knots_to_add=0, + tolerance=1e-4): + OriginalRBF.__init__(self, + original_control_points=original_control_points, + deformed_control_points=deformed_control_points, + func=func, + radius=radius, + extra_parameter=extra_parameter) + CADDeformation.__init__(self, + u_knots_to_add=u_knots_to_add, + v_knots_to_add=v_knots_to_add, + t_knots_to_add=t_knots_to_add, + tolerance=tolerance) diff --git a/pygem/cad/stephandler.py b/pygem/cad/stephandler.py index 1c57d668..7a43d7af 100644 --- a/pygem/cad/stephandler.py +++ b/pygem/cad/stephandler.py @@ -1,18 +1,16 @@ -"""Derived module from nurbshandler.py to handle step and stp files.""" - +""" +Derived module from nurbshandler.py to handle step and stp files. +""" from OCC.Core.IFSelect import IFSelect_RetDone from OCC.Core.Interface import Interface_Static_SetCVal -from OCC.Core.STEPControl import ( - STEPControl_AsIs, - STEPControl_Reader, - STEPControl_Writer, -) - +from OCC.Core.STEPControl import STEPControl_Writer, STEPControl_Reader +from OCC.Core.STEPControl import STEPControl_AsIs from pygem.cad import NurbsHandler class StepHandler(NurbsHandler): - """Step file handler class. + """ + Step file handler class :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. @@ -36,13 +34,15 @@ class StepHandler(NurbsHandler): def __init__(self): super(StepHandler, self).__init__() self._control_point_position = None - self.extensions = [".step", ".stp"] + self.extensions = ['.step', '.stp'] def load_shape_from_file(self, filename): - """This method loads a shape from the file `filename`. + """ + This method loads a shape from the file `filename`. + + :param string filename: name of the input file. + It should have proper extension (.step or .stp) - :param string filename: name of the input file. It should have - proper extension (.step or .stp) :return: shape: loaded shape :rtype: TopoDS_Shape """ @@ -63,11 +63,12 @@ def load_shape_from_file(self, filename): raise RuntimeError("Cannot read the file.") def write_shape_to_file(self, shape, filename): - """This method saves the `shape` to the file `filename`. + """ + This method saves the `shape` to the file `filename`. :param: TopoDS_Shape shape: loaded shape - :param string filename: name of the input file. It should have - proper extension (.step or .stp) + :param string filename: name of the input file. + It should have proper extension (.step or .stp) """ self._check_filename_type(filename) self._check_extension(filename) diff --git a/pygem/cffd.py b/pygem/cffd.py index 09abd8eb..80337fec 100644 --- a/pygem/cffd.py +++ b/pygem/cffd.py @@ -1,29 +1,27 @@ -"""Utilities for performing Constrained Free Form Deformation (CFFD). +""" +Utilities for performing Constrained Free Form Deformation (CFFD). :Theoretical Insight: + + It performs Free Form Deformation while trying to enforce a costraint of the form F(x)=c. + The constraint is enforced exactly (up to numerical errors) if and only if the function is linear. + For details on Free Form Deformation see the mother class. -It performs Free Form Deformation while trying to enforce a costraint of -the form F(x)=c. The constraint is enforced exactly (up to numerical -errors) if and only if the function is linear. For details on Free Form -Deformation see the mother class. """ -import numpy as np - from pygem.ffd import FFD +import numpy as np +from scipy.optimize import LinearConstraint, differential_evolution class CFFD(FFD): - """Class that handles the Constrained Free Form Deformation on the mesh - points. + """ + Class that handles the Constrained Free Form Deformation on the mesh points. :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - :param string mode: it can be ``affine`` or ``triaffine``. The first option - is for the F that are affine in all the coordinates of the points. - The second one is for functions that are F in the coordinates of the - points. The first option implies the second, but is optimal for - that class of functions. + :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. + The second one is for functions that are F in the coordinates of the points. The first option implies the second, but is optimal for that class of functions. :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of @@ -36,47 +34,42 @@ class CFFD(FFD): y, normalized with the box length y. :cvar numpy.ndarray array_mu_z: collects the displacements (weights) along z, normalized with the box length z. - :cvar callable fun: it defines the F of the constraint F(x)=c. - Default is the constant 1 function. - :cvar numpy.ndarray fixval: it defines the c of the - constraint F(x)=c. Default is 1. - :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, - to enforce the constraint. - The tensor has shape (n_x,n_y,n_z,3), where the last dimension - indicates movement + :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. + :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. + :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce the constraint. + The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement on x,y,z respectively. Default is all true. - :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class - on which axis which constraint depends on. The tensor has shape - (n_cons,3), where the last dimension indicates dependency - on x,y,z respectively. Default is all true. - It used only in the triaffine mode. + :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class + on which axis which constraint depends on. The tensor has shape (n_cons,3), where the last dimension indicates dependency on + on x,y,z respectively. Default is all true. It used only in the triaffine mode. :Example: >>> from pygem import CFFD >>> import numpy as np - >>> original_mesh_points = - np.load("tests/test_datasets/test_sphere_cffd.npy") - >>> A= np.random.rand(3, original_mesh_points[:-4].reshape(-1).shape[0]) + >>> original_mesh_points = np.load("tests/test_datasets/test_sphere_cffd.npy") + >>> A = np.random.rand(3, original_mesh_points[:-4].reshape(-1).shape[0]) >>> fun = lambda x: A @ x.reshape(-1) >>> b = np.random.rand(3) >>> cffd = CFFD(b, fun, [2, 2, 2]) >>> cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') >>> cffd.adjust_control_points(original_mesh_points[:-4]) - >>> assert np.isclose(np.linalg.norm(fun(cffd.ffd(original_mesh_points - ... [:-4])) - b), np.array([0.]), atol = 1e-06) + >>> assert np.isclose(np.linalg.norm(fun(cffd.ffd(original_mesh_points[:-4])) - b), np.array([0.]), atol = 1e-06) >>> new_mesh_points = cffd.ffd(original_mesh_points) - """ - def __init__( - self, fixval, fun, n_control_points=None, ffd_mask=None, fun_mask=None - ): + """ + def __init__(self, + fixval, + fun, + n_control_points=None, + ffd_mask=None, + fun_mask=None): super().__init__(n_control_points) if ffd_mask is None: - self.ffd_mask = np.full( - (*self.n_control_points, 3), True, dtype=bool - ) + self.ffd_mask = np.full((*self.n_control_points, 3), + True, + dtype=bool) else: self.ffd_mask = ffd_mask @@ -89,65 +82,60 @@ def __init__( self.fun_mask = fun_mask def adjust_control_points(self, src_pts): - """Adjust the FFD control points such that fun(ffd(src_pts))=fixval. - - :param np.ndarray src_pts: the points whose deformation we want - to be constrained. + ''' + Adjust the FFD control points such that fun(ffd(src_pts))=fixval + + :param np.ndarray src_pts: the points whose deformation we want to be + constrained. :rtype: None. - """ + ''' hyper_param = self.fun_mask.copy().astype(float) hyper_param = hyper_param / np.sum(hyper_param, axis=1) mask_bak = self.ffd_mask.copy() fixval_bak = self.fixval.copy() diffvolume = self.fixval - self.fun(self.ffd(src_pts)) for i in range(3): - self.ffd_mask = np.full( - (*self.n_control_points, 3), False, dtype=bool - ) + self.ffd_mask = np.full((*self.n_control_points, 3), + False, + dtype=bool) self.ffd_mask[:, :, :, i] = mask_bak[:, :, :, i].copy() - self.fixval = self.fun(self.ffd(src_pts)) + hyper_param[:, i] * ( - diffvolume - ) + self.fixval = self.fun( + self.ffd(src_pts)) + hyper_param[:, i] * (diffvolume) saved_parameters = self._save_parameters() - indices = np.arange(np.prod(self.n_control_points) * 3)[ - self.ffd_mask.reshape(-1) - ] - # pylint: disable=C0103 - A, b = self._compute_linear_map( - src_pts, saved_parameters.copy(), indices - ) + indices = np.arange(np.prod(self.n_control_points) * + 3)[self.ffd_mask.reshape(-1)] + A, b = self._compute_linear_map(src_pts, saved_parameters.copy(), + indices) A = A[self.fun_mask[:, i].reshape(-1), :] b = b[self.fun_mask[:, i].reshape(-1)] d = A @ saved_parameters[indices] + b fixval = self.fixval[self.fun_mask[:, i].reshape(-1)] - deltax = np.linalg.multi_dot( - [ - A.T, - np.linalg.inv(np.linalg.multi_dot([A, A.T])), - (fixval - d), - ] - ) + deltax = np.linalg.multi_dot([ + A.T, + np.linalg.inv(np.linalg.multi_dot([A, A.T])), (fixval - d) + ]) saved_parameters[indices] = saved_parameters[indices] + deltax self._load_parameters(saved_parameters) self.ffd_mask = mask_bak.copy() self.fixval = fixval_bak.copy() def ffd(self, src_pts): - """Performs Classic Free Form Deformation. - + ''' + Performs Classic Free Form Deformation. + :param np.ndarray src_pts: the points to deform. :return: the deformed points. :rtype: numpy.ndarray - """ + ''' return super().__call__(src_pts) def _save_parameters(self): - """Saves the FFD control points in an array of shape [n_x,ny,nz,3]. + ''' + Saves the FFD control points in an array of shape [n_x,ny,nz,3]. - :return: the FFD control points in an array of shape - [n_x,ny,nz,3]. + :return: the FFD control points in an array of shape [n_x,ny,nz,3]. :rtype: numpy.ndarray - """ + ''' tmp = np.zeros([*self.n_control_points, 3]) tmp[:, :, :, 0] = self.array_mu_x tmp[:, :, :, 1] = self.array_mu_y @@ -155,49 +143,45 @@ def _save_parameters(self): return tmp.reshape(-1) def _load_parameters(self, tmp): - """Loads the FFD control points from an array of shape [n_x,ny,nz,3]. + ''' + Loads the FFD control points from an array of shape [n_x,ny,nz,3]. :param np.ndarray tmp: the array of FFD control points. :rtype: None - """ + ''' tmp = tmp.reshape(*self.n_control_points, 3) self.array_mu_x = tmp[:, :, :, 0] self.array_mu_y = tmp[:, :, :, 1] self.array_mu_z = tmp[:, :, :, 2] def _compute_linear_map(self, src_pts, saved_parameters, indices): - """Computes the coefficient and the intercept of the linear map from - the control points to the output. - + ''' + Computes the coefficient and the intercept of the linear map from the control points to the output. + :param np.ndarray src_pts: the points to deform. - :param np.ndarray saved_parameters: the array of FFD control - points. + :param np.ndarray saved_parameters: the array of FFD control points. :return: a tuple containing the coefficient and the intercept. :rtype: tuple(np.ndarray,np.ndarray) - """ + ''' n_indices = len(indices) inputs = np.zeros([n_indices + 1, n_indices + 1]) outputs = np.zeros([n_indices + 1, self.fixval.shape[0]]) np.random.seed(0) - for i in range( - n_indices + 1 - ): # now we generate the interpolation points + for i in range(n_indices + + 1): ##now we generate the interpolation points tmp = np.random.rand(1, n_indices) tmp = tmp.reshape(1, -1) - inputs[i] = np.hstack( - [tmp, np.ones((tmp.shape[0], 1))] - ) # dependent variable + inputs[i] = np.hstack([tmp, np.ones( + (tmp.shape[0], 1))]) #dependent variable saved_parameters[indices] = tmp self._load_parameters( saved_parameters - ) # loading the depent variable as a control point + ) #loading the depent variable as a control point def_pts = super().__call__( - src_pts - ) # computing the deformation with the dependent variable - outputs[i] = self.fun(def_pts) # computing the independent variable - sol = np.linalg.lstsq( - inputs, outputs, rcond=None - ) # computation of the linear map - A = sol[0].T[:, :-1] # coefficient pylint: disable=C0103 - b = sol[0].T[:, -1] # intercept pylint: disable=C0103 - return A, b + src_pts) #computing the deformation with the dependent variable + outputs[i] = self.fun(def_pts) #computing the independent variable + sol = np.linalg.lstsq(inputs, outputs, + rcond=None) #computation of the linear map + A = sol[0].T[:, :-1] #coefficient + b = sol[0].T[:, -1] #intercept + return A, b \ No newline at end of file diff --git a/pygem/custom_deformation.py b/pygem/custom_deformation.py index 57c7ac59..d938099a 100644 --- a/pygem/custom_deformation.py +++ b/pygem/custom_deformation.py @@ -1,19 +1,19 @@ -"""Module for a custom deformation.""" - +""" +Module for a custom deformation. +""" import numpy as np from pygem import Deformation +class CustomDeformation(Deformation): + """ + Class to perform a custom deformation to the mesh points. -class CustomDeformation(Deformation): # pylint: disable=too-few-public-methods - """Class to perform a custom deformation to the mesh points. - - :param callable func: the function definying the deformation of the - input points. This function should take as input: - *i*) a 2D array of shape (*n_points*, *3*) in which the points are - arranged by row, or *ii*) an iterable object with 3 components. - In this last case, computation of deformation is not vectorized - and the overall cost may become heavy. + :param callable func: the function definying the deformation of the input + points. This function should take as input: *i*) a 2D array of shape + (*n_points*, *3*) in which the points are arranged by row, or *ii*) an + iterable object with 3 components. In this last case, computation of + deformation is not vectorized and the overall cost may become heavy. :Example: @@ -37,15 +37,16 @@ def __init__(self, func): self.__func = func def __call__(self, src_pts): - """This method performs the deformation on the input points. + """ + This method performs the deformation on the input points. - :param numpy.ndarray src_pts: the array of dimensions - (*n_points*, *3*) containing the points to deform. The - points have to be arranged by row. + :param numpy.ndarray src_pts: the array of dimensions (*n_points*, *3*) + containing the points to deform. The points have to be arranged by + row. :return: the deformed points :rtype: numpy.ndarray (with shape = (*n_points*, *3*)) """ try: return self.__func(src_pts) - except (ValueError, TypeError): + except: return np.array([self.__func(pt) for pt in src_pts]) diff --git a/pygem/deformation.py b/pygem/deformation.py index 8a9545c0..7cfb13ce 100644 --- a/pygem/deformation.py +++ b/pygem/deformation.py @@ -1,16 +1,16 @@ -"""Module for the abstract Deformation class.""" +""" +Module for the abstract Deformation class +""" from abc import ABC, abstractmethod - - -# pylint: disable=R0903 + class Deformation(ABC): - """Abstract class for generic deformation. - - This class should be inherited for the development of new - deformation techniques. """ - + Abstract class for generic deformation. + This class should be inherited for the development of new deformation + techniques. + """ + @abstractmethod def __init__(self, value): pass diff --git a/pygem/elmerhandler.py b/pygem/elmerhandler.py index 5feda262..11569176 100644 --- a/pygem/elmerhandler.py +++ b/pygem/elmerhandler.py @@ -1,29 +1,31 @@ -"""Derived module from filehandler.py to handle ElmerFEM files.""" - +""" +Derived module from filehandler.py to handle ElmerFEM files. +""" import numpy as np - import pygem.filehandler as fh class ElmerHandler(fh.FileHandler): - """Elmer mesh file handler class. + """ + Elmer mesh file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - equal to ['.node'] since elmer files do not have extension. + :cvar list extensions: extensions of the input/output files. It + is equal to ['.node'] since elmer files do not have extension. """ def __init__(self): - super().__init__() - self.extensions = [".nodes"] + super(ElmerHandler, self).__init__() + self.extensions = ['.nodes'] - def parse(self, filename): # pylint: disable=arguments-differ - """Method to parse the `filename`. It returns a matrix with all the - coordinates. + def parse(self, filename): + """ + Method to parse the `filename`. It returns a matrix with all + the coordinates. :param string filename: name of the input file. - + :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray @@ -39,17 +41,17 @@ def parse(self, filename): # pylint: disable=arguments-differ i = 0 n_points = 0 - with open(self.infile, "r", encoding="utf-8") as input_file: + with open(self.infile, 'r') as input_file: for line in input_file: n_points += 1 mesh_points = np.zeros(shape=(n_points, 3)) - with open(self.infile, "r", encoding="utf=8") as input_file: - + with open(self.infile, 'r') as input_file: + i = 0 for line in input_file: - numbers = line.split() # [n1 p x y z] -> [x y z] - del numbers[0:2] + numbers = line.split() #[n1 p x y z] -> [x y z] + del numbers[0:2] j = 0 for number in numbers: @@ -60,10 +62,12 @@ def parse(self, filename): # pylint: disable=arguments-differ return mesh_points - def write(self, mesh_points, filename): # pylint: disable=arguments-differ - """Writes a elmer file, called filename, copying all the lines from - self.filename but the coordinates. mesh_points is a matrix that - contains the new coordinates to write in the elmer file. + def write(self, mesh_points, filename): + """ + Writes a elmer file, called filename, copying all the + lines from self.filename but the coordinates. mesh_points + is a matrix that contains the new coordinates to write in + the elmer file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh. @@ -78,25 +82,16 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ n_points = mesh_points.shape[0] i = 0 - with ( - open(self.infile, "r", encoding="utf-8") as input_file, - open(self.outfile, "w", encoding="utf-8") as output_file, - ): + with open(self.infile, 'r') as input_file, open(self.outfile, + 'w') as output_file: for line in input_file: - numbers = line.split() # [n1 p x y z] - - output_file.write( - numbers[0] - + " " - + numbers[1] - + " " - + str(mesh_points[i][0]) - + " " - + str(mesh_points[i][1]) - + " " - + str(mesh_points[i][2]) - ) + numbers = line.split() #[n1 p x y z] + + output_file.write(numbers[0] + ' ' +numbers[1] + ' ' \ + + str(mesh_points[i][0]) + ' ' + str(mesh_points[i][1]) \ + + ' ' + str(mesh_points[i][2])) i += 1 if i != n_points: - output_file.write("\n") + output_file.write('\n') + \ No newline at end of file diff --git a/pygem/ffd.py b/pygem/ffd.py index c964dd03..ab98870b 100644 --- a/pygem/ffd.py +++ b/pygem/ffd.py @@ -1,4 +1,5 @@ -"""Utilities for performing Free Form Deformation (FFD). +""" +Utilities for performing Free Form Deformation (FFD). :Theoretical Insight: @@ -7,7 +8,7 @@ *Sederberg, Thomas W., and Scott R. Parry. "Free-form deformation of solid geometric models." ACM SIGGRAPH computer graphics 20.4 (1986): 151-160*. It consists in three different step: - + - Mapping the physical domain to the reference one with map :math:`\\boldsymbol{\\psi}`. In the code it is named *transformation*. @@ -34,33 +35,31 @@ where :math:`\\mathsf{b}_{lmn}` are Bernstein polynomials. We improve the traditional version by allowing a rotation of the FFD lattice in order to give more flexibility to the tool. - + You can try to add more shapes to the lattice to allow more and more involved transformations. -""" +""" try: - import configparser + import configparser as configparser except ImportError: import ConfigParser as configparser - -import copy import os - +import copy import numpy as np from scipy import special from pygem import Deformation -from pygem.utils import angles2matrix, fit_affine_transformation +from pygem.utils import fit_affine_transformation, angles2matrix -# pylint: disable=too-many-instance-attributes class FFD(Deformation): - """Class that handles the Free Form Deformation on the mesh points. + """ + Class that handles the Free Form Deformation on the mesh points. :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - + :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of @@ -87,15 +86,14 @@ class FFD(Deformation): >>> 'tests/test_datasets/meshpoints_sphere_orig.npy') >>> new_mesh_points = ffd(original_mesh_points) """ - reference_frame = np.array([[0, 0, 0], [1, 0, 0], [0, 1, 0], [0, 0, 1]]) def __init__(self, n_control_points=None): - self.conversion_unit = 1.0 # TODO: unused at the moment + self.conversion_unit = 1. # TODO: unused at the moment - self.box_length = np.array([1.0, 1.0, 1.0]) - self.box_origin = np.array([0.0, 0.0, 0.0]) - self.rot_angle = np.array([0.0, 0.0, 0.0]) + self.box_length = np.array([1., 1., 1.]) + self.box_origin = np.array([0., 0., 0.]) + self.rot_angle = np.array([0., 0., 0.]) self.array_mu_x = None self.array_mu_y = None @@ -107,7 +105,8 @@ def __init__(self, n_control_points=None): @property def n_control_points(self): - """The number of control points in X, Y and Z directions. + """ + The number of control points in X, Y and Z directions :rtype: numpy.ndarray """ @@ -122,7 +121,8 @@ def n_control_points(self, npts): @property def psi(self): - """Return the function that map the physical domain to the reference + """ + Return the function that map the physical domain to the reference domain. :rtype: callable @@ -132,7 +132,8 @@ def psi(self): @property def inverse_psi(self): - """Return the function that map the reference domain to the physical + """ + Return the function that map the reference domain to the physical domain. :rtype: callable @@ -141,13 +142,13 @@ def inverse_psi(self): return fit_affine_transformation(self.reference_frame, physical_frame) @property - def T(self): # pylint: disable=invalid-name - """Return the function that deforms the points within the unit cube. + def T(self): + """ + Return the function that deforms the points within the unit cube. :rtype: callable """ - - def T_mapping(points): # pylint: disable=invalid-name + def T_mapping(points): (n_rows, n_cols) = points.shape (dim_n_mu, dim_m_mu, dim_t_mu) = self.array_mu_x.shape @@ -159,43 +160,37 @@ def T_mapping(points): # pylint: disable=invalid-name shift_points = np.zeros((n_cols, n_rows)) # TODO check no-loop implementation - # bernstein_x = ( + #bernstein_x = ( # np.power(mesh_points[:, 0][:, None], range(dim_n_mu)) * - # np.power(1 - mesh_points[:, 0][:, None], - # range(dim_n_mu-1, -1, -1)) * - # special.binom(np.array([dim_n_mu-1]*dim_n_mu), - # np.arange(dim_n_mu)) - # ) + # np.power(1 - mesh_points[:, 0][:, None], range(dim_n_mu-1, -1, -1)) * + # special.binom(np.array([dim_n_mu-1]*dim_n_mu), np.arange(dim_n_mu)) + #) for i in range(0, dim_n_mu): aux1 = np.power((1 - points[:, 0]), dim_n_mu - 1 - i) aux2 = np.power(points[:, 0], i) - bernstein_x[i, :] = special.binom( - dim_n_mu - 1, i - ) * np.multiply(aux1, aux2) + bernstein_x[i, :] = (special.binom(dim_n_mu - 1, i) * + np.multiply(aux1, aux2)) for i in range(0, dim_m_mu): aux1 = np.power((1 - points[:, 1]), dim_m_mu - 1 - i) aux2 = np.power(points[:, 1], i) - bernstein_y[i, :] = special.binom( - dim_m_mu - 1, i - ) * np.multiply(aux1, aux2) + bernstein_y[i, :] = special.binom(dim_m_mu - 1, + i) * np.multiply(aux1, aux2) for i in range(0, dim_t_mu): aux1 = np.power((1 - points[:, 2]), dim_t_mu - 1 - i) aux2 = np.power(points[:, 2], i) - bernstein_z[i, :] = special.binom( - dim_t_mu - 1, i - ) * np.multiply(aux1, aux2) + bernstein_z[i, :] = special.binom(dim_t_mu - 1, + i) * np.multiply(aux1, aux2) - aux_x = 0.0 - aux_y = 0.0 - aux_z = 0.0 + aux_x = 0. + aux_y = 0. + aux_z = 0. for j in range(0, dim_m_mu): for k in range(0, dim_t_mu): - bernstein_yz = np.multiply( - bernstein_y[j, :], bernstein_z[k, :] - ) + bernstein_yz = np.multiply(bernstein_y[j, :], + bernstein_z[k, :]) for i in range(0, dim_n_mu): aux = np.multiply(bernstein_x[i, :], bernstein_yz) aux_x += aux * self.array_mu_x[i, j, k] @@ -211,38 +206,39 @@ def T_mapping(points): # pylint: disable=invalid-name @property def rotation_matrix(self): - """The rotation matrix (according to rot_angle_x, rot_angle_y, + """ + The rotation matrix (according to rot_angle_x, rot_angle_y, rot_angle_z). :rtype: numpy.ndarray """ - return angles2matrix( - np.radians(self.rot_angle[2]), - np.radians(self.rot_angle[1]), - np.radians(self.rot_angle[0]), - ) + return angles2matrix(np.radians(self.rot_angle[2]), + np.radians(self.rot_angle[1]), + np.radians(self.rot_angle[0])) @property def position_vertices(self): - """The position of the vertices of the FFD bounding box. + """ + The position of the vertices of the FFD bounding box. :rtype: numpy.ndarray """ - return self.box_origin + np.vstack( - [ - np.zeros((1, 3)), - self.rotation_matrix.dot(np.diag(self.box_length)).T, - ] - ) + return self.box_origin + np.vstack([ + np.zeros((1, 3)), + self.rotation_matrix.dot(np.diag(self.box_length)).T + ]) def reset_weights(self): - """Set transformation parameters to arrays of zeros.""" + """ + Set transformation parameters to arrays of zeros. + """ self.array_mu_x.fill(0.0) self.array_mu_y.fill(0.0) self.array_mu_z.fill(0.0) - def read_parameters(self, filename="parameters.prm"): - """Reads in the parameters file and fill the self structure. + def read_parameters(self, filename='parameters.prm'): + """ + Reads in the parameters file and fill the self structure. :param string filename: parameters file to be read in. """ @@ -258,53 +254,49 @@ def read_parameters(self, filename="parameters.prm"): config = configparser.RawConfigParser() config.read(filename) - self.n_control_points[0] = config.getint( - "Box info", "n control points x" - ) - self.n_control_points[1] = config.getint( - "Box info", "n control points y" - ) - self.n_control_points[2] = config.getint( - "Box info", "n control points z" - ) + self.n_control_points[0] = config.getint('Box info', + 'n control points x') + self.n_control_points[1] = config.getint('Box info', + 'n control points y') + self.n_control_points[2] = config.getint('Box info', + 'n control points z') - self.box_length[0] = config.getfloat("Box info", "box length x") - self.box_length[1] = config.getfloat("Box info", "box length y") - self.box_length[2] = config.getfloat("Box info", "box length z") + self.box_length[0] = config.getfloat('Box info', 'box length x') + self.box_length[1] = config.getfloat('Box info', 'box length y') + self.box_length[2] = config.getfloat('Box info', 'box length z') - self.box_origin[0] = config.getfloat("Box info", "box origin x") - self.box_origin[1] = config.getfloat("Box info", "box origin y") - self.box_origin[2] = config.getfloat("Box info", "box origin z") + self.box_origin[0] = config.getfloat('Box info', 'box origin x') + self.box_origin[1] = config.getfloat('Box info', 'box origin y') + self.box_origin[2] = config.getfloat('Box info', 'box origin z') - self.rot_angle[0] = config.getfloat("Box info", "rotation angle x") - self.rot_angle[1] = config.getfloat("Box info", "rotation angle y") - self.rot_angle[2] = config.getfloat("Box info", "rotation angle z") + self.rot_angle[0] = config.getfloat('Box info', 'rotation angle x') + self.rot_angle[1] = config.getfloat('Box info', 'rotation angle y') + self.rot_angle[2] = config.getfloat('Box info', 'rotation angle z') self.array_mu_x = np.zeros(self.n_control_points) self.array_mu_y = np.zeros(self.n_control_points) self.array_mu_z = np.zeros(self.n_control_points) - mux = config.get("Parameters weights", "parameter x") - muy = config.get("Parameters weights", "parameter y") - muz = config.get("Parameters weights", "parameter z") + mux = config.get('Parameters weights', 'parameter x') + muy = config.get('Parameters weights', 'parameter y') + muz = config.get('Parameters weights', 'parameter z') - for line in mux.split("\n"): + for line in mux.split('\n'): values = np.array(line.split()) self.array_mu_x[tuple(map(int, values[0:3]))] = float(values[3]) - for line in muy.split("\n"): + for line in muy.split('\n'): values = line.split() self.array_mu_y[tuple(map(int, values[0:3]))] = float(values[3]) - for line in muz.split("\n"): + for line in muz.split('\n'): values = line.split() self.array_mu_z[tuple(map(int, values[0:3]))] = float(values[3]) - def write_parameters( - self, filename="parameters.prm" - ): # pylint: disable=too-many-statements - """This method writes a parameters file (.prm) called `filename` and - fills it with all the parameters class members. + def write_parameters(self, filename='parameters.prm'): + """ + This method writes a parameters file (.prm) called `filename` and fills + it with all the parameters class members. :param string filename: parameters file to be written out. """ @@ -312,178 +304,152 @@ def write_parameters( raise TypeError("filename must be a string") output_string = "" - output_string += "\n[Box info]\n" - output_string += "# This section collects all the properties of the" - output_string += " FFD bounding box.\n" - - output_string += "\n# n control points indicates the number of control" - output_string += " points in each direction (x, y, z).\n" - output_string += "# For example, to create a 2 x 3 x 2 grid, use the" - output_string += " following: n control points: 2, 3, 2\n" - output_string += ( - "n control points x: " + str(self.n_control_points[0]) + "\n" - ) - output_string += ( - "n control points y: " + str(self.n_control_points[1]) + "\n" - ) - output_string += ( - "n control points z: " + str(self.n_control_points[2]) + "\n" - ) - - output_string += "\n# box length indicates the length of the FFD " - output_string += "bounding box along the three canonical directions " - output_string += "(x, y, z).\n" - - output_string += "# It uses the local coordinate system.\n" - output_string += "# For example to create a 2 x 1.5 x 3 meters box " - output_string += "use the following: box length: 2.0, 1.5, 3.0\n" - - output_string += "box length x: " + str(self.box_length[0]) + "\n" - output_string += "box length y: " + str(self.box_length[1]) + "\n" - output_string += "box length z: " + str(self.box_length[2]) + "\n" - - output_string += "\n# box origin indicates the x, y, and z coordinates " - output_string += "of the origin of the FFD bounding box. That is " - output_string += "center of\n" - - output_string += "# rotation of the bounding box. It corresponds to " - output_string += "the point coordinates with position [0][0][0].\n" + output_string += '\n[Box info]\n' + output_string += '# This section collects all the properties of the' + output_string += ' FFD bounding box.\n' + + output_string += '\n# n control points indicates the number of control' + output_string += ' points in each direction (x, y, z).\n' + output_string += '# For example, to create a 2 x 3 x 2 grid, use the' + output_string += ' following: n control points: 2, 3, 2\n' + output_string += 'n control points x: ' + str( + self.n_control_points[0]) + '\n' + output_string += 'n control points y: ' + str( + self.n_control_points[1]) + '\n' + output_string += 'n control points z: ' + str( + self.n_control_points[2]) + '\n' + + output_string += '\n# box length indicates the length of the FFD ' + output_string += 'bounding box along the three canonical directions ' + output_string += '(x, y, z).\n' + + output_string += '# It uses the local coordinate system.\n' + output_string += '# For example to create a 2 x 1.5 x 3 meters box ' + output_string += 'use the following: box length: 2.0, 1.5, 3.0\n' + + output_string += 'box length x: ' + str(self.box_length[0]) + '\n' + output_string += 'box length y: ' + str(self.box_length[1]) + '\n' + output_string += 'box length z: ' + str(self.box_length[2]) + '\n' + + output_string += '\n# box origin indicates the x, y, and z coordinates ' + output_string += 'of the origin of the FFD bounding box. That is ' + output_string += 'center of\n' + + output_string += '# rotation of the bounding box. It corresponds to ' + output_string += 'the point coordinates with position [0][0][0].