diff --git a/CHANGELOG.md b/CHANGELOG.md new file mode 100644 index 00000000..8cddfa96 --- /dev/null +++ b/CHANGELOG.md @@ -0,0 +1,30 @@ +# Changelog + +All notable changes to this project will be documented in this file. + +The format is based on [Keep a Changelog](https://keepachangelog.com/en/1.1.0/), +and this project adheres to [Semantic Versioning](https://semver.org/spec/v2.0.0.html). + +## [Unreleased] + +### Added + +- A `pyproject.toml` file. +- This CHANGELOG.md file. +- Phenotrack citation in [README.md](./README.md) (#44). +- [OpenAlea svg](./doc/_static/openalea_web.svg) logo for documentation. +- More test for the test suite. + +### Changed + +- The documentation configuration file `conf.py` with [OpenAlea Guidelines](https://openalea.readthedocs.io/en/latest/development/guidelines.html). +- Modernized the test suite. +- Compatibility with numpy 2.0. +- Updated code to respect guidelines. +- Formating source files with [ruff](https://docs.astral.sh/ruff/). + +### Fixed + +- Updating skan function to more recent versions. +- Removed warning of test files saved with python 2 by saving them again with python 3. +- Fixing location of data for notebook examples. \ No newline at end of file diff --git a/README.md b/README.md index 03626849..2841a384 100644 --- a/README.md +++ b/README.md @@ -5,7 +5,7 @@ [![Last version](https://anaconda.org/openalea3/openalea.phenomenal/badges/version.svg)](https://anaconda.org/OpenAlea3/openalea.phenomenal/files) [![GitHub CI](https://github.com/openalea/phenomenal/actions/workflows/conda-package-build.yml/badge.svg)](https://github.com/openalea/phenomenal/actions/workflows/conda-package-build.yml) [![Documentation Status](https://readthedocs.org/projects/phenomenal/badge/?version=latest)](https://phenomenal.readthedocs.io/en/latest/?badge=latest) -[![aunch interactive phenomenal notebook with myBinder service](https://mybinder.org/badge.svg)](https://mybinder.org/v2/gh/openalea/phenomenal/master?filepath=examples) +[![Launch interactive phenomenal notebook with myBinder service](https://mybinder.org/badge.svg)](https://mybinder.org/v2/gh/openalea/phenomenal/master?filepath=examples) ## Phenomenal: An automatic open source library for 3D shoot architecture reconstruction and analysis for image-based plant phenotyping @@ -31,21 +31,42 @@ If you find our work useful in your research, please consider citing: journal = {bioRxiv} } +If you use PhenoTrack3D in your research, cite: + +Daviet, B., Fernandez, R., Cabrera-Bosquet, L. et al. PhenoTrack3D: an automatic high-throughput phenotyping pipeline to track maize organs over time. Plant Methods 18, 130 (2022). https://doi.org/10.1186/s13007-022-00961-4 + +```latex +@article {daviet22, + author = {Daviet, Benoit and Fernandez, Romain and Cabrera-Bosquet, Lloren{\c c} and Pradal, Christophe and Fournier, Christian}, + title = {PhenoTrack3D: an automatic high-throughput phenotyping pipeline to track maize organs over time}, + elocation-id = @article{daviet2022phenotrack3d, + title={PhenoTrack3D: an automatic high-throughput phenotyping pipeline to track maize organs over time}, + author={Daviet, Benoit and Fernandez, Romain and Cabrera-Bosquet, Lloren{\c{c}} and Pradal, Christophe and Fournier, Christian}, + journal={Plant Methods}, + volume={18}, + number={1}, + pages={1--14}, + year={2022}, + publisher={Springer} +} + +``` + ### Installation -Conda environement : https://docs.conda.io/en/latest/index.html +Conda environment : https://docs.conda.io/en/latest/index.html #### User ##### Create a new environment with phenomenal installed in there : - mamba create -n phm -c conda-forge -c openalea openalea.phenomenal + mamba create -n phm -c conda-forge -c openalea3 openalea.phenomenal mamba activate phm ##### In a existing environment : - mamba install -c conda-forge -c openalea openalea.phenomenal + mamba install -c conda-forge -c openalea3 openalea.phenomenal ##### (Optional) Test your installation : @@ -58,7 +79,7 @@ Conda environement : https://docs.conda.io/en/latest/index.html # Install dependency with conda mamba create -n phm -c conda-forge python mamba activate phm - mamba install -c conda-forge -c numba cython numpy numba scipy scikit-image scikit-learn networkx opencv matplotlib vtk pytest skan=0.10 + mamba install -c conda-forge cython numpy numba scipy scikit-image scikit-learn networkx opencv matplotlib vtk pytest skan # Load phenomenal and install git clone https://github.com/openalea/phenomenal.git diff --git a/conda/meta.yaml b/conda/meta.yaml index 3e6b70ae..6caf68f8 100644 --- a/conda/meta.yaml +++ b/conda/meta.yaml @@ -1,6 +1,6 @@ package: name: openalea.phenomenal - version: "1.9.3" + version: "1.9.4" source: path: .. @@ -42,7 +42,7 @@ requirements: - opencv >4.1.2 [osx] - matplotlib - vtk - - skan>=0.10 + - skan - pywin32 [win] test: diff --git a/doc/_static/openalea_web.svg b/doc/_static/openalea_web.svg new file mode 100644 index 00000000..1e3527c9 --- /dev/null +++ b/doc/_static/openalea_web.svg @@ -0,0 +1,108 @@ + + + + + + + + + + image/svg+xml + + + + + + + + + + + + OpenAlea + + + diff --git a/doc/conf.py b/doc/conf.py index 359bca0a..ad4961d8 100644 --- a/doc/conf.py +++ b/doc/conf.py @@ -1,290 +1,133 @@ # -*- coding: utf-8 -*- -# -# Phenomenal Documentation build configuration file, created by -# sphinx-quickstart on Mon Jan 25 12:17:47 2016. -# -# This file is execfile()d with the current directory set to its -# containing dir. -# -# Note that not all possible configuration values are present in this -# autogenerated file. -# -# All configuration values have a default; values that are commented out -# serve to show the default. - -import sys import os +import sys # 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('..')) +sys.path.insert(0, os.path.abspath('..')) # to include the root of the package # -- General configuration ------------------------------------------------ - -# If your documentation needs a minimal Sphinx version, state it here. -# needs_sphinx = '1.0' - # Add any Sphinx extension module names here, as strings. They can be # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom # ones. extensions = [ - 'sphinx.ext.autodoc', - 'sphinx.ext.autosummary', - 'sphinx.ext.doctest', - 'sphinx.ext.intersphinx', - 'sphinx.ext.imgmath', - 'sphinx.ext.ifconfig', - 'sphinx.ext.viewcode', - 'sphinx.ext.coverage', - 'sphinx.ext.todo', - 'sphinx.ext.napoleon', - 'sphinx_rtd_theme', - "nbsphinx", - "myst_parser" + 'sphinx.ext.autodoc', # support for automatic inclusion of docstring + 'sphinx.ext.autosummary', # generates autodoc summaries + 'sphinx.ext.doctest', # inclusion and testing of doctest code snippets + 'sphinx.ext.intersphinx', # support for linking to other projects + 'sphinx.ext.imgmath', # support for math equations + 'sphinx.ext.ifconfig', # support for conditional content + 'sphinx.ext.viewcode', # support for links to source code + 'sphinx.ext.coverage', # includes doc coverage stats in the documentation + 'sphinx.ext.todo', # support for todo items + 'sphinx.ext.napoleon', # support for numpy and google style docstrings + "sphinx_favicon", # support for favicon + "nbsphinx", # for integrating jupyter notebooks + "myst_parser" # for parsing .md files ] +nbsphinx_allow_errors = True # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] autosummary_generate = True exclude_patterns = ['_build', '_templates'] - # The suffix(es) of source filenames. # You can specify multiple suffix as a list of string: source_suffix = { '.rst': 'restructuredtext', '.md': 'markdown', } -# source_suffix = '.rst' - -# The encoding of source files. -# source_encoding = 'utf-8-sig' - # The master toctree document. master_doc = 'index' - # General information about the project. project = u'Phenomenal' -copyright = u'Cecill-C INRA / INRIA / CIRAD' +copyright = u'Cecill-C INRAE / INRIA / CIRAD' author = u'Artzet Simon et al.' - # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # # The short X.Y version. -version = u'1.8.1' +version = u'1.9' # The full version, including alpha/beta/rc tags. -release = u'1.8.1' - +release = u'1.9.4' # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. # # This is also used if you do content translation via gettext catalogs. # Usually you set "language" from the command line for these cases. language = "en" - -# There are two options for replacing |today|: either, you set today to some -# non-false value, then it is used: -# today = '' -# Else, today_fmt is used as the format for a strftime call. -# today_fmt = '%B %d, %Y' - -# List of patterns, relative to source directory, that match files and -# directories to ignore when looking for source files. -exclude_patterns = [] - -# The reST default role (used for this markup: `text`) to use for all -# documents. -# default_role = None - -# If true, '()' will be appended to :func: etc. cross-reference text. -# add_function_parentheses = True - -# If true, the current module name will be prepended to all description -# unit titles (such as .. function::). -# add_module_names = True - -# If true, sectionauthor and moduleauthor directives will be shown in the -# output. They are ignored by default. -# show_authors = False - # The name of the Pygments (syntax highlighting) style to use. pygments_style = 'sphinx' - -# A list of ignored prefixes for module index sorting. -# modindex_common_prefix = [] - -# If true, keep warnings as "system message" paragraphs in the built documents. -# keep_warnings = False - # If true, `todo` and `todoList` produce output, else they produce nothing. todo_include_todos = False # -- Options for HTML output ---------------------------------------------- - # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. -html_theme = 'sphinx_rtd_theme' - +html_theme = 'pydata_sphinx_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 = {"rightsidebar": "true", -# "relbarbgcolor": "black"} - -html_theme_options = {"sticky_navigation": "false", - "collapse_navigation": "false", - "display_version": "true"} - -# Add any paths that contain custom themes here, relative to this directory. -# html_theme_path = [] - -# The name for this set of Sphinx documents. If None, it defaults to -# " v documentation". -# html_title = None - -# A shorter title for the navigation bar. Default is the same as html_title. -# 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 - -# 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_theme_options = { + "header_links_before_dropdown": 6, + "sidebarwidth": 200, + "collapse_navigation": "false", + "icon_links": [ + { + "name": "GitHub", + "url": "https://github.com/openalea/phenomenal", + "icon": "fa-brands fa-github", + }, + ], + "show_version_warning_banner": True, + "footer_start": ["copyright"], + "footer_center": ["sphinx-version"], + "secondary_sidebar_items": { + "**/*": ["page-toc", "edit-this-page", "sourcelink"], + "examples/no-sidebar": [], + }, + } # 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'] - -# 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 = [] - -# 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' - -# If true, SmartyPants will be used to convert quotes and dashes to -# typographically correct entities. -# html_use_smartypants = True - -# Custom sidebar templates, maps document names to template names. -# html_sidebars = {} - -# Additional templates that should be rendered to pages, maps page names to -# template names. -# html_additional_pages = {} - +html_logo = "_static/openalea_web.svg" +html_favicon = "_static/openalea_web.svg" # If false, no module index is generated. 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 - # 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 - # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. html_show_copyright = True - -# 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 = '' - -# This is the file name suffix for HTML files (e.g. ".xhtml"). -# 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' - -# A dictionary with options for the search language support, empty by default. -# Now only 'ja' uses this config value -# 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' - # Output file base name for HTML help builder. htmlhelp_basename = 'Phenomenal_documentation' # -- 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', } - -# 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, 'Phenomenal.tex', u'Phenomenal Documentation', - u'INRA / INRIA', 'manual'), + u'INRA / INRIA / CIRAD', 'manual'), ] -# The name of an image file (relative to this directory) to place at the top of -# the title page. -# latex_logo = None - -# For "manual" documents, if this is true, then toplevel headings are parts, -# not chapters. -# latex_use_parts = False - -# If true, show page references after internal links. -# latex_show_pagerefs = False - -# If true, show URL addresses after external links. -# latex_show_urls = False - -# Documents to append as an appendix to all manuals. -# latex_appendices = [] - -# If false, no module index is generated. -# 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, 'phenomenal', u'Phenomenal Documentation', + (master_doc, 'alinea.adel', u'Phenomenal Documentation', [author], 1) ] -# If true, show URL addresses after external links. -# man_show_urls = False - - # -- Options for Texinfo output ------------------------------------------- - # Grouping the document tree into Texinfo files. List of tuples # (source start file, target name, title, author, # dir menu entry, description, category) @@ -293,19 +136,5 @@ author, 'Phenomenal', 'One line description of project.', 'Miscellaneous'), ] - -# Documents to append as an appendix to all manuals. -# texinfo_appendices = [] - -# If false, no module index is generated. -# texinfo_domain_indices = True - -# How to display URL addresses: 'footnote', 'no', or 'inline'. -# texinfo_show_urls = 'footnote' - -# If true, do not generate a @detailmenu in the "Top" node's menu. -# texinfo_no_detailmenu = False - - # Example configuration for intersphinx: refer to the Python standard library. -intersphinx_mapping = {'python': ('https://docs.python.org/', None)} +intersphinx_mapping = {'python': ('https://docs.python.org/', None)} \ No newline at end of file diff --git a/doc/environment.yml b/doc/environment.yml index 720478b9..a88dd9ae 100644 --- a/doc/environment.yml +++ b/doc/environment.yml @@ -5,9 +5,10 @@ channels: dependencies: - python - - sphinx_rtd_theme + - pydata-sphinx-theme - myst-parser - openalea.phenomenal + - sphinx-favicon - ipykernel - ipyvolume - ipython_genutils diff --git a/doc/examples/Binarization.ipynb b/doc/examples/Binarization.ipynb index 2144a880..c365107e 100644 --- a/doc/examples/Binarization.ipynb +++ b/doc/examples/Binarization.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -38,11 +38,11 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "raw_images = phm_data.raw_images(\"data/plant_1\")" + "raw_images = phm_data.raw_images(\"data/plant_6\")" ] }, { @@ -57,22 +57,9 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "phm_display.show_images([raw_images['side'][120], \n", " raw_images['side'][30], \n", @@ -90,44 +77,44 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def routine_side_binarization(image, mean_img):\n", + " maks = phm_data.tutorial_data_binarization_mask(\"data\")\n", "\n", - " maks = phm_data.tutorial_data_binarization_mask()\n", - " \n", " threshold = 0.3\n", " dark_background = False\n", "\n", " hsv_min = (30, 11, 0)\n", " hsv_max = (129, 254, 141)\n", - " \n", + "\n", " # Convert image on HSV representation\n", " hsv_image = cv2.cvtColor(image, cv2.COLOR_BGR2HSV)\n", " # Threshold the image with HSV min and max value\n", " binary_hsv_image = phm_img.threshold_hsv(hsv_image, hsv_min, hsv_max, maks[0])\n", - " \n", + "\n", " # Threshold the image with difference between image and mean_image\n", " binary_mean_shift_image = phm_img.threshold_meanshift(\n", - " image, mean_img, threshold, dark_background, maks[1])\n", - " \n", + " image, mean_img, threshold, dark_background, maks[1]\n", + " )\n", + "\n", " # Add the two image\n", " result = cv2.add(binary_hsv_image, binary_mean_shift_image)\n", "\n", " # Erode and dilate the image to remove possible noise\n", " result = cv2.medianBlur(result, 3)\n", - " \n", + "\n", " return result\n", "\n", "\n", "def routine_top_binarization(image):\n", " hsv_min = (42, 75, 28)\n", " hsv_max = (80, 250, 134)\n", - " median_blur_size=9\n", - " iterations=5\n", - " \n", + " median_blur_size = 9\n", + " iterations = 5\n", + "\n", " # Convert image on HSV representation\n", " hsv_image = cv2.cvtColor(image, cv2.COLOR_BGR2HSV)\n", " # Apply a median blur on the image\n", @@ -136,7 +123,7 @@ " # Threshold the image with HSV min and max value\n", " bin_img = phm_img.threshold_hsv(hsv_image, hsv_min, hsv_max)\n", " # dilate and erode the image to remove possible noise\n", - " bin_img = phm_img.dilate_erode(bin_img, kernel_shape=(3, 3),iterations=iterations)\n", + " bin_img = phm_img.dilate_erode(bin_img, kernel_shape=(3, 3), iterations=iterations)\n", "\n", " return bin_img" ] @@ -150,7 +137,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -165,8 +152,7 @@ "bin_images = collections.defaultdict(dict)\n", "for id_camera in raw_images:\n", " for angle in raw_images[id_camera]:\n", - " bin_images[id_camera][angle] = routine_binarization[id_camera](raw_images[id_camera][angle])\n", - " " + " bin_images[id_camera][angle] = routine_binarization[id_camera](raw_images[id_camera][angle])" ] }, { @@ -178,62 +164,31 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "id_camera, angle = 'side', 120\n", - "phm_display.show_images([raw_images[id_camera][angle], mean_img, bin_images[id_camera][angle]])" + "id_camera, angle = \"side\", 120\n", + "phm_display.show_images(\n", + " [raw_images[id_camera][angle], mean_img, bin_images[id_camera][angle]]\n", + ")" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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074y5PiVGekdzN3rdtyJcZ0gZ9cao0HvBNXATkjlGoadERrBwci54ShDQ5+AgE/OyUKWgaSRSxSKQ3nCclEG8sa4zSiCeGHLG18qtJ24hBJVO85Xv+L5vx6Piroh13AVtHNseo+PjCYhj5Zjz1QJWlToObMb7cA0ylZJWcllY2o6UThEbiYMgHCcooiZSGSEKtEah4n3PNEBCcMkUYJoSnbvncPZM40rhFjrYsUCQ2opJJ4myhJGSkgLEGmIdrLN0sJaPpdAi1LYnUqC+QIxMUSg9IboltBwPdA6uEyqKVOVb/t43UDYTJWfe6yXvTthRTD/zS7+OrIoeVjwGAGQy3Cd22UkhhKxk65CAcKQJm+XApIbXgoZQm7BLO4wFqzOpL1h0mmbUKwokW9hE4OL0UMQyuhqhGe8HkMbqYCxPgYnevryl7MLd5nWvFK7rQI2VjNJ0YCOKh1NkoHZFXEgZQhQ0A5UUe7okKE6RwkkaaWkL68K+dYyK6QVmlRyV2isaCTOAYLeFf/TFX0kaEr/zujeQNRMi6Fi4NZ+zFGHenzF4wtZMHjvrobCsHS2FUQxNEymDTsJA4CrHMENOmDvMF3colpBxwzpksnR6bxQAr1xaUCdBxkwkjrnlwYm2sikjq2ekdbzfJRWIN+GZkBq7unJmDc+FrpnkHbOORCKlDlR6BObgBt2c0gIdBvAVolA0c64wxYxPSi6CKbhlIg2kKMh0Qsr92DsrglW4Pm2wutK98x9/6PtSBgVxeuM4JqTOvlWSN6RnmhyIOiOXC4tsqDiXaxwb2qfMakHxSvM9N3YZlR1NEt0aFs5cjoWT81vnWE6UMPQwU1pFVz8K3wJk4NIa+EpEInN3FyDuZq4UrqREWg2kEUXRzQlZFopALsCoNOtESdSzO/ShIOPEZprwVjmo0FrHk4JlLBaqObviSCjd+nHyt8/MVtHoOI7Xhe/+hm+lJPi5n/0V/GAMdF72VX+f5Wxhnvdoh0UFBLIMFIVl3KHrglog3lAZWcyp4cxtxbpj5tRREPZsonA9K16dbo1yWkgoa4CXDTY6DjiCRwat7FSO8fWYMe7eKd+7PTV2pXBzCVJODJIoIogvzDId4ztPUDNJEolA+0LQ6Ic9F/uZgtL2M0PMrGvGdcCt4K1zZ8n4fKCUTtiC2Yi7cd4anUbvIw6YB16MUhItEhC87Ju+nH1LzOsF+8Oew1pZrNIk41IZx0wpjSmNWCqM04YpBboB1xXpHaxxCGG2A/vFKCRMFCkTMcCoAtqxZaC5Y84xrlVhEUhlg7mh6ZmXDrtbxHulcKtnmhm1GYsJyyKoJ1SNFgapo24Ezv7mgzQyTQUPZW8rJpmeN6jsWfoZ3VaCztwbWjpnc9CtMq8zy9pxqez3wdpnlsPC13/BV5LdSUNjK8feV6srj9+6ZAmnLUFjZakzSz9g9Zzb1ZgvO5dA1gO6Ng51pe4H8rTjcllZUif3Qo89Na1U7agKt1rjliSaKXNzLB+b6Qc9EKEUTSQtrL4iwN1h4rfM3RzrXtlI3lqjjB2VYF4nNlIxMYiO+0C3mYWOdedUhbWtdNsSvhBzYbPbs66B935sclkrpWTW5ZJ1LGQ6e0906RT2zGRyCvaHmTKM7C/P0c2GNY4f/6aV2eDf/OYv8udf/N4M4w1aJEbNkBNTGoj0MF632Goc0oo65DSR45zD5USzQt53vFeyKEtv1L4nmbHb3eT08ceOfRCi4IKFUW1LFmcwozmEj3QzPNanyk73eBOunjnrweyBmqByh5URO3Q2WVnsEm2OWqJH5iceCj7ukQu2wyV52pHUubM3sg24JMqwx6QySqJZIt1RohhqwdIVicYfnD3Cc571IK0uSB/Ztz2yfhh5+jcc+i02Y+bsovLKn/0Rfv6Xf5o6G+/+/Hfhoz/koynDlmFU1AZKOVDUWcfC6JkUKxErkS/YaHBwmNueqAqtsZdMbgv/4qzwscC6NFwqVYRpAnzBp4F66aSp0NtCI1OGp/8ExFvjzc2lven3T0fPfKVwrXdWWxFNZMu4ruDGchC6G9Iq7bBHk/Dbr3+Er/v67zjOtIii0vGAko5tgi5BjiBCIILQAAIxxQVSBF2fPAoZ1BDoxvXnfSCn4y1S7qzzivegk2n7lUEL/+51b+Cb/+CfcHJ6wv7Owul0ykO/cSBIpHCyCKv146MqqIAEx5K1g4gSGBGJbpX//N2Us9vnxGFhV5Rl3TCQSK0ypRNW66TkRBbSercHC380no5CvlK4gyruGR0AHPctsHCtK/PoaM3MWpjbzJd93t/m+gPXmcqEJfBWkZIhCWPOiB3XJW2HgaUaSMf2xvbkBs2cOxdv4KQUFg9+9uu/lmFIPHRQfuLf/Tyv/83Oc18y8lEf9t5834+8ir42djcDmYTooElJ4bz4JTf49E94GUjm7LE3cHrjOr0udDN6K+i0QZNR9pesOOSRyzuP8PpHz7lvM/DoI48j/+r/5Fk3ryNjsDZhkxIl77A+Y1qRyETPQFCjPwUmesfzR10e8nQQ7Bu5UriRhDJMRDcIY5yMsB1sjsVOFyEvt1m2W+5/9rMYhoHh2o5UhOyKj4ZK4nSaWFvB7MB22LDWA0M6Zd3eRk+u4UvnvuvviqeBW489zqLKacCQjGadnISHX33gx+XV3PeuE/OdhriyVeEjdENm4D/5b7+Q091AJKHblhsvej45Z6LBrTsX/NX/+vP44R/8J9x+9CEkX/KeL/zT3J4rz3vu83nBe9yhXlRyGbjTYdwkUtlx7YZgi5IGRe2UliAL1FAg0Ng8NVZ6ing6eta3xJXCrRqk3jgolA60zBqNvAZpDKQ1LB8Xq/Veme4/odc943A/bmf0Vsg4+3bG6o7YxP7267lx/T6q3oE80pYDYgkvmd4OREk8f0qcK6z7ICXISdi+YIfLnosnGmUYCMs8fKfzcBZ669w5zPRwtqen1LpiOZPrysVh5s5jr+G7vu3vcP7I7+HL40geeP1Dv4NO13js936RWzdeyAP1USRGRByPmawjrWayVGo40YTkW9Yh0IDQQPTuamu8ijfnaZ/OE8FXe9zZqKMQFwt1aIhNmDht3sOaOVwulKioO//Ny76KVJQciQhBVFE6rooHEI4ykKRhAUEcY+FwIhIuRtKg9eOivO6GOLzofe7jtb96xsVDjXd9/w37ZFgNAmOTB1758LGo8NOf/g8REp5A+hvbDyHEn6x6JUxgEHCccOh67HGwCMTBrfHZ75Z5/OEL8rQypB05Qy4DOYFvBrYcO8OyQH2aGvWPwxvFebctD7lSuDoWjMpwuiPZgpfCqQWtTJS0simF0hqPqfIX/+IHIyQ+9EPfn2lzg+044KmQOfDdP/lL/NwP/Sjf/M0vJ4+JlI/CE99gfSanLfv9Gd/69d/Gp33G34AwvuP7vov9/oLl8oX8z9/11/n8L/tyBhYu1UhDYrMdQYLTF3R6Ml4wvIhPeOlLsbQAhXHTEb9GZ0ZkYDm7zdd/9T/jfNnz8i/9W+ymDb05Ls7tW7chOv/H//jPKQnuv36Dtp3YWSbE8BFKzdCNyM6QEq0XNN+9Me4bRfpGj/qWRPumP/d04crdYd/8TV8WJo2kTuoVUiZlZ+0DqoZIsN5Zufjhf8qDf+njuPmCF3N6fUvKx4Ufng1NO5547Akeet3r+LPv/54MbKjTiJ8Z2+uZtqx4GvC+5/JwIEz5/K94BS//zC+kro73mVe/5jUgmbRNfP+Pfw/LujKUkWEXpFqIobMugQ6Jr/k7L2coW9qms22Z1BLr0Olm/Ob/83tcLHs+/EPen2TK0o01oM13uLi155E3vAH58X9OfukncnqyO7ZJiqIJLKBE4DGCZpyGbuBvfMIrnra7w94SV4UAb83rPtUCfpt2h7WiFE/knMlJOPRCls44BqUlVs+QK1hwMii7bULiOAVc0kAS5xArz715P8951jXKsGEqhamB32iUVBjvH9lXIa3Kl37Zy/msT/4k/vu//3XMS6MNB85NeY8XvJBUhDQkPv8zPoev+OavxbqxnsPJSeeyOkLGPfiCb3wFw7Dh2s0TvuazX44tmRxBTs6f++D3Z2iNuWTSKmS5RAk0D7RhZZDEbMZuPO5N0zySo7LowNDBRqdWYycKU6HVp5cXemv84bDgLfHWQoY//No70wtfKdytGTmU897ZTIUpNUSEtBYWdXKqjKlxnhN1raQmMOqTbY6Bh3Bt3OCq9BhpXVilczKeojkR0fFaOY0TDrnyP3zVN3HAUQsiD8dNivPKAy845fziNjpldJrIGVozugWXe0dLJhdHkrLOGVVlf9H4lJd9LlkmvvGLv4xx3FCqw1AoLAiNQTPmlXBBSuJ0dw0nIBzvK6NDHRNZEoNUCGd7csJhXqAmitxdBYi3t9DemWHE1b0KueCTs0mC9YbbROd4P0MegZBjkSEbwRbZBBqdtnTm/SUewdmdC/BKznA6GaeuFDq5goQibBE10jRgo7PdbBhl5GQ3Mu42PPvGKfl64sF3eR7333eTcXBCM5KDRELIrKvxPn/mA4gI8pCRbKgmQpRpEDYnI2WzZXvfDSQb27xBt6fYboNPiRlH8pMLUESQYUeMhWUshENOIFOm5Ym2VMY0MooxjnfPYeaZxtUl3wBMcGmkKGieSaZoSZh3JGfAMFc0ObY4+fqExMJ2ex9nt59gO2UE6CEQhYhAk8AIZpmSnCY7duPKcun03mEychkZl4WIDTtGKCuuwamfgha2J4U/9b43+I3ffAyvwi/93/+W7/3H/xiisnRBp4bYyCANPGjrSpQgrBzvTln3hBi5wzQp3oTkl7hC6g0ZJ6bc6YcRHyvWd1RdGAAdZoyJ1f5kCffpdEC7uq2xV5oK+AhqIBORBpqDRz5e41QSCLAYkY+L64btCOnAyfXrbK5fo7eJVJXVYMlg0nH2KAckBWmAtS4QTs6Z3QC9zihbhm1iSEGKQl+Pk7jZBVv3/OqvPwLeyOpoajS7RHRgmApUZcoJHTd0H1Gt9NpwdYyOy46UoadMhB7XnIYzDMcS9CCOiGLa8RB0mBklk4oTlmhSSOnemtF3FldvsgHoFdkkJJSoieqBNCdJgCdqjKg19nY4NpXHAVCij6Qy0NLxIziKMZw4U040h9Yngh29K2ltZFPKlOhtYVkyuYy4NJaLFUtKHozNppCGxLd+zVejoRR1VHcMQ2HKmU/8tM9B7JxoB6YsrOsBrwubbaPNiaRQpFNEQM9J/ZSIoJREmNMs8dDquCVaiuOUMcaJQvTMUAxPAxllWgB95vXjwt0xl3alcNswEhH40umuaFnI3pECzZRgYdMWeoNtr4gaInpsXhkc9U6SDZJgSBv6/jjJEDkwDNfGvJ959PGH8R4QR8HqwPHOsiFTbk5I6nQZWJuw1OO6p94EA170wMRiwSILjPCXP/mziMh0DfI4ED6wHCAPnXpYsbnT3Qgp+LhQBqHWBGqUrDwboxQhL4m1Hp/7fAmwhdYyQ4cZOFjF+jNTuFfxdBHvlcLduKMuNIE8KdacfVIwRbUSVlg005PSWpA8Y+GYBN5Bs9P2F0gccF9pY+HMFTEBU+p8SRknxjTRWYmlEhwjj2nf6b0i60xfnegrKQdTEpzEx3zs+zJcG3jt4xekkkAKZQhyCb7nR7+H3oN1MVpvmDotYDM6CWh0rIL2TN0bIhckV6w3ECF5oIPiuYB2shSCkSE7czjSgiT25EWDz0yuimefDuK92uNaJ9RJKvS+gChbMaoHW01IcYiEJuXxszOiK94H8uygx49ay0ESYT5c4L0ymtAiGKgoGcnOjWv3EcNESDuOyqydlpzUobWRCKgE5kGrK12Dj/mITyPriGIMmkmWSUkpOfNjP/oLmCmWHUdIfYWeOMiGlYlUR3xQ6rqHEJoPXNSV331sZjWlpcrcg/LkAOegAdGYG6wGMgi6y0i6O6d8nwlcPSwZEDkYYoEliHb0ljoVLgSkVTwFeDCVhGlF00qk47h5SCK5HPsPyg6l4KpMJdFHoWwzgjHLjHRYNIjqeC7EkHAEBfI04J4YtnH0gNZJeaBezEzDcd0SEuRN4eazr0FuJDcGCqFBTYWehBzKNKzMG0drBw2WXEk0ttdPef7pxCiKZGGUwC0g5PhPk/RDsiYAAAtVSURBVI49xZukGCNYpevdt1fhmcLVWQVRpCeM40r7nqHLk8n5PiAlUZ7ccNjmJy9wjhFJM9kztQt5NMCQnEjWoTfksOKrcnbm1EWP5Vwa2ZWUF0Sh9kIeEzpUImCYEnVNpDTAJpG08hVf8uWsTUETaSyAsq97oitnvhC9gVSwjvlKXW9xoTAuFRNlFWdKIzIkyryneQcBaYXIctyGUwwtG3IKCoKJERwQGbE2PSVGemfxdEp/vSlXLwQBnEZvhoRTjvc5o5apcsBd8TzSrNPmS3LS49WlMdAlUCrWMujMsjQOzVl7ZTVHmrMbgzxUyIn9qLQy0DUT1SjW6OJEg2U+x3tio5UWiRWwOOG+kxNaM0C5XhJ0px3ALfjMz/q7mATqhkcQIqRpw+CCKISM+LKjrZW2Cj4EasZqzhpOjyChJMn4cqBaR7KjJJwdpTrpT/BehXd2nHu1cKXR2ZBQlrmT+4ESHHd39cBMqfuVxHFF0eqNvu1YM3Ic6DgtMq0XkhqBoVmOTS8EC0q4oOvCtAgajl0eMN+zqmOHIAJyLog39ouCV8YFOpdYOC/96I+hn6/MokgoaXDIBXPlk//WZ+KXhmunrIaslXUpHEJo/YxCR1IjwllWIXBcYJOVUY6rS3FFUlD8hG5xzJj0RnWnydP7nrO3B0/XQ9qVwrWmYAs9hDIkLvtIzceuMLXj7NiQEqsZZ+dnuGXsIvA1WNZjiNHaJfPlgeiJCaFXI9xABWkGDcQN907vQtlMpF4wGupGFkF1wNxJydFuzCqEKkkTH/mffiiu7d/HoxbwgnefOD3ZcHJtw6d83udhs1Iz+BqoHqApqhmnEzIgDtYqfWkoQTWjLaBNcDPCINLhOCaUjRwNF5js3pTvO0u8Vx+LVdHIuAbJhKEYiUxNK+GCe8OjkxwuVyO4RLVgk5NSRtqML840FNZ8oB47yBmevKREyRxSo5lAQKbSfaBtMrlXbEporpjOCI0YC5EGdinAgKrkNBw36QS8+L3fgyQjD79hYX82c/v2gqaB2RpDFtbTATEl1z3aOiFKq4G0DuPAfH5GLpmkQhuCRtBViWhEF1wCb9A61Ap2ZcH8Hu9I3kpWwZBomMzHSlIVrK3YCmvqZE3HjS7qHOZLqAM9Vtb9nv3lbYzMZkh4FsZWcGmYd9pqJFb29YxMhlSpBiorkVYyhnHcx3upI6xQ5DqtNhY5psZ64yjquvL8F5zAuvAb//ZVqBm5DLzoRfeDOGvrfNbL/h6HHrS5s6ZGbBOVhJSO2QpZidU4u/Uo+zi29aUIFKFkiEg0OtkckpFyIm9GnHslX3jneN2rl95J0CRAC8kMIihklMRQjXWZcZwlD/TqLDLTV0X1FBkKVleWEHpNdI6NLqkUKAMX5xdMJdOWSw5WKGNQLSNh9G6QBLOKtn68swxnyI2iQYqFsQSWE5ImvvAzvpju0Nyo4hz2B55YLvHueBiG8au/+etoHkEgqh6vlLJMefL11Ttn5wd6GrDUKQgixwV9XoSSCq07yaA3J/oC/e5qa3xbeTpmF66OcUWQBmWF1le8HzhfO3jQFboCXdFux8tMwhhKw+zAYe1IC/p6wNOB8JUYdvTeiSQMux2wRdVIqnSzo/CWjoZCFdoShFf63FntkrARAuY1MBHMMj06fXbGLHgVchRSFtY1kCwQiWGY+N7v+xFsbdQwzA6wr8jFJWdroIBqYn85s9lM2KocmtPMcHFkbVht6OigDVjxvh53it0DeOq97tWhwv5AZ6bPe9wabjBRWesF63JJm1f6fEEPR6Wzf+wOv/PLv8rla1/NxcOPUNdL2nrJeruxv73i8yW2NGqfsXrBxeGMsMAOl/RW+aFv+07aIdhf7ql01j4Ti4NdENbZ33mM/cUFWcDnM2o/Q1ggBX/+2e/GfTdv4DhjHrHmfMkX/F02u4H7r5/Q60z4iu4dM6HagYNVsD2PPX7GE697iNe+9g3YZkPdn9Pu3MLOz1ju3Katt47PcmiczYYfGrXORPuTEyq8Oa/7tJ2AmGtjqIGMHWlGdce9UazhWfHFqMsB8+CxzXN49Hv/F/KYuZUShyw8b3CiOk0EicRYBM163FhuzhDBognpx56AF0vwmq/9bBYfuJFh9iBLHCco3GgWDCmQroQYCJy5c31MfOCh8/4q/LP73pXNCA+9/iF+4Tu/gWsn93Hn/Iz3ftHz+a1XfC5sB7I587JgfpxA7lnYdGHz4pcQReDWE9jJNXpZGFthFUU5MIyOimJZSD7i+idHuHD1WM9TLeKrb93JhapCq0aNwLxT3GjG8YK+VvEKsUJ64mFuh3Jeg0zjhhgyG1ZAJUhyvO9BqIxVWHvm0I7CHnQlpyCp0yKRpbMkkOx4hmSNYspOK791PrAdHcURMw5dUHHaZoMg/Fdnf8DFfmZ3301++omFD+9P8Kn5gg973W+R0o68X5lXR9JAEuHEHN8bT3gQD70WUsZjQp5cYl0JRGDYDjgFJxExotIR/ZPXq/CmW2/e2gzbO4qrEzoqpAjsqB6KJpYQ8jhgS8NzZfGVmpS1GvsWpPd5P9bnPsC0OeFsyDxw7YRy37PYnAxoN3bXdiQTbhooiWkSTHb0ZUGHoMtEbWd0Uy5u3+H2449y8sQbWH/nVZy2PX9KO2tAHSc2Bttuxxi4LWxH51oqiBsn4wZ91gP8wMXjfM64JdNwr5SSmMZ8LAenkf1pwp9Y+M7f6myvZd5PRqyuTNeexW6zIWknle0xjzyOqAUpD7gW/Bm0EORt5Z21NORK4XYzNArTkGglcFZoGzBj9eBi6fzsv/5tzE64mA+8+qJTX/mrfNGXfA6nu4HtRsnjljDHk3Fy/ynVjdEUSAw5oel4hapeyzTrnOw2DAfomujvcj9FX0xYJfGXcAUdKlaVcGPuK++x3ZHcmPczRRNtzLxiqbzqocf4yR/+AT74I/9LXvRn/yOWthB9w2bsWHLs4Oxr45otfONnfwv7dofn9j2//rpHeMmD98HqDNlJJxvoA7oBy87U/9/27qfFjiIK4/DvnPrT3XfGhEQTEAxEkIlCHAJDEPxS+XhCXLlLEJQERKOLoJvRYIwJc293dVWdctG7LMZdmJvpZ9+rfjd1qHqPLBMS9bhLmtv/62J4F84NrusCreyowcM8Ua1D4oSJJ1F4/PhXNoPy/PSMmx8e8vMfL4lOsVZxQbDY47rK3Hp6RiwXtPllxCaGhUyzKzR2+BrxbkbHQAuCVkcIumzFoVH9siw6T0LyjQCETcS1xogQhwOiFJgScwucfHqd4wcPlkr9UInbjrjZkPVvytRRe4E8M+Lhak+387zC498khl9OufvVNWaMmAQ2issNUc9MxqNortRLvqDvwh7OxEb66Bhro7VADI1UCuOU+O7bH9gMjWe//cntWzexBvfvfMDtL45oLZPGxDAckEehGwLSOrIknBl6AL4oJEV7wzhEyohlj/iEoIhbNkWOBHwpdOIpTHRDh8wjtToUo5hDYyH6gd18Bv01pBjZbVAKEJFieN+TLUO5Am25NyHeoa3x9ZdHbO98hs6Jp09+Yugc8vQZxyfHWLdd6plCh4+OOi3VS9USHYfv6Det3nb+8/RZSFWxqdCa42w3U2bl4TePOLwaeP77Cz75+AZ//fOaz+8eLaFOZ5gZLiiljoSu4fVfqiaUQFPBRqPluhzAyoRzSg0eCX65uaVhWZc3ePrmlzJlUZyPTLmSTZDOsKoYiaEZ47hD7IDeL9ckhwFwgZqh1KVKqkQHzKhkmIXolxcbb16+InjHjVsfce/+CbU5Tl+85sfvn7DdTpRkSM6M24RKW75XI7XLNVW4SM6tYFqtLqrLN89ZvRfW4K720hrc1V5ag7vaS2twV3tpDe5qL/0HYPb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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "id_camera, angle = 'top', 0\n", + "id_camera, angle = \"top\", 0\n", "phm_display.show_images([raw_images[id_camera][angle], bin_images[id_camera][angle]])" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -247,9 +202,16 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.1" + "version": "3.12.7" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/doc/examples/Calibration.ipynb b/doc/examples/Calibration.ipynb index 12190b8a..043b1399 100644 --- a/doc/examples/Calibration.ipynb +++ b/doc/examples/Calibration.ipynb @@ -11,20 +11,9 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/besniera/miniconda3/envs/phm/lib/python3.9/site-packages/scipy/__init__.py:155: UserWarning: A NumPy version >=1.18.5 and <1.25.0 is required for this version of SciPy (detected version 1.26.2\n", - " warnings.warn(f\"A NumPy version >={np_minversion} and <{np_maxversion}\"\n", - "/home/besniera/miniconda3/envs/phm/lib/python3.9/site-packages/paramiko/transport.py:219: CryptographyDeprecationWarning: Blowfish has been deprecated\n", - " \"class\": algorithms.Blowfish,\n" - ] - } - ], + "outputs": [], "source": [ "%matplotlib inline\n", "\n", @@ -47,22 +36,10 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "plant_number = 1\n", "chessboard_images = phm_data.chessboard_images(\"data/plant_1\")[0]\n", "phm_display.show_image(chessboard_images['side'][42])" ] @@ -78,20 +55,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Chessboard Attributes :\n", - "Square size (mm): 47\n", - "Shape : (8, 6)\n", - "\n" - ] - } - ], + "outputs": [], "source": [ "square_size_of_chessboard = 47 # In mm\n", "square_shape_of_chessboard = (8, 6) # (8 square x 6 square on chessboard)\n", @@ -113,17 +79,9 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Angle 42 - Chessboard corners found\n" - ] - } - ], + "outputs": [], "source": [ "for id_camera in chessboard_images:\n", " for angle in chessboard_images[id_camera]:\n", @@ -141,20 +99,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "angle = 42\n", "img = chessboard_images[\"side\"][angle].copy()\n", @@ -176,7 +123,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -185,7 +132,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -203,7 +150,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -220,17 +167,9 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0.11701590907272529\n" - ] - } - ], + "outputs": [], "source": [ "# setup calibration layout\n", "calibrator = phm_calib.Calibrator(south_camera=('side', 90, 5500),\n", @@ -255,7 +194,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -274,20 +213,9 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "angle = 42\n", "circle_radius = 5\n", @@ -322,7 +250,14 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.12.7" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } } }, "nbformat": 4, diff --git a/doc/examples/Leaf_extension.ipynb b/doc/examples/Leaf_extension.ipynb index 68c514b5..898d0b1d 100644 --- a/doc/examples/Leaf_extension.ipynb +++ b/doc/examples/Leaf_extension.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "a07b7872", "metadata": {}, "outputs": [], @@ -37,7 +37,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "c79750ec", "metadata": {}, "outputs": [], @@ -74,7 +74,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "c3d721d7", "metadata": {}, "outputs": [], @@ -98,21 +98,10 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "ff48531a", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots(figsize=(10, 10), dpi=100)\n", "plt.imshow(255 - binary, cmap='Greys')\n", @@ -131,7 +120,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "f544130a", "metadata": {}, "outputs": [], @@ -154,31 +143,10 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "e30b34b7", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Blue : polylines from the 2D skeleton\\nRed : polylines from the 3D skeleton (phenomenal) projected in 2D\\n(Circles = end extremities)')" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots(figsize=(10, 10), dpi=100)\n", "plt.imshow(255 - binary, cmap='Greys')\n", @@ -204,7 +172,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "dfbd818c", "metadata": {}, "outputs": [], @@ -223,31 +191,10 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "f7e9df02", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Blue : polylines from the 2D skeleton\\nRed : polylines from the 3D skeleton (phenomenal) projected in 2D\\nGreen : extension polylines\\n(Circles = end extremities)')" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots(figsize=(10, 10), dpi=100)\n", "plt.imshow(255 - binary, cmap='Greys')\n", @@ -283,7 +230,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "3b65e0f4", "metadata": {}, "outputs": [], @@ -301,28 +248,10 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "a577f108", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " old_length new_length\n", - "0 882.634413 920.760006\n", - "1 888.846210 989.510047\n", - "2 1113.715331 1127.716974\n", - "3 958.860955 958.860955\n", - "4 583.266099 588.177819\n", - "5 732.548340 732.548340\n", - "6 423.815983 423.815983\n", - "7 688.504210 833.738112\n", - "8 458.404626 525.178288\n", - "9 506.886426 666.138000\n" - ] - } - ], + "outputs": [], "source": [ "import pandas as pd\n", "df = []\n", @@ -351,7 +280,14 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.12.7" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } } }, "nbformat": 4, diff --git a/doc/examples/McCormick_Validation.ipynb b/doc/examples/McCormick_Validation.ipynb index 57dc849f..7fa72359 100644 --- a/doc/examples/McCormick_Validation.ipynb +++ b/doc/examples/McCormick_Validation.ipynb @@ -20,16 +20,10 @@ "%matplotlib inline\n", "\n", "import matplotlib.pyplot as plt\n", - "import cv2, collections, numpy, math, pandas\n", - "\n", - "import multiprocessing\n", - "import cv2\n", - "import sys\n", "import numpy\n", - "import os\n", - "import math\n", "import pandas\n", "\n", + "\n", "import openalea.phenomenal.object as phm_obj\n", "import openalea.phenomenal.mesh as phm_mesh\n", "import openalea.phenomenal.segmentation as phm_seg\n", @@ -52,7 +46,9 @@ "metadata": {}, "outputs": [], "source": [ - "vertices, faces, colors = phm_data.mesh_mccormik_plant(\"data/mccormick_plant_2\") # only 1 or 2 available\n", + "vertices, faces, colors = phm_data.mesh_mccormik_plant(\n", + " \"data/mccormick_plant_2\"\n", + ") # only 1 or 2 available\n", "colors = colors[:, :3].astype(float) / 255.0" ] }, @@ -89,7 +85,8 @@ "source": [ "voxels_size = 4.0\n", "voxels_position = phm_mesh.from_vertices_faces_to_voxels_position(\n", - " vertices, faces, voxels_size=voxels_size)\n", + " vertices, faces, voxels_size=voxels_size\n", + ")\n", "voxels_position = numpy.array(voxels_position)\n", "voxel_grid = phm_obj.VoxelGrid(voxels_position, voxels_size)" ] @@ -161,7 +158,7 @@ "outputs": [], "source": [ "# Phenomenal measurements of each organs\n", - "pm_rows = [vo.info for vo in vmsi.voxel_organs] + [vmsi.info]" + "pm_rows = [vo.info for vo in vmsi.voxel_organs] + [vmsi.info]" ] }, { @@ -193,13 +190,13 @@ "\n", "mccm_rows = list()\n", "row = dict()\n", - "row['mccm_label'] = \"plant\"\n", - "row['mccm_number_of_leaf'] = len(set(map(tuple, colors))) - 1\n", + "row[\"mccm_label\"] = \"plant\"\n", + "row[\"mccm_number_of_leaf\"] = len(set(map(tuple, colors))) - 1\n", "mccm_rows.append(row)\n", "\n", "row = dict()\n", - "row['mccm_label'] = \"stem\"\n", - "row['mccm_length'] = numpy.max(v[:, 2]) - numpy.min(v[:, 0])\n", + "row[\"mccm_label\"] = \"stem\"\n", + "row[\"mccm_length\"] = numpy.max(v[:, 2]) - numpy.min(v[:, 0])\n", "mccm_rows.append(row)" ] }, @@ -217,7 +214,6 @@ "outputs": [], "source": [ "def registration_row(pm_rows, sm_rows):\n", - "\n", " def same_label(pm_row, sm_row):\n", " for label in [\"stem\", \"plant\"]:\n", " if pm_row[\"pm_label\"] == label and sm_row[\"mccm_label\"] == label:\n", @@ -227,7 +223,6 @@ " registered_row = list()\n", " for pm_row in pm_rows:\n", " for sm_row in sm_rows:\n", - "\n", " if same_label(pm_row, sm_row):\n", " registered_row.append((pm_row, sm_row, 0))\n", " continue\n", @@ -271,34 +266,22 @@ "df_filtred_label = df[df[\"pm_label\"] == \"stem\"]\n", "plt.plot(df_filtred_label[\"mccm_length\"], df_filtred_label[\"pm_length\"], \"g+\")\n", "df_filtred_label = df[df[\"pm_label\"] == \"plant\"]\n", - "plt.plot(df_filtred_label[\"mccm_number_of_leaf\"], df_filtred_label[\"pm_number_of_leaf\"], \"k+\")\n", + "plt.plot(\n", + " df_filtred_label[\"mccm_number_of_leaf\"], df_filtred_label[\"pm_number_of_leaf\"], \"k+\"\n", + ")\n", "\n", "plt.xlabel(\"Phenomenal measurements\")\n", "plt.ylabel(\"McCormik measurements\")\n", "\n", "m = int(max([df[k].max() for k in [\"pm_length\", \"mccm_length\"]]))\n", "\n", - "plt.plot(range(m), range(m), 'k--')" + "plt.plot(range(m), range(m), \"k--\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 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", + "encoding": "base64", + "path": [ + "x", + 0, + "data" + ] + }, + { + "data": 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", 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/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/w8LCPp2cHD8AAIA/AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP8PCwj6dnBw/AACAPwAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/w8LCPp2cHD8AAIA/AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/9vV1P8nIyD7k42M/AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP+blZT+Ihwc/AAAAAAAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAh4YGP/v6+j4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAP8PCwj6dnBw/AACAPwAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP+blZT+Ihwc/AAAAAAAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/w8LCPp2cHD8AAIA/AACAP/b1dT/JyMg+5ONjPwAAgD/DwsI+nZwcPwAAgD8AAIA/9vV1P8nIyD7k42M/AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP8PCwj6dnBw/AACAPwAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/DwsI+nZwcPwAAgD8AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP/b1dT/JyMg+5ONjPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/w8LCPp2cHD8AAIA/AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP+blZT+Ihwc/AAAAAAAAgD/DwsI+nZwcPwAAgD8AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP/b1dT/JyMg+5ONjPwAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/5uVlP4iHBz8AAAAAAACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAh4YGP/v6+j4AAIA/5uVlP4iHBz8AAAAAAACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP+blZT+Ihwc/AAAAAAAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP+blZT+Ihwc/AAAAAAAAgD/m5WU/iIcHPwAAAAAAAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/w8LCPp2cHD8AAIA/AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAh4YGP/v6+j4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAP+blZT+Ihwc/AAAAAAAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP/b1dT/JyMg+5ONjPwAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/9vV1P8nIyD7k42M/AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD/29XU/ycjIPuTjYz8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD/DwsI+nZwcPwAAgD8AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/w8LCPp2cHD8AAIA/AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/5uVlP4iHBz8AAAAAAACAP8PCwj6dnBw/AACAPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD/29XU/ycjIPuTjYz8AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/DwsI+nZwcPwAAgD8AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAP/b1dT/JyMg+5ONjPwAAgD8AAAAAu7o6P+HgYD4AAIA/9vV1P8nIyD7k42M/AACAP8PCwj6dnBw/AACAPwAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAu7o6P+HgYD4AAIA/w8LCPp2cHD8AAIA/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAP+blZT+Ihwc/AAAAAAAAgD8AAAAAu7o6P+HgYD4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD/m5WU/iIcHPwAAAAAAAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/5uVlP4iHBz8AAAAAAACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAh4YGP/v6+j4AAIA/9vV1P8nIyD7k42M/AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAACHhgY/+/r6PgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAAIeGBj/7+vo+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAh4YGP/v6+j4AAIA/AAAAALu6Oj/h4GA+AACAPwAAAAC7ujo/4eBgPgAAgD8AAAAAu7o6P+HgYD4AAIA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", + "encoding": "base64", + "path": [ + "triangles", + 0, + "data" + ] + }, + { + "data": 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", 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", 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", + "encoding": "base64", + "path": [ + "x", + 0, + "data" + ] + }, + { + "data": 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", + "encoding": "base64", + "path": [ + "y", + 0, + "data" + ] + }, + { + "data": 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4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4DsNSeA7DUngOw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeArDUngKw1J4CsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4BsNSeAbDUngGw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDUngCw1J4AsNSeALDpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD8wqTw/MKk8PzCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8PTCpPD0wqTw9MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OzCpPDswqTw7MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw5MKk8OTCpPDkwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NzCpPDcwqTw3MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDUwqTw1MKk8NTCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MzCpPDMwqTwzMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPDEwqTwxMKk8MTCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwvMKk8LzCpPC8wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwtMKk8LTCpPC0wqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KzCpPCswqTwrMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8KTCpPCkwqTwpMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JzCpPCcwqTwnMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8JTCpPCUwqTwlMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCMwqTwjMKk8IzCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwqTwhMKk8ITCpPCEwkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4XnCSOF5wkjhecJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFpwkjhacJI4WnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkjhWcJI4VnCSOFZwkj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C88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC88GQwvPBkMLzwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMLTwZDC08GQwtPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwrPBkMKzwZDCs8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8GQwpPBkMKTwZDCk8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFZ8EghWfBIIVnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBIIUnwSCFJ8EghSfBQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AQArPwEAKz8BACs/AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AgBQewIAUHsCAFB7AANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDPwDXwz8A18M/ANfDP8D1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDA9bBAwPWwQMD1sEDgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HoYQeB6GEHgehhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEHgelhB4HpYQeB6WEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPYxBcD2MQXA9jEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPaxBcD2sQXA9rEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPcxBcD3MQXA9zEFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBcD3sQXA97EFwPexBuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HgZCuB4GQrgeBkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4WQrgeFkK4HhZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB4mQrgeJkK4HiZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HjZCuB42QrgeNkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HkZCuB5GQrgeRkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeVkK4HlZCuB5WQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB5mQrgeZkK4HmZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkK4HnZCuB52QrgedkJcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPg0JcD4NCXA+DQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+LQlwPi0JcD4tCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPk0JcD5NCXA+TQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+bQlwPm0JcD5tCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6NCXA+jQlwPo0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPq0JcD6tCXA+rQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+zQlwPs0JcD7NCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPu0JcD7tCXA+7QlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8NCXA/DQlwPw0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwPy0JcD8tCXA/LQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP00JcD9NCXA/TQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/bQlwP20JcD9tCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/jQlwP40JcD+NCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP60JcD+tCXA/rQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP80JcD/NCXA/zQlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7QlwP+0JcD/tCXA/7Qq6HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwFDrocBQ66HAUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocFQ66HBUOuhwVDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocJQ66HCUOuhwlDrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HDUOuhw1DrocNQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocRQ66HEUOuhxFDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxVDrocVQ66HFUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HGUOuhxlDrocZQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrocdQ66HHUOuhx1DrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDrochQ66HIUOuhyFDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhyVDroclQ66HJUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhylDrocpQ66HKUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhy1DroctQ66HLUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HMUOuhzFDrocxQ66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HNUOuhzVDroc1Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HOUOuhzlDroc5Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HPUOuhz1Droc9Q66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HQUOuh0FDrodBQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HRUOuh0VDrodFQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh0lDrodJQ66HSUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh01DrodNQ66HTUOuh1FDrodRQ66HUUOuh1FDrodRQ66HUUOuh1FDrodRQ66HUUOuh1FDrodRQ66HUUOuh1FDrodRQ66HUUOuh1FDrodRQ66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", 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "plant_number = 2 # Available : 1, 2, 3, 4 or 5\n", + "plant_number = 2 # Available : 1, 2, 3, 4 or 5\n", "bin_images = phm_data.bin_images(f\"data/plant_{plant_number}\")\n", "calibrations = phm_data.calibrations(f\"data/plant_{plant_number}\")\n", "\n", - "phm_display.show_images(list(bin_images['side'].values()) +\n", - " list(bin_images['top'].values()))" + "phm_display.show_images(\n", + " list(bin_images[\"side\"].values()) + list(bin_images[\"top\"].values())\n", + ")" ] }, { @@ -72,18 +62,18 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def routine_select_ref_angle(bin_side_images):\n", - "\n", " max_len = 0\n", " max_angle = None\n", "\n", " for angle in bin_side_images:\n", - "\n", - " x_pos, y_pos, x_len, y_len = cv2.boundingRect(cv2.findNonZero(bin_side_images[angle]))\n", + " x_pos, y_pos, x_len, y_len = cv2.boundingRect(\n", + " cv2.findNonZero(bin_side_images[angle])\n", + " )\n", "\n", " if x_len > max_len:\n", " max_len = x_len\n", @@ -94,11 +84,12 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "refs_angle_list = [routine_select_ref_angle(bin_images[\"side\"])]\n", + "print(refs_angle_list)\n", "\n", "image_views = list()\n", "for id_camera in bin_images:\n", @@ -113,11 +104,14 @@ " if id_camera == \"top\":\n", " inclusive = True\n", "\n", - " image_views.append(phm_obj.ImageView(\n", - " bin_images[id_camera][angle],\n", - " projection,\n", - " inclusive=inclusive,\n", - " image_ref=image_ref))" + " image_views.append(\n", + " phm_obj.ImageView(\n", + " bin_images[id_camera][angle],\n", + " projection,\n", + " inclusive=inclusive,\n", + " image_ref=image_ref,\n", + " )\n", + " )" ] }, { @@ -129,15 +123,15 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "voxels_size = 16 # mm\n", + "voxels_size = 16 # mm\n", "error_tolerance = 0\n", - "voxel_grid = phm_mvr.reconstruction_3d(image_views,\n", - " voxels_size=voxels_size,\n", - " error_tolerance=error_tolerance)" + "voxel_grid = phm_mvr.reconstruction_3d(\n", + " image_views, voxels_size=voxels_size, error_tolerance=error_tolerance\n", + ")" ] }, { @@ -149,20 +143,22 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "voxel_grid.write(\"plant_{}_size_{}.npz\".format(plant_number, voxels_size))" + "voxel_grid.write(f\"plant_{plant_number}_size_{voxels_size}.npz\")" ] }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "voxel_grid = phm_obj.VoxelGrid.read(\"plant_{}_size_{}.npz\".format(plant_number, voxels_size))" + "voxel_grid = phm_obj.VoxelGrid.read(\n", + " f\"plant_{plant_number}_size_{voxels_size}.npz\"\n", + ")" ] }, { @@ -174,24 +170,9 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "22a3cd278f0042fa96a5e0cc443c4240", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Container(figure=Figure(box_center=[0.5, 0.5, 0.5], box_size=[1.0, 1.0, 1.0], camera=PerspectiveCamera(fov=45.…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "phm_display_notebook.show_voxel_grid(voxel_grid, size=1)" ] @@ -205,51 +186,13 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "================================================================================\n", - "Marching cubes : \n", - "\tIso value :0.5\n", - "\n", - "\tThere are 1956 points.\n", - "\tThere are 3860 polygons.\n", - "================================================================================\n", - "================================================================================\n", - "Smoothing : \n", - "\tFeature angle :120.0\n", - "\tNumber of iteration :5\n", - "\tPass band : 0.01\n", - "\n", - "================================================================================\n", - "================================================================================\n", - "Decimation : \n", - "\tReduction (percentage) :0.9\n", - "\n", - "\tBefore decimation\n", - "\t-----------------\n", - "\tThere are 1956 points.\n", - "\tThere are 3860 polygons.\n", - "\n", - "\tAfter decimation\n", - "\t-----------------\n", - "\tThere are 0.9 points.\n", - "\tThere are 1956 polygons.\n", - "================================================================================\n", - "Number of vertices : 201\n", - "Number of faces : 386\n" - ] - } - ], + "outputs": [], "source": [ - "vertices, faces = phm_mesh.meshing(voxel_grid.to_image_3d(),\n", - " reduction=0.90,\n", - " smoothing_iteration=5,\n", - " verbose=True)\n", + "vertices, faces = phm_mesh.meshing(\n", + " voxel_grid.to_image_3d(), reduction=0.90, smoothing_iteration=5, verbose=True\n", + ")\n", "\n", "print(\"Number of vertices : {nb_vertices}\".format(nb_vertices=len(vertices)))\n", "print(\"Number of faces : {nb_faces}\".format(nb_faces=len(faces)))" @@ -264,34 +207,12 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d6407f8e337446578b367947d0c7dd8e", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Container(figure=Figure(box_center=[0.5, 0.5, 0.5], box_size=[1.0, 1.0, 1.0], camera=PerspectiveCamera(fov=45.…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "phm_display_notebook.show_mesh(vertices, faces)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { @@ -311,7 +232,1671 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.12.7" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": { + "02c4a458eb9f4a0284152c73c4fc235b": { + "model_module": "jupyter-vuetify", + "model_module_version": "^1.10.0", + "model_name": "ThemeColorsModel", + "state": { + "_model_module_version": "^1.10.0", + "_theme_name": "light", + "_view_module": null, + "_view_module_version": "^1.10.0", + "accent": "#82B1FF", + "error": "#FF5252", + "info": "#2196F3", + "primary": "#1976D2", + "secondary": "#424242", + "success": "#4CAF50", + "warning": "#FB8C00" + } + }, + "050683c586a1489c91087cb6335291ef": { + "model_module": "bqplot", + "model_module_version": "^0.5", + "model_name": "LinearScaleModel", + "state": { + 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CAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQA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+ "encoding": "base64", + "path": [ + "y", + 0, + "data" + ] + }, + { + "data": 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CAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQA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A0EIAANBCAADQQgAA8EIAAPBCAADwQgAA8EIAAPBCAAAIQwAACEMAAAhDAAAIQwAACEMAABhDAAAYQwAAGEMAAChDAAAoQwAAOEMAADhDAABIQwAASEMAAFhDAAB4QwAAhEMAAIRDAACEQwAAhEMAAIxDAACMQwAA1MMAANTDAADUwwAAzMMAAMzDAADMwwAAzMMAAMTDAADEwwAAxMMAAMTDAAC8wwAAvMMAALTDAAC0wwAAtMMAAKzDAACswwAArMMAAKTDAACkwwAApMMAAJzDAACcwwAAnMMAAJzDAACUwwAAlMMAAJTDAACMwwAAjMMAAITDAACEwwAAhMMAAHjDAAB4wwAAaMMAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAGDCAABgwgAAIMIAACDCAABgQgAAYEIAAGBCAACQQgAAkEIAAJBCAACQQgAAkEIAALBCAACwQgAAsEIAALBCAACwQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAACEMAAAhDAAAIQwAACEMAAAhDAAAYQwAAGEMAABhDAAAYQwAAKEMAAChDAAAoQwAAOEMAADhDAAA4QwAAOEMAAEhDAABIQwAAaEMAAGhDAAB4QwAAeEMAAHhDAAB4QwAAhEMAAIRDAACEQwAAhEMAAKTDAACkwwAApMMAAJzDAACcwwAAnMMAAJTDAACUwwAAjMMAAIzDAACEwwAAhMMAAITDAAB4wwAAeMMAAGjDAABowwAAaMMAAFjDAABYwwAAWMMAAPDCAADwwgAA0MIAANDCAADQwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIEIAAGBCAABgQgAAYEIAAGBCAACQQgAAkEIAAJBCAACQQgAAsEIAALBCAACwQgAAsEIAANBCAADQQgAA0EIAANBCAADQQgAA8EIAAPBCAADwQgAA8EIAAPBCAAAIQwAACEMAAAhDAAAYQwAAGEMAAChDAAAoQwAAKEMAADhDAAA4QwAAaEMAAGhDAABoQwAAeEMAAHhDAAB4QwAAnMMAAJzDAACUwwAAlMMAAIzDAACMwwAAjMMAAITDAACEwwAAhMMAAHjDAAB4wwAAaMMAAGjDAABowwAAWMMAAFjDAABIwwAASMMAADjDAAA4wwAA0MIAANDCAACwwgAAsMIAAJDCAACQwgAAkMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACBCAABgQgAAYEIAAGBCAABgQgAAkEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAACwQgAAsEIAANBCAADQQgAA0EIAANBCAADQQgAA8EIAAPBCAADwQgAA8EIAAPBCAAAIQwAACEMAAAhDAAAYQwAAGEMAAChDAAAoQwAASEMAAEhDAABYQwAAWEMAAFhDAABoQwAAaEMAAGhDAABoQwAAeEMAAHhDAAB4QwAAlMMAAIzDAACMwwAAhMMAAITDAACEwwAAeMMAAHjDAABowwAAaMMAAGjDAABYwwAAWMMAAEjDAABIwwAAOMMAADjDAAAowwAAGMMAANDCAADQwgAAsMIAALDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAAAgwgAAIMIAACDCAAAgwgAAwMEAAMDBAADAQQAAwEEAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAACwQgAA0EIAANBCAADQQgAA0EIAAPBCAADwQgAA8EIAAPBCAAAIQwAACEMAABhDAAAYQwAAGEMAAChDAAA4QwAAOEMAADhDAABIQwAASEMAAEhDAABYQwAAWEMAAFhDAABoQwAAaEMAAGhDAACEwwAAeMMAAHjDAAB4wwAAaMMAAGjDAABowwAAWMMAAFjDAABYwwAASMMAAEjDAABIwwAAOMMAADjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAYwwAA0MIAANDCAACwwgAAsMIAALDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIMIAAABBAADAQQAAwEEAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAACwQgAA0EIAANBCAADQQgAA0EIAAPBCAADwQgAA8EIAAPBCAAAIQwAACEMAAAhDAAAYQwAAGEMAABhDAAAYQwAAKEMAAChDAAAoQwAAOEMAAEhDAABIQwAASEMAAFhDAABYQwAAaEMAAGhDAAB4wwAAaMMAAGjDAABYwwAAWMMAAEjDAABIwwAASMMAADjDAAA4wwAAOMMAACjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAYwwAAGMMAAAjDAAAIwwAACMMAAAjDAADQwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAAAgQgAAIEIAACBCAABgQgAAYEIAAGBCAABgQgAAkEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAACwQgAAsEIAANBCAADQQgAA0EIAANBCAADwQgAA8EIAAPBCAAAIQwAACEMAAAhDAAAYQwAAGEMAABhDAAAoQwAAKEMAADhDAAA4QwAASEMAAEhDAABYQwAAaMMAAFjDAABYwwAASMMAAEjDAAA4wwAAOMMAACjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAYwwAAGMMAAAjDAAAIwwAACMMAAAjDAAAIwwAA8MIAAPDCAADwwgAA8MIAANDCAACwwgAAsMIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAAAgQgAAIEIAACBCAAAgQgAAIEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAJBCAACQQgAAkEIAAJBCAACQQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA8EIAAPBCAAAIQwAACEMAAAhDAAAIQwAAGEMAABhDAAAYQwAAKEMAAChDAAA4QwAAOEMAADhDAABYwwAAWMMAAEjDAABIwwAAOMMAADjDAAA4wwAAKMMAACjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAYwwAACMMAAAjDAAAIwwAACMMAAAjDAADwwgAA8MIAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAAAgwgAAwMEAAMDBAADAwQAAwMEAAABBAAAAQQAAAEEAAABBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAIEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAJBCAACQQgAAkEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAADQQgAA0EIAANBCAADQQgAA8EIAAPBCAADwQgAACEMAAAhDAAAIQwAAGEMAABhDAAAoQwAAKEMAAEjDAAA4wwAAOMMAADjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAIwwAACMMAAAjDAAAIwwAA8MIAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAADAwQAAwMEAAMDBAADAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAAAgQgAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAIEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAGBCAACQQgAAkEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAADQQgAA0EIAANBCAADwQgAA8EIAAAhDAAAIQwAAGEMAACjDAAAowwAAGMMAABjDAAAIwwAACMMAAAjDAADwwgAA8MIAAPDCAADwwgAA0MIAANDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAGBCAABgQgAAkEIAAJBCAACQQgAAkEIAAJBCAACQQgAAsEIAALBCAACwQgAAsEIAALBCAADQQgAA0EIAAPBCAADwQgAAGMMAAAjDAAAIwwAACMMAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAANDCAADQwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAIEIAACBCAABgQgAAYEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAGBCAACQQgAAkEIAAJBCAACQQgAAkEIAAJBCAACQQgAAkEIAAJBCAACQQgAAsEIAALBCAACwQgAAsEIAANBCAADQQgAACMMAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAAAgQgAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAJBCAACQQgAAkEIAAJBCAACQQgAAkEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAAPDCAADQwgAA0MIAANDCAADQwgAA0MIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAIEIAAGBCAABgQgAAYEIAAGBCAADwwgAA0MIAANDCAADQwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADwwgAA0MIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAwEEAAMBBAADQwgAA0MIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAACBCAAAgQgAAIEIAACBCAAAgQgAAKMMAABjDAAAYwwAACMMAAAjDAAAIwwAA8MIAAPDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAACBCAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAGBCAAA4wwAAOMMAADjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAIwwAACMMAAAjDAAAIwwAA8MIAAPDCAADwwgAA8MIAAPDCAADQwgAA0MIAANDCAADQwgAA0MIAALDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAGBCAACQQgAAsEIAALBCAABYwwAAWMMAAEjDAABIwwAASMMAADjDAAA4wwAAOMMAACjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAIwwAACMMAAAjDAAAIwwAA8MIAAPDCAADwwgAA8MIAAPDCAADQwgAA0MIAANDCAADQwgAAsMIAALDCAACwwgAAsMIAALDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAIMIAACDCAAAgwgAAIMIAACDCAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAADAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAIEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAGBCAACQQgAAkEIAAJBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAACwQgAA0EIAANBCAADwQgAAhMMAAHjDAAB4wwAAaMMAAGjDAABYwwAAWMMAAEjDAABIwwAASMMAAEjDAAA4wwAAOMMAADjDAAAowwAAKMMAACjDAAAowwAAGMMAABjDAAAYwwAACMMAAAjDAAAIwwAA8MIAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAANDCAADQwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAADAwQAAwMEAAMDBAADAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAwEEAAMBBAADAQQAAwEEAACBCAAAgQgAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAGBCAABgQgAAkEIAAJBCAACQQgAAkEIAAJBCAACQQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAA0EIAANBCAADwQgAA8EIAAAhDAAAIQwAAGEMAABhDAACcwwAAlMMAAJTDAACMwwAAjMMAAITDAACEwwAAhMMAAHjDAAB4wwAAaMMAAGjDAABYwwAAWMMAAFjDAABIwwAASMMAAEjDAABIwwAAOMMAADjDAAA4wwAAOMMAACjDAAAowwAAKMMAACjDAAAYwwAAGMMAABjDAAAIwwAACMMAAAjDAADwwgAA8MIAAPDCAADQwgAA0MIAANDCAADQwgAAsMIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAAAgwgAAIMIAACDCAAAgwgAAAMEAAADBAAAAwQAAAEEAAABBAAAAQQAAAEEAAABBAADAQQAAwEEAAMBBAADAQQAAwEEAACBCAAAgQgAAIEIAACBCAAAgQgAAIEIAAGBCAABgQgAAYEIAAGBCAABgQgAAYEIAAGBCAABgQgAAkEIAAJBCAACQQgAAkEIAAJBCAACQQgAAkEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAADQQgAA0EIAANBCAADQQgAA0EIAAPBCAADwQgAACEMAAAhDAAAYQwAAGEMAAChDAAAoQwAAKEMAAKTDAACcwwAAnMMAAJTDAACUwwAAlMMAAIzDAACMwwAAhMMAAITDAACEwwAAeMMAAHjDAABowwAAaMMAAGjDAABYwwAAWMMAAFjDAABYwwAAWMMAAEjDAABIwwAASMMAAEjDAAA4wwAAOMMAACjDAAAowwAAGMMAABjDAAAIwwAACMMAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAAAgwgAAIMIAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAGBCAABgQgAAkEIAAJBCAACQQgAAkEIAAJBCAACQQgAAkEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAAPBCAADwQgAA8EIAAPBCAAAIQwAACEMAABhDAAAYQwAAKEMAAChDAAAoQwAAOEMAADhDAAA4QwAASEMAAEhDAABIQwAAWEMAAFhDAABYQwAAaEMAAGhDAADEwwAAxMMAAMTDAAC8wwAAvMMAALzDAACswwAArMMAAKTDAACkwwAAnMMAAJzDAACUwwAAlMMAAIzDAACMwwAAhMMAAGjDAABowwAAWMMAAFjDAABIwwAASMMAADjDAAA4wwAAKMMAACjDAAAYwwAAGMMAAAjDAAAIwwAA8MIAAPDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAAAAQQAAAEEAAABBAAAAQQAAwEEAAMBBAADAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAYEIAAJBCAACQQgAAsEIAANBCAADQQgAA0EIAANBCAADQQgAA8EIAAPBCAADwQgAA8EIAAPBCAAAIQwAACEMAABhDAAAYQwAAKEMAAChDAAAoQwAAOEMAADhDAAA4QwAASEMAAEhDAABIQwAAWEMAAFhDAABYQwAAaEMAAGhDAABoQwAAeEMAAHhDAACEQwAAhEMAANTDAADMwwAAzMMAAMzDAADMwwAAxMMAAMTDAADEwwAAxMMAAMTDAAC8wwAAvMMAALzDAAC8wwAAvMMAALzDAAC0wwAAtMMAALTDAACswwAArMMAAKzDAACkwwAApMMAAKTDAACcwwAAnMMAAJTDAABowwAAaMMAAFjDAABYwwAASMMAAEjDAAA4wwAAOMMAACjDAAAowwAAGMMAABjDAADwwgAA0MIAANDCAADQwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAYMIAAGDCAABgwgAAYMIAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAAMBBAADAQQAAwEEAACBCAAAgQgAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAkEIAAJBCAADQQgAA8EIAAPBCAADwQgAA8EIAAAhDAAAIQwAACEMAABhDAAAYQwAAKEMAAChDAAA4QwAAOEMAAEhDAABIQwAASEMAAFhDAABYQwAAWEMAAGhDAABoQwAAaEMAAHhDAAB4QwAAeEMAAIRDAACEQwAAjEMAAIxDAACUQwAAlEMAAJxDAACcQwAA1MMAANTDAADMwwAAzMMAAMzDAADEwwAAxMMAAMTDAAC8wwAAvMMAAHjDAAB4wwAAaMMAAGjDAABYwwAAWMMAAEjDAABIwwAAOMMAADjDAAAowwAAKMMAAPDCAADwwgAA0MIAANDCAADQwgAA0MIAALDCAACwwgAAsMIAAJDCAACQwgAAkMIAAGDCAABgwgAAAEEAAABBAAAAQQAAwEEAAMBBAADAQQAAwEEAAMBBAAAgQgAAIEIAACBCAABgQgAAYEIAAJBCAACQQgAA8EIAAPBCAAAIQwAACEMAAAhDAAAYQwAAGEMAAChDAAAoQwAAOEMAADhDAAA4QwAASEMAAEhDAABIQwAAWEMAAFhDAABYQwAAaEMAAGhDAABoQwAAeEMAAHhDAAB4QwAAhEMAAIRDAACEQwAAjEMAAIxDAACUQwAAlEMAAJxDAACcQwAApEMAAKRDAACkQwAArEMAALRDAACEwwAAhMMAAITDAAB4wwAAeMMAAHjDAABowwAAaMMAAGjDAABYwwAAWMMAAFjDAABIwwAASMMAADjDAADwwgAA8MIAAPDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACQwgAAkMIAAJDCAABgwgAAAEEAAABBAAAAQQAAAEEAAMBBAADAQQAAwEEAACBCAAAgQgAAYEIAAGBCAACQQgAAkEIAALBCAACwQgAAGEMAABhDAAAoQwAAKEMAADhDAAA4QwAASEMAAEhDAABIQwAAWEMAAFhDAABoQwAAaEMAAGhDAAB4QwAAeEMAAHhDAACEQwAAhEMAAIRDAACMQwAAjEMAAIxDAACMQwAAlEMAAJRDAACUQwAAnEMAAJxDAACcQwAApEMAAKRDAACsQwAArEMAALRDAAC8QwAAxEMAAITDAACEwwAAhMMAAHjDAAB4wwAAeMMAAGjDAABowwAAaMMAAFjDAABYwwAAWMMAAAjDAADwwgAA0MIAANDCAACwwgAAsMIAAJDCAACQwgAAkMIAAGDCAABgwgAAAEEAAABBAAAAQQAAwEEAAMBBAADAQQAAIEIAACBCAAAgQgAAYEIAAGBCAABgQgAAkEIAAJBCAACQQgAAsEIAALBCAACMQwAAjEMAAJRDAACUQwAAlEMAAJxDAACcQwAAnEMAAKRDAACkQwAArEMAAKxDAAC0QwAAtEMAALxDAAC8QwAAxEMAAMRDAADMQwAAzEMAAIzDAACMwwAAhMMAAITDAACEwwAAeMMAAHjDAAB4wwAAaMMAAGjDAABowwAACMMAAPDCAADQwgAA0MIAALDCAACwwgAAkMIAAJDCAABgwgAAYMIAAABBAADAQQAAwEEAACBCAAAgQgAAYEIAAGBCAACQQgAAkEIAAJBCAACwQgAAsEIAALBCAADQQgAA0EIAAJxDAACcQwAApEMAAKRDAACsQwAArEMAALRDAAC0QwAAvEMAALxDAADEQwAAxEMAAMxDAADMQwAAzEMAANRDAADUQwAA3EMAAJTDAACMwwAAjMMAAIzDAACEwwAAhMMAAITDAAB4wwAAeMMAAGjDAAAIwwAACMMAAAjDAADwwgAA8MIAANDCAADQwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAYMIAAGDCAADAQQAAIEIAAGBCAABgQgAAkEIAAJBCAACwQgAAsEIAALBCAADQQgAA0EIAANBCAAC0QwAAvEMAALxDAADEQwAAxEMAAMxDAADMQwAA1EMAANRDAADUQwAA3EMAANxDAADcQwAA3EMAAJTDAACUwwAAjMMAAIzDAACMwwAAhMMAAITDAACEwwAAeMMAAAjDAAAIwwAACMMAAPDCAADwwgAA8MIAAPDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACwwgAAkMIAAJDCAACQwgAAkMIAACBCAABgQgAAkEIAAJBCAACQQgAAsEIAALBCAACwQgAA0EIAANBCAADQQgAA8EIAAPBCAADwQgAA1EMAANRDAADUQwAA3EMAANxDAADcQwAA3EMAAJzDAACUwwAAlMMAAJTDAACMwwAAjMMAAIzDAACMwwAAjMMAAITDAACEwwAAhMMAAHjDAAAIwwAACMMAAAjDAAAIwwAA8MIAAPDCAADwwgAA8MIAANDCAADQwgAA0MIAALDCAACwwgAAsMIAACBCAABgQgA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+ "encoding": "base64", + "path": [ + "y", + 0, + "data" + ] + }, + { + "data": 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AjEMAAJRDAACcQwAAAMEAAABBAACMQwAAlEMAAJxDAAAAwQAAAEEAAIxDAACUQwAAnEMAAADBAAAAQQAAjEMAAADBAAAAQQAAAMEAAABBAAAAwQAAAEEAAADBAACcwwAAtMMAAKzDAACkwwAAnMMAALzDAAC0wwAAbkQAAHJEAAB2RAAAbkQAAHJEAAB2RAAAekQAAHZEAAB6RAAAfkQAAIFEAAB+RAAAgUQAAH5EAACBRAAAg0QAAH5EAACBRAAAg0QAAH5EAACBRAAAg0QAAHpEAAB+RAAAgUQAAINEAAB6RAAAfkQAAIFEAAB6RAAAfkQAAHZEAAB6RAAAfkQAAHZEAAB6RAAAdkQAABpEAAAeRAAAIkQAABpEAAAeRAAAIkQAABpEAAAeRAAAIkQAABpEAAAeRAAAIkQAAB5EAAAiRAAAHkQAACJEAACMQwAAlEMAAJxDAACEQwAAjEMAAJRDAACcQwAApEMAAABBAACEQwAAjEMAAJRDAACcQwAAAMEAAABBAACEQwAAjEMAAJRDAACcQwAAAMEAAABBAADAQQAAhEMAAIxDAACUQwAAAMEAAABBAADAQQAAjEMAAJRDAAAAwQAAAEEAAMBBAACMQwAAAMEAAABBAADAQQAAAMEAAABBAADAQQAAIEIAAADBAAAAQQAAnMMAAJTDAACswwAApMMAAJzDAACUwwAAtMMAAKzDAACkwwAAnMMAAH5EAACBRAAAg0QAAH5EAACBRAAAg0QAAH5EAACBRAAAekQAAH5EAAB2RAAAekQAAH5EAAB2RAAAekQAAHJEAAB2RAAAekQAAHJEAAB2RAAAekQAABpEAAAeRAAAGkQAAB5EAAAiRAAAGkQAAB5EAAAiRAAAGkQAAB5EAAAiRAAAGkQAAB5EAAAiRAAAGkQAAB5EAAAiRAAAhEMAAABBAACEQwAAjEMAAJRDAAAAQQAAhEMAAIxDAACUQwAAAEEAAIRDAACMQwAAlEMAAABBAADAQQAAhEMAAIxDAACUQwAAAEEAAMBBAACEQwAAjEMAAJRDAAAAQQAAwEEAAIxDAAAAQQAAwEEAAABBAADAQQAAIEIAAABBAADAQQAAnMMAAJTDAACMwwAApMMAAJzDAACUwwAAfkQAAIFEAAB+RAAAgUQAAHpEAAB+RAAAgUQAAHZEAAB6RAAAfkQAAHZEAAB6RAAAckQAAHZEAAB6RAAAckQAAHZEAAByRAAAdkQAAHJEAAB2RAAAGkQAAB5EAAAaRAAAHkQAABpEAAAeRAAAIkQAABpEAAAeRAAAIkQAABpEAAAeRAAAIkQAAIRDAAAAQQAAhEMAAIxDAACUQwAAAEEAAMBBAACEQwAAjEMAAJRDAAAAQQAAwEEAAIRDAACMQwAAlEMAAABBAADAQQAAhEMAAIxDAACUQwAAAEEAAMBBAACEQwAAjEMAAJRDAAAAQQAAwEEAAIxDAAAAQQAAwEEAAABBAADAQQAAjMMAAITDAACUwwAAjMMAAITDAACcwwAAlMMAAIzDAACEwwAAnMMAAJTDAACMwwAAfkQAAHpEAAB+RAAAdkQAAHpEAAB+RAAAdkQAAHpEAAByRAAAdkQAAHpEAAByRAAAdkQAAHJEAAB2RAAAckQAAHZEAAByRAAAckQAABpEAAAeRAAAGkQAAB5EAAAWRAAAGkQAAB5EAAAWRAAAGkQAAB5EAAASRAAAFkQAABpEAAAeRAAAFkQAABpEAAB4QwAAhEMAAHhDAACEQwAAAEEAAHhDAACEQwAAjEMAAABBAADAQQAAhEMAAIxDAAAAQQAAwEEAAIRDAACMQwAAAEEAAMBBAACEQwAAjEMAAABBAADAQQAAhEMAAIxDAAAAQQAAwEEAAHjDAAAAQQAAwEEAAHjDAACMwwAAhMMAAHjDAACMwwAAhMMAAHjDAACMwwAAhMMAAHjDAACUwwAAjMMAAITDAAB2RAAAckQAAHZEAAB6RAAAbkQAAHJEAAB2RAAAbkQAAHJEAAB2RAAAbkQAAHJEAAB2RAAAbkQAAHJEAABqRAAAbkQAAHJEAABmRAAAakQAAG5EAAByRAAAGkQAAB5EAAAWRAAAGkQAAB5EAAAWRAAAGkQAAB5EAAAORAAAEkQAABZEAAAaRAAADkQAABJEAAAWRAAAGkQAAHhDAAB4QwAAhEMAAHhDAACEQwAAAEEAAHhDAACEQwAAjEMAAABBAADAQQAAhEMAAIxDAAAAQQAAwEEAAIRDAACMQwAAAEEAAMBBAACEQwAAjEMAAABBAADAQQAAhEMAAIxDAAB4wwAAAEEAAMBBAAB4wwAAaMMAAABBAADAQQAAeMMAAGjDAAAAQQAAeMMAAITDAAB4wwAAAEEAAITDAAB4wwAAhMMAAHjDAAByRAAAbkQAAHJEAABuRAAAckQAAGpEAABuRAAAckQAAGpEAABuRAAAckQAAGZEAABqRAAAbkQAAHJEAABeRAAAYkQAAGZEAABqRAAAbkQAAF5EAABiRAAAZkQAAGpEAAAaRAAAFkQAABpEAAAeRAAACkQAAA5EAAASRAAAFkQAABpEAAAKRAAADkQAABJEAAAWRAAAGkQAAAZEAAAKRAAADkQAABJEAAAWRAAAGkQAAGhDAAB4QwAAhEMAAADBAABoQwAAeEMAAIRDAAAAwQAAeEMAAIRDAAAAwQAAAEEAAHhDAACEQwAAAMEAAABBAAB4QwAAhEMAAIxDAAAAwQAAAEEAAMBBAACEQwAAjEMAAADBAAAAQQAAhEMAAIxDAABowwAAAMEAAABBAAB4wwAAaMMAAABBAAB4wwAAaMMAAABBAAB4wwAAaMMAAHjDAAAAQQAAeMMAAABBAAB4wwAAbkQAAGpEAABuRAAAakQAAG5EAABqRAAAbkQAAGJEAABmRAAAakQAAG5EAABeRAAAYkQAAGZEAABqRAAAbkQAAFZEAABaRAAAXkQAAGJEAABmRAAAGkQAAFZEAABaRAAAXkQAABpEAAAKRAAADkQAABJEAAAWRAAAGkQAAAZEAAAKRAAADkQAABJEAAAWRAAAGkQAAAJEAAAGRAAACkQAAA5EAAASRAAAFkQAABpEAAACRAAABkQAAApEAAAORAAAEkQAAEhDAABYQwAAaEMAAADBAABYQwAAaEMAAHhDAAAAwQAAWEMAAGhDAAB4QwAAhEMAAADBAAAAQQAAwEEAAGhDAAB4QwAAhEMAAADBAAAAQQAAeEMAAIRDAACMQwAAaMMAAFjDAAAAwQAAAEEAAIRDAACMQwAAaMMAAFjDAAAAwQAAAEEAAIRDAACMQwAAaMMAAADBAAB4wwAAaMMAAADBAAAAQQAAeMMAAGjDAAAAQQAAeMMAAGjDAAB4wwAAaMMAAABBAABqRAAAbkQAAGpEAABuRAAAZkQAAGpEAABuRAAAXkQAAGJEAABmRAAAakQAAG5EAABeRAAAYkQAAGZEAABqRAAAVkQAAFpEAABeRAAAYkQAAGZEAABORAAAUkQAAFZEAABaRAAAXkQAAE5EAABSRAAAVkQAAAZEAAAKRAAADkQAABJEAAAWRAAAGkQAAAJEAAAGRAAACkQAAA5EAAASRAAAFkQAAPxDAAACRAAABkQAAApEAAAORAAAEkQAAPxDAAACRAAABkQAAApEAAAORAAASEMAAPxDAAACRAAABkQAADhDAABIQwAAWEMAAGhDAADAwQAAAMEAADhDAABIQwAAWEMAAGhDAAB4QwAAEsQAAMDBAAAAwQAASEMAAFhDAABoQwAAeEMAAADBAAAAQQAAWEMAAGhDAAB4QwAAhEMAAGjDAABYwwAAAMEAAABBAABoQwAAeEMAAIRDAABowwAAWMMAAADBAAAAQQAAeEMAAIRDAABowwAAWMMAAADBAAAAQQAAaMMAAADBAAAAQQAAaMMAAADBAAAAQQAAaMMAAFjDAABowwAAAEEAAGpEAABiRAAAZkQAAGpEAABeRAAAYkQAAGZEAABeRAAAYkQAAGZEAABWRAAAWkQAAF5EAABiRAAAUkQAAFZEAABaRAAAXkQAAEpEAABORAAAUkQAAFZEAAAGRAAACkQAAA5EAABGRAAASkQAAE5EAABSRAAA/EMAAAJEAAAGRAAACkQAAA5EAABCRAAARkQAAEpEAAD8QwAAAkQAAAZEAAAKRAAADkQAAPxDAAACRAAABkQAAApEAAA4QwAA/EMAAAJEAAAGRAAAOEMAAPxDAAASxAAADsQAAArEAAAgwgAAKEMAADhDAABIQwAAWEMAAArEAAB4wwAAIMIAAMDBAAAAwQAAKEMAADhDAABIQwAAWEMAAGhDAAB4wwAAIMIAAMDBAAAAwQAAOEMAAEhDAABYQwAAaEMAAHjDAABowwAAwMEAAADBAABIQwAAWEMAAGhDAAB4wwAAaMMAAFjDAAAAwQAAWEMAAGhDAABowwAAWMMAAADBAABowwAAWMMAAADBAABowwAAAMEAAGjDAAAAwQAAaMMAAF5EAABiRAAAXkQAAGJEAABWRAAAWkQAAF5EAABSRAAAVkQAAFpEAABeRAAARkQAAEpEAABORAAAUkQAAFZEAAAGRAAAQkQAAEZEAABKRAAATkQAAFJEAAD8QwAAAkQAAAZEAABCRAAARkQAAEpEAAD0QwAA/EMAAAJEAAAGRAAACkQAAEJEAABGRAAA9EMAAPxDAAACRAAABkQAAD5EAABCRAAARkQAAFZEAAAoQwAA9EMAAPxDAAACRAAABkQAAA7EAAAKxAAAYMIAACDCAAAoQwAAOEMAAPRDAAD8QwAAhMMAAGDCAAAgwgAAKEMAADhDAABIQwAAWEMAAITDAAB4wwAAIMIAAMDBAAAoQwAAOEMAAEhDAABYQwAAhMMAAHjDAAAgwgAAwMEAAADBAAAoQwAAOEMAAEhDAABYQwAAeMMAAGjDAADAwQAAAMEAAEhDAABYQwAALsQAACrEAAAmxAAAeMMAAGjDAAAAwQAALsQAACrEAAB4wwAAaMMAAADBAABowwAAAMEAAGjDAAAAwQAAXkQAAFZEAABaRAAAXkQAAFJEAABWRAAAWkQAAEZEAABKRAAATkQAAFJEAABWRAAAQkQAAEZEAABKRAAATkQAAFJEAAB6RAAA/EMAAD5EAABCRAAARkQAAEpEAAByRAAAdkQAAHpEAAASxAAADsQAAArEAADsQwAA9EMAAPxDAAACRAAAPkQAAEJEAABGRAAAckQAAHZEAAB6RAAAEsQAAA7EAAAKxAAABsQAAChDAADsQwAA9EMAAPxDAAACRAAANkQAAD5EAABCRAAABsQAAALEAAAYQwAAKEMAADhDAADsQwAA9EMAAPxDAAACRAAAMkQAAD5EAABCRAAAWkQAAITDAABgwgAAIMIAABhDAAAoQwAAOEMAAPRDAAD8QwAAPkQAAFZEAACEwwAAYMIAACDCAAAYQwAAKEMAADhDAABIQwAA9EMAAITDAAB4wwAAYMIAACDCAADAwQAAKEMAADhDAABIQwAAhMMAAHjDAAAgwgAAwMEAAEhDAAAexAAAGsQAABbEAAB4wwAAaMMAACDCAADAwQAAAMEAAEhDAAAuxAAAKsQAACbEAAAixAAAHsQAABrEAAAWxAAAeMMAAGjDAAAAwQAALsQAACrEAABowwAAAMEAAGjDAAAAwQAAWkQAAFJEAABWRAAAWkQAAEJEAABGRAAASkQAAE5EAABSRAAAVkQAAD5EAABCRAAARkQAAEpEAAByRAAAdkQAAHpEAAB+RAAAgUQAAINEAACFRAAAh0QAAIlEAACLRAAAEsQAAA7EAAAKxAAABsQAADpEAAA+RAAAQkQAAEZEAABmRAAAakQAAG5EAAByRAAAdkQAAHpEAAB+RAAAgUQAAINEAACFRAAAh0QAAIlEAACLRAAAjUQAAI9EAACRRAAAk0QAAArEAAAGxAAAAsQAAORDAADsQwAA9EMAAPxDAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAAXkQAAGJEAABmRAAAakQAAG5EAAByRAAAdkQAAHpEAAB+RAAAjUQAAI9EAACRRAAAk0QAAJVEAAACxAAAkMIAABhDAAAoQwAA5EMAAOxDAAD0QwAA/EMAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAAWkQAAF5EAABiRAAAZkQAAIzDAACQwgAAYMIAABhDAAAoQwAA7EMAAPRDAAD8QwAAIkQAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABKRAAATkQAAFJEAABWRAAAWkQAAIzDAACEwwAAkMIAAGDCAAAgwgAACEMAABhDAAAoQwAAOEMAAOxDAAD0QwAA/EMAACZEAAAuRAAAMkQAADZEAAA6RAAAPkQAAEJEAABGRAAASkQAAE5EAABSRAAAVkQAAFpEAACMwwAAhMMAAJDCAABgwgAAIMIAAAhDAAAYQwAAKEMAADhDAAD0QwAAQkQAAEZEAABKRAAATkQAAFJEAAAKxAAAjMMAAITDAACQwgAAYMIAACDCAAAYQwAAKEMAADhDAAASxAAADsQAAArEAACEwwAAeMMAAGDCAAAgwgAAHsQAABrEAAAWxAAAEsQAAA7EAAB4wwAAIMIAAC7EAAAqxAAAJsQAACLEAAAexAAAGsQAABbEAAASxAAAeMMAAGjDAAAuxAAAKsQAAFpEAAA+RAAAQkQAAEZEAABKRAAATkQAAC5EAAAyRAAANkQAADpEAAA+RAAAQkQAAHpEAAB+RAAAgUQAAINEAACFRAAAAsQAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAAXkQAAGJEAABmRAAAakQAAG5EAAByRAAAdkQAAHpEAAB+RAAAgUQAAINEAACFRAAAh0QAAIlEAACLRAAAjUQAALDCAAAYQwAA5EMAAOxDAAD0QwAAJkQAACpEAAAuRAAAMkQAADZEAAA6RAAAPkQAAEJEAABORAAAUkQAAFZEAABaRAAAXkQAAGJEAABmRAAAakQAAG5EAAByRAAAdkQAAHpEAAB+RAAAiUQAAItEAACNRAAALsQAALDCAACQwgAAGEMAAChDAADkQwAA7EMAAPRDAAAeRAAAIkQAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAGJEAABmRAAAakQAAJTDAACMwwAAsMIAAJDCAABgwgAACEMAABhDAAAoQwAA5EMAAOxDAAD0QwAAHkQAACJEAAAmRAAAKkQAAC5EAAAyRAAANkQAADpEAAA+RAAAQkQAAEZEAABKRAAATkQAAFJEAABWRAAAWkQAAALEAACUwwAAjMMAALDCAACQwgAAYMIAAPBCAAAIQwAAGEMAAChDAADsQwAA9EMAAB5EAAAiRAAAJkQAACpEAAAuRAAAMkQAADpEAAA+RAAAQkQAAEZEAABKRAAATkQAAFJEAABWRAAAWkQAAAbEAAACxAAAlMMAAIzDAACEwwAAkMIAAGDCAADwQgAACEMAABhDAAAoQwAA7EMAAPRDAAAeRAAAQkQAAEZEAABKRAAATkQAAFJEAABWRAAAWkQAAHJEAAB2RAAAekQAAArEAAAGxAAAAsQAAIzDAACEwwAAkMIAAGDCAAAYQwAAEsQAAA7EAAAKxAAABsQAAITDAAB4wwAAYMIAABbEAAASxAAADsQAAHjDAAC0wwAAtMMAAD5EAABCRAAAtMMAACpEAAAuRAAAMkQAADZEAAA6RAAAPkQAAEJEAAB6RAAAfkQAALzDAAAiRAAAJkQAACpEAAAuRAAAMkQAADZEAAA6RAAAPkQAAEJEAABeRAAAYkQAAGZEAABqRAAAbkQAAHJEAAB2RAAAekQAAH5EAACBRAAAg0QAAIVEAACHRAAALsQAAMzDAADEwwAAvMMAANDCAACwwgAAAMEAAABBAAAIQwAAGEMAAIxDAADcQwAA5EMAAOxDAAAiRAAAJkQAACpEAAAuRAAAMkQAADZEAAA6RAAAPkQAAEJEAABGRAAASkQAAE5EAABSRAAAVkQAAFpEAABeRAAAYkQAAGZEAABqRAAAbkQAAHJEAAB2RAAAekQAAH5EAAAuxAAAKsQAAB7EAAAaxAAAFsQAAAbEAAACxAAA/MMAAPTDAADUwwAAzMMAAMTDAAC8wwAAtMMAAKzDAACkwwAAnMMAAJTDAACMwwAAhMMAAHjDAABowwAAWMMAAEjDAAA4wwAAKMMAABjDAADQwgAAsMIAAJDCAABgwgAAIMIAAMDBAAAAwQAAAEEAANBCAADwQgAACEMAABhDAAAoQwAAOEMAAHhDAACEQwAAjEMAANRDAADcQwAA5EMAAOxDAAD0QwAA/EMAAAJEAAAGRAAACkQAAA5EAAASRAAAFkQAABpEAAAeRAAAIkQAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAGJEAABmRAAAakQAAC7EAAAqxAAAJsQAACLEAAAexAAAGsQAABbEAAASxAAADsQAAArEAAAGxAAAAsQAAPzDAAD0wwAA7MMAAOTDAADcwwAA1MMAAMzDAADEwwAAvMMAALTDAACswwAApMMAAJzDAACUwwAAjMMAAITDAAB4wwAAaMMAAFjDAABIwwAAOMMAACjDAAAYwwAA8MIAANDCAACwwgAAkMIAAGDCAAAgwgAAwMEAAADBAAAAQQAA0EIAAPBCAAAIQwAAGEMAAChDAAA4QwAAeEMAAIRDAACMQwAAlEMAAKRDAACsQwAAtEMAALxDAADEQwAAzEMAANRDAADcQwAA5EMAAOxDAAD0QwAA/EMAAAJEAAAGRAAACkQAAA5EAAASRAAAFkQAABpEAAAeRAAAIkQAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAi0QAAC7EAAAqxAAA/MMAAPTDAACcwwAAlMMAAIzDAACwwgAAkMIAAPBCAAAIQwAAGEMAAChDAACMQwAAlEMAANxDAADkQwAA7EMAAPRDAAD8QwAACkQAAA5EAAASRAAAGkQAAB5EAAA6RAAAPkQAAEJEAABGRAAASkQAAE5EAABSRAAAVkQAAFpEAABeRAAAYkQAAGZEAABqRAAAbkQAAHJEAAB2RAAAekQAAH5EAACBRAAAg0QAAIVEAACHRAAAiUQAAItEAACNRAAABsQAAALEAAD8wwAAlMMAAIzDAACEwwAAsMIAAJDCAABgwgAA0EIAAPBCAAAIQwAAGEMAAChDAADkQwAA7EMAAA5EAAAaRAAAHkQAACJEAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAGZEAABqRAAAbkQAAHJEAAB2RAAAekQAAH5EAACBRAAAg0QAAIVEAACHRAAAjUQAAAbEAAACxAAA/MMAAIzDAACEwwAAYMIAABhDAAC0wwAAtMMAALTDAAAmRAAAKkQAAC5EAAAyRAAANkQAADpEAAA+RAAAQkQAAMTDAAC8wwAAtMMAAApEAAAiRAAAJkQAACpEAAAuRAAAMkQAADZEAAA6RAAAPkQAAEJEAABGRAAASkQAAF5EAABiRAAAZkQAAGpEAABuRAAAckQAAHZEAAB6RAAAfkQAAIFEAAAuxAAAzMMAAMTDAAC8wwAASMMAADjDAAAowwAAGMMAAADBAAAAQQAAwEEAACBCAABgQgAA0EIAAPBCAAAIQwAAjEMAAJRDAADcQwAA5EMAAApEAAAORAAAEkQAABZEAAAaRAAAHkQAACJEAAAmRAAAKkQAAC5EAAAyRAAANkQAADpEAAA+RAAAQkQAAEZEAABKRAAATkQAAFJEAABWRAAAWkQAAF5EAABiRAAAZkQAAGpEAABuRAAAckQAAHZEAAB6RAAAfkQAAC7EAAAqxAAAHsQAABrEAAAWxAAAEsQAAA7EAAAKxAAABsQAAALEAAD8wwAA9MMAAOzDAADkwwAA3MMAANTDAADMwwAAxMMAALzDAAC0wwAArMMAAKTDAACcwwAAlMMAAIzDAACEwwAAeMMAAGjDAABYwwAASMMAADjDAAAowwAAGMMAAAjDAADwwgAA0MIAALDCAACQwgAAYMIAACDCAADAwQAAAMEAAABBAADAQQAAIEIAAGBCAACQQgAAsEIAANBCAADwQgAACEMAABhDAAAoQwAAOEMAAEhDAABYQwAAaEMAAHhDAACEQwAAjEMAAJRDAACcQwAAxEMAANRDAADcQwAA5EMAAOxDAAD0QwAA/EMAAAJEAAAGRAAACkQAAA5EAAASRAAAFkQAABpEAAAeRAAAIkQAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAGJEAABmRAAALsQAACrEAAAmxAAAIsQAAB7EAAAaxAAAFsQAABLEAAAOxAAACsQAAAbEAAACxAAA/MMAAPTDAADswwAA5MMAANzDAADUwwAAzMMAAMTDAAC8wwAAtMMAAKzDAACkwwAAnMMAAJTDAACMwwAAhMMAAHjDAABowwAAWMMAAEjDAAA4wwAAKMMAABjDAAAIwwAA8MIAANDCAACwwgAAkMIAAGDCAAAgwgAAwMEAAADBAAAAQQAAwEEAACBCAABgQgAAkEIAALBCAADQQgAA8EIAAAhDAAAYQwAAKEMAADhDAABIQwAAWEMAAGhDAAB4QwAAhEMAAIxDAACUQwAAnEMAAKRDAACsQwAAtEMAALxDAADEQwAAzEMAANRDAADcQwAA5EMAAOxDAAD0QwAA/EMAAAJEAAAGRAAACkQAAA5EAAASRAAAFkQAABpEAAAeRAAAIkQAACZEAAAqRAAALkQAADJEAAA2RAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAjUQAAC7EAAAqxAAAJsQAACLEAAAexAAAGsQAABbEAAACxAAA/MMAAPTDAACcwwAAlMMAAIzDAACwwgAAkMIAAGDCAABgQgAAkEIAANBCAADwQgAACEMAABhDAAAoQwAAjEMAAJRDAACcQwAApEMAAKxDAAC0QwAAvEMAANRDAADcQwAA5EMAAOxDAAD0QwAACkQAAA5EAAASRAAAFkQAABpEAAAeRAAAQkQAAEZEAABKRAAATkQAAFJEAABWRAAAWkQAAF5EAABiRAAAZkQAAGpEAABuRAAAckQAAHZEAAB6RAAAfkQAAIFEAACDRAAAhUQAAIdEAACJRAAAi0QAAI1EAACPRAAAkUQAAJNEAAAuxAAAAsQAAPzDAACMwwAAkMIAANBCAADwQgAACEMAAA5EAAASRAAAFkQAABpEAAAeRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAGJEAABmRAAAakQAAG5EAAByRAAAdkQAAHpEAAB+RAAAgUQAAINEAACFRAAAh0QAAIlEAACLRAAAjUQAAI9EAACRRAAAk0QAAJVEAACXRAAAIkQAACZEAAC0wwAArMMAALzDAAC0wwAAGMMAAAjDAAA+RAAARkQAAC7EAADEwwAAvMMAALTDAAA4wwAAKMMAABjDAAAIwwAAwEEAACJEAAAmRAAAOkQAAD5EAABCRAAARkQAAEpEAAAuxAAAzMMAAMTDAAC8wwAASMMAADjDAAAowwAAGMMAAABBAADAQQAAjEMAAJRDAADcQwAACkQAAA5EAAASRAAAHkQAACJEAAAmRAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAC7EAAAqxAAA1MMAAMzDAADEwwAAvMMAALTDAACUwwAAjMMAAEjDAAA4wwAAKMMAABjDAAAIwwAAsMIAAMDBAAAAwQAAAEEAAMBBAABgQgAAkEIAAIxDAACUQwAAnEMAANRDAADcQwAACkQAAA5EAAASRAAAFkQAABpEAAAeRAAAIkQAADpEAAA+RAAAQkQAAEZEAABKRAAATkQAAFJEAABWRAAAWkQAAC7EAAAqxAAA1MMAAMzDAADEwwAAvMMAALTDAACUwwAAjMMAAEjDAAA4wwAAKMMAABjDAAAIwwAAsMIAAJDCAADAwQAAAMEAAABBAADAQQAAYEIAAJBCAACEQwAAjEMAAJRDAACcQwAApEMAAKxDAADUQwAA3EMAAA5EAAASRAAAFkQAABpEAAAeRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAC7EAAAqxAAAsMIAAJDCAAAAwQAAAEEAAMBBAACMQwAAlEMAAJxDAACkQwAArEMAAA5EAAASRAAAFkQAABpEAAAeRAAAIkQAAEpEAABORAAAUkQAAFZEAABaRAAAXkQAAGJEAABmRAAAakQAAG5EAAByRAAAdkQAAHpEAAB+RAAAgUQAAC7EAACsQwAAEkQAABZEAAAaRAAAHkQAACJEAAAmRAAATkQAAFJEAABWRAAAWkQAAF5EAABiRAAAZkQAAGpEAABuRAAAckQAAHZEAAB6RAAAfkQAAIFEAACDRAAAhUQAAIdEAACJRAAAi0QAAI1EAACPRAAAkUQAAJNEAACVRAAAl0QAAJlEAACbRAAAIkQAACZEAABuRAAAckQAAHZEAAB6RAAAfkQAAIFEAACDRAAAhUQAAIdEAACJRAAAi0QAAI1EAACPRAAAkUQAAJNEAACVRAAAl0QAAJlEAACbRAAAnUQAAIdEAACJRAAAi0QAAI1EAACVRAAApMMAAKzDAACkwwAAtMMAAKzDAACkwwAAtMMAAKzDAAC0wwAArMMAAAjDAAC8wwAAtMMAABjDAAAIwwAALsQAALzDAAC0wwAAKMMAABjDAAAIwwAAwEEAACZEAAAqRAAAMkQAADZEAAA6RAAAQkQAAEZEAAAuxAAAxMMAALzDAAA4wwAAKMMAABjDAAAAQQAAwEEAAJRDAAAORAAAHkQAAEJEAABGRAAASkQAAE5EAABSRAAAVkQAAC7EAAA4wwAAKMMAABjDAAAAQQAAwEEAAJRDAACcQwAADkQAABJEAAAWRAAAGkQAAB5EAAAiRAAARkQAAEpEAABORAAAUkQAAFZEAABaRAAALsQAAABBAADAQQAAjEMAAJRDAACcQwAApEMAAKxDAAAORAAAEkQAABZEAAAaRAAAHkQAACJEAABKRAAATkQAAFJEAABWRAAAWkQAAF5EAAAuxAAAwEEAACBCAACUQwAAnEMAAKRDAACsQwAAEkQAABZEAAAaRAAAHkQAACJEAAAmRAAATkQAAFJEAABWRAAAWkQAAF5EAABiRAAAZkQAAGpEAABuRAAAckQAAHZEAACsQwAAtEMAABZEAAAaRAAAHkQAACJEAAAmRAAAKkQAAC5EAABaRAAAXkQAAGJEAABmRAAAakQAAG5EAAByRAAAdkQAAHpEAAC0QwAAIkQAACZEAAAqRAAALkQAADJEAAA2RAAAakQAAG5EAAByRAAAdkQAAHpEAACbRAAAnUQAAC5EAAAyRAAANkQAADpEAAA+RAAANkQAADpEAAA+RAAAQkQAAEZEAACswwAApMMAALDCAACkwwAA0MIAALDCAACswwAApMMAANDCAACswwAApMMAANDCAACwwgAAtMMAAKzDAACkwwAA8MIAANDCAAC0wwAArMMAAAjDAADwwgAA0MIAALTDAAAYwwAACMMAAPDCAADAQQAALsQAACjDAAAYwwAACMMAAMBBAAAgQgAAYEIAAC7EAAAYwwAAwEEAACBCAAAmRAAASkQAAFZEAAAuxAAAGMMAAMBBAAAgQgAAlEMAAJxDAAC0QwAAHkQAAE5EAABWRAAALsQAAMBBAAAgQgAAlEMAAJxDAACkQwAArEMAABJEAAAWRAAAGkQAAB5EAAAiRAAAJkQAAFZEAAAuxAAAKsQAAMBBAAAgQgAAnEMAAKRDAACsQwAAtEMAABZEAAAaRAAAHkQAACJEAAAmRAAAKkQAAC5EAABaRAAAKsQAAKxDAAC0QwAAGkQAAB5EAAAiRAAAJkQAACpEAAAuRAAAMkQAALRDAAAiRAAAJkQAACpEAAAuRAAAMkQAADZEAAA6RAAAKkQAAC5EAAAyRAAANkQAADpEAAA+RAAAMkQAADZEAAA6RAAAPkQAAEJEAABGRAAASkQAAE5EAABORAAATkQAAFJEAACswwAApMMAAKzDAACkwwAAsMIAAKzDAACkwwAAsMIAAKzDAACkwwAA0MIAALDCAACkwwAA0MIAALDCAACswwAApMMAANDCAACwwgAArMMAAKTDAADwwgAA0MIAALDCAAAIwwAA8MIAANDCAACQQgAAGMMAAAjDAADwwgAAwEEAACBCAAAYwwAACMMAAPDCAADAQQAAIEIAAGBCAAAuxAAAwEEAACBCAABgQgAALsQAAMBBAAAgQgAAYEIAAJxDAAAuxAAAKsQAACBCAABgQgAAnEMAAKRDAACsQwAAtEMAACJEAAAmRAAAKkQAACrEAAAgQgAAnEMAAKRDAACsQwAAtEMAAB5EAAAiRAAAJkQAACpEAAAuRAAAMkQAAKxDAAC0QwAAvEMAAB5EAAAiRAAAJkQAACpEAAAuRAAAMkQAADZEAAC0QwAAvEMAACpEAAAuRAAAMkQAADZEAAA6RAAAtEMAALxDAAA2RAAAOkQAAD5EAABCRAAASkQAADZEAAA6RAAAPkQAAEJEAABGRAAASkQAAE5EAAA+RAAAQkQAAEZEAABKRAAATkQAAFJEAABCRAAATkQAAFJEAABWRAAAUkQAAFZEAABWRAAArMMAAKzDAACkwwAArMMAAKTDAACswwAApMMAAKzDAACkwwAAnMMAALDCAACswwAApMMAALDCAACswwAApMMAANDCAACwwgAApMMAANDCAACwwgAApMMAANDCAACwwgAA0MIAALDCAABgQgAAkEIAAPDCAADQwgAAsMIAAGBCAACQQgAACMMAAPDCAADQwgAAIEIAAGBCAACQQgAACMMAAPDCAAAgQgAAYEIAAJBCAAAuxAAAKsQAACBCAABgQgAAkEIAAC7EAAAqxAAAIEIAAGBCAAAqxAAAIEIAAGBCAACkQwAAnEMAAKRDAACsQwAAtEMAALxDAAAqRAAALkQAADJEAAA2RAAApEMAAKxDAAC0QwAAvEMAADJEAAA2RAAAtEMAALxDAAA2RAAAOkQAALRDAAC8QwAANkQAADpEAAA+RAAAQkQAAEpEAABORAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAPkQAAEJEAABGRAAASkQAAE5EAABSRAAAQkQAAEZEAABKRAAATkQAAFJEAABWRAAAUkQAAFZEAABSRAAAVkQAAFZEAABaRAAAWkQAAF5EAAC0wwAAtMMAAKzDAAC0wwAArMMAALTDAACswwAApMMAAKzDAACkwwAArMMAAKTDAACswwAApMMAALDCAACswwAApMMAALDCAACQwgAArMMAAKTDAACwwgAAkMIAAKzDAACkwwAAsMIAAJDCAADQwgAAsMIAAJDCAADQwgAAsMIAAJDCAADQwgAAsMIAAJDCAADwwgAA0MIAALDCAACQQgAA8MIAANDCAABgQgAAkEIAAPDCAADQwgAAYEIAAJBCAAAqxAAAYEIAAJBCAAAqxAAAIEIAAGBCAACQQgAArEMAALRDAAC8QwAArEMAALRDAAC8QwAAxEMAADZEAAC0QwAAvEMAAMRDAAA2RAAAOkQAALRDAAC8QwAAxEMAADZEAAA6RAAAPkQAALxDAADEQwAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAOkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAFZEAABGRAAASkQAAE5EAABSRAAAVkQAAFJEAABWRAAAVkQAAFpEAABaRAAAXkQAAF5EAABiRAAAZkQAALzDAAC8wwAAtMMAALzDAAC0wwAArMMAALTDAACswwAAtMMAAKzDAACkwwAArMMAAKTDAACswwAApMMAAJzDAACswwAApMMAAJzDAACwwgAAkMIAAKzDAACkwwAAsMIAAJDCAACwwgAAkMIAALDCAACQwgAAsMIAAJDCAACwwgAAkMIAALDCAACQwgAAkEIAALDCAACQwgAAkEIAALBCAACwwgAAkEIAALBCAABgQgAAkEIAALBCAABgQgAAkEIAALBCAABgQgAAkEIAALxDAACsQwAAtEMAALxDAADEQwAAzEMAALRDAAC8QwAAxEMAAMxDAAC8QwAAxEMAAMxDAADUQwAAxEMAAMxDAADUQwAA3EMAAD5EAABORAAA3EMAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAD5EAABCRAAARkQAAEpEAABORAAAUkQAAEJEAABGRAAASkQAAE5EAABSRAAAVkQAAE5EAABSRAAAVkQAAFpEAABWRAAAWkQAAFpEAABeRAAAWkQAAF5EAABiRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAYkQAAGZEAAD8wwAA9MMAAOzDAAD8wwAA9MMAAOzDAADEwwAAvMMAAMTDAAC8wwAAvMMAALTDAAC8wwAAtMMAALzDAAC0wwAAtMMAALDCAACQwgAAsMIAAJDCAACwwgAAkMIAALDCAACQwgAAsMIAAJDCAACwwgAAkMIAALDCAACQwgAAsMIAAJDCAACwwgAAkEIAALBCAACwwgAAkEIAALBCAABgQgAAkEIAALBCAABgQgAAkEIAALBCAAC0QwAAvEMAAMRDAADMQwAAtEMAALxDAADEQwAAzEMAANRDAADcQwAAvEMAAMRDAADMQwAA1EMAANxDAADkQwAAzEMAANRDAADcQwAA5EMAANxDAADkQwAATkQAAEZEAABKRAAATkQAAFJEAABWRAAASkQAAE5EAABSRAAAVkQAAFpEAABWRAAAWkQAAFpEAABeRAAAWkQAAF5EAABiRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAYkQAAGZEAABiRAAAZkQAAPTDAAD8wwAA9MMAAOzDAADkwwAA/MMAAPTDAADswwAA5MMAANzDAAD8wwAA9MMAAOzDAADkwwAA3MMAANTDAADcwwAA1MMAAMzDAADUwwAAzMMAAMTDAADMwwAAxMMAALzDAAC8wwAAtMMAALzDAACwwgAAkMIAALDCAACQwgAAsMIAAJDCAACwwgAAkMIAALDCAACQwgAAsMIAAJDCAACwwgAAkEIAALBCAADQQgAAkEIAALBCAADQQgAAkEIAALBCAADQQgAAYEIAAJBCAACwQgAA0EIAAMRDAADMQwAA1EMAALxDAADEQwAAzEMAANRDAADcQwAA5EMAAMRDAADMQwAA1EMAANxDAADkQwAA1EMAANxDAADkQwAA3EMAAORDAABSRAAATkQAAFJEAABWRAAAWkQAAFZEAABaRAAAXkQAAFpEAABeRAAAWkQAAF5EAABeRAAAYkQAAF5EAABiRAAAZkQAAF5EAABiRAAAZkQAAF5EAABiRAAAZkQAAF5EAABiRAAAZkQAAGJEAABmRAAAYkQAAGZEAABiRAAAZkQAAGJEAABmRAAA9MMAAOzDAAD0wwAA7MMAAOTDAAD0wwAA7MMAAOTDAADkwwAA3MMAALDCAACQwgAAsMIAAJDCAACwwgAAkMIAALDCAACQwgAAsMIAAJDCAACwwgAAkMIAALBCAADQQgAAkEIAALBCAADQQgAA8EIAAJBCAACwQgAA0EIAAJBCAACwQgAA0EIAALBCAADQQgAAzEMAANRDAADcQwAAxEMAAMxDAADUQwAA3EMAAORDAADUQwAA3EMAAORDAADcQwAA5EMAANxDAADkQwAAVkQAAFpEAABWRAAAWkQAAF5EAABaRAAAXkQAAFpEAABeRAAAWkQAAF5EAABiRAAAWkQAAF5EAABiRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAXkQAAGJEAABmRAAAYkQAAGZEAABiRAAAZkQAAGJEAABmRAAAYkQAAGZEAABqRAAAZkQAAGZEAADwwgAA0MIAALDCAADwwgAA0MIAALDCAADwwgAA0MIAALDCAADwwgAA0MIAALDCAADQwgAAsMIAALDCAACwQgAA0EIAAPBCAACwQgAA0EIAAPBCAACwQgAA0EIAAPBCAACwQgAA0EIAAPBCAADwQgAAzEMAANRDAADcQwAA5EMAANRDAADcQwAA5EMAANxDAADkQwAA3EMAAORDAADcQwAA5EMAANxDAADkQwAAWkQAAF5EAABaRAAAXkQAAFpEAABeRAAAWkQAAF5EAABiRAAAXkQAAGJEAABeRAAAYkQAAGZEAABeRAAAYkQAAGZEAABeRAAAYkQAAGZEAABeRAAAYkQAAGZEAABqRAAAYkQAAGZEAABqRAAAYkQAAGZEAABqRAAAZkQAAGpEAABmRAAAakQAAGZEAABmRAAAZkQAAPDCAADQwgAAsMIAAPDCAADQwgAAsMIAAPDCAADQwgAAsMIAAPDCAADQwgAAsMIAAPBCAADwQgAA0EIAAPBCAADQQgAA8EIAANBCAADwQgAACEMAANBCAADwQgAA3EMAAORDAADsQwAA3EMAAORDAADsQwAA3EMAAORDAADsQwAA3EMAAORDAADsQwAA3EMAAORDAADsQwAA3EMAAORDAABiRAAAZkQAAGJEAABmRAAAakQAAGJEAABmRAAAakQAAGZEAABqRAAAZkQAAGpEAABmRAAAakQAAGZEAABqRAAAYkQAAGZEAABiRAAAZkQAAAjDAADwwgAACMMAAPDCAADQwgAA8MIAANDCAACwwgAA8MIAANDCAACwwgAA8EIAAPBCAADwQgAACEMAAPBCAAAIQwAA8EIAAAhDAADwQgAACEMAAOxDAADkQwAA7EMAAORDAADsQwAA5EMAAOxDAADcQwAA5EMAAOxDAADcQwAA5EMAAOxDAADkQwAA7EMAAGZEAABqRAAAZkQAAGpEAABmRAAAakQAAGZEAABqRAAAZkQAAGpEAABmRAAAakQAAF5EAABiRAAAZkQAAF5EAABiRAAAXkQAABjDAAAYwwAACMMAAPDCAAAIwwAA8MIAANDCAADwwgAA0MIAAPDCAADQQgAA8EIAAAhDAADwQgAACEMAAPBCAAAIQwAA8EIAAAhDAAAYQwAA8EIAAAhDAAAYQwAA8EIAAAhDAADsQwAA7EMAAORDAADsQwAA5EMAAOxDAADkQwAA7EMAAPRDAADkQwAA7EMAAPRDAABmRAAAZkQAAGpEAABmRAAAakQAAGJEAABmRAAAVkQAAFpEAABeRAAAUkQAAFZEAABaRAAAXkQAACjDAAAYwwAAGMMAAAjDAADwwgAAGMMAAAjDAADwwgAA8MIAANBCAADwQgAACEMAANBCAADwQgAACEMAABhDAADwQgAACEMAABhDAADwQgAACEMAABhDAAAoQwAA8EIAAAhDAAAYQwAAKEMAAOxDAADsQwAA5EMAAOxDAAD0QwAA5EMAAOxDAAD0QwAA7EMAAPRDAAD8QwAA7EMAAPRDAAD8QwAAVkQAAFpEAABeRAAATkQAAFJEAABWRAAAWkQAADjDAAA4wwAAKMMAABjDAAA4wwAAKMMAABjDAAAIwwAA8MIAABjDAAAIwwAA8MIAAPDCAADQQgAA8EIAAAhDAAAYQwAA0EIAAPBCAAAIQwAAGEMAAPBCAAAIQwAAGEMAAAhDAAAYQwAAKEMAAOxDAADsQwA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"_model_module_version": "^1.10.0", + "_view_module_version": "^1.10.0", + "components": null, + "events": [], + "figure": "IPY_MODEL_35bfad047b784378b66c4c5b7a1059fb", + "layout": "IPY_MODEL_afdebdce0d1d4a46be5b5422fe923c2c", + "models": { + "figure": { + "meshes": [ + { + "description": "Mesh 0", + "description_color": "green", + "hovered": false, + "icon": "mdi-triforce", + "visible": true + } + ], + "scatters": [], + "stereo": false, + "volumes": [] + } + }, + "template": "IPY_MODEL_5a7f7a74c54e4d1c91d286affd6edc56" + } + } + }, + "version_major": 2, + "version_minor": 0 + } } }, "nbformat": 4, diff --git a/doc/examples/Segmentation.ipynb b/doc/examples/Segmentation.ipynb index 59009078..b6575a0a 100644 --- a/doc/examples/Segmentation.ipynb +++ b/doc/examples/Segmentation.ipynb @@ -11,15 +11,13 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "import openalea.phenomenal.display as phm_display\n", "import openalea.phenomenal.data as phm_data\n", "import openalea.phenomenal.display.notebook as phm_display_notebook\n", "import openalea.phenomenal.object as phm_obj\n", - "import openalea.phenomenal.multi_view_reconstruction as phm_mvr\n", "import openalea.phenomenal.segmentation as phm_seg" ] }, @@ -34,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -55,24 +53,9 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "42c771d176464fb4a5a0ff7028b3edcf", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "phm_display_notebook.show_voxel_grid(voxel_grid, size=1)" ] @@ -89,7 +72,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -106,24 +89,9 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fc5a90713c7b4dd39e07f0dd2e804e97", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "phm_display_notebook.show_skeleton(voxel_skeleton, with_voxel=True, size=1)" ] @@ -137,7 +105,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -148,7 +116,8 @@ " image_projection.append((bin_images[\"side\"][angle], projection))\n", "\n", "voxel_skeleton_denoised = phm_seg.segment_reduction(\n", - " voxel_skeleton, image_projection, required_visible=5, nb_min_pixel=400)" + " voxel_skeleton, image_projection, required_visible=5, nb_min_pixel=400\n", + ")" ] }, { @@ -160,24 +129,9 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "94671df0845142a99d1ae1f04a3344c8", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "phm_display_notebook.show_skeleton(voxel_skeleton_denoised, size=1)" ] @@ -195,7 +149,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -211,22 +165,22 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Write\n", - "vms.write_to_json_gz('voxel_maize_segmentation.json')" + "vms.write_to_json_gz(\"voxel_maize_segmentation.json\")" ] }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Load\n", - "vms = phm_obj.VoxelSegmentation.read_from_json_gz('voxel_maize_segmentation.json')" + "vms = phm_obj.VoxelSegmentation.read_from_json_gz(\"voxel_maize_segmentation.json\")" ] }, { @@ -238,24 +192,9 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "253bc432b8004d4b809aa79db4c7f09d", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "phm_display_notebook.show_segmentation(vms, size=1)" ] @@ -271,7 +210,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -287,20 +226,22 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "vmsi.write_to_json_gz('voxel_maize_segmentation_info.json.gz')" + "vmsi.write_to_json_gz(\"voxel_maize_segmentation_info.json.gz\")" ] }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "vmsi = phm_obj.VoxelSegmentation.read_from_json_gz('voxel_maize_segmentation_info.json.gz')" + "vmsi = phm_obj.VoxelSegmentation.read_from_json_gz(\n", + " \"voxel_maize_segmentation_info.json.gz\"\n", + ")" ] }, { @@ -312,40 +253,18 @@ 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+ "encoding": "base64", + "path": [ + "x", + 0, + "data" + ] + }, + { + "data": 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+ "encoding": "base64", + "path": [ + "y", + 0, + "data" + ] + }, + { + "data": 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CAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAADQwgAA0MIAANDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACwwgAAsMIAALDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAACQwgAAkMIAAJDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAAGDCAABgwgAAYMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAACDCAAAgwgAAIMIAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAwMEAAMDBAADAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAwQAAAMEAAADBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAABBAAAAQQAAAEEAAAB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AsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAAsEIAALBCAACwQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA0EIAANBCAADQQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAA8EIAAPBCAADwQgAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAACEMAAAhDAAAIQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAYQwAAGEMAABhDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAKEMAAChDAAAoQwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAADhDAAA4QwAAOEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAEhDAABIQwAASEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAWEMAAFhDAABYQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAABoQwAAaEMAAGhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAeEMAAHhDAAB4QwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAhEMAAIRDAACEQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACMQwAAjEMAAIxDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJRDAACUQwAAlEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAJxDAACcQwAAnEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKRDAACkQwAApEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAArEMAAKxDAACsQwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALRDAAC0QwAAtEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAvEMAALxDAAC8QwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAxEMAAMRDAADEQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADMQwAAzEMAAMxDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwAA1EMAANRDAADUQwA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+ "encoding": "base64", + "path": [ + "y", + 0, + "data" + ] + }, + { + "data": 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+ "encoding": "base64", + "path": [ + "y", + 0, + "data" + ] + }, + { + "data": 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a/doc/examples/Synthetic_Validation.ipynb b/doc/examples/Synthetic_Validation.ipynb index 9eb1e555..0bf94caa 100644 --- a/doc/examples/Synthetic_Validation.ipynb +++ b/doc/examples/Synthetic_Validation.ipynb @@ -11,16 +11,21 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "\n", "import matplotlib.pyplot as plt\n", - "import cv2, collections, numpy, math, pandas, scipy.integrate\n", - "\n", - "import openalea.phenomenal.data as phm_data \n", + "import cv2\n", + "import collections\n", + "import numpy\n", + "import math\n", + "import pandas\n", + "import scipy.integrate\n", + "\n", + "import openalea.phenomenal.data as phm_data\n", "import openalea.phenomenal.object as phm_obj\n", "import openalea.phenomenal.multi_view_reconstruction as phm_mvr\n", "import openalea.phenomenal.mesh as phm_mesh\n", @@ -40,7 +45,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -56,24 +61,9 @@ }, { "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "977b693b110e4ecf969137d192460f2b", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "phm_display_notebook.show_syntehtic_plant(vertices, faces, meta_data=None)" ] @@ -89,7 +79,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -110,27 +100,14 @@ }, { "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "# Display it\n", "phm_display.show_images(\n", - " list(bin_images['side'].values()) + \n", - " list(bin_images['top'].values()))" + " list(bin_images[\"side\"].values()) + list(bin_images[\"top\"].values())\n", + ")" ] }, { @@ -144,18 +121,18 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def routine_select_ref_angle(bin_side_images):\n", - "\n", " max_len = 0\n", " max_angle = None\n", - " \n", + "\n", " for angle in bin_side_images:\n", - " \n", - " x_pos, y_pos, x_len, y_len = cv2.boundingRect(cv2.findNonZero(bin_side_images[angle]))\n", + " x_pos, y_pos, x_len, y_len = cv2.boundingRect(\n", + " cv2.findNonZero(bin_side_images[angle])\n", + " )\n", "\n", " if x_len > max_len:\n", " max_len = x_len\n", @@ -166,7 +143,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -176,20 +153,23 @@ "for id_camera in bin_images:\n", " for angle in bin_images[id_camera]:\n", " projection = calibrations[id_camera].get_projection(angle)\n", - " \n", + "\n", " image_ref = None\n", " if id_camera == \"side\" and angle in refs_angle_list:\n", " image_ref = bin_images[id_camera][angle]\n", - " \n", + "\n", " inclusive = False\n", " if id_camera == \"top\":\n", " inclusive = True\n", - " \n", - " image_views.append(phm_obj.ImageView(\n", - " bin_images[id_camera][angle], \n", - " projection, \n", - " inclusive=inclusive, \n", - " image_ref=image_ref))" + "\n", + " image_views.append(\n", + " phm_obj.ImageView(\n", + " bin_images[id_camera][angle],\n", + " projection,\n", + " inclusive=inclusive,\n", + " image_ref=image_ref,\n", + " )\n", + " )" ] }, { @@ -201,55 +181,23 @@ }, { "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "2048.0\n", - "1024.0\n", - "512.0\n", - "256.0\n", - "128.0\n", - "64.0\n", - "32.0\n", - "16.0\n", - "8.0\n", - "4.0\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "error_tolerance = 1\n", "voxels_size = 4\n", "\n", - "voxel_grid = phm_mvr.reconstruction_3d(image_views,\n", - " voxels_size=voxels_size,\n", - " error_tolerance=error_tolerance)" + "voxel_grid = phm_mvr.reconstruction_3d(\n", + " image_views, voxels_size=voxels_size, error_tolerance=error_tolerance\n", + ")" ] }, { "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d12269370be743de87e233150d978901", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "# Display it\n", "phm_display_notebook.show_voxel_grid(voxel_grid, size=1)" @@ -264,7 +212,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -278,29 +226,15 @@ " image_projection.append((bin_images[\"side\"][angle], projection))\n", "\n", "voxel_skeleton_denoised = phm_seg.segment_reduction(\n", - " voxel_skeleton, image_projection, required_visible=4, nb_min_pixel=100)" + " voxel_skeleton, image_projection, required_visible=4, nb_min_pixel=100\n", + ")" ] }, { "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "72936bec598b4aacb34bc9a5829fc1d6", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "# Display it\n", "phm_display_notebook.show_skeleton(voxel_skeleton_denoised, with_voxel=True, size=1.2)" @@ -315,7 +249,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -325,7 +259,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -335,26 +269,9 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "1e93871e11224b2fba294070d94e74ce", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "# Display it\n", "phm_display_notebook.show_segmentation(vmsi, size=1.2)" @@ -371,24 +288,9 @@ }, { "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "50b6dd572d1f44baa480740c0581f34e", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(Figure(anglex=1.5707963267948966, camera_center=[0.0, 0.0, 0.0], height=500, matrix_projection=…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "phm_display_notebook.show_syntehtic_plant(vertices, faces, meta_data=meta_data)" ] @@ -402,7 +304,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -411,62 +313,68 @@ " for i, item in enumerate(map(tuple, list(poly))):\n", " if item not in d:\n", " index.append(i)\n", - " d[item] = True\n", + " d[item] = True\n", " return poly[index], width[index]" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sm_rows = list()\n", - "x, y, z, r = zip(*meta_data['stem'])\n", + "x, y, z, r = zip(*meta_data[\"stem\"])\n", "polyline = numpy.array(list(zip(x, y, z))) * 10 - numpy.array([0, 0, 750])\n", "r = numpy.array(r) * 10\n", "polyline, r = remove_duplicate(polyline, r)\n", "\n", "row = dict()\n", - "row['sm_label'] = \"stem\"\n", - "row['sm_max_width'] = max(r)\n", - "row['sm_average_width'] = numpy.mean(r)\n", - "\n", - "row['sm_surface'] = scipy.integrate.simps(\n", - " r, phm_seg.compute_curvilinear_abscissa(polyline, 1))\n", - "row['sm_length'] = phm_seg.compute_length_organ(polyline)\n", + "row[\"sm_label\"] = \"stem\"\n", + "row[\"sm_max_width\"] = max(r)\n", + "row[\"sm_average_width\"] = numpy.mean(r)\n", + "\n", + "row[\"sm_surface\"] = scipy.integrate.simpson(\n", + " r, x=phm_seg.compute_curvilinear_abscissa(polyline, 1)\n", + ")\n", + "row[\"sm_length\"] = phm_seg.compute_length_organ(polyline)\n", "angle, stem_vector_mean = phm_seg.compute_azimuth_angle(polyline)\n", "sm_rows.append(row)\n", "\n", - "ranks = meta_data['leaf_order']\n", - "polylines = {n: map(numpy.array, list(zip(*meta_data['leaf_polylines'][i])))\n", - " for i, n in enumerate(ranks)}\n", + "ranks = meta_data[\"leaf_order\"]\n", + "polylines = {\n", + " n: map(numpy.array, list(zip(*meta_data[\"leaf_polylines\"][i])))\n", + " for i, n in enumerate(ranks)\n", + "}\n", "\n", "for leaf_order in polylines:\n", " x, y, z, r = polylines[leaf_order]\n", " polyline = numpy.array(list(zip(x, y, z))) * 10 - numpy.array([0, 0, 750])\n", " r = numpy.array(r) * 10\n", " polyline, r = remove_duplicate(polyline, r)\n", - " \n", + "\n", " row = dict()\n", - " row['sm_leaf_number'] = leaf_order\n", - " row['sm_label'] = \"leaf\"\n", - " row['sm_position_tip'] = tuple(polyline[-1])\n", - " row['sm_position_base'] = tuple(polyline[0])\n", - " row['sm_max_width'] = max(r)\n", - " row['sm_average_width'] = numpy.mean(r)\n", - " \n", - " row['sm_surface'] = scipy.integrate.simps(\n", - " r, phm_seg.compute_curvilinear_abscissa(polyline, 1))\n", - " \n", - " row['sm_length'] = phm_seg.compute_length_organ(polyline)\n", + " row[\"sm_leaf_number\"] = leaf_order\n", + " row[\"sm_label\"] = \"leaf\"\n", + " row[\"sm_position_tip\"] = tuple(polyline[-1])\n", + " row[\"sm_position_base\"] = tuple(polyline[0])\n", + " row[\"sm_max_width\"] = max(r)\n", + " row[\"sm_average_width\"] = numpy.mean(r)\n", + "\n", + " row[\"sm_surface\"] = scipy.integrate.simpson(\n", + " r, x=phm_seg.compute_curvilinear_abscissa(polyline, 1)\n", + " )\n", + "\n", + " row[\"sm_length\"] = phm_seg.compute_length_organ(polyline)\n", " angle, vector_mean = phm_seg.compute_azimuth_angle(polyline)\n", - " row['sm_azimuth_angle'] = angle\n", - " insertion_angle, vector = phm_seg.compute_insertion_angle(polyline, stem_vector_mean)\n", - " row['sm_insertion_angle_vector'] = vector\n", - " row['sm_insertion_angle'] = insertion_angle\n", - " row['sm_inclination_angle'] = phm_seg.compute_inclination_angle(polyline)\n", - " row['sm_full_length'] = row['sm_length'] + polyline[0][2] + 750\n", + " row[\"sm_azimuth_angle\"] = angle\n", + " insertion_angle, vector = phm_seg.compute_insertion_angle(\n", + " polyline, stem_vector_mean\n", + " )\n", + " row[\"sm_insertion_angle_vector\"] = vector\n", + " row[\"sm_insertion_angle\"] = insertion_angle\n", + " row[\"sm_inclination_angle\"] = phm_seg.compute_inclination_angle(polyline)\n", + " row[\"sm_full_length\"] = row[\"sm_length\"] + polyline[0][2] + 750\n", "\n", " sm_rows.append(row)" ] @@ -482,12 +390,11 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def registration_leafs(pm_rows, sm_rows):\n", - "\n", " def cannot_registred(pm_row, sm_row):\n", " for label in [\"stem\", \"plant\", \"unknown\"]:\n", " if pm_row[\"pm_label\"] == label or sm_row[\"sm_label\"] == label:\n", @@ -506,7 +413,6 @@ " registered_row = list()\n", " for pm_row in pm_rows:\n", " for sm_row in sm_rows:\n", - "\n", " if same_label(pm_row, sm_row):\n", " registered_row.append((pm_row, sm_row, 0))\n", " continue\n", @@ -522,14 +428,15 @@ " while rows_distance:\n", " (pm_row, sm_row, d) = min(rows_distance, key=lambda t: t[2])\n", " registered_row.append((pm_row, sm_row, d))\n", - " rows_distance = [v for v in rows_distance\n", - " if pm_row not in v and sm_row not in v]\n", + " rows_distance = [\n", + " v for v in rows_distance if pm_row not in v and sm_row not in v\n", + " ]\n", " return registered_row" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -549,38 +456,15 @@ }, { "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "df = pandas.DataFrame(registred_rows)\n", "# df = df[df[\"distance_registration\"] < 100]\n", "# df_filtred_label = df[df[\"pm_label\"] == \"mature_leaf\"]\n", "\n", - "# print df[\"sm_inclination_angle\"], df[\"pm_inclination_angle\"], \n", + "# print df[\"sm_inclination_angle\"], df[\"pm_inclination_angle\"],\n", "\n", "plt.plot(df[\"sm_full_length\"], df[\"pm_full_length\"], \"k+\")\n", "plt.plot(df[\"sm_surface\"] / 100.0, df[\"pm_surface\"] / 100.0, \"c+\")\n", @@ -593,21 +477,21 @@ "plt.xlabel(\"Phenomenal measurements\")\n", "plt.ylabel(\"Synthetic measurements\")\n", "\n", - "m = int(max([df[k].max() for k in [\"pm_length\", \"sm_length\", \"pm_full_length\", \"sm_full_length\"]]))\n", - "plt.plot(range(m), range(m), 'k-')" + "m = int(\n", + " max(\n", + " [\n", + " df[k].max()\n", + " for k in [\"pm_length\", \"sm_length\", \"pm_full_length\", \"sm_full_length\"]\n", + " ]\n", + " )\n", + ")\n", + "plt.plot(range(m), range(m), \"k-\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -621,9 +505,509 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.1" + "version": "3.12.7" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": { + "05a587b67c5e4e958765bae83486f5d6": { + "model_module": "jupyter-vuetify", + "model_module_version": "^1.10.0", + "model_name": "VuetifyTemplateModel", + "state": { + "_component_instances": [], + "_jupyter_vue": "IPY_MODEL_16b2522a71664c9c8432162ad0586bda", + "_model_module_version": "^1.10.0", + "_view_module_version": "^1.10.0", + "components": null, + 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", + "encoding": "base64", + "path": [ + "triangles", + 0, + "data" + ] + }, + { + "data": 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", + "encoding": "base64", + "path": [ + "y", + 0, + "data" + ] + }, + { + "data": 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"_view_module_version": "", + "template": "\n\n\n\n" + } + }, + "ff46304e4b7040c7b7a8c5ee6ee40dff": { + "model_module": "bqplot", + "model_module_version": "^0.5", + "model_name": "LinearScaleModel", + "state": { + "_model_module_version": "^0.5", + "_view_module_version": "^0.5", + "max": 1372.2334558181465, + "min": -418.01397705078125, + "stabilized": false + } + } + }, + "version_major": 2, + "version_minor": 0 + } } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/doc/examples/Tracking.ipynb b/doc/examples/Tracking.ipynb index 8ce850af..89951fc6 100644 --- a/doc/examples/Tracking.ipynb +++ b/doc/examples/Tracking.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "4baec327", "metadata": {}, "outputs": [], @@ -27,7 +27,6 @@ "\n", "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", - "from mpl_toolkits.mplot3d import Axes3D\n", "\n", "import openalea.phenomenal.object.voxelSegmentation as phm_seg\n", "\n", @@ -36,24 +35,35 @@ "from openalea.phenomenal.tracking.phenomenal_coupling import phm_to_phenotrack_input\n", "from openalea.phenomenal.tracking.polyline_utils import polyline_length\n", "\n", - "datadir = './data'" + "datadir = \"./data\"" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "675e5ee1", "metadata": {}, "outputs": [], "source": [ "def plot3d(polylines, ranks):\n", " fig = plt.figure(figsize=(9, 7))\n", - " ax = fig.add_subplot(111, projection='3d')\n", - " plt.axis('off')\n", + " ax = fig.add_subplot(111, projection=\"3d\")\n", + " plt.axis(\"off\")\n", " for pl, rank in zip(polylines, ranks):\n", - " color = PALETTE[int(rank - 1)]/255. if rank > 0 else np.array([80, 80, 80])/255.\n", - " linestyle = '-' if rank > 0 else '--'\n", - " ax.plot(pl[:, 0], pl[:, 1], zs=pl[:, 2], color=color, linewidth=0.7, linestyle=linestyle)" + " color = (\n", + " PALETTE[int(rank - 1)] / 255.0\n", + " if rank > 0\n", + " else np.array([80, 80, 80]) / 255.0\n", + " )\n", + " linestyle = \"-\" if rank > 0 else \"--\"\n", + " ax.plot(\n", + " pl[:, 0],\n", + " pl[:, 1],\n", + " zs=pl[:, 2],\n", + " color=color,\n", + " linewidth=0.7,\n", + " linestyle=linestyle,\n", + " )" ] }, { @@ -74,16 +84,18 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "0d1f5030", "metadata": {}, "outputs": [], "source": [ - "fd = datadir + '/3d_time_series'\n", + "fd = datadir + \"/3d_time_series\"\n", "phm_segs, timestamps = [], []\n", "for filename in sorted(os.listdir(fd)):\n", - " timestamps.append(int(filename.split('.gz')[0]))\n", - " phm_segs.append(phm_seg.VoxelSegmentation.read_from_json_gz(os.path.join(fd, filename)))" + " timestamps.append(int(filename.split(\".gz\")[0]))\n", + " phm_segs.append(\n", + " phm_seg.VoxelSegmentation.read_from_json_gz(os.path.join(fd, filename))\n", + " )" ] }, { @@ -96,22 +108,16 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "a389c1c2", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1 time-step was removed due to an abnormal stem shape\n" - ] - } - ], + "outputs": [], "source": [ "phenotrack_segs, checks_stem = phm_to_phenotrack_input(phm_segs, timestamps)\n", "\n", - "print(f'{len(phm_segs) - len(phenotrack_segs)} time-step was removed due to an abnormal stem shape')" + "print(\n", + " f\"{len(phm_segs) - len(phenotrack_segs)} time-step was removed due to an abnormal stem shape\"\n", + ")" ] }, { @@ -125,23 +131,12 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "aa948e6e", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "polylines = [pl for seg in phenotrack_segs for pl in seg['polylines_sequence']]\n", + "outputs": [], + "source": [ + "polylines = [pl for seg in phenotrack_segs for pl in seg[\"polylines_sequence\"]]\n", "plot3d(polylines, [-1] * len(polylines))" ] }, @@ -155,7 +150,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "5cc587d7", "metadata": {}, "outputs": [], @@ -183,24 +178,20 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "911a2067", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "raw_ranks = [r + 1 for s in trackedplant.snapshots for r, l in enumerate(s.leaves) if l.features['mature']]\n", - "polylines = [l.polyline for s in trackedplant.snapshots for l in s.leaves if l.features['mature']]\n", + "outputs": [], + "source": [ + "raw_ranks = [\n", + " r + 1\n", + " for s in trackedplant.snapshots\n", + " for r, l in enumerate(s.leaves)\n", + " if l.features[\"mature\"]\n", + "]\n", + "polylines = [\n", + " l.polyline for s in trackedplant.snapshots for l in s.leaves if l.features[\"mature\"]\n", + "]\n", "plot3d(polylines, raw_ranks)" ] }, @@ -215,19 +206,20 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "ad49d747", "metadata": {}, "outputs": [], "source": [ "# tracking with the parameters from the original publication\n", - "trackedplant.mature_leaf_tracking(start=0, # which time step is used to initialize tracking\n", - " gap=12, # gap penalty parameter\n", - " w_h=0.03, # importance weight for leaf height feature\n", - " w_l=0.004, # importance weight for leaf length feature\n", - " gap_extremity_factor=0.2, # weight applied to the gap penalty on sequence extremities\n", - " align_range=None # maximum distance between two time-steps so that thet can be compared (inf if None)\n", - " )" + "trackedplant.mature_leaf_tracking(\n", + " start=0, # which time step is used to initialize tracking\n", + " gap=12, # gap penalty parameter\n", + " w_h=0.03, # importance weight for leaf height feature\n", + " w_l=0.004, # importance weight for leaf length feature\n", + " gap_extremity_factor=0.2, # weight applied to the gap penalty on sequence extremities\n", + " align_range=None, # maximum distance between two time-steps so that thet can be compared (inf if None)\n", + ")" ] }, { @@ -240,24 +232,20 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "800b0491", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "ranks = [r for s in trackedplant.snapshots for l, r in zip(s.leaves, s.leaf_ranks()) if l.features['mature']]\n", - "polylines = [l.polyline for s in trackedplant.snapshots for l in s.leaves if l.features['mature']]\n", + "outputs": [], + "source": [ + "ranks = [\n", + " r\n", + " for s in trackedplant.snapshots\n", + " for l, r in zip(s.leaves, s.leaf_ranks())\n", + " if l.features[\"mature\"]\n", + "]\n", + "polylines = [\n", + " l.polyline for s in trackedplant.snapshots for l in s.leaves if l.features[\"mature\"]\n", + "]\n", "plot3d(polylines, ranks)" ] }, @@ -289,7 +277,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "8eba9316", "metadata": {}, "outputs": [], @@ -309,21 +297,10 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "d704ce83", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "ranks = [r for s in trackedplant.snapshots for l, r in zip(s.leaves, s.leaf_ranks())]\n", "polylines = [l.polyline for s in trackedplant.snapshots for l in s.leaves]\n", @@ -348,7 +325,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "5e925de8", "metadata": {}, "outputs": [], @@ -357,9 +334,9 @@ "for snapshot, time in zip(trackedplant.snapshots, np.array(timestamps)[checks_stem]):\n", " for rank, leaf in zip(snapshot.leaf_ranks(), snapshot.leaves):\n", " length = polyline_length(leaf.polyline)\n", - " df.append([time, rank, length, leaf.features['mature']])\n", - "df = pd.DataFrame(df, columns=['time', 'rank', 'length', 'mature'])\n", - "df['time'] = (df['time'] - np.min(df['time'])) / 3600 / 24" + " df.append([time, rank, length, leaf.features[\"mature\"]])\n", + "df = pd.DataFrame(df, columns=[\"time\", \"rank\", \"length\", \"mature\"])\n", + "df[\"time\"] = (df[\"time\"] - np.min(df[\"time\"])) / 3600 / 24" ] }, { @@ -373,45 +350,26 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "f32c3aed", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Mature leaf length (mm)')" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "t_max = 20 # time after leaf emergence when a mature leaf is not considered anymore (days)\n", + "outputs": [], + "source": [ + "t_max = (\n", + " 20 # time after leaf emergence when a mature leaf is not considered anymore (days)\n", + ")\n", "\n", - "ranks = sorted([r for r in df['rank'].unique() if r > 0])\n", + "ranks = sorted([r for r in df[\"rank\"].unique() if r > 0])\n", "lengths = []\n", "for rank in ranks:\n", - " s = df[(df['rank'] == rank) & (df['mature'])]\n", - " s = s[s['time'] < np.min(s['time']) + t_max]\n", - " lengths.append(np.median(s['length']))\n", + " s = df[(df[\"rank\"] == rank) & (df[\"mature\"])]\n", + " s = s[s[\"time\"] < np.min(s[\"time\"]) + t_max]\n", + " lengths.append(np.median(s[\"length\"]))\n", "\n", "plt.figure()\n", - "plt.plot(ranks, lengths, 'k-o')\n", - "plt.xlabel('Leaf rank')\n", - "plt.ylabel('Mature leaf length (mm)')" + "plt.plot(ranks, lengths, \"k-o\")\n", + "plt.xlabel(\"Leaf rank\")\n", + "plt.ylabel(\"Mature leaf length (mm)\")" ] }, { @@ -425,41 +383,20 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "id": "e0c650e5", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "rank = 8\n", "\n", - "s = df[(df['rank'] == rank) & (~df['mature'])].sort_values('time')\n", + "s = df[(df[\"rank\"] == rank) & (~df[\"mature\"])].sort_values(\"time\")\n", "\n", "plt.figure()\n", - "plt.title('Leaf 8 growth')\n", - "plt.xlabel('Time (days)')\n", - "plt.ylabel('length (mm)')\n", - "plt.plot(s['time'], s['length'], 'k-o')" + "plt.title(\"Leaf 8 growth\")\n", + "plt.xlabel(\"Time (days)\")\n", + "plt.ylabel(\"length (mm)\")\n", + "plt.plot(s[\"time\"], s[\"length\"], \"k-o\")" ] } ], @@ -479,7 +416,14 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.12.7" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } } }, "nbformat": 4, diff --git a/pyproject.toml b/pyproject.toml new file mode 100644 index 00000000..f79d30d9 --- /dev/null +++ b/pyproject.toml @@ -0,0 +1,41 @@ +[build-system] +requires = ["setuptools", "numpy<2.0", "cython"] # Change the restricted version when updating from numpy 1.x +build-backend = "setuptools.build_meta" + +[project] +name = "openalea.phenomenal" +authors = [ + { name = "Simon Artzet"}, + { name = "Christian Fournier"}, + { name = "Mielewczik Michael"}, + { name = "Brichet Nicolas"}, + { name = "Chopard Jerome"}, + { name = "Christophe Pradal"}, + { name = "Benoit Daviet"}, +] +description = "An automatic open source library for 3D shoot architecture reconstruction and analysis for image-based plant phenotyping" +readme = "README.md" +license.file = "LICENSE.txt" +requires-python = ">=3.8" +classifiers = [ + "Intended Audience :: Science/Research", + "Intended Audience :: Developers", + "License :: OSI Approved :: CeCILL-C License", + "Operating System :: OS Independent", + "Programming Language :: Python", + "Programming Language :: Python :: 3", + "Programming Language :: Python :: 3 :: Only", + "Programming Language :: Python :: 3.10", + "Programming Language :: Python :: 3.11", + "Programming Language :: Python :: 3.12", + "Topic :: Scientific/Engineering", +] +dynamic = ["version"] +dependencies = [ +] + +[project.urls] +Homepage = "https://github.com/openalea/phenomenal" +"Bug Tracker" = "https://github.com/openalea/phenomenal/issues" +Discussions = "https://github.com/openalea/phenomenal/discussions" +Changelog = "https://github.com/openalea/phenomenal/releases" diff --git a/setup.py b/setup.py index ae7b70f6..36255e2f 100644 --- a/setup.py +++ b/setup.py @@ -13,8 +13,8 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -""" -""" +""" """ + # ============================================================================== import numpy from Cython.Build import cythonize @@ -22,22 +22,30 @@ # ============================================================================== namespace = "openalea" -pkg_root_dir = 'src' -packages = find_namespace_packages(where='src', include=['openalea.*']) +pkg_root_dir = "src" +packages = find_namespace_packages(where="src", include=["openalea.