\n' output_string += '# See section "Parameters weights" for more ' - output_string += "details.\n" - output_string += "# For example, if the origin is equal to 0., 0., 0., " - output_string += "use the following: box origin: 0., 0., 0.\n" - - output_string += "box origin x: " + str(self.box_origin[0]) + "\n" - output_string += "box origin y: " + str(self.box_origin[1]) + "\n" - output_string += "box origin z: " + str(self.box_origin[2]) + "\n" - - output_string += "\n# rotation angle indicates the rotation angle " - output_string += "around the x, y, and z axis of the FFD bounding box " - output_string += "in degrees.\n" - - output_string += "# The rotation is done with respect to the box " - output_string += "origin.\n" - output_string += "# For example, to rotate the box by 2 deg along " - output_string += "the z " - output_string += "direction, use the following: rotation angle: " - output_string += "0., 0., 2.\n" - - output_string += "rotation angle x: " + str(self.rot_angle[0]) + "\n" - output_string += "rotation angle y: " + str(self.rot_angle[1]) + "\n" - output_string += "rotation angle z: " + str(self.rot_angle[2]) + "\n" - - output_string += "\n\n[Parameters weights]\n" - output_string += "# This section describes the weights of the FFD " - output_string += "control points.\n" - - output_string += "# We adopt the following convention:\n" - output_string += "# For example with a 2x2x2 grid of control points we " - output_string += "have to fill a 2x2x2 matrix of weights.\n" - - output_string += "# If a weight is equal to zero you can discard the " - output_string += "line since the default is zero.\n" - - output_string += "#\n" - output_string += "# | x index | y index | z index | weight |\n" - output_string += "# --------------------------------------\n" - output_string += "# | 0 | 0 | 0 | 1.0 |\n" - output_string += "# | 0 | 1 | 1 | 0.0 | --> you " - output_string += "can erase this line without effects\n" - output_string += "# | 0 | 1 | 0 | -2.1 |\n" - output_string += "# | 0 | 0 | 1 | 3.4 |\n" - - output_string += "\n# parameter x collects the displacements along x, " - output_string += "normalized with the box length x." - - output_string += "\nparameter x:" + output_string += 'details.\n' + output_string += '# For example, if the origin is equal to 0., 0., 0., ' + output_string += 'use the following: box origin: 0., 0., 0.\n' + + output_string += 'box origin x: ' + str(self.box_origin[0]) + '\n' + output_string += 'box origin y: ' + str(self.box_origin[1]) + '\n' + output_string += 'box origin z: ' + str(self.box_origin[2]) + '\n' + + output_string += '\n# rotation angle indicates the rotation angle ' + output_string += 'around the x, y, and z axis of the FFD bounding box ' + output_string += 'in degrees.\n' + + output_string += '# The rotation is done with respect to the box ' + output_string += 'origin.\n' + output_string += '# For example, to rotate the box by 2 deg along ' + output_string += 'the z ' + output_string += 'direction, use the following: rotation angle: ' + output_string += '0., 0., 2.\n' + + output_string += 'rotation angle x: ' + str(self.rot_angle[0]) + '\n' + output_string += 'rotation angle y: ' + str(self.rot_angle[1]) + '\n' + output_string += 'rotation angle z: ' + str(self.rot_angle[2]) + '\n' + + output_string += '\n\n[Parameters weights]\n' + output_string += '# This section describes the weights of the FFD ' + output_string += 'control points.\n' + + output_string += '# We adopt the following convention:\n' + output_string += '# For example with a 2x2x2 grid of control points we ' + output_string += 'have to fill a 2x2x2 matrix of weights.\n' + + output_string += '# If a weight is equal to zero you can discard the ' + output_string += 'line since the default is zero.\n' + + output_string += '#\n' + output_string += '# | x index | y index | z index | weight |\n' + output_string += '# --------------------------------------\n' + output_string += '# | 0 | 0 | 0 | 1.0 |\n' + output_string += '# | 0 | 1 | 1 | 0.0 | --> you ' + output_string += 'can erase this line without effects\n' + output_string += '# | 0 | 1 | 0 | -2.1 |\n' + output_string += '# | 0 | 0 | 1 | 3.4 |\n' + + output_string += '\n# parameter x collects the displacements along x, ' + output_string += 'normalized with the box length x.' + + output_string += '\nparameter x:' offset = 1 for i in range(0, self.n_control_points[0]): for j in range(0, self.n_control_points[1]): for k in range(0, self.n_control_points[2]): - output_string += ( - offset * " " - + str(i) - + " " - + str(j) - + " " - + str(k) - + " " - + str(self.array_mu_x[i][j][k]) - + "\n" - ) + output_string += offset * ' ' + str(i) + ' ' + str( + j) + ' ' + str(k) + ' ' + str( + self.array_mu_x[i][j][k]) + '\n' offset = 13 - output_string += "\n# parameter y collects the displacements along y, " - output_string += "normalized with the box length y." + output_string += '\n# parameter y collects the displacements along y, ' + output_string += 'normalized with the box length y.' - output_string += "\nparameter y:" + output_string += '\nparameter y:' offset = 1 for i in range(0, self.n_control_points[0]): for j in range(0, self.n_control_points[1]): for k in range(0, self.n_control_points[2]): - output_string += ( - offset * " " - + str(i) - + " " - + str(j) - + " " - + str(k) - + " " - + str(self.array_mu_y[i][j][k]) - + "\n" - ) + output_string += offset * ' ' + str(i) + ' ' + str( + j) + ' ' + str(k) + ' ' + str( + self.array_mu_y[i][j][k]) + '\n' offset = 13 - output_string += "\n# parameter z collects the displacements along z, " - output_string += "normalized with the box length z." + output_string += '\n# parameter z collects the displacements along z, ' + output_string += 'normalized with the box length z.' - output_string += "\nparameter z:" + output_string += '\nparameter z:' offset = 1 for i in range(0, self.n_control_points[0]): for j in range(0, self.n_control_points[1]): for k in range(0, self.n_control_points[2]): - output_string += ( - offset * " " - + str(i) - + " " - + str(j) - + " " - + str(k) - + " " - + str(self.array_mu_z[i][j][k]) - + "\n" - ) + output_string += offset * ' ' + str(i) + ' ' + str( + j) + ' ' + str(k) + ' ' + str( + self.array_mu_z[i][j][k]) + '\n' offset = 13 - with open(filename, "w", encoding="utf-8") as file_handle: - file_handle.write(output_string) + with open(filename, 'w') as f: + f.write(output_string) def __str__(self): - """This method prints all the FFD parameters on the screen. - - Its purpose is for debugging. + """ + This method prints all the FFD parameters on the screen. Its purpose is + for debugging. """ string = "" - string += f"conversion_unit = {(self.conversion_unit)}\n" - string += f"n_control_points = {self.n_control_points}\n\n" - string += f"box_length = {self.box_length}\n" - string += f"box_origin = {self.box_origin}\n" - string += f"rot_angle = {self.rot_angle}\n" - string += f"\narray_mu_x =\n{self.array_mu_x}\n" - string += f"\narray_mu_y =\n{self.array_mu_y}\n" - string += f"\narray_mu_z =\n{self.array_mu_z}\n" - string += f"\nrotation_matrix = \n{self.rotation_matrix}\n" - string += f"\nposition_vertices = {self.position_vertices}\n" + string += 'conversion_unit = {}\n'.format(self.conversion_unit) + string += 'n_control_points = {}\n\n'.format(self.n_control_points) + string += 'box_length = {}\n'.format(self.box_length) + string += 'box_origin = {}\n'.format(self.box_origin) + string += 'rot_angle = {}\n'.format(self.rot_angle) + string += '\narray_mu_x =\n{}\n'.format(self.array_mu_x) + string += '\narray_mu_y =\n{}\n'.format(self.array_mu_y) + string += '\narray_mu_z =\n{}\n'.format(self.array_mu_z) + string += '\nrotation_matrix = \n{}\n'.format(self.rotation_matrix) + string += '\nposition_vertices = {}\n'.format(self.position_vertices) return string def control_points(self, deformed=True): - """Method that returns the FFD control points. If the `deformed` flag - is set to True the method returns the deformed lattice, otherwise it + """ + Method that returns the FFD control points. If the `deformed` flag is + set to True the method returns the deformed lattice, otherwise it returns the original undeformed lattice. - :param bool deformed: flag to select the original or modified - FFD control lattice. The default is True. + :param bool deformed: flag to select the original or modified FFD + control lattice. The default is True. :return: the FFD control points (by row). :rtype: numpy.ndarray """ @@ -494,37 +460,35 @@ def control_points(self, deformed=True): y_coords, x_coords, z_coords = np.meshgrid(y, x, z) box_points = np.array( - [x_coords.ravel(), y_coords.ravel(), z_coords.ravel()] - ) + [x_coords.ravel(), + y_coords.ravel(), + z_coords.ravel()]) if deformed: - box_points += np.array( - [ - self.array_mu_x.ravel() * self.box_length[0], - self.array_mu_y.ravel() * self.box_length[1], - self.array_mu_z.ravel() * self.box_length[2], - ] - ) + box_points += np.array([ + self.array_mu_x.ravel() * self.box_length[0], + self.array_mu_y.ravel() * self.box_length[1], + self.array_mu_z.ravel() * self.box_length[2] + ]) n_rows = box_points.shape[1] box_points = np.dot(self.rotation_matrix, box_points) + np.transpose( - np.tile(self.box_origin, (n_rows, 1)) - ) + np.tile(self.box_origin, (n_rows, 1))) return box_points.T - def reflect( - self, axis=0, in_place=True - ): # pylint: disable=inconsistent-return-statements - """Reflect the lattice of control points along the direction defined by - `axis`. In particular the origin point of the lattice is preserved. So, - for instance, the reflection along x, is made with respect to the face - of the lattice in the yz plane that is opposite to the origin. Same for - the other directions. Only the weights (mu) along the chosen axis are - reflected, while the others are preserved. The symmetry plane can not - present deformations along the chosen axis. After the refletcion there - will be 2n-1 control points along `axis`, witha doubled box length. + def reflect(self, axis=0, in_place=True): + """ + Reflect the lattice of control points along the direction defined + by `axis`. In particular the origin point of the lattice is preserved. + So, for instance, the reflection along x, is made with respect to the + face of the lattice in the yz plane that is opposite to the origin. + Same for the other directions. Only the weights (mu) along the chosen + axis are reflected, while the others are preserved. The symmetry plane + can not present deformations along the chosen axis. + After the refletcion there will be 2n-1 control points along `axis`, + witha doubled box length. :param int axis: axis along which the reflection is performed. Default is 0. Possible values are 0, 1, or 2, corresponding @@ -534,7 +498,7 @@ def reflect( Default is True. :return: a new object with the same parameters and the reflected lattice if `in_place` is False, otherwise NoneType. - + :Example: >>> ffd.reflect(axis=0, in_place=True) # irreversible @@ -544,25 +508,20 @@ def reflect( # check axis value if axis not in (0, 1, 2): raise ValueError( - f"The axis has to be 0, 1, or 2. Current value {axis}." - ) + "The axis has to be 0, 1, or 2. Current value {}.".format(axis)) # check that the plane of symmetry is undeformed - if ( - ( - axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0 - ) # pylint: disable=too-many-boolean-expressions - or (axis == 1 and np.count_nonzero(self.array_mu_y[:, -1, :]) != 0) - or (axis == 2 and np.count_nonzero(self.array_mu_z[:, :, -1]) != 0) - ): + if (axis == 0 and np.count_nonzero(self.array_mu_x[-1, :, :]) != 0) or ( + axis == 1 and np.count_nonzero(self.array_mu_y[:, -1, :]) != 0 + ) or (axis == 2 and np.count_nonzero(self.array_mu_z[:, :, -1]) != 0): raise RuntimeError( - "If you want to reflect the FFD bounding box along axis " - + f"{axis} you can not diplace the control " - + "points in the symmetry plane along that axis." - ) + "If you want to reflect the FFD bounding box along axis " + \ + "{} you can not diplace the control ".format(axis) + \ + "points in the symmetry plane along that axis." + ) if in_place is False: - self = copy.deepcopy(self) # pylint: disable=self-cls-assignment + self = copy.deepcopy(self) # double the control points in the given axis -1 (the symmetry plane) self.n_control_points[axis] = 2 * self.n_control_points[axis] - 1 @@ -580,58 +539,54 @@ def reflect( # we append along the given axis all the displacements reflected # and in the reverse order - self.array_mu_x = np.append( - self.array_mu_x, - reflection[0] * np.flip(self.array_mu_x, axis)[indeces], - axis=axis, - ) - self.array_mu_y = np.append( - self.array_mu_y, - reflection[1] * np.flip(self.array_mu_y, axis)[indeces], - axis=axis, - ) - self.array_mu_z = np.append( - self.array_mu_z, - reflection[2] * np.flip(self.array_mu_z, axis)[indeces], - axis=axis, - ) + self.array_mu_x = np.append(self.array_mu_x, + reflection[0] * + np.flip(self.array_mu_x, axis)[indeces], + axis=axis) + self.array_mu_y = np.append(self.array_mu_y, + reflection[1] * + np.flip(self.array_mu_y, axis)[indeces], + axis=axis) + self.array_mu_z = np.append(self.array_mu_z, + reflection[2] * + np.flip(self.array_mu_z, axis)[indeces], + axis=axis) if in_place is False: return self + + def __call__(self, src_pts): - """This method performs the FFD to `src_pts` and return the deformed + """ + This method performs the FFD to `src_pts` and return the deformed points. - - :param numpy.ndarray src_pts: the array of dimensions - (*n_points*, *3*) containing the points to deform. The - points have to be arranged by row. + + :param numpy.ndarray src_pts: the array of dimensions (*n_points*, *3*) + containing the points to deform. The points have to be arranged by + row. :return: the deformed points :rtype: numpy.ndarray (with shape = (*n_points*, *3*)) """ - def is_inside(pts, boundaries): - """Check is `pts` is inside the ranges provided by `boundaries`.""" - return np.all( - np.logical_and(pts >= boundaries[0], pts <= boundaries[1]), - axis=1, - ) + """ + Check is `pts` is inside the ranges provided by `boundaries`. + """ + return np.all(np.logical_and(pts >= boundaries[0], + pts <= boundaries[1]), + axis=1) # map to the reference domain src_reference_frame_pts = self.psi(src_pts - self.box_origin) # apply deformation for all the pts in the unit cube - index_pts_inside = is_inside( - src_reference_frame_pts, - np.array([[0.0, 0.0, 0.0], [1.0, 1.0, 1.0]]), - ) + index_pts_inside = is_inside(src_reference_frame_pts, + np.array([[0., 0., 0.], [1., 1., 1.]])) shifted_reference_frame_pts = self.T( - src_reference_frame_pts[index_pts_inside] - ) + src_reference_frame_pts[index_pts_inside]) # map to the physical domain - shifted_pts = ( - self.inverse_psi(shifted_reference_frame_pts) + self.box_origin - ) + shifted_pts = self.inverse_psi( + shifted_reference_frame_pts) + self.box_origin dst_pts = src_pts.copy() dst_pts[index_pts_inside] = shifted_pts diff --git a/pygem/filehandler.py b/pygem/filehandler.py index f6738963..f56811e5 100644 --- a/pygem/filehandler.py +++ b/pygem/filehandler.py @@ -1,25 +1,23 @@ -"""Base module with the base class for reading and writing different files. +""" +Base module with the base class for reading and writing different files. .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ - import os import warnings - -warnings.warn( - "This module will be deprecated in next releases", DeprecationWarning -) +warnings.warn("This module will be deprecated in next releases", DeprecationWarning) -class FileHandler: - """A base class for file handling. +class FileHandler(object): + """ + A base class for file handling. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - specific for each subclass. + :cvar list extensions: extensions of the input/output files. It is specific + for each subclass. """ def __init__(self): @@ -28,59 +26,58 @@ def __init__(self): self.extensions = [] def parse(self, *args): - """Abstract method to parse a specific file. + """ + Abstract method to parse a specific file. Not implemented, it has to be implemented in subclasses. """ raise NotImplementedError( - "Subclass must implement abstract method " - + self.__class__.__name__ - + ".parse" - ) + "Subclass must implement abstract method " \ + + self.__class__.__name__ + ".parse") def write(self, *args): - """Abstract method to write a specific file. + """ + Abstract method to write a specific file. Not implemented, it has to be implemented in subclasses. """ raise NotImplementedError( - "Subclass must implement abstract method " - + self.__class__.__name__ - + ".write" - ) + "Subclass must implement abstract method " \ + + self.__class__.__name__ + ".write") def _check_extension(self, filename): - """This private class method checks if the given `filename` has the - proper `extension` set in the child class. If not it raises a - ValueError. + """ + This private class method checks if the given `filename` has the proper + `extension` set in the child class. If not it raises a ValueError. :param string filename: file to check. """ - _, file_ext = os.path.splitext(filename) + __, file_ext = os.path.splitext(filename) if file_ext not in self.extensions: raise ValueError( - f"The input file does not have the proper extension." - f"It is {file_ext}, instead of {self.extensions}" - ) + 'The input file does not have the proper extension. \ + It is {0!s}, instead of {1!s}.'.format(file_ext, + self.extensions)) @staticmethod def _check_filename_type(filename): - """This private static method checks if `filename` is a string. If not - it raises a TypeError. + """ + This private static method checks if `filename` is a string. If not it + raises a TypeError. :param string filename: file to check. """ if not isinstance(filename, str): - raise TypeError(f"The given filename ({filename}) must be a string") + raise TypeError( + 'The given filename ({0!s}) must be a string'.format(filename)) def _check_infile_instantiation(self): - """This private method checks if `self.infile` is instantiated. - - If not + """ + This private method checks if `self.infile` is instantiated. If not it means that nobody called the parse method and `self.infile` is None. If the check fails it raises a RuntimeError. + """ if not self.infile: raise RuntimeError( - "You can not write a file without having parsed one." - ) + "You can not write a file without having parsed one.") diff --git a/pygem/idw.py b/pygem/idw.py index fb54d341..a7f979c8 100644 --- a/pygem/idw.py +++ b/pygem/idw.py @@ -1,10 +1,11 @@ -"""Module focused on the Inverse Distance Weighting interpolation technique. +""" +Module focused on the Inverse Distance Weighting interpolation technique. The IDW algorithm is an average moving interpolation that is usually applied to -highly variable data. The main idea of this interpolation strategy lies in fact -that it is not desirable to honour local high/low values but rather to look at -a moving average of nearby data points and estimate the local trends. The node -value is calculated by averaging the weighted sum of all the points. Data -points that lie progressively farther from the node inuence much less the +highly variable data. The main idea of this interpolation strategy lies in +fact that it is not desirable to honour local high/low values but rather to look +at a moving average of nearby data points and estimate the local trends. +The node value is calculated by averaging the weighted sum of all the points. +Data points that lie progressively farther from the node inuence much less the computed value than those lying closer to the node. :Theoretical Insight: @@ -35,23 +36,20 @@ :math:`\\mathrm{x}_i` and :math:`p` is a power parameter, typically equal to 2. """ - import os - import numpy as np - try: - import configparser + import configparser as configparser except ImportError: import ConfigParser as configparser from scipy.spatial.distance import cdist - from .deformation import Deformation class IDW(Deformation): - """Class that perform the Inverse Distance Weighting (IDW). + """ + Class that perform the Inverse Distance Weighting (IDW). :param int power: the power parameter. The default value is 2. :param numpy.ndarray original_control_points: it is an @@ -62,7 +60,7 @@ class IDW(Deformation): (*n_control_points*, *3*) array with the coordinates of the interpolation control points after the deformation. The default is the vertices of the unit cube. - + :cvar int power: the power parameter. The default value is 2. :cvar numpy.ndarray original_control_points: it is an (*n_control_points*, *3*) array with the coordinates of the original @@ -88,58 +86,38 @@ class IDW(Deformation): >>> idw.read_parameters('tests/test_datasets/parameters_idw_cube.prm') >>> new_mesh_points = idw(mesh_points.T) """ - - def __init__( - self, - original_control_points=None, - deformed_control_points=None, - power=2, - ): + def __init__(self, + original_control_points=None, + deformed_control_points=None, + power=2): if original_control_points is None: - self.original_control_points = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] - ) + self.original_control_points = np.array([[0., 0., 0.], [0., 0., 1.], + [0., 1., 0.], [1., 0., 0.], + [0., 1., 1.], [1., 0., 1.], + [1., 1., 0.], [1., 1., + 1.]]) else: self.original_control_points = original_control_points if deformed_control_points is None: - self.deformed_control_points = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] - ) + self.deformed_control_points = np.array([[0., 0., 0.], [0., 0., 1.], + [0., 1., 0.], [1., 0., 0.], + [0., 1., 1.], [1., 0., 1.], + [1., 1., 0.], [1., 1., + 1.]]) else: self.deformed_control_points = deformed_control_points self.power = power def __call__(self, src_pts): - """This method performs the deformation of the mesh points. - - After the + """ + This method performs the deformation of the mesh points. After the execution it sets `self.modified_mesh_points`. """ - - # pylint: disable=invalid-name def distance(u, v): - """Norm of u - v""" + """ Norm of u - v """ return np.linalg.norm(u - v, ord=self.power) # Compute displacement of the control points @@ -152,46 +130,44 @@ def distance(u, v): # not zero, otherwise 1.0 where distance is zero. weights = np.zeros(dist.shape) for i, d in enumerate(dist): - weights[i] = 1.0 / d if d.all() else np.where(d == 0.0, 1.0, 0.0) + weights[i] = 1. / d if d.all() else np.where(d == 0.0, 1.0, 0.0) - offset = np.array( - [ - np.sum(displ * wi[:, np.newaxis] / np.sum(wi), axis=0) - for wi in weights - ] - ) + offset = np.array([ + np.sum(displ * wi[:, np.newaxis] / np.sum(wi), axis=0) + for wi in weights + ]) return src_pts + offset def read_parameters(self, filename): - """Reads in the parameters file and fill the self structure. + """ + Reads in the parameters file and fill the self structure. :param string filename: parameters file to be read in. """ if not isinstance(filename, str): - raise TypeError("filename must be a string") + raise TypeError('filename must be a string') if not os.path.isfile(filename): - raise IOError("filename does not exist") + raise IOError('filename does not exist') config = configparser.RawConfigParser() config.read(filename) - self.power = config.getint("Inverse Distance Weighting", "power") + self.power = config.getint('Inverse Distance Weighting', 'power') - ctrl_points = config.get("Control points", "original control points") + ctrl_points = config.get('Control points', 'original control points') self.original_control_points = np.array( - [line.split() for line in ctrl_points.split("\n")], dtype=float - ) + [line.split() for line in ctrl_points.split('\n')], dtype=float) - defo_points = config.get("Control points", "deformed control points") + defo_points = config.get('Control points', 'deformed control points') self.deformed_control_points = np.array( - [line.split() for line in defo_points.split("\n")], dtype=float - ) + [line.split() for line in defo_points.split('\n')], dtype=float) def write_parameters(self, filename): - """This method writes a parameters file (.prm) called `filename` and - fills it with all the parameters class members. + """ + This method writes a parameters file (.prm) called `filename` and fills + it with all the parameters class members. :param string filename: parameters file to be written out. """ @@ -202,7 +178,7 @@ def write_parameters(self, filename): output_string += "\n[Inverse Distance Weighting]\n" output_string += "# This section describes the settings of idw.\n\n" output_string += "# the power parameter\n" - output_string += f"power = {self.power}\n" + output_string += "power = {}\n".format(self.power) output_string += "\n\n[Control points]\n" output_string += "# This section describes the IDW control points.\n\n" @@ -212,33 +188,31 @@ def write_parameters(self, filename): output_string += "original control points: " output_string += ( - " ".join(map(str, self.original_control_points[0])) + "\n" - ) + ' '.join(map(str, self.original_control_points[0])) + "\n") for points in self.original_control_points[1:]: - output_string += 25 * " " + " ".join(map(str, points)) + "\n" + output_string += 25 * ' ' + ' '.join(map(str, points)) + "\n" output_string += "\n" output_string += "# deformed control points collects the coordinates\n" output_string += "# of the interpolation control points after the\n" output_string += "# deformation.\n" output_string += "deformed control points: " output_string += ( - " ".join(map(str, self.original_control_points[0])) + "\n" - ) + ' '.join(map(str, self.original_control_points[0])) + "\n") for points in self.deformed_control_points[1:]: - output_string += 25 * " " + " ".join(map(str, points)) + "\n" + output_string += 25 * ' ' + ' '.join(map(str, points)) + "\n" - with open(filename, "w", encoding="utf-8") as file: - file.write(output_string) + with open(filename, 'w') as f: + f.write(output_string) def __str__(self): - """This method prints all the IDW parameters on the screen. - - Its purpose is for debugging. """ - string = "" - string += f"p = {self.power}\n" - string += "\noriginal_control_points =\n" - string += f"{self.original_control_points}\n" - string += "\ndeformed_control_points =\n" - string += f"{self.deformed_control_points}\n" + This method prints all the IDW parameters on the screen. Its purpose is + for debugging. + """ + string = '' + string += 'p = {}\n'.format(self.power) + string += '\noriginal_control_points =\n' + string += '{}\n'.format(self.original_control_points) + string += '\ndeformed_control_points =\n' + string += '{}\n'.format(self.deformed_control_points) return string diff --git a/pygem/khandler.py b/pygem/khandler.py index 3bbbf6e4..1061ea78 100644 --- a/pygem/khandler.py +++ b/pygem/khandler.py @@ -1,28 +1,29 @@ -"""Derived module from filehandler.py to handle LS-DYNA keyword (.k) files.""" - -import re - +""" +Derived module from filehandler.py to handle LS-DYNA keyword (.k) files. +""" +import re import numpy as np - import pygem.filehandler as fh class KHandler(fh.FileHandler): - """LS-Dyna keyword file handler class. + """ + LS-Dyna keyword file handler class :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - equal to '.k'. + :cvar list extensions: extensions of the input/output files. It is equal + to '.k'. """ def __init__(self): - super().__init__() - self.extensions = [".k"] + super(KHandler, self).__init__() + self.extensions = ['.k'] - def parse(self, filename): # pylint: disable=arguments-differ - """Method to parse the file `filename`. It returns a matrix with all - the coordinates. It reads only the section *NODE of the k files. + def parse(self, filename): + """ + Method to parse the file `filename`. It returns a matrix with all the + coordinates. It reads only the section *NODE of the k files. :param string filename: name of the input file. @@ -38,42 +39,37 @@ def parse(self, filename): # pylint: disable=arguments-differ mesh_points = [] node_indicator = False - with open(self.infile, "r", encoding="utf-8") as input_file: - for num, line in enumerate( - input_file - ): # pylint: disable=unused-variable + with open(self.infile, 'r') as input_file: + for num, line in enumerate(input_file): - expression = re.compile(r"(.+?)(?:,|$)") + expression = re.compile(r'(.+?)(?:,|$)') expression = expression.findall(line) if line.startswith("$"): continue - if line.startswith("*NODE"): + if line.startswith('*NODE'): node_indicator = True continue - if line.startswith("*ELEMENT"): + if line.startswith('*ELEMENT'): break if not node_indicator: pass else: if len(expression) == 1: - expression = re.findall(r"\S+", expression[0]) - # pylint: disable=invalid-name - l = [ - float(expression[1]), - float(expression[2]), - float(expression[3]), - ] + expression = re.findall(r'\S+', expression[0]) + l = [float(expression[1]), float(expression[2]), + float(expression[3])] mesh_points.append(l) mesh_points = np.array(mesh_points) return mesh_points - def write(self, mesh_points, filename): # pylint: disable=arguments-differ - """Writes a .k file, called filename, copying all the lines from + def write(self, mesh_points, filename): + """ + Writes a .k file, called filename, copying all the lines from self.filename but the coordinates. mesh_points is a matrix that contains the new coordinates to write in the .k file. @@ -89,28 +85,27 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ i = 0 node_indicator = False - with open(self.outfile, "w", encoding="utf-8") as output_file: - with open(self.infile, "r", encoding="utf-8") as input_file: + with open(self.outfile, 'w') as output_file: + with open(self.infile, 'r') as input_file: for _, line in enumerate(input_file): - get_num = re.findall(r"[-+]?[0-9]*\.?[0-9]+", line) + get_num = re.findall(r'[-+]?[0-9]*\.?[0-9]+', line) # Write header files - if line.startswith("$"): + if line.startswith('$'): output_file.write(line) continue # Change the node indicator if you find the elements section - if line.startswith("*ELEMENT"): + if line.startswith('*ELEMENT'): node_indicator = False # Change the nodes indicator if you find the nodes section - if line.startswith("*NODE"): + if line.startswith('*NODE'): node_indicator = True output_file.write(line) continue - # If in the nodes section append the mesh - # points otherwise copy the data from parsed file + # If in the nodes section append the mesh points otherwise copy the data from parsed file if not node_indicator: output_file.write(line) else: @@ -119,12 +114,10 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ split_line = line.split(" ") # Format the data into correct format - data = [ - int(get_num[0]), - f"{mesh_points[i][0]:.10f}", - f"{mesh_points[i][1]:.10f}", - f"{mesh_points[i][2]:.10f}", - ] + data = [int(get_num[0]), + '{:.10f}'.format(float(mesh_points[i][0])), + '{:.10f}'.format(float(mesh_points[i][1])), + '{:.10f}'.format(float(mesh_points[i][2]))] comma_seperator = False pointer = 0 @@ -135,20 +128,13 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ if value[len(value) - 1] == ",": comma_seperator = True - new_str = value.replace( - value[:-1], str(data[pointer]) - ) + new_str = value.replace(value[:-1], str(data[pointer])) split_line[index] = new_str else: - new_str = value.replace( - value, str(data[pointer]) - ) + new_str = value.replace(value, str(data[pointer])) split_line[index] = new_str - if ( - float(data[pointer]) < 0 - and not comma_seperator - ): + if float(data[pointer]) < 0 and not comma_seperator: del split_line[index - 1] pointer += 1 diff --git a/pygem/mdpahandler.py b/pygem/mdpahandler.py index e491fcb2..ac341933 100644 --- a/pygem/mdpahandler.py +++ b/pygem/mdpahandler.py @@ -1,26 +1,28 @@ -"""Derived module from khandler.py to handle Kratos mesh (.mdpa) files.""" - +""" +Derived module from khandler.py to handle Kratos mesh (.mdpa) files. +""" import numpy as np - import pygem.filehandler as fh class MdpaHandler(fh.FileHandler): - """Kratos mesh file handler class. + """ + Kratos mesh file handler class :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - equal to '.mdpa'. + :cvar list extensions: extensions of the input/output files. It is equal + to '.mdpa'. """ def __init__(self): - super().