*"]) extentions = [ - Extension('openalea.phenomenal.segmentation._c_skeleton', - sources=['src/openalea/phenomenal/segmentation/src/skeleton.pyx', - 'src/openalea/phenomenal/segmentation/src/skel.cpp'], + Extension( + "openalea.phenomenal.segmentation._c_skeleton", + sources=[ + "src/openalea/phenomenal/segmentation/src/skeleton.pyx", + "src/openalea/phenomenal/segmentation/src/skel.cpp", + ], include_dirs=[numpy.get_include()], - language="c++"), - Extension('openalea.phenomenal.multi_view_reconstruction._c_mvr', - sources=['src/openalea/phenomenal/multi_view_reconstruction/src/c_mvr.pyx', - 'src/openalea/phenomenal/multi_view_reconstruction/src/integral_image.cpp'], + language="c++", + ), + Extension( + "openalea.phenomenal.multi_view_reconstruction._c_mvr", + sources=[ + "src/openalea/phenomenal/multi_view_reconstruction/src/c_mvr.pyx", + "src/openalea/phenomenal/multi_view_reconstruction/src/integral_image.cpp", + ], include_dirs=[numpy.get_include()], - language="c++") - ] + language="c++", + ), +] version = {} with open("src/openalea/phenomenal/version.py") as fp: @@ -48,32 +56,28 @@ version=version["__version__"], description="", long_description="", - author="* Simon Artzet\n" - "* Christian Fournier\n" - "* Mielewczik Michael\n" - "* Brichet Nicolas\n" - "* Chopard Jerome\n" - "* Christophe Pradal\n", - + "* Christian Fournier\n" + "* Mielewczik Michael\n" + "* Brichet Nicolas\n" + "* Chopard Jerome\n" + "* Christophe Pradal\n", author_email="simon.artzet@gmail.com", maintainer="Simon Artzet", maintainer_email="simon.artzet@gmail.com", - url="https://github.com/openalea/phenomenal", license="Cecill-C", - keywords='', - + keywords="", # package installation packages=packages, - package_dir={'': 'src'}, + package_dir={"": "src"}, zip_safe=False, - ext_modules=cythonize(extentions, language_level = "3"), - + ext_modules=cythonize(extentions, language_level="3"), entry_points={ - "wralea": ["openalea.phenomenal = openalea.phenomenal_wralea", ], + "wralea": [ + "openalea.phenomenal = openalea.phenomenal_wralea", + ], }, - # See MANIFEST.in include_package_data=True, - ) +) diff --git a/src/openalea/phenomenal/calibration/__init__.py b/src/openalea/phenomenal/calibration/__init__.py index 79dea36e..af84efdc 100644 --- a/src/openalea/phenomenal/calibration/__init__.py +++ b/src/openalea/phenomenal/calibration/__init__.py @@ -44,6 +44,7 @@ transformations """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -53,7 +54,6 @@ from .chessboard import * from .frame import * from .transformations import * -# ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] - +# ============================================================================== +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/calibration/calibration.py b/src/openalea/phenomenal/calibration/calibration.py index 259638fa..f2b471f7 100644 --- a/src/openalea/phenomenal/calibration/calibration.py +++ b/src/openalea/phenomenal/calibration/calibration.py @@ -7,9 +7,10 @@ # http://www.cecill.info/licences/Licence_CeCILL-C_V1-en.html # # ============================================================================== -""" This module contains a calibration model for phenoarch experiment +"""This module contains a calibration model for phenoarch experiment where a target is rotating instead of a plant in the image acquisition system. """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -17,26 +18,28 @@ import json import math import numpy -import scipy.optimize +from scipy.optimize import minimize import cv2 import os from itertools import islice from copy import deepcopy from collections import defaultdict -from .frame import (Frame, x_axis, y_axis, z_axis) -from .transformations import (concatenate_matrices, rotation_matrix) -from .chessboard import (Chessboard) +from .frame import Frame, x_axis, y_axis, z_axis +from .transformations import concatenate_matrices, rotation_matrix +from .chessboard import Chessboard # ============================================================================== -__all__ = ["Calibrator", - "CalibrationCamera", - "CalibrationFrame", - "CalibrationSetup", - "Calibration", - "OldCalibrationCamera", - "OldCalibration"] +__all__ = [ + "Calibrator", + "CalibrationCamera", + "CalibrationFrame", + "CalibrationSetup", + "Calibration", + "OldCalibrationCamera", + "OldCalibration", +] # ============================================================================== @@ -49,7 +52,7 @@ def normalise_angle(angle): angle %= modulo # force to [0, modulo] range angle = (angle + modulo) % modulo - return angle - numpy.where(angle > modulo / 2., modulo, 0) + return angle - numpy.where(angle > modulo / 2.0, modulo, 0) def angle3(v1, v2): @@ -59,7 +62,7 @@ def angle3(v1, v2): return numpy.degrees(angle) -class CalibrationFrame(object): +class CalibrationFrame: """A class for objects with local frames used for calibration The object local frame is a translated / rotated transform of the world frame around (fixed) world axis. @@ -95,7 +98,7 @@ def from_tuple(pars): @staticmethod def load(filename): - with open(filename, 'r') as input_file: + with open(filename, "r") as input_file: save_class = json.load(input_file) c = CalibrationFrame.from_json(save_class) @@ -103,11 +106,14 @@ def load(filename): def dump(self, filename): save_class = self.to_json() - with open(filename, 'w') as output_file: - json.dump(save_class, output_file, - sort_keys=True, - indent=4, - separators=(',', ': ')) + with open(filename, "w") as output_file: + json.dump( + save_class, + output_file, + sort_keys=True, + indent=4, + separators=(",", ": "), + ) @staticmethod def frame(pos_x, pos_y, pos_z, rot_x, rot_y, rot_z): @@ -122,35 +128,37 @@ def frame(pos_x, pos_y, pos_z, rot_x, rot_y, rot_z): fr_z = Frame(mat_rot_z[:3, :3].T) axes = fr_z.global_point( - fr_y.global_point(fr_x.global_point((x_axis, y_axis, z_axis)))) + fr_y.global_point(fr_x.global_point((x_axis, y_axis, z_axis))) + ) return Frame(axes, origin) def get_frame(self): - return self.frame(self._pos_x, self._pos_y, self._pos_z, self._rot_x, - self._rot_y, self._rot_z) + return self.frame( + self._pos_x, self._pos_y, self._pos_z, self._rot_x, self._rot_y, self._rot_z + ) def get_extrinsic(self): extrinsic = numpy.identity(4) fr = self.get_frame() extrinsic[:3, :3] = fr.rotation_to_local() extrinsic[:3, 3] = fr.local_point((0, 0, 0)) - return extrinsic[:3, ] + return extrinsic[:3,] def __str__(self): - out = '' - out += '\tPosition X : ' + str(self._pos_x) + '\n' - out += '\tPosition Y : ' + str(self._pos_y) + '\n' - out += '\tPosition Z : ' + str(self._pos_z) + '\n\n' - out += '\tRotation X : {} rad / {} deg\n'.format(self._rot_x, - numpy.degrees( - self._rot_x)) - out += '\tRotation Y : {} rad / {} deg\n'.format(self._rot_y, - numpy.degrees( - self._rot_y)) - out += '\tRotation Z : {} rad / {} deg\n\n'.format(self._rot_z, - numpy.degrees( - self._rot_z)) + out = "" + out += "\tPosition X : " + str(self._pos_x) + "\n" + out += "\tPosition Y : " + str(self._pos_y) + "\n" + out += "\tPosition Z : " + str(self._pos_z) + "\n\n" + out += "\tRotation X : {} rad / {} deg\n".format( + self._rot_x, numpy.degrees(self._rot_x) + ) + out += "\tRotation Y : {} rad / {} deg\n".format( + self._rot_y, numpy.degrees(self._rot_y) + ) + out += "\tRotation Z : {} rad / {} deg\n\n".format( + self._rot_z, numpy.degrees(self._rot_z) + ) return out @@ -177,28 +185,34 @@ def __init__(self): self._aspect_ratio = None def __str__(self): - out = '' - fmm = numpy.round(self._focal_length_x / max(self._width_image, - self._height_image) * 36) - out += '\tFocal length X : ' + str(self._focal_length_x) + ' (' + str( - fmm) + 'mm)\n' - out += '\tPixel aspect ratio : ' + str(self._aspect_ratio) + '\n' + out = "" + fmm = numpy.round( + self._focal_length_x / max(self._width_image, self._height_image) * 36 + ) + out += ( + "\tFocal length X : " + + str(self._focal_length_x) + + " (" + + str(fmm) + + "mm)\n" + ) + out += "\tPixel aspect ratio : " + str(self._aspect_ratio) + "\n" if self._width_image is not None: - out += '\tOptical Center X : ' + str(self._width_image / 2.0) + '\n' - out += '\tOptical Center Y : ' + str(self._height_image / 2.0) + out += "\tOptical Center X : " + str(self._width_image / 2.0) + "\n" + out += "\tOptical Center Y : " + str(self._height_image / 2.0) else: - out += '\tOptical Center X : ' + str(self._width_image) + '\n' - out += '\tOptical Center Y : ' + str(self._height_image) - out += '\n\n' + out += "\tOptical Center X : " + str(self._width_image) + "\n" + out += "\tOptical Center Y : " + str(self._height_image) + out += "\n\n" out += CalibrationFrame.__str__(self) return out @staticmethod - def pixel_coordinates(point_3d, - width_image, height_image, - focal_length_x, aspect_ratio): - """ Compute image coordinates of a 3d point positioned in camera frame + def pixel_coordinates( + point_3d, width_image, height_image, focal_length_x, aspect_ratio + ): + """Compute image coordinates of a 3d point positioned in camera frame Args: - point (float, float, float): a point/array of points in space @@ -221,16 +235,19 @@ def pixel_coordinates(point_3d, def get_pixel_coordinates(self): def pixel_coords(pts): - return self.pixel_coordinates(pts, self._width_image, - self._height_image, - self._focal_length_x, - self._aspect_ratio) + return self.pixel_coordinates( + pts, + self._width_image, + self._height_image, + self._focal_length_x, + self._aspect_ratio, + ) return pixel_coords @staticmethod def pixel_coordinates_2(point_3d, cx, cy, fx, a): - """ Compute image coordinates of a 3d point + """Compute image coordinates of a 3d point Args: - point (float, float, float): a point in space @@ -267,8 +284,8 @@ def get_intrinsic(self): intrinsic = numpy.identity(3) fx = self._focal_length_x fy = self._focal_length_x * self._aspect_ratio - cx = self._width_image / 2. - cy = self._height_image / 2. + cx = self._width_image / 2.0 + cy = self._height_image / 2.0 di = numpy.diag_indices(2) intrinsic[:2, 2] = (cx, cy) intrinsic[di] = (fx, fy) @@ -277,30 +294,39 @@ def get_intrinsic(self): @staticmethod def from_json(save_class): c = CalibrationCamera() - if '_focal_length_y' in save_class: - fy = save_class.pop('_focal_length_y') - save_class['_aspect_ratio'] = fy / save_class['_focal_length_x'] + if "_focal_length_y" in save_class: + fy = save_class.pop("_focal_length_y") + save_class["_aspect_ratio"] = fy / save_class["_focal_length_x"] c.set_vars(save_class) return c @staticmethod def load(filename): - with open(filename, 'r') as input_file: + with open(filename, "r") as input_file: save_class = json.load(input_file) - if 'cam_pos_x' in save_class: + if "cam_pos_x" in save_class: raise ValueError( - 'Old style calibration should now be loaded with OldCalibrationCamera.load method') + "Old style calibration should now be loaded with OldCalibrationCamera.load method" + ) c = CalibrationCamera.from_json(save_class) return c -class Calibrator(object): +class Calibrator: """Class for end to end calibration of rotating multiview acquisition system""" - def __init__(self, south_camera, cameras=None, targets=None, - chessboards=None, - image_paths=None, clockwise_rotation=True, world_unit='mm', - data_dir='.', calibration_dir='./Calibration'): + def __init__( + self, + south_camera, + cameras=None, + targets=None, + chessboards=None, + image_paths=None, + clockwise_rotation=True, + world_unit="mm", + data_dir=".", + calibration_dir="./Calibration", + ): """ Setup Calibrator with the calibration layout @@ -351,50 +377,64 @@ def __init__(self, south_camera, cameras=None, targets=None, if chessboards is None: chessboards = {} south_camera_id, south_inclination, south_distance = south_camera - cameras = {camera_id: dict(inclination=inclination, - distance=distance, - rotation_to_south=rotation_to_south) - for camera_id, (inclination, distance, rotation_to_south) in - cameras.items() - } - cameras.update({south_camera_id: dict(inclination=south_inclination, - distance=south_distance, - rotation_to_south=0)}) - self.layout = dict(south_camera=south_camera_id, - cameras=cameras, - targets={target_id: dict(inclination=inclination, - rotation_to_south=rotation_to_south) - for - target_id, (inclination, rotation_to_south) - in targets.items() - }, - chessboards={ - target_id: dict(between_corners=between_corners, - corners_h=corners_h, - corners_v=corners_v) - for target_id, ( - between_corners, corners_h, corners_v) in - chessboards.items() - } - ) + cameras = { + camera_id: dict( + inclination=inclination, + distance=distance, + rotation_to_south=rotation_to_south, + ) + for camera_id, (inclination, distance, rotation_to_south) in cameras.items() + } + cameras.update( + { + south_camera_id: dict( + inclination=south_inclination, + distance=south_distance, + rotation_to_south=0, + ) + } + ) + self.layout = dict( + south_camera=south_camera_id, + cameras=cameras, + targets={ + target_id: dict( + inclination=inclination, rotation_to_south=rotation_to_south + ) + for target_id, (inclination, rotation_to_south) in targets.items() + }, + chessboards={ + target_id: dict( + between_corners=between_corners, + corners_h=corners_h, + corners_v=corners_v, + ) + for target_id, ( + between_corners, + corners_h, + corners_v, + ) in chessboards.items() + }, + ) self.image_paths = image_paths self.clockwise = clockwise_rotation self.world_unit = world_unit self.data_dir = data_dir self.calibration_dir = calibration_dir - self.image_points = {target_id: defaultdict(dict) for target_id in - targets} + self.image_points = {target_id: defaultdict(dict) for target_id in targets} self.image_resolutions = defaultdict(dict) self.image_sizes = defaultdict(dict) self._facings = defaultdict(dict) - for camera_id, camera in self.layout['cameras'].items(): - for target_id, target in self.layout['targets'].items(): - self._facings[target_id].update({camera_id: target[ - 'rotation_to_south'] - - camera[ - 'rotation_to_south']}) + for camera_id, camera in self.layout["cameras"].items(): + for target_id, target in self.layout["targets"].items(): + self._facings[target_id].update( + { + camera_id: target["rotation_to_south"] + - camera["rotation_to_south"] + } + ) def abspath(self, path): if self.data_dir is None: @@ -412,18 +452,18 @@ def aiming_angle(self, camera_id, target_id, rotation): """The angle between camera Z- (opposite camera look-at axis) and target Z+ for a given rotation""" px, py, pz = 0, 0, 0 rx, ry, rz = 0, 0, 0 - rx += numpy.radians(self.layout['targets'][target_id]['inclination']) + rx += numpy.radians(self.layout["targets"][target_id]["inclination"]) rz += self.alpha( - rotation - self.layout['targets'][target_id]['rotation_to_south']) + rotation - self.layout["targets"][target_id]["rotation_to_south"] + ) fr_target = CalibrationFrame.frame(px, py, pz, rx, ry, rz) # px, py, pz = 0, 0, 0 rx, ry, rz = numpy.pi, 0, 0 - rx += numpy.radians(self.layout['cameras'][camera_id]['inclination']) - rz += self.alpha(self.layout['cameras'][camera_id]['rotation_to_south']) + rx += numpy.radians(self.layout["cameras"][camera_id]["inclination"]) + rz += self.alpha(self.layout["cameras"][camera_id]["rotation_to_south"]) fr_camera = CalibrationFrame.frame(px, py, pz, rx, ry, rz) - return angle3(fr_target.global_vec((0, 0, 1)), - fr_camera.global_vec((0, 0, -1))) + return angle3(fr_target.global_vec((0, 0, 1)), fr_camera.global_vec((0, 0, -1))) @staticmethod def quadrant_mask(quadrant, image): @@ -431,16 +471,16 @@ def quadrant_mask(quadrant, image): image = cv2.cvtColor(image, cv2.COLOR_RGB2GRAY) mask = numpy.empty_like(image) h, w = mask.shape - if quadrant == 'North': - mask[:h // 2, :] = 255 + if quadrant == "North": + mask[: h // 2, :] = 255 elif quadrant == "South": - mask[h // 2:, :] = 255 - elif quadrant == 'West': - mask[:, :w // 2] = 255 - elif quadrant == 'East': - mask[:, w // 2:] = 255 + mask[h // 2 :, :] = 255 + elif quadrant == "West": + mask[:, : w // 2] = 255 + elif quadrant == "East": + mask[:, w // 2 :] = 255 else: - raise ValueError('Unimplemented quadrant: ' + quadrant) + raise ValueError("Unimplemented quadrant: " + quadrant) return mask @staticmethod @@ -449,7 +489,7 @@ def roi_mask(image): return mask def detect_corners(self, cameras=None, masks=None, maximal_aiming_angle=65): - """ Detection of pixel coordinates of chessboard corner points + """Detection of pixel coordinates of chessboard corner points Args: cameras: a string or a list of elements specifying on which images should the detection be done. Element @@ -484,91 +524,112 @@ def detect_corners(self, cameras=None, masks=None, maximal_aiming_angle=65): for cid, rot, mask in list_items: mask_dict[tid][cid][rot] = mask - for target_id, c in self.layout['chessboards'].items(): - chessboard = Chessboard(square_size=c['between_corners'], - shape=(c['corners_h'], c['corners_v']), - facing_angles=self._facings[target_id]) + for target_id, c in self.layout["chessboards"].items(): + chessboard = Chessboard( + square_size=c["between_corners"], + shape=(c["corners_h"], c["corners_v"]), + facing_angles=self._facings[target_id], + ) for camera_id, rotation_list in consider.items(): for rotation in rotation_list: path = self.image_paths[camera_id][rotation] found = False - aiming_angle = self.aiming_angle(camera_id, target_id, - rotation) + aiming_angle = self.aiming_angle(camera_id, target_id, rotation) if aiming_angle > maximal_aiming_angle: print( "Target {} Camera {} Angle {} - Skipped (angle {} > maximal_aiming_angle)".format( - target_id, camera_id, - str(rotation), - str(aiming_angle))) + target_id, camera_id, str(rotation), str(aiming_angle) + ) + ) else: - image = cv2.imread(self.abspath(path), - cv2.IMREAD_GRAYSCALE) + image = cv2.imread(self.abspath(path), cv2.IMREAD_GRAYSCALE) if target_id in mask_dict: if camera_id in mask_dict[target_id]: if rotation in mask_dict[target_id][camera_id]: - mask = mask_dict[target_id][camera_id][ - rotation] + mask = mask_dict[target_id][camera_id][rotation] if isinstance(mask, str): mask = self.quadrant_mask(mask, image) else: mask = self.roi_mask(image) image = numpy.bitwise_and(image, mask) - found = chessboard.detect_corners(camera_id, rotation, - image, - check_order=True, - image_id=path) + found = chessboard.detect_corners( + camera_id, rotation, image, check_order=True, image_id=path + ) print( "Target {} Camera {} Angle {} - Chessboard corners {}".format( - target_id, camera_id, + target_id, + camera_id, str(rotation), - "found" if found else "not found")) + "found" if found else "not found", + ) + ) if found: - self.image_points[target_id][camera_id][rotation] = \ + self.image_points[target_id][camera_id][rotation] = ( chessboard.image_points[camera_id][rotation] + ) self.image_sizes.update(chessboard.image_sizes) for c, res in chessboard.image_resolutions().items(): self.image_resolutions[c][target_id] = res def calibrate(self, verbose=True): """Compute calibration""" - cameras = {camera_id: (d['distance'], d['inclination']) - for camera_id, d in self.layout['cameras'].items()} - targets = {target_id: (0, d['inclination']) - for target_id, d in self.layout['targets'].items()} - resolutions = {k: numpy.mean(list(v.values())) for k, v in - self.image_resolutions.items()} - setup = CalibrationSetup(cameras, targets, resolutions, - self.image_sizes, self._facings, - self.clockwise) + cameras = { + camera_id: (d["distance"], d["inclination"]) + for camera_id, d in self.layout["cameras"].items() + } + targets = { + target_id: (0, d["inclination"]) + for target_id, d in self.layout["targets"].items() + } + resolutions = { + k: numpy.mean(list(v.values())) for k, v in self.image_resolutions.items() + } + setup = CalibrationSetup( + cameras, + targets, + resolutions, + self.image_sizes, + self._facings, + self.clockwise, + ) reference_target = next(iter(self._facings)) - reference_camera = self.layout['south_camera'] + reference_camera = self.layout["south_camera"] cameras, targets, reference_camera, clockwise = setup.setup_calibration( - reference_camera=reference_camera, - reference_target=reference_target) + reference_camera=reference_camera, reference_target=reference_target + ) target_points = {} image_points = defaultdict(dict) - for target_id, d in self.layout['chessboards'].items(): + for target_id, d in self.layout["chessboards"].items(): if target_id in self.image_points: - chessboard = Chessboard(square_size=d['between_corners'], - shape=(d['corners_h'], d['corners_v']), - facing_angles=self._facings[target_id]) + chessboard = Chessboard( + square_size=d["between_corners"], + shape=(d["corners_h"], d["corners_v"]), + facing_angles=self._facings[target_id], + ) chessboard.image_points = self.image_points[target_id] target_points[target_id] = chessboard.get_corners_local_3d() for camera_id in self.image_points[target_id]: - image_points[camera_id][ - target_id] = chessboard.get_corners_2d(camera_id) - - calibration = Calibration(targets=targets, cameras=cameras, - target_points=target_points, - image_points=image_points, - reference_camera=reference_camera, - clockwise_rotation=clockwise) + image_points[camera_id][target_id] = chessboard.get_corners_2d( + camera_id + ) + + calibration = Calibration( + targets=targets, + cameras=cameras, + target_points=target_points, + image_points=image_points, + reference_camera=reference_camera, + clockwise_rotation=clockwise, + ) # Three steps calibration yield better results than direct calibration calibration.calibrate(fit_cameras=False, verbose=verbose) if len(cameras) > 1: - calibration.calibrate(fit_angle_factor=False, - fit_reference_camera=False, fit_targets=False, - verbose=verbose) + calibration.calibrate( + fit_angle_factor=False, + fit_reference_camera=False, + fit_targets=False, + verbose=verbose, + ) calibration.calibrate(verbose=verbose) return calibration @@ -582,9 +643,9 @@ def target_frame(calibration): @staticmethod def pot_frame(v_pot, rail_orientation, calibration, dl=2000): """Add a new world frame to calibration based orientation (x-axis) chosen from top and - origin chosen on side image""" - p = calibration.get_projection('side', 0, 'native') - pt = calibration.get_projection('top', 0, 'native') + origin chosen on side image""" + p = calibration.get_projection("side", 0, "native") + pt = calibration.get_projection("top", 0, "native") origin = (0, 0, 0) u, v = p(origin) du, dv = numpy.diff(p([origin, (0, 0, -dl)]), axis=0)[0] @@ -592,17 +653,20 @@ def pot_frame(v_pot, rail_orientation, calibration, dl=2000): dut, dvt = numpy.diff(pt([origin, (0, 0, -dl)]), axis=0)[0] utp, vtp = ut + dut / dv * (v_pot - v), vt + dvt / dv * (v_pot - v) alpha_p = numpy.radians(rail_orientation) - frame_points = [origin, (0, 'y', 0)] - image_points = {'side': [(u + du / dv * (v_pot - v), v_pot), None], - 'top': [None, (utp + numpy.cos(alpha_p) * dl, - vtp - numpy.sin(alpha_p) * dl)]} - pot_frame, _ = calibration.find_frame(image_points, frame_points, - fixed_parameters={'_pos_x': 0, - '_pos_y': 0, - '_rot_x': 0, - '_rot_y': 0}, - start={'_pos_z': 0, - '_rot_z': -numpy.pi / 2}) + frame_points = [origin, (0, "y", 0)] + image_points = { + "side": [(u + du / dv * (v_pot - v), v_pot), None], + "top": [ + None, + (utp + numpy.cos(alpha_p) * dl, vtp - numpy.sin(alpha_p) * dl), + ], + } + pot_frame, _ = calibration.find_frame( + image_points, + frame_points, + fixed_parameters={"_pos_x": 0, "_pos_y": 0, "_rot_x": 0, "_rot_y": 0}, + start={"_pos_z": 0, "_rot_z": -numpy.pi / 2}, + ) return pot_frame @staticmethod @@ -612,71 +676,77 @@ def check_dir(path): os.makedirs(dirname) def check_target_masks(self, masks, resize=0.25): - outdir = os.path.join(self.calibration_dir, 'check_target_masks') + outdir = os.path.join(self.calibration_dir, "check_target_masks") for target_id, list_items in masks.items(): for camera_id, rotation, mask in list_items: target_image = cv2.imread( - self.abspath(self.image_paths[camera_id][rotation])) - path = os.path.join(outdir, '_'.join( - [target_id, camera_id, str(rotation)]) + '.jpg') + self.abspath(self.image_paths[camera_id][rotation]) + ) + path = os.path.join( + outdir, "_".join([target_id, camera_id, str(rotation)]) + ".jpg" + ) if isinstance(mask, str): mask = self.quadrant_mask(mask, target_image) else: mask = self.roi_mask(target_image) masked = cv2.bitwise_and(target_image, target_image, mask=mask) shape = [int(i * resize) for i in target_image.shape[:2]] - resized = cv2.resize(masked, shape, - interpolation=cv2.INTER_AREA) + resized = cv2.resize(masked, shape, interpolation=cv2.INTER_AREA) self.check_dir(path) cv2.imwrite(path, resized) def check_image_points(self, resize=0.25): - outdir = os.path.join(self.calibration_dir, 'check_image_points') + outdir = os.path.join(self.calibration_dir, "check_image_points") for target_id in self.image_points: - c = self.layout['chessboards'][target_id] - chessboard_shape = (c['corners_h'], c['corners_v']) + c = self.layout["chessboards"][target_id] + chessboard_shape = (c["corners_h"], c["corners_v"]) for camera_id in self.image_points[target_id]: for rotation, img_pts in self.image_points[target_id][ - camera_id].items(): - image_path = self.image_paths[camera_id][rotation] + camera_id + ].items(): img = cv2.imread( - self.abspath(self.image_paths[camera_id][rotation])) - img = cv2.drawChessboardCorners(img, chessboard_shape, - img_pts, True) + self.abspath(self.image_paths[camera_id][rotation]) + ) + img = cv2.drawChessboardCorners( + img, chessboard_shape, img_pts, True + ) shape = [int(i * resize) for i in img.shape[:2]] - resized = cv2.resize(img, shape, - interpolation=cv2.INTER_AREA) - path = os.path.join(outdir, '_'.join( - [target_id, camera_id, str(rotation)]) + '.jpg') + resized = cv2.resize(img, shape, interpolation=cv2.INTER_AREA) + path = os.path.join( + outdir, "_".join([target_id, camera_id, str(rotation)]) + ".jpg" + ) self.check_dir(path) cv2.imwrite(path, resized) - def check_target_frame(self, calibration, resize=0.25, l=100): - outdir = os.path.join(self.calibration_dir, 'check_target_frame') - if 'target' not in calibration.frames: - calibration.frames['target'] = self.target_frame(calibration) + def check_target_frame(self, calibration, resize=0.25, leaf=100): + outdir = os.path.join(self.calibration_dir, "check_target_frame") + if "target" not in calibration.frames: + calibration.frames["target"] = self.target_frame(calibration) for camera_id, rot_dict in self.image_paths.items(): for rotation, path in rot_dict.items(): img = cv2.imread(self.abspath(path)) - frame_lines = calibration.frame_lines(camera_id, rotation, - frame='target', l=l) + frame_lines = calibration.frame_lines( + camera_id, rotation, frame="target", leaf=leaf + ) for origin, end, col, w in frame_lines: cv2.line(img, origin, end, col, w) shape = [int(i * resize) for i in img.shape[:2]] resized = cv2.resize(img, shape, interpolation=cv2.INTER_AREA) - path = os.path.join(outdir, '_'.join( - [camera_id, str(rotation)]) + '.jpg') + path = os.path.join( + outdir, "_".join([camera_id, str(rotation)]) + ".jpg" + ) self.check_dir(path) cv2.imwrite(path, resized) def save_image_points(self, prefix=None): - """save image points to calibration dir - """ + """save image points to calibration dir""" for target_id, image_points in self.image_points.items(): - c = self.layout['chessboards'][target_id] - chessboard = Chessboard(square_size=c['between_corners'], - shape=(c['corners_h'], c['corners_v']), - facing_angles=self._facings[target_id]) + c = self.layout["chessboards"][target_id] + chessboard = Chessboard( + square_size=c["between_corners"], + shape=(c["corners_h"], c["corners_v"]), + facing_angles=self._facings[target_id], + ) chessboard.image_points = image_points chessboard.image_sizes = self.image_sizes # TODO filter non useed ids @@ -685,21 +755,19 @@ def save_image_points(self, prefix=None): items = [] else: items = [prefix] - items += ['image_points', target_id] - path = os.path.join(self.calibration_dir, '_'.join(items) + '.json') + items += ["image_points", target_id] + path = os.path.join(self.calibration_dir, "_".join(items) + ".json") self.check_dir(path) chessboard.dump(path) def load_image_points(self, image_points=None): - """load image points - """ - for target_id in self.layout['chessboards']: + """load image points""" + for target_id in self.layout["chessboards"]: if image_points is not None and target_id in image_points: chessboard = image_points[target_id] else: - items = ['image_points', target_id] - path = os.path.join(self.calibration_dir, - '_'.join(items) + '.json') + items = ["image_points", target_id] + path = os.path.join(self.calibration_dir, "_".join(items) + ".json") chessboard = Chessboard.load(path) self.image_points[target_id] = chessboard.image_points self.image_paths = chessboard.image_ids @@ -708,13 +776,19 @@ def load_image_points(self, image_points=None): self.image_resolutions[c][target_id] = res -class CalibrationSetup(object): +class CalibrationSetup: """A class for helping the setup of a multi-view imaging systems to be calibrated""" - def __init__(self, cameras=None, targets=None, image_resolutions=None, - image_sizes=None, facings=None, - clockwise_rotation=True): - """ Instantiate a CalibrationSetup for positioning cameras and targets of a multiview acquisition system + def __init__( + self, + cameras=None, + targets=None, + image_resolutions=None, + image_sizes=None, + facings=None, + clockwise_rotation=True, + ): + """Instantiate a CalibrationSetup for positioning cameras and targets of a multiview acquisition system Args: cameras:{camera_id: (distance, inclination), ...}: a dict of parameters for positioning cameras in the @@ -745,7 +819,7 @@ def __init__(self, cameras=None, targets=None, image_resolutions=None, self.reference_target_facing = 0 def setup_calibration(self, reference_camera, reference_target): - """ Setup the cameras and targets + """Setup the cameras and targets Args: reference_camera (str): the camera_id of the camera to be used to define world frame (cf Calibration) @@ -757,22 +831,23 @@ def setup_calibration(self, reference_camera, reference_target): """ cams, targs = {}, {} - self.reference_target_facing = self.facings[reference_target][ - reference_camera] + self.reference_target_facing = self.facings[reference_target][reference_camera] # determine setup world origin distance, inclination = self.cameras[reference_camera] - ref_cam = self.setup_camera(inclination=inclination, - facing=self.reference_target_facing, - distance=distance) + ref_cam = self.setup_camera( + inclination=inclination, + facing=self.reference_target_facing, + distance=distance, + ) self.world_origin = ref_cam._pos_z # build targets for id_target, target in self.targets.items(): distance, inclination = target facing = self.facings[id_target][reference_camera] - targs[id_target] = self.setup_target(inclination=inclination, - facing=facing, - distance=distance) + targs[id_target] = self.setup_target( + inclination=inclination, facing=facing, distance=distance + ) # build cameras for id_camera, camera in self.cameras.items(): @@ -780,11 +855,13 @@ def setup_calibration(self, reference_camera, reference_target): facing = self.facings[reference_target][id_camera] image_size = self.image_sizes[id_camera] resolution = self.image_resolutions[id_camera] - cams[id_camera] = self.setup_camera(image_size=image_size, - resolution=resolution, - inclination=inclination, - facing=facing, - distance=distance) + cams[id_camera] = self.setup_camera( + image_size=image_size, + resolution=resolution, + inclination=inclination, + facing=facing, + distance=distance, + ) return cams, targs, reference_camera, self.clockwise @@ -795,7 +872,7 @@ def alpha(self, rotation): return angle def setup_target(self, inclination=0, facing=0, distance=0): - """ setup a target frame + """setup a target frame Args: inclination: the angle (degree, positive) between world z+ (axis of rotation) and target normal. By @@ -821,14 +898,18 @@ def setup_target(self, inclination=0, facing=0, distance=0): # c = CalibrationFrame() c._pos_x, c._pos_y, c._pos_z = px, py, pz - c._rot_x, c._rot_y, c._rot_z = normalise_angle(rx), normalise_angle( - ry), normalise_angle(rz) + c._rot_x, c._rot_y, c._rot_z = ( + normalise_angle(rx), + normalise_angle(ry), + normalise_angle(rz), + ) return c - def setup_camera(self, image_size=None, resolution=None, inclination=0, - facing=0, distance=0): - """ Set up a calibration camera from simple inputs + def setup_camera( + self, image_size=None, resolution=None, inclination=0, facing=0, distance=0 + ): + """Set up a calibration camera from simple inputs Args: image_size: @@ -836,7 +917,7 @@ def setup_camera(self, image_size=None, resolution=None, inclination=0, inclination: the angle (degree, positive) between world z+ (axis of rotation) and camera z- (opposite optical axis) . By default, inclination = 0, that corresponds to a camera pointing downwards facing: the rotation consign (degree, positive) for which the reference target is facing the camera - (ie with with top left corner closest to top left side of the image). + (ie with top left corner closest to top left side of the image). distance: the distance to the axis of rotation (word units), along camera optical axis. Returns: @@ -865,19 +946,30 @@ def setup_camera(self, image_size=None, resolution=None, inclination=0, c._focal_length_x = f c._aspect_ratio = 1 c._pos_x, c._pos_y, c._pos_z = px, py, pz - c._rot_x, c._rot_y, c._rot_z = normalise_angle(rx), normalise_angle( - ry), normalise_angle(rz) + c._rot_x, c._rot_y, c._rot_z = ( + normalise_angle(rx), + normalise_angle(ry), + normalise_angle(rz), + ) return c -class Calibration(object): +class Calibration: """A class for calibration of multi-views imaging systems (fixed cameras, rotating targets)""" - def __init__(self, angle_factor=1, targets=None, cameras=None, - target_points=None, image_points=None, - reference_camera='side', clockwise_rotation=True, - calibration_statistics=None, frames=None): + def __init__( + self, + angle_factor=1, + targets=None, + cameras=None, + target_points=None, + image_points=None, + reference_camera="side", + clockwise_rotation=True, + calibration_statistics=None, + frames=None, + ): """Instantiate a Calibration object with calibration data Args: @@ -936,8 +1028,9 @@ def __init__(self, angle_factor=1, targets=None, cameras=None, else: self.frames = {} - def set_values(self, targets=None, target_points=None, cameras=None, - image_points=None): + def set_values( + self, targets=None, target_points=None, cameras=None, image_points=None + ): if targets is not None: self._targets = deepcopy(targets) if target_points is not None: @@ -956,27 +1049,27 @@ def set_values(self, targets=None, target_points=None, cameras=None, self._nb_image_points += len(im_pts) def __str__(self): - out = 'Calibration:\n\n' + out = "Calibration:\n\n" - out += 'Angle factor : ' + str(self.angle_factor) + '\n' - out += 'Clockwise rotation : ' + str(self.clockwise) + '\n\n' + out += "Angle factor : " + str(self.angle_factor) + "\n" + out += "Clockwise rotation : " + str(self.clockwise) + "\n\n" for id_camera, camera in self._cameras.items(): - out += 'Camera {}'.format(id_camera) + out += "Camera {}".format(id_camera) if id_camera == self.reference_camera: - out += ' (reference)' - out += ': \n' + out += " (reference)" + out += ": \n" out += str(camera) for id_target, target in self._targets.items(): - out += 'Target {}: \n'.format(id_target) + out += "Target {}: \n".format(id_target) out += str(target) return out @staticmethod def turntable_frame(rotation, angle_factor=1, clockwise=True): - """ Frame attached to turntable. This correspond to a rotation of the world native frame. + """Frame attached to turntable. This correspond to a rotation of the world native frame. Args: rotation: the rotation consign of the turning table @@ -991,26 +1084,29 @@ def turntable_frame(rotation, angle_factor=1, clockwise=True): if clockwise: alpha *= -1 - return Frame([(numpy.cos(alpha), numpy.sin(alpha), 0), - (-numpy.sin(alpha), numpy.cos(alpha), 0), - (0, 0, 1)]) + return Frame( + [ + (numpy.cos(alpha), numpy.sin(alpha), 0), + (-numpy.sin(alpha), numpy.cos(alpha), 0), + (0, 0, 1), + ] + ) def get_turntable_frame(self, rotation): return self.turntable_frame(rotation, self.angle_factor, self.clockwise) - def get_frame(self, frame='native'): - - if frame == 'native': + def get_frame(self, frame="native"): + if frame == "native": return Frame() elif frame in self.frames: return self.frames[frame].get_frame() else: warnings.warn( - 'frame: ' + frame + ' not defined, falling back to native world frame') + "frame: " + frame + " not defined, falling back to native world frame" + ) return Frame() - def get_projection(self, id_camera, rotation, world_frame='native'): - + def get_projection(self, id_camera, rotation, world_frame="native"): camera = self._cameras[id_camera] fr_cam = camera.get_frame() fr_table = self.get_turntable_frame(rotation) @@ -1043,23 +1139,20 @@ def split_parameters(self, x0): if self.fit_targets: nb_pars[2] = nbp_target * self._nb_targets if self.fit_cameras: - nb_pars[3] = nbp_camera * ( - self._nb_cameras - 1) # minus reference camera + nb_pars[3] = nbp_camera * (self._nb_cameras - 1) # minus reference camera xx0 = iter(x0) - turntable, ref_cam, targets, cameras = [list(islice(xx0, n)) for n in - nb_pars] + turntable, ref_cam, targets, cameras = [list(islice(xx0, n)) for n in nb_pars] # further group per target and per camera targetss = [] for i in range(0, len(targets), nbp_target): - targetss.append(targets[i: i + nbp_target]) + targetss.append(targets[i : i + nbp_target]) camerass = [] for i in range(0, len(cameras), nbp_camera): - camerass.append(cameras[i: i + nbp_camera]) + camerass.append(cameras[i : i + nbp_camera]) return turntable, ref_cam, targetss, camerass def fit_errors(self, x0): - turntable, ref_cam, targets, cameras = self.split_parameters(x0) # merge ref_cam to cameras @@ -1067,19 +1160,28 @@ def fit_errors(self, x0): _pos_x = 0 _pos_z = 0 if self.fit_aspect_ratio: - _focal_length_x, _aspect_ratio, \ - _pos_y, \ - _rot_x, _rot_y, _rot_z = ref_cam - ref_cam = [_focal_length_x, _aspect_ratio, - _pos_x, _pos_y, _pos_z, - _rot_x, _rot_y, _rot_z] + _focal_length_x, _aspect_ratio, _pos_y, _rot_x, _rot_y, _rot_z = ref_cam + ref_cam = [ + _focal_length_x, + _aspect_ratio, + _pos_x, + _pos_y, + _pos_z, + _rot_x, + _rot_y, + _rot_z, + ] else: - _focal_length_x, \ - _pos_y, \ - _rot_x, _rot_y, _rot_z = ref_cam - ref_cam = [_focal_length_x, - _pos_x, _pos_y, _pos_z, - _rot_x, _rot_y, _rot_z] + _focal_length_x, _pos_y, _rot_x, _rot_y, _rot_z = ref_cam + ref_cam = [ + _focal_length_x, + _pos_x, + _pos_y, + _pos_z, + _rot_x, + _rot_y, + _rot_z, + ] cameras.insert(0, ref_cam) # build frames @@ -1088,14 +1190,14 @@ def fit_errors(self, x0): angle_factor = turntable[0] target_frames = [] - if 'world' in self._targets_points: - target_frames += [self.get_frame('native')] + if "world" in self._targets_points: + target_frames += [self.get_frame("native")] if len(targets) > 0: for target in targets: pos_x, pos_y, pos_z, rot_x, rot_y, rot_z = target target_frames.append( - CalibrationFrame.frame(pos_x, pos_y, pos_z, rot_x, rot_y, - rot_z)) + CalibrationFrame.frame(pos_x, pos_y, pos_z, rot_x, rot_y, rot_z) + ) else: for target in self._targets.values(): target_frames.append(target.get_frame()) @@ -1104,17 +1206,22 @@ def fit_errors(self, x0): camera_focals = [] for camera in cameras: if self.fit_aspect_ratio: - _focal_length_x, _aspect_ratio, \ - _pos_x, _pos_y, _pos_z, \ - _rot_x, _rot_y, _rot_z = camera + ( + _focal_length_x, + _aspect_ratio, + _pos_x, + _pos_y, + _pos_z, + _rot_x, + _rot_y, + _rot_z, + ) = camera else: _aspect_ratio = 1 - _focal_length_x, \ - _pos_x, _pos_y, _pos_z, \ - _rot_x, _rot_y, _rot_z = camera - camera_frames.append(CalibrationCamera.frame(_pos_x, _pos_y, _pos_z, - _rot_x, _rot_y, - _rot_z)) + _focal_length_x, _pos_x, _pos_y, _pos_z, _rot_x, _rot_y, _rot_z = camera + camera_frames.append( + CalibrationCamera.frame(_pos_x, _pos_y, _pos_z, _rot_x, _rot_y, _rot_z) + ) camera_focals.append([_focal_length_x, _aspect_ratio]) err = {} @@ -1126,43 +1233,42 @@ def fit_errors(self, x0): cams += [self._cameras[self.reference_camera]] im_pts_cam += [self._image_points[self.reference_camera]] labels += [self.reference_camera] - cams += [self._cameras[k] for k in self._cameras if - k != self.reference_camera] - im_pts_cam += [self._image_points[k] for k in self._cameras if - k != self.reference_camera] + cams += [self._cameras[k] for k in self._cameras if k != self.reference_camera] + im_pts_cam += [ + self._image_points[k] for k in self._cameras if k != self.reference_camera + ] labels += [k for k in self._cameras if k != self.reference_camera] # target_points in the right order - target_points = self._targets_points.get('world', []) + target_points = self._targets_points.get("world", []) if len(target_points) > 0: - target_points = [ - target_points] # target_points is a list of list of points + target_points = [target_points] # target_points is a list of list of points target_points += [self._targets_points[k] for k in self._targets] - for fr_cam, focals, camera, im_pts_c, lab in zip(camera_frames, - camera_focals, cams, - im_pts_cam, labels): - _targets = ['world'] if 'world' in self._targets_points else [] + for fr_cam, focals, camera, im_pts_c, lab in zip( + camera_frames, camera_focals, cams, im_pts_cam, labels + ): + _targets = ["world"] if "world" in self._targets_points else [] _targets += [k for k in self._targets] im_pts_t = [im_pts_c[k] for k in _targets] - for fr_target, t_pts, im_pts, t_name in zip(target_frames, - target_points, im_pts_t, - _targets): + for fr_target, t_pts, im_pts, t_name in zip( + target_frames, target_points, im_pts_t, _targets + ): for rotation, ref_pts in im_pts.items(): - fr_table = Calibration.turntable_frame(rotation, - angle_factor, - self.clockwise) - target_pts = fr_table.global_point( - fr_target.global_point(t_pts)) + fr_table = Calibration.turntable_frame( + rotation, angle_factor, self.clockwise + ) + target_pts = fr_table.global_point(fr_target.global_point(t_pts)) _focal_length_x, _aspect_ratio = focals pts = CalibrationCamera.pixel_coordinates( fr_cam.local_point(target_pts), camera._width_image, camera._height_image, _focal_length_x, - _aspect_ratio) - err['_'.join( - [lab, t_name, str(rotation)])] = numpy.linalg.norm( - numpy.array(pts) - ref_pts, axis=1).sum() + _aspect_ratio, + ) + err["_".join([lab, t_name, str(rotation)])] = numpy.linalg.norm( + numpy.array(pts) - ref_pts, axis=1 + ).sum() if self.verbose: print(sum(err.values())) @@ -1185,31 +1291,39 @@ def get_parameters(self): parameters += [c._pos_y, c._rot_x, c._rot_y, c._rot_z] if self.fit_targets: for id_target, t in self._targets.items(): - parameters += [t._pos_x, t._pos_y, t._pos_z, - t._rot_x, t._rot_y, t._rot_z] + parameters += [ + t._pos_x, + t._pos_y, + t._pos_z, + t._rot_x, + t._rot_y, + t._rot_z, + ] if self.fit_cameras: for id_camera, c in self._cameras.items(): if id_camera != self.reference_camera: parameters += [c._focal_length_x] if self.fit_aspect_ratio: parameters += [c._aspect_ratio] - parameters += [c._pos_x, c._pos_y, c._pos_z, - c._rot_x, c._rot_y, c._rot_z] + parameters += [ + c._pos_x, + c._pos_y, + c._pos_z, + c._rot_x, + c._rot_y, + c._rot_z, + ] return parameters def find_parameters(self): - start = self.get_parameters() - parameters = scipy.optimize.minimize( - self.fit_function, - start, - method='BFGS').x + parameters = minimize(self.fit_function, start, method="BFGS").x err = self.fit_function(parameters) if self.verbose: - print('Result : ', parameters) - print('Err : ', err / self._nb_image_points) + print("Result : ", parameters) + print("Err : ", err / self._nb_image_points) return parameters @@ -1217,11 +1331,11 @@ def calibration_error(self, all_pars=False): if self._nb_image_points > 0: before = {} if all_pars: - before['fit_angle_factor'] = self.fit_angle_factor - before['fit_aspect_ratio'] = self.fit_aspect_ratio - before['fit_reference_camera'] = self.fit_reference_camera - before['fit_targets'] = self.fit_targets - before['fit_cameras'] = self.fit_cameras + before["fit_angle_factor"] = self.fit_angle_factor + before["fit_aspect_ratio"] = self.fit_aspect_ratio + before["fit_reference_camera"] = self.fit_reference_camera + before["fit_targets"] = self.fit_targets + before["fit_cameras"] = self.fit_cameras self.fit_angle_factor = True self.fit_aspect_ratio = True self.fit_reference_camera = True @@ -1232,37 +1346,42 @@ def calibration_error(self, all_pars=False): err = self.fit_function(p) if all_pars: - self.fit_angle_factor = before['fit_angle_factor'] - self.fit_aspect_ratio = before['fit_aspect_ratio'] - self.fit_reference_camera = before['fit_reference_camera'] - self.fit_targets = before['fit_targets'] - self.fit_cameras = before['fit_cameras'] + self.fit_angle_factor = before["fit_angle_factor"] + self.fit_aspect_ratio = before["fit_aspect_ratio"] + self.fit_reference_camera = before["fit_reference_camera"] + self.fit_targets = before["fit_targets"] + self.fit_cameras = before["fit_cameras"] return err, err / self._nb_image_points else: raise ValueError( - 'Calibration corner points (target_points and image points) are required to compute ' - 'calibration error') + "Calibration corner points (target_points and image points) are required to compute " + "calibration error" + ) def _calibration_statistics(self): stats = {} if self._nb_image_points > 0: _, error = self.calibration_error(all_pars=True) - stats['mean_error'] = error - stats['total_points'] = self._nb_image_points + stats["mean_error"] = error + stats["total_points"] = self._nb_image_points for id_camera, camera in self._cameras.items(): d_origin = numpy.sqrt( - camera._pos_x ** 2 + camera._pos_y ** 2 + camera._pos_z ** 2) + camera._pos_x**2 + camera._pos_y**2 + camera._pos_z**2 + ) focal = camera._focal_length_x * (1 + camera._aspect_ratio) / 2 pixel_size = d_origin / focal calibration_images = {} if self._nb_image_points > 0: for target in self._image_points[id_camera]: calibration_images[target] = len( - self._image_points[id_camera][target]) - stats[id_camera] = {'distance to origin': d_origin, - 'pixel_size': pixel_size, - 'target_images': calibration_images} + self._image_points[id_camera][target] + ) + stats[id_camera] = { + "distance to origin": d_origin, + "pixel_size": pixel_size, + "target_images": calibration_images, + } return stats def get_target_projected(self, id_camera, id_target, rotation): @@ -1274,45 +1393,52 @@ def get_target_projected(self, id_camera, id_target, rotation): def target_mask(self, id_camera, id_target, rotation, border=2): """Get image coordinate of a mask arround the target - Args: - border : the size of the border (in square_size units) + Args: + border : the size of the border (in square_size units) """ pts = self.get_target_projected(id_camera, id_target, rotation) stats = self._calibration_statistics() targ = self._targets[id_target] - bs = targ.square_size * border / stats[id_camera]['pixel_size'] - proj = self.get_projection(id_camera, rotation) + bs = targ.square_size * border / stats[id_camera]["pixel_size"] pts = self._targets[id_target] u, v = zip(*pts) h, w = self._cameras[id_camera].image_shape() - umin, vmin, umax, vmax = (numpy.clip(min(u) - bs, 1, w), - numpy.clip(min(v) - bs, 1, h), - numpy.clip(max(u) + bs, 1, w), - numpy.clip(max(v) + bs, 1, h)) + umin, vmin, umax, vmax = ( + numpy.clip(min(u) - bs, 1, w), + numpy.clip(min(v) - bs, 1, h), + numpy.clip(max(u) + bs, 1, w), + numpy.clip(max(v) + bs, 1, h), + ) return [(umin, vmin), (umax, vmin), (umax, vmax), (umin, vmax)] def get_target_points(self, id_target): - if id_target == 'world': - fr_target = self.get_frame('native') + if id_target == "world": + fr_target = self.get_frame("native") else: fr_target = self._targets[id_target].get_frame() return fr_target.global_point(self._targets_points[id_target]) - def calibrate(self, fit_angle_factor=True, fit_aspect_ratio=True, - fit_reference_camera=True, fit_targets=True, fit_cameras=True, - verbose=True): + def calibrate( + self, + fit_angle_factor=True, + fit_aspect_ratio=True, + fit_reference_camera=True, + fit_targets=True, + fit_cameras=True, + verbose=True, + ): """Optimise the cameras and targets parameters to minimise the distance between - observed image points and projections on images of target points + observed image points and projections on images of target points - Args: - fit_angle_factor: should angle_factor be fitted ? (default True) - fit_reference_camera: should reference camera parameters be fitted ? (default True) - fit_targets: should target frame parameters be fitted ? (default True) - fit_cameras: should other than reference camera parameters be fitted ? (default True) - verbose: should total error be printed during optimisation (default True) + Args: + fit_angle_factor: should angle_factor be fitted ? (default True) + fit_reference_camera: should reference camera parameters be fitted ? (default True) + fit_targets: should target frame parameters be fitted ? (default True) + fit_cameras: should other than reference camera parameters be fitted ? (default True) + verbose: should total error be printed during optimisation (default True) - Returns: - the mean calibration reprojection error (pixels) + Returns: + the mean calibration reprojection error (pixels) """ self.fit_angle_factor = fit_angle_factor self.fit_aspect_ratio = fit_aspect_ratio @@ -1323,21 +1449,20 @@ def calibrate(self, fit_angle_factor=True, fit_aspect_ratio=True, parameters = self.find_parameters() - turntable, ref_cam, target_pars, camera_pars = self.split_parameters( - parameters) + turntable, ref_cam, target_pars, camera_pars = self.split_parameters(parameters) - pos_labels = ['_pos_x', '_pos_y', '_pos_z'] - rot_labels = ['_rot_x', '_rot_y', '_rot_z'] - f_labels = ['_focal_length_x'] + pos_labels = ["_pos_x", "_pos_y", "_pos_z"] + rot_labels = ["_rot_x", "_rot_y", "_rot_z"] + f_labels = ["_focal_length_x"] if self.fit_aspect_ratio: - f_labels += ['_aspect_ratio'] + f_labels += ["_aspect_ratio"] if len(turntable) > 0: self.angle_factor = turntable[0] if len(ref_cam) > 0: camera = self._cameras[self.reference_camera] - labels = f_labels + ['_pos_y'] + rot_labels + labels = f_labels + ["_pos_y"] + rot_labels d = dict(list(zip(labels, ref_cam))) for k in rot_labels: d[k] = normalise_angle(d[k]) @@ -1345,16 +1470,16 @@ def calibrate(self, fit_angle_factor=True, fit_aspect_ratio=True, if len(target_pars) > 0: labels = pos_labels + rot_labels - for target, target_param in zip(self._targets.values(), - target_pars): + for target, target_param in zip(self._targets.values(), target_pars): d = dict(list(zip(labels, target_param))) for k in rot_labels: d[k] = normalise_angle(d[k]) target.set_vars(d) if len(camera_pars) > 0: - cams = [self._cameras[k] for k in self._cameras if - k != self.reference_camera] + cams = [ + self._cameras[k] for k in self._cameras if k != self.reference_camera + ] for camera, camera_param in zip(cams, camera_pars): labels = f_labels + pos_labels + rot_labels d = dict(list(zip(labels, camera_param))) @@ -1368,12 +1493,12 @@ def calibrate(self, fit_angle_factor=True, fit_aspect_ratio=True, return err / self._nb_image_points def find_points(self, image_points, start=None, niter=100): - """ Find native 3D world coordinates of points from paired image coordinates on multiple cameras + """Find native 3D world coordinates of points from paired image coordinates on multiple cameras Args: image_points: a {camera_id: [(u1,v1),...], ...} dict of list of pixel coordinates of remarkable points taken on several images - start (optional): a array-like list of 3D points guesses + start (optional): an array-like list of 3D points guesses niter: (int) the number of iteration of the basin-hopping optimisation algorithm Returns: @@ -1383,8 +1508,7 @@ def find_points(self, image_points, start=None, niter=100): image_points = {k: numpy.array(v) for k, v in image_points.items()} if start is None: - start = numpy.array( - [(0, 0, 0)] * len(list(image_points.values())[0])) + start = numpy.array([(0, 0, 0)] * len(list(image_points.values())[0])) def fit_function(x0): err = 0 @@ -1397,17 +1521,21 @@ def fit_function(x0): print(err) return err - parameters = scipy.optimize.minimize( - fit_function, - start, - method='BFGS').x + parameters = minimize(fit_function, start, method="BFGS").x print("Err : ", fit_function(parameters)) return parameters.reshape((int(len(parameters) / 3), 3)) - def find_camera(self, image_points, target_points, image_size=None, - fixed_parameters=None, guess=None, niter=10): - """ Find camera parameters from clicked image points of known 3D target points + def find_camera( + self, + image_points, + target_points, + image_size=None, + fixed_parameters=None, + guess=None, + niter=10, + ): + """Find camera parameters from clicked image points of known 3D target points Args: image_points: an array-like list of image coordinates of remarkable points @@ -1436,11 +1564,20 @@ def find_camera(self, image_points, target_points, image_size=None, h, w = self.get_image_shape(image_size) else: h, w = self.get_image_shape(self.reference_camera) - fixed_parameters.update({'_width_image': w, '_height_image': h}) - - pars = ('_pos_x', '_pos_y', '_pos_z', '_rot_x', '_rot_y', '_rot_z', - '_width_image', '_height_image', - '_focal_length_x', '_aspect_ratio') + fixed_parameters.update({"_width_image": w, "_height_image": h}) + + pars = ( + "_pos_x", + "_pos_y", + "_pos_z", + "_rot_x", + "_rot_y", + "_rot_z", + "_width_image", + "_height_image", + "_focal_length_x", + "_aspect_ratio", + ) free_pars = [p for p in pars if p not in fixed_parameters] nfree_pars = len(free_pars) @@ -1465,22 +1602,18 @@ def fit_function(x0): print(err) return err - parameters = scipy.optimize.minimize( - fit_function, - start, - method='BFGS').x + parameters = minimize(fit_function, start, method="BFGS").x pars = split_parameters(parameters) - for p in ('_rot_x', '_rot_y', '_rot_z'): + for p in ("_rot_x", "_rot_y", "_rot_z"): pars[p] = normalise_angle(pars[p]) camera = CalibrationCamera() camera.set_vars(pars) return camera - def find_frame(self, image_points, frame_points, fixed_parameters=None, - start=None): - """ Find Frame parameters and 3D local (frame based) coordinates of points from paired image coordinates + def find_frame(self, image_points, frame_points, fixed_parameters=None, start=None): + """Find Frame parameters and 3D local (frame based) coordinates of points from paired image coordinates Args: image_points: a {camera_id: [(u1,v1),...], ...} dict of list of pixel coordinates of frame points @@ -1498,44 +1631,45 @@ def find_frame(self, image_points, frame_points, fixed_parameters=None, if fixed_parameters is None: fixed_parameters = {} - image_points = {k: numpy.array(v) if v is not None else v for k, v in - image_points.items()} + image_points = { + k: numpy.array(v) if v is not None else v for k, v in image_points.items() + } # free frame parameters - pars = ('_pos_x', '_pos_y', '_pos_z', '_rot_x', '_rot_y', '_rot_z') + pars = ("_pos_x", "_pos_y", "_pos_z", "_rot_x", "_rot_y", "_rot_z") free_pars = [p for p in pars if p not in fixed_parameters] n_free_pars = len(free_pars) # unknown coordinates n_free_x, n_free_y, n_free_z = 0, 0, 0 for pt in frame_points: - if 'x' in pt: + if "x" in pt: n_free_x += 1 - if 'y' in pt: + if "y" in pt: n_free_y += 1 - if 'z' in pt: + if "z" in pt: n_free_z += 1 if start is None: start = numpy.zeros(n_free_pars + n_free_x + n_free_y + n_free_z) else: start = [start[p] for p in free_pars] + numpy.zeros( - n_free_x + n_free_y + n_free_z).tolist() + n_free_x + n_free_y + n_free_z + ).tolist() def split_parameters(x0): nb_pars = [n_free_pars, n_free_x, n_free_y, n_free_z] xx0 = iter(x0) - frame_pars, free_x, free_y, free_z = [list(islice(xx0, n)) for n in - nb_pars] + frame_pars, free_x, free_y, free_z = [list(islice(xx0, n)) for n in nb_pars] frame_pars = dict(zip(free_pars, frame_pars)) frame_pars.update(fixed_parameters) fr_points = [] for x, y, z in frame_points: - if x == 'x': + if x == "x": x = free_x.pop() - if y == 'y': + if y == "y": y = free_y.pop() - if z == 'z': + if z == "z": z = free_z.pop() fr_points.append((x, y, z)) return frame_pars, fr_points @@ -1550,8 +1684,11 @@ def fit_function(x0): err = 0 for id_camera in image_points: im_pts = [p for p in image_points[id_camera] if p is not None] - world_pts = [p for p, im_p in zip(pts, image_points[id_camera]) - if im_p is not None] + world_pts = [ + p + for p, im_p in zip(pts, image_points[id_camera]) + if im_p is not None + ] proj = self.get_projection(id_camera, 0) pix = proj(world_pts) err += numpy.linalg.norm(pix - im_pts, axis=1).sum() @@ -1559,13 +1696,10 @@ def fit_function(x0): return err - parameters = scipy.optimize.minimize( - fit_function, - start, - method='BFGS').x + parameters = minimize(fit_function, start, method="BFGS").x pars, fpts = split_parameters(parameters) - for p in ('_rot_x', '_rot_y', '_rot_z'): + for p in ("_rot_x", "_rot_y", "_rot_z"): pars[p] = normalise_angle(pars[p]) cframe = CalibrationFrame() cframe.set_vars(pars) @@ -1577,75 +1711,81 @@ def world_frame(camera): """World frame defined by an alternative camera positioned in the current reference camera world frame""" ref_azim = -numpy.pi / 2 # by definition of the reference camera azim = numpy.arctan2(camera._pos_y, camera._pos_x) - return CalibrationFrame.from_tuple( - (0, 0, camera._pos_z, 0, 0, azim - ref_azim)) + return CalibrationFrame.from_tuple((0, 0, camera._pos_z, 0, 0, azim - ref_azim)) - def frame_lines(self, view, angle, frame='native', l=100, w=10, - at=(0, 0, 0)): + def frame_lines(self, view, angle, frame="native", leaf=100, w=10, at=(0, 0, 0)): base_axis = numpy.array(((1, 0, 0), (0, 1, 0), (0, 0, 1))) p = self.get_projection(view, angle, frame) origin = tuple(numpy.array(p(at)).astype(int)) lines = [] for axe in base_axis: - end = tuple(numpy.array(p(numpy.array(at) + l * axe)).astype(int)) + end = tuple(numpy.array(p(numpy.array(at) + leaf * axe)).astype(int)) col = tuple([int(x) for x in axe * 255]) lines.append((origin, end, col, w)) return lines def dump(self, filename): save_class = dict() - save_class['angle_factor'] = self.angle_factor - save_class['clockwise'] = self.clockwise - save_class['reference_camera'] = self.reference_camera - save_class['cameras_parameters'] = {id_camera: camera.to_json() for - id_camera, camera in - self._cameras.items()} - save_class['targets_parameters'] = {id_target: t.to_json() for - id_target, t in - self._targets.items()} + save_class["angle_factor"] = self.angle_factor + save_class["clockwise"] = self.clockwise + save_class["reference_camera"] = self.reference_camera + save_class["cameras_parameters"] = { + id_camera: camera.to_json() for id_camera, camera in self._cameras.items() + } + save_class["targets_parameters"] = { + id_target: t.to_json() for id_target, t in self._targets.items() + } if self.calibration_statistics is not None: - save_class['calibration_statistics'] = self.calibration_statistics + save_class["calibration_statistics"] = self.calibration_statistics if len(self.frames) > 0: - save_class['frames'] = {id_frame: frame.to_json() for - id_frame, frame in self.frames.items()} - - with open(filename, 'w') as output_file: - json.dump(save_class, output_file, - sort_keys=True, - indent=4, - separators=(',', ': ')) + save_class["frames"] = { + id_frame: frame.to_json() for id_frame, frame in self.frames.items() + } + + with open(filename, "w") as output_file: + json.dump( + save_class, + output_file, + sort_keys=True, + indent=4, + separators=(",", ": "), + ) @staticmethod def from_dict(save_class): c = Calibration() - c._cameras = {id_camera: CalibrationCamera.from_json(pars) - for id_camera, pars in - save_class['cameras_parameters'].items()} - c._targets = {id_target: CalibrationFrame.from_json(pars) - for id_target, pars in - save_class['targets_parameters'].items()} + c._cameras = { + id_camera: CalibrationCamera.from_json(pars) + for id_camera, pars in save_class["cameras_parameters"].items() + } + c._targets = { + id_target: CalibrationFrame.from_json(pars) + for id_target, pars in save_class["targets_parameters"].items() + } c._nb_cameras = len(c._cameras) c._nb_targets = len(c._targets) - c.angle_factor = save_class['angle_factor'] - c.clockwise = save_class['clockwise'] - c.reference_camera = save_class['reference_camera'] - if 'calibration_statistics' in save_class: - c.calibration_statistics = save_class['calibration_statistics'] - if 'frames' in save_class: - c.frames = {id_frame: CalibrationFrame.from_json(pars) - for id_frame, pars in save_class['frames'].items()} + c.angle_factor = save_class["angle_factor"] + c.clockwise = save_class["clockwise"] + c.reference_camera = save_class["reference_camera"] + if "calibration_statistics" in save_class: + c.calibration_statistics = save_class["calibration_statistics"] + if "frames" in save_class: + c.frames = { + id_frame: CalibrationFrame.from_json(pars) + for id_frame, pars in save_class["frames"].items() + } return c @staticmethod def load(filename): - with open(filename, 'r') as input_file: + with open(filename, "r") as input_file: save_class = json.load(input_file) return Calibration.from_dict(save_class) -class OldCalibrationCamera(object): +class OldCalibrationCamera: """A class for using camera calibrated with older version of phenomenal (< 1.7.1)""" def __init__(self): @@ -1664,34 +1804,34 @@ def __init__(self): self._cam_origin_axis = None def __str__(self): - out = '' - out += 'Camera Parameters : \n' - out += '\tFocal length X : ' + str(self._cam_focal_length_x) + '\n' - out += '\tFocal length Y : ' + str(self._cam_focal_length_y) + '\n' - out += '\tOptical Center X : ' + str(self._cam_width_image / 2.0) + '\n' - out += '\tOptical Center Y : ' + str(self._cam_height_image / 2.0) - out += '\n\n' + out = "" + out += "Camera Parameters : \n" + out += "\tFocal length X : " + str(self._cam_focal_length_x) + "\n" + out += "\tFocal length Y : " + str(self._cam_focal_length_y) + "\n" + out += "\tOptical Center X : " + str(self._cam_width_image / 2.0) + "\n" + out += "\tOptical Center Y : " + str(self._cam_height_image / 2.0) + out += "\n\n" - out += '\tPosition X : ' + str(self._cam_pos_x) + '\n' - out += '\tPosition Y : ' + str(self._cam_pos_y) + '\n' - out += '\tPosition Z : ' + str(self._cam_pos_z) + '\n\n' + out += "\tPosition X : " + str(self._cam_pos_x) + "\n" + out += "\tPosition Y : " + str(self._cam_pos_y) + "\n" + out += "\tPosition Z : " + str(self._cam_pos_z) + "\n\n" - out += '\tRotation X : ' + str(self._cam_rot_x) + '\n' - out += '\tRotation Y : ' + str(self._cam_rot_y) + '\n' - out += '\tRotation Z : ' + str(self._cam_rot_z) + '\n' + out += "\tRotation X : " + str(self._cam_rot_x) + "\n" + out += "\tRotation Y : " + str(self._cam_rot_y) + "\n" + out += "\tRotation Z : " + str(self._cam_rot_z) + "\n" - out += '\t Angle Factor : ' + str(self._angle_factor) + '\n' + out += "\t Angle Factor : " + str(self._angle_factor) + "\n" - out += '\tOrigin rotation position : \n' - out += str(self._cam_origin_axis) + '\n\n' + out += "\tOrigin rotation position : \n" + out += str(self._cam_origin_axis) + "\n\n" return out @staticmethod - def pixel_coordinates(point_3d, - width_image, height_image, - focal_length_x, focal_length_y): - """ Compute image coordinates of a 3d point + def pixel_coordinates( + point_3d, width_image, height_image, focal_length_x, focal_length_y + ): + """Compute image coordinates of a 3d point Args: - point (float, float, float): a point in space @@ -1713,7 +1853,7 @@ def pixel_coordinates(point_3d, @staticmethod def pixel_coordinates_2(point_3d, cx, cy, fx, fy): - """ Compute image coordinates of a 3d point + """Compute image coordinates of a 3d point Args: - point (float, float, float): a point in space @@ -1731,14 +1871,12 @@ def pixel_coordinates_2(point_3d, cx, cy, fx, fy): return u, v @staticmethod - def target_frame(pos_x, pos_y, pos_z, - rot_x, rot_y, rot_z, - alpha): - + def target_frame(pos_x, pos_y, pos_z, rot_x, rot_y, rot_z, alpha): origin = [ pos_x * math.cos(alpha) - pos_y * math.sin(alpha), pos_x * math.sin(alpha) + pos_y * math.cos(alpha), - pos_z] + pos_z, + ] mat_rot_x = rotation_matrix(rot_x, x_axis) mat_rot_y = rotation_matrix(rot_y, y_axis) @@ -1749,123 +1887,139 @@ def target_frame(pos_x, pos_y, pos_z, return Frame(rot[:3, :3].T, origin) @staticmethod - def camera_frame(pos_x, pos_y, pos_z, - rot_x, rot_y, rot_z, - origin_axis): - + def camera_frame(pos_x, pos_y, pos_z, rot_x, rot_y, rot_z, origin_axis): origin = (pos_x, pos_y, pos_z) mat_rot_x = rotation_matrix(rot_x, x_axis) mat_rot_y = rotation_matrix(rot_y, y_axis) mat_rot_z = rotation_matrix(rot_z, z_axis) - rot = concatenate_matrices(origin_axis, - mat_rot_x, mat_rot_y, mat_rot_z) + rot = concatenate_matrices(origin_axis, mat_rot_x, mat_rot_y, mat_rot_z) return Frame(rot[:3, :3].T, origin) def get_camera_frame(self): return self.camera_frame( - self._cam_pos_x, self._cam_pos_y, self._cam_pos_z, - self._cam_rot_x, self._cam_rot_y, self._cam_rot_z, - self._cam_origin_axis) + self._cam_pos_x, + self._cam_pos_y, + self._cam_pos_z, + self._cam_rot_x, + self._cam_rot_y, + self._cam_rot_z, + self._cam_origin_axis, + ) def get_pixel_coordinates(self): def pixel_coords(pts): - return self.pixel_coordinates(pts, self._cam_width_image, - self._cam_height_image, - self._cam_focal_length_x, - self._cam_focal_length_y) + return self.pixel_coordinates( + pts, + self._cam_width_image, + self._cam_height_image, + self._cam_focal_length_x, + self._cam_focal_length_y, + ) return pixel_coords def get_projection(self, alpha): - fr_cam = self.get_camera_frame() angle = math.radians(alpha * self._angle_factor) def projection(pts): pts = numpy.array(pts) - x = - pts[:, 0] * math.cos(angle) - pts[:, 1] * math.sin(angle) - y = - pts[:, 0] * math.sin(angle) + pts[:, 1] * math.cos(angle) + x = -pts[:, 0] * math.cos(angle) - pts[:, 1] * math.sin(angle) + y = -pts[:, 0] * math.sin(angle) + pts[:, 1] * math.cos(angle) z = pts[:, 2] origin = numpy.column_stack((x, y, z)) - return self.pixel_coordinates(fr_cam.local_point(origin), - self._cam_width_image, - self._cam_height_image, - self._cam_focal_length_x, - self._cam_focal_length_y) + return self.pixel_coordinates( + fr_cam.local_point(origin), + self._cam_width_image, + self._cam_height_image, + self._cam_focal_length_x, + self._cam_focal_length_y, + ) return projection def get_projection2(self, alpha): fr_cam = self.camera_frame( - self._cam_pos_x, self._cam_pos_y, self._cam_pos_z, - self._cam_rot_x, self._cam_rot_y, self._cam_rot_z, - self._cam_origin_axis) + self._cam_pos_x, + self._cam_pos_y, + self._cam_pos_z, + self._cam_rot_x, + self._cam_rot_y, + self._cam_rot_z, + self._cam_origin_axis, + ) angle = math.radians(alpha * self._angle_factor) def projection(pt): # -pt[0] = x <=> For inverse X axis orientation - origin = [pt[0] * math.cos(angle) - pt[1] * math.sin(angle), - pt[0] * math.sin(angle) + pt[1] * math.cos(angle), - pt[2]] - - return self.pixel_coordinates(fr_cam.local_point(origin), - self._cam_width_image, - self._cam_height_image, - self._cam_focal_length_x, - self._cam_focal_length_y) + origin = [ + pt[0] * math.cos(angle) - pt[1] * math.sin(angle), + pt[0] * math.sin(angle) + pt[1] * math.cos(angle), + pt[2], + ] + + return self.pixel_coordinates( + fr_cam.local_point(origin), + self._cam_width_image, + self._cam_height_image, + self._cam_focal_length_x, + self._cam_focal_length_y, + ) return projection @staticmethod def load(filename): - with open(filename, 'r') as input_file: + with open(filename, "r") as input_file: save_class = json.load(input_file) c = OldCalibrationCamera() - c._cam_width_image = save_class['cam_width_image'] - c._cam_height_image = save_class['cam_height_image'] - c._cam_focal_length_x = save_class['cam_focal_length_x'] - c._cam_focal_length_y = save_class['cam_focal_length_y'] - c._cam_pos_x = save_class['cam_pos_x'] - c._cam_pos_y = save_class['cam_pos_y'] - c._cam_pos_z = save_class['cam_pos_z'] - c._cam_rot_x = save_class['cam_rot_x'] - c._cam_rot_y = save_class['cam_rot_y'] - c._cam_rot_z = save_class['cam_rot_z'] - c._angle_factor = save_class['angle_factor'] - c._cam_origin_axis = numpy.array( - save_class['cam_origin_axis']).reshape((4, 4)).astype( - numpy.float32) - if 'target_1_pos_x' in save_class: - c._target_1_pos_x = save_class['target_1_pos_x'] - c._target_1_pos_y = save_class['target_1_pos_y'] - c._target_1_pos_z = save_class['target_1_pos_z'] - c._target_1_rot_x = save_class['target_1_rot_x'] - c._target_1_rot_y = save_class['target_1_rot_y'] - c._target_1_rot_z = save_class['target_1_rot_z'] - if 'target_2_pos_x' in save_class: - c._target_2_pos_x = save_class['target_2_pos_x'] - c._target_2_pos_y = save_class['target_2_pos_y'] - c._target_2_pos_z = save_class['target_2_pos_z'] - c._target_2_rot_x = save_class['target_2_rot_x'] - c._target_2_rot_y = save_class['target_2_rot_y'] - c._target_2_rot_z = save_class['target_2_rot_z'] + c._cam_width_image = save_class["cam_width_image"] + c._cam_height_image = save_class["cam_height_image"] + c._cam_focal_length_x = save_class["cam_focal_length_x"] + c._cam_focal_length_y = save_class["cam_focal_length_y"] + c._cam_pos_x = save_class["cam_pos_x"] + c._cam_pos_y = save_class["cam_pos_y"] + c._cam_pos_z = save_class["cam_pos_z"] + c._cam_rot_x = save_class["cam_rot_x"] + c._cam_rot_y = save_class["cam_rot_y"] + c._cam_rot_z = save_class["cam_rot_z"] + c._angle_factor = save_class["angle_factor"] + c._cam_origin_axis = ( + numpy.array(save_class["cam_origin_axis"]) + .reshape((4, 4)) + .astype(numpy.float32) + ) + if "target_1_pos_x" in save_class: + c._target_1_pos_x = save_class["target_1_pos_x"] + c._target_1_pos_y = save_class["target_1_pos_y"] + c._target_1_pos_z = save_class["target_1_pos_z"] + c._target_1_rot_x = save_class["target_1_rot_x"] + c._target_1_rot_y = save_class["target_1_rot_y"] + c._target_1_rot_z = save_class["target_1_rot_z"] + if "target_2_pos_x" in save_class: + c._target_2_pos_x = save_class["target_2_pos_x"] + c._target_2_pos_y = save_class["target_2_pos_y"] + c._target_2_pos_z = save_class["target_2_pos_z"] + c._target_2_rot_x = save_class["target_2_rot_x"] + c._target_2_rot_y = save_class["target_2_rot_y"] + c._target_2_rot_z = save_class["target_2_rot_z"] return c -class OldCalibration(object): +class OldCalibration: """A class for loading, inspecting and convert old Calibration to new Calibration""" def __init__(self, cameras, targets): - """ Instantiate an OldCalibration instance + """Instantiate an OldCalibration instance Args: cameras: a {id_camera: OldCalibrationCamera, ...} dict of calibrated cameras objects (see @@ -1879,29 +2033,35 @@ def __init__(self, cameras, targets): def calibration_error(self): """error (pixels) between detected target image points and reprojection of 3D target points""" - image_points = {camera: {k: v.get_corners_2d(camera) for k, v in - self.targets.items()} for camera in - self.cameras} - target_points = {k: v.get_corners_local_3d(old_style=True) for k, v in - self.targets.items()} + image_points = { + camera: {k: v.get_corners_2d(camera) for k, v in self.targets.items()} + for camera in self.cameras + } + target_points = { + k: v.get_corners_local_3d(old_style=True) for k, v in self.targets.items() + } err = 0 nb_pts = 0 - target_parameters = vars(self.cameras['side']) + target_parameters = vars(self.cameras["side"]) for camera in image_points: for target in image_points[camera]: for angle in image_points[camera][target]: cam = self.cameras[camera] - pars = [target_parameters['_' + target + '_' + x] for x in - ('pos_x', 'pos_y', 'pos_z', - 'rot_x', 'rot_y', 'rot_z')] + pars = [ + target_parameters["_" + target + "_" + x] + for x in ("pos_x", "pos_y", "pos_z", "rot_x", "rot_y", "rot_z") + ] pars += [numpy.radians(cam._angle_factor * angle)] fr_target = cam.target_frame(*pars) fr_cam = cam.get_camera_frame() pix_coord = cam.get_pixel_coordinates() pts_ref = image_points[camera][target][angle] - pts = pix_coord(fr_cam.local_point( - fr_target.global_point(target_points[target]))) + pts = pix_coord( + fr_cam.local_point( + fr_target.global_point(target_points[target]) + ) + ) nb_pts += len(pts) err += numpy.linalg.norm(pts - pts_ref, axis=1).sum() @@ -1916,22 +2076,23 @@ def guess_new_calibration(self): cameras = {} targets = {} # - angle_factor = self.cameras['side']._angle_factor - tpars = vars(self.cameras['side']) + angle_factor = self.cameras["side"]._angle_factor + tpars = vars(self.cameras["side"]) for tn, target in self.targets.items(): w, h = target.shape size = target.square_size - chess_origin = ((w / 2.) * size, (h / 2.) * size) + chess_origin = ((w / 2.0) * size, (h / 2.0) * size) t = CalibrationFrame() - t._pos_x = -tpars['_' + tn + '_pos_x'] - chess_origin[0] - t._pos_y = tpars['_' + tn + '_pos_y'] - chess_origin[1] - t._pos_z = tpars['_' + tn + '_pos_z'] + t._pos_x = -tpars["_" + tn + "_pos_x"] - chess_origin[0] + t._pos_y = tpars["_" + tn + "_pos_y"] - chess_origin[1] + t._pos_z = tpars["_" + tn + "_pos_z"] # change of definition for rot t._rot_x = normalise_angle( - tpars['_' + tn + '_rot_x'] - tpars['_' + tn + '_rot_y']) + tpars["_" + tn + "_rot_x"] - tpars["_" + tn + "_rot_y"] + ) t._rot_y = 0 - t._rot_z = - normalise_angle(tpars['_' + tn + '_rot_z']) + t._rot_z = -normalise_angle(tpars["_" + tn + "_rot_z"]) targets[tn] = t for cn, camera in self.cameras.items(): @@ -1940,31 +2101,39 @@ def guess_new_calibration(self): c._height_image = camera._cam_height_image c._focal_length_x = camera._cam_focal_length_x c._focal_length_y = camera._cam_focal_length_y - c._pos_x = - camera._cam_pos_x + c._pos_x = -camera._cam_pos_x c._pos_y = camera._cam_pos_y c._pos_z = camera._cam_pos_z - if cn == 'side': + if cn == "side": # origin matrix for side cameras corresponds to -pi/2 rot around x axis - rx = camera._cam_rot_x - numpy.pi / 2. + rx = camera._cam_rot_x - numpy.pi / 2.0 ry = camera._cam_rot_y rz = camera._cam_rot_z else: rx = camera._cam_rot_x + numpy.pi ry = camera._cam_rot_y - rz = camera._cam_rot_z + numpy.pi / 2. - c._rot_x, c._rot_y, c._rot_z = normalise_angle(rx), normalise_angle( - ry), normalise_angle(rz) + rz = camera._cam_rot_z + numpy.pi / 2.0 + c._rot_x, c._rot_y, c._rot_z = ( + normalise_angle(rx), + normalise_angle(ry), + normalise_angle(rz), + ) cameras[cn] = c - return Calibration(angle_factor=angle_factor, cameras=cameras, - targets=targets, - clockwise_rotation=True, reference_camera='side') + return Calibration( + angle_factor=angle_factor, + cameras=cameras, + targets=targets, + clockwise_rotation=True, + reference_camera="side", + ) # deprecated functions used in old calibration scripts (see equivalents in Calibration methods) + def find_position_3d_points(pt2d, calibration): - """ Find the coordinates of one point clicked on several image + """Find the coordinates of one point clicked on several image Args: pt2d: a {id_camera:{angle:(x, y),...},...} dict of pixel coordinates @@ -1979,6 +2148,6 @@ def find_position_3d_points(pt2d, calibration): def find_position_3d_points_soil(im_pts, calibration): image_points = {id_cam: [im_pts[0]] for id_cam in im_pts} - return calibration.find_frame(image_points, - fixed_parameters={'_pos_x': 0, '_pos_y': 0}, - fixed_coords={'z': 0}) + return calibration.find_frame( + image_points, fixed_parameters={"_pos_x": 0, "_pos_y": 0}, fixed_coords={"z": 0} + ) diff --git a/src/openalea/phenomenal/calibration/calibration_manual.py b/src/openalea/phenomenal/calibration/calibration_manual.py index 9bb8deae..89039f78 100644 --- a/src/openalea/phenomenal/calibration/calibration_manual.py +++ b/src/openalea/phenomenal/calibration/calibration_manual.py @@ -12,8 +12,7 @@ import math # ============================================================================== -__all__ = ["EnvironmentCamera", - "CalibrationCameraManual"] +__all__ = ["EnvironmentCamera", "CalibrationCameraManual"] # ============================================================================== @@ -66,7 +65,6 @@ def __init__(self): class CalibrationCameraManual(object): def __init__(self, env_feat): - # ====================================================================== # Dimension image self.width_image = env_feat.w @@ -84,9 +82,9 @@ def __init__(self, env_feat): # ====================================================================== # X0, Y0, Z0 - self.xo = ((w2 - env_feat.dleft) / env_feat.convSide) + self.xo = (w2 - env_feat.dleft) / env_feat.convSide self.yo = self.cbox / 2 - self.zo = ((h2 - (h - env_feat.hSide)) / env_feat.convSide) + self.zo = (h2 - (h - env_feat.hSide)) / env_feat.convSide # ====================================================================== # Top scale ground level (pix / cm) @@ -94,7 +92,7 @@ def __init__(self, env_feat): # XT, YT, ZT self.xt = (h2 - env_feat.dleft_top) / conv_top - self.yt = ((w2 - (w - env_feat.dback - env_feat.cTop)) / conv_top) + self.yt = (w2 - (w - env_feat.dback - env_feat.cTop)) / conv_top self.zt = self.zo # ====================================================================== @@ -104,7 +102,7 @@ def __init__(self, env_feat): # ====================================================================== # hcTop[1] scale level - cTop = (env_feat.lcTop[0] / env_feat.lcSide[0] * env_feat.convSide) + cTop = env_feat.lcTop[0] / env_feat.lcSide[0] * env_feat.convSide gamma = env_feat.lcTop[1] / env_feat.lcTop[0] self.pTop = cTop * (gamma - 1) / (env_feat.hcTop[0] - env_feat.hcTop[1]) @@ -113,7 +111,7 @@ def __init__(self, env_feat): # Scale level 0 self.conv_top_ref = conv_top + self.pTop * self.zo self.conv_side_ref = env_feat.convSide + self.pSide * self.cbox / 2 - self.rotationTop = - env_feat.angTop + self.rotationTop = -env_feat.angTop def top_projection(self, position): # coordinates / optical center in real world @@ -131,8 +129,7 @@ def top_projection(self, position): xim = round(self.height_image / 2 + ximo) yim = round(self.width_image / 2 - yimo) - return (min(self.height_image, max(1, xim)), - min(self.width_image, max(1, yim))) + return (min(self.height_image, max(1, xim)), min(self.width_image, max(1, yim))) def side_projection(self, position): # coordinates / optical center in real world @@ -151,12 +148,10 @@ def side_projection(self, position): xim = round(self.width_image / 2.0 + ximo) yim = round(self.height_image / 2.0 - yimo) - return (min(self.width_image, max(0, xim)), - min(self.height_image, max(0, yim))) + return (min(self.width_image, max(0, xim)), min(self.height_image, max(0, yim))) def side_rotation(self, position, angle): - - t = - angle / 180.0 * math.pi + t = -angle / 180.0 * math.pi cbox2 = self.cbox / 2.0 sint = math.sin(t) cost = math.cos(t) @@ -170,7 +165,6 @@ def side_rotation(self, position, angle): return tmp_x + cbox2, tmp_y + cbox2, position[2] def project_point(self, point, angle): - if angle == -1: return self.top_projection(point) else: diff --git a/src/openalea/phenomenal/calibration/calibration_opencv.py b/src/openalea/phenomenal/calibration/calibration_opencv.py index 9e570936..baa67720 100644 --- a/src/openalea/phenomenal/calibration/calibration_opencv.py +++ b/src/openalea/phenomenal/calibration/calibration_opencv.py @@ -28,38 +28,37 @@ def __init__(self): self.translation_vectors = dict() def __str__(self): - my_str = '' - my_str += 'Focal Matrix : \n' + str(self.focal_matrix) + '\n\n' - my_str += 'Distortion Coefficient : \n' + str( - self.distortion_coefficient) + '\n\n' + my_str = "" + my_str += "Focal Matrix : \n" + str(self.focal_matrix) + "\n\n" + my_str += ( + "Distortion Coefficient : \n" + str(self.distortion_coefficient) + "\n\n" + ) for angle in self.rotation_vectors: if self.rotation_vectors[angle] is not None: - my_str += 'Angle : %d - rot : %f, %f, %f \n' % ( + my_str += "Angle : %d - rot : %f, %f, %f \n" % ( angle, self.rotation_vectors[angle][0][0], self.rotation_vectors[angle][1][0], - self.rotation_vectors[angle][2][0]) + self.rotation_vectors[angle][2][0], + ) else: - my_str += 'Angle : %d - rot : None \n' % angle + my_str += "Angle : %d - rot : None \n" % angle for angle in self.translation_vectors: if self.translation_vectors[angle] is not None: - my_str += 'Angle : %d - trans : %f, %f, %f \n' % ( + my_str += "Angle : %d - trans : %f, %f, %f \n" % ( angle, self.translation_vectors[angle][0][0], self.translation_vectors[angle][1][0], - self.translation_vectors[angle][2][0]) + self.translation_vectors[angle][2][0], + ) else: - my_str += 'Angle : %d - trans : None \n' % angle + my_str += "Angle : %d - trans : None \n" % angle return my_str - def calibrate(self, - ref_target_points_2d, - ref_target_points_local_3d, - size_image): - + def calibrate(self, ref_target_points_2d, ref_target_points_local_3d, size_image): image_points = list() object_points = list() @@ -78,16 +77,20 @@ def calibrate(self, # Convert