__init__() - self.extensions = [".mdpa"] + super(MdpaHandler, self).__init__() + self.extensions = ['.mdpa'] def parse(self, filename): - """Method to parse the file `filename`. It returns a matrix with all - the coordinates. It reads only the section after "Begin Nodes" of the + """ + Method to parse the file `filename`. It returns a matrix with all the + coordinates. It reads only the section after "Begin Nodes" of the mdpa files. :param string filename: name of the input file. @@ -34,27 +36,29 @@ def parse(self, filename): self.infile = filename index = -9 mesh_points = [] - with open(self.infile, "r", encoding="utf-8") as input_file: + with open(self.infile, 'r') as input_file: for num, line in enumerate(input_file): - if line.startswith("Begin Nodes"): + if line.startswith('Begin Nodes'): index = num if num == index + 1: - if line.startswith("End Nodes"): + if line.startswith('End Nodes'): break - line = line.replace("D", "E") - coordinates_list = [] - for token in line.split()[1:]: - try: - coordinates_list.append(float(token)) - except ValueError: - pass - mesh_points.append(coordinates_list) - index = num + else: + line = line.replace('D', 'E') + li = [] + for t in line.split()[1:]: + try: + li.append(float(t)) + except ValueError: + pass + mesh_points.append(li) + index = num mesh_points = np.array(mesh_points) return mesh_points def write(self, mesh_points, filename): - """Writes a .mdpa file, called filename, copying all the lines from + """ + Writes a .mdpa file, called filename, copying all the lines from self.filename but the coordinates. mesh_points is a matrix that contains the new coordinates to write in the .mdpa file. @@ -68,20 +72,19 @@ def write(self, mesh_points, filename): self.outfile = filename index = -9 i = 0 - with open(self.outfile, "w", encoding="utf-8") as output_file: - with open(self.infile, "r", encoding="utf-8") as input_file: + with open(self.outfile, 'w') as output_file: + with open(self.infile, 'r') as input_file: for num, line in enumerate(input_file): - if line.startswith("Begin Nodes"): + if line.startswith('Begin Nodes'): index = num if num == index + 1: - if line.startswith("End Nodes"): + if line.startswith('End Nodes'): index = -9 else: - line = ( - f" {i + 1:6d} {mesh_points[i][0]:23.16E} " - f"{mesh_points[i][1]:23.16E} " - f"{mesh_points[i][2]:23.16E}\n" - ) + line = (" {:6d} {:23.16E} {:23.16E} {:23.16E}\n" + .format(i+1, mesh_points[i][0], + mesh_points[i][1], + mesh_points[i][2])) i += 1 index = num output_file.write(line) diff --git a/pygem/meta.py b/pygem/meta.py index 05d7321a..e4f97ee7 100644 --- a/pygem/meta.py +++ b/pygem/meta.py @@ -10,18 +10,20 @@ "__status__", ] -from datetime import datetime - def get_current_year(): - """Return current year.""" + """ Return current year """ + from datetime import datetime + return datetime.now().year __project__ = "PyGeM" __title__ = "pygem" __author__ = "Marco Tezzele, Nicola Demo" -__copyright__ = f"Copyright 2017-{get_current_year()}, PyGeM contributors" +__copyright__ = "Copyright 2017-{}, PyGeM contributors".format( + get_current_year() +) __license__ = "MIT" __version__ = "2.0.0" __mail__ = "marcotez@gmail.com, demo.nicola@gmail.com" diff --git a/pygem/openfhandler.py b/pygem/openfhandler.py index 6a01da9b..d21485ab 100644 --- a/pygem/openfhandler.py +++ b/pygem/openfhandler.py @@ -1,40 +1,37 @@ -"""Derived module from filehandler.py to handle OpenFOAM files. +""" +Derived module from filehandler.py to handle OpenFOAM files. .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ - -import warnings - import numpy as np - import pygem.filehandler as fh - -warnings.warn( - "This module will be deprecated in next releases", DeprecationWarning -) +import warnings +warnings.warn("This module will be deprecated in next releases", DeprecationWarning) class OpenFoamHandler(fh.FileHandler): - """OpenFOAM mesh file handler class. + """ + OpenFOAM mesh file handler class. :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - equal to [''] since openFOAM files do not have extension. + :cvar list extensions: extensions of the input/output files. It + is equal to [''] since openFOAM files do not have extension. """ def __init__(self): - super().__init__() - self.extensions = [""] + super(OpenFoamHandler, self).__init__() + self.extensions = [''] - def parse(self, filename): # pylint: disable=arguments-differ - """Method to parse the `filename`. It returns a matrix with all the - coordinates. + def parse(self, filename): + """ + Method to parse the `filename`. It returns a matrix with all + the coordinates. :param string filename: name of the input file. - + :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray @@ -50,14 +47,14 @@ def parse(self, filename): # pylint: disable=arguments-differ nrow = 0 i = 0 - with open(self.infile, "r", encoding="utf-8") as input_file: + with open(self.infile, 'r') as input_file: for line in input_file: nrow += 1 if nrow == 19: n_points = int(line) mesh_points = np.zeros(shape=(n_points, 3)) if 20 < nrow < 21 + n_points: - line = line[line.index("(") + 1 : line.rindex(")")] + line = line[line.index("(") + 1:line.rindex(")")] j = 0 for number in line.split(): mesh_points[i][j] = float(number) @@ -66,10 +63,12 @@ def parse(self, filename): # pylint: disable=arguments-differ return mesh_points - def write(self, mesh_points, filename): # pylint: disable=arguments-differ - """Writes a openFOAM file, called filename, copying all the lines from - self.filename but the coordinates. mesh_points is a matrix that - contains the new coordinates to write in the openFOAM file. + def write(self, mesh_points, filename): + """ + Writes a openFOAM file, called filename, copying all the + lines from self.filename but the coordinates. mesh_points + is a matrix that contains the new coordinates to write in + the openFOAM file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh. @@ -86,23 +85,14 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ n_points = mesh_points.shape[0] nrow = 0 i = 0 - with ( - open(self.infile, "r", encoding="utf-8") as input_file, - open(self.outfile, "w", encoding="utf-8") as output_file, - ): + with open(self.infile, 'r') as input_file, open(self.outfile, + 'w') as output_file: for line in input_file: nrow += 1 if 20 < nrow < 21 + n_points: - output_file.write( - "(" - + str(mesh_points[i][0]) - + " " - + str(mesh_points[i][1]) - + " " - + str(mesh_points[i][2]) - + ")" - ) - output_file.write("\n") + output_file.write('(' + str(mesh_points[i][0]) + ' ' + str( + mesh_points[i][1]) + ' ' + str(mesh_points[i][2]) + ')') + output_file.write('\n') i += 1 else: output_file.write(line) diff --git a/pygem/rbf.py b/pygem/rbf.py index f092da6d..a887697d 100644 --- a/pygem/rbf.py +++ b/pygem/rbf.py @@ -24,7 +24,7 @@ is defines as follows .. math:: - \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + + \\mathcal{M}(\\boldsymbol{x}) = p(\\boldsymbol{x}) + \\sum_{i=1}^{\\mathcal{N}_C} \\gamma_i \\varphi(\\| \\boldsymbol{x} - \\boldsymbol{x_{C_i}} \\|) @@ -55,25 +55,25 @@ Wendland :math:`C^2` basis and Polyharmonic splines all defined and implemented below. """ - import os -import ast import numpy as np - try: - import configparser + import configparser as configparser except ImportError: import ConfigParser as configparser -import matplotlib.pyplot as plt + from scipy.spatial.distance import cdist from .deformation import Deformation from .rbf_factory import RBFFactory +import matplotlib.pyplot as plt + class RBF(Deformation): - """Class that handles the Radial Basis Functions interpolation on the mesh + """ + Class that handles the Radial Basis Functions interpolation on the mesh points. :param numpy.ndarray original_control_points: it is an @@ -93,8 +93,8 @@ class RBF(Deformation): basis functions. For details see the class :class:`RBF`. The default value is 0.5. :param dict extra_parameter: the additional parameters that may be passed to - the kernel function. Default is None. - + the kernel function. Default is None. + :cvar numpy.ndarray weights: the matrix formed by the weights corresponding to the a-priori selected N control points, associated to the basis functions and c and Q terms that describe the polynomial of order one @@ -112,7 +112,7 @@ class RBF(Deformation): basis functions. :cvar dict extra: the additional parameters that may be passed to the kernel function. - + :Example: >>> from pygem import RBF @@ -125,61 +125,44 @@ class RBF(Deformation): >>> mesh = np.array([x.ravel(), y.ravel(), z.ravel()]) >>> deformed_mesh = rbf(mesh) """ - - # pylint: disable=too-many-positional-arguments - def __init__( - self, - original_control_points=None, - deformed_control_points=None, - func="gaussian_spline", - radius=0.5, - extra_parameter=None, - ): + def __init__(self, + original_control_points=None, + deformed_control_points=None, + func='gaussian_spline', + radius=0.5, + extra_parameter=None): self.basis = func self.radius = radius if original_control_points is None: - self.original_control_points = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] - ) + self.original_control_points = np.array([[0., 0., 0.], [0., 0., 1.], + [0., 1., 0.], [1., 0., 0.], + [0., 1., 1.], [1., 0., 1.], + [1., 1., 0.], [1., 1., + 1.]]) else: self.original_control_points = original_control_points if deformed_control_points is None: - self.deformed_control_points = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] - ) + self.deformed_control_points = np.array([[0., 0., 0.], [0., 0., 1.], + [0., 1., 0.], [1., 0., 0.], + [0., 1., 1.], [1., 0., 1.], + [1., 1., 0.], [1., 1., + 1.]]) else: self.deformed_control_points = deformed_control_points - self.extra = extra_parameter if extra_parameter else {} + self.extra = extra_parameter if extra_parameter else dict() + + self.weights = self._get_weights(self.original_control_points, + self.deformed_control_points) - self.weights = self._get_weights( - self.original_control_points, self.deformed_control_points - ) @property def n_control_points(self): - """Total number of control points. + """ + Total number of control points. :rtype: int """ @@ -187,7 +170,8 @@ def n_control_points(self): @property def basis(self): - """The kernel to use in the deformation. + """ + The kernel to use in the deformation. :getter: Returns the callable kernel :setter: Sets the kernel. It is possible to pass the name of the @@ -205,30 +189,28 @@ def basis(self, func): elif isinstance(func, str): self.__basis = RBFFactory(func) else: - raise TypeError("`func` is not valid.") + raise TypeError('`func` is not valid.') - # pylint: disable=invalid-name def _get_weights(self, X, Y): - """This private method, given the original control points and the - deformed ones, returns the matrix with the weights and the polynomial - terms, that is :math:`W`, :math:`c^T` and :math:`Q^T`. The shape is + """ + This private method, given the original control points and the deformed + ones, returns the matrix with the weights and the polynomial terms, that + is :math:`W`, :math:`c^T` and :math:`Q^T`. The shape is (*n_control_points+1+3*, *3*). - :param numpy.ndarray X: it is an n_control_points-by-3 array - with the coordinates of the original interpolation control - points before the deformation. - :param numpy.ndarray Y: it is an n_control_points-by-3 array - with the coordinates of the interpolation control points - after the deformation. - :return: weights: the 2D array with the weights and the - polynomial terms. + :param numpy.ndarray X: it is an n_control_points-by-3 array with the + coordinates of the original interpolation control points before the + deformation. + :param numpy.ndarray Y: it is an n_control_points-by-3 array with the + coordinates of the interpolation control points after the + deformation. + + :return: weights: the 2D array with the weights and the polynomial terms. :rtype: numpy.ndarray """ npts, dim = X.shape H = np.zeros((npts + 3 + 1, npts + 3 + 1)) - H[:npts, :npts] = self.basis( - cdist(X, X), self.radius, **self.extra - ) # pylint: disable=not-callable + H[:npts, :npts] = self.basis(cdist(X, X), self.radius, **self.extra) H[npts, :npts] = 1.0 H[:npts, npts] = 1.0 H[:npts, -3:] = X @@ -239,14 +221,15 @@ def _get_weights(self, X, Y): weights = np.linalg.solve(H, rhs) return weights - def read_parameters(self, filename="parameters_rbf.prm"): - """Reads in the parameters file and fill the self structure. + def read_parameters(self, filename='parameters_rbf.prm'): + """ + Reads in the parameters file and fill the self structure. - :param string filename: parameters file to be read in. Default - value is parameters_rbf.prm. + :param string filename: parameters file to be read in. Default value is + parameters_rbf.prm. """ if not isinstance(filename, str): - raise TypeError("filename must be a string") + raise TypeError('filename must be a string') # Checks if the parameters file exists. If not it writes the default # class into filename. It consists in the vetices of a cube of side one @@ -258,35 +241,32 @@ def read_parameters(self, filename="parameters_rbf.prm"): config = configparser.RawConfigParser() config.read(filename) - rbf_settings = dict(config.items("Radial Basis Functions")) - - self.basis = rbf_settings.pop("basis function") - self.radius = float(rbf_settings.pop("radius")) - self.extra = {k: ast.literal_eval(v) for k, v in rbf_settings.items()} + rbf_settings = dict(config.items('Radial Basis Functions')) + + self.basis = rbf_settings.pop('basis function') + self.radius = float(rbf_settings.pop('radius')) + self.extra = {k: eval(v) for k, v in rbf_settings.items()} - ctrl_points = config.get("Control points", "original control points") - lines = ctrl_points.split("\n") + ctrl_points = config.get('Control points', 'original control points') + lines = ctrl_points.split('\n') self.original_control_points = np.array( - list(map(lambda x: x.split(), lines)), dtype=float - ) + list(map(lambda x: x.split(), lines)), dtype=float) - mod_points = config.get("Control points", "deformed control points") - lines = mod_points.split("\n") + mod_points = config.get('Control points', 'deformed control points') + lines = mod_points.split('\n') self.deformed_control_points = np.array( - list(map(lambda x: x.split(), lines)), dtype=float - ) + list(map(lambda x: x.split(), lines)), dtype=float) if len(lines) != self.n_control_points: - raise TypeError( - "The number of control points must be equal both in" - "the 'original control points' and in the 'deformed" - "control points' section of the parameters file" - f"({filename})" - ) - - def write_parameters(self, filename="parameters_rbf.prm"): - """This method writes a parameters file (.prm) called `filename` and - fills it with all the parameters class members. Default value is + raise TypeError("The number of control points must be equal both in" + "the 'original control points' and in the 'deformed" + "control points' section of the parameters file" + "({0!s})".format(filename)) + + def write_parameters(self, filename='parameters_rbf.prm'): + """ + This method writes a parameters file (.prm) called `filename` and fills + it with all the parameters class members. Default value is parameters_rbf.prm. :param string filename: parameters file to be written out. @@ -295,120 +275,104 @@ def write_parameters(self, filename="parameters_rbf.prm"): raise TypeError("filename must be a string") output_string = "" - output_string += "\n[Radial Basis Functions]\n" - output_string += "# This section describes the radial basis functions" - output_string += " shape.\n" - - output_string += "\n# basis funtion is the name of the basis functions" - output_string += " to use in the transformation. The functions\n" - output_string += "# implemented so far are: gaussian_spline," - output_string += " multi_quadratic_biharmonic_spline,\n" - output_string += "# inv_multi_quadratic_biharmonic_spline," - output_string += " thin_plate_spline, beckert_wendland_c2_basis," - output_string += " polyharmonic_spline.\n" - output_string += "# For a comprehensive list with details see the" - output_string += " class RBF.\n" - output_string += f"basis function: {'gaussian_spline'}\n" - - output_string += "\n# radius is the scaling parameter r that affects" - output_string += " the shape of the basis functions. See the" - output_string += " documentation\n" - output_string += "# of the class RBF for details.\n" - output_string += f"radius: {str(self.radius)}\n" - - output_string += "\n\n[Control points]\n" - output_string += "# This section describes the RBF control points.\n" - - output_string += "\n# original control points collects the coordinates" - output_string += " of the interpolation control points before the" - output_string += " deformation.\n" - - output_string += "original control points:" + output_string += '\n[Radial Basis Functions]\n' + output_string += '# This section describes the radial basis functions' + output_string += ' shape.\n' + + output_string += '\n# basis funtion is the name of the basis functions' + output_string += ' to use in the transformation. The functions\n' + output_string += '# implemented so far are: gaussian_spline,' + output_string += ' multi_quadratic_biharmonic_spline,\n' + output_string += '# inv_multi_quadratic_biharmonic_spline,' + output_string += ' thin_plate_spline, beckert_wendland_c2_basis,' + output_string += ' polyharmonic_spline.\n' + output_string += '# For a comprehensive list with details see the' + output_string += ' class RBF.\n' + output_string += 'basis function: {}\n'.format('gaussian_spline') + + output_string += '\n# radius is the scaling parameter r that affects' + output_string += ' the shape of the basis functions. See the' + output_string += ' documentation\n' + output_string += '# of the class RBF for details.\n' + output_string += 'radius: {}\n'.format(str(self.radius)) + + output_string += '\n\n[Control points]\n' + output_string += '# This section describes the RBF control points.\n' + + output_string += '\n# original control points collects the coordinates' + output_string += ' of the interpolation control points before the' + output_string += ' deformation.\n' + + output_string += 'original control points:' offset = 1 for i in range(0, self.n_control_points): - output_string += ( - offset * " " - + str(self.original_control_points[i][0]) - + " " - + str(self.original_control_points[i][1]) - + " " - + str(self.original_control_points[i][2]) - + "\n" - ) + output_string += offset * ' ' + str( + self.original_control_points[i][0]) + ' ' + str( + self.original_control_points[i][1]) + ' ' + str( + self.original_control_points[i][2]) + '\n' offset = 25 - output_string += "\n# deformed control points collects the coordinates" - output_string += " of the interpolation control points after the" - output_string += " deformation.\n" + output_string += '\n# deformed control points collects the coordinates' + output_string += ' of the interpolation control points after the' + output_string += ' deformation.\n' - output_string += "deformed control points:" + output_string += 'deformed control points:' offset = 1 for i in range(0, self.n_control_points): - output_string += ( - offset * " " - + str(self.deformed_control_points[i][0]) - + " " - + str(self.deformed_control_points[i][1]) - + " " - + str(self.deformed_control_points[i][2]) - + "\n" - ) + output_string += offset * ' ' + str( + self.deformed_control_points[i][0]) + ' ' + str( + self.deformed_control_points[i][1]) + ' ' + str( + self.deformed_control_points[i][2]) + '\n' offset = 25 - with open(filename, "w", encoding="utf-8") as file: - file.write(output_string) + with open(filename, 'w') as f: + f.write(output_string) def __str__(self): - """This method prints all the RBF parameters on the screen. - - Its purpose is for debugging. """ - string = "" - string += f"basis function = {self.basis}\n" - string += f"radius = {self.radius}\n" - string += f"extra_parameter = {self.extra}\n" - string += "\noriginal control points =\n" - string += f"{self.original_control_points}\n" - string += "\ndeformed control points =\n" - string += f"{self.deformed_control_points}\n" + This method prints all the RBF parameters on the screen. Its purpose is + for debugging. + """ + string = '' + string += 'basis function = {}\n'.format(self.basis) + string += 'radius = {}\n'.format(self.radius) + string += 'extra_parameter = {}\n'.format(self.extra) + string += '\noriginal control points =\n' + string += '{}\n'.format(self.original_control_points) + string += '\ndeformed control points =\n' + string += '{}\n'.format(self.deformed_control_points) return string def plot_points(self, filename=None): - """Method to plot the control points. It is possible to save the - resulting figure. + """ + Method to plot the control points. It is possible to save the resulting + figure. :param str filename: if None the figure is shown, otherwise it is saved on the specified `filename`. Default is None. """ fig = plt.figure(1) - axes = fig.add_subplot(111, projection="3d") - orig = axes.scatter( - self.original_control_points[:, 0], - self.original_control_points[:, 1], - self.original_control_points[:, 2], - c="blue", - marker="o", - ) - defor = axes.scatter( - self.deformed_control_points[:, 0], - self.deformed_control_points[:, 1], - self.deformed_control_points[:, 2], - c="red", - marker="x", - ) - - axes.set_xlabel("X axis") - axes.set_ylabel("Y axis") - axes.set_zlabel("Z axis") - - plt.legend( - (orig, defor), - ("Original", "Deformed"), - scatterpoints=1, - loc="lower left", - ncol=2, - fontsize=10, - ) + axes = fig.add_subplot(111, projection='3d') + orig = axes.scatter(self.original_control_points[:, 0], + self.original_control_points[:, 1], + self.original_control_points[:, 2], + c='blue', + marker='o') + defor = axes.scatter(self.deformed_control_points[:, 0], + self.deformed_control_points[:, 1], + self.deformed_control_points[:, 2], + c='red', + marker='x') + + axes.set_xlabel('X axis') + axes.set_ylabel('Y axis') + axes.set_zlabel('Z axis') + + plt.legend((orig, defor), ('Original', 'Deformed'), + scatterpoints=1, + loc='lower left', + ncol=2, + fontsize=10) # Show the plot to the screen if filename is None: @@ -417,26 +381,25 @@ def plot_points(self, filename=None): fig.savefig(filename) def compute_weights(self): - """This method compute the weights according to the - `original_control_points` and `deformed_control_points` arrays.""" - self.weights = self._get_weights( - self.original_control_points, self.deformed_control_points - ) + """ + This method compute the weights according to the + `original_control_points` and `deformed_control_points` arrays. + """ + self.weights = self._get_weights(self.original_control_points, + self.deformed_control_points) def __call__(self, src_pts): - """This method performs the deformation of the mesh points. - - After the + """ + This method performs the deformation of the mesh points. After the execution it sets `self.modified_mesh_points`. """ self.compute_weights() - # pylint: disable=not-callable + H = np.zeros((src_pts.shape[0], self.n_control_points + 3 + 1)) - H[:, : self.n_control_points] = self.basis( - cdist(src_pts, self.original_control_points), + H[:, :self.n_control_points] = self.basis( + cdist(src_pts, self.original_control_points), self.radius, - **self.extra, - ) + **self.extra) H[:, self.n_control_points] = 1.0 H[:, -3:] = src_pts return np.asarray(np.dot(H, self.weights)) diff --git a/pygem/rbf_factory.py b/pygem/rbf_factory.py index 1eb45339..8441c0d8 100644 --- a/pygem/rbf_factory.py +++ b/pygem/rbf_factory.py @@ -1,29 +1,29 @@ -"""Factory class for radial basis functions.""" - +""" +Factory class for radial basis functions +""" import numpy as np -class ClassProperty: - def __init__(self, func): - self.func = func +class classproperty(): + def __init__(self, f): + self.f = f def __get__(self, obj, owner): - return self.func(owner) + return self.f(owner) -class RBFFactory: - """Factory class that spawns the radial basis functions. +class RBFFactory(): + """ + Factory class that spawns the radial basis functions. :Example: - + >>> from pygem import RBFFactory >>> import numpy as np >>> x = np.linspace(0, 1) >>> for fname in RBFFactory.bases: >>> y = RBFFactory(fname)(x) """ - - # pylint: disable=C0103 @staticmethod def gaussian_spline(X, r=1): """ @@ -86,15 +86,14 @@ def thin_plate_spline(X, r=1, k=2): \\left(\\frac{\\boldsymbol{x}}{r}\\right)^k \\ln\\frac{\\boldsymbol{x}}{r} - With k=2 the function is "radius free", that means - independent of radius value. + With k=2 the function is "radius free", that means independent of radius value. :param numpy.ndarray X: the norm x in the formula above. - :param float r: the parameter r in the formula above. + :param float r: the parameter r in the formula above. :param float k: the parameter k in the formula above. - + :return: result: the result of the formula above. - :rtype: float + :rtype: float """ arg = X / r result = np.power(arg, k) @@ -107,7 +106,7 @@ def beckert_wendland_c2_basis(X, r=1): It implements the following formula: .. math:: - \\varphi(\\boldsymbol{x}) = + \\varphi(\\boldsymbol{x}) = \\left( 1 - \\frac{\\boldsymbol{x}}{r}\\right)^4 + \\left( 4 \\frac{ \\boldsymbol{x} }{r} + 1 \\right) @@ -129,6 +128,7 @@ def polyharmonic_spline(X, r=1, k=2): It implements the following formula: .. math:: + \\varphi(\\boldsymbol{x}) = \\begin{cases} \\frac{\\boldsymbol{x}}{r}^k @@ -158,11 +158,9 @@ def polyharmonic_spline(X, r=1, k=2): return np.power(r_sc, k) # k even - result = np.where( - r_sc < 1, - np.power(r_sc, k - 1) * np.log(np.power(r_sc, r_sc)), - np.power(r_sc, k) * np.log(r_sc), - ) + result = np.where(r_sc < 1, + np.power(r_sc, k - 1) * np.log(np.power(r_sc, r_sc)), + np.power(r_sc, k) * np.log(r_sc)) return result ############################################################################ @@ -173,29 +171,30 @@ def polyharmonic_spline(X, r=1, k=2): ## ## ############################################################################ __bases = { - "gaussian_spline": gaussian_spline.__func__, - "multi_quadratic_biharmonic_spline": - multi_quadratic_biharmonic_spline.__func__, - "inv_multi_quadratic_biharmonic_spline": - inv_multi_quadratic_biharmonic_spline.__func__, - "thin_plate_spline": thin_plate_spline.__func__, - "beckert_wendland_c2_basis": beckert_wendland_c2_basis.__func__, - "polyharmonic_spline": polyharmonic_spline.__func__, + 'gaussian_spline': gaussian_spline.__func__, + 'multi_quadratic_biharmonic_spline': + multi_quadratic_biharmonic_spline.__func__, + 'inv_multi_quadratic_biharmonic_spline': + inv_multi_quadratic_biharmonic_spline.__func__, + 'thin_plate_spline': thin_plate_spline.__func__, + 'beckert_wendland_c2_basis': beckert_wendland_c2_basis.__func__, + 'polyharmonic_spline': polyharmonic_spline.__func__ } - def __new__(cls, fname): + def __new__(self, fname): # to make the str callable we have to use a dictionary with all the # implemented radial basis functions - if fname in cls.__bases: - return cls.__bases[fname] + if fname in self.bases: + return self.__bases[fname] raise NameError( """The name of the basis function in the parameters file is not correct or not implemented. Check the documentation for - all the available functions.""" - ) + all the available functions.""") - @ClassProperty + @classproperty def bases(self): - """The available basis functions.""" + """ + The available basis functions. + """ return list(self.__bases.keys()) diff --git a/pygem/stlhandler.py b/pygem/stlhandler.py index 7e3176c6..e2219183 100644 --- a/pygem/stlhandler.py +++ b/pygem/stlhandler.py @@ -1,43 +1,41 @@ -"""Derived module from filehandler.py to handle STereoLithography files. +""" +Derived module from filehandler.py to handle STereoLithography files. .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ - -import warnings - +import numpy as np +from mpl_toolkits import mplot3d import matplotlib.pyplot as plt import mpl_toolkits.mplot3d as a3 -import numpy as np -import vtk - import pygem.filehandler as fh - -warnings.warn( - "This module will be deprecated in next releases", DeprecationWarning -) +import vtk +import warnings +warnings.warn("This module will be deprecated in next releases", DeprecationWarning) class StlHandler(fh.FileHandler): - """STereoLithography file handler class. + """ + STereoLithography file handler class :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - equal to ['.stl']. + :cvar list extensions: extensions of the input/output files. It is equal to + ['.stl']. """ def __init__(self): - super().__init__() - self.extensions = [".stl"] + super(StlHandler, self).__init__() + self.extensions = ['.stl'] - def parse(self, filename): # pylint: disable=arguments-differ - """Method to parse the `filename`. It returns a matrix with all the + def parse(self, filename): + """ + Method to parse the `filename`. It returns a matrix with all the coordinates. :param string filename: name of the input file. - + :return: mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh :rtype: numpy.ndarray @@ -56,18 +54,16 @@ def parse(self, filename): # pylint: disable=arguments-differ mesh_points = np.zeros([n_points, 3]) for i in range(n_points): - mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = ( - data.GetPoint(i) - ) + mesh_points[i][0], mesh_points[i][1], mesh_points[i][ + 2] = data.GetPoint(i) return mesh_points - def write( - self, mesh_points, filename, write_bin=False - ): # pylint: disable=arguments-differ - """Writes a stl file, called filename, copying all the lines from - self.filename but the coordinates. mesh_points is a matrix that - contains the new coordinates to write in the stl file. + def write(self, mesh_points, filename, write_bin=False): + """ + Writes a stl file, called filename, copying all the lines from + self.filename but the coordinates. mesh_points is a matrix that contains + the new coordinates to write in the stl file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh. @@ -106,14 +102,16 @@ def write( writer.Write() def plot(self, plot_file=None, save_fig=False): - """Method to plot an stl file. If `plot_file` is not given it plots + """ + Method to plot an stl file. If `plot_file` is not given it plots `self.infile`. :param string plot_file: the stl filename you want to plot. - :param bool save_fig: a flag to save the figure in png or not. - If True the plot is not shown. The default value is False. - :return: figure: matlplotlib structure for the figure of the - chosen geometry + :param bool save_fig: a flag to save the figure in png or not. If True + the plot is not shown. The default value is False. + + :return: figure: matlplotlib structure for the figure of the chosen + geometry :rtype: matplotlib.pyplot.figure """ if plot_file is None: @@ -130,8 +128,7 @@ def plot(self, plot_file=None, save_fig=False): points = data.GetPoints() ncells = data.GetNumberOfCells() - # for each cell it contains the indeces of the points that define - # the cell + # for each cell it contains the indeces of the points that define the cell figure = plt.figure() axes = a3.Axes3D(figure) vtx = np.zeros((ncells, 3, 3)) @@ -139,45 +136,41 @@ def plot(self, plot_file=None, save_fig=False): for j in range(0, 3): cell = data.GetCell(i).GetPointId(j) vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint( - int(cell) - ) + int(cell)) tri = a3.art3d.Poly3DCollection([vtx[i]]) - tri.set_color("b") - tri.set_edgecolor("k") + tri.set_color('b') + tri.set_edgecolor('k') axes.add_collection3d(tri) ## Get the limits of the axis and center the geometry max_dim = np.array( - [np.max(vtx[:, :, 0]), np.max(vtx[:, :, 1]), np.max(vtx[:, :, 2])] - ) + [np.max(vtx[:, :, 0]), + np.max(vtx[:, :, 1]), + np.max(vtx[:, :, 2])]) min_dim = np.array( - [np.min(vtx[:, :, 0]), np.min(vtx[:, :, 1]), np.min(vtx[:, :, 2])] - ) + [np.min(vtx[:, :, 0]), + np.min(vtx[:, :, 1]), + np.min(vtx[:, :, 2])]) max_lenght = np.max(max_dim - min_dim) - axes.set_xlim( - -0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - 0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - ) - axes.set_ylim( - -0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - 0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - ) - axes.set_zlim( - -0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - 0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - ) + axes.set_xlim(-.