list to numpy array image_points = numpy.array(image_points) object_points = numpy.array(object_points) - ret, focal_matrix, distortion_coefficient, rvecs, tvecs = \ - cv2.calibrateCamera(object_points, - image_points, - size_image, - camera_matrix, - distortion_coefficient, - flags=cv2.CALIB_ZERO_TANGENT_DIST + - cv2.CALIB_FIX_K1 + cv2.CALIB_FIX_K2 + - cv2.CALIB_FIX_K3 + cv2.CALIB_FIX_K4 + - cv2.CALIB_FIX_K5 + cv2.CALIB_FIX_K6) + ret, focal_matrix, distortion_coefficient, rvecs, tvecs = cv2.calibrateCamera( + object_points, + image_points, + size_image, + camera_matrix, + distortion_coefficient, + flags=cv2.CALIB_ZERO_TANGENT_DIST + + cv2.CALIB_FIX_K1 + + cv2.CALIB_FIX_K2 + + cv2.CALIB_FIX_K3 + + cv2.CALIB_FIX_K4 + + cv2.CALIB_FIX_K5 + + cv2.CALIB_FIX_K6, + ) # cv2.CALIB_FIX_PRINCIPAL_POINT + @@ -109,7 +112,8 @@ def project_points(pts): self.rotation_vectors[id_view], self.translation_vectors[id_view], self.focal_matrix, - self.distortion_coefficient) + self.distortion_coefficient, + ) return projected_pts[:, 0, :] @@ -118,47 +122,57 @@ def project_points(pts): def dump(self, file_path): save_class = dict() - fm = self.focal_matrix.reshape((9, )).tolist() - save_class['focal_matrix'] = fm + fm = self.focal_matrix.reshape((9,)).tolist() + save_class["focal_matrix"] = fm - dc = self.distortion_coefficient.reshape((5, )).tolist() - save_class['distortion_coefficient'] = dc + dc = self.distortion_coefficient.reshape((5,)).tolist() + save_class["distortion_coefficient"] = dc rv = dict() for angle in self.rotation_vectors: - rv[angle] = self.rotation_vectors[angle].reshape((3, )).tolist() - save_class['rotation_vectors'] = rv + rv[angle] = self.rotation_vectors[angle].reshape((3,)).tolist() + save_class["rotation_vectors"] = rv tv = dict() for angle in self.translation_vectors: - tv[angle] = self.translation_vectors[angle].reshape((3, )).tolist() - save_class['translation_vectors'] = tv + tv[angle] = self.translation_vectors[angle].reshape((3,)).tolist() + save_class["translation_vectors"] = tv - with open(file_path + '.json', 'w') as output_file: + with open(file_path + ".json", "w") as output_file: json.dump(save_class, output_file) @staticmethod def load(file_path): - with open(file_path + '.json', 'r') as input_file: + with open(file_path + ".json", "r") as input_file: save_class = json.load(input_file) - fm = numpy.array(save_class['focal_matrix']).reshape( - (3, 3)).astype(numpy.float32) + fm = ( + numpy.array(save_class["focal_matrix"]) + .reshape((3, 3)) + .astype(numpy.float32) + ) - dc = numpy.array(save_class['distortion_coefficient']).reshape( - (5, 1)).astype(numpy.float32) + dc = ( + numpy.array(save_class["distortion_coefficient"]) + .reshape((5, 1)) + .astype(numpy.float32) + ) rv = dict() - for angle in save_class['rotation_vectors']: - rv[float(angle)] = numpy.array( - save_class['rotation_vectors'][angle]).reshape( - (3, 1)).astype(numpy.float32) + for angle in save_class["rotation_vectors"]: + rv[float(angle)] = ( + numpy.array(save_class["rotation_vectors"][angle]) + .reshape((3, 1)) + .astype(numpy.float32) + ) tv = dict() - for angle in save_class['translation_vectors']: - tv[float(angle)] = numpy.array( - save_class['translation_vectors'][angle]).reshape( - (3, 1)).astype(numpy.float32) + for angle in save_class["translation_vectors"]: + tv[float(angle)] = ( + numpy.array(save_class["translation_vectors"][angle]) + .reshape((3, 1)) + .astype(numpy.float32) + ) c = CalibrationCameraOpenCv() c.focal_matrix = fm diff --git a/src/openalea/phenomenal/calibration/chessboard.py b/src/openalea/phenomenal/calibration/chessboard.py index 4934e5ca..f5a7f5a9 100644 --- a/src/openalea/phenomenal/calibration/chessboard.py +++ b/src/openalea/phenomenal/calibration/chessboard.py @@ -24,8 +24,7 @@ # ============================================================================== -def compass_position(rotation, south_rotation, clockwise=True, - intercardinal=False): +def compass_position(rotation, south_rotation, clockwise=True, intercardinal=False): """Find the cardinal position of a rotated object Args: @@ -40,31 +39,29 @@ def compass_position(rotation, south_rotation, clockwise=True, """ if intercardinal: - quadrants = ['SouthWest', 'NorthWest', 'NorthEast', 'SouthEast'] + quadrants = ["SouthWest", "NorthWest", "NorthEast", "SouthEast"] if not clockwise: - quadrants = ['SouthEast', 'NorthEast', 'NorthWest', 'SouthWest'] + quadrants = ["SouthEast", "NorthEast", "NorthWest", "SouthWest"] else: - quadrants = ['South', 'West', 'North', 'East'] + quadrants = ["South", "West", "North", "East"] if not clockwise: - quadrants = ['South', 'East', 'North', 'West'] + quadrants = ["South", "East", "North", "West"] # boundary angles for the different quadrants first_bound = 45 if intercardinal: first_bound = 90 - boundaries = [(south_rotation + first_bound + 90 * i) % 360 for i in - range(4)] + boundaries = [(south_rotation + first_bound + 90 * i) % 360 for i in range(4)] sorter = numpy.argsort(boundaries) quadrants = [quadrants[i] for i in sorter] return quadrants[ - numpy.searchsorted(boundaries, rotation, sorter=sorter) % len( - quadrants)] + numpy.searchsorted(boundaries, rotation, sorter=sorter) % len(quadrants) + ] class Target(object): - def __init__(self): self.image_points = collections.defaultdict(dict) @@ -79,7 +76,6 @@ def get_image_points(self): class Chessboard(object): - def __init__(self, square_size=50, shape=(7, 7), facing_angles=None): """Instantiate a chessboard object @@ -101,19 +97,19 @@ def __init__(self, square_size=50, shape=(7, 7), facing_angles=None): self.facing_angles = facing_angles def __str__(self): - s = ("Chessboard Attributes :\n" - "Square size (mm): {}\n" - "Shape : {}\n".format(self.square_size, self.shape)) + s = "Chessboard Attributes :\n" "Square size (mm): {}\n" "Shape : {}\n".format( + self.square_size, self.shape + ) return s def get_corners_local_3d(self, old_style=False): - """ Chessboard local frame is defined by chessboard center, x-axis along width (left >right), - Y-axis along height (bottom -> up) and z axis normal to chessboard plane - Chessboard corners are returned ordered line by line, from top left to bottom right + """Chessboard local frame is defined by chessboard center, x-axis along width (left >right), + Y-axis along height (bottom -> up) and z axis normal to chessboard plane + Chessboard corners are returned ordered line by line, from top left to bottom right - old_order returns in the expected order / origin for oldcalibration (phenomenal < 1.7.1) - """ + old_order returns in the expected order / origin for oldcalibration (phenomenal < 1.7.1) + """ square_size = self.square_size width, height = self.shape @@ -126,11 +122,11 @@ def get_corners_local_3d(self, old_style=False): corners_local_3d.append(v) else: origin = numpy.array( - [width * square_size / 2., height * square_size / 2., 0]) + [width * square_size / 2.0, height * square_size / 2.0, 0] + ) for y in reversed(range(height)): for x in range(width): - v = numpy.array( - [x * square_size, y * square_size, 0.0]) - origin + v = numpy.array([x * square_size, y * square_size, 0.0]) - origin corners_local_3d.append(v) return corners_local_3d @@ -139,13 +135,18 @@ def get_corners_2d(self, id_camera): corners_2d = dict() if id_camera in self.image_points: for rotation in self.image_points[id_camera]: - corners_2d[rotation] = self.image_points[id_camera][rotation][:, - 0, :] + corners_2d[rotation] = self.image_points[id_camera][rotation][:, 0, :] return corners_2d - def order_image_points(self, image_points, rotation, facing_angle, - clockwise_rotation=True, check_only=False): + def order_image_points( + self, + image_points, + rotation, + facing_angle, + clockwise_rotation=True, + check_only=False, + ): """ order image points to match order of corner points (see details) @@ -177,20 +178,23 @@ def order_image_points(self, image_points, rotation, facing_angle, # du, dv between fist and last point of first line du = image_points[width - 1, 0, 0] - image_points[0, 0, 0] dv = image_points[width - 1, 0, 1] - image_points[0, 0, 1] - cpos = compass_position(rotation, south_rotation=facing_angle, - clockwise=clockwise_rotation, - intercardinal=True) + cpos = compass_position( + rotation, + south_rotation=facing_angle, + clockwise=clockwise_rotation, + intercardinal=True, + ) ordered = True if abs(du) > abs(dv): # target is horizontal on image, use north/ south criteria - if (cpos.startswith('South') and du < 0) or ( - cpos.startswith('North') and du > 0): + if (cpos.startswith("South") and du < 0) or ( + cpos.startswith("North") and du > 0 + ): ordered = False else: # target is vertical, use east / west criteria - if (cpos.endswith('West') and dv < 0) or ( - cpos.endswith('East') and dv > 0): + if (cpos.endswith("West") and dv < 0) or (cpos.endswith("East") and dv > 0): ordered = False if check_only: @@ -208,18 +212,24 @@ def check_order(self, check_only=False): facing = self.facing_angles[id_camera] ordered = self.order_image_points( self.image_points[id_camera][rotation], - rotation, facing, check_only=check_only) + rotation, + facing, + check_only=check_only, + ) if check_only: if not ordered: print( - '{}, angle {}: image points are not ordered'.format( - id_camera, rotation)) + "{}, angle {}: image points are not ordered".format( + id_camera, rotation + ) + ) else: self.image_points[id_camera][rotation] = ordered - def detect_corners(self, id_camera, rotation, image, check_order=True, - image_id=None): - """ Detection of pixel coordinates of chessboard corner points + def detect_corners( + self, id_camera, rotation, image, check_order=True, image_id=None + ): + """Detection of pixel coordinates of chessboard corner points Args: id_camera: (str) label of the camera that acquired the image @@ -251,26 +261,33 @@ def detect_corners(self, id_camera, rotation, image, check_order=True, self.image_ids[id_camera][rotation] = image_id try: - found, corners = cv2.findChessboardCorners( image, tuple(self.shape), - flags=cv2.CALIB_CB_ADAPTIVE_THRESH + - cv2.CALIB_CB_NORMALIZE_IMAGE) + flags=cv2.CALIB_CB_ADAPTIVE_THRESH + cv2.CALIB_CB_NORMALIZE_IMAGE, + ) if found: cv2.cornerSubPix( - image, corners, (11, 11), (-1, -1), - criteria=(cv2.TERM_CRITERIA_EPS + - cv2.TERM_CRITERIA_MAX_ITER, 30, 0.001)) + image, + corners, + (11, 11), + (-1, -1), + criteria=( + cv2.TERM_CRITERIA_EPS + cv2.TERM_CRITERIA_MAX_ITER, + 30, + 0.001, + ), + ) if check_order: if id_camera not in self.facing_angles: raise ValueError( - 'facing rotation should be specified for order checking') - corners = self.order_image_points(corners, rotation, - self.facing_angles[ - id_camera]) + "facing rotation should be specified for order checking" + ) + corners = self.order_image_points( + corners, rotation, self.facing_angles[id_camera] + ) self.image_points[id_camera][rotation] = corners @@ -280,7 +297,6 @@ def detect_corners(self, id_camera, rotation, image, check_order=True, return found def image_resolutions(self): - def _dist(pix1, pix2): x1, y1 = pix1 x2, y2 = pix2 @@ -298,7 +314,7 @@ def pixel_area(a, w): return numpy.mean([top, bottom]) * numpy.mean([left, right]) width, height = self.shape - area = width * height * self.square_size ** 2 + area = width * height * self.square_size**2 resolutions = {cid: [] for cid in self.image_points} for id_camera, cam_pts in self.image_points.items(): @@ -316,80 +332,84 @@ def dump(self, filename): image_points = collections.defaultdict(dict) for id_camera in self.image_points: for id_image in self.image_points[id_camera]: - image_points[id_camera][id_image] = \ - self.image_points[id_camera][id_image].tolist() + image_points[id_camera][id_image] = self.image_points[id_camera][ + id_image + ].tolist() save_class = dict() - save_class['square_size'] = self.square_size - save_class['shape'] = self.shape - save_class['image_points'] = image_points + save_class["square_size"] = self.square_size + save_class["shape"] = self.shape + save_class["image_points"] = image_points if len(self.facing_angles) > 0: - save_class['facing_angles'] = self.facing_angles + save_class["facing_angles"] = self.facing_angles if len(self.image_ids) > 0: - save_class['image_ids'] = self.image_ids + save_class["image_ids"] = self.image_ids if len(self.image_sizes) > 0: - save_class['image_sizes'] = self.image_sizes + save_class["image_sizes"] = self.image_sizes - with open(filename, 'w') as output_file: - json.dump(save_class, output_file, - sort_keys=True, - indent=4, - separators=(',', ': ')) + with open(filename, "w") as output_file: + json.dump( + save_class, + output_file, + sort_keys=True, + indent=4, + separators=(",", ": "), + ) def get_image(self, id_camera, rotation, data_dir, show_corners=False): rgb = None if id_camera in self.image_ids: if rotation in self.image_ids[id_camera]: - path = os.path.join(data_dir, - self.image_ids[id_camera][rotation]) + path = os.path.join(data_dir, self.image_ids[id_camera][rotation]) bgr = cv2.imread(path, cv2.IMREAD_COLOR) if show_corners: found = rotation in self.image_points[id_camera] if found: corners = self.image_points[id_camera][rotation] - bgr = cv2.drawChessboardCorners(bgr, tuple(self.shape), - corners, found) + bgr = cv2.drawChessboardCorners( + bgr, tuple(self.shape), corners, found + ) rgb = bgr[:, :, ::-1] return rgb @staticmethod def load(filename): - - with open(filename, 'r') as input_file: + with open(filename, "r") as input_file: save_class = json.load(input_file) - square_size = float(save_class['square_size']) - shape = [int(val) for val in save_class['shape']] + square_size = float(save_class["square_size"]) + shape = [int(val) for val in save_class["shape"]] chessboard = Chessboard(square_size, shape) - image_points = save_class['image_points'] + image_points = save_class["image_points"] # Convert to numpy format for id_camera in image_points: for rotation in image_points[id_camera]: rot = int(float(rotation)) # restore dtype of opencv func - chessboard.image_points[id_camera][rot] = \ - numpy.array(image_points[id_camera][rotation]).astype( - numpy.float32) + chessboard.image_points[id_camera][rot] = numpy.array( + image_points[id_camera][rotation] + ).astype(numpy.float32) - if 'facing_angles' in save_class: - chessboard.facing_angles = save_class['facing_angles'] + if "facing_angles" in save_class: + chessboard.facing_angles = save_class["facing_angles"] - if 'image_ids' in save_class: - image_ids = save_class['image_ids'] + if "image_ids" in save_class: + image_ids = save_class["image_ids"] for id_camera in image_ids: for rotation in image_ids[id_camera]: rot = int(float(rotation)) - chessboard.image_ids[id_camera][rot] = \ - image_ids[id_camera][rotation] + chessboard.image_ids[id_camera][rot] = image_ids[id_camera][ + rotation + ] - if 'image_sizes' in save_class: - chessboard.image_sizes = save_class['image_sizes'] + if "image_sizes" in save_class: + chessboard.image_sizes = save_class["image_sizes"] return chessboard @@ -438,14 +458,15 @@ def facings(self): return {k: v.facing_angles for k, v in self.chessboards.items()} def image_points(self): - return {camera: {k: v.get_corners_2d(camera) for k, v in - self.chessboards.items()} for camera in self.cameras()} + return { + camera: {k: v.get_corners_2d(camera) for k, v in self.chessboards.items()} + for camera in self.cameras() + } def target_points(self): - return {k: v.get_corners_local_3d() for k, v in - self.chessboards.items()} + return {k: v.get_corners_local_3d() for k, v in self.chessboards.items()} - def get_image(self, target, id_camera, rotation, data_dir, - show_corners=False): - return self.chessboards[target].get_image(id_camera, rotation, data_dir, - show_corners) + def get_image(self, target, id_camera, rotation, data_dir, show_corners=False): + return self.chessboards[target].get_image( + id_camera, rotation, data_dir, show_corners + ) diff --git a/src/openalea/phenomenal/calibration/frame.py b/src/openalea/phenomenal/calibration/frame.py index 22d9a985..4a836289 100644 --- a/src/openalea/phenomenal/calibration/frame.py +++ b/src/openalea/phenomenal/calibration/frame.py @@ -13,43 +13,37 @@ """ This module defines a frame or coordinate system in space """ + # ============================================================================== from __future__ import division, print_function, absolute_import import numpy.linalg -from numpy import (zeros, - dot, - add, - subtract, - divide, - tensordot, - cross, - transpose, - sign) -from numba import njit +from numpy import zeros, dot, add, subtract, divide, tensordot, cross, transpose, sign +from functools import reduce # ============================================================================== -__all__ = ["x_axis", - "y_axis", - "z_axis", - "Frame", - "triangle_frame", - "tetrahedron_frame", - "mean_frame", - "change_frame_tensor2", - "local_to_global3d"] +__all__ = [ + "x_axis", + "y_axis", + "z_axis", + "Frame", + "triangle_frame", + "tetrahedron_frame", + "mean_frame", + "change_frame_tensor2", + "local_to_global3d", +] # ============================================================================== -x_axis = numpy.array([1., 0., 0.]) -y_axis = numpy.array([0., 1., 0.]) -z_axis = numpy.array([0., 0., 1.]) +x_axis = numpy.array([1.0, 0.0, 0.0]) +y_axis = numpy.array([0.0, 1.0, 0.0]) +z_axis = numpy.array([0.0, 0.0, 1.0]) -class Frame(object): - """A helping class to deal with change of referential in 3D space. - """ +class Frame: + """A helping class to deal with change of referential in 3D space.""" def __init__(self, axes=None, origin=None): """Constructor @@ -64,10 +58,13 @@ def __init__(self, axes=None, origin=None): in the global frame """ if axes is None: - self._axes = numpy.array([(1., 0., 0.), (0., 1., 0.), (0., 0., 1.)]) + self._axes = numpy.array( + [(1.0, 0.0, 0.0), (0.0, 1.0, 0.0), (0.0, 0.0, 1.0)] + ) else: - self._axes = numpy.array(tuple(divide(vec, numpy.linalg.norm(vec)) for - vec in axes)) + self._axes = numpy.array( + tuple(divide(vec, numpy.linalg.norm(vec)) for vec in axes) + ) if origin is None: self._origin = zeros(3) @@ -193,7 +190,6 @@ def global_tensor(self, tensor): # change of referential in the local plane O,Ox,Oy # ############################################### - @njit def local_tensor2(self, tensor): """Local coordinates of a global tensor expressed in the local plane Ox,Oy @@ -210,12 +206,11 @@ def local_tensor2(self, tensor): nb = len(tensor.shape) - 1 ret = tensordot(fr, tensor, [1, nb]) - for i in xrange(1, len(tensor.shape)): + for i in range(1, len(tensor.shape)): ret = tensordot(fr, ret, [1, nb]) return ret - @njit def global_tensor2(self, tensor): """Global coordinates of a local tensor @@ -231,11 +226,12 @@ def global_tensor2(self, tensor): nb = len(tensor.shape) - 1 ret = tensordot(fr, tensor, [1, nb]) - for i in xrange(1, len(tensor.shape)): + for i in range(1, len(tensor.shape)): ret = tensordot(fr, ret, [1, nb]) return ret + def triangle_frame(pt1, pt2, pt3): """Compute the local frame of a triangle @@ -317,7 +313,7 @@ def tetrahedron_frame(pt1, pt2, pt3, pt4): es = cross(et, er) return Frame((er, es, et), pt1) -@njit + def mean_frame(frames): """Compute the mean frame of all given frames. diff --git a/src/openalea/phenomenal/calibration/transformations.py b/src/openalea/phenomenal/calibration/transformations.py index 93ee850f..477e3c72 100644 --- a/src/openalea/phenomenal/calibration/transformations.py +++ b/src/openalea/phenomenal/calibration/transformations.py @@ -31,7 +31,6 @@ # POSSIBILITY OF SUCH DAMAGE. """Homogeneous Transformation Matrices and Quaternions. - A library for calculating 4x4 matrices for translating, rotating, reflecting, scaling, shearing, projecting, orthogonalizing, and superimposing arrays of 3D homogeneous coordinates as well as for converting between rotation matrices, @@ -199,8 +198,8 @@ import numpy -__version__ = '2015.07.18' -__docformat__ = 'restructuredtext en' +__version__ = "2015.07.18" +__docformat__ = "restructuredtext en" __all__ = ["rotation_matrix", "concatenate_matrices"] @@ -331,9 +330,13 @@ def rotation_matrix(angle, direction, point=None): R = numpy.diag([cosa, cosa, cosa]) R += numpy.outer(direction, direction) * (1.0 - cosa) direction *= sina - R += numpy.array([[ 0.0, -direction[2], direction[1]], - [ direction[2], 0.0, -direction[0]], - [-direction[1], direction[0], 0.0]]) + R += numpy.array( + [ + [0.0, -direction[2], direction[1]], + [direction[2], 0.0, -direction[0]], + [-direction[1], direction[0], 0.0], + ] + ) M = numpy.identity(4) M[:3, :3] = R if point is not None: @@ -374,11 +377,11 @@ def rotation_from_matrix(matrix): # rotation angle depending on direction cosa = (numpy.trace(R33) - 1.0) / 2.0 if abs(direction[2]) > 1e-8: - sina = (R[1, 0] + (cosa-1.0)*direction[0]*direction[1]) / direction[2] + sina = (R[1, 0] + (cosa - 1.0) * direction[0] * direction[1]) / direction[2] elif abs(direction[1]) > 1e-8: - sina = (R[0, 2] + (cosa-1.0)*direction[0]*direction[2]) / direction[1] + sina = (R[0, 2] + (cosa - 1.0) * direction[0] * direction[2]) / direction[1] else: - sina = (R[2, 1] + (cosa-1.0)*direction[1]*direction[2]) / direction[0] + sina = (R[2, 1] + (cosa - 1.0) * direction[1] * direction[2]) / direction[0] angle = math.atan2(sina, cosa) return angle, direction, point @@ -458,8 +461,7 @@ def scale_from_matrix(matrix): return factor, origin, direction -def projection_matrix(point, normal, direction=None, - perspective=None, pseudo=False): +def projection_matrix(point, normal, direction=None, perspective=None, pseudo=False): """Return matrix to project onto plane defined by point and normal. Using either perspective point, projection direction, or none of both. @@ -496,12 +498,12 @@ def projection_matrix(point, normal, direction=None, if perspective is not None: # perspective projection perspective = numpy.array(perspective[:3], dtype=numpy.float64) - M[0, 0] = M[1, 1] = M[2, 2] = numpy.dot(perspective-point, normal) + M[0, 0] = M[1, 1] = M[2, 2] = numpy.dot(perspective - point, normal) M[:3, :3] -= numpy.outer(perspective, normal) if pseudo: # preserve relative depth M[:3, :3] -= numpy.outer(normal, normal) - M[:3, 3] = numpy.dot(point, normal) * (perspective+normal) + M[:3, 3] = numpy.dot(point, normal) * (perspective + normal) else: M[:3, 3] = numpy.dot(point, normal) * perspective M[3, :3] = -normal @@ -581,11 +583,10 @@ def projection_from_matrix(matrix, pseudo=False): # perspective projection i = numpy.where(abs(numpy.real(w)) > 1e-8)[0] if not len(i): - raise ValueError( - "no eigenvector not corresponding to eigenvalue 0") + raise ValueError("no eigenvector not corresponding to eigenvalue 0") point = numpy.real(V[:, i[-1]]).squeeze() point /= point[3] - normal = - M[3, :3] + normal = -M[3, :3] perspective = M[:3, 3] / numpy.dot(point[:3], normal) if pseudo: perspective -= normal @@ -632,15 +633,19 @@ def clip_matrix(left, right, bottom, top, near, far, perspective=False): if near <= _EPS: raise ValueError("invalid frustum: near <= 0") t = 2.0 * near - M = [[t/(left-right), 0.0, (right+left)/(right-left), 0.0], - [0.0, t/(bottom-top), (top+bottom)/(top-bottom), 0.0], - [0.0, 0.0, (far+near)/(near-far), t*far/(far-near)], - [0.0, 0.0, -1.0, 0.0]] + M = [ + [t / (left - right), 0.0, (right + left) / (right - left), 0.0], + [0.0, t / (bottom - top), (top + bottom) / (top - bottom), 0.0], + [0.0, 0.0, (far + near) / (near - far), t * far / (far - near)], + [0.0, 0.0, -1.0, 0.0], + ] else: - M = [[2.0/(right-left), 0.0, 0.0, (right+left)/(left-right)], - [0.0, 2.0/(top-bottom), 0.0, (top+bottom)/(bottom-top)], - [0.0, 0.0, 2.0/(far-near), (far+near)/(near-far)], - [0.0, 0.0, 0.0, 1.0]] + M = [ + [2.0 / (right - left), 0.0, 0.0, (right + left) / (left - right)], + [0.0, 2.0 / (top - bottom), 0.0, (top + bottom) / (bottom - top)], + [0.0, 0.0, 2.0 / (far - near), (far + near) / (near - far)], + [0.0, 0.0, 0.0, 1.0], + ] return numpy.array(M) @@ -760,7 +765,7 @@ def decompose_matrix(matrix): if not numpy.linalg.det(P): raise ValueError("matrix is singular") - scale = numpy.zeros((3, )) + scale = numpy.zeros((3,)) shear = [0.0, 0.0, 0.0] angles = [0.0, 0.0, 0.0] @@ -798,15 +803,16 @@ def decompose_matrix(matrix): angles[0] = math.atan2(row[1, 2], row[2, 2]) angles[2] = math.atan2(row[0, 1], row[0, 0]) else: - #angles[0] = math.atan2(row[1, 0], row[1, 1]) + # angles[0] = math.atan2(row[1, 0], row[1, 1]) angles[0] = math.atan2(-row[2, 1], row[1, 1]) angles[2] = 0.0 return scale, shear, angles, translate, perspective -def compose_matrix(scale=None, shear=None, angles=None, translate=None, - perspective=None): +def compose_matrix( + scale=None, shear=None, angles=None, translate=None, perspective=None +): """Return transformation matrix from sequence of transformations. This is the inverse of the decompose_matrix function. @@ -840,7 +846,7 @@ def compose_matrix(scale=None, shear=None, angles=None, translate=None, T[:3, 3] = translate[:3] M = numpy.dot(M, T) if angles is not None: - R = euler_matrix(angles[0], angles[1], angles[2], 'sxyz') + R = euler_matrix(angles[0], angles[1], angles[2], "sxyz") M = numpy.dot(M, R) if shear is not None: Z = numpy.identity(4) @@ -878,11 +884,14 @@ def orthogonalization_matrix(lengths, angles): sina, sinb, _ = numpy.sin(angles) cosa, cosb, cosg = numpy.cos(angles) co = (cosa * cosb - cosg) / (sina * sinb) - return numpy.array([ - [ a*sinb*math.sqrt(1.0-co*co), 0.0, 0.0, 0.0], - [-a*sinb*co, b*sina, 0.0, 0.0], - [ a*cosb, b*cosa, c, 0.0], - [ 0.0, 0.0, 0.0, 1.0]]) + return numpy.array( + [ + [a * sinb * math.sqrt(1.0 - co * co), 0.0, 0.0, 0.0], + [-a * sinb * co, b * sina, 0.0, 0.0], + [a * cosb, b * cosa, c, 0.0], + [0.0, 0.0, 0.0, 1.0], + ] + ) def affine_matrix_from_points(v0, v1, shear=True, scale=True, usesvd=True): @@ -935,11 +944,11 @@ def affine_matrix_from_points(v0, v1, shear=True, scale=True, usesvd=True): # move centroids to origin t0 = -numpy.mean(v0, axis=1) - M0 = numpy.identity(ndims+1) + M0 = numpy.identity(ndims + 1) M0[:ndims, ndims] = t0 v0 += t0.reshape(ndims, 1) t1 = -numpy.mean(v1, axis=1) - M1 = numpy.identity(ndims+1) + M1 = numpy.identity(ndims + 1) M1[:ndims, ndims] = t1 v1 += t1.reshape(ndims, 1) @@ -949,10 +958,10 @@ def affine_matrix_from_points(v0, v1, shear=True, scale=True, usesvd=True): u, s, vh = numpy.linalg.svd(A.T) vh = vh[:ndims].T B = vh[:ndims] - C = vh[ndims:2*ndims] + C = vh[ndims : 2 * ndims] t = numpy.dot(C, numpy.linalg.pinv(B)) t = numpy.concatenate((t, numpy.zeros((ndims, 1))), axis=1) - M = numpy.vstack((t, ((0.0,)*ndims) + (1.0,))) + M = numpy.vstack((t, ((0.0,) * ndims) + (1.0,))) elif usesvd or ndims != 3: # Rigid transformation via SVD of covariance matrix u, s, vh = numpy.linalg.svd(numpy.dot(v1, v0.T)) @@ -960,10 +969,10 @@ def affine_matrix_from_points(v0, v1, shear=True, scale=True, usesvd=True): R = numpy.dot(u, vh) if numpy.linalg.det(R) < 0.0: # R does not constitute right handed system - R -= numpy.outer(u[:, ndims-1], vh[ndims-1, :]*2.0) + R -= numpy.outer(u[:, ndims - 1], vh[ndims - 1, :] * 2.0) s[-1] *= -1.0 # homogeneous transformation matrix - M = numpy.identity(ndims+1) + M = numpy.identity(ndims + 1) M[:ndims, :ndims] = R else: # Rigid transformation matrix via quaternion @@ -971,10 +980,12 @@ def affine_matrix_from_points(v0, v1, shear=True, scale=True, usesvd=True): xx, yy, zz = numpy.sum(v0 * v1, axis=1) xy, yz, zx = numpy.sum(v0 * numpy.roll(v1, -1, axis=0), axis=1) xz, yx, zy = numpy.sum(v0 * numpy.roll(v1, -2, axis=0), axis=1) - N = [[xx+yy+zz, 0.0, 0.0, 0.0], - [yz-zy, xx-yy-zz, 0.0, 0.0], - [zx-xz, xy+yx, yy-xx-zz, 0.0], - [xy-yx, zx+xz, yz+zy, zz-xx-yy]] + N = [ + [xx + yy + zz, 0.0, 0.0, 0.0], + [yz - zy, xx - yy - zz, 0.0, 0.0], + [zx - xz, xy + yx, yy - xx - zz, 0.0], + [xy - yx, zx + xz, yz + zy, zz - xx - yy], + ] # quaternion: eigenvector corresponding to most positive eigenvalue w, V = numpy.linalg.eigh(N) q = V[:, numpy.argmax(w)] @@ -1041,11 +1052,10 @@ def superimposition_matrix(v0, v1, scale=False, usesvd=True): """ v0 = numpy.array(v0, dtype=numpy.float64, copy=False)[:3] v1 = numpy.array(v1, dtype=numpy.float64, copy=False)[:3] - return affine_matrix_from_points(v0, v1, shear=False, - scale=scale, usesvd=usesvd) + return affine_matrix_from_points(v0, v1, shear=False, scale=scale, usesvd=usesvd) -def euler_matrix(ai, aj, ak, axes='sxyz'): +def euler_matrix(ai, aj, ak, axes="sxyz"): """Return homogeneous rotation matrix from Euler angles and axis sequence. ai, aj, ak : Euler's roll, pitch and yaw angles @@ -1071,8 +1081,8 @@ def euler_matrix(ai, aj, ak, axes='sxyz'): firstaxis, parity, repetition, frame = axes i = firstaxis - j = _NEXT_AXIS[i+parity] - k = _NEXT_AXIS[i-parity+1] + j = _NEXT_AXIS[i + parity] + k = _NEXT_AXIS[i - parity + 1] if frame: ai, ak = ak, ai @@ -1081,34 +1091,34 @@ def euler_matrix(ai, aj, ak, axes='sxyz'): si, sj, sk = math.sin(ai), math.sin(aj), math.sin(ak) ci, cj, ck = math.cos(ai), math.cos(aj), math.cos(ak) - cc, cs = ci*ck, ci*sk - sc, ss = si*ck, si*sk + cc, cs = ci * ck, ci * sk + sc, ss = si * ck, si * sk M = numpy.identity(4) if repetition: M[i, i] = cj - M[i, j] = sj*si - M[i, k] = sj*ci - M[j, i] = sj*sk - M[j, j] = -cj*ss+cc - M[j, k] = -cj*cs-sc - M[k, i] = -sj*ck - M[k, j] = cj*sc+cs - M[k, k] = cj*cc-ss + M[i, j] = sj * si + M[i, k] = sj * ci + M[j, i] = sj * sk + M[j, j] = -cj * ss + cc + M[j, k] = -cj * cs - sc + M[k, i] = -sj * ck + M[k, j] = cj * sc + cs + M[k, k] = cj * cc - ss else: - M[i, i] = cj*ck - M[i, j] = sj*sc-cs - M[i, k] = sj*cc+ss - M[j, i] = cj*sk - M[j, j] = sj*ss+cc - M[j, k] = sj*cs-sc + M[i, i] = cj * ck + M[i, j] = sj * sc - cs + M[i, k] = sj * cc + ss + M[j, i] = cj * sk + M[j, j] = sj * ss + cc + M[j, k] = sj * cs - sc M[k, i] = -sj - M[k, j] = cj*si - M[k, k] = cj*ci + M[k, j] = cj * si + M[k, k] = cj * ci return M -def euler_from_matrix(matrix, axes='sxyz'): +def euler_from_matrix(matrix, axes="sxyz"): """Return Euler angles from rotation matrix for specified axis sequence. axes : One of 24 axis sequences as string or encoded tuple @@ -1134,29 +1144,29 @@ def euler_from_matrix(matrix, axes='sxyz'): firstaxis, parity, repetition, frame = axes i = firstaxis - j = _NEXT_AXIS[i+parity] - k = _NEXT_AXIS[i-parity+1] + j = _NEXT_AXIS[i + parity] + k = _NEXT_AXIS[i - parity + 1] M = numpy.array(matrix, dtype=numpy.float64, copy=False)[:3, :3] if repetition: - sy = math.sqrt(M[i, j]*M[i, j] + M[i, k]*M[i, k]) + sy = math.sqrt(M[i, j] * M[i, j] + M[i, k] * M[i, k]) if sy > _EPS: - ax = math.atan2( M[i, j], M[i, k]) - ay = math.atan2( sy, M[i, i]) - az = math.atan2( M[j, i], -M[k, i]) + ax = math.atan2(M[i, j], M[i, k]) + ay = math.atan2(sy, M[i, i]) + az = math.atan2(M[j, i], -M[k, i]) else: - ax = math.atan2(-M[j, k], M[j, j]) - ay = math.atan2( sy, M[i, i]) + ax = math.atan2(-M[j, k], M[j, j]) + ay = math.atan2(sy, M[i, i]) az = 0.0 else: - cy = math.sqrt(M[i, i]*M[i, i] + M[j, i]*M[j, i]) + cy = math.sqrt(M[i, i] * M[i, i] + M[j, i] * M[j, i]) if cy > _EPS: - ax = math.atan2( M[k, j], M[k, k]) - ay = math.atan2(-M[k, i], cy) - az = math.atan2( M[j, i], M[i, i]) + ax = math.atan2(M[k, j], M[k, k]) + ay = math.atan2(-M[k, i], cy) + az = math.atan2(M[j, i], M[i, i]) else: - ax = math.atan2(-M[j, k], M[j, j]) - ay = math.atan2(-M[k, i], cy) + ax = math.atan2(-M[j, k], M[j, j]) + ay = math.atan2(-M[k, i], cy) az = 0.0 if parity: @@ -1166,7 +1176,7 @@ def euler_from_matrix(matrix, axes='sxyz'): return ax, ay, az -def euler_from_quaternion(quaternion, axes='sxyz'): +def euler_from_quaternion(quaternion, axes="sxyz"): """Return Euler angles from quaternion for specified axis sequence. >>> angles = euler_from_quaternion([0.99810947, 0.06146124, 0, 0]) @@ -1177,7 +1187,7 @@ def euler_from_quaternion(quaternion, axes='sxyz'): return euler_from_matrix(quaternion_matrix(quaternion), axes) -def quaternion_from_euler(ai, aj, ak, axes='sxyz'): +def quaternion_from_euler(ai, aj, ak, axes="sxyz"): """Return quaternion from Euler angles and axis sequence. ai, aj, ak : Euler's roll, pitch and yaw angles @@ -1195,8 +1205,8 @@ def quaternion_from_euler(ai, aj, ak, axes='sxyz'): firstaxis, parity, repetition, frame = axes i = firstaxis + 1 - j = _NEXT_AXIS[i+parity-1] + 1 - k = _NEXT_AXIS[i-parity] + 1 + j = _NEXT_AXIS[i + parity - 1] + 1 + k = _NEXT_AXIS[i - parity] + 1 if frame: ai, ak = ak, ai @@ -1212,22 +1222,22 @@ def quaternion_from_euler(ai, aj, ak, axes='sxyz'): sj = math.sin(aj) ck = math.cos(ak) sk = math.sin(ak) - cc = ci*ck - cs = ci*sk - sc = si*ck - ss = si*sk + cc = ci * ck + cs = ci * sk + sc = si * ck + ss = si * sk - q = numpy.empty((4, )) + q = numpy.empty((4,)) if repetition: - q[0] = cj*(cc - ss) - q[i] = cj*(cs + sc) - q[j] = sj*(cc + ss) - q[k] = sj*(cs - sc) + q[0] = cj * (cc - ss) + q[i] = cj * (cs + sc) + q[j] = sj * (cc + ss) + q[k] = sj * (cs - sc) else: - q[0] = cj*cc + sj*ss - q[i] = cj*sc - sj*cs - q[j] = cj*ss + sj*cc - q[k] = cj*cs - sj*sc + q[0] = cj * cc + sj * ss + q[i] = cj * sc - sj * cs + q[j] = cj * ss + sj * cc + q[k] = cj * cs - sj * sc if parity: q[j] *= -1.0 @@ -1245,8 +1255,8 @@ def quaternion_about_axis(angle, axis): q = numpy.array([0.0, axis[0], axis[1], axis[2]]) qlen = vector_norm(q) if qlen > _EPS: - q *= math.sin(angle/2.0) / qlen - q[0] = math.cos(angle/2.0) + q *= math.sin(angle / 2.0) / qlen + q[0] = math.cos(angle / 2.0) return q @@ -1270,11 +1280,14 @@ def quaternion_matrix(quaternion): return numpy.identity(4) q *= math.sqrt(2.0 / n) q = numpy.outer(q, q) - return numpy.array([ - [1.0-q[2, 2]-q[3, 3], q[1, 2]-q[3, 0], q[1, 3]+q[2, 0], 0.0], - [ q[1, 2]+q[3, 0], 1.0-q[1, 1]-q[3, 3], q[2, 3]-q[1, 0], 0.0], - [ q[1, 3]-q[2, 0], q[2, 3]+q[1, 0], 1.0-q[1, 1]-q[2, 2], 0.0], - [ 0.0, 0.0, 0.0, 1.0]]) + return numpy.array( + [ + [1.0 - q[2, 2] - q[3, 3], q[1, 2] - q[3, 0], q[1, 3] + q[2, 0], 0.0], + [q[1, 2] + q[3, 0], 1.0 - q[1, 1] - q[3, 3], q[2, 3] - q[1, 0], 0.0], + [q[1, 3] - q[2, 0], q[2, 3] + q[1, 0], 1.0 - q[1, 1] - q[2, 2], 0.0], + [0.0, 0.0, 0.0, 1.0], + ] + ) def quaternion_from_matrix(matrix, isprecise=False): @@ -1315,7 +1328,7 @@ def quaternion_from_matrix(matrix, isprecise=False): """ M = numpy.array(matrix, dtype=numpy.float64, copy=False)[:4, :4] if isprecise: - q = numpy.empty((4, )) + q = numpy.empty((4,)) t = numpy.trace(M) if t > M[3, 3]: q[0] = t @@ -1345,10 +1358,14 @@ def quaternion_from_matrix(matrix, isprecise=False): m21 = M[2, 1] m22 = M[2, 2] # symmetric matrix K - K = numpy.array([[m00-m11-m22, 0.0, 0.0, 0.0], - [m01+m10, m11-m00-m22, 0.0, 0.0], - [m02+m20, m12+m21, m22-m00-m11, 0.0], - [m21-m12, m02-m20, m10-m01, m00+m11+m22]]) + K = numpy.array( + [ + [m00 - m11 - m22, 0.0, 0.0, 0.0], + [m01 + m10, m11 - m00 - m22, 0.0, 0.0], + [m02 + m20, m12 + m21, m22 - m00 - m11, 0.0], + [m21 - m12, m02 - m20, m10 - m01, m00 + m11 + m22], + ] + ) K /= 3.0 # quaternion is eigenvector of K that corresponds to largest eigenvalue w, V = numpy.linalg.eigh(K) @@ -1368,10 +1385,15 @@ def quaternion_multiply(quaternion1, quaternion0): """ w0, x0, y0, z0 = quaternion0 w1, x1, y1, z1 = quaternion1 - return numpy.array([-x1*x0 - y1*y0 - z1*z0 + w1*w0, - x1*w0 + y1*z0 - z1*y0 + w1*x0, - -x1*z0 + y1*w0 + z1*x0 + w1*y0, - x1*y0 - y1*x0 + z1*w0 + w1*z0], dtype=numpy.float64) + return numpy.array( + [ + -x1 * x0 - y1 * y0 - z1 * z0 + w1 * w0, + x1 * w0 + y1 * z0 - z1 * y0 + w1 * x0, + -x1 * z0 + y1 * w0 + z1 * x0 + w1 * y0, + x1 * y0 - y1 * x0 + z1 * w0 + w1 * z0, + ], + dtype=numpy.float64, + ) def quaternion_conjugate(quaternion): @@ -1487,8 +1509,9 @@ def random_quaternion(rand=None): pi2 = math.pi * 2.0 t1 = pi2 * rand[1] t2 = pi2 * rand[2] - return numpy.array([numpy.cos(t2)*r2, numpy.sin(t1)*r1, - numpy.cos(t1)*r1, numpy.sin(t2)*r2]) + return numpy.array( + [numpy.cos(t2) * r2, numpy.sin(t1) * r1, numpy.cos(t1) * r1, numpy.sin(t2) * r2] + ) def random_rotation_matrix(rand=None): @@ -1529,6 +1552,7 @@ class Arcball(object): >>> ball.next() """ + def __init__(self, initial=None): """Initialize virtual trackball control. @@ -1547,7 +1571,7 @@ def __init__(self, initial=None): initial = numpy.array(initial, dtype=numpy.float64) if initial.shape == (4, 4): self._qdown = quaternion_from_matrix(initial) - elif initial.shape == (4, ): + elif initial.shape == (4,): initial /= vector_norm(initial) self._qdown = initial else: @@ -1609,7 +1633,7 @@ def drag(self, point): def next(self, acceleration=0.0): """Continue rotation in direction of last drag.""" - q = quaternion_slerp(self._qpre, self._qnow, 2.0+acceleration, False) + q = quaternion_slerp(self._qpre, self._qnow, 2.0 + acceleration, False) self._qpre, self._qnow = self._qnow, q def matrix(self): @@ -1621,11 +1645,11 @@ def arcball_map_to_sphere(point, center, radius): """Return unit sphere coordinates from window coordinates.""" v0 = (point[0] - center[0]) / radius v1 = (center[1] - point[1]) / radius - n = v0*v0 + v1*v1 + n = v0 * v0 + v1 * v1 if n > 1.0: # position outside of sphere n = math.sqrt(n) - return numpy.array([v0/n, v1/n, 0.0]) + return numpy.array([v0 / n, v1 / n, 0.0]) else: return numpy.array([v0, v1, math.sqrt(1.0 - n)]) @@ -1667,14 +1691,31 @@ def arcball_nearest_axis(point, axes): # map axes strings to/from tuples of inner axis, parity, repetition, frame _AXES2TUPLE = { - 'sxyz': (0, 0, 0, 0), 'sxyx': (0, 0, 1, 0), 'sxzy': (0, 1, 0, 0), - 'sxzx': (0, 1, 1, 0), 'syzx': (1, 0, 0, 0), 'syzy': (1, 0, 1, 0), - 'syxz': (1, 1, 0, 0), 'syxy': (1, 1, 1, 0), 'szxy': (2, 0, 0, 0), - 'szxz': (2, 0, 1, 0), 'szyx': (2, 1, 0, 0), 'szyz': (2, 1, 1, 0), - 'rzyx': (0, 0, 0, 1), 'rxyx': (0, 0, 1, 1), 'ryzx': (0, 1, 0, 1), - 'rxzx': (0, 1, 1, 1), 'rxzy': (1, 0, 0, 1), 'ryzy': (1, 0, 1, 1), - 'rzxy': (1, 1, 0, 1), 'ryxy': (1, 1, 1, 1), 'ryxz': (2, 0, 0, 1), - 'rzxz': (2, 0, 1, 1), 'rxyz': (2, 1, 0, 1), 'rzyz': (2, 1, 1, 1)} + "sxyz": (0, 0, 0, 0), + "sxyx": (0, 0, 1, 0), + "sxzy": (0, 1, 0, 0), + "sxzx": (0, 1, 1, 0), + "syzx": (1, 0, 0, 0), + "syzy": (1, 0, 1, 0), + "syxz": (1, 1, 0, 0), + "syxy": (1, 1, 1, 0), + "szxy": (2, 0, 0, 0), + "szxz": (2, 0, 1, 0), + "szyx": (2, 1, 0, 0), + "szyz": (2, 1, 1, 0), + "rzyx": (0, 0, 0, 1), + "rxyx": (0, 0, 1, 1), + "ryzx": (0, 1, 0, 1), + "rxzx": (0, 1, 1, 1), + "rxzy": (1, 0, 0, 1), + "ryzy": (1, 0, 1, 1), + "rzxy": (1, 1, 0, 1), + "ryxy": (1, 1, 1, 1), + "ryxz": (2, 0, 0, 1), + "rzxz": (2, 0, 1, 1), + "rxyz": (2, 1, 0, 1), + "rzyz": (2, 1, 1, 1), +} _TUPLE2AXES = dict((v, k) for k, v in _AXES2TUPLE.items()) @@ -1753,7 +1794,7 @@ def unit_vector(data, axis=None, out=None): if out is not data: out[:] = numpy.array(data, copy=False) data = out - length = numpy.atleast_1d(numpy.sum(data*data, axis)) + length = numpy.atleast_1d(numpy.sum(data * data, axis)) numpy.sqrt(length, length) if axis is not None: length = numpy.expand_dims(length, axis) @@ -1844,6 +1885,7 @@ def inverse_matrix(matrix): """ return numpy.linalg.inv(matrix) + def concatenate_matrices(*matrices): """Return concatenation of series of transformation matrices. @@ -1876,7 +1918,7 @@ def is_same_transform(matrix0, matrix1): return numpy.allclose(matrix0, matrix1) -def _import_module(name, package=None, warn=True, prefix='_py_', ignore='_'): +def _import_module(name, package=None, warn=True, prefix="_py_", ignore="_"): """Try import all public attributes from module into global namespace. Existing attributes with name clashes are renamed with prefix. @@ -1887,11 +1929,12 @@ def _import_module(name, package=None, warn=True, prefix='_py_', ignore='_'): """ import warnings from importlib import import_module + try: if not package: module = import_module(name) else: - module = import_module('.' + name, package=package) + module = import_module("." + name, package=package) except ImportError: if warn: warnings.warn("failed to import module %s" % name) @@ -1908,11 +1951,4 @@ def _import_module(name, package=None, warn=True, prefix='_py_', ignore='_'): return True -#_import_module('_transformations') - -if __name__ == "__main__": - import doctest - import random # used in doctests - numpy.set_printoptions(suppress=True, precision=5) - doctest.testmod() - +# _import_module('_transformations') diff --git a/src/openalea/phenomenal/data/__init__.py b/src/openalea/phenomenal/data/__init__.py index 485e4292..4ab71cb2 100644 --- a/src/openalea/phenomenal/data/__init__.py +++ b/src/openalea/phenomenal/data/__init__.py @@ -26,6 +26,7 @@ synthetic_data """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -33,4 +34,4 @@ from .data import * # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/data/data.py b/src/openalea/phenomenal/data/data.py index 456c8723..c0791e07 100644 --- a/src/openalea/phenomenal/data/data.py +++ b/src/openalea/phenomenal/data/data.py @@ -9,32 +9,35 @@ # ============================================================================== from __future__ import division, print_function, absolute_import -import importlib import json -import numpy -import cv2 import glob import os import collections import pathlib +import numpy +import cv2 from openalea.phenomenal.mesh import read_ply_to_vertices_faces -from openalea.phenomenal.calibration import (Chessboard, Chessboards, - Calibration, CalibrationSetup, - OldCalibrationCamera) +from openalea.phenomenal.calibration import ( + Chessboard, + Chessboards, + Calibration, + CalibrationSetup, + OldCalibrationCamera, +) from openalea.phenomenal.object import VoxelGrid # ============================================================================== -datadir = os.path.dirname(__file__).split('src')[0] +datadir = os.path.dirname(__file__).split("src")[0] -def data_dir(name_dir, dtype='bin'): - return os.path.join(datadir, 'examples', name_dir, '{}/'.format(dtype)) +def data_dir(name_dir, dtype="bin"): + return os.path.join(datadir, "doc", "examples", name_dir, f"{dtype}/") def _path_images(name_dir, dtype="bin"): - """ According to the plant number return a dict[id_camera][angle] containing + """According to the plant number return a dict[id_camera][angle] containing filename of file. Parameters @@ -47,12 +50,11 @@ def _path_images(name_dir, dtype="bin"): d : dict of dict of string dict[id_camera][angle] = filename """ - data_directory = os.path.join(datadir, 'examples', name_dir, - '{}/'.format(dtype)) + data_directory = os.path.join(datadir, "doc", "examples", name_dir, f"{dtype}/") d = collections.defaultdict(dict) for id_camera in ["side", "top"]: - filenames = glob.glob(os.path.join(str(data_directory), id_camera, '*')) + filenames = glob.glob(os.path.join(str(data_directory), id_camera, "*")) for filename in filenames: angle = int(pathlib.Path(filename).stem) d[id_camera][angle] = filename @@ -61,7 +63,7 @@ def _path_images(name_dir, dtype="bin"): def path_bin_images(name_dir): - """ According to the plant number return a dict[id_camera][angle] containing + """According to the plant number return a dict[id_camera][angle] containing filename of the binary image. Returns @@ -120,8 +122,7 @@ def bin_images(name_dir): d = path_bin_images(name_dir) for id_camera in d: for angle in d[id_camera]: - d[id_camera][angle] = cv2.imread(d[id_camera][angle], - cv2.IMREAD_GRAYSCALE) + d[id_camera][angle] = cv2.imread(d[id_camera][angle], cv2.IMREAD_GRAYSCALE) return d @@ -139,7 +140,7 @@ def chessboard_images(name_dir): for angle in d[id_camera]: img = cv2.imread(d[id_camera][angle], cv2.IMREAD_COLOR) d[id_camera][angle] = cv2.cvtColor(img, cv2.COLOR_BGR2RGB) - return d, + return (d,) # ============================================================================== @@ -152,14 +153,17 @@ def chessboards(name_dir): :return: dict[id_camera] of camera calibration object """ - data_directory = os.path.join(datadir, 'examples', name_dir, - 'chessboard/points/') + data_directory = os.path.join( + datadir, "doc", "examples", name_dir, "chessboard/points/" + ) - chessboards = list() + chessboards = [] for id_chessboard in [1, 2]: - chessboards.append(Chessboard.load( - os.path.join(str(data_directory), - "chessboard_{}.json".format(id_chessboard)))) + chessboards.append( + Chessboard.load( + os.path.join(str(data_directory), f"chessboard_{id_chessboard}.json") + ) + ) return chessboards @@ -171,18 +175,19 @@ def image_points(name_dir): :return: dict[id_camera] of camera calibration object """ - data_directory = os.path.join(datadir, 'examples', name_dir, - 'chessboard/points/') + data_directory = os.path.join( + datadir, "doc", "examples", name_dir, "chessboard/points/" + ) chessboards = {} keep = [42] + list(range(0, 360, 30)) - for id_chessboard in ['target_1', 'target_2']: + for id_chessboard in ["target_1", "target_2"]: chessboard = Chessboard.load( - os.path.join(str(data_directory), - "image_points_{}.json".format(id_chessboard))) - for rotation in list(chessboard.image_points['side']): + os.path.join(str(data_directory), f"image_points_{id_chessboard}.json") + ) + for rotation in list(chessboard.image_points["side"]): if rotation not in keep: - chessboard.image_points['side'].pop(rotation) + chessboard.image_points["side"].pop(rotation) chessboards[id_chessboard] = chessboard return chessboards @@ -190,18 +195,18 @@ def image_points(name_dir): def do_calibration(name_dir): """Regenerate calibration of cameras""" - data_directory = os.path.join(name_dir, 'calibration') + data_directory = os.path.join(name_dir, "calibration") - cbs = dict(zip(('target_1', 'target_2'), chessboards(name_dir))) + cbs = dict(zip(("target_1", "target_2"), chessboards(name_dir))) # add missing info - cb = cbs['target_1'] - cb.facing_angles = {'side': 48, 'top': 48} - cb.image_sizes = {'side': (2056, 2454), 'top': (2454, 2056)} + cb = cbs["target_1"] + cb.facing_angles = {"side": 48, "top": 48} + cb.image_sizes = {"side": (2056, 2454), "top": (2454, 2056)} cb.check_order() # - cb = cbs['target_2'] - cb.facing_angles = {'side': 228, 'top': 228} - cb.image_sizes = {'side': (2056, 2454), 'top': (2454, 2056)} + cb = cbs["target_2"] + cb.facing_angles = {"side": 228, "top": 228} + cb.image_sizes = {"side": (2056, 2454), "top": (2454, 2056)} cb.check_order() chess_targets = Chessboards(cbs) @@ -211,19 +216,29 @@ def do_calibration(name_dir): target_points = chess_targets.target_points() image_points = chess_targets.image_points() # distance and inclination of objects - cameras_guess = {'side': (5500, 90), 'top': (2500, 0)} - targets_guess = {'target_1': (100, 45), 'target_2': (100, 45)} - setup = CalibrationSetup(cameras_guess, targets_guess, image_resolutions, - image_sizes, facings, - clockwise_rotation=True) - cameras, targets = setup.setup_calibration(reference_camera='side', - reference_target='target_1') - calibration = Calibration(targets=targets, cameras=cameras, - target_points=target_points, - image_points=image_points, - reference_camera='side', clockwise_rotation=True) + cameras_guess = {"side": (5500, 90), "top": (2500, 0)} + targets_guess = {"target_1": (100, 45), "target_2": (100, 45)} + setup = CalibrationSetup( + cameras_guess, + targets_guess, + image_resolutions, + image_sizes, + facings, + clockwise_rotation=True, + ) + cameras, targets = setup.setup_calibration( + reference_camera="side", reference_target="target_1" + ) + calibration = Calibration( + targets=targets, + cameras=cameras, + target_points=target_points, + image_points=image_points, + reference_camera="side", + clockwise_rotation=True, + ) calibration.calibrate() - calibration.dump(os.path.join(data_directory, 'calibration_cameras.json')) + calibration.dump(os.path.join(data_directory, "calibration_cameras.json")) def calibrations(name_dir): @@ -234,13 +249,13 @@ def calibrations(name_dir): :return: dict[id_camera] of camera calibration object """ - data_directory = os.path.join(name_dir, 'calibration/') + data_directory = os.path.join(name_dir, "calibration/") - calibration = dict() + calibration = {} for id_camera in ["side", "top"]: calibration[id_camera] = OldCalibrationCamera.load( - os.path.join(data_directory, - "calibration_camera_{}.json".format(id_camera))) + os.path.join(data_directory, f"calibration_camera_{id_camera}.json") + ) return calibration @@ -252,8 +267,7 @@ def new_calibrations(name_dir): """ - file_name = os.path.join(name_dir, 'calibration', - 'calibration_cameras.json') + file_name = os.path.join(name_dir, "calibration", "calibration_cameras.json") return Calibration.load(file_name) @@ -267,9 +281,8 @@ def voxel_grid(name_dir, plant_number=1, voxels_size=4): :return: voxel_grid object """ vg = VoxelGrid.read( - os.path.join(name_dir, - 'plant_{}/voxels/{}.npz'.format(plant_number, - voxels_size))) + os.path.join(name_dir, f"plant_{plant_number}/voxels/{voxels_size}.npz") + ) return vg @@ -277,7 +290,7 @@ def voxel_grid(name_dir, plant_number=1, voxels_size=4): # ============================================================================== -def tutorial_data_binarization_mask(): +def tutorial_data_binarization_mask(name_dir): """ Return the list of required images to process the notebook tutorial on binarization. The images are already load with opencv in unchanged format. @@ -286,14 +299,14 @@ def tutorial_data_binarization_mask(): :return: list of image """ - data_directory = importlib.resources( - 'openalea.phenomenal', 'data/plant_6/mask/') - - masks = list() - for filename in ["mask_hsv.png", - "mask_mean_shift.png"]: - masks.append(cv2.imread(os.path.join(data_directory, filename), - flags=cv2.IMREAD_GRAYSCALE)) + data_directory = os.path.join(datadir, "doc", "examples", name_dir, "plant_6/mask/") + masks = [] + for filename in ["mask_hsv.png", "mask_mean_shift.png"]: + masks.append( + cv2.imread( + os.path.join(data_directory, filename), flags=cv2.IMREAD_GRAYSCALE + ) + ) return masks @@ -302,7 +315,7 @@ def tutorial_data_binarization_mask(): def synthetic_plant(name_dir, registration_point=(0, 0, 750)): - """ According to name_dir return the mesh plant and skeleton of the + """According to name_dir return the mesh plant and skeleton of the synthetic plant. Parameters @@ -317,12 +330,12 @@ def synthetic_plant(name_dir, registration_point=(0, 0, 750)): out : vertices, faces, meta_data """ - filename = os.path.join(name_dir, 'synthetic_plant.ply') + filename = os.path.join(name_dir, "synthetic_plant.ply") - vertices, faces, color = read_ply_to_vertices_faces(filename) + vertices, faces, _ = read_ply_to_vertices_faces(filename) vertices = numpy.array(vertices) * 10 - numpy.array([registration_point]) - with open(filename.replace("ply", "json"), 'r') as infile: + with open(filename.replace("ply", "json"), "r", encoding="UTF8") as infile: meta_data = json.load(infile) return vertices, faces, meta_data @@ -332,10 +345,9 @@ def synthetic_plant(name_dir, registration_point=(0, 0, 750)): def mesh_mccormik_plant(name_dir): - """ According to name_dir return the mesh of plant from the McCormik paper - """ + """According to name_dir return the mesh of plant from the McCormik paper""" - filename = os.path.join(name_dir, 'segmentedMesh.ply') + filename = os.path.join(name_dir, "segmentedMesh.ply") vertices, faces, colors = read_ply_to_vertices_faces(filename) diff --git a/src/openalea/phenomenal/data/synthetic_data.py b/src/openalea/phenomenal/data/synthetic_data.py index a331932f..21a69e54 100644 --- a/src/openalea/phenomenal/data/synthetic_data.py +++ b/src/openalea/phenomenal/data/synthetic_data.py @@ -20,10 +20,9 @@ # ============================================================================== -def bin_images_with_circle(shape_image=(2454, 2056), - circle_position=(1227, 1028), - circle_radius=100): - +def bin_images_with_circle( + shape_image=(2454, 2056), circle_position=(1227, 1028), circle_radius=100 +): images = dict() for angle in range(0, 360, 30): img = numpy.zeros(shape_image, dtype=numpy.uint8) @@ -34,19 +33,19 @@ def bin_images_with_circle(shape_image=(2454, 2056), def build_cube(cube_size, voxels_size, voxels_position): - - image_3d = Image3D.ones((cube_size, cube_size, cube_size), - dtype=numpy.uint8, - voxels_size=voxels_size, - world_coordinate=voxels_position) + image_3d = Image3D.ones( + (cube_size, cube_size, cube_size), + dtype=numpy.uint8, + voxels_size=voxels_size, + world_coordinate=voxels_position, + ) return VoxelGrid.from_image_3d(image_3d).voxels_position def random_voxel_grid(shape=(10, 15, 5), voxels_size=16, int_choice=1000): - voxels_position = numpy.array(list(numpy.ndindex(shape))) * voxels_size voxels_position = voxels_position.astype(float) numpy.random.shuffle(voxels_position) - return VoxelGrid(voxels_position[:int_choice], voxels_size) \ No newline at end of file + return VoxelGrid(voxels_position[:int_choice], voxels_size) diff --git a/src/openalea/phenomenal/display/__init__.py b/src/openalea/phenomenal/display/__init__.py index a44ddc97..42741ee8 100644 --- a/src/openalea/phenomenal/display/__init__.py +++ b/src/openalea/phenomenal/display/__init__.py @@ -39,6 +39,7 @@ show_skeleton """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -52,4 +53,4 @@ from .show_segmentation import * # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/display/_order_color_map.py b/src/openalea/phenomenal/display/_order_color_map.py index 56f98d5a..e10740f1 100644 --- a/src/openalea/phenomenal/display/_order_color_map.py +++ b/src/openalea/phenomenal/display/_order_color_map.py @@ -12,259 +12,261 @@ def order_color_map(): - return [[0.99659628, 0.98889581, 0.16417371], - [0.83230529, 0.00593472, 0.32600936], - [0.9905601, 0.66138103, 0.65248322], - [0.50300463, 0.35824967, 0.40976827], - [0.20121525, 0.90008866, 0.88125667], - [0.46160648, 0.18590851, 0.08820422], - [0.0989774, 0.95619773, 0.5081731], - [0.30118842, 0.77544763, 0.57621852], - [0.41259761, 0.07674815, 0.18858604], - [0.36514937, 0.60726936, 0.75827691], - [0.49487075, 0.18661031, 0.64018052], - [0.32736059, 0.63990736, 0.52639877], - [0.73626298, 0.48061824, 0.42261254], - [0.92210567, 0.33199288, 0.42462369], - [0.01091914, 0.10072095, 0.60956167], - [0.326969, 0.05678654, 0.42627795], - [0.25886678, 0.70902097, 0.51379045], - [0.5488322, 0.04307052, 0.15873569], - [0.99267921, 0.4272508, 0.94135324], - [0.3658708, 0.24918325, 0.09313606], - [0.72872193, 0.32411031, 0.79628119], - [0.7391597, 0.16755361, 0.84783927], - [0.93533081, 0.1477583, 0.52533179], - [0.19822189, 0.66249198, 0.69137387], - [0.00507715, 0.97216072, 0.13574054], - [0.11516606, 0.00247501, 0.21798785], - [0.51077825, 0.88239746, 0.25077849], - [0.92052319, 0.58308706, 0.82725008], - [0.23451286, 0.26491946, 0.68560348], - [0.03787533, 0.24459271, 0.01686671], - [0.882183, 0.75517859, 0.26435312], - [0.82714058, 0.33109862, 0.45433856], - [0.69019816, 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[0.24313222, 0.398265, 0.89126157], + [0.50820012, 0.91478451, 0.27229336], + [0.91572479, 0.55613609, 0.34947137], + [0.02648434, 0.65580734, 0.30153774], + [0.64077903, 0.57872143, 0.3964199], + [0.86337986, 0.0076321, 0.27749796], + [0.19608934, 0.65254639, 0.60566829], + [0.81585373, 0.63794431, 0.47724807], + [0.9359453, 0.51760575, 0.72872922], + [0.03361752, 0.90925632, 0.01687948], + [0.81015908, 0.2935618, 0.23616386], + [0.36788354, 0.96949353, 0.67108438], + [0.30831752, 0.03445725, 0.36334659], + [0.98380374, 0.9520577, 0.19559478], + [0.43501797, 0.34077535, 0.7841277], + [0.00964311, 0.70220517, 0.9243851], + [0.07969448, 0.33752396, 0.33330211], + [0.36705557, 0.21431697, 0.80008569], + [0.96625254, 0.73769347, 0.38213452], + [0.42380264, 0.90877587, 0.2681354], + [0.54618676, 0.34544534, 0.37545651], + [0.77441852, 0.36853367, 0.12689134], + [0.43159979, 0.01816662, 0.88037533], + [0.66826974, 0.48549808, 0.2009812], + [0.48991181, 0.5999078, 0.70252382], + [0.91287807, 0.75083434, 0.29650189], + [0.27633327, 0.01299607, 0.88584358], + [0.40245931, 0.24793636, 0.39074716], + [0.91799352, 0.97252288, 0.63315271], + [0.07240262, 0.51253118, 0.39215861], + [0.84138425, 0.2150941, 0.68597167], + [0.55972073, 0.60871003, 0.88028987], + [0.65430293, 0.10272306, 0.22428676], + [0.57860792, 0.82561022, 0.27002428], + [0.89302512, 0.2516268, 0.43780892], + [0.95426509, 0.56549646, 0.78279791], + [0.14532344, 0.49694678, 0.27684528], + [0.61649481, 0.17076419, 0.4495171], + [0.40749831, 0.69833072, 0.2881697], + [0.55097732, 0.41337633, 0.76646182], + [0.36521687, 0.42034175, 0.33333733], + [0.39737892, 0.47715016, 0.55296622], + [0.43975443, 0.89632915, 0.51913656], + [0.19588498, 0.20719466, 0.42735635], + [0.25116383, 0.2064736, 0.1861576], + [0.66592958, 0.96587725, 0.03923333], + [0.29504762, 0.2436488, 0.25785969], + [0.20691745, 0.96436179, 0.09389655], + [0.55110049, 0.64482053, 0.65032048], + [0.19160823, 0.05055096, 0.36974211], + [0.36415071, 0.09511094, 0.9187953], + [0.70517421, 0.22846148, 0.47985604], + [0.9405986, 0.61551714, 0.47626611], + [0.06818107, 0.28483604, 0.50432778], + [0.21730272, 0.21208169, 0.09242148], + [0.66371616, 0.91388404, 0.52658124], + [0.72774499, 0.35484501, 0.84737908], + [0.26059034, 0.97175533, 0.07436808], + [0.67094163, 0.89239625, 0.83360094], + [0.10489339, 0.03057839, 0.96404112], + [0.49842927, 0.16129156, 0.81428536], + [0.45427831, 0.11494776, 0.44231558], + [0.28083915, 0.53267452, 0.59542529], + [0.58712758, 0.83134879, 0.78030605], + [0.5964846, 0.84367842, 0.43467896], + [0.3082119, 0.09722437, 0.38003406], + [0.62351039, 0.30055298, 0.65344687], + [0.26671144, 0.86402236, 0.09972766], + [0.12078761, 0.19398046, 0.94205608], + [0.30022481, 0.69857511, 0.7172752], + [0.78933215, 0.64514183, 0.01292835], + [0.29776719, 0.21929239, 0.36980935], + [0.26128454, 0.40454539, 0.03730191], + [0.5986524, 0.2887452, 0.18957669], + [0.18877147, 0.66473875, 0.77111934], + [0.30951933, 0.08958304, 0.89824029], + [0.59409421, 0.66059752, 0.26274495], + [0.79101634, 0.82926552, 0.30108431], + [0.01805396, 0.26869938, 0.72515895], + [0.4587787, 0.06378394, 0.06996459], + [0.22953141, 0.92856963, 0.62436395], + [0.50802725, 0.85119567, 0.88649199], + [0.72243759, 0.26344264, 0.51961698], + [0.73525254, 0.07440496, 0.5934549], + [0.28604385, 0.85736956, 0.93027368], + [0.61500943, 0.32376048, 0.38792129], + [0.33369656, 0.15818153, 0.96512325], + [0.06812052, 0.53285771, 0.08047602], + [0.87508692, 0.07545116, 0.4504402], + [0.85568132, 0.62908724, 0.86743762], + [0.76269111, 0.94004838, 0.83072654], + [0.59686772, 0.71849284, 0.55896133], + [0.01057939, 0.67552542, 0.05224903], + [0.05663043, 0.78106252, 0.88011577], + [0.40241329, 0.3224162, 0.62379985], + [0.17641979, 0.3100448, 0.85966449], + [0.11639373, 0.43646362, 0.70915615], + [0.55528813, 0.8644289, 0.21645791], + [0.91827409, 0.23204106, 0.18565459], + [0.19791603, 0.90860149, 0.84867205], + [0.24030999, 0.5276062, 0.63276792], + [0.85422985, 0.17308869, 0.30651335], + [0.74057639, 0.1998055, 0.81616309], + [0.91514573, 0.35691208, 0.36455314], + [0.19425044, 0.28158583, 0.94452262], + [0.21849039, 0.76363471, 0.73722863], + [0.98022159, 0.03232114, 0.0381494], + [0.52626537, 0.6015652, 0.87111255], + [0.75484712, 0.84626045, 0.8859326], + [0.66181195, 0.96041177, 0.98459778], + [0.46996664, 0.03973603, 0.43935606], + [0.83399453, 0.52283981, 0.42055007], + [0.63299066, 0.09090263, 0.55637713], + [0.30791476, 0.17809144, 0.92460965], + [0.79913822, 0.5161944, 0.47832411], + [0.91671869, 0.05145992, 0.59817817], + [0.74461509, 0.68582085, 0.6039091], + [0.98611966, 0.66824317, 0.7559762], + [0.1996829, 0.33888566, 0.80898721], + [0.20898959, 0.85739826, 0.28869989], + [0.05152039, 0.52047787, 0.76018112], + [0.09232488, 0.90074582, 0.95564026], + [0.16697392, 0.43273632, 0.84981986], + [0.48157259, 0.32689508, 0.89570153], + [0.77718, 0.69346373, 0.38664724], + [0.18161662, 0.74627374, 0.9018046], + [0.33099297, 0.80525437, 0.7363759], + [0.08612859, 0.24468667, 0.85253495], + [0.34564459, 0.79338833, 0.30948505], + ] diff --git a/src/openalea/phenomenal/display/calibration.py b/src/openalea/phenomenal/display/calibration.py index fb2e1db6..75c604bc 100644 --- a/src/openalea/phenomenal/display/calibration.py +++ b/src/openalea/phenomenal/display/calibration.py @@ -12,6 +12,7 @@ """ Modules to display calibration result """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -20,14 +21,15 @@ import cv2 # ============================================================================== -__all__ = ["show_image_with_chessboard_corners", - "show_chessboard_3d_projection_on_image"] +__all__ = [ + "show_image_with_chessboard_corners", + "show_chessboard_3d_projection_on_image", +] # ============================================================================== def show_image_with_chessboard_corners(image, corners, name_windows=""): - img = image.copy() corners = corners.astype(int) @@ -38,10 +40,9 @@ def show_image_with_chessboard_corners(image, corners, name_windows=""): matplotlib.pyplot.show() -def show_chessboard_3d_projection_on_image(image, - points_2d_1, - points_2d_2, - figure_name=""): +def show_chessboard_3d_projection_on_image( + image, points_2d_1, points_2d_2, figure_name="" +): img = image.copy() points_2d_1 = points_2d_1.astype(int) @@ -54,4 +55,4 @@ def show_chessboard_3d_projection_on_image(image, matplotlib.pyplot.figure(figure_name) matplotlib.pyplot.imshow(img) - matplotlib.pyplot.show() \ No newline at end of file + matplotlib.pyplot.show() diff --git a/src/openalea/phenomenal/display/display.py b/src/openalea/phenomenal/display/display.py index 80ad11bf..35d73767 100644 --- a/src/openalea/phenomenal/display/display.py +++ b/src/openalea/phenomenal/display/display.py @@ -21,11 +21,8 @@ # ============================================================================== -class Display(object): - - def __init__(self, - background_color=(1, 1, 1)): - +class Display: + def __init__(self, background_color=(1, 1, 1)): self._actors = list() self._text_actors = list() self._camera = vtk.vtkCamera() @@ -37,24 +34,16 @@ def __init__(self, self._R = rotation_matrix(math.pi / 180.0, [0, 0, 1], [0, 0, 0]) - def set_camera(self, - elevation=0, - azimuth=0, - position=None, - focal_point=None, - distance=None): - + def set_camera( + self, elevation=0, azimuth=0, position=None, focal_point=None, distance=None + ): self._camera.Elevation(elevation) self._camera.OrthogonalizeViewUp() self._camera.Azimuth(azimuth) if position: - self._camera.SetPosition(position[0], - position[1], - position[2]) + self._camera.SetPosition(position[0], position[1], position[2]) if focal_point: - self._camera.SetFocalPoint(focal_point[0], - focal_point[1], - focal_point[2]) + self._camera.SetFocalPoint(focal_point[0], focal_point[1], focal_point[2]) if distance: self._camera.SetDistance(distance) @@ -62,45 +51,35 @@ def reset_camera(self): self._renderer.ResetCamera() def clean_all_actors(self): - for actor in self._actors + self._text_actors: self._renderer.RemoveActor(actor) - def set_background_color(self, - color): - + def set_background_color(self, color): self._renderer.SetBackground(color[0], color[1], color[2]) - def export_scene_to_x3d(self, - file_prefix): - + def export_scene_to_x3d(self, file_prefix): render_window = vtk.vtkRenderWindow() render_window.AddRenderer(self.renderer) exporter = vtk.vtkX3DExporter() exporter.SetInput(render_window) - exporter.SetFileName(file_prefix + '.x3d') + exporter.SetFileName(file_prefix + ".x3d") exporter.Write() del render_window - def export_scene_to_vrml(self, - file_prefix): - + def export_scene_to_vrml(self, file_prefix): render_window = vtk.vtkRenderWindow() render_window.AddRenderer(self.renderer) exporter = vtk.vtkVRMLExporter() exporter.SetInput(render_window) - exporter.SetFileName(file_prefix + '.wrl') + exporter.SetFileName(file_prefix + ".wrl") exporter.Write() del render_window - def screenshot(self, - filename, - magnification=10): - + def screenshot(self, filename, magnification=10): render_window = vtk.vtkRenderWindow() render_window.SetOffScreenRendering(1) render_window.AddRenderer(self._renderer) @@ -119,28 +98,30 @@ def screenshot(self, del render_window def render(self, windows_size=(600, 800)): - self.reset_camera() render_window = vtk.vtkRenderWindow() render_window.AddRenderer(self._renderer) render_window.SetSize(windows_size[0], windows_size[1]) render_window.Render() - def show(self, - windows_size=(600, 800), - screenshot_filename=None, - screenshot_magnification=10, - record_filename=None, - record_quality=2, - record_rate=25): - + def show( + self, + windows_size=(600, 800), + screenshot_filename=None, + screenshot_magnification=10, + record_filename=None, + record_quality=2, + record_rate=25, + ): self.reset_camera() if record_filename is not None: - self.init_record_video(record_filename, - windows_size=windows_size, - quality=record_quality, - rate=record_rate) + self.init_record_video( + record_filename, + windows_size=windows_size, + quality=record_quality, + rate=record_rate, + ) else: self.render_window = vtk.vtkRenderWindow() self.render_window.AddRenderer(self._renderer) @@ -148,7 +129,8 @@ def show(self, self.render_window_interactor = vtk.vtkRenderWindowInteractor() self.render_window_interactor.SetInteractorStyle( - vtk.vtkInteractorStyleTrackballCamera()) + vtk.vtkInteractorStyleTrackballCamera() + ) self.render_window_interactor.SetRenderWindow(self.render_window) self.render_window.Render() @@ -165,14 +147,9 @@ def show(self, del self.render_window_interactor if screenshot_filename is not None: - self.screenshot(screenshot_filename, - magnification=screenshot_magnification) - - def init_record_video(self, filename, - windows_size=(800, 1000), - quality=2, - rate=25): + self.screenshot(screenshot_filename, magnification=screenshot_magnification) + def init_record_video(self, filename, windows_size=(800, 1000), quality=2, rate=25): self.stop = True self.reset_camera() self.render_window = vtk.vtkRenderWindow() @@ -181,7 +158,8 @@ def init_record_video(self, filename, self.render_window_interactor = vtk.vtkRenderWindowInteractor() self.render_window_interactor.SetInteractorStyle( - vtk.vtkInteractorStyleTrackballCamera()) + vtk.vtkInteractorStyleTrackballCamera() + ) self.render_window_interactor.SetRenderWindow(self.render_window) self.render_window.Render() @@ -199,18 +177,18 @@ def init_record_video(self, filename, self.writer.Start() self.lock = Lock() + def cb(interactor, event): if not self.stop and self.lock.acquire(False): self.windowToImageFilter.Modified() self.writer.Write() self.lock.release() - self.render_window_interactor.AddObserver('TimerEvent', cb) - self.render_window_interactor.AddObserver('RenderEvent', cb) + self.render_window_interactor.AddObserver("TimerEvent", cb) + self.render_window_interactor.AddObserver("RenderEvent", cb) self.render_window_interactor.CreateRepeatingTimer(1) def record_video(self, video_filename, elements, func): - self.init_record_video(video_filename) if elements: @@ -228,6 +206,7 @@ def record_video(self, video_filename, elements, func): def switch_elements(self, elements, func): self.it = 0 + def cb_change_plant(interactor, event): if not self.stop and self.lock.acquire(False): if self.it % 360 == 0: @@ -255,5 +234,5 @@ def cb_change_plant(interactor, event): interactor.GetRenderWindow().Render() self.lock.release() - self.render_window_interactor.AddObserver('TimerEvent', cb_change_plant) - timerId = self.render_window_interactor.CreateRepeatingTimer(5) \ No newline at end of file + self.render_window_interactor.AddObserver("TimerEvent", cb_change_plant) + self.render_window_interactor.CreateRepeatingTimer(5) diff --git a/src/openalea/phenomenal/display/image.py b/src/openalea/phenomenal/display/image.py index efe15207..bf9a2f28 100644 --- a/src/openalea/phenomenal/display/image.py +++ b/src/openalea/phenomenal/display/image.py @@ -10,6 +10,7 @@ """ Module to display image and binarization result """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -24,7 +25,7 @@ # ============================================================================== -def show_image(image, name_windows=''): +def show_image(image, name_windows=""): matplotlib.pyplot.title(name_windows) if image.ndim == 2: @@ -37,15 +38,14 @@ def show_image(image, name_windows=''): matplotlib.pyplot.show() -def show_images(images, name_windows=''): - +def show_images(images, name_windows=""): matplotlib.pyplot.title(name_windows) nb_col = 4 nb_row = int(math.ceil(len(images) / float(nb_col))) for i, image in enumerate(images, 1): ax = matplotlib.pyplot.subplot(nb_row, nb_col, i) - ax.axis('off') + ax.axis("off") if image.ndim == 2: img = cv2.cvtColor(image, cv2.COLOR_GRAY2BGR) ax.imshow(img) @@ -53,4 +53,3 @@ def show_images(images, name_windows=''): ax.imshow(image) matplotlib.pyplot.show() - diff --git a/src/openalea/phenomenal/display/notebook.py b/src/openalea/phenomenal/display/notebook.py index 39a8f64e..b1b81740 100644 --- a/src/openalea/phenomenal/display/notebook.py +++ b/src/openalea/phenomenal/display/notebook.py @@ -18,19 +18,12 @@ def plot_voxel(voxels_position, marker="box", color="green", size=2.0): if len(voxels_position) > 0: - x, y, z = (voxels_position[:, 0], - voxels_position[:, 1], - voxels_position[:, 2]) + x, y, z = (voxels_position[:, 0], voxels_position[:, 1], voxels_position[:, 2]) ipyvolume.scatter(x, y, z, size=size, marker=marker, color=color) -def show_voxel_grid(voxel_grid, - color='green', - size=2, - width=500, - height=500): - +def show_voxel_grid(voxel_grid, color="green", size=2, width=500, height=500): ipyvolume.figure(width=width, height=height, controls=True, lighting=True) plot_voxel(voxel_grid.voxels_position, size=size, color=color) @@ -49,18 +42,12 @@ def show_voxel_grid(voxel_grid, ipyvolume.show() -def show_mesh(vertices, - faces, - color='green', - width=500, - height=500, - colors=None): - +def show_mesh(vertices, faces, color="green", width=500, height=500, colors=None): ipyvolume.figure(width=width, height=height) ipyvolume.view(0, 90) ipyvolume.plot_trisurf( - vertices[:, 0], vertices[:, 1], vertices[:, 2], - triangles=faces, color=color) + vertices[:, 0], vertices[:, 1], vertices[:, 2], triangles=faces, color=color + ) x_min = vertices[:, 0].min() x_max = vertices[:, 0].max() @@ -78,13 +65,15 @@ def show_mesh(vertices, ipyvolume.show() -def show_skeleton(voxel_skeleton, - size=2, - with_voxel=True, - voxels_color='green', - polyline_color='red', - width=500, height=500): - +def show_skeleton( + voxel_skeleton, + size=2, + with_voxel=True, + voxels_color="green", + polyline_color="red", + width=500, + height=500, +): ipyvolume.figure(width=width, height=height) ipyvolume.view(0, 90) @@ -97,10 +86,12 @@ def show_skeleton(voxel_skeleton, for vs in voxel_skeleton.segments: for color, index in [("blue", 0), ("red", -1)]: - plot_voxel(numpy.array([vs.polyline[index]]), - size=size * 2, - marker="sphere", - color=color) + plot_voxel( + numpy.array([vs.polyline[index]]), + size=size * 2, + marker="sphere", + color=color, + ) x_min = voxels_position[:, 0].min() x_max = voxels_position[:, 0].max() @@ -115,22 +106,18 @@ def show_skeleton(voxel_skeleton, ipyvolume.show() -def show_segmentation(voxel_segmentation, - size=2.0, - width=500, height=500): - +def show_segmentation(voxel_segmentation, size=2.0, width=500, height=500): ipyvolume.figure(width=width, height=height) ipyvolume.view(0, 90) def get_color(label, info): - if label == "stem": color = (128, 128, 128) elif label == "unknown": color = (255, 255, 255) - elif 'pm_leaf_number' in info: + elif "pm_leaf_number" in info: color_map = order_color_map() - color = color_map[info['pm_leaf_number']] + color = color_map[info["pm_leaf_number"]] color = tuple([int(255 * x) for x in color]) else: if label == "growing_leaf": @@ -141,29 +128,30 @@ def get_color(label, info): return "rgb" + str(color) for vo in voxel_segmentation.voxel_organs: - - voxels_position = numpy.array( - list(map(tuple, list(vo.voxels_position())))) - - plot_voxel(voxels_position, - size=size * 1, - color=get_color(vo.label, vo.info)) - - if ((vo.label == "mature_leaf" or vo.label == "growing_leaf") and - len(vo.voxel_segments) > 0 and "pm_position_tip" in vo.info): - - plot_voxel(numpy.array([vo.info['pm_position_tip']]), - size=size * 2, - color="red", - marker="sphere") - - plot_voxel(numpy.array([vo.info['pm_position_base']]), - size=size * 2, - color="blue", - marker="sphere") - - voxels_position = numpy.array(list( - voxel_segmentation.get_voxels_position())) + voxels_position = numpy.array(list(map(tuple, list(vo.voxels_position())))) + + plot_voxel(voxels_position, size=size * 1, color=get_color(vo.label, vo.info)) + + if ( + (vo.label == "mature_leaf" or vo.label == "growing_leaf") + and len(vo.voxel_segments) > 0 + and "pm_position_tip" in vo.info + ): + plot_voxel( + numpy.array([vo.info["pm_position_tip"]]), + size=size * 2, + color="red", + marker="sphere", + ) + + plot_voxel( + numpy.array([vo.info["pm_position_base"]]), + size=size * 2, + color="blue", + marker="sphere", + ) + + voxels_position = numpy.array(list(voxel_segmentation.get_voxels_position())) x_min = voxels_position[:, 0].min() x_max = voxels_position[:, 0].max() @@ -178,35 +166,34 @@ def get_color(label, info): ipyvolume.show() -def show_syntehtic_plant(vertices, faces, meta_data=None, - size=0.5, color='green', - width=500, height=500): - +def show_syntehtic_plant( + vertices, faces, meta_data=None, size=0.5, color="green", width=500, height=500 +): ipyvolume.figure(width=width, height=height) ipyvolume.view(0, 90) ipyvolume.plot_trisurf( - vertices[:, 0], vertices[:, 1], vertices[:, 2], - triangles=faces, color=color) + vertices[:, 0], vertices[:, 1], vertices[:, 2], triangles=faces, color=color + ) voxels_position = vertices if meta_data is not None: - ranks = meta_data['leaf_order'] - polylines = {n: list(map( - numpy.array, list(zip(*meta_data['leaf_polylines'][i])))) - for i, n in enumerate(ranks)} + ranks = meta_data["leaf_order"] + polylines = { + n: list(map(numpy.array, list(zip(*meta_data["leaf_polylines"][i])))) + for i, n in enumerate(ranks) + } voxels = set() for leaf_order in polylines: x, y, z, r = polylines[leaf_order] - polyline = numpy.array(list(zip(x, y, z))) * 10 - \ - numpy.array([0, 0, 750]) + polyline = numpy.array(list(zip(x, y, z))) * 10 - numpy.array([0, 0, 750]) plot_voxel(polyline, size=size, color="red") voxels = voxels.union(set(map(tuple, list(polyline)))) voxels = voxels.union(set(map(tuple, list(voxels_position)))) - voxels_position = numpy.array(list(voxels), dtype=numpy.int) + voxels_position = numpy.array(list(voxels), dtype=numpy.intp) x_min = voxels_position[:, 0].min() x_max = voxels_position[:, 0].max() diff --git a/src/openalea/phenomenal/display/peak.py b/src/openalea/phenomenal/display/peak.py index 77ba6aa3..27b5921f 100644 --- a/src/openalea/phenomenal/display/peak.py +++ b/src/openalea/phenomenal/display/peak.py @@ -14,7 +14,6 @@ def show_values(list_values, list_color): - matplotlib.pyplot.figure() for values, color in zip(list_values, list_color): plot_values(values, color) @@ -22,5 +21,4 @@ def show_values(list_values, list_color): def plot_values(values, color): - matplotlib.pyplot.plot(range(len(values)), values, color) diff --git a/src/openalea/phenomenal/display/scene.py b/src/openalea/phenomenal/display/scene.py index 420d0a27..8b715e8c 100644 --- a/src/openalea/phenomenal/display/scene.py +++ b/src/openalea/phenomenal/display/scene.py @@ -17,7 +17,6 @@ class Scene(Display): - def __init__(self): Display.