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + .6 * max_lenght + (max_dim[0] + min_dim[0]) / 2) + axes.set_ylim(-.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + .6 * max_lenght + (max_dim[1] + min_dim[1]) / 2) + axes.set_zlim(-.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + .6 * max_lenght + (max_dim[2] + min_dim[2]) / 2) # Show the plot to the screen if not save_fig: plt.show() else: - figure.savefig(plot_file.split(".")[0] + ".png") + figure.savefig(plot_file.split('.')[0] + '.png') return figure def show(self, show_file=None): - """Method to show a vtk file. If `show_file` is not given it shows + """ + Method to show a vtk file. If `show_file` is not given it shows `self.infile`. :param string show_file: the vtk filename you want to show. diff --git a/pygem/unvhandler.py b/pygem/unvhandler.py index b936b6a7..bd772b5d 100644 --- a/pygem/unvhandler.py +++ b/pygem/unvhandler.py @@ -1,38 +1,35 @@ -"""Derived module from filehandler.py to handle Universal (unv) files. +""" +Derived module from filehandler.py to handle Universal (unv) files. .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ - -import warnings - import numpy as np - import pygem.filehandler as fh - -warnings.warn( - "This module will be deprecated in next releases", DeprecationWarning -) +import warnings +warnings.warn("This module will be deprecated in next releases", DeprecationWarning) class UnvHandler(fh.FileHandler): - """Universal file handler class. + """ + Universal file handler class :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - equal to ['.unv']. + :cvar list extensions: extensions of the input/output files. + It is equal to ['.unv']. """ def __init__(self): - super().__init__() - self.extensions = [".unv"] + super(UnvHandler, self).__init__() + self.extensions = ['.unv'] - def parse(self, filename): # pylint: disable=arguments-differ - """Method to parse the file `filename`. It returns a matrix with all - the coordinates. It reads only the section 2411 of the unv files and it - assumes there are only triangles. + def parse(self, filename): + """ + Method to parse the file `filename`. It returns a matrix with + all the coordinates. It reads only the section 2411 of the unv + files and it assumes there are only triangles. :param string filename: name of the input file. @@ -47,31 +44,32 @@ def parse(self, filename): # pylint: disable=arguments-differ index = -9 mesh_points = [] - with open(self.infile, "r", encoding="utf-8") as input_file: + with open(self.infile, 'r') as input_file: for num, line in enumerate(input_file): - if line.startswith(" 2411"): + if line.startswith(' 2411'): index = num if num == index + 2: - if line.startswith(" -1"): + if line.startswith(' -1'): break - - line = line.replace("D", "E") - line_data = [] - for token in line.split(): - try: - line_data.append(float(token)) - except ValueError: - pass - mesh_points.append(line_data) - index = num + else: + line = line.replace('D', 'E') + l = [] + for t in line.split(): + try: + l.append(float(t)) + except ValueError: + pass + mesh_points.append(l) + index = num mesh_points = np.array(mesh_points) return mesh_points - def write(self, mesh_points, filename): # pylint: disable=arguments-differ - """Writes a unv file, called filename, copying all the lines from - `self.filename` but the coordinates. mesh_points is a matrix that - contains the new coordinates to write in the unv file. + def write(self, mesh_points, filename): + """ + Writes a unv file, called filename, copying all the lines from + `self.filename` but the coordinates. mesh_points is a matrix + that contains the new coordinates to write in the unv file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the mesh @@ -85,21 +83,20 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ index = -9 i = 0 - with open(self.outfile, "w", encoding="utf-8") as output_file: - with open(self.infile, "r", encoding="utf-8") as input_file: + with open(self.outfile, 'w') as output_file: + with open(self.infile, 'r') as input_file: for num, line in enumerate(input_file): - if line.startswith(" 2411"): + if line.startswith(' 2411'): index = num if num == index + 2: - if line.startswith(" -1"): + if line.startswith(' -1'): index = -9 output_file.write(line) else: for j in range(0, 3): - output_file.write( - 3 * " " + f"{mesh_points[i][j]:.16E}" - ) - output_file.write("\n") + output_file.write(3 * ' ' + '{:.16E}'.format( + mesh_points[i][j])) + output_file.write('\n') i += 1 index = num else: diff --git a/pygem/utils.py b/pygem/utils.py index 4011b358..6bfb066b 100644 --- a/pygem/utils.py +++ b/pygem/utils.py @@ -1,17 +1,18 @@ -"""Utilities for the affine transformations of the bounding box of the Free -Form Deformation.""" - +""" +Utilities for the affine transformations of the bounding box of the Free Form +Deformation. +""" import math from functools import reduce - import numpy as np def angles2matrix(rot_z=0, rot_y=0, rot_x=0): - """This method returns the rotation matrix for given rotations around z, y - and x axes. The output rotation matrix is equal to the composition of the - individual rotations. Rotations are counter-clockwise. The default value - of the three rotations is zero. + """ + This method returns the rotation matrix for given rotations around z, y and + x axes. The output rotation matrix is equal to the composition of the + individual rotations. Rotations are counter-clockwise. The default value of + the three rotations is zero. :param float rot_z: rotation angle (in radians) around z-axis. :param float rot_y: rotation angle (in radians) around y-axis. @@ -43,28 +44,26 @@ def angles2matrix(rot_z=0, rot_y=0, rot_x=0): cos = math.cos(rot_z) sin = math.sin(rot_z) rot_matrix.append( - np.array([cos, -sin, 0, sin, cos, 0, 0, 0, 1]).reshape((3, 3)) - ) + np.array([cos, -sin, 0, sin, cos, 0, 0, 0, 1]).reshape((3, 3))) if rot_y: cos = math.cos(rot_y) sin = math.sin(rot_y) rot_matrix.append( - np.array([cos, 0, sin, 0, 1, 0, -sin, 0, cos]).reshape((3, 3)) - ) + np.array([cos, 0, sin, 0, 1, 0, -sin, 0, cos]).reshape((3, 3))) if rot_x: cos = math.cos(rot_x) sin = math.sin(rot_x) rot_matrix.append( - np.array([1, 0, 0, 0, cos, -sin, 0, sin, cos]).reshape((3, 3)) - ) + np.array([1, 0, 0, 0, cos, -sin, 0, sin, cos]).reshape((3, 3))) if rot_matrix: return reduce(np.dot, rot_matrix[::-1]) return np.eye(3) def fit_affine_transformation(points_start, points_end): - """Fit an affine transformation from starting points to ending points - through a least square procedure. + """ + Fit an affine transformation from starting points to ending points through a + least square procedure. :param numpy.ndarray points_start: set of starting points. :param numpy.ndarray points_end: set of ending points. @@ -91,35 +90,32 @@ def fit_affine_transformation(points_start, points_end): dim = len(points_start[0]) if len(points_start) < dim: raise RuntimeError( - "Too few starting points => under-determined system." - ) + "Too few starting points => under-determined system.") def pad_column_ones(x): - """Add right column of 1.0 to the given 2D numpy array.""" + """ Add right column of 1.0 to the given 2D numpy array """ return np.hstack([x, np.ones((x.shape[0], 1))]) def unpad_column(x): - """Remove last column to the given 2D numpy array.""" + """ Remove last column to the given 2D numpy array """ return x[:, :-1] def transform(src): shape = src.shape - # pylint: disable=C0103 - X = pad_column_ones(points_start) Y = pad_column_ones(points_end) - # pylint: disable=W0612 - A, res, rank, _ = np.linalg.lstsq(X, Y, rcond=None) # TODO add check condition number - # if np.linalg.cond(A) >= 1 / sys.float_info.epsilon: + #if np.linalg.cond(A) >= 1 / sys.float_info.epsilon: # raise RuntimeError( # "Error: singular matrix. Points are probably coplanar.") return unpad_column( - np.dot(pad_column_ones(np.atleast_2d(src)), A) - ).reshape(shape) + np.dot( + pad_column_ones(np.atleast_2d(src)), + A) + ).reshape(shape) return transform diff --git a/pygem/vffd.py b/pygem/vffd.py index cfd18f23..c464ec25 100644 --- a/pygem/vffd.py +++ b/pygem/vffd.py @@ -1,18 +1,13 @@ -import numpy as np - from pygem.cffd import CFFD - - +import numpy as np class VFFD(CFFD): - """Class that handles the Volumetric Free Form Deformation on mesh points. - + ''' + Class that handles the Volumetric Free Form Deformation on the mesh points. + :param list n_control_points: number of control points in the x, y, and z direction. Default is [2, 2, 2]. - :param string mode: it can be ``affine`` or ``triaffine``. The first option - is for the F that are affine in all the coordinates of the points. - The second one is for functions that are F in the coordinates of the - points. The first option implies the second, but is optimal for that - class of functions. + :param string mode: it can be ``affine`` or ``triaffine``. The first option is for the F that are affine in all the coordinates of the points. + The second one is for functions that are F in the coordinates of the points. The first option implies the second, but is optimal for that class of functions. :cvar numpy.ndarray box_length: dimension of the FFD bounding box, in the x, y and z direction (local coordinate system). :cvar numpy.ndarray box_origin: the x, y and z coordinates of the origin of @@ -25,19 +20,15 @@ class of functions. y, normalized with the box length y. :cvar numpy.ndarray array_mu_z: collects the displacements (weights) along z, normalized with the box length z. - :cvar callable fun: it defines the F of the constraint F(x)=c. Default is - the constant 1 function. - :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. - Default is 1. - :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class - which control points can be moved, and in what direction, to enforce - the constraint. The tensor has shape (n_x,n_y,n_z,3), where the last - dimension indicates movement on x,y,z respectively. Default is all - true. - :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class - on which axis which constraint depends on. The tensor has shape - (n_cons,3), where the last dimension indicates dependency on x,y,z - respectively. Default is all true. It used only in the triaffine mode. + :cvar callable fun: it defines the F of the constraint F(x)=c. Default is the constant 1 function. + :cvar numpy.ndarray fixval: it defines the c of the constraint F(x)=c. Default is 1. + :cvar numpy.ndarray ffd_mask: a boolean tensor that tells to the class + which control points can be moved, and in what direction, to enforce the constraint. + The tensor has shape (n_x,n_y,n_z,3), where the last dimension indicates movement + on x,y,z respectively. Default is all true. + :cvar numpy.ndarray fun_mask: a boolean tensor that tells to the class + on which axis which constraint depends on. The tensor has shape (n_cons,3), where the last dimension indicates dependency on + on x,y,z respectively. Default is all true. It used only in the triaffine mode. :Example: @@ -52,10 +43,9 @@ class of functions. >>> vffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') >>> vffd.adjust_control_points(original_mesh_points) >>> new_mesh_points = vffd(original_mesh_points) - >>> assert np.isclose(np.linalg.norm(vffd.fun(new_mesh_points) - b), - ... np.array([0.]), atol=1e-07) - """ + >>> assert np.isclose(np.linalg.norm(vffd.fun(new_mesh_points) - b), np.array([0.]), atol=1e-07) + ''' def __init__(self, triangles, fixval, n_control_points=None, ffd_mask=None): super().__init__(fixval, None, n_control_points, ffd_mask, None) @@ -73,3 +63,5 @@ def _volume(x, triangles): x = x.reshape(-1, 3) mesh = x[triangles] return np.array([np.sum(np.linalg.det(mesh))]) + + diff --git a/pygem/vtkhandler.py b/pygem/vtkhandler.py index 711c1e7f..3fcb61ab 100644 --- a/pygem/vtkhandler.py +++ b/pygem/vtkhandler.py @@ -1,40 +1,37 @@ -"""Derived module from filehandler.py to handle vtk files. +""" +Derived module from filehandler.py to handle vtk files. .. warning:: This module will be deprecated in next releases. Follow updates on - https://github.com/mathLab for news about file handling. + https://github.com/mathLab for news about file handling. """ - -import warnings - +import numpy as np import matplotlib.pyplot as plt import mpl_toolkits.mplot3d as a3 -import numpy as np import vtk - import pygem.filehandler as fh - -warnings.warn( - "This module will be deprecated in next releases", DeprecationWarning -) +import warnings +warnings.warn("This module will be deprecated in next releases", DeprecationWarning) class VtkHandler(fh.FileHandler): - """Vtk file handler class. + """ + Vtk file handler class :cvar string infile: name of the input file to be processed. :cvar string outfile: name of the output file where to write in. - :cvar list extensions: extensions of the input/output files. It is - equal to ['.vtk']. + :cvar list extensions: extensions of the input/output files. It + is equal to ['.vtk']. """ def __init__(self): - super().__init__() - self.extensions = [".vtk"] + super(VtkHandler, self).__init__() + self.extensions = ['.vtk'] - def parse(self, filename): # pylint: disable=arguments-differ - """Method to parse the file `filename`. It returns a matrix with all - the coordinates. + def parse(self, filename): + """ + Method to parse the file `filename`. It returns a matrix + with all the coordinates. :param string filename: name of the input file. @@ -62,16 +59,17 @@ def parse(self, filename): # pylint: disable=arguments-differ mesh_points = np.zeros([n_points, 3]) for i in range(n_points): - mesh_points[i][0], mesh_points[i][1], mesh_points[i][2] = ( - data.GetPoint(i) - ) + mesh_points[i][0], mesh_points[i][1], mesh_points[i][ + 2] = data.GetPoint(i) return mesh_points - def write(self, mesh_points, filename): # pylint: disable=arguments-differ - """Writes a vtk file, called filename, copying all the structures from - self.filename but the coordinates. `mesh_points` is a matrix that - contains the new coordinates to write in the vtk file. + def write(self, mesh_points, filename): + """ + Writes a vtk file, called filename, copying all the + structures from self.filename but the coordinates. + `mesh_points` is a matrix that contains the new coordinates + to write in the vtk file. :param numpy.ndarray mesh_points: it is a `n_points`-by-3 matrix containing the coordinates of the points of the @@ -103,14 +101,16 @@ def write(self, mesh_points, filename): # pylint: disable=arguments-differ writer.Write() def plot(self, plot_file=None, save_fig=False): - """Method to plot a vtk file. If `plot_file` is not given it plots - `self.infile`. + """ + Method to plot a vtk file. If `plot_file` is not given it + plots `self.infile`. :param string plot_file: the vtk filename you want to plot. - :param bool save_fig: a flag to save the figure in png or not. - If True the plot is not shown. - :return: figure: matlplotlib structure for the figure of the - chosen geometry + :param bool save_fig: a flag to save the figure in png or + not. If True the plot is not shown. + + :return: figure: matlplotlib structure for the figure of + the chosen geometry :rtype: matplotlib.pyplot.figure """ if plot_file is None: @@ -127,8 +127,7 @@ def plot(self, plot_file=None, save_fig=False): points = data.GetPoints() ncells = data.GetNumberOfCells() - # for each cell it contains the indeces of the points that define - # the cell + # for each cell it contains the indeces of the points that define the cell figure = plt.figure() axes = a3.Axes3D(figure) vtx = np.zeros((ncells, 3, 3)) @@ -136,46 +135,42 @@ def plot(self, plot_file=None, save_fig=False): for j in range(0, 3): cell = data.GetCell(i).GetPointId(j) vtx[i][j][0], vtx[i][j][1], vtx[i][j][2] = points.GetPoint( - int(cell) - ) + int(cell)) tri = a3.art3d.Poly3DCollection([vtx[i]]) - tri.set_color("b") - tri.set_edgecolor("k") + tri.set_color('b') + tri.set_edgecolor('k') axes.add_collection3d(tri) ## Get the limits of the axis and center the geometry max_dim = np.array( - [np.max(vtx[:, :, 0]), np.max(vtx[:, :, 1]), np.max(vtx[:, :, 2])] - ) + [np.max(vtx[:, :, 0]), + np.max(vtx[:, :, 1]), + np.max(vtx[:, :, 2])]) min_dim = np.array( - [np.min(vtx[:, :, 0]), np.min(vtx[:, :, 1]), np.min(vtx[:, :, 2])] - ) + [np.min(vtx[:, :, 0]), + np.min(vtx[:, :, 1]), + np.min(vtx[:, :, 2])]) max_lenght = np.max(max_dim - min_dim) - axes.set_xlim( - -0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - 0.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, - ) - axes.set_ylim( - -0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - 0.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, - ) - axes.set_zlim( - -0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - 0.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, - ) + axes.set_xlim(-.6 * max_lenght + (max_dim[0] + min_dim[0]) / 2, + .6 * max_lenght + (max_dim[0] + min_dim[0]) / 2) + axes.set_ylim(-.6 * max_lenght + (max_dim[1] + min_dim[1]) / 2, + .6 * max_lenght + (max_dim[1] + min_dim[1]) / 2) + axes.set_zlim(-.6 * max_lenght + (max_dim[2] + min_dim[2]) / 2, + .6 * max_lenght + (max_dim[2] + min_dim[2]) / 2) # Show the plot to the screen if not save_fig: plt.show() else: - figure.savefig(plot_file.split(".")[0] + ".png") + figure.savefig(plot_file.split('.')[0] + '.png') return figure def show(self, show_file=None): - """Method to show a vtk file. If `show_file` is not given it shows - `self.infile`. + """ + Method to show a vtk file. If `show_file` is not given + it shows `self.infile`. :param string show_file: the vtk filename you want to show. """ From 909ea6baa10fd5c1d3305b9c7533b34007267d90 Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Thu, 27 Nov 2025 16:34:49 +0100 Subject: [PATCH 40/50] Revert useless files --- .github/ISSUE_TEMPLATE/feature_request.md | 20 ++-- deform_cube.vtp | 33 ----- tutorials/test_pipe_deformed.iges | 126 -------------------- tutorials/tutorial2/test_pipe_deformed.iges | 126 -------------------- tutorials/tutorial5/cube.stl | 86 ------------- tutorials/tutorial5/cube.vtp | 33 ----- tutorials/tutorial5/deform_cube.stl | 86 ------------- tutorials/tutorial5/deform_cube.vtp | 33 ----- 8 files changed, 9 insertions(+), 534 deletions(-) delete mode 100644 deform_cube.vtp delete mode 100644 tutorials/test_pipe_deformed.iges delete mode 100644 tutorials/tutorial2/test_pipe_deformed.iges delete mode 100644 tutorials/tutorial5/cube.stl delete mode 100644 tutorials/tutorial5/cube.vtp delete mode 100644 tutorials/tutorial5/deform_cube.stl delete mode 100644 tutorials/tutorial5/deform_cube.vtp diff --git a/.github/ISSUE_TEMPLATE/feature_request.md b/.github/ISSUE_TEMPLATE/feature_request.md index d3971458..11fc491e 100644 --- a/.github/ISSUE_TEMPLATE/feature_request.md +++ b/.github/ISSUE_TEMPLATE/feature_request.md @@ -1,22 +1,20 @@ -- - name: Feature request - about: Suggest an idea for this project - title: '' - labels: enhancement - assignees: '' +--- +name: Feature request +about: Suggest an idea for this project +title: '' +labels: enhancement +assignees: '' -- - +--- **Is your feature request related to a problem? Please describe.** -A clear and concise description of what the problem is. Ex. I'm always -frustrated when [...] +A clear and concise description of what the problem is. Ex. I'm always frustrated when [...] **Describe the solution you'd like** A clear and concise description of what you want to happen. **Describe alternatives you've considered** -A clear and concise description of any alternative solutions or features you've -considered. +A clear and concise description of any alternative solutions or features you've considered. **Additional context** Add any other context or screenshots about the feature request here. - diff --git a/deform_cube.vtp b/deform_cube.vtp deleted file mode 100644 index cbbb2ed5..00000000 --- a/deform_cube.vtp +++ /dev/null @@ -1,33 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - _AQAAAACAAAAgAQAAMQAAAA==eJxjYGDYz4CJ7dFoGNseixiGXGioIja16ObjMgefvYTMx8XHpRabvfbI5gMA8UomGg==AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV - - diff --git a/tutorials/test_pipe_deformed.iges b/tutorials/test_pipe_deformed.iges deleted file mode 100644 index 2b23af4b..00000000 --- a/tutorials/test_pipe_deformed.iges +++ /dev/null @@ -1,126 +0,0 @@ - S0000001 -,,31HOpen CASCADE IGES processor 7.4,13HFilename.iges, G0000001 -16HOpen CASCADE 7.4,31HOpen CASCADE IGES processor 7.4,32,308,15,308,15,G0000002 -,1.,2,2HMM,1,0.01,15H20251126.220339,1E-07,12431.818182,7Hkpandey,,11,0,G0000003 -15H20251126.220339,; G0000004 - 402 1 0 0 0 0 0 000000000D0000001 - 402 0 0 1 1 0D0000002 - 144 2 0 0 0 0 0 000020000D0000003 - 144 0 0 1 0 0D0000004 - 128 3 0 0 0 0 0 000010000D0000005 - 128 0 0 10 0 0D0000006 - 142 13 0 0 0 0 0 000010500D0000007 - 142 0 0 1 0 0D0000008 - 126 14 0 0 0 0 0 000010000D0000009 - 126 0 0 14 0 0D0000010 - 144 28 0 0 0 0 0 000020000D0000011 - 144 0 0 1 0 0D0000012 - 128 29 0 0 0 0 0 000010000D0000013 - 128 0 0 10 0 0D0000014 - 142 39 0 0 0 0 0 000010500D0000015 - 142 0 0 1 0 0D0000016 - 126 40 0 0 0 0 0 000010000D0000017 - 126 0 0 14 0 0D0000018 - 144 54 0 0 0 0 0 000020000D0000019 - 144 0 0 1 0 0D0000020 - 128 55 0 0 0 0 0 000010000D0000021 - 128 0 0 5 0 0D0000022 - 142 60 0 0 0 0 0 000010500D0000023 - 142 0 0 1 0 0D0000024 - 126 61 0 0 0 0 0 000010000D0000025 - 126 0 0 12 0 0D0000026 - 144 73 0 0 0 0 0 000020000D0000027 - 144 0 0 1 0 0D0000028 - 128 74 0 0 0 0 0 000010000D0000029 - 128 0 0 4 0 0D0000030 - 142 78 0 0 0 0 0 000010500D0000031 - 142 0 0 1 0 0D0000032 - 126 79 0 0 0 0 0 000010000D0000033 - 126 0 0 8 0 0D0000034 -402,4,3,11,19,27; 0000001P0000001 -144,5,1,0,7; 0000003P0000002 -128,4,1,2,1,0,0,0,0,0,0.,0.,0.,1.570796327,1.570796327, 0000005P0000003 -3.141592654,3.141592654,3.141592654,0.,0.,1.E+04,1.E+04,1., 0000005P0000004 -0.707106781,1.,0.707106781,1.,1.,0.707106781,1.,0.707106781,1., 0000005P0000005 -1.E+03,1.795861237E-07,0.,999.99999982,1.E+03,0., 0000005P0000006 --1.795860127E-07,1.E+03,0.,-1.E+03,999.99999982,0.,-1.E+03, 0000005P0000007 --1.795860013E-07,0.,1.308823529E+03,411.764706129, 0000005P0000008 -1.106818182E+04,1.589572192E+03,1.786096257E+03,1.106818182E+04, 0000005P0000009 -308.823529182,1.411764706E+03,1.175E+04,-971.925133922, 0000005P0000010 -1.037433155E+03,1.243181818E+04,-985.294117649,19.607842954, 0000005P0000011 -1.243181818E+04,0.,3.141592654,0.,1.E+04; 0000005P0000012 -142,0,5,0,9,2; 0000007P0000013 -126,12,2,0,1,0,0,-7.965614692,-7.965614692,-7.965614692, 0000009P0000014 --6.394818365,-6.394818365,-4.824022038,-4.824022038,6.283185307, 0000009P0000015 -6.283185307,7.853981634,7.853981634,9.424777961,9.424777961, 0000009P0000016 -20.531985306,20.531985306,20.531985306,1.,0.707106781,1., 0000009P0000017 -0.707106781,1.,1.,1.,0.707106781,1.,0.707106781,1.,1.,1., 0000009P0000018 --1.E+03,1.224646799E-13,0.,-1000.,1.E+03,0.,6.123233996E-14, 0000009P0000019 -1.E+03,0.,1.E+03,1000.,0.,1.E+03,0.,0.,1.E+03,-2.449293598E-13, 0000009P0000020 -5.E+03,1.308823529E+03,411.764705882,1.106818182E+04, 0000009P0000021 -1.589572193E+03,1.786096257E+03,1.106818182E+04,308.823529412, 0000009P0000022 -1.411764706E+03,1.175E+04,-971.92513369,1.037433155E+03, 0000009P0000023 -1.243181818E+04,-985.294117647,19.607843137,1.243181818E+04, 0000009P0000024 --1000.,2.273736754E-13,5.E+03,-1.E+03,1.224646799E-13,0., 0000009P0000025 --7.965614692,20.531985306,0.123925629,-0.99103112, 0000009P0000026 -4.999758142E-02; 0000009P0000027 -144,13,1,0,15; 0000011P0000028 -128,4,1,2,1,0,0,0,0,0,0.,0.,0.,1.570796327,1.570796327, 0000013P0000029 -3.141592654,3.141592654,3.141592654,0.,0.,1.E+04,1.E+04,1., 0000013P0000030 -0.707106781,1.,0.707106781,1.,1.,0.707106781,1.,0.707106781,1., 0000013P0000031 --1.E+03,4.10207102E-07,0.,-1.E+03,-999.999999795,0., 0000013P0000032 --2.051053886E-07,-1.E+03,0.,1000.,-1.E+03,0.,1.E+03, 0000013P0000033 --3.797643039E-12,0.,-985.294117642,19.607843555,1.243181818E+04, 0000013P0000034 --998.663102017,-998.217468604,1.243181818E+04,14.705882145, 0000013P0000035 --980.392156866,1.175E+04,1.028074866E+03,-962.566845202, 0000013P0000036 -1.106818182E+04,1.308823529E+03,411.764705882,1.106818182E+04, 0000013P0000037 -0.,3.141592654,0.,1.E+04; 0000013P0000038 -142,0,13,0,17,2; 0000015P0000039 -126,12,2,0,1,0,0,-7.965614692,-7.965614692,-7.965614692, 0000017P0000040 --6.394818365,-6.394818365,-4.824022038,-4.824022038,6.283185307, 0000017P0000041 -6.283185307,7.853981634,7.853981634,9.424777961,9.424777961, 0000017P0000042 -20.531985306,20.531985306,20.531985306,1.,0.707106781,1., 0000017P0000043 -0.707106781,1.,1.,1.,0.707106781,1.,0.707106781,1.,1.,1., 0000017P0000044 --985.294117647,19.607843137,1.243181818E+04,-998.663101604, 0000017P0000045 --998.217468806,1.243181818E+04,14.705882353,-980.392156863, 0000017P0000046 -1.175E+04,1.028074866E+03,-962.56684492,1.106818182E+04, 0000017P0000047 -1.308823529E+03,411.764705882,1.106818182E+04,1.E+03, 0000017P0000048 --2.449293598E-13,5.E+03,1.E+03,-2.449293598E-13,0.,1000., 0000017P0000049 --1.E+03,0.,-1.836970199E-13,-1.E+03,0.,-1.E+03,-1000.,0., 0000017P0000050 --1.E+03,1.224646799E-13,0.,-1000.,2.273736754E-13,5.E+03, 0000017P0000051 --985.294117647,19.607843137,1.243181818E+04,-7.965614692, 0000017P0000052 -20.531985306,6.574038599E-03,0.999966055,4.967051386E-03; 0000017P0000053 -144,21,1,0,23; 0000019P0000054 -128,1,1,1,1,0,0,1,0,0,-1.E+03,-1.E+03,1.E+03,1.E+03,-1.E+03, 0000021P0000055 --1.E+03,1.E+03,1.E+03,1.,1.,1.,1.,-998.663101604,-998.217468806, 0000021P0000056 -1.243181818E+04,1.028074866E+03,-962.56684492,1.106818182E+04, 0000021P0000057 --971.92513369,1.037433155E+03,1.243181818E+04,1.589572193E+03, 0000021P0000058 -1.786096257E+03,1.106818182E+04,-1.E+03,1.E+03,-1.E+03,1.E+03; 0000021P0000059 -142,0,21,0,25,2; 0000023P0000060 -126,8,2,0,1,0,0,-3.141592654,-3.141592654,-3.141592654, 0000025P0000061 --1.570796327,-1.570796327,-8.881784197E-16,-8.881784197E-16, 0000025P0000062 -1.570796327,1.570796327,3.141592654,3.141592654,3.141592654,1., 0000025P0000063 -0.707106781,1.,0.707106781,1.,0.707106781,1.,0.707106781,1., 0000025P0000064 --985.294117647,19.607843137,1.243181818E+04,-971.92513369, 0000025P0000065 -1.037433155E+03,1.243181818E+04,308.823529412,1.411764706E+03, 0000025P0000066 -1.175E+04,1.589572193E+03,1.786096257E+03,1.106818182E+04, 0000025P0000067 -1.308823529E+03,411.764705882,1.106818182E+04,1.028074866E+03, 0000025P0000068 --962.56684492,1.106818182E+04,14.705882353,-980.392156863, 0000025P0000069 -1.175E+04,-998.663101604,-998.217468806,1.243181818E+04, 0000025P0000070 --985.294117647,19.607843137,1.243181818E+04,-3.141592654, 0000025P0000071 -3.141592654,0.517939535,-6.36810904E-02,0.853043584; 0000025P0000072 -144,29,1,0,31; 0000027P0000073 -128,1,1,1,1,0,0,1,0,0,-1.E+03,-1.E+03,1.E+03,1.E+03,-1.E+03, 0000029P0000074 --1.E+03,1.E+03,1.E+03,1.,1.,1.,1.,1.E+03,-1.E+03,0.,-1.E+03, 0000029P0000075 --1.E+03,0.,1.E+03,1.E+03,0.,-1.E+03,1.E+03,0.,-1.E+03,1.E+03, 0000029P0000076 --1.E+03,1.E+03; 0000029P0000077 -142,0,29,0,33,2; 0000031P0000078 -126,8,2,1,1,0,0,4.440892099E-16,4.440892099E-16,4.440892099E-16, 0000033P0000079 -1.570796327,1.570796327,3.141592654,3.141592654,4.71238898, 0000033P0000080 -4.71238898,6.283185307,6.283185307,6.283185307,1.,0.707106781, 0000033P0000081 -1.,0.707106781,1.,0.707106781,1.,0.707106781,1.,1.E+03, 0000033P0000082 -2.449293598E-13,0.,1000.,1.E+03,0.,-1.836970199E-13,1.E+03,0., 0000033P0000083 --1.E+03,1000.,0.,-1.E+03,-1.224646799E-13,0.,-1000.,-1.E+03,0., 0000033P0000084 -6.123233996E-14,-1.E+03,0.,1.E+03,-1000.,0.,1.E+03,0.,0., 0000033P0000085 -4.440892099E-16,6.283185307,0.,0.,1.; 0000033P0000086 -S 1G 4D 34P 86 T0000001 diff --git a/tutorials/tutorial2/test_pipe_deformed.iges b/tutorials/tutorial2/test_pipe_deformed.iges deleted file mode 100644 index 9b1f0a34..00000000 --- a/tutorials/tutorial2/test_pipe_deformed.iges +++ /dev/null @@ -1,126 +0,0 @@ - S0000001 -,,31HOpen CASCADE IGES processor 7.4,13HFilename.iges, G0000001 -16HOpen CASCADE 7.4,31HOpen CASCADE IGES processor 7.4,32,308,15,308,15,G0000002 -,1.,2,2HMM,1,0.01,15H20251126.220913,1E-07,12431.818182,7Hkpandey,,11,0,G0000003 -15H20251126.220913,; G0000004 - 402 1 0 0 0 0 0 000000000D0000001 - 402 0 0 1 1 0D0000002 - 144 2 0 0 0 0 0 000020000D0000003 - 144 0 0 1 0 0D0000004 - 128 3 0 0 0 0 0 000010000D0000005 - 128 0 0 10 0 0D0000006 - 142 13 0 0 0 0 0 000010500D0000007 - 142 0 0 1 0 0D0000008 - 126 14 0 0 0 0 0 000010000D0000009 - 126 0 0 14 0 0D0000010 - 144 28 0 0 0 0 0 000020000D0000011 - 144 0 0 1 0 0D0000012 - 128 29 0 0 0 0 0 000010000D0000013 - 128 0 0 10 0 0D0000014 - 142 39 0 0 0 0 0 000010500D0000015 - 142 0 0 1 0 0D0000016 - 126 40 0 0 0 0 0 000010000D0000017 - 126 0 0 14 0 0D0000018 - 144 54 0 0 0 0 0 000020000D0000019 - 144 0 0 1 0 0D0000020 - 128 55 0 0 0 0 0 000010000D0000021 - 128 0 0 5 0 0D0000022 - 142 60 0 0 0 0 0 000010500D0000023 - 142 0 0 1 0 0D0000024 - 126 61 0 0 0 0 0 000010000D0000025 - 126 0 0 12 0 0D0000026 - 144 73 0 0 0 0 0 000020000D0000027 - 144 0 0 1 0 0D0000028 - 128 74 0 0 0 0 0 000010000D0000029 - 128 0 0 4 0 0D0000030 - 142 78 0 0 0 0 0 000010500D0000031 - 142 0 0 1 0 0D0000032 - 126 79 0 0 0 0 0 000010000D0000033 - 126 0 0 8 0 0D0000034 -402,4,3,11,19,27; 0000001P0000001 -144,5,1,0,7; 0000003P0000002 -128,4,1,2,1,0,0,0,0,0,0.,0.,0.,1.570796327,1.570796327, 0000005P0000003 -3.141592654,3.141592654,3.141592654,0.,0.,1.E+04,1.E+04,1., 0000005P0000004 -0.707106781,1.,0.707106781,1.,1.,0.707106781,1.,0.707106781,1., 0000005P0000005 -1.E+03,1.795861237E-07,0.,999.99999982,1.E+03,0., 0000005P0000006 --1.795860127E-07,1.E+03,0.,-1.E+03,999.99999982,0.,-1.E+03, 0000005P0000007 --1.795860013E-07,0.,1.308823529E+03,411.764706129, 0000005P0000008 -1.106818182E+04,1.589572192E+03,1.786096257E+03,1.106818182E+04, 0000005P0000009 -308.823529182,1.411764706E+03,1.175E+04,-971.925133922, 0000005P0000010 -1.037433155E+03,1.243181818E+04,-985.294117649,19.607842954, 0000005P0000011 -1.243181818E+04,0.,3.141592654,0.,1.E+04; 0000005P0000012 -142,0,5,0,9,2; 0000007P0000013 -126,12,2,0,1,0,0,-7.965614692,-7.965614692,-7.965614692, 0000009P0000014 --6.394818365,-6.394818365,-4.824022038,-4.824022038,6.283185307, 0000009P0000015 -6.283185307,7.853981634,7.853981634,9.424777961,9.424777961, 0000009P0000016 -20.531985306,20.531985306,20.531985306,1.,0.707106781,1., 0000009P0000017 -0.707106781,1.,1.,1.,0.707106781,1.,0.707106781,1.,1.,1., 0000009P0000018 --1.E+03,1.224646799E-13,0.,-1000.,1.E+03,0.,6.123233996E-14, 0000009P0000019 -1.E+03,0.,1.E+03,1000.,0.,1.E+03,0.,0.,1.E+03,-2.449293598E-13, 0000009P0000020 -5.E+03,1.308823529E+03,411.764705882,1.106818182E+04, 0000009P0000021 -1.589572193E+03,1.786096257E+03,1.106818182E+04,308.823529412, 0000009P0000022 -1.411764706E+03,1.175E+04,-971.92513369,1.037433155E+03, 0000009P0000023 -1.243181818E+04,-985.294117647,19.607843137,1.243181818E+04, 0000009P0000024 --1000.,2.273736754E-13,5.E+03,-1.E+03,1.224646799E-13,0., 0000009P0000025 --7.965614692,20.531985306,0.123925629,-0.99103112, 0000009P0000026 -4.999758142E-02; 0000009P0000027 -144,13,1,0,15; 0000011P0000028 -128,4,1,2,1,0,0,0,0,0,0.,0.,0.,1.570796327,1.570796327, 0000013P0000029 -3.141592654,3.141592654,3.141592654,0.,0.,1.E+04,1.E+04,1., 0000013P0000030 -0.707106781,1.,0.707106781,1.,1.,0.707106781,1.,0.707106781,1., 0000013P0000031 --1.E+03,4.10207102E-07,0.,-1.E+03,-999.999999795,0., 0000013P0000032 --2.051053886E-07,-1.E+03,0.,1000.,-1.E+03,0.,1.E+03, 0000013P0000033 --3.797643039E-12,0.,-985.294117642,19.607843555,1.243181818E+04, 0000013P0000034 --998.663102017,-998.217468604,1.243181818E+04,14.705882145, 0000013P0000035 --980.392156866,1.175E+04,1.028074866E+03,-962.566845202, 0000013P0000036 -1.106818182E+04,1.308823529E+03,411.764705882,1.106818182E+04, 0000013P0000037 -0.,3.141592654,0.,1.E+04; 0000013P0000038 -142,0,13,0,17,2; 0000015P0000039 -126,12,2,0,1,0,0,-7.965614692,-7.965614692,-7.965614692, 0000017P0000040 --6.394818365,-6.394818365,-4.824022038,-4.824022038,6.283185307, 0000017P0000041 -6.283185307,7.853981634,7.853981634,9.424777961,9.424777961, 0000017P0000042 -20.531985306,20.531985306,20.531985306,1.,0.707106781,1., 0000017P0000043 -0.707106781,1.,1.,1.,0.707106781,1.,0.707106781,1.,1.,1., 0000017P0000044 --985.294117647,19.607843137,1.243181818E+04,-998.663101604, 0000017P0000045 --998.217468806,1.243181818E+04,14.705882353,-980.392156863, 0000017P0000046 -1.175E+04,1.028074866E+03,-962.56684492,1.106818182E+04, 0000017P0000047 -1.308823529E+03,411.764705882,1.106818182E+04,1.E+03, 0000017P0000048 --2.449293598E-13,5.E+03,1.E+03,-2.449293598E-13,0.,1000., 0000017P0000049 --1.E+03,0.,-1.836970199E-13,-1.E+03,0.,-1.E+03,-1000.,0., 0000017P0000050 --1.E+03,1.224646799E-13,0.,-1000.,2.273736754E-13,5.E+03, 0000017P0000051 --985.294117647,19.607843137,1.243181818E+04,-7.965614692, 0000017P0000052 -20.531985306,6.574038599E-03,0.999966055,4.967051386E-03; 0000017P0000053 -144,21,1,0,23; 0000019P0000054 -128,1,1,1,1,0,0,1,0,0,-1.E+03,-1.E+03,1.E+03,1.E+03,-1.E+03, 0000021P0000055 --1.E+03,1.E+03,1.E+03,1.,1.,1.,1.,-998.663101604,-998.217468806, 0000021P0000056 -1.243181818E+04,1.028074866E+03,-962.56684492,1.106818182E+04, 0000021P0000057 --971.92513369,1.037433155E+03,1.243181818E+04,1.589572193E+03, 0000021P0000058 -1.786096257E+03,1.106818182E+04,-1.E+03,1.E+03,-1.E+03,1.E+03; 0000021P0000059 -142,0,21,0,25,2; 0000023P0000060 -126,8,2,0,1,0,0,-3.141592654,-3.141592654,-3.141592654, 0000025P0000061 --1.570796327,-1.570796327,-8.881784197E-16,-8.881784197E-16, 0000025P0000062 -1.570796327,1.570796327,3.141592654,3.141592654,3.141592654,1., 0000025P0000063 -0.707106781,1.,0.707106781,1.,0.707106781,1.,0.707106781,1., 0000025P0000064 --985.294117647,19.607843137,1.243181818E+04,-971.92513369, 0000025P0000065 -1.037433155E+03,1.243181818E+04,308.823529412,1.411764706E+03, 0000025P0000066 -1.175E+04,1.589572193E+03,1.786096257E+03,1.106818182E+04, 0000025P0000067 -1.308823529E+03,411.764705882,1.106818182E+04,1.028074866E+03, 0000025P0000068 --962.56684492,1.106818182E+04,14.705882353,-980.392156863, 0000025P0000069 -1.175E+04,-998.663101604,-998.217468806,1.243181818E+04, 0000025P0000070 --985.294117647,19.607843137,1.243181818E+04,-3.141592654, 0000025P0000071 -3.141592654,0.517939535,-6.36810904E-02,0.853043584; 0000025P0000072 -144,29,1,0,31; 0000027P0000073 -128,1,1,1,1,0,0,1,0,0,-1.E+03,-1.E+03,1.E+03,1.E+03,-1.E+03, 0000029P0000074 --1.E+03,1.E+03,1.E+03,1.,1.,1.,1.,1.E+03,-1.E+03,0.,-1.E+03, 0000029P0000075 --1.E+03,0.,1.E+03,1.E+03,0.,-1.E+03,1.E+03,0.,-1.E+03,1.E+03, 0000029P0000076 --1.E+03,1.E+03; 0000029P0000077 -142,0,29,0,33,2; 0000031P0000078 -126,8,2,1,1,0,0,4.440892099E-16,4.440892099E-16,4.440892099E-16, 0000033P0000079 -1.570796327,1.570796327,3.141592654,3.141592654,4.71238898, 0000033P0000080 -4.71238898,6.283185307,6.283185307,6.283185307,1.,0.707106781, 0000033P0000081 -1.,0.707106781,1.,0.707106781,1.,0.707106781,1.,1.E+03, 0000033P0000082 -2.449293598E-13,0.,1000.,1.E+03,0.,-1.836970199E-13,1.E+03,0., 0000033P0000083 --1.E+03,1000.,0.,-1.E+03,-1.224646799E-13,0.,-1000.,-1.E+03,0., 0000033P0000084 -6.123233996E-14,-1.E+03,0.,1.E+03,-1000.,0.,1.E+03,0.,0., 0000033P0000085 -4.440892099E-16,6.283185307,0.,0.,1.; 0000033P0000086 -S 1G 4D 34P 86 T0000001 diff --git a/tutorials/tutorial5/cube.stl b/tutorials/tutorial5/cube.stl deleted file mode 100644 index 1662db03..00000000 --- a/tutorials/tutorial5/cube.stl +++ /dev/null @@ -1,86 +0,0 @@ -solid ascii - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex -0.5 0.5 0.5 - vertex -0.5 0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex 0.5 -0.5 -0.5 - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 -0.5 0.5 - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 0.5 - vertex 0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 0.5 0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet -endsolid diff --git a/tutorials/tutorial5/cube.vtp b/tutorials/tutorial5/cube.vtp deleted file mode 100644 index f1fc2a4f..00000000 --- a/tutorials/tutorial5/cube.vtp +++ /dev/null @@ -1,33 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - _AQAAAACAAAAgAQAALAAAAA==eJxjYGDYz4CJ7dFoGNseixg2OWxq0c3HZQ4+ewmZj4uPSy02e1EwAPIUI7k=AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV - - diff --git a/tutorials/tutorial5/deform_cube.stl b/tutorials/tutorial5/deform_cube.stl deleted file mode 100644 index f36f5c6e..00000000 --- a/tutorials/tutorial5/deform_cube.stl +++ /dev/null @@ -1,86 +0,0 @@ -solid Visualization Toolkit generated SLA File - facet normal -1 0 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal -1 0 0 - outer loop - vertex -0.5 0.5 0.5 - vertex -0.5 0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal 1 0 0 - outer loop - vertex 0.5 -0.5 -0.5 - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet - facet normal 0.98346512997751678 -0.12805533592612592 -0.12805533592612592 - outer loop - vertex 0.63020831346511841 0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal 0 -1 0 - outer loop - vertex -0.5 -0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 -0.5 0.5 - endloop - endfacet - facet normal 0 -1 0 - outer loop - vertex 0.5 -0.5 0.5 - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal 0 1 0 - outer loop - vertex -0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 0.5 -0.5 - endloop - endfacet - facet normal 0 1 -0 - outer loop - vertex 0.63020831346511841 0.5 0.5 - vertex 0.5 0.5 -0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal 0 0 -1 - outer loop - vertex -0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - endloop - endfacet - facet normal 0 0 -1 - outer loop - vertex 0.5 0.5 -0.5 - vertex 0.5 -0.5 -0.5 - vertex -0.5 0.5 -0.5 - endloop - endfacet - facet normal 0 0 1 - outer loop - vertex -0.5 -0.5 0.5 - vertex 0.5 -0.5 0.5 - vertex -0.5 0.5 0.5 - endloop - endfacet - facet normal -0 0 1 - outer loop - vertex 0.63020831346511841 0.5 0.5 - vertex -0.5 0.5 0.5 - vertex 0.5 -0.5 0.5 - endloop - endfacet -endsolid diff --git a/tutorials/tutorial5/deform_cube.vtp b/tutorials/tutorial5/deform_cube.vtp deleted file mode 100644 index cbbb2ed5..00000000 --- a/tutorials/tutorial5/deform_cube.vtp +++ /dev/null @@ -1,33 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - _AQAAAACAAAAgAQAAMQAAAA==eJxjYGDYz4CJ7dFoGNseixiGXGioIja16ObjMgefvYTMx8XHpRabvfbI5gMA8UomGg==AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAADAAAAANgAAAA==eJwtxUkCQCAAAMCSfQuF///UwcxlQvhFJzdu3Xtw59GzF09evTl79+HLxaerb79+/AFJAAEVAQAAAACAAAAwAAAAGAAAAA==eJxjYYAADijNA6UFoLQIlJaA0gAHMABV - - From 45ce630f2b5e2aca3b70f63d7d435a82724a249c Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Thu, 27 Nov 2025 16:36:38 +0100 Subject: [PATCH 41/50] revert tests --- tests/__init__.py | 2 +- tests/test_bffd.py | 24 +- tests/test_cffd.py | 19 +- tests/test_custom_deformation.py | 3 - tests/test_custom_deformation_cad.py | 12 +- tests/test_elmerhandler.py | 80 ++--- tests/test_ffd.py | 441 +++++++++------------------ tests/test_ffdcad.py | 83 +++-- tests/test_filehandler.py | 4 +- tests/test_idw.py | 72 ++--- tests/test_khandler.py | 79 +++-- tests/test_mdpahandler.py | 66 ++-- tests/test_openfhandler.py | 84 +++-- tests/test_rbf.py | 103 +++---- tests/test_rbf_factory.py | 38 +-- tests/test_unvhandler.py | 67 ++-- tests/test_utils.py | 94 ++---- tests/test_vffd.py | 120 ++++---- tests/test_vtkhandler.py | 105 +++---- 19 files changed, 568 insertions(+), 928 deletions(-) diff --git a/tests/__init__.py b/tests/__init__.py index 290cc21f..9bf3620b 100644 --- a/tests/__init__.py +++ b/tests/__init__.py @@ -1,3 +1,3 @@ import matplotlib -matplotlib.use("Agg") +matplotlib.use('Agg') \ No newline at end of file diff --git a/tests/test_bffd.py b/tests/test_bffd.py index be6b5c42..b645fa34 100644 --- a/tests/test_bffd.py +++ b/tests/test_bffd.py @@ -1,7 +1,7 @@ +import filecmp +import os from unittest import TestCase - import numpy as np - from pygem import BFFD @@ -10,29 +10,23 @@ class TestBFFD(TestCase): def test_nothing_happens_bffd(self): np.random.seed(0) original_mesh_points = np.random.rand(100, 3) - np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) + A = np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) b = np.mean(original_mesh_points, axis=0) cffd = BFFD(b) cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert ( # nosec # nosec - np.linalg.norm(original_mesh_points - new_mesh_points) - / np.linalg.norm(original_mesh_points) - < 1e-02 - ) + assert np.linalg.norm(original_mesh_points - new_mesh_points + ) / np.linalg.norm(original_mesh_points) < 1e-02 def test_constraint_bffd(self): np.random.seed(0) original_mesh_points = np.random.rand(100, 3) - np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) + A = np.random.rand(3, original_mesh_points.reshape(-1).shape[0]) b = np.mean(original_mesh_points, axis=0) + 0.02 * np.random.rand(3) cffd = BFFD(b) - cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") + cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert ( # nosec # nosec - np.linalg.norm(b - np.mean(new_mesh_points, axis=0)) - / np.linalg.norm(b) - < 1e-02 - ) + assert np.linalg.norm( + b - np.mean(new_mesh_points, axis=0)) / np.linalg.norm(b) < 1e-02 diff --git a/tests/test_cffd.py b/tests/test_cffd.py index 779fdbb4..b638b925 100644 --- a/tests/test_cffd.py +++ b/tests/test_cffd.py @@ -1,7 +1,7 @@ +import filecmp +import os from unittest import TestCase - import numpy as np - from pygem import CFFD @@ -20,11 +20,8 @@ def fun(x): cffd = CFFD(b, fun) cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert ( # nosec # nosec - np.linalg.norm(original_mesh_points - new_mesh_points) - / np.linalg.norm(original_mesh_points) - < 1e-02 - ) + assert np.linalg.norm(original_mesh_points - new_mesh_points + ) / np.linalg.norm(original_mesh_points) < 1e-02 def test_constraint_cffd(self): np.random.seed(0) @@ -37,9 +34,9 @@ def fun(x): b = fun(original_mesh_points) + 0.02 * np.random.rand(3) cffd = CFFD(b, fun) - cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") + cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') cffd.adjust_control_points(original_mesh_points) new_mesh_points = cffd.ffd(original_mesh_points) - assert ( # nosec # nosec - np.linalg.norm(b - fun(new_mesh_points)) / np.linalg.norm(b) < 1e-02 - ) + assert np.linalg.norm(b - + fun(new_mesh_points)) / np.linalg.norm(b) < 1e-02 + diff --git a/tests/test_custom_deformation.py b/tests/test_custom_deformation.py index 7a2cfcf8..f6b599f1 100644 --- a/tests/test_custom_deformation.py +++ b/tests/test_custom_deformation.py @@ -1,7 +1,6 @@ from unittest import TestCase import numpy as np - from pygem import CustomDeformation @@ -21,14 +20,12 @@ def get_cube_mesh_points(self): def test_class_members_func(self): def move(x): return x + x**2 - CustomDeformation(move) def test_ffd_sphere_mod(self): def move(x): x0, x1, x2 = x return [x0**2, x1, x2] - deform = CustomDeformation(move) mesh_points = self.get_cube_mesh_points() mesh_points_test = deform(mesh_points) diff --git a/tests/test_custom_deformation_cad.py b/tests/test_custom_deformation_cad.py index 8ddc2a74..144fa247 100644 --- a/tests/test_custom_deformation_cad.py +++ b/tests/test_custom_deformation_cad.py @@ -1,6 +1,8 @@ from unittest import TestCase -from pygem.cad import CADDeformation, CustomDeformation +import numpy as np +from pygem.cad import CustomDeformation +from pygem.cad import CADDeformation class TestCustomDeformation(TestCase): @@ -8,16 +10,14 @@ class TestCustomDeformation(TestCase): def test_class_members_func(self): def move(x): return x + x**2 - - CustomDeformation(move) + deform = CustomDeformation(move) def test_customdeform_cad_type(self): def move(x): x0, x1, x2 = x return [x0**2, x1, x2] - - filename = "tests/test_datasets/test_pipe_hollow.iges" + filename = 'tests/test_datasets/test_pipe_hollow.iges' orig_shape = CADDeformation.read_shape(filename) deform = CustomDeformation(move) new_shape = deform(orig_shape) - assert type(new_shape) == type(orig_shape) # nosec # nosec + assert type(new_shape) == type(orig_shape) diff --git a/tests/test_elmerhandler.py b/tests/test_elmerhandler.py index 5ef3e63e..1fd1b9cc 100644 --- a/tests/test_elmerhandler.py +++ b/tests/test_elmerhandler.py @@ -1,16 +1,15 @@ -import filecmp -import os from unittest import TestCase - -import numpy as np - +import unittest import pygem.elmerhandler as elh +import numpy as np +import filecmp +import os class TestElmerHandler(TestCase): def test_elmer_instantiation(self): - elh.ElmerHandler() - + elmer_handler = elh.ElmerHandler() + def test_elmer_default_infile_member(self): elmer_handler = elh.ElmerHandler() self.assertIsNone(elmer_handler.infile) @@ -21,103 +20,89 @@ def test_elmer_default_outfile_member(self): def test_elmer_default_extension_member(self): elmer_handler = elh.ElmerHandler() - self.assertListEqual(elmer_handler.extensions, [".nodes"]) + self.assertListEqual(elmer_handler.extensions, ['.nodes']) def test_elmer_parse_failing_filename_type(self): elmer_handler = elh.ElmerHandler() with self.assertRaises(TypeError): - elmer_handler.parse(0.2) + mesh_points = elmer_handler.parse(.2) def test_elmer_parse_failing_check_extension(self): elmer_handler = elh.ElmerHandler() with self.assertRaises(ValueError): mesh_points = elmer_handler.parse( - "tests/test_datasets/test_square.iges" - ) + 'tests/test_datasets/test_square.iges') def test_elmer_parse_infile(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) - self.assertEqual( - elmer_handler.infile, "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') + self.assertEqual(elmer_handler.infile, + 'tests/test_datasets/test_elmer.nodes') def test_elmer_parse_shape(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') self.assertTupleEqual(mesh_points.shape, (240, 3)) def test_elmer_parse_coords_1(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') np.testing.assert_almost_equal(mesh_points[33][0], 2.94650796191) def test_open_foam_parse_coords_2(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') np.testing.assert_almost_equal(mesh_points[149][1], 2) def test_elmer_parse_coords_3(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) - np.testing.assert_almost_equal(mesh_points[239][2], 0.0) + 'tests/test_datasets/test_elmer.nodes') + np.testing.assert_almost_equal(mesh_points[239][2], .0) def test_elmer_parse_coords_4(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_elmer_parse_coords_5(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') np.testing.assert_almost_equal(mesh_points[-1][1], 2) def test_elmer_write_failing_filename_type(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') with self.assertRaises(TypeError): - elmer_handler.write(mesh_points, -1.0) + elmer_handler.write(mesh_points, -1.) def test_elmer_write_failing_check_extension(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') with self.assertRaises(ValueError): - elmer_handler.write( - mesh_points, "tests/test_datasets/test_square.iges" - ) + elmer_handler.write(mesh_points, + 'tests/test_datasets/test_square.iges') def test_elmer_write_failing_infile_instantiation(self): elmer_handler = elh.ElmerHandler() mesh_points = np.zeros((40, 3)) with self.assertRaises(RuntimeError): - elmer_handler.write( - mesh_points, "tests/test_datasets/test_elmer_out.nodes" - ) + elmer_handler.write(mesh_points, + 'tests/test_datasets/test_elmer_out.nodes') def test_elmer_write_outfile(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) - outfilename = "tests/test_datasets/test_elmer_out.nodes" + 'tests/test_datasets/test_elmer.nodes') + outfilename = 'tests/test_datasets/test_elmer_out.nodes' elmer_handler.write(mesh_points, outfilename) self.assertEqual(elmer_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) @@ -125,8 +110,7 @@ def test_elmer_write_outfile(self): def test_elmer_write_comparison(self): elmer_handler = elh.ElmerHandler() mesh_points = elmer_handler.parse( - "tests/test_datasets/test_elmer.nodes" - ) + 'tests/test_datasets/test_elmer.nodes') mesh_points[0] = [0.1, 1.1, 0.1] mesh_points[1] = [0.1, 1.2, 0.1] mesh_points[2] = [0.1, 1.6, 0.1] @@ -136,9 +120,9 @@ def test_elmer_write_comparison(self): mesh_points[-3] = [26.2, 1.6, 0.1] mesh_points[-2] = [26.2, 2.01666666667, 0.1] mesh_points[-1] = [26.2, 2.1, 0.1] - - outfilename = "tests/test_datasets/test_elmer_out.nodes" - outfilename_expected = "tests/test_datasets/test_elmer_out_true.nodes" + + outfilename = 'tests/test_datasets/test_elmer_out.nodes' + outfilename_expected = 'tests/test_datasets/test_elmer_out_true.nodes' elmer_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) diff --git a/tests/test_ffd.py b/tests/test_ffd.py index 1fbc3965..11702a52 100644 --- a/tests/test_ffd.py +++ b/tests/test_ffd.py @@ -3,50 +3,45 @@ from unittest import TestCase import numpy as np - from pygem import FFD + class TestFFD(TestCase): def test_class_members_default_n_control_points(self): params = FFD() - assert np.array_equal( - params.n_control_points, [2, 2, 2] - ) # nosec # nosec + assert np.array_equal(params.n_control_points, [2, 2, 2]) def test_class_members_default_conversion_unit(self): params = FFD() - assert params.conversion_unit == 1.0 # nosec # nosec + assert params.conversion_unit == 1. def test_class_members_default_box_length(self): params = FFD() - assert np.array_equal(params.box_length, np.ones(3)) # nosec # nosec + assert np.array_equal(params.box_length, np.ones(3)) def test_class_members_default_box_origin(self): params = FFD() - assert np.array_equal(params.box_origin, np.zeros(3)) # nosec # nosec + assert np.array_equal(params.box_origin, np.zeros(3)) def test_class_members_default_rot_angle(self): params = FFD() - assert np.array_equal(params.rot_angle, np.zeros(3)) # nosec # nosec + assert np.array_equal(params.rot_angle, np.zeros(3)) def test_class_members_default_array_mu_x(self): params = FFD() - np.testing.assert_array_almost_equal( - params.array_mu_x, np.zeros((2, 2, 2)) - ) + np.testing.assert_array_almost_equal(params.array_mu_x, + np.zeros((2, 2, 2))) def test_class_members_default_array_mu_y(self): params = FFD() - np.testing.assert_array_almost_equal( - params.array_mu_y, np.zeros((2, 2, 2)) - ) + np.testing.assert_array_almost_equal(params.array_mu_y, + np.zeros((2, 2, 2))) def test_class_members_default_array_mu_z(self): params = FFD() - np.testing.assert_array_almost_equal( - params.array_mu_z, np.zeros((2, 2, 2)) - ) + np.testing.assert_array_almost_equal(params.array_mu_z, + np.zeros((2, 2, 2))) def test_class_members_default_rotation_matrix(self): params = FFD() @@ -54,77 +49,59 @@ def test_class_members_default_rotation_matrix(self): def test_class_members_default_position_vertices(self): params = FFD() - expected_matrix = np.array( - [ - [0.0, 0.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 0.0], - [0.0, 0.0, 1.0], - ] - ) - np.testing.assert_array_almost_equal( - params.position_vertices, expected_matrix - ) + expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], + [0., 0., 1.]]) + np.testing.assert_array_almost_equal(params.position_vertices, + expected_matrix) def test_class_members_generic_n_control_points(self): params = FFD([2, 3, 5]) - assert np.array_equal( - params.n_control_points, [2, 3, 5] - ) # nosec # nosec + assert np.array_equal(params.n_control_points, [2, 3, 5]) def test_class_members_generic_array_mu_x(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal( - params.array_mu_x, np.zeros((2, 3, 5)) - ) + np.testing.assert_array_almost_equal(params.array_mu_x, + np.zeros((2, 3, 5))) def test_class_members_generic_array_mu_y(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal( - params.array_mu_y, np.zeros((2, 3, 5)) - ) + np.testing.assert_array_almost_equal(params.array_mu_y, + np.zeros((2, 3, 5))) def test_class_members_generic_array_mu_z(self): params = FFD([2, 3, 5]) - np.testing.assert_array_almost_equal( - params.array_mu_z, np.zeros((2, 3, 5)) - ) + np.testing.assert_array_almost_equal(params.array_mu_z, + np.zeros((2, 3, 5))) def test_reflect_n_control_points_1(self): params = FFD([2, 3, 5]) params.reflect(axis=0) - assert np.array_equal( - params.n_control_points, [3, 3, 5] - ) # nosec # nosec + assert np.array_equal(params.n_control_points, [3, 3, 5]) def test_reflect_n_control_points_2(self): params = FFD([2, 3, 5]) params.reflect(axis=1) - assert np.array_equal( - params.n_control_points, [2, 5, 5] - ) # nosec # nosec + assert np.array_equal(params.n_control_points, [2, 5, 5]) def test_reflect_n_control_points_3(self): params = FFD([2, 3, 5]) params.reflect(axis=2) - assert np.array_equal( - params.n_control_points, [2, 3, 9] - ) # nosec # nosec + assert np.array_equal(params.n_control_points, [2, 3, 9]) def test_reflect_box_length_1(self): params = FFD([2, 3, 5]) params.reflect(axis=0) - assert params.box_length[0] == 2 # nosec # nosec + assert params.box_length[0] == 2 def test_reflect_box_length_2(self): params = FFD([2, 3, 5]) params.reflect(axis=1) - assert params.box_length[1] == 2 # nosec # nosec + assert params.box_length[1] == 2 def test_reflect_box_length_3(self): params = FFD([2, 3, 5]) params.reflect(axis=2) - assert params.box_length[2] == 2 # nosec # nosec + assert params.box_length[2] == 2 def test_reflect_wrong_axis(self): params = FFD([2, 3, 5]) @@ -133,258 +110,147 @@ def test_reflect_wrong_axis(self): def test_reflect_wrong_symmetry_plane_1(self): params = FFD([3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') params.array_mu_x = np.array( - [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.3, 0.0] - ).reshape((3, 2, 2)) + [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0.3, 0.]).reshape((3, 2, + 2)) with self.assertRaises(RuntimeError): params.reflect(axis=0) def test_reflect_wrong_symmetry_plane_2(self): params = FFD([3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') params.array_mu_y = np.array( - [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.3, 0.0] - ).reshape((3, 2, 2)) + [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0.3, 0.]).reshape((3, 2, + 2)) with self.assertRaises(RuntimeError): params.reflect(axis=1) def test_reflect_wrong_symmetry_plane_3(self): params = FFD([3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') params.array_mu_z = np.array( - [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.3, 0.1] - ).reshape((3, 2, 2)) + [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0.3, 0.1]).reshape((3, 2, + 2)) with self.assertRaises(RuntimeError): params.reflect(axis=2) def test_reflect_axis_0(self): params = FFD([3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') params.array_mu_x = np.array( - [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.2, 0.0, 0.0, 0.0, 0.0] - ).reshape((3, 2, 2)) + [0.2, 0., 0., 0., 0.5, 0., 0., .2, 0., 0., 0., 0.]).reshape((3, 2, + 2)) params.reflect(axis=0) - array_mu_x_exact = np.array( - [ - 0.2, - 0.0, - 0.0, - 0.0, - 0.5, - 0.0, - 0.0, - 0.2, - 0.0, - 0.0, - 0.0, - 0.0, - -0.5, - -0.0, - -0.0, - -0.2, - -0.2, - -0.0, - -0.0, - -0.0, - ] - ).reshape((5, 2, 2)) - np.testing.assert_array_almost_equal( - params.array_mu_x, array_mu_x_exact - ) + array_mu_x_exact = np.array([0.2, 0., 0., 0., 0.5, 0., 0., 0.2, 0., + 0., 0., 0., -0.5, -0., -0., -0.2, -0.2, -0., -0., -0.]).reshape((5, 2, + 2)) + np.testing.assert_array_almost_equal(params.array_mu_x, + array_mu_x_exact) def test_reflect_axis_1(self): params = FFD([3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') params.array_mu_y = np.array( - [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0] - ).reshape((3, 2, 2)) + [0.2, 0., 0., 0., 0.5, 0., 0., 0., 0., 0., 0., 0.]).reshape((3, 2, + 2)) params.reflect(axis=1) - array_mu_y_exact = np.array( - [ - 0.2, - 0.0, - 0.0, - 0.0, - -0.2, - -0.0, - 0.5, - 0.0, - 0.0, - 0.0, - -0.5, - -0.0, - 0.0, - 0.0, - 0.0, - 0.0, - 0.0, - 0.0, - ] - ).reshape((3, 3, 2)) - np.testing.assert_array_almost_equal( - params.array_mu_y, array_mu_y_exact - ) + array_mu_y_exact = np.array([0.2, 0., 0., 0., -0.2, -0., 0.5, 0., 0., 0., + -0.5, -0., 0., 0., 0., 0., 0., 0.]).reshape((3, 3, 2)) + np.testing.assert_array_almost_equal(params.array_mu_y, + array_mu_y_exact) def test_reflect_axis_2(self): params = FFD([3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') params.array_mu_z = np.array( - [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0] - ).reshape((3, 2, 2)) + [0.2, 0., 0., 0., 0.5, 0., 0., 0., 0., 0., 0., 0.]).reshape((3, 2, + 2)) params.reflect(axis=2) - array_mu_z_exact = np.array( - [ - 0.2, - 0.0, - -0.2, - 0.0, - 0.0, - 0.0, - 0.5, - 0.0, - -0.5, - 0.0, - 0.0, - -0.0, - 0.0, - 0.0, - -0.0, - 0.0, - 0.0, - -0.0, - ] - ).reshape((3, 2, 3)) - np.testing.assert_array_almost_equal( - params.array_mu_z, array_mu_z_exact - ) + array_mu_z_exact = np.array([0.2, 0., -0.2, 0., 0., 0., 0.5, 0., -0.5, + 0., 0., -0., 0., 0., -0., 0., 0., -0.]).reshape((3, 2, 3)) + np.testing.assert_array_almost_equal(params.array_mu_z, + array_mu_z_exact) def test_read_parameters_conversion_unit(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert params.conversion_unit == 1.0 # nosec # nosec + params.read_parameters('tests/test_datasets/parameters_sphere.prm') + assert params.conversion_unit == 1. def test_read_parameters_n_control_points(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert np.array_equal( - params.n_control_points, [3, 2, 2] - ) # nosec # nosec + params.read_parameters('tests/test_datasets/parameters_sphere.prm') + assert np.array_equal(params.n_control_points, [3, 2, 2]) def test_read_parameters_box_length_x(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert np.array_equal( - params.box_length, [45.0, 90.0, 90.0] - ) # nosec # nosec + params.read_parameters('tests/test_datasets/parameters_sphere.prm') + assert np.array_equal(params.box_length, [45.0, 90.0, 90.0]) def test_read_parameters_box_origin(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') box_origin_exact = np.array([-20.0, -55.0, -45.0]) - np.testing.assert_array_almost_equal( - params.box_origin, box_origin_exact - ) + np.testing.assert_array_almost_equal(params.box_origin, + box_origin_exact) def test_read_parameters_rot_angle_x(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") - assert np.array_equal( - params.rot_angle, [20.3, 11.0, 0.0] - ) # nosec # nosec + params.read_parameters('tests/test_datasets/parameters_sphere.prm') + assert np.array_equal(params.rot_angle, [20.3, 11.0, 0.]) def test_read_parameters_array_mu_x(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') array_mu_x_exact = np.array( - [0.2, 0.0, 0.0, 0.0, 0.5, 0.0, 0.0, 0.0, 1.0, 0.0, 0.0, 0.0] - ).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal( - params.array_mu_x, array_mu_x_exact - ) + [0.2, 0., 0., 0., 0.5, 0., 0., 0., 1., 0., 0., 0.]).reshape((3, 2, + 2)) + np.testing.assert_array_almost_equal(params.array_mu_x, + array_mu_x_exact) def test_read_parameters_array_mu_y(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') array_mu_y_exact = np.array( - [ - 0.0, - 0.0, - 0.5555555555, - 0.0, - 0.0, - 0.0, - 0.0, - 0.0, - -1.0, - 0.0, - 0.0, - 0.0, - ] - ).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal( - params.array_mu_y, array_mu_y_exact - ) + [0., 0., 0.5555555555, 0., 0., 0., 0., 0., -1., 0., 0., + 0.]).reshape((3, 2, 2)) + np.testing.assert_array_almost_equal(params.array_mu_y, + array_mu_y_exact) def test_read_parameters_array_mu_z(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') array_mu_z_exact = np.array( - [ - 0.0, - -0.2, - 0.0, - -0.45622985, - 0.0, - 0.0, - 0.0, - 0.0, - -1.22, - 0.0, - -1.0, - 0.0, - ] - ).reshape((3, 2, 2)) - np.testing.assert_array_almost_equal( - params.array_mu_z, array_mu_z_exact - ) + [0., -0.2, 0., -0.45622985, 0., 0., 0., 0., -1.22, 0., -1., + 0.]).reshape((3, 2, 2)) + np.testing.assert_array_almost_equal(params.array_mu_z, + array_mu_z_exact) def test_read_parameters_rotation_matrix(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') rotation_matrix_exact = np.array( - [ - [0.98162718, 0.0, 0.190809], - [0.06619844, 0.93788893, -0.34056147], - [-0.17895765, 0.34693565, 0.92065727], - ] - ) - np.testing.assert_array_almost_equal( - params.rotation_matrix, rotation_matrix_exact - ) + [[0.98162718, 0., 0.190809], [0.06619844, 0.93788893, -0.34056147], + [-0.17895765, 0.34693565, 0.92065727]]) + np.testing.assert_array_almost_equal(params.rotation_matrix, + rotation_matrix_exact) def test_read_parameters_position_vertex_0_origin(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") - np.testing.assert_array_almost_equal( - params.position_vertices[0], params.box_origin - ) + params.read_parameters('tests/test_datasets/parameters_sphere.prm') + np.testing.assert_array_almost_equal(params.position_vertices[0], + params.box_origin) def test_read_parameters_position_vertex_0(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') position_vertices = np.array( - [ - [-20.0, -55.0, -45.0], - [24.17322326, -52.02107006, -53.05309404], - [-20.0, 29.41000412, -13.77579136], - [-2.82719042, -85.65053198, 37.85915459], - ] - ) - - np.testing.assert_array_almost_equal( - params.position_vertices, position_vertices - ) + [[-20.0, -55.0, -45.0], [24.17322326, -52.02107006, -53.05309404], + [-20., 29.41000412, + -13.77579136], [-2.82719042, -85.65053198, 37.85915459]]) + + np.testing.assert_array_almost_equal(params.position_vertices, + position_vertices) def test_read_parameters_failing_filename_type(self): params = FFD(n_control_points=[3, 2, 2]) @@ -394,15 +260,15 @@ def test_read_parameters_failing_filename_type(self): def test_read_parameters_filename_default_existance(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters() - outfilename = "parameters.prm" - assert os.path.isfile(outfilename) # nosec # nosec + outfilename = 'parameters.prm' + assert os.path.isfile(outfilename) os.remove(outfilename) def test_read_parameters_filename_default(self): params = FFD(n_control_points=[3, 2, 2]) params.read_parameters() - outfilename = "parameters.prm" - outfilename_expected = "tests/test_datasets/parameters_default.prm" + outfilename = 'parameters.prm' + outfilename_expected = 'tests/test_datasets/parameters_default.prm' self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) @@ -415,27 +281,25 @@ def test_write_parameters_failing_filename_type(self): def test_write_parameters_filename_default_existance(self): params = FFD(n_control_points=[3, 2, 2]) params.write_parameters() - outfilename = "parameters.prm" - assert os.path.isfile(outfilename) # nosec # nosec + outfilename = 'parameters.prm' + assert os.path.isfile(outfilename) os.remove(outfilename) def test_write_parameters_filename_default(self): params = FFD(n_control_points=[3, 2, 2]) params.write_parameters() - outfilename = "parameters.prm" - outfilename_expected = "tests/test_datasets/parameters_default.prm" + outfilename = 'parameters.prm' + outfilename_expected = 'tests/test_datasets/parameters_default.prm' self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) def test_write_parameters(self): params = FFD(n_control_points=[3, 2, 2]) - params.read_parameters("tests/test_datasets/parameters_sphere.prm") + params.read_parameters('tests/test_datasets/parameters_sphere.prm') - outfilename = "tests/test_datasets/parameters_sphere_out.prm" - outfilename_expected = ( - "tests/test_datasets/parameters_sphere_out_true.prm" - ) + outfilename = 'tests/test_datasets/parameters_sphere_out.prm' + outfilename_expected = 'tests/test_datasets/parameters_sphere_out_true.prm' params.write_parameters(outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) @@ -448,8 +312,7 @@ def test_save_points(self): outfilename = 'tests/test_datasets/box_test_sphere_out.vtk' outfilename_expected = 'tests/test_datasets/box_test_sphere.vtk' params.save_points(outfilename, False) - with open(outfilename, 'r') as out, open(outfilename_expected, 'r') - as exp: + with open(outfilename, 'r') as out, open(outfilename_expected, 'r') as exp: self.assertTrue(out.readlines()[1:] == exp.readlines()[1:]) os.remove(outfilename) @@ -458,10 +321,9 @@ def test_save_points_deformed(self): params.read_parameters( filename='tests/test_datasets/parameters_test_ffd_sphere.prm') outfilename = 'tests/test_datasets/box_test_sphere_deformed_out.vtk' - outfilename_expected ='tests/test_datasets/box_test_sphere_deformed.vtk' + outfilename_expected = 'tests/test_datasets/box_test_sphere_deformed.vtk' params.save_points(outfilename, True) - with open(outfilename, 'r') as out, open(outfilename_expected, 'r') - as exp: + with open(outfilename, 'r') as out, open(outfilename_expected, 'r') as exp: self.assertTrue(out.readlines()[1:] == exp.readlines()[1:]) os.remove(outfilename) """ @@ -470,66 +332,53 @@ def test_print(self): params = FFD(n_control_points=[3, 2, 2]) print(params) - # def test_build_bounding_box_1(self): - # origin = np.array([0., 0., 0.]) - # tops = np.array([1., 1., 1.]) - # cube = BRepPrimAPI_MakeBox(*tops).Shape() - # params = FFD() - # params.build_bounding_box(cube) - # - # np.testing.assert_array_almost_equal(params.box_length, - # tops, decimal=5) - # - # def test_build_bounding_box_2(self): - # origin = np.array([0., 0., 0.]) - # tops = np.array([1., 1., 1.]) - # cube = BRepPrimAPI_MakeBox(*tops).Shape() - # params = FFD() - # params.build_bounding_box(cube) - # - # expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], - # [0., 1., 0.],[0., 0., 1.]]) - # np.testing.assert_almost_equal( - # params.position_vertices, expected_matrix, decimal=5) +# def test_build_bounding_box_1(self): +# origin = np.array([0., 0., 0.]) +# tops = np.array([1., 1., 1.]) +# cube = BRepPrimAPI_MakeBox(*tops).Shape() +# params = FFD() +# params.build_bounding_box(cube) +# +# np.testing.assert_array_almost_equal(params.box_length, tops, decimal=5) +# +# def test_build_bounding_box_2(self): +# origin = np.array([0., 0., 0.]) +# tops = np.array([1., 1., 1.]) +# cube = BRepPrimAPI_MakeBox(*tops).Shape() +# params = FFD() +# params.build_bounding_box(cube) +# +# expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], +# [0., 0., 1.]]) +# np.testing.assert_almost_equal( +# params.position_vertices, expected_matrix, decimal=5) def test_set_position_of_vertices(self): - expected_matrix = np.array( - [ - [0.0, 0.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 0.0], - [0.0, 0.0, 1.0], - ] - ) - tops = np.array([1.0, 1.0, 1.0]) + expected_matrix = np.array([[0., 0., 0.], [1., 0., 0.], [0., 1., 0.], + [0., 0., 1.]]) + tops = np.array([1., 1., 1.]) params = FFD() params.box_origin = expected_matrix[0] params.box_length = tops - expected_matrix[0] np.testing.assert_almost_equal( - params.position_vertices, expected_matrix, decimal=5 - ) + params.position_vertices, expected_matrix, decimal=5) def test_set_modification_parameters_to_zero(self): params = FFD([5, 5, 5]) params.reset_weights() np.testing.assert_almost_equal( - params.array_mu_x, np.zeros(shape=(5, 5, 5)) - ) + params.array_mu_x, np.zeros(shape=(5, 5, 5))) np.testing.assert_almost_equal( - params.array_mu_y, np.zeros(shape=(5, 5, 5)) - ) + params.array_mu_y, np.zeros(shape=(5, 5, 5))) np.testing.assert_almost_equal( - params.array_mu_z, np.zeros(shape=(5, 5, 5)) - ) + params.array_mu_z, np.zeros(shape=(5, 5, 5))) def test_ffd_sphere_mod(self): ffd = FFD() ffd.read_parameters( - filename="tests/test_datasets/parameters_test_ffd_sphere.prm" - ) - mesh_points = np.load("tests/test_datasets/meshpoints_sphere_orig.npy") + filename='tests/test_datasets/parameters_test_ffd_sphere.prm') + mesh_points = np.load('tests/test_datasets/meshpoints_sphere_orig.npy') mesh_points_ref = np.load( - "tests/test_datasets/meshpoints_sphere_mod.npy" - ) + 'tests/test_datasets/meshpoints_sphere_mod.npy') mesh_points_test = ffd(mesh_points) np.testing.assert_array_almost_equal(mesh_points_test, mesh_points_ref) diff --git a/tests/test_ffdcad.py b/tests/test_ffdcad.py index f0aaf84b..998fc188 100644 --- a/tests/test_ffdcad.py +++ b/tests/test_ffdcad.py @@ -1,57 +1,52 @@ +import filecmp import os from unittest import TestCase import numpy as np +import re +from OCC.Core.TopoDS import TopoDS_Shape + +from pygem.cad import FFD +from pygem.cad import CADDeformation -from pygem.cad import FFD, CADDeformation class TestFFDCAD(TestCase): def test_ffd_iges_pipe_mod_through_files(self): - ffd = FFD(None, 30, 30, 30, 1e-4) + ffd = FFD(None,30,30,30,1e-4) ffd.read_parameters( - filename="tests/test_datasets/parameters_test_ffd_iges.prm" - ) - ffd("tests/test_datasets/test_pipe.iges", "test_pipe_result.iges") - with ( - open("test_pipe_result.iges", "r") as created, - open( - "tests/test_datasets/test_pipe_out_true.iges", "r" - ) as reference, - ): - ref = reference.readlines()[5:] - cre = created.readlines()[5:] - self.assertEqual(len(ref), len(cre)) - for i in range(len(cre)): - ref_ = np.asarray(ref[i].split(",")[:-1], dtype=float) - cre_ = np.asarray(cre[i].split(",")[:-1], dtype=float) - np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) - self.addCleanup(os.remove, "test_pipe_result.iges") + filename='tests/test_datasets/parameters_test_ffd_iges.prm') + ffd('tests/test_datasets/test_pipe.iges', 'test_pipe_result.iges') + with open('test_pipe_result.iges', "r") as created, \ + open('tests/test_datasets/test_pipe_out_true.iges', "r") as reference: + ref = reference.readlines()[5:] + cre = created.readlines()[5:] + self.assertEqual(len(ref),len(cre)) + for i in range(len(cre)): + ref_ = np.asarray(ref[i].split(',')[:-1], dtype=float) + cre_ = np.asarray(cre[i].split(',')[:-1], dtype=float) + np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) + self.addCleanup(os.remove, 'test_pipe_result.iges') def test_ffd_iges_pipe_mod_through_topods_shape(self): - filename = "tests/test_datasets/test_pipe_hollow.iges" + filename = 'tests/test_datasets/test_pipe_hollow.iges' orig_shape = CADDeformation.read_shape(filename) - ffd = FFD(None, 30, 30, 30, 1e-4) + ffd = FFD(None,30,30,30,1e-4) ffd.read_parameters( - filename="tests/test_datasets/parameters_test_ffd_iges.prm" - ) + filename='tests/test_datasets/parameters_test_ffd_iges.prm') mod_shape = ffd(orig_shape) - CADDeformation.write_shape("test_pipe_hollow_result.iges", mod_shape) - with ( - open("test_pipe_hollow_result.iges", "r") as created, - open( - "tests/test_datasets/test_pipe_hollow_out_true.iges", "r" - ) as reference, - ): - ref = reference.readlines()[5:] - cre = created.readlines()[5:] - self.assertEqual(len(ref), len(cre)) - for i in range(len(cre)): - ref_ = np.asarray(ref[i].split(",")[:-1], dtype=float) - cre_ = np.asarray(cre[i].split(",")[:-1], dtype=float) - np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) - self.addCleanup(os.remove, "test_pipe_hollow_result.iges") + CADDeformation.write_shape('test_pipe_hollow_result.iges', mod_shape) + with open('test_pipe_hollow_result.iges', "r") as created, \ + open('tests/test_datasets/test_pipe_hollow_out_true.iges', "r") as reference: + ref = reference.readlines()[5:] + cre = created.readlines()[5:] + self.assertEqual(len(ref),len(cre)) + for i in range(len(cre)): + ref_ = np.asarray(ref[i].split(',')[:-1], dtype=float) + cre_ = np.asarray(cre[i].split(',')[:-1], dtype=float) + np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) + self.addCleanup(os.remove, 'test_pipe_hollow_result.iges') """ def test_ffd_step_pipe_mod_through_files(self): @@ -60,18 +55,14 @@ def test_ffd_step_pipe_mod_through_files(self): filename='tests/test_datasets/parameters_test_ffd_iges.prm') ffd('tests/test_datasets/test_pipe.step', 'test_pipe_result.step') with open('test_pipe_result.step', "r") as created, \ - open('tests/test_datasets/test_pipe_out_true.step', "r") - as reference: + open('tests/test_datasets/test_pipe_out_true.step', "r") as reference: ref = reference.readlines()[92:] cre = created.readlines()[92:] self.assertEqual(len(ref),len(cre)) for i in range(len(cre)): - ref_ = np.asarray(re.findall( - ... r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", - ref[i]),dtype=float) - cre_ = np.asarray(re.findall( - ... r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", - cre[i]),dtype=float) + ref_ = np.asarray(re.findall(r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", ref[i]),dtype=float) + cre_ = np.asarray(re.findall(r"[+-]? *(?:\d+(?:\.\d*)?|\.\d+)(?:[eE][+-]?\d+)?", cre[i]),dtype=float) np.testing.assert_array_almost_equal(cre_, ref_, decimal=6) self.addCleanup(os.remove, 'test_pipe_result.step') """ + diff --git a/tests/test_filehandler.py b/tests/test_filehandler.py index d757e9b8..46ee24fa 100644 --- a/tests/test_filehandler.py +++ b/tests/test_filehandler.py @@ -21,10 +21,10 @@ def test_base_class_extension(self): def test_base_class_parse(self): file_handler = fh.FileHandler() with self.assertRaises(NotImplementedError): - file_handler.parse("input") + file_handler.parse('input') def test_base_class_write(self): file_handler = fh.FileHandler() mesh_points = np.zeros((3, 3)) with self.assertRaises(NotImplementedError): - file_handler.write(mesh_points, "output") + file_handler.write(mesh_points, 'output') diff --git a/tests/test_idw.py b/tests/test_idw.py index 71d9b8eb..cd891391 100644 --- a/tests/test_idw.py +++ b/tests/test_idw.py @@ -1,12 +1,9 @@ -import filecmp import os -from unittest import TestCase - +import filecmp import numpy as np - +from unittest import TestCase from pygem import IDW - class TestIDW(TestCase): def get_cube_mesh_points(self): # Points that define a cube @@ -21,60 +18,42 @@ def get_cube_mesh_points(self): return original_mesh_points def test_idw(self): - IDW() + idw = IDW() def test_idw_call(self): idw = IDW() - idw.read_parameters("tests/test_datasets/parameters_idw_default.prm") + idw.read_parameters('tests/test_datasets/parameters_idw_default.prm') idw(self.get_cube_mesh_points()) def test_idw_perform_deform(self): idw = IDW() expected_stretch = [1.19541593, 1.36081491, 1.42095073] - idw.read_parameters("tests/test_datasets/parameters_idw_deform.prm") + idw.read_parameters('tests/test_datasets/parameters_idw_deform.prm') new_pts = idw(self.get_cube_mesh_points()) np.testing.assert_array_almost_equal(new_pts[-3], expected_stretch) def test_class_members_default_p(self): idw = IDW() - assert idw.power == 2 # nosec # nosec + assert idw.power == 2 def test_class_members_default_original_points(self): idw = IDW() - cube_vertices = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] - ) + cube_vertices = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], + [1., 0., 0.], [0., 1., 1.], [1., 0., 1.], + [1., 1., 0.], [1., 1., 1.]]) np.testing.assert_equal(idw.original_control_points, cube_vertices) def test_class_members_default_deformed_points(self): idw = IDW() - cube_vertices = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] - ) + cube_vertices = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], + [1., 0., 0.], [0., 1., 1.], [1., 0., 1.], + [1., 1., 0.], [1., 1., 1.]]) np.testing.assert_equal(idw.deformed_control_points, cube_vertices) def test_write_parameters_filename_default(self): params = IDW() - outfilename = "parameters_rbf.prm" - outfilename_expected = "tests/test_datasets/parameters_idw_default.prm" + outfilename = 'parameters_rbf.prm' + outfilename_expected = 'tests/test_datasets/parameters_idw_default.prm' params.write_parameters(outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) os.remove(outfilename) @@ -86,27 +65,18 @@ def test_write_not_string(self): def test_read_deformed(self): params = IDW() - filename = "tests/test_datasets/parameters_idw_deform.prm" - def_vertices = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.5, 1.6, 1.7], - ] - ) + filename = 'tests/test_datasets/parameters_idw_deform.prm' + def_vertices = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], + [1., 0., 0.], [0., 1., 1.], [1., 0., 1.], + [1., 1., 0.], [1.5, 1.6, 1.7]]) params.read_parameters(filename) np.testing.assert_equal(params.deformed_control_points, def_vertices) def test_read_p(self): idw = IDW() - filename = "tests/test_datasets/parameters_idw_deform.prm" + filename = 'tests/test_datasets/parameters_idw_deform.prm' idw.read_parameters(filename) - assert idw.power == 3 # nosec # nosec + assert idw.power == 3 def test_read_not_string(self): idw = IDW() @@ -116,7 +86,7 @@ def test_read_not_string(self): def test_read_not_real_file(self): idw = IDW() with self.assertRaises(IOError): - idw.read_parameters("not_real_file") + idw.read_parameters('not_real_file') def test_print(self): idw = IDW() diff --git a/tests/test_khandler.py b/tests/test_khandler.py index dda48a7d..5a7490c5 100644 --- a/tests/test_khandler.py +++ b/tests/test_khandler.py @@ -1,15 +1,13 @@ -import filecmp -import os from unittest import TestCase - -import numpy as np - import pygem.khandler as uh +import numpy as np +import filecmp +import os class TestKHandler(TestCase): def test_k_instantiation(self): - uh.KHandler() + k_handler = uh.KHandler() def test_k_default_infile_member(self): k_handler = uh.KHandler() @@ -21,128 +19,125 @@ def test_k_default_outfile_member(self): def test_k_default_extension_member(self): k_handler = uh.KHandler() - self.assertListEqual(k_handler.extensions, [".k"]) + self.assertListEqual(k_handler.extensions, ['.k']) def test_k_parse_failing_filename_type(self): k_handler = uh.KHandler() with self.assertRaises(TypeError): - k_handler.parse(5.2) + mesh_points = k_handler.parse(5.2) def test_k_parse_failing_check_extension(self): k_handler = uh.KHandler() with self.assertRaises(ValueError): mesh_points = k_handler.parse( - "tests/test_datasets/test_square.iges" - ) + 'tests/test_datasets/test_square.iges') def test_k_parse_infile(self): k_handler = uh.KHandler() - k_handler.parse("tests/test_datasets/test_square.k") - self.assertEqual(k_handler.infile, "tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + self.assertEqual(k_handler.infile, 'tests/test_datasets/test_square.k') def test_k_parse_shape(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') self.assertTupleEqual(mesh_points.shape, (256, 3)) def test_k_parse_coords_1(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') np.testing.assert_almost_equal(mesh_points[33][0], 1.0) def test_k_parse_coords_2(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') np.testing.assert_almost_equal(mesh_points[178][1], 0.4) def test_k_parse_coords_3(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') np.testing.assert_almost_equal(mesh_points[100][2], 0.0) def test_k_parse_coords_4(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_k_parse_coords_5(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') np.testing.assert_almost_equal(mesh_points[-1][2], 0.0) def test_k_write_failing_filename_type(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') with self.assertRaises(TypeError): k_handler.write(mesh_points, -2) def test_k_write_failing_check_extension(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') with self.assertRaises(ValueError): - k_handler.write(mesh_points, "tests/test_datasets/test_square.iges") + k_handler.write(mesh_points, 'tests/test_datasets/test_square.iges') def test_k_write_failing_infile_instantiation(self): k_handler = uh.KHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - k_handler.write( - mesh_points, "tests/test_datasets/test_square_out.k" - ) + k_handler.write(mesh_points, + 'tests/test_datasets/test_square_out.k') def test_k_write_outfile(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") - outfilename = "tests/test_datasets/test_square_out.k" + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + outfilename = 'tests/test_datasets/test_square_out.k' k_handler.write(mesh_points, outfilename) self.assertEqual(k_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) def test_k_write_comparison_1(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") - outfilename = "tests/test_datasets/test_square_out.k" - outfilename_expected = "tests/test_datasets/test_square.k" + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') + outfilename = 'tests/test_datasets/test_square_out.k' + outfilename_expected = 'tests/test_datasets/test_square.k' k_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) self.addCleanup(os.remove, outfilename) def test_k_write_comparison_2(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square.k') mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 mesh_points[9][2] = 0.5 mesh_points[45][0] = 7.2 mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = "tests/test_datasets/test_square_out.k" - outfilename_expected = "tests/test_datasets/test_square_out_true.k" + outfilename = 'tests/test_datasets/test_square_out.k' + outfilename_expected = 'tests/test_datasets/test_square_out_true.k' k_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) self.addCleanup(os.remove, outfilename) def test_comma_seperated_parse(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square_comma.k") - np.testing.assert_almost_equal( - [mesh_points[0][0], mesh_points[0][1], mesh_points[0][2]], - [-0.0500000007, -0.0250000004, -0.0250000004], - ) + mesh_points = k_handler.parse('tests/test_datasets/test_square_comma.k') + np.testing.assert_almost_equal([mesh_points[0][0], mesh_points[0][1], mesh_points[0][2]], + [-0.0500000007, -0.0250000004, -0.0250000004]) def test_comma_seperated_write(self): k_handler = uh.KHandler() - mesh_points = k_handler.parse("tests/test_datasets/test_square_comma.k") + mesh_points = k_handler.parse('tests/test_datasets/test_square_comma.k') mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 mesh_points[9][2] = 0.5 mesh_points[45][0] = 7.2 mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = "tests/test_datasets/test_square_comma_out.k" - outfilename_expected = ( - "tests/test_datasets/test_square_comma_out_true.k" - ) + outfilename = 'tests/test_datasets/test_square_comma_out.k' + outfilename_expected = 'tests/test_datasets/test_square_comma_out_true.k' k_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) self.addCleanup(os.remove, outfilename) + + + diff --git a/tests/test_mdpahandler.py b/tests/test_mdpahandler.py index 5b248b1a..12609446 100644 --- a/tests/test_mdpahandler.py +++ b/tests/test_mdpahandler.py @@ -1,15 +1,13 @@ -import filecmp -import os from unittest import TestCase - -import numpy as np - import pygem.mdpahandler as uh +import numpy as np +import filecmp +import os class TestMdpaHandler(TestCase): def test_mdpa_instantiation(self): - uh.MdpaHandler() + mdpa_handler = uh.MdpaHandler() def test_mdpa_default_infile_member(self): mdpa_handler = uh.MdpaHandler() @@ -21,92 +19,86 @@ def test_mdpa_default_outfile_member(self): def test_mdpa_default_extension_member(self): mdpa_handler = uh.MdpaHandler() - self.assertListEqual(mdpa_handler.extensions, [".mdpa"]) + self.assertListEqual(mdpa_handler.extensions, ['.mdpa']) def test_mdpa_parse_failing_filename_type(self): mdpa_handler = uh.MdpaHandler() with self.assertRaises(TypeError): - mdpa_handler.parse(5.2) + mesh_points = mdpa_handler.parse(5.2) def test_mdpa_parse_failing_check_extension(self): mdpa_handler = uh.MdpaHandler() with self.assertRaises(ValueError): mesh_points = mdpa_handler.parse( - "tests/test_datasets/test_square.iges" - ) + 'tests/test_datasets/test_square.iges') def test_mdpa_parse_infile(self): mdpa_handler = uh.MdpaHandler() - mdpa_handler.parse("tests/test_datasets/test_square.mdpa") - self.assertEqual( - mdpa_handler.infile, "tests/test_datasets/test_square.mdpa" - ) + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') + self.assertEqual(mdpa_handler.infile, 'tests/test_datasets/test_square.mdpa') def test_mdpa_parse_shape(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') self.assertTupleEqual(mesh_points.shape, (256, 3)) def test_mdpa_parse_coords_1(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') np.testing.assert_almost_equal(mesh_points[190][0], 1.0) def test_mdpa_parse_coords_2(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') np.testing.assert_almost_equal(mesh_points[72][1], 0.4) def test_mdpa_parse_coords_3(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') np.testing.assert_almost_equal(mesh_points[100][2], 0.0) def test_mdpa_parse_coords_4(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_mdpa_parse_coords_5(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') np.testing.assert_almost_equal(mesh_points[-1][2], 0.0) def test_mdpa_write_failing_filename_type(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') with self.assertRaises(TypeError): mdpa_handler.write(mesh_points, -2) def test_mdpa_write_failing_check_extension(self): mdpa_handler = uh.MdpaHandler() - mesh_points = mdpa_handler.parse("tests/test_datasets/test_square.mdpa") + mesh_points = mdpa_handler.parse('tests/test_datasets/test_square.mdpa') with self.assertRaises(ValueError): - mdpa_handler.write( - mesh_points, "tests/test_datasets/test_square.iges" - ) + mdpa_handler.write(mesh_points, 'tests/test_datasets/test_square.iges') def test_mdpa_write_failing_infile_instantiation(self): mdpa_handler = uh.MdpaHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - mdpa_handler.write( - mesh_points, "tests/test_datasets/test_square_out.mdpa" - ) + mdpa_handler.write(mesh_points, + 'tests/test_datasets/test_square_out.mdpa') def test_mdpa_write_outfile(self): - infilename = "tests/test_datasets/test_square.mdpa" - outfilename = "tests/test_datasets/test_square_out.mdpa" + infilename = 'tests/test_datasets/test_square.mdpa' + outfilename = 'tests/test_datasets/test_square_out.mdpa' mdpa_handler = uh.MdpaHandler() mesh_points = mdpa_handler.parse(infilename) mdpa_handler.write(mesh_points, outfilename) self.assertEqual(mdpa_handler.outfile, outfilename) - # self.addCleanup(os.remove, outfilename) + #self.addCleanup(os.remove, outfilename) def test_mdpa_write_comparison_1(self): - infilename = "tests/test_datasets/test_square.mdpa" - outfilename = "tests/test_datasets/test_square_out.mdpa" - outfilename_expected = "tests/test_datasets/test_square.mdpa" + infilename = 'tests/test_datasets/test_square.mdpa' + outfilename = 'tests/test_datasets/test_square_out.mdpa' + outfilename_expected = 'tests/test_datasets/test_square.mdpa' mdpa_handler = uh.MdpaHandler() mesh_points = mdpa_handler.parse(infilename) mdpa_handler.write(mesh_points, outfilename) @@ -114,9 +106,9 @@ def test_mdpa_write_comparison_1(self): self.addCleanup(os.remove, outfilename) def test_mdpa_write_comparison_2(self): - infilename = "tests/test_datasets/test_square.mdpa" - outfilename = "tests/test_datasets/test_square_out.mdpa" - outfilename_expected = "tests/test_datasets/test_square_out_true.mdpa" + infilename = 'tests/test_datasets/test_square.mdpa' + outfilename = 'tests/test_datasets/test_square_out.mdpa' + outfilename_expected = 'tests/test_datasets/test_square_out_true.mdpa' mdpa_handler = uh.MdpaHandler() mesh_points = mdpa_handler.parse(infilename) mesh_points[0][0] = 0.0 diff --git a/tests/test_openfhandler.py b/tests/test_openfhandler.py index a7e07207..1ee44482 100644 --- a/tests/test_openfhandler.py +++ b/tests/test_openfhandler.py @@ -1,15 +1,14 @@ -import filecmp -import os from unittest import TestCase - -import numpy as np - +import unittest import pygem.openfhandler as ofh +import numpy as np +import filecmp +import os class TestOpenFoamHandler(TestCase): def test_open_foam_instantiation(self): - ofh.OpenFoamHandler() + open_foam_handler = ofh.OpenFoamHandler() def test_open_foam_default_infile_member(self): open_foam_handler = ofh.OpenFoamHandler() @@ -21,103 +20,89 @@ def test_open_foam_default_outfile_member(self): def test_open_foam_default_extension_member(self): open_foam_handler = ofh.OpenFoamHandler() - self.assertListEqual(open_foam_handler.extensions, [""]) + self.assertListEqual(open_foam_handler.extensions, ['']) def test_open_foam_parse_failing_filename_type(self): open_foam_handler = ofh.OpenFoamHandler() with self.assertRaises(TypeError): - open_foam_handler.parse(0.2) + mesh_points = open_foam_handler.parse(.2) def test_open_foam_parse_failing_check_extension(self): open_foam_handler = ofh.OpenFoamHandler() with self.assertRaises(ValueError): mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_square.iges" - ) + 'tests/test_datasets/test_square.iges') def test_open_foam_parse_infile(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) - self.assertEqual( - open_foam_handler.infile, "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') + self.assertEqual(open_foam_handler.infile, + 'tests/test_datasets/test_openFOAM') def test_open_foam_parse_shape(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') self.assertTupleEqual(mesh_points.shape, (21812, 3)) def test_open_foam_parse_coords_1(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') np.testing.assert_almost_equal(mesh_points[33][0], 1.42254) def test_open_foam_parse_coords_2(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') np.testing.assert_almost_equal(mesh_points[1708][1], -3.13059) def test_open_foam_parse_coords_3(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) - np.testing.assert_almost_equal(mesh_points[3527][2], 0.0) + 'tests/test_datasets/test_openFOAM') + np.testing.assert_almost_equal(mesh_points[3527][2], .0) def test_open_foam_parse_coords_4(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') np.testing.assert_almost_equal(mesh_points[0][0], -17.5492) def test_open_foam_parse_coords_5(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') np.testing.assert_almost_equal(mesh_points[-1][2], 0.05) def test_open_foam_write_failing_filename_type(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') with self.assertRaises(TypeError): - open_foam_handler.write(mesh_points, -1.0) + open_foam_handler.write(mesh_points, -1.) def test_open_foam_write_failing_check_extension(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) + 'tests/test_datasets/test_openFOAM') with self.assertRaises(ValueError): - open_foam_handler.write( - mesh_points, "tests/test_datasets/test_square.iges" - ) + open_foam_handler.write(mesh_points, + 'tests/test_datasets/test_square.iges') def test_open_foam_write_failing_infile_instantiation(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = np.zeros((40, 3)) with self.assertRaises(RuntimeError): - open_foam_handler.write( - mesh_points, "tests/test_datasets/test_openFOAM_out" - ) + open_foam_handler.write(mesh_points, + 'tests/test_datasets/test_openFOAM_out') def test_open_foam_write_outfile(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) - outfilename = "tests/test_datasets/test_openFOAM_out" + 'tests/test_datasets/test_openFOAM') + outfilename = 'tests/test_datasets/test_openFOAM_out' open_foam_handler.write(mesh_points, outfilename) self.assertEqual(open_foam_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) @@ -125,20 +110,19 @@ def test_open_foam_write_outfile(self): def test_open_foam_write_comparison(self): open_foam_handler = ofh.OpenFoamHandler() mesh_points = open_foam_handler.parse( - "tests/test_datasets/test_openFOAM" - ) - mesh_points[0] = [-14.0, 1.55, 0.2] + 'tests/test_datasets/test_openFOAM') + mesh_points[0] = [-14., 1.55, 0.2] mesh_points[1] = [-14.3, 2.55, 0.3] mesh_points[2] = [-14.3, 2.55, 0.3] - mesh_points[2000] = [7.8, -42.8, 0.0] - mesh_points[2001] = [8.8, -41.8, 0.1] - mesh_points[2002] = [9.8, -40.8, 0.0] + mesh_points[2000] = [7.8, -42.8, .0] + mesh_points[2001] = [8.8, -41.8, .1] + mesh_points[2002] = [9.8, -40.8, .0] mesh_points[-3] = [236.3, 183.7, 0.06] mesh_points[-2] = [237.3, 183.7, 0.06] mesh_points[-1] = [236.3, 185.7, 0.06] - outfilename = "tests/test_datasets/test_openFOAM_out" - outfilename_expected = "tests/test_datasets/test_openFOAM_out_true" + outfilename = 'tests/test_datasets/test_openFOAM_out' + outfilename_expected = 'tests/test_datasets/test_openFOAM_out_true' open_foam_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) diff --git a/tests/test_rbf.py b/tests/test_rbf.py index 2a7e9dc0..c29ad7df 100644 --- a/tests/test_rbf.py +++ b/tests/test_rbf.py @@ -1,23 +1,13 @@ -import os from unittest import TestCase - +import unittest import numpy as np +import filecmp +import os +from pygem import RBF +from pygem import RBFFactory -from pygem import RBF, RBFFactory - -unit_cube = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] -) - +unit_cube = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], [1., 0., 0.], + [0., 1., 1.], [1., 0., 1.], [1., 1., 0.], [1., 1., 1.]]) class TestRBF(TestCase): def get_cube_mesh_points(self): @@ -34,17 +24,16 @@ def get_cube_mesh_points(self): def test_rbf_weights_member(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_cube.prm") + rbf.read_parameters('tests/test_datasets/parameters_rbf_cube.prm') rbf.compute_weights() - weights_true = np.load("tests/test_datasets/weights_rbf_cube.npy") + weights_true = np.load('tests/test_datasets/weights_rbf_cube.npy') np.testing.assert_array_almost_equal(rbf.weights, weights_true) def test_rbf_cube_mod(self): mesh_points_ref = np.load( - "tests/test_datasets/meshpoints_cube_mod_rbf.npy" - ) + 'tests/test_datasets/meshpoints_cube_mod_rbf.npy') rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_cube.prm") + rbf.read_parameters('tests/test_datasets/parameters_rbf_cube.prm') rbf.radius = 0.5 deformed_mesh = rbf(self.get_cube_mesh_points()) np.testing.assert_array_almost_equal(deformed_mesh, mesh_points_ref) @@ -53,23 +42,22 @@ def test_wrong_basis(self): rbf = RBF() with self.assertRaises(NameError): rbf.read_parameters( - "tests/test_datasets/parameters_rbf_bugged_02.prm" - ) + 'tests/test_datasets/parameters_rbf_bugged_02.prm') def test_class_members_default_basis(self): - RBF() + rbf = RBF() def test_class_members_default_radius(self): rbf = RBF() - assert rbf.radius == 0.5 # nosec # nosec + assert rbf.radius == 0.5 def test_class_members_default_extra(self): rbf = RBF() - assert rbf.extra == {} # nosec # nosec + assert rbf.extra == {} def test_class_members_default_n_control_points(self): rbf = RBF() - assert rbf.n_control_points == 8 # nosec # nosec + assert rbf.n_control_points == 8 def test_class_members_default_original_control_points(self): rbf = RBF() @@ -81,42 +69,40 @@ def test_class_members_default_deformed_control_points(self): def test_read_parameters_basis(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - assert rbf.basis == RBFFactory("gaussian_spline") # nosec # nosec + rbf.read_parameters('tests/test_datasets/parameters_rbf_default.prm') + assert rbf.basis == RBFFactory('gaussian_spline') def test_read_parameters_basis2(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") - assert rbf.basis == RBFFactory("polyharmonic_spline") # nosec # nosec + rbf.read_parameters('tests/test_datasets/parameters_rbf_extra.prm') + assert rbf.basis == RBFFactory('polyharmonic_spline') def test_read_parameters_radius(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_radius.prm") - assert rbf.radius == 2.0 # nosec # nosec + rbf.read_parameters('tests/test_datasets/parameters_rbf_radius.prm') + assert rbf.radius == 2.0 def test_read_extra_parameters(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") - assert rbf.extra == {"k": 4} # nosec # nosec + rbf.read_parameters('tests/test_datasets/parameters_rbf_extra.prm') + assert rbf.extra == {'k': 4} def test_read_parameters_n_control_points(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - assert rbf.n_control_points == 8 # nosec # nosec + rbf.read_parameters('tests/test_datasets/parameters_rbf_default.prm') + assert rbf.n_control_points == 8 def test_read_parameters_original_control_points(self): params = RBF() - params.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - np.testing.assert_array_almost_equal( - params.original_control_points, unit_cube - ) + params.read_parameters('tests/test_datasets/parameters_rbf_default.prm') + np.testing.assert_array_almost_equal(params.original_control_points, + unit_cube) def test_read_parameters_deformed_control_points(self): params = RBF() - params.read_parameters("tests/test_datasets/parameters_rbf_default.prm") - np.testing.assert_array_almost_equal( - params.deformed_control_points, unit_cube - ) + params.read_parameters('tests/test_datasets/parameters_rbf_default.prm') + np.testing.assert_array_almost_equal(params.deformed_control_points, + unit_cube) def test_read_parameters_failing_filename_type(self): params = RBF() @@ -127,8 +113,7 @@ def test_read_parameters_failing_number_deformed_control_points(self): params = RBF() with self.assertRaises(TypeError): params.read_parameters( - "tests/test_datasets/parameters_rbf_bugged_01.prm" - ) + 'tests/test_datasets/parameters_rbf_bugged_01.prm') def test_write_parameters_failing_filename_type(self): params = RBF() @@ -137,19 +122,16 @@ def test_write_parameters_failing_filename_type(self): def test_write_parameters_filename_default_existance(self): params = RBF() - params.basis = "inv_multi_quadratic_biharmonic_spline" + params.basis = 'inv_multi_quadratic_biharmonic_spline' params.radius = 0.1 params.original_control_points = np.array( - [0.0, 0.0, 0.0, 0.0, 0.0, 1.0, 0.0, 1.0, 0.0] - ).reshape((3, 3)) + [0., 0., 0., 0., 0., 1., 0., 1., 0.]).reshape((3, 3)) params.deformed_control_points = np.array( - [0.0, 0.0, 0.0, 0.0, 0.0, 1.0, 0.0, 1.0, 0.0] - ).reshape((3, 3)) + [0., 0., 0., 0., 0., 1., 0., 1., 0.]).reshape((3, 3)) params.write_parameters() - outfilename = "parameters_rbf.prm" - assert os.path.isfile(outfilename) # nosec # nosec + outfilename = 'parameters_rbf.prm' + assert os.path.isfile(outfilename) os.remove(outfilename) - """ def test_write_parameters_filename_default(self): params = RBF() @@ -185,16 +167,15 @@ def test_print_info(self): def test_call_dummy_transformation(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_default.prm") + rbf.read_parameters('tests/test_datasets/parameters_rbf_default.prm') mesh = self.get_cube_mesh_points() new = rbf(mesh) np.testing.assert_array_almost_equal(new[17], mesh[17]) def test_call(self): rbf = RBF() - rbf.read_parameters("tests/test_datasets/parameters_rbf_extra.prm") + rbf.read_parameters('tests/test_datasets/parameters_rbf_extra.prm') mesh = self.get_cube_mesh_points() new = rbf(mesh) - np.testing.assert_array_almost_equal( - new[17], [8.947368e-01, 5.353524e-17, 8.845331e-03] - ) + np.testing.assert_array_almost_equal(new[17], [8.947368e-01, 5.353524e-17, 8.845331e-03]) + diff --git a/tests/test_rbf_factory.py b/tests/test_rbf_factory.py index 4528e6db..d0c4ae86 100644 --- a/tests/test_rbf_factory.py +++ b/tests/test_rbf_factory.py @@ -1,22 +1,12 @@ from unittest import TestCase - +import unittest import numpy as np - +import filecmp +import os from pygem import RBFFactory -unit_cube = np.array( - [ - [0.0, 0.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 0.0], - [1.0, 0.0, 0.0], - [0.0, 1.0, 1.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - ] -) - +unit_cube = np.array([[0., 0., 0.], [0., 0., 1.], [0., 1., 0.], [1., 0., 0.], + [0., 1., 1.], [1., 0., 1.], [1., 1., 0.], [1., 1., 1.]]) class TestRBFFactory(TestCase): def get_cube_mesh_points(self): @@ -32,46 +22,46 @@ def get_cube_mesh_points(self): return original_mesh_points def test_gaussian_spline(self): - test_f = RBFFactory("gaussian_spline") + test_f = RBFFactory('gaussian_spline') value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 0.0) def test_multi_quadratic_biharmonic_spline(self): - test_f = RBFFactory("multi_quadratic_biharmonic_spline") + test_f = RBFFactory('multi_quadratic_biharmonic_spline') value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 2.30867927612) def test_inv_multi_quadratic_biharmonic_spline(self): - test_f = RBFFactory("inv_multi_quadratic_biharmonic_spline") + test_f = RBFFactory('inv_multi_quadratic_biharmonic_spline') value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 0.433148081824) def test_thin_plate_spline(self): - test_f = RBFFactory("thin_plate_spline") + test_f = RBFFactory('thin_plate_spline') value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 323.000395428) def test_beckert_wendland_c2_basis_01(self): - test_f = RBFFactory("beckert_wendland_c2_basis") + test_f = RBFFactory('beckert_wendland_c2_basis') value = test_f(np.linalg.norm(np.array([0.5, 1, 2, 0.2])), 0.2) np.testing.assert_almost_equal(value, 0.0) def test_beckert_wendland_c2_basis_02(self): - test_f = RBFFactory("beckert_wendland_c2_basis") + test_f = RBFFactory('beckert_wendland_c2_basis') value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.9) np.testing.assert_almost_equal(value, 0.529916819595) def test_polyharmonic_spline_k_even(self): - test_f = RBFFactory("polyharmonic_spline") + test_f = RBFFactory('polyharmonic_spline') value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.9, 3) np.testing.assert_almost_equal(value, 0.02677808) def test_polyharmonic_spline_k_odd1(self): - test_f = RBFFactory("polyharmonic_spline") + test_f = RBFFactory('polyharmonic_spline') value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.9, 2) np.testing.assert_almost_equal(value, -0.1080092) def test_polyharmonic_spline_k_odd2(self): - test_f = RBFFactory("polyharmonic_spline") + test_f = RBFFactory('polyharmonic_spline') value = test_f(np.linalg.norm(np.array([0.1, 0.15, -0.2])), 0.2, 2) np.testing.assert_almost_equal(value, 0.53895331) diff --git a/tests/test_unvhandler.py b/tests/test_unvhandler.py index 176c1843..34b6b265 100644 --- a/tests/test_unvhandler.py +++ b/tests/test_unvhandler.py @@ -1,15 +1,14 @@ -import filecmp -import os from unittest import TestCase - -import numpy as np - +import unittest import pygem.unvhandler as uh +import numpy as np +import filecmp +import os class TestUnvHandler(TestCase): def test_unv_instantiation(self): - uh.UnvHandler() + unv_handler = uh.UnvHandler() def test_unv_default_infile_member(self): unv_handler = uh.UnvHandler() @@ -21,93 +20,89 @@ def test_unv_default_outfile_member(self): def test_unv_default_extension_member(self): unv_handler = uh.UnvHandler() - self.assertListEqual(unv_handler.extensions, [".unv"]) + self.assertListEqual(unv_handler.extensions, ['.unv']) def test_unv_parse_failing_filename_type(self): unv_handler = uh.UnvHandler() with self.assertRaises(TypeError): - unv_handler.parse(5.2) + mesh_points = unv_handler.parse(5.2) def test_unv_parse_failing_check_extension(self): unv_handler = uh.UnvHandler() with self.assertRaises(ValueError): mesh_points = unv_handler.parse( - "tests/test_datasets/test_square.iges" - ) + 'tests/test_datasets/test_square.iges') def test_unv_parse_infile(self): unv_handler = uh.UnvHandler() - unv_handler.parse("tests/test_datasets/test_square.unv") - self.assertEqual( - unv_handler.infile, "tests/test_datasets/test_square.unv" - ) + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + self.assertEqual(unv_handler.infile, + 'tests/test_datasets/test_square.unv') def test_unv_parse_shape(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') self.assertTupleEqual(mesh_points.shape, (256, 3)) def test_unv_parse_coords_1(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') np.testing.assert_almost_equal(mesh_points[33][0], 1.0) def test_unv_parse_coords_2(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') np.testing.assert_almost_equal(mesh_points[178][1], 0.4) def test_unv_parse_coords_3(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') np.testing.assert_almost_equal(mesh_points[100][2], 0.0) def test_unv_parse_coords_4(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') np.testing.assert_almost_equal(mesh_points[0][0], 0.0) def test_unv_parse_coords_5(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') np.testing.assert_almost_equal(mesh_points[-1][2], 0.0) def test_unv_write_failing_filename_type(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') with self.assertRaises(TypeError): unv_handler.write(mesh_points, -2) def test_unv_write_failing_check_extension(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') with self.assertRaises(ValueError): - unv_handler.write( - mesh_points, "tests/test_datasets/test_square.iges" - ) + unv_handler.write(mesh_points, + 'tests/test_datasets/test_square.iges') def test_unv_write_failing_infile_instantiation(self): unv_handler = uh.UnvHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - unv_handler.write( - mesh_points, "tests/test_datasets/test_square_out.unv" - ) + unv_handler.write(mesh_points, + 'tests/test_datasets/test_square_out.unv') def test_unv_write_outfile(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") - outfilename = "tests/test_datasets/test_square_out.unv" + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') + outfilename = 'tests/test_datasets/test_square_out.unv' unv_handler.write(mesh_points, outfilename) self.assertEqual(unv_handler.outfile, outfilename) self.addCleanup(os.remove, outfilename) def test_unv_write_comparison_1(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') - outfilename = "tests/test_datasets/test_square_out.unv" - outfilename_expected = "tests/test_datasets/test_square.unv" + outfilename = 'tests/test_datasets/test_square_out.unv' + outfilename_expected = 'tests/test_datasets/test_square.unv' unv_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) @@ -115,7 +110,7 @@ def test_unv_write_comparison_1(self): def test_unv_write_comparison_2(self): unv_handler = uh.UnvHandler() - mesh_points = unv_handler.parse("tests/test_datasets/test_square.unv") + mesh_points = unv_handler.parse('tests/test_datasets/test_square.unv') mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 @@ -124,8 +119,8 @@ def test_unv_write_comparison_2(self): mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = "tests/test_datasets/test_square_out.unv" - outfilename_expected = "tests/test_datasets/test_square_out_true.unv" + outfilename = 'tests/test_datasets/test_square_out.unv' + outfilename_expected = 'tests/test_datasets/test_square_out_true.unv' unv_handler.write(mesh_points, outfilename) self.assertTrue(filecmp.cmp(outfilename, outfilename_expected)) diff --git a/tests/test_utils.py b/tests/test_utils.py index 1718b6a3..dcf0045c 100644 --- a/tests/test_utils.py +++ b/tests/test_utils.py @@ -1,8 +1,7 @@ from unittest import TestCase - -import numpy as np - +import unittest from pygem.utils import angles2matrix, fit_affine_transformation +import numpy as np class TestAffine(TestCase): @@ -15,19 +14,9 @@ def test_angles2matrix_rot_x(self): rotz = 0 roty = 0 rotx = 50 * np.pi / 180 - mat_exact = np.array( - [ - 1.0, - 0.0, - 0.0, - 0.0, - 0.64278761, - -0.76604444, - 0.0, - 0.76604444, - 0.64278761, - ] - ).reshape((3, 3)) + mat_exact = np.array([ + 1., 0., 0., 0., 0.64278761, -0.76604444, 0., 0.76604444, 0.64278761 + ]).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -36,19 +25,9 @@ def test_angles2matrix_rot_y(self): rotz = 0 roty = 23 * np.pi / 180 rotx = 0 - mat_exact = np.array( - [ - 0.92050485, - 0.0, - 0.39073113, - 0.0, - 1.0, - 0.0, - -0.39073113, - 0.0, - 0.92050485, - ] - ).reshape((3, 3)) + mat_exact = np.array([ + 0.92050485, 0., 0.39073113, 0., 1., 0., -0.39073113, 0., 0.92050485 + ]).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -57,19 +36,9 @@ def test_angles2matrix_rot_z(self): rotz = -57 * np.pi / 180 roty = 0 rotx = 0 - mat_exact = np.array( - [ - 0.54463904, - 0.83867057, - 0.0, - -0.83867057, - 0.54463904, - 0.0, - 0.0, - 0.0, - 1.0, - ] - ).reshape((3, 3)) + mat_exact = np.array([ + 0.54463904, 0.83867057, 0., -0.83867057, 0.54463904, 0., 0., 0., 1. + ]).reshape((3, 3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -78,19 +47,8 @@ def test_angles2matrix_rot_xyz(self): rotz = 10 * np.pi / 180 roty = 20 * np.pi / 180 rotx = 30 * np.pi / 180 - mat_exact = np.array( - [ - 0.92541658, - -0.16317591, - 0.34202014, - 0.31879578, - 0.82317294, - -0.46984631, - -0.20487413, - 0.54383814, - 0.81379768, - ] - ).reshape((3, 3)) + mat_exact = np.array([0.92541658, -0.16317591, 0.34202014, 0.31879578, \ + 0.82317294, -0.46984631, -0.20487413, 0.54383814, 0.81379768]).reshape((3,3)) mat_test = angles2matrix(rotz, roty, rotx) np.testing.assert_array_almost_equal(mat_exact, mat_test) @@ -98,7 +56,7 @@ def test_angles2matrix_rot_xyz(self): def test_affine_points_fit_identity_1(self): p_start = np.array([[1, 0, 0], [0, 1, 0], [0, 0, 1], [0, 0, 0]]) p_end = p_start - v_test = np.array([1.0, 2.0, 3.0]) + v_test = np.array([1., 2., 3.]) v_exact = v_test transformation = fit_affine_transformation(p_start, p_end) @@ -106,11 +64,10 @@ def test_affine_points_fit_identity_1(self): np.testing.assert_array_almost_equal(v_exact, v_trans) def test_affine_points_fit_identity_2(self): - p_start = np.array( - [[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]] - ) + p_start = np.array([[1, .5, -.3], [0, 2, 4], [-1, 0., -1.5], + [1, -4, .5]]) p_end = p_start - v_test = np.array([-1.0, 2.5, 0.3]) + v_test = np.array([-1., 2.5, .3]) v_exact = v_test transformation = fit_affine_transformation(p_start, p_end) @@ -120,19 +77,18 @@ def test_affine_points_fit_identity_2(self): def test_affine_points_fit_rotation(self): p_start = np.array([[1, 0, 0], [0, 1, 0], [0, 0, 1], [0, 0, 0]]) p_end = np.array([[0, 1, 0], [-1, 0, 0], [0, 0, 1], [0, 0, 0]]) - v_test = np.array([1.0, 2.0, 3.0]) - v_exact = np.array([-2.0, 1.0, 3.0]) + v_test = np.array([1., 2., 3.]) + v_exact = np.array([-2., 1., 3.]) transformation = fit_affine_transformation(p_start, p_end) v_trans = transformation(v_test) np.testing.assert_array_almost_equal(v_exact, v_trans) def test_affine_points_fit_generic(self): - p_start = np.array( - [[1, 0.5, -0.3], [0, 2, 4], [-1, 0.0, -1.5], [1, -4, 0.5]] - ) + p_start = np.array([[1, .5, -.3], [0, 2, 4], [-1, 0., -1.5], + [1, -4, .5]]) p_end = np.array([[0, 1, 0], [-1, 0, 0], [0, 0, 1], [0, 0, 0]]) - v_test = np.array([1.0, 2.0, 3.0]) + v_test = np.array([1., 2., 3.]) v_exact = np.array([-0.68443497, 0.7249467, -0.34221748]) transformation = fit_affine_transformation(p_start, p_end) @@ -152,16 +108,16 @@ def test_affine_points_fit_right_points_size(self): p_start = np.array([[1, 0, 0], [0, 1, 0], [0, 0, 1], [0, 0, 0]]) p_end = np.array([[0, 1, 0], [-1, 0, 0], [0, 0, 1]]) with self.assertRaises(RuntimeError): - fit_affine_transformation(p_start, p_end) + transformation = fit_affine_transformation(p_start, p_end) def test_affine_points_fit_under_determined_system_1(self): p_start = np.array([[1, 0, 0]]) p_end = np.array([[0, 1, 0]]) with self.assertRaises(RuntimeError): - fit_affine_transformation(p_start, p_end) + transformation = fit_affine_transformation(p_start, p_end) def test_affine_points_fit_under_determined_system_2(self): p_start = np.array([[1, 0, 0], [0, 1, 0]]) p_end = np.array([[0, 1, 0], [-1, 0, 0]]) with self.assertRaises(RuntimeError): - fit_affine_transformation(p_start, p_end) + transformation = fit_affine_transformation(p_start, p_end) diff --git a/tests/test_vffd.py b/tests/test_vffd.py index 040c98dd..33520124 100644 --- a/tests/test_vffd.py +++ b/tests/test_vffd.py @@ -1,7 +1,7 @@ +import filecmp +import os from unittest import TestCase - import numpy as np - from pygem import VFFD from pygem.vffd import _volume @@ -10,81 +10,69 @@ class TestVFFD(TestCase): def test_nothing_happens_vffd(self): np.random.seed(0) - points = 0.5 * np.array( - [ - [0.0, 1.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 1.0], - [0.0, 0.0, 0.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - [1.0, 0.0, 0.0], - ] - ) + points = 0.5 * np.array([ + [0.0, 1.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 1.0], + [0.0, 0.0, 0.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + [1.0, 0.0, 0.0], + ]) - triangles = np.array( - [ - [0, 1, 2], - [3, 1, 0], - [4, 5, 6], - [4, 7, 5], - [7, 4, 3], - [3, 4, 1], - [6, 5, 0], - [6, 0, 2], - [0, 5, 3], - [3, 5, 7], - [6, 2, 1], - [6, 1, 4], - ] - ) + triangles = np.array([ + [0, 1, 2], + [3, 1, 0], + [4, 5, 6], + [4, 7, 5], + [7, 4, 3], + [3, 4, 1], + [6, 5, 0], + [6, 0, 2], + [0, 5, 3], + [3, 5, 7], + [6, 2, 1], + [6, 1, 4], + ]) b = _volume(points, triangles) cffd = VFFD(triangles, b) cffd.adjust_control_points(points) new_mesh_points = cffd.ffd(points) - cffd.fun(new_mesh_points) - assert np.allclose( - np.linalg.norm(points - new_mesh_points), 0.0 - ) # nosec # nosec + new_fix = cffd.fun(new_mesh_points) + assert np.allclose(np.linalg.norm(points - new_mesh_points), 0.0) def test_constraint_vffd(self): np.random.seed(0) - points = 0.5 * np.array( - [ - [0.0, 1.0, 0.0], - [0.0, 0.0, 1.0], - [0.0, 1.0, 1.0], - [0.0, 0.0, 0.0], - [1.0, 0.0, 1.0], - [1.0, 1.0, 0.0], - [1.0, 1.0, 1.0], - [1.0, 0.0, 0.0], - ] - ) + points = 0.5 * np.array([ + [0.0, 1.0, 0.0], + [0.0, 0.0, 1.0], + [0.0, 1.0, 1.0], + [0.0, 0.0, 0.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + [1.0, 1.0, 1.0], + [1.0, 0.0, 0.0], + ]) - triangles = np.array( - [ - [0, 1, 2], - [3, 1, 0], - [4, 5, 6], - [4, 7, 5], - [7, 4, 3], - [3, 4, 1], - [6, 5, 0], - [6, 0, 2], - [0, 5, 3], - [3, 5, 7], - [6, 2, 1], - [6, 1, 4], - ] - ) + triangles = np.array([ + [0, 1, 2], + [3, 1, 0], + [4, 5, 6], + [4, 7, 5], + [7, 4, 3], + [3, 4, 1], + [6, 5, 0], + [6, 0, 2], + [0, 5, 3], + [3, 5, 7], + [6, 2, 1], + [6, 1, 4], + ]) b = _volume(points, triangles) + 0.02 * np.random.rand() cffd = VFFD(triangles, b) - cffd.read_parameters("tests/test_datasets/parameters_test_cffd.prm") + cffd.read_parameters('tests/test_datasets/parameters_test_cffd.prm') cffd.adjust_control_points(points) new_mesh_points = cffd.ffd(points) new_fix = cffd.fun(new_mesh_points) - assert ( - np.linalg.norm(new_fix - b) / np.linalg.norm(b) < 1e-02 - ) # nosec # nosec + assert np.linalg.norm(new_fix - b) / np.linalg.norm(b) < 1e-02 diff --git a/tests/test_vtkhandler.py b/tests/test_vtkhandler.py index 69b8efe8..d297afa5 100644 --- a/tests/test_vtkhandler.py +++ b/tests/test_vtkhandler.py @@ -1,9 +1,9 @@ -import os from unittest import TestCase - -import numpy as np - +import unittest import pygem.vtkhandler as vh +import numpy as np +import filecmp +import os class TestVtkHandler(TestCase): @@ -11,131 +11,114 @@ def cmp(self, f1, f2): """ Check if the two files have the same content, skipping comment lines """ - content1 = [line for line in open(f1) if not line.startswith("#")] - content2 = [line for line in open(f1) if not line.startswith("#")] + content1 = [line for line in open(f1) if not line.startswith('#')] + content2 = [line for line in open(f1) if not line.startswith('#')] return content1 == content2 def test_vtk_instantiation(self): - vh.VtkHandler() + vtk_handler = vh.VtkHandler() def test_vtk_default_infile_member(self): vtk_handler = vh.VtkHandler() - assert vtk_handler.infile == None # nosec # nosec + assert vtk_handler.infile == None def test_vtk_default_outfile_member(self): vtk_handler = vh.VtkHandler() - assert vtk_handler.outfile == None # nosec # nosec + assert vtk_handler.outfile == None def test_vtk_default_extension_member(self): vtk_handler = vh.VtkHandler() - self.assertListEqual(vtk_handler.extensions, [".vtk"]) + self.assertListEqual(vtk_handler.extensions, ['.vtk']) def test_vtk_parse_failing_filename_type(self): vtk_handler = vh.VtkHandler() with self.assertRaises(TypeError): - vtk_handler.parse(5.2) + mesh_points = vtk_handler.parse(5.2) def test_vtk_parse_failing_check_extension(self): vtk_handler = vh.VtkHandler() with self.assertRaises(ValueError): mesh_points = vtk_handler.parse( - "tests/test_datasets/test_square.iges" - ) + 'tests/test_datasets/test_square.iges') def test_vtk_parse_infile(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) - assert ( # nosec # nosec - vtk_handler.infile == "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') + assert vtk_handler.infile == 'tests/test_datasets/test_red_blood_cell.vtk' def test_vtk_parse_shape(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) - assert mesh_points.shape == (500, 3) # nosec # nosec + 'tests/test_datasets/test_red_blood_cell.vtk') + assert mesh_points.shape == (500, 3) def test_vtk_parse_coords_1(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') np.testing.assert_almost_equal(mesh_points[33][0], -2.2977099) def test_vtk_parse_coords_2(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') np.testing.assert_almost_equal(mesh_points[178][1], 0.143506) def test_vtk_parse_coords_3(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') np.testing.assert_almost_equal(mesh_points[100][2], 2.3306999) def test_vtk_parse_coords_4(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') np.testing.assert_almost_equal(mesh_points[0][0], -3.42499995) def test_vtk_parse_coords_5(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') np.testing.assert_almost_equal(mesh_points[-1][2], -2.8480699) def test_vtk_write_failing_filename_type(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') with self.assertRaises(TypeError): vtk_handler.write(mesh_points, -2) def test_vtk_write_failing_check_extension(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') with self.assertRaises(ValueError): - vtk_handler.write( - mesh_points, "tests/test_datasets/test_square.iges" - ) + vtk_handler.write(mesh_points, + 'tests/test_datasets/test_square.iges') def test_vtk_write_failing_infile_instantiation(self): vtk_handler = vh.VtkHandler() mesh_points = np.zeros((20, 3)) with self.assertRaises(RuntimeError): - vtk_handler.write( - mesh_points, "tests/test_datasets/test_red_blood_cell_out.vtk" - ) + vtk_handler.write(mesh_points, + 'tests/test_datasets/test_red_blood_cell_out.vtk') def test_vtk_write_outfile(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) - outfilename = "tests/test_datasets/test_red_blood_cell_out.vtk" + 'tests/test_datasets/test_red_blood_cell.vtk') + outfilename = 'tests/test_datasets/test_red_blood_cell_out.vtk' vtk_handler.write(mesh_points, outfilename) - assert vtk_handler.outfile == outfilename # nosec # nosec + assert vtk_handler.outfile == outfilename os.remove(outfilename) def test_vtk_write_comparison(self): - pass - + import vtk vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') mesh_points[0][0] = 2.2 mesh_points[5][1] = 4.3 mesh_points[9][2] = 0.5 @@ -143,10 +126,8 @@ def test_vtk_write_comparison(self): mesh_points[132][1] = -1.2 mesh_points[255][2] = -3.6 - outfilename = "tests/test_datasets/test_red_blood_cell_out.vtk" - outfilename_expected = ( - "tests/test_datasets/test_red_blood_cell_out_true.vtk" - ) + outfilename = 'tests/test_datasets/test_red_blood_cell_out.vtk' + outfilename_expected = 'tests/test_datasets/test_red_blood_cell_out_true.vtk' vtk_handler.write(mesh_points, outfilename) self.assertTrue(self.cmp(outfilename, outfilename_expected)) @@ -160,24 +141,20 @@ def test_vtk_plot_failing_outfile_type(self): def test_vtk_plot_save_fig_infile(self): vtk_handler = vh.VtkHandler() mesh_points = vtk_handler.parse( - "tests/test_datasets/test_red_blood_cell.vtk" - ) + 'tests/test_datasets/test_red_blood_cell.vtk') vtk_handler.plot(save_fig=True) self.assertTrue( - os.path.isfile("tests/test_datasets/test_red_blood_cell.png") - ) - os.remove("tests/test_datasets/test_red_blood_cell.png") + os.path.isfile('tests/test_datasets/test_red_blood_cell.png')) + os.remove('tests/test_datasets/test_red_blood_cell.png') def test_vtk_plot_save_fig_plot_file(self): vtk_handler = vh.VtkHandler() vtk_handler.plot( - plot_file="tests/test_datasets/test_red_blood_cell.vtk", - save_fig=True, - ) + plot_file='tests/test_datasets/test_red_blood_cell.vtk', + save_fig=True) self.assertTrue( - os.path.isfile("tests/test_datasets/test_red_blood_cell.png") - ) - os.remove("tests/test_datasets/test_red_blood_cell.png") + os.path.isfile('tests/test_datasets/test_red_blood_cell.png')) + os.remove('tests/test_datasets/test_red_blood_cell.png') def test_vtk_show_failing_outfile_type(self): vtk_handler = vh.VtkHandler() From 1acc3df2aeee87617bf18e0b40e2684354b7d661 Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Thu, 27 Nov 2025 16:37:56 +0100 Subject: [PATCH 42/50] revert pylintrc --- .pylintrc | 57 ++++++++++++++++++++----------------------------------- 1 file changed, 21 insertions(+), 36 deletions(-) diff --git a/.pylintrc b/.pylintrc index 2a2a2644..23821565 100644 --- a/.pylintrc +++ b/.pylintrc @@ -11,7 +11,7 @@ init-hook="import numpy" # Add files or directories to the blacklist. They should be base names, not # paths. -ignore=build,pygem.egg-info,docs,dockerfiles,code_formatter.sh,pyproject.toml +ignore= # Pickle collected data for later comparisons. persistent=no @@ -39,7 +39,7 @@ extension-pkg-whitelist= # operator. Joining a lot of strings can lead to a maximum recursion error in # Pylint and this flag can prevent that. It has one side effect, the resulting # AST will be different than the one from reality. -# optimize-ast=no +optimize-ast=no [MESSAGES CONTROL] @@ -51,7 +51,7 @@ confidence= # Enable the message, report, category or checker with the given id(s). You can # either give multiple identifier separated by comma (,) or put this option # multiple time. See also the "--disable" option for examples. -# disable= +disable= # too-many-instance-attributes, # len-as-condition, # too-few-public-methods, @@ -126,23 +126,11 @@ confidence= # bad-python3-import, # deprecated-string-function, # deprecated-str-translate-call, - ; import-error, - ; arguments-differ, - ; F401, - ; C0114, - ; C0115, - ; C0116, - ; R0801, - ; W0511, - ; R0914, - ; R0915, - ; C0103, + import-error, + arguments-differ, # invalid-name, # consider-using-enumerate -disable=import-error,arguments-differ,F401,C0114,C0115,C0116,R0801,W0511,R0914,R0915,C0103 - - # Needs investigation: # abstract-method (might be indicating a bug? probably not though) # protected-access (requires some refactoring) @@ -334,61 +322,61 @@ include-naming-hint=no function-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for function names -# function-name-hint=[a-z_][a-z0-9_]{2,30}$ +function-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct variable names variable-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for variable names -# variable-name-hint=[a-z_][a-z0-9_]{2,30}$ +variable-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct constant names const-rgx=(([A-Z_][A-Z0-9_]*)|(__.*__))$ # Naming hint for constant names -# const-name-hint=(([A-Z_][A-Z0-9_]*)|(__.*__))$ +const-name-hint=(([A-Z_][A-Z0-9_]*)|(__.*__))$ # Regular expression matching correct attribute names attr-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for attribute names -# attr-name-hint=[a-z_][a-z0-9_]{2,30}$ +attr-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct argument names argument-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for argument names -# argument-name-hint=[a-z_][a-z0-9_]{2,30}$ +argument-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression matching correct class attribute names class-attribute-rgx=([A-Za-z_][A-Za-z0-9_]{2,30}|(__.*__))$ # Naming hint for class attribute names -# class-attribute-name-hint=([A-Za-z_][A-Za-z0-9_]{2,30}|(__.*__))$ +class-attribute-name-hint=([A-Za-z_][A-Za-z0-9_]{2,30}|(__.*__))$ # Regular expression matching correct inline iteration names inlinevar-rgx=[A-Za-z_][A-Za-z0-9_]*$ # Naming hint for inline iteration names -# inlinevar-name-hint=[A-Za-z_][A-Za-z0-9_]*$ +inlinevar-name-hint=[A-Za-z_][A-Za-z0-9_]*$ # Regular expression matching correct class names class-rgx=[A-Z_][a-zA-Z0-9]+$ # Naming hint for class names -# class-name-hint=[A-Z_][a-zA-Z0-9]+$ +class-name-hint=[A-Z_][a-zA-Z0-9]+$ # Regular expression matching correct module names module-rgx=(([a-z_][a-z0-9_]*)|([A-Z][a-zA-Z0-9]+))$ # Naming hint for module names -# module-name-hint=(([a-z_][a-z0-9_]*)|([A-Z][a-zA-Z0-9]+))$ +module-name-hint=(([a-z_][a-z0-9_]*)|([A-Z][a-zA-Z0-9]+))$ # Regular expression matching correct method names method-rgx=[a-z_][a-z0-9_]{2,30}$ # Naming hint for method names -# method-name-hint=[a-z_][a-z0-9_]{2,30}$ +method-name-hint=[a-z_][a-z0-9_]{2,30}$ # Regular expression which should only match function or class names that do # not require a docstring. @@ -402,7 +390,7 @@ docstring-min-length=-1 [ELIF] # Maximum number of nested blocks for function / method body -max-nested-blocks=6 +max-nested-blocks=5 [IMPORTS] @@ -428,9 +416,6 @@ int-import-graph= # Maximum number of arguments for function / method max-args=8 -# Maximum number of positional arguments for function / method -max-positional-arguments=6 - # Argument names that match this expression will be ignored. Default to name # with leading underscore ignored-argument-names=_.* @@ -442,7 +427,7 @@ max-locals=20 max-returns=4 # Maximum number of branch for function / method body -max-branches=13 +max-branches=12 # Maximum number of statements in function / method body max-statements=50 @@ -451,16 +436,16 @@ max-statements=50 max-parents=7 # Maximum number of attributes for a class (see R0902). -max-attributes=8 +max-attributes=7 # Minimum number of public methods for a class (see R0903). -min-public-methods=1 +min-public-methods=2 # Maximum number of public methods for a class (see R0904). max-public-methods=20 # Maximum number of boolean expressions in a if statement -max-bool-expr=6 +max-bool-expr=5 [CLASSES] @@ -483,4 +468,4 @@ exclude-protected=_asdict,_fields,_replace,_source,_make # Exceptions that will emit a warning when being caught. Defaults to # "Exception" -overgeneral-exceptions=builtins.Exception +overgeneral-exceptions=Exception From f94613e8a4f7dde22daba347766fd5c54000c445 Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Thu, 27 Nov 2025 16:43:47 +0100 Subject: [PATCH 43/50] revert readme --- README.md | 486 ++++++++++++++++++++---------------------------------- 1 file changed, 178 insertions(+), 308 deletions(-) diff --git a/README.md b/README.md index 710f8758..82392ad1 100644 --- a/README.md +++ b/README.md @@ -1,211 +1,166 @@ -# PyGeM (Python Geometrical Morphing) - -[PyGeM](http://mathlab.github.io/PyGeM/) is a python package that allows you to -deform a given geometry or mesh with different deformation techniques such as -FFD, RBF and IDW. +

+ + Python Geometrical Morphing + +

+

+ + Software License + + + Build Status + + + Coverage Status + + + Codacy Badge + + + Docker Pulls + +

+ +[PyGeM](http://mathlab.github.io/PyGeM/) (Python Geometrical Morphing) is a python package that allows you to deform a given geometry or mesh with different deformation techniques such as FFD, RBF and IDW. ## Table of contents - -- [Description](#description) -- [Dependencies and installation](#dependencies-and-installation) - - [Installation options](#installation-options) - - [Install directly from GitHub](#install-directly-from-github) - - [Clone and install locally](#clone-and-install-locally) - - [Docker](#docker) - - [Install with optional extras](#install-with-optional-extras) - -- [Documentation](#documentation) -- [Testing](#testing) -- [Examples](#examples) -- [How to cite](#how-to-cite) - - [References](#references) - - [Recent works with PyGeM](#recent-works-with-pygem) -- [Authors and contributors](#authors-and-contributors) -- [How to contribute](#how-to-contribute) -- [License](#license) +* [Description](#description) +* [Dependencies and installation](#dependencies-and-installation) + * [Docker](#docker) +* [Documentation](#documentation) +* [Testing](#testing) +* [Examples](#examples) +* [How to cite](#how-to-cite) + * [References](#references) + * [Recent works with PyGeM](#recent-works-with-pygem) +* [Authors and contributors](#authors-and-contributors) +* [How to contribute](#how-to-contribute) +* [License](#license) ## Description - -**PyGeM** is a python package using **Free Form Deformation**, **Radial Basis -Functions** and **Inverse Distance Weighting** to parametrize and morph complex -geometries. It is ideally suited for actual industrial problems, since it -allows to handle: +**PyGeM** is a python package using **Free Form Deformation**, **Radial Basis Functions** and **Inverse Distance Weighting** to parametrize and morph complex geometries. It is ideally suited for actual industrial problems, since it allows to handle: - Computer Aided Design files (in .iges, .step, and .stl formats) - Mesh files (in .unv, Elmer, and OpenFOAM formats) - Output files (in .vtk format) - LS-Dyna Keyword files (.k format) -By now, it has been used with meshes with up to 14 milions of cells. Try with -more and more complicated input files! -See the [**Examples**](#examples) section below and the -[**Tutorials**](tutorials/README.md) to have an idea of the potential of this -package. - -## Dependencies and installation +By now, it has been used with meshes with up to 14 milions of cells. Try with more and more complicated input files! +See the [**Examples**](#examples) section below and the [**Tutorials**](tutorials/README.md) to have an idea of the potential of this package. -**PyGeM** requires `numpy`, `scipy`, and `matplotlib` as core dependencies. -`sphinx` is needed for the documentation and `pytest` for testing. They can be -easily installed via `pip`. The code has been tested with Python3.10 version, -but it should be compatible with Python3.9+. Python2 support is no longer -maintained. +## Dependencies and installation +**PyGeM** requires `numpy`, `scipy`, `matplotlib`, `sphinx` (for the +documentation) and `pytest` (for local test). They can be easily installed via +`pip`. The code has been tested with Python3.7 version, but it should be +compatible with a generic Python3.x. The Python2 support is no longer maintained. To enable the `CAD` -[submodule](https://github.com/mathLab/PyGeM/tree/master/pygem/cad), the module -`pythonocc-core` is required to deal with IGES files. This requirement cannot be -satisfied through `pip`, but the precompiled binaries are available on `conda` -using the command: - +[submodule](https://github.com/mathLab/PyGeM/tree/master/pygem/cad), the +module `pythonocc-core` is required to deal with IGES files. This requirement +cannot be satisfied through `pip`, but the precompiled binaries are available +on `conda` using the command: ```bash -conda install -c conda-forge pythonocc-core - +conda install -c conda-forge pythonocc-core=7.4.0 ``` - For additional information about the compilation and installation of -`pythonocc`, see the original +`pythonocc`, we refer the original [repository](https://github.com/tpaviot/pythonocc-core). -### Installation options - -You can install PyGeM using one of the following methods: - -#### Clone and install locally The official distribution is on GitHub, and you can clone the repository using ```bash -git clone https://github.com/mathLab/PyGeM - -``` - -Then you can install the package locally. To this end, do the following - -```bash -cd PyGeM -pip install . - +> git clone https://github.com/mathLab/PyGeM ``` -#### Install directly from GitHub +To install the package just type: ```bash -pip install "pygem @ git+https://github.com/mathLab/PyGeM.git" - +> python setup.py install ``` -#### Install with optional extras - -- For running the tutorials: `pip install "pygem[tut]"` -- For testing: `pip install "pygem[test]"` -- For documentation: `pip install "pygem[docs]"` -- For full development setup: `pip install "pygem[dev]"` - -**To uninstall** the package you have to rerun the installation and record the -installed files in order to remove them: +To uninstall the package you have to rerun the installation and record the installed files in order to remove them: ```bash -pip uninstall pygem - +> pip uninstall pygem ``` -#### Docker - -Alternatively, a way to run the PyGeM library is to use our prebuilt and -high-performance Docker images. Docker containers are extremely lightweight, -secure, and are based on open standards that run on all major Linux -distributions, macOS and Microsoft Windows platforms. +### Docker +Alternatively, a way to run the PyGeM library is to use our prebuilt and high-performance Docker images. +Docker containers are extremely lightweight, secure, and are based on open standards that run on all major Linux distributions, macOS and Microsoft Windows platforms. -**Install Docker** for your platform following [these -instructions](https://docs.docker.com/engine/getstarted/step_one/). If using -Docker Toolbox (macOS < 10.10 or Windows < 10), make sure you run all commands -inside the Docker Quickstart Terminal. +Install Docker for your platform by following [these instructions](https://docs.docker.com/engine/getstarted/step_one/). +If using the Docker Toolbox (macOS versions < 10.10 or Windows versions < 10), make sure you run all commands inside the Docker Quickstart Terminal. Now we will pull the sissamathlab/pygem image from our cloud infrastructure: - ```bash -docker pull sissamathlab/pygem:latest - +> docker pull sissamathlab/pygem:latest ``` - -TDocker will pull the latest tag of the image pygemdocker/pygem from docker.io. -The download is around 3.246 GB. The image is a great place to start -experimenting with PyGeM and includes all dependencies already compiled for you. +Docker will pull the latest tag of the image pygemdocker/pygem from docker.io. The download is around 3.246 GB. The image is a great place to start experimenting with PyGeM and includes all dependencies already compiled for you. Once the download is complete you can start PyGeM for the first time. Just run: - ```bash -docker run -ti sissamathlab/pygem:latest - +> docker run -ti sissamathlab/pygem:latest ``` - -To facilitate the developing, using the text editor,version control and other -tools already installed on your computers, it is possible to share files from -the host into the container: +To facilitate the devoloping, using the text editor,version control and other tools already installed on your computers, +it is possible to share files from the host into the container: ```bash -docker run -ti -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest - +> docker run -ti -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest ``` - To allow the X11 forwarding in the container, on Linux system just run: ```bash -docker run -ti --rm -e DISPLAY=$DISPLAY -v /tmp/.X11-unix:/tmp/.X11-unix -v -$(pwd):/home/PyGeM/shared sissamathlab/pygem:latest - +> docker run -ti --rm -e DISPLAY=$DISPLAY -v /tmp/.X11-unix:/tmp/.X11-unix -v $(pwd):/home/PyGeM/shared sissamathlab/pygem:latest ``` -For Windows system, you need to install Cygwin/X version and running the command -in Cygwin terminal. While for mac system, you need to install xquartz. +For Windows system, you need to install Cygwin/X version and running the command in Cygwin terminal. While for mac system, you need to install xquartz. ## Documentation - -**PyGeM** uses [Sphinx](http://www.sphinx-doc.org/en/stable/) for code -documentation. You can view it at the [PyGeM online documentation](http://mathlab.github.io/PyGeM/). -To build the html versions of the docs locally simply: +**PyGeM** uses [Sphinx](http://www.sphinx-doc.org/en/stable/) for code documentation. You can view the documentation online [here](http://mathlab.github.io/PyGeM/). To build the html versions of the docs locally simply: ```bash -cd docs -make html - +> cd docs +> make html ``` -The generated html can be found in docs/build/html. Open up the index.html you -find there to browse. +The generated html can be found in `docs/build/html`. Open up the `index.html` you find there to browse. -## Testing -We use GitHub Actions for continuous integration testing. You can check out the -current status [GitHub Actions workflow page](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). +## Testing +We are using Github Actions for continuous intergration testing. You can check out the current status [here](https://github.com/mathLab/PyGeM/actions/workflows/testing_pr.yml). -To run tests locally, first install the [`test`](#install-with-optional-extras) -extra. Then run +To run tests locally (the package `pytest` is required): ```bash -pytest - +> pytest ``` -_(Note: The same testing setup is automatically included when installing with -`dev` extras.)_ ## Examples - -You can find useful tutorials on how to use the package in the -[tutorials](tutorials/README.md) folder. -Here we show three applications, taken from the **naval**, **nautical**, and -**automotive** engineering fields. On the other hand, the provided tutorials are -related to easier geometries. - -DTMB-5415 hull: morphing of the bulbous bow starting from an industrial .iges -CAD file. - -MCY hull: morphing of the exhaust gasses devices starting from an industrial -.stl file. - -DrivAer model: morphing of the bumper starting from an OpenFOAM mesh file. +You can find useful tutorials on how to use the package in the [tutorials](tutorials/README.md) folder. +Here we show three applications, taken from the **naval**, **nautical** and **automotive** engineering fields. On the other hand, the provided tutorials are related to easier geometries. +

+ +

+

+DTMB-5415 hull: morphing of the bulbous bow starting from an industrial .iges CAD file. +

+ +

+ +

+

+MCY hull: morphing of the exhaust gasses devices starting from an industrial .stl file. +

+ +

+ +

+

+DrivAer model: morphing of the bumper starting from an OpenFOAM mesh file. +

## How to cite - If you use this package in your publications please cite the package as follows: ```tex @@ -219,195 +174,109 @@ issn = {2665-9638}, doi = {10.1016/j.simpa.2020.100047}, url = {http://www.sciencedirect.com/science/article/pii/S2665963820300385} } - ``` ### References - The deformations implemented are taken from the following papers: -- Sieger, Menzel, Botsch. _On Shape Deformation Techniques for Simulation-based - Design Optimization_. SEMA SIMAI Springer Series, 2015. - [[DOI](https://doi.org/10.1007/978-3-319-06053-8_14)], - [[pdf](http://www.honda-ri.de/pubs/pdf/1052.pdf)], - [[bibitem](readme/sieger2015shape.bib)]. - -- Forti, Rozza. _Efficient geometrical parametrisation techniques of interfaces - for reduced-order modelling: application to fluid–structure interaction coupling - problems_. International Journal of Computational Fluid Dynamics, 2014. - [[DOI](http://dx.doi.org/10.1080/10618562.2014.932352)], - [[bibitem](readme/forti2014efficient.bib)]. - -- Sieger, Menzel, Botsch. _RBF Morphing Techniques for Simulation-based Design - Optimization_. M. Engineering with Computers, 2014. - [[DOI](https://doi.org/10.1007/s00366-013-0330-1)], - [[pdf](http://www.honda-ri.de/pubs/pdf/923.pdf)], - [[bibitem](readme/sieger2014rbf.bib)]. - -- Lombardi, Parolini, Quarteroni, Rozza. _Numerical Simulation of Sailing Boats: - Dynamics, FSI, and Shape Optimization_. Springer Optimization and Its - Applications, 2012. [[DOI](http://dx.doi.org/10.1007/978-1-4614-2435-2_15)], - [[pdf](https://infoscience.epfl.ch/record/175879/files/PaerErice-Lombardi- - parolini-quarteroni-Rozza.pdf)], - [[bibitem](readme/lombardi2012numerical.bib)]. +* Sieger, Menzel, Botsch. *On Shape Deformation Techniques for Simulation-based Design Optimization*. SEMA SIMAI Springer Series, 2015. [[DOI](https://doi.org/10.1007/978-3-319-06053-8_14)], [[pdf](http://www.honda-ri.de/pubs/pdf/1052.pdf)], +[[bibitem](readme/sieger2015shape.bib)]. + +* Forti, Rozza. *Efficient geometrical parametrisation techniques of interfaces for reduced-order modelling: application to fluid–structure interaction coupling problems*. International Journal of Computational Fluid Dynamics, 2014. [[DOI](http://dx.doi.org/10.1080/10618562.2014.932352)], +[[bibitem](readme/forti2014efficient.bib)]. + +* Sieger, Menzel, Botsch. *RBF Morphing Techniques for Simulation-based Design Optimization*. M. Engineering with Computers, 2014. [[DOI](https://doi.org/10.1007/s00366-013-0330-1)], [[pdf](http://www.honda-ri.de/pubs/pdf/923.pdf)], +[[bibitem](readme/sieger2014rbf.bib)]. + +* Lombardi, Parolini, Quarteroni, Rozza. *Numerical Simulation of Sailing Boats: Dynamics, FSI, and Shape Optimization*. Springer Optimization and Its Applications, 2012. [[DOI](http://dx.doi.org/10.1007/978-1-4614-2435-2_15)], [[pdf](https://infoscience.epfl.ch/record/175879/files/PaerErice-Lombardi-parolini-quarteroni-Rozza.pdf)], +[[bibitem](readme/lombardi2012numerical.bib)]. ### Recent works with PyGeM +Here there is a list of the scientific works involving **PyGeM** you can consult and/or cite. If you want to add one, please open a PR. -Here is a list of scientific works involving **PyGeM** you can consult and/or -cite. -If you wish to add one, please open a PR. - -- Jiang, Mayeur, Patrouix, Cirette, Witz, Dumont, Brieu. _Patient-Specific - Modeling of Pelvic System from MRI for Numerical Simulation: Validation Using a - Physical Model_. Computational Biomechanics for Medicine. MICCAI 2019. - [[DOI](https://doi.org/10.1007/978-3-030-15923-8_2)]. - -- Tezzele, Demo, Rozza. _Shape optimization through proper orthogonal - decomposition with interpolation and dynamic mode decomposition enhanced by - active subspaces_. In Proceedings of MARINE 2019: VIII International Conference - on Computational Methods in Marine Engineering, pages 122-133, 2019. - [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], - [[arXiv](https://arxiv.org/abs/1905.05483)], - [[bibitem](readme/tezzele2019marine.bib)]. - -- Demo, Tezzele, Mola, Rozza. _A complete data-driven framework for the - efficient solution of parametric shape design and optimisation in naval - engineering problems_. In Proceedings of MARINE 2019: VIII International - Conference on Computational Methods in Marine Engineering, pages 111-121, 2019. - [[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], - [[arXiv](https://arxiv.org/abs/1905.05982)], - [[bibitem](readme/demo2019marine.bib)]. - -- Tezzele, Demo, Mola, Rozza. _An integrated data-driven computational pipeline - with model order reduction for industrial and applied mathematics_. Submitted, - -1. [[arXiv](https://arxiv.org/abs/1810.12364)], - [[bibitem](readme/tezzele2018ecmi.bib)]. - -- Tezzele, Salmoiraghi, Mola, Rozza. _Dimension reduction in heterogeneous - parametric spaces with application to naval engineering shape design problems_. - Advanced Modeling and Simulation in Engineering Sciences, 2018. - [[DOI](https://doi.org/10.1186/s40323-018-0118-3)], - [[arXiv](https://arxiv.org/abs/1709.03298)], - [[bibitem](readme/tezzele2018dimension.bib)]. - -- Tezzele, Ballarin, Rozza. _Combined parameter and model reduction of - cardiovascular problems by means of active subspaces and POD-Galerkin methods_. - In Mathematical and Numerical Modeling of the Cardiovascular System and - Applications. SEMA SIMAI Springer Series vol. 16, 2018. - [[DOI](https://doi.org/10.1007/978-3-319-96649-6_8)], - [[arXiv](https://arxiv.org/abs/1711.10884)], - [[bibitem](readme/tezzele2018combined.bib)]. - -- Salmoiraghi, Scardigli, Telib, Rozza. _Free-form deformation, mesh morphing - and reduced-order methods: enablers for efficient aerodynamic shape - optimisation_. International Journal of Computational Fluid Dynamics, 2018. - [[DOI](https://doi.org/10.1080/10618562.2018.1514115)], - [[arXiv](https://arxiv.org/abs/1803.04688)], - [[bibitem](readme/salmoiraghi2018free.bib)]. - -- Demo, Tezzele, Gustin, Lavini, Rozza. _Shape optimization by means of proper - orthogonal decomposition and dynamic mode decomposition_. In Technology and - Science for the Ships of the Future: Proceedings of NAV 2018: 19th International - Conference on Ship & Maritime Research, 2018. - [[DOI](https://doi.org/10.3233/978-1-61499-870-9-212)], - [[arXiv](https://arxiv.org/abs/1803.07368)], - [[bibitem](readme/demo2018shape.bib)]. - -- Tezzele, Demo, Gadalla, Mola, Rozza. _Model Order Reduction by means of Active - Subspaces and Dynamic Mode Decomposition for Parametric Hull Shape Design - Hydrodynamics_. In Technology and Science for the Ships of the Future: - Proceedings of NAV 2018: 19th International Conference on Ship & Maritime - Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-569)], - [[arXiv](https://arxiv.org/abs/1803.07377)], - [[bibitem](readme/tezzele2018model.bib)]. - -- Demo, Tezzele, Mola, Rozza. _An efficient shape parametrisation by free-form - deformation enhanced by active subspace for hull hydrodynamic ship design - problems in open source environment_. The 28th International Ocean and Polar - Engineering Conference, 2018. [[arXiv](https://arxiv.org/abs/1801.06369)], - [[bibitem](readme/demo2018isope.bib)]. - -- Bergmann, Ferrero, Iollo, Lombardi, Scardigli, Telib. _A zonal Galerkin-free - POD model for incompressible flows_. Journal of Computational Physics, 2018. - [[DOI](https://doi.org/10.1016/j.jcp.2017.10.001)], - [[bibitem](readme/bergmann2018zonal.bib)]. - -- Salmoiraghi, Ballarin, Corsi, Mola, Tezzele, Rozza. _Advances in geometrical - parametrization and reduced order models and methods for computational fluid - dynamics problems in applied sciences and engineering: overview and - perspectives_. ECCOMAS 2016 proceedings. - [[DOI](https://doi.org/10.7712/100016.1867.8680)], - [[bibitem](readme/salmoiraghi2016advances.bib)]. +* Jiang, Mayeur, Patrouix, Cirette, Witz, Dumont, Brieu. *Patient-Specific Modeling of Pelvic System from MRI for Numerical Simulation: Validation Using a Physical Model*. Computational Biomechanics for Medicine. MICCAI 2019. [[DOI](https://doi.org/10.1007/978-3-030-15923-8_2)]. -## Authors and contributors +* Tezzele, Demo, Rozza. *Shape optimization through proper orthogonal decomposition with interpolation and dynamic mode decomposition enhanced by active subspaces*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 122-133, 2019. +[[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], +[[arXiv](https://arxiv.org/abs/1905.05483)], [[bibitem](readme/tezzele2019marine.bib)]. -**PyGeM** is developed and maintained at [SISSA -mathLab](http://mathlab.sissa.it/) by: +* Demo, Tezzele, Mola, Rozza. *A complete data-driven framework for the efficient solution of parametric shape design and optimisation in naval engineering problems*. In Proceedings of MARINE 2019: VIII International Conference on Computational Methods in Marine Engineering, pages 111-121, 2019. +[[DOI](https://congress.cimne.com/marine2019/frontal/Doc/EbookMarine2019.pdf)], +[[arXiv](https://arxiv.org/abs/1905.05982)], [[bibitem](readme/demo2019marine.bib)]. -- [Marco Tezzele](mailto:marcotez@gmail.com) -- [Nicola Demo](mailto:demo.nicola@gmail.com) -- [Andrea Mola](mailto:amola@sissa.it) +* Tezzele, Demo, Mola, Rozza. *An integrated data-driven computational pipeline with model order reduction for industrial and applied mathematics*. Submitted, 2018. [[arXiv](https://arxiv.org/abs/1810.12364)], +[[bibitem](readme/tezzele2018ecmi.bib)]. -under the supervision of [Prof. Gianluigi -Rozza](mailto:gianluigi.rozza@sissa.it). We thank [Filippo -Salmoiraghi](mailto:filippo.salmoiraghi@gmail.com) for the original idea and -major contributions. +* Tezzele, Salmoiraghi, Mola, Rozza. *Dimension reduction in heterogeneous parametric spaces with application to naval engineering shape design problems*. Advanced Modeling and Simulation in Engineering Sciences, 2018. [[DOI](https://doi.org/10.1186/s40323-018-0118-3)], [[arXiv](https://arxiv.org/abs/1709.03298)], [[bibitem](readme/tezzele2018dimension.bib)]. -Contact us by email for further information or questions about **PyGeM**, or -suggest pull requests. Contributions improving either the code or the -documentation are welcome! +* Tezzele, Ballarin, Rozza. *Combined parameter and model reduction of cardiovascular problems by means of active subspaces and POD-Galerkin methods*. In Mathematical and Numerical Modeling of the Cardiovascular System and Applications. SEMA SIMAI Springer Series vol. 16, 2018. [[DOI](https://doi.org/10.1007/978-3-319-96649-6_8)], [[arXiv](https://arxiv.org/abs/1711.10884)], +[[bibitem](readme/tezzele2018combined.bib)]. -## How to contribute +* Salmoiraghi, Scardigli, Telib, Rozza. *Free-form deformation, mesh morphing and reduced-order methods: enablers for efficient aerodynamic shape optimisation*. International Journal of Computational Fluid Dynamics, 2018. [[DOI](https://doi.org/10.1080/10618562.2018.1514115)], [[arXiv](https://arxiv.org/abs/1803.04688)], +[[bibitem](readme/salmoiraghi2018free.bib)]. +* Demo, Tezzele, Gustin, Lavini, Rozza. *Shape optimization by means of proper orthogonal decomposition and dynamic mode decomposition*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-212)], [[arXiv](https://arxiv.org/abs/1803.07368)], +[[bibitem](readme/demo2018shape.bib)]. + +* Tezzele, Demo, Gadalla, Mola, Rozza. *Model Order Reduction by means of Active Subspaces and Dynamic Mode Decomposition for Parametric Hull Shape Design Hydrodynamics*. In Technology and Science for the Ships of the Future: Proceedings of NAV 2018: 19th International Conference on Ship & Maritime Research, 2018. [[DOI](https://doi.org/10.3233/978-1-61499-870-9-569)], [[arXiv](https://arxiv.org/abs/1803.07377)], +[[bibitem](readme/tezzele2018model.bib)]. + +* Demo, Tezzele, Mola, Rozza. *An efficient shape parametrisation by free-form deformation enhanced by active subspace for hull hydrodynamic ship design problems in open source environment*. The 28th International Ocean and Polar Engineering Conference, 2018. [[arXiv](https://arxiv.org/abs/1801.06369)], +[[bibitem](readme/demo2018isope.bib)]. + +* Bergmann, Ferrero, Iollo, Lombardi, Scardigli, Telib. *A zonal Galerkin-free POD model for incompressible flows*. Journal of Computational Physics, 2018. [[DOI](https://doi.org/10.1016/j.jcp.2017.10.001)], +[[bibitem](readme/bergmann2018zonal.bib)]. + +* Salmoiraghi, Ballarin, Corsi, Mola, Tezzele, Rozza. *Advances in geometrical parametrization and reduced order models and methods for computational fluid dynamics problems in applied sciences and engineering: overview and perspectives*. ECCOMAS 2016 proceedings. [[DOI](https://doi.org/10.7712/100016.1867.8680)], +[[bibitem](readme/salmoiraghi2016advances.bib)]. + + +## Authors and contributors +**PyGeM** is currently developed and mantained at [SISSA mathLab](http://mathlab.sissa.it/) by +* [Marco Tezzele](mailto:marcotez@gmail.com) +* [Nicola Demo](mailto:demo.nicola@gmail.com) +* [Andrea Mola](mailto:amola@sissa.it) + +under the supervision of [Prof. Gianluigi Rozza](mailto:gianluigi.rozza@sissa.it). We thank [Filippo Salmoiraghi](mailto:filippo.salmoiraghi@gmail.com) for the original idea behind this package and the major contributions. + +Contact us by email for further information or questions about **PyGeM**, or suggest pull requests. Contributions improving either the code or the documentation are welcome! + + +## How to contribute We'd love to accept your patches and contributions to this project. There are just a few small guidelines you need to follow. -### Development setup +### Submitting a patch -Install PyGeM in development mode with all dependencies: + 1. It's generally best to start by opening a new issue describing the bug or + feature you're intending to fix. Even if you think it's relatively minor, + it's helpful to know what people are working on. Mention in the initial + issue that you are planning to work on that bug or feature so that it can + be assigned to you. -```bash -pip install -e ".[dev]" + 2. Follow the normal process of [forking][] the project, and setup a new + branch to work in. It's important that each group of changes be done in + separate branches in order to ensure that a pull request only includes the + commits related to that bug or feature. -``` + 3. To ensure properly formatted code, please make sure to use 4 + spaces to indent the code. The easy way is to run on your bash the provided + script: ./code_formatter.sh. You should also run [pylint][] over your code. + It's not strictly necessary that your code be completely "lint-free", + but this will help you find common style issues. -This installs the package in editable mode with all testing, documentation, and -quality tools. + 4. Any significant changes should almost always be accompanied by tests. The + project already has good test coverage, so look at some of the existing + tests if you're unsure how to go about it. We're using [coveralls][] that + is an invaluable tools for seeing which parts of your code aren't being + exercised by your tests. -### Submitting a patch + 5. Do your best to have [well-formed commit messages][] for each change. + This provides consistency throughout the project, and ensures that commit + messages are able to be formatted properly by various git tools. -1. It's generally best to start by opening a new issue describing the bug or - feature you're intending to fix. Even if you think it's relatively minor, - it's helpful to know what people are working on. Mention in the initial - issue that you are planning to work on that bug or feature so that it can - be assigned to you. - -2. Follow the normal process of [forking][] the project, and setup a new - branch to work in. It's important that each group of changes be done in - separate branches in order to ensure that a pull request only includes the - commits related to that bug or feature. - -3. To ensure properly formatted code, please make sure to use 4 - spaces to indent the code. The easy way is to run on your bash the provided - script: ./code_formatter.sh. You should also run [pylint][] over your code. - It's not strictly necessary that your code be completely "lint-free", - but this will help you find common style issues. - -4. Any significant changes should almost always be accompanied by tests. The - project already has good test coverage, so look at some of the existing - tests if you're unsure how to go about it. We're using [coveralls][] that - is an invaluable tools for seeing which parts of your code aren't being - exercised by your tests. - -5. Do your best to have [well-formed commit messages][] for each change. - This provides consistency throughout the project, and ensures that commit - messages are able to be formatted properly by various git tools. - -6. Finally, push the commits to your fork and submit a [pull request][]. - Please, - remember to rebase properly in order to maintain a clean, linear git - history. + 6. Finally, push the commits to your fork and submit a [pull request][]. Please, + remember to rebase properly in order to maintain a clean, linear git history. [forking]: https://help.github.com/articles/fork-a-repo [pylint]: https://www.pylint.org/ @@ -415,6 +284,7 @@ quality tools. [well-formed commit messages]: http://tbaggery.com/2008/04/19/a-note-about-git-commit-messages.html [pull request]: https://help.github.com/articles/creating-a-pull-request + ## License See the [LICENSE](LICENSE.rst) file for license rights and limitations (MIT). From a6e6f443e2544dd74436808c84a54716d5c419de Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Thu, 27 Nov 2025 16:45:11 +0100 Subject: [PATCH 44/50] revert pythocc version --- .github/workflows/testing_pr.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 07172a7a..5c3a81ea 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -31,7 +31,7 @@ jobs: - name: Installing packages shell: bash -el {0} run: | - conda install --yes -c conda-forge -c anaconda pythonocc-core + conda install --yes -c conda-forge -c anaconda pythonocc-core=7.4.0 python -m pip install --upgrade pip python -m pip install smithers[vtk] python -m pip install .[test] From 779b1b8c386dd42879d899891720d97a6cc60804 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Fri, 28 Nov 2025 11:07:50 +0100 Subject: [PATCH 45/50] added vtk in pyproject.toml --- pyproject.toml | 1 + 1 file changed, 1 insertion(+) diff --git a/pyproject.toml b/pyproject.toml index f5e0c7c1..0029d957 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -31,6 +31,7 @@ dependencies = [ "numpy>=1.21.0", "scipy>=1.7.0", "matplotlib>=3.5.0" + "vtk" ] [project.urls] From 6e890faeafe388dd42be0bf756b9f6cecfdc87d3 Mon Sep 17 00:00:00 2001 From: kshitij-maths Date: Fri, 28 Nov 2025 12:05:59 +0100 Subject: [PATCH 46/50] corrected missing comma in pyproject --- pyproject.toml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/pyproject.toml b/pyproject.toml index 0029d957..83d62fe3 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -30,7 +30,7 @@ dependencies = [ "future", "numpy>=1.21.0", "scipy>=1.7.0", - "matplotlib>=3.5.0" + "matplotlib>=3.5.0", "vtk" ] From 2a62d4367ad4db32d69a613c15e9170f6c17938d Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Fri, 28 Nov 2025 15:30:30 +0100 Subject: [PATCH 47/50] Refactor conda install commands in testing workflow Removed anaconda channel from conda install command and updated the install command for pythonocc-core. --- .github/workflows/testing_pr.yml | 8 ++------ 1 file changed, 2 insertions(+), 6 deletions(-) diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 5c3a81ea..01513c19 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -5,9 +5,6 @@ on: branches: - "master" - - - jobs: build: runs-on: ${{ matrix.os }} @@ -26,14 +23,13 @@ jobs: with: auto-update-conda: true python-version: ${{ matrix.python-version }} - channels: anaconda, conda-forge + channels: conda-forge - name: Installing packages shell: bash -el {0} run: | - conda install --yes -c conda-forge -c anaconda pythonocc-core=7.4.0 + conda install --yes -c conda-forge pythonocc-core=7.4.0 python -m pip install --upgrade pip - python -m pip install smithers[vtk] python -m pip install .[test] - name: Test with pytest From e8da546af167644be5b37f4171a089da5f06954a Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Fri, 28 Nov 2025 15:32:36 +0100 Subject: [PATCH 48/50] Update Python version and dependency specifications --- pyproject.toml | 28 ++++++++++++++-------------- 1 file changed, 14 insertions(+), 14 deletions(-) diff --git a/pyproject.toml b/pyproject.toml index 83d62fe3..c557ace1 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -25,12 +25,12 @@ classifiers = [ "Intended Audience :: Science/Research", "Topic :: Scientific/Engineering :: Mathematics" ] -requires-python = ">=3.9" +requires-python = ">=3.8" dependencies = [ "future", - "numpy>=1.21.0", - "scipy>=1.7.0", - "matplotlib>=3.5.0", + "numpy", + "scipy", + "matplotlib", "vtk" ] @@ -42,12 +42,12 @@ Repository = "https://github.com/mathLab/PyGeM" [project.optional-dependencies] docs = [ - "Sphinx>=5.0.0", - "sphinx_rtd_theme>=1.0.0" + "Sphinx", + "sphinx_rtd_theme" ] test = [ - "pytest>=6.0.0", - "pytest-cov>=3.0.0" + "pytest", + "pytest-cov" ] tut = [ "jupyter", @@ -56,16 +56,16 @@ tut = [ "nbconvert", ] dev = [ - "Sphinx>=5.0.0", - "sphinx_rtd_theme>=1.0.0", - "pytest>=6.0.0", - "pytest-cov>=3.0.0", + "Sphinx", + "sphinx_rtd_theme", + "pytest", + "pytest-cov", "jupyter", "notebook", "ipywidgets", "nbconvert", - "black>=23.0.0", - "pylint>=3.0.0" + "black", + "pylint" ] [tool.setuptools] From 8e5562d58fb5d8dd05773abc9c5888f487db1c54 Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Fri, 28 Nov 2025 16:04:59 +0100 Subject: [PATCH 49/50] Remove Python 3.8 from CI workflow --- .github/workflows/testing_pr.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.github/workflows/testing_pr.yml b/.github/workflows/testing_pr.yml index 01513c19..244cf49f 100644 --- a/.github/workflows/testing_pr.yml +++ b/.github/workflows/testing_pr.yml @@ -12,7 +12,7 @@ jobs: fail-fast: false matrix: os: [windows-latest, macos-latest, ubuntu-latest] - python-version: ["3.8", "3.9", "3.10", "3.11", "3.12"] + python-version: ["3.9", "3.10", "3.11", "3.12"] steps: - uses: actions/checkout@v2 From 0572d84ebf313559dafbd32b387fa42580891ef2 Mon Sep 17 00:00:00 2001 From: Nicola Demo Date: Fri, 28 Nov 2025 16:05:15 +0100 Subject: [PATCH 50/50] Update Python version requirement to 3.9 --- pyproject.toml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/pyproject.toml b/pyproject.toml index c557ace1..9b5b8369 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -25,7 +25,7 @@ classifiers = [ "Intended Audience :: Science/Research", "Topic :: Scientific/Engineering :: Mathematics" ] -requires-python = ">=3.8" +requires-python = ">=3.9" dependencies = [ "future", "numpy",