__init__(self) @@ -41,29 +40,23 @@ def add_text_actors(self, text_actors): # ========================================================================== @staticmethod - def get_actor_from_plane(center, - normal, - color=(0, 0, 1), - radius=100): - + def get_actor_from_plane(center, normal, color=(0, 0, 1), radius=100): source = vtk.vtkPlaneSource() source.SetXResolution(radius) source.SetYResolution(radius) - d = - (normal[0] * center[0] + - normal[1] * center[1] + - normal[2] * center[2]) + d = -(normal[0] * center[0] + normal[1] * center[1] + normal[2] * center[2]) origin = (center[0] - 50, center[1] - radius / 2) - z = (- normal[0] * origin[0] - normal[1] * origin[1] - d) / normal[2] + z = (-normal[0] * origin[0] - normal[1] * origin[1] - d) / normal[2] source.SetOrigin(origin[0], origin[1], z) p1 = (origin[0] + radius, origin[1]) - z = (- normal[0] * p1[0] - normal[1] * p1[1] - d) / normal[2] + z = (-normal[0] * p1[0] - normal[1] * p1[1] - d) / normal[2] source.SetPoint1(p1[0], p1[1], z) p1 = (origin[0], origin[1] + radius) - z = (- normal[0] * p1[0] - normal[1] * p1[1] - d) / normal[2] + z = (-normal[0] * p1[0] - normal[1] * p1[1] - d) / normal[2] source.SetPoint2(p1[0], p1[1], z) mapper = vtk.vtkPolyDataMapper() @@ -77,11 +70,7 @@ def get_actor_from_plane(center, return actor @staticmethod - def get_actor_from_text(text, - position=(0, 0, 0), - scale=5, - color=(0, 0, 1)): - + def get_actor_from_text(text, position=(0, 0, 0), scale=5, color=(0, 0, 1)): text_source = vtk.vtkVectorText() text_source.SetText(text) text_source.Update() @@ -98,10 +87,7 @@ def get_actor_from_text(text, return actor @staticmethod - def get_actor_from_ball_position(position, - radius=5, - color=(1, 0, 0)): - + def get_actor_from_ball_position(position, radius=5, color=(1, 0, 0)): sphere_source = vtk.vtkSphereSource() sphere_source.SetCenter(position[0], position[1], position[2]) sphere_source.SetRadius(radius) @@ -116,11 +102,9 @@ def get_actor_from_ball_position(position, return actor @staticmethod - def get_actor_from_arrow_vector(start_point, - end_point, - color=(0, 0, 0), - line_width=20): - + def get_actor_from_arrow_vector( + start_point, end_point, color=(0, 0, 0), line_width=20 + ): arrow_source = vtk.vtkArrowSource() random.seed(8775070) @@ -177,11 +161,7 @@ def get_actor_from_arrow_vector(start_point, return actor @staticmethod - def get_actor_from_vertices_faces(vertices, - faces, - color=None, - colors=None): - + def get_actor_from_vertices_faces(vertices, faces, color=None, colors=None): # Setup the colors array vtk_colors = vtk.vtkUnsignedCharArray() vtk_colors.SetNumberOfComponents(3) @@ -231,14 +211,9 @@ def make_vtk_id_list(it): return actor @staticmethod - def get_actor_from_voxels(voxels_position, - voxels_size, - color=None): - + def get_actor_from_voxels(voxels_position, voxels_size, color=None): if color is None: - color = (random.uniform(0, 1), - random.uniform(0, 1), - random.uniform(0, 1)) + color = (random.uniform(0, 1), random.uniform(0, 1), random.uniform(0, 1)) points = vtk.vtkPoints() for v in voxels_position: @@ -274,89 +249,48 @@ def get_actor_from_voxels(voxels_position, # ========================================================================== - def add_actor_from_plane(self, - center, - normal, - color=(0, 0, 1), - radius=100): - - actor = self.get_actor_from_plane(center, - normal, - color=color, - radius=radius) + def add_actor_from_plane(self, center, normal, color=(0, 0, 1), radius=100): + actor = self.get_actor_from_plane(center, normal, color=color, radius=radius) self.add_actor(actor) - def add_actor_from_text(self, - text, - position=(0, 0, 0), - scale=5, - color=(0, 0, 1)): - - actor = self.get_actor_from_text(text, - position=position, - scale=scale, - color=color) + def add_actor_from_text(self, text, position=(0, 0, 0), scale=5, color=(0, 0, 1)): + actor = self.get_actor_from_text( + text, position=position, scale=scale, color=color + ) self.add_text_actor(actor) - def add_actor_from_ball_position(self, - position, - radius=5, - color=(1, 0, 0)): - - actor = self.get_actor_from_ball_position(position, - radius=radius, - color=color) + def add_actor_from_ball_position(self, position, radius=5, color=(1, 0, 0)): + actor = self.get_actor_from_ball_position(position, radius=radius, color=color) self.add_actor(actor) - def add_actor_from_arrow_vector(self, - start_point, - end_point, - color=(0, 0, 0), - line_width=20): - - actor = self.get_actor_from_arrow_vector(start_point, - end_point, - color=color, - line_width=line_width) + def add_actor_from_arrow_vector( + self, start_point, end_point, color=(0, 0, 0), line_width=20 + ): + actor = self.get_actor_from_arrow_vector( + start_point, end_point, color=color, line_width=line_width + ) self.add_actor(actor) - def add_actor_from_vertices_faces(self, - vertices, - faces, - color=None, - colors=None): - - actor = self.get_actor_from_vertices_faces(vertices, - faces, - color=color, - colors=colors) + def add_actor_from_vertices_faces(self, vertices, faces, color=None, colors=None): + actor = self.get_actor_from_vertices_faces( + vertices, faces, color=color, colors=colors + ) self.add_actor(actor) - def add_actor_from_voxels(self, - voxels_position, - voxels_size, - color=None): - - actor = self.get_actor_from_voxels(voxels_position, - voxels_size, - color=color) + def add_actor_from_voxels(self, voxels_position, voxels_size, color=None): + actor = self.get_actor_from_voxels(voxels_position, voxels_size, color=color) self.add_actor(actor) # ========================================================================== - def add_actors_from_voxels_list(self, - voxels_positions, - voxels_sizes, - colors=None): - + def add_actors_from_voxels_list(self, voxels_positions, voxels_sizes, colors=None): if colors is None: colors = [None] * len(voxels_sizes) for voxels_position, voxels_size, color in zip( - voxels_positions, voxels_sizes, colors): - self.add_actor_from_voxels(voxels_position, - voxels_size, - color=color) + voxels_positions, voxels_sizes, colors + ): + self.add_actor_from_voxels(voxels_position, voxels_size, color=color) diff --git a/src/openalea/phenomenal/display/show_basic.py b/src/openalea/phenomenal/display/show_basic.py index 115353ca..2773de3c 100644 --- a/src/openalea/phenomenal/display/show_basic.py +++ b/src/openalea/phenomenal/display/show_basic.py @@ -15,64 +15,69 @@ # ============================================================================== -def show_mesh(vertices, - faces, - color=(0.1, 0.8, 0.1), - colors=None, - windows_size=(600, 800), - screenshot_filename=None, - screenshot_magnification=10, - record_filename=None, - record_quality=2, - record_rate=25): - +def show_mesh( + vertices, + faces, + color=(0.1, 0.8, 0.1), + colors=None, + windows_size=(600, 800), + screenshot_filename=None, + screenshot_magnification=10, + record_filename=None, + record_quality=2, + record_rate=25, +): scene = Scene() - actor = scene.get_actor_from_vertices_faces(vertices, - faces, - color=color, - colors=colors) + actor = scene.get_actor_from_vertices_faces( + vertices, faces, color=color, colors=colors + ) scene.add_actor(actor) scene.add_actor(actor) - scene.show(windows_size=windows_size, - screenshot_filename=screenshot_filename, - screenshot_magnification=screenshot_magnification, - record_filename=record_filename, - record_quality=record_quality, - record_rate=record_rate) - - -def show_voxel_grid(voxel_grid, - color=(0.1, 0.8, 0.1), - windows_size=(600, 800), - screenshot_filename=None, - screenshot_magnification=10, - record_filename=None, - record_quality=2, - record_rate=25): - + scene.show( + windows_size=windows_size, + screenshot_filename=screenshot_filename, + screenshot_magnification=screenshot_magnification, + record_filename=record_filename, + record_quality=record_quality, + record_rate=record_rate, + ) + + +def show_voxel_grid( + voxel_grid, + color=(0.1, 0.8, 0.1), + windows_size=(600, 800), + screenshot_filename=None, + screenshot_magnification=10, + record_filename=None, + record_quality=2, + record_rate=25, +): scene = Scene() actor = scene.get_actor_from_voxels( - voxel_grid.voxels_position, - voxel_grid.voxels_size, - color=color) + voxel_grid.voxels_position, voxel_grid.voxels_size, color=color + ) scene.add_actor(actor) - scene.show(windows_size=windows_size, - screenshot_filename=screenshot_filename, - screenshot_magnification=screenshot_magnification, - record_filename=record_filename, - record_quality=record_quality, - record_rate=record_rate) - - -def show_vtk_poly_data(vtk_poly_data, - color=(0, 1, 0), - windows_size=(600, 800), - screenshot_filename=None, - screenshot_magnification=10, - record_filename=None, - record_quality=2, - record_rate=25): - + scene.show( + windows_size=windows_size, + screenshot_filename=screenshot_filename, + screenshot_magnification=screenshot_magnification, + record_filename=record_filename, + record_quality=record_quality, + record_rate=record_rate, + ) + + +def show_vtk_poly_data( + vtk_poly_data, + color=(0, 1, 0), + windows_size=(600, 800), + screenshot_filename=None, + screenshot_magnification=10, + record_filename=None, + record_quality=2, + record_rate=25, +): mapper = vtk.vtkPolyDataMapper() mapper.SetInputData(vtk_poly_data) actor = vtk.vtkActor() @@ -81,26 +86,26 @@ def show_vtk_poly_data(vtk_poly_data, scene = Scene() scene.add_actor(actor) - scene.show(windows_size=windows_size, - screenshot_filename=screenshot_filename, - screenshot_magnification=screenshot_magnification, - record_filename=record_filename, - record_quality=record_quality, - record_rate=record_rate) - + scene.show( + windows_size=windows_size, + screenshot_filename=screenshot_filename, + screenshot_magnification=screenshot_magnification, + record_filename=record_filename, + record_quality=record_quality, + record_rate=record_rate, + ) # ============================================================================== def record_voxel_grids(voxel_grids, filename, color=(0, 0.8, 0)): - scene = Scene() def func(voxel_grid): - scene.add_actor_from_voxels(voxel_grid.voxels_position, - voxel_grid.voxels_size, - color=color) + scene.add_actor_from_voxels( + voxel_grid.voxels_position, voxel_grid.voxels_size, color=color + ) scene.set_camera(elevation=20) scene.record_video(filename, voxel_grids, func) diff --git a/src/openalea/phenomenal/display/show_segmentation.py b/src/openalea/phenomenal/display/show_segmentation.py index 73cbdc48..8e092daf 100644 --- a/src/openalea/phenomenal/display/show_segmentation.py +++ b/src/openalea/phenomenal/display/show_segmentation.py @@ -16,15 +16,14 @@ # ============================================================================== -def get_color(label, - info): +def get_color(label, info): if label == "stem": return 0.5, 0.5, 0.5 elif label == "unknown": return 1, 1, 1 - elif 'pm_leaf_number' in info: + elif "pm_leaf_number" in info: color_map = order_color_map() - return color_map[info['pm_leaf_number']] + return color_map[info["pm_leaf_number"]] else: if label == "growing_leaf": return 1, 0, 0 @@ -32,65 +31,71 @@ def get_color(label, return None -def get_actors_from_voxel_organ(voxel_organ, - voxels_size, - plot_number=True): - +def get_actors_from_voxel_organ(voxel_organ, voxels_size, plot_number=True): actors, text_actors = list(), list() # voxels_position = numpy.array( # map(tuple, list(voxel_organ.voxels_position()))) - actors.append(Scene.get_actor_from_voxels( - voxel_organ.voxels_position(), - voxels_size, - color=get_color(voxel_organ.label, voxel_organ.info))) - - if ((voxel_organ.label == "mature_leaf" or - voxel_organ.label == "growing_leaf") and - len(voxel_organ.voxel_segments) > 0 and "pm_position_tip" in - voxel_organ.info): - - pos = voxel_organ.info['pm_position_base'] - - actors.append(Scene.get_actor_from_ball_position( - voxel_organ.info['pm_position_tip'], - radius=voxels_size * 2, - color=(1, 0, 0))) - - actors.append(Scene.get_actor_from_ball_position( - pos, radius=voxels_size * 2, color=(0, 0, 1))) + actors.append( + Scene.get_actor_from_voxels( + voxel_organ.voxels_position(), + voxels_size, + color=get_color(voxel_organ.label, voxel_organ.info), + ) + ) + + if ( + (voxel_organ.label == "mature_leaf" or voxel_organ.label == "growing_leaf") + and len(voxel_organ.voxel_segments) > 0 + and "pm_position_tip" in voxel_organ.info + ): + pos = voxel_organ.info["pm_position_base"] + + actors.append( + Scene.get_actor_from_ball_position( + voxel_organ.info["pm_position_tip"], + radius=voxels_size * 2, + color=(1, 0, 0), + ) + ) + + actors.append( + Scene.get_actor_from_ball_position( + pos, radius=voxels_size * 2, color=(0, 0, 1) + ) + ) r, g, b = (0, 0, 1) - pos = voxel_organ.info['pm_position_tip'] + pos = voxel_organ.info["pm_position_tip"] pos = (pos[0] - 10, pos[1] - 10, pos[2]) - if plot_number and 'pm_leaf_number' in voxel_organ.info: - order = str(voxel_organ.info['pm_leaf_number']) - text_actors.append(Scene.get_actor_from_text( - order, - position=pos, - scale=40, - color=(r, g, b))) + if plot_number and "pm_leaf_number" in voxel_organ.info: + order = str(voxel_organ.info["pm_leaf_number"]) + text_actors.append( + Scene.get_actor_from_text( + order, position=pos, scale=40, color=(r, g, b) + ) + ) return actors, text_actors + # ============================================================================== def get_actors_from_segmentation_classic_mode(vmsi): - actors, text_actors = list(), list() for voxel_organ in vmsi.get_leafs(): organ_actors, organ_text_actors = get_actors_from_voxel_organ( - voxel_organ, - vmsi.voxels_size) + voxel_organ, vmsi.voxels_size + ) actors += organ_actors text_actors += organ_text_actors organ_actors, organ_text_actors = get_actors_from_voxel_organ( - vmsi.get_stem(), - vmsi.voxels_size) + vmsi.get_stem(), vmsi.voxels_size + ) actors += organ_actors text_actors += organ_text_actors @@ -98,71 +103,74 @@ def get_actors_from_segmentation_classic_mode(vmsi): def get_actors_from_segmentation_stem_mode(vmsi): - actors, text_actors = list(), list() for vo in vmsi.voxel_organs: + color = (0.1, 0.8, 0.1) + if vo.label == "stem": + color = (0, 0, 0) - color = (0.1, 0.8, 0.1) - if vo.label == "stem": - color = (0, 0, 0) - - actors.append(Scene.get_actor_from_voxels( - vo.voxels_position(), - vmsi.voxels_size, - color=color)) + actors.append( + Scene.get_actor_from_voxels( + vo.voxels_position(), vmsi.voxels_size, color=color + ) + ) return actors, text_actors -def get_actors_from_segmentation_skeleton_mode(vmsi, - order=None): - +def get_actors_from_segmentation_skeleton_mode(vmsi, order=None): actors, text_actors = list(), list() for vo in vmsi.get_leafs(): - actors.append(Scene.get_actor_from_voxels( - vo.voxels_position(), vmsi.voxels_size * 0.25, color=(0, 1, 0))) + actors.append( + Scene.get_actor_from_voxels( + vo.voxels_position(), vmsi.voxels_size * 0.25, color=(0, 1, 0) + ) + ) polyline = vo.get_longest_segment().polyline - actors.append(Scene.get_actor_from_voxels( - polyline, vmsi.voxels_size * 1, color=(1, 0, 0))) + actors.append( + Scene.get_actor_from_voxels(polyline, vmsi.voxels_size * 1, color=(1, 0, 0)) + ) - actors.append(Scene.get_actor_from_ball_position( - polyline[0], radius=5, color=(0, 0, 1))) + actors.append( + Scene.get_actor_from_ball_position(polyline[0], radius=5, color=(0, 0, 1)) + ) - actors.append(Scene.get_actor_from_ball_position( - polyline[-1], radius=5, color=(1, 0, 0))) + actors.append( + Scene.get_actor_from_ball_position(polyline[-1], radius=5, color=(1, 0, 0)) + ) if order is not None: for vo in vmsi.get_leafs(): - if 'order' in vo.info and vo.info['order'] == order: + if "order" in vo.info and vo.info["order"] == order: vs = vo.get_highest_polyline() - actors.append(Scene.get_actor_from_voxels( - vs.polyline, - vmsi.voxels_size * 1.5, - color=(0, 0, 1))) + actors.append( + Scene.get_actor_from_voxels( + vs.polyline, vmsi.voxels_size * 1.5, color=(0, 0, 1) + ) + ) return actors, text_actors def get_actors_from_segmentation_split_mode(vmsi): - actors, text_actors = list(), list() vo_stem = vmsi.get_stem() - actors.append(Scene.get_actor_from_voxels( - vo_stem.voxels_position(), - vmsi.voxels_size, - color=get_color(vo_stem.label, vo_stem.info))) + actors.append( + Scene.get_actor_from_voxels( + vo_stem.voxels_position(), + vmsi.voxels_size, + color=get_color(vo_stem.label, vo_stem.info), + ) + ) for vo in vmsi.get_leafs(): - - voxels_position = numpy.array( - list(map(tuple, list(vo.voxels_position())))) + voxels_position = numpy.array(list(map(tuple, list(vo.voxels_position())))) if "pm_position_tip" in vo.info: - - vm = numpy.array(vo.info['pm_vector_mean']) - pos = vo.info['pm_position_base'] + vm = numpy.array(vo.info["pm_vector_mean"]) + pos = vo.info["pm_position_base"] # if vo.label == "growing_leaf": # pos = pos_stem @@ -190,83 +198,90 @@ def get_actors_from_segmentation_split_mode(vmsi): # # voxels_position = numpy.array(map(tuple, list(v_leaf))) - actors.append(Scene.get_actor_from_voxels( - voxels_position + vm, - vmsi.voxels_size, - color=get_color(vo.label, vo.info))) - - actors.append(Scene.get_actor_from_ball_position( - vo.info['pm_position_tip'] + vm, - radius=vmsi.voxels_size * 2, - color=(1, 0, 0))) - - actors.append(Scene.get_actor_from_ball_position( - pos + vm, - radius=vmsi.voxels_size * 2, - color=(0, 0, 1))) + actors.append( + Scene.get_actor_from_voxels( + voxels_position + vm, + vmsi.voxels_size, + color=get_color(vo.label, vo.info), + ) + ) + + actors.append( + Scene.get_actor_from_ball_position( + vo.info["pm_position_tip"] + vm, + radius=vmsi.voxels_size * 2, + color=(1, 0, 0), + ) + ) + + actors.append( + Scene.get_actor_from_ball_position( + pos + vm, radius=vmsi.voxels_size * 2, color=(0, 0, 1) + ) + ) xa, ya, za = pos xb, yb, zb = tuple(vm) xc, yc, zc = (xa + xb, ya + yb, za + zb) - actors.append(Scene.get_actor_from_arrow_vector( - (xa, ya, za), - (xc, yc, zc), - color=(0, 0, 0), - line_width=40)) + actors.append( + Scene.get_actor_from_arrow_vector( + (xa, ya, za), (xc, yc, zc), color=(0, 0, 0), line_width=40 + ) + ) r, g, b = (0, 0, 1) - pos = vo.info['pm_position_tip'] + vm + pos = vo.info["pm_position_tip"] + vm pos = (pos[0] - 10, pos[1] - 10, pos[2]) - if 'pm_leaf_number' in vo.info: - order = str(vo.info['pm_leaf_number']) - text_actors.append(Scene.get_actor_from_text( - order, - position=pos, - scale=40, - color=(r, g, b))) + if "pm_leaf_number" in vo.info: + order = str(vo.info["pm_leaf_number"]) + text_actors.append( + Scene.get_actor_from_text( + order, position=pos, scale=40, color=(r, g, b) + ) + ) return actors, text_actors -# ============================================================================== +# ============================================================================== -def show_segmentation(vmsi, - mode="classic", - windows_size=(600, 800), - screenshot_filename=None, - screenshot_magnification=10, - record_filename=None, - record_quality=2, - record_rate=25): +def show_segmentation( + vmsi, + mode="classic", + windows_size=(600, 800), + screenshot_filename=None, + screenshot_magnification=10, + record_filename=None, + record_quality=2, + record_rate=25, +): actors, text_actors = list(), list() if mode == "classic": actors, text_actors = get_actors_from_segmentation_classic_mode(vmsi) if mode == "only_stem_colored": - actors, text_actors = get_actors_from_segmentation_stem_mode( - vmsi) + actors, text_actors = get_actors_from_segmentation_stem_mode(vmsi) if mode == "only_skeleton": - actors, text_actors = get_actors_from_segmentation_skeleton_mode( - vmsi) + actors, text_actors = get_actors_from_segmentation_skeleton_mode(vmsi) if mode == "separated_leaf": - actors, text_actors = get_actors_from_segmentation_split_mode( - vmsi) + actors, text_actors = get_actors_from_segmentation_split_mode(vmsi) scene = Scene() scene.add_actors(actors) scene.add_text_actors(text_actors) - scene.show(windows_size=windows_size, - screenshot_filename=screenshot_filename, - screenshot_magnification=screenshot_magnification, - record_filename=record_filename, - record_quality=record_quality, - record_rate=record_rate) + scene.show( + windows_size=windows_size, + screenshot_filename=screenshot_filename, + screenshot_magnification=screenshot_magnification, + record_filename=record_filename, + record_quality=record_quality, + record_rate=record_rate, + ) def record_segmentation(vmsis, filename, record_elevation=20): - scene = Scene() def func(vmsi): diff --git a/src/openalea/phenomenal/display/show_skeleton.py b/src/openalea/phenomenal/display/show_skeleton.py index e9c811ea..db6a4470 100644 --- a/src/openalea/phenomenal/display/show_skeleton.py +++ b/src/openalea/phenomenal/display/show_skeleton.py @@ -13,90 +13,110 @@ # ============================================================================== -def get_actors_from_skeleton(voxel_skeleton, - with_voxel=True, - voxel_color=(0, 1, 0), - skeleton_color=(1, 0, 0), - color_segment=None): - - orderer_voxel_segments = sorted(voxel_skeleton.segments, - key=lambda vs: len(vs.voxels_position)) +def get_actors_from_skeleton( + voxel_skeleton, + with_voxel=True, + voxel_color=(0, 1, 0), + skeleton_color=(1, 0, 0), + color_segment=None, +): + orderer_voxel_segments = sorted( + voxel_skeleton.segments, key=lambda vs: len(vs.voxels_position) + ) actors = list() for i, vs in enumerate(orderer_voxel_segments): - if color_segment is not None and color_segment == i: - actors.append(Scene.get_actor_from_voxels( - vs.voxels_position, - voxel_skeleton.voxels_size * 0.50, - color=(0, 0, 1))) + actors.append( + Scene.get_actor_from_voxels( + vs.voxels_position, + voxel_skeleton.voxels_size * 0.50, + color=(0, 0, 1), + ) + ) elif with_voxel: - actors.append(Scene.get_actor_from_voxels( - vs.voxels_position, - voxel_skeleton.voxels_size * 0.15, - color=voxel_color)) - - actors.append(Scene.get_actor_from_voxels( - vs.polyline, - voxel_skeleton.voxels_size * 1.5, - color=skeleton_color)) - - actors.append(Scene.get_actor_from_ball_position( - vs.polyline[0], - radius=voxel_skeleton.voxels_size * 4, - color=(0, 0, 1))) - - actors.append(Scene.get_actor_from_ball_position( - vs.polyline[-1], - radius=voxel_skeleton.voxels_size * 4, - color=(1, 0, 0))) + actors.append( + Scene.get_actor_from_voxels( + vs.voxels_position, + voxel_skeleton.voxels_size * 0.15, + color=voxel_color, + ) + ) + + actors.append( + Scene.get_actor_from_voxels( + vs.polyline, voxel_skeleton.voxels_size * 1.5, color=skeleton_color + ) + ) + + actors.append( + Scene.get_actor_from_ball_position( + vs.polyline[0], radius=voxel_skeleton.voxels_size * 4, color=(0, 0, 1) + ) + ) + + actors.append( + Scene.get_actor_from_ball_position( + vs.polyline[-1], radius=voxel_skeleton.voxels_size * 4, color=(1, 0, 0) + ) + ) return actors -def show_skeleton(voxel_skeleton, - with_voxel=True, - voxel_color=(0, 1, 0), - skeleton_color=(1, 0, 0), - color_segment=None, - windows_size=(600, 800), - screenshot_filename=None, - screenshot_magnification=10, - record_filename=None, - record_quality=2, - record_rate=25): - +def show_skeleton( + voxel_skeleton, + with_voxel=True, + voxel_color=(0, 1, 0), + skeleton_color=(1, 0, 0), + color_segment=None, + windows_size=(600, 800), + screenshot_filename=None, + screenshot_magnification=10, + record_filename=None, + record_quality=2, + record_rate=25, +): scene = Scene() - actors = get_actors_from_skeleton(voxel_skeleton, - with_voxel=with_voxel, - voxel_color=voxel_color, - skeleton_color=skeleton_color, - color_segment=color_segment) + actors = get_actors_from_skeleton( + voxel_skeleton, + with_voxel=with_voxel, + voxel_color=voxel_color, + skeleton_color=skeleton_color, + color_segment=color_segment, + ) scene.add_actors(actors) - scene.show(windows_size=windows_size, - screenshot_filename=screenshot_filename, - screenshot_magnification=screenshot_magnification, - record_filename=record_filename, - record_quality=record_quality, - record_rate=record_rate) + scene.show( + windows_size=windows_size, + screenshot_filename=screenshot_filename, + screenshot_magnification=screenshot_magnification, + record_filename=record_filename, + record_quality=record_quality, + record_rate=record_rate, + ) # ============================================================================== -def record_skeleton(list_voxel_skeleton, filename, - with_voxel=True, - voxel_color=(0, 1, 0), - skeleton_color=(1, 0, 0), - record_elevation=20): +def record_skeleton( + list_voxel_skeleton, + filename, + with_voxel=True, + voxel_color=(0, 1, 0), + skeleton_color=(1, 0, 0), + record_elevation=20, +): scene = Scene() def func(voxel_skeleton): - actors = get_actors_from_skeleton(voxel_skeleton, - with_voxel=with_voxel, - voxel_color=voxel_color, - skeleton_color=skeleton_color) + actors = get_actors_from_skeleton( + voxel_skeleton, + with_voxel=with_voxel, + voxel_color=voxel_color, + skeleton_color=skeleton_color, + ) scene.add_actors(actors) scene.set_camera(elevation=record_elevation) diff --git a/src/openalea/phenomenal/image/__init__.py b/src/openalea/phenomenal/image/__init__.py index 997253ce..8ea080a8 100644 --- a/src/openalea/phenomenal/image/__init__.py +++ b/src/openalea/phenomenal/image/__init__.py @@ -44,6 +44,7 @@ formats """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -54,4 +55,4 @@ from .threshold import * # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] \ No newline at end of file +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/image/_segmentation.py b/src/openalea/phenomenal/image/_segmentation.py index 66987eed..68381db8 100644 --- a/src/openalea/phenomenal/image/_segmentation.py +++ b/src/openalea/phenomenal/image/_segmentation.py @@ -14,7 +14,7 @@ # ============================================================================== -class Segment(object): +class Segment: def __init__(self, id_number, first_point): self.id_number = id_number self.first_id_number = id_number @@ -41,7 +41,6 @@ def get_vector(self): return xa - xb, ya - yb def compute_inclination(self, step=10): - result = list() my_range = range(1, len(self.points) - step, step) @@ -55,7 +54,7 @@ def compute_inclination(self, step=10): diff_x = xa - xb diff_y = ya - yb - norm = math.sqrt(diff_x ** 2 + diff_y ** 2) + norm = math.sqrt(diff_x**2 + diff_y**2) inclination = math.atan2(math.fabs(diff_y), math.fabs(diff_x)) inclination = inclination / math.pi * 180.0 @@ -64,7 +63,6 @@ def compute_inclination(self, step=10): return result def compute_angle_orientation(self): - yb, xb = self.first_point ya, xa = self.last_point yo, xo = (yb, xa) @@ -79,13 +77,13 @@ def compute_angle_orientation(self): ao = math.sqrt((xa - xo) ** 2 + (ya - yo) ** 2) ob = math.sqrt((xo - xb) ** 2 + (yo - yb) ** 2) - alpha = math.acos((ao ** 2 + ab ** 2 - ob ** 2) / (2.0 * ao * ab)) + alpha = math.acos((ao**2 + ab**2 - ob**2) / (2.0 * ao * ab)) alpha = alpha * 180.0 / numpy.pi return alpha -class Organ(object): +class Organ: def __init__(self): self.segments = list() self.id_number = None @@ -100,8 +98,8 @@ def global_position(self): return y_mean / len(self.segments), x_mean / len(self.segments) def get_height(self): - y_min = numpy.float('inf') - y_max = - numpy.float('inf') + y_min = numpy.float("inf") + y_max = -numpy.float("inf") for segment in self.segments: for y, x in segment.points: @@ -132,8 +130,7 @@ def is_close(self, segment, radius=1): for organ_segment in self.segments: for y, x in organ_segment.points: for yy, xx in segment.points: - if (-radius <= y - yy <= radius and - -radius <= x - xx <= radius): + if -radius <= y - yy <= radius and -radius <= x - xx <= radius: return True return False @@ -232,8 +229,8 @@ def segment_skeleton(skeleton_image): segments = list() id_number = 1 - for j in xrange(h): - for i in xrange(l): + for j in range(h): + for i in range(l): pixel = skeleton_image[j, i] # Continue, pixel is black, no organs @@ -258,9 +255,10 @@ def segment_skeleton(skeleton_image): # If possible next neighbors is 2 and furthermore 1 other pixel # is tagged, is a points of junction between 3 segment so we pass # the point - if not (number_of_valid_neighbors == 2 and - neighbors_is_tagged(skeleton_image, j, i) is True): - + if not ( + number_of_valid_neighbors == 2 + and neighbors_is_tagged(skeleton_image, j, i) is True + ): if len(neighbors_index) > 0: y, x = neighbors_index[0] while y > -1 and x > -1: @@ -290,6 +288,7 @@ def segment_skeleton(skeleton_image): # ============================================================================== # Segment Stem + def compute_orientation(vector1, vector2): x1, y1 = vector1 x2, y2 = vector2 @@ -298,19 +297,18 @@ def compute_orientation(vector1, vector2): return 90 result = numpy.dot((x1, y1), (x2, y2)) / ( - numpy.linalg.norm((x1, y1)) * numpy.linalg.norm((x2, y2))) + numpy.linalg.norm((x1, y1)) * numpy.linalg.norm((x2, y2)) + ) result = round(result, 5) return math.acos(result) * 180.0 / math.pi def build_stem_2(segments): - print("Number of segments : ", len(segments)) list_list = list() for segment_1 in segments[:]: - list_candidate = list() list_candidate.append(segment_1) @@ -332,11 +330,9 @@ def build_stem_2(segments): radius = 10 stems = list() for list_candidate in list_list: - list_of_possible_segment = list_candidate while list_of_possible_segment: - segment = list_of_possible_segment.pop() stem = Stem() stem.segments.append(segment) @@ -459,7 +455,6 @@ def get_first_organs(): while stop is False: stop = True for seg_left in segments[:]: - if my_leaf.is_close(seg_left, 5): my_leaf.segments.append(seg_left) segments.remove(seg_left) @@ -498,9 +493,7 @@ def segment_organs_skeleton_image(skeleton_image): stem = segment_stem(segments) # Remove stem segment from the segments list - segments[:] = [segment - for segment in segments - if not stem.is_in(segment) is True] + segments[:] = [segment for segment in segments if stem.is_in(segment) is not True] # compute_inclination(stem.segments) diff --git a/src/openalea/phenomenal/image/formats.py b/src/openalea/phenomenal/image/formats.py index 512086e1..9b45c5ca 100644 --- a/src/openalea/phenomenal/image/formats.py +++ b/src/openalea/phenomenal/image/formats.py @@ -10,6 +10,7 @@ """ Formats module to read/write image """ + # ============================================================================== from __future__ import division, print_function @@ -43,8 +44,7 @@ def write_image(filename, image): :param image: numpy image to write :return: None """ - if (os.path.dirname(filename) and not os.path.exists( - os.path.dirname(filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) cv2.imwrite(filename, image) diff --git a/src/openalea/phenomenal/image/morphology.py b/src/openalea/phenomenal/image/morphology.py index 6cde4f3c..392ae0b5 100644 --- a/src/openalea/phenomenal/image/morphology.py +++ b/src/openalea/phenomenal/image/morphology.py @@ -10,6 +10,7 @@ """ Post processing algorithms to improve binarization of a image """ + # ============================================================================== from __future__ import division, print_function @@ -18,10 +19,7 @@ # ============================================================================== -def dilate_erode(binary_image, - kernel_shape=(3, 3), - iterations=1, - mask=None): +def dilate_erode(binary_image, kernel_shape=(3, 3), iterations=1, mask=None): """ Applied a morphology (dilate & erode) on binary_image on a ROI. @@ -48,16 +46,16 @@ def dilate_erode(binary_image, # ========================================================================== # Check Parameters if not isinstance(binary_image, numpy.ndarray): - raise TypeError('binary_image must be a numpy.ndarray') + raise TypeError("binary_image must be a numpy.ndarray") if binary_image.ndim != 2: - raise ValueError('image must be 2D array') + raise ValueError("image must be 2D array") if mask is not None: if not isinstance(mask, numpy.ndarray): - raise TypeError('mask must be a numpy.ndarray') + raise TypeError("mask must be a numpy.ndarray") if mask.ndim != 2: - raise ValueError('mask must be 2D array') + raise ValueError("mask must be 2D array") # ========================================================================== if mask is not None: @@ -76,10 +74,7 @@ def dilate_erode(binary_image, return out -def erode_dilate(binary_image, - kernel_shape=(3, 3), - iterations=1, - mask=None): +def erode_dilate(binary_image, kernel_shape=(3, 3), iterations=1, mask=None): """ Applied a morphology (erode & dilate) on binary_image on mask ROI. @@ -106,16 +101,16 @@ def erode_dilate(binary_image, # ========================================================================== # Check Parameters if not isinstance(binary_image, numpy.ndarray): - raise TypeError('binary_image must be a numpy.ndarray') + raise TypeError("binary_image must be a numpy.ndarray") if binary_image.ndim != 2: - raise ValueError('binary_image must be 2D array') + raise ValueError("binary_image must be 2D array") if mask is not None: if not isinstance(mask, numpy.ndarray): - raise TypeError('mask must be a numpy.ndarray') + raise TypeError("mask must be a numpy.ndarray") if mask.ndim != 2: - raise ValueError('mask must be 2D array') + raise ValueError("mask must be 2D array") # ========================================================================== if mask is not None: @@ -134,9 +129,7 @@ def erode_dilate(binary_image, return out -def close(binary_image, - kernel_shape=(7, 7), - mask=None): +def close(binary_image, kernel_shape=(7, 7), mask=None): """ Applied a morphology close on binary_image on mask ROI. @@ -160,15 +153,15 @@ def close(binary_image, # ========================================================================== # Check Parameters if not isinstance(binary_image, numpy.ndarray): - raise TypeError('image must be a numpy.ndarray') + raise TypeError("image must be a numpy.ndarray") if binary_image.ndim != 2: - raise ValueError('image must be 2D array') + raise ValueError("image must be 2D array") if mask is not None: if not isinstance(mask, numpy.ndarray): - raise TypeError('mask must be a numpy.ndarray') + raise TypeError("mask must be a numpy.ndarray") if mask.ndim != 2: - raise ValueError('mask must be 2D array') + raise ValueError("mask must be 2D array") # ========================================================================== if mask is not None: diff --git a/src/openalea/phenomenal/image/routines.py b/src/openalea/phenomenal/image/routines.py index c6c79a19..d9e0bc89 100644 --- a/src/openalea/phenomenal/image/routines.py +++ b/src/openalea/phenomenal/image/routines.py @@ -12,6 +12,7 @@ """ Routines functions to binarize images """ + # ============================================================================== from __future__ import division, print_function @@ -26,7 +27,7 @@ def mean_image(images): """ - Compute the mean of a image list. + Compute the mean of an image list. Parameters ---------- @@ -45,45 +46,45 @@ def mean_image(images): # ========================================================================== # Check Parameters if not isinstance(images, list): - raise TypeError('images is not a list') + raise TypeError("images is not a list") if not images: - raise ValueError('images is empty') + raise ValueError("images is empty") shape_image_ref = None for image in images: if not isinstance(image, numpy.ndarray): - raise TypeError('image in list images is not a ndarray') + raise TypeError("image in list images is not a ndarray") if shape_image_ref is None: shape_image_ref = numpy.shape(image) elif numpy.shape(image) != shape_image_ref: - raise ValueError('Shape of ndarray image in list is different') + raise ValueError("Shape of ndarray image in list is different") # ========================================================================== length = len(images) - weight = 1. / length + weight = 1.0 / length start = cv2.addWeighted(images[0], weight, images[1], weight, 0) - return reduce(lambda x, y: cv2.addWeighted(x, 1, y, weight, 0), - images[2:], - start) - + return reduce(lambda x, y: cv2.addWeighted(x, 1, y, weight, 0), images[2:], start) -def phenoarch_side_binarization(image, - mean_image, - threshold=0.3, - dark_background=False, - hsv_min=(30, 25, 0), - hsv_max=(150, 254, 165), - mask_mean_shift=None, - mask_hsv=None): +def phenoarch_side_binarization( + image, + mean_image, + threshold=0.3, + dark_background=False, + hsv_min=(30, 25, 0), + hsv_max=(150, 254, 165), + mask_mean_shift=None, + mask_hsv=None, +): hsv_image = cv2.cvtColor(image, cv2.COLOR_BGR2HSV) binary_hsv_image = threshold_hsv(hsv_image, hsv_min, hsv_max, mask_hsv) binary_mean_shift_image = threshold_meanshift( - image, mean_image, threshold, dark_background, mask_mean_shift) + image, mean_image, threshold, dark_background, mask_mean_shift + ) result = cv2.add(binary_hsv_image, binary_mean_shift_image) diff --git a/src/openalea/phenomenal/image/threshold.py b/src/openalea/phenomenal/image/threshold.py index 68781a09..058ef35b 100644 --- a/src/openalea/phenomenal/image/threshold.py +++ b/src/openalea/phenomenal/image/threshold.py @@ -12,6 +12,7 @@ """ Algorithms to threshold image """ + # ============================================================================== from __future__ import division, print_function @@ -20,10 +21,7 @@ # ============================================================================== -def threshold_meanshift(image, mean_image, - threshold=0.3, - reverse=False, - mask=None): +def threshold_meanshift(image, mean_image, threshold=0.3, reverse=False, mask=None): """ Threshold pixels in numpy array such as:: @@ -64,42 +62,42 @@ def threshold_meanshift(image, mean_image, # ========================================================================== # Check Parameters if not isinstance(image, numpy.ndarray): - raise TypeError('image should be a numpy.ndarray') + raise TypeError("image should be a numpy.ndarray") if not isinstance(mean_image, numpy.ndarray): - raise TypeError('mean should be a numpy.ndarray') + raise TypeError("mean should be a numpy.ndarray") if not isinstance(reverse, bool): - raise TypeError('reverse should be a bool') + raise TypeError("reverse should be a bool") if image.ndim != 3: - raise ValueError('image should be 3D array') + raise ValueError("image should be 3D array") if mean_image.ndim != 3: - raise ValueError('mean should be 3D array') + raise ValueError("mean should be 3D array") if image.shape != mean_image.shape: - raise ValueError('image and mean must have equal sizes') + raise ValueError("image and mean must have equal sizes") if not (0.0 <= threshold <= 1.0): - raise ValueError('threshold must be between 0.0 and 1.0') + raise ValueError("threshold must be between 0.0 and 1.0") if mask is not None: if not isinstance(mask, numpy.ndarray): - raise TypeError('mask should be a numpy.ndarray') + raise TypeError("mask should be a numpy.ndarray") if mask.ndim != 2: - raise ValueError('mask should be 2D array') + raise ValueError("mask should be 2D array") if image.shape[0:2] != mask.shape: - raise ValueError('mask and image must have equal sizes') + raise ValueError("mask and image must have equal sizes") # ========================================================================== - with numpy.errstate(divide='ignore', invalid='ignore'): + with numpy.errstate(divide="ignore", invalid="ignore"): img = numpy.divide(numpy.float32(image), numpy.float32(mean_image)) - img[~ numpy.isfinite(img)] = 0 + img[~numpy.isfinite(img)] = 0 if reverse: # Take max value of RGB tuple img = img.max(2) - out = img >= (1. + threshold) + out = img >= (1.0 + threshold) else: # Take min value of RGB tuple img = img.min(2) - out = img <= (1. - threshold) + out = img <= (1.0 - threshold) out = numpy.uint8(out) @@ -111,9 +109,7 @@ def threshold_meanshift(image, mean_image, return out * 255 -def threshold_meanshift_enhance(image, mean_image, - threshold=0.3, - mask=None): +def threshold_meanshift_enhance(image, mean_image, threshold=0.3, mask=None): # ========================================================================== image[image[:, :, 0] == 0] = 1 @@ -127,7 +123,7 @@ def threshold_meanshift_enhance(image, mean_image, img = numpy.divide(numpy.float32(image), numpy.float32(mean_image)) # Take min value of RGB tuple - out = img.min(2) <= (1. - threshold) + out = img.min(2) <= (1.0 - threshold) out = numpy.uint8(out) if mask is not None: @@ -173,33 +169,33 @@ def threshold_hsv(image, hsv_min, hsv_max, mask=None): # ========================================================================== # Check Parameters if not isinstance(image, numpy.ndarray): - raise TypeError('image should be a numpy.ndarray') + raise TypeError("image should be a numpy.ndarray") if image.ndim != 3: - raise ValueError('image should be 3D array') + raise ValueError("image should be 3D array") if not isinstance(hsv_min, tuple): - raise TypeError('hsv_min should be a Tuple') + raise TypeError("hsv_min should be a Tuple") if len(hsv_min) != 3: - raise ValueError('hsv_min should be of size 3') + raise ValueError("hsv_min should be of size 3") for value in hsv_min: if not isinstance(value, int): - raise ValueError('hsv_min value should be a integer') + raise ValueError("hsv_min value should be a integer") if not isinstance(hsv_max, tuple): - raise TypeError('hsv_max should be a Tuple') + raise TypeError("hsv_max should be a Tuple") if len(hsv_max) != 3: - raise ValueError('hsv_max should be of size 3') + raise ValueError("hsv_max should be of size 3") for value in hsv_max: if not isinstance(value, int): - raise ValueError('hsv_max value should be a integer') + raise ValueError("hsv_max value should be a integer") if mask is not None: if not isinstance(mask, numpy.ndarray): - raise TypeError('mask should be a numpy.ndarray') + raise TypeError("mask should be a numpy.ndarray") if mask.ndim != 2: - raise ValueError('mask should be 2D array') + raise ValueError("mask should be 2D array") if image.shape[0:2] != mask.shape: - raise ValueError('image and mask should have the same shape') + raise ValueError("image and mask should have the same shape") # ========================================================================== out = cv2.inRange(image, hsv_min, hsv_max) diff --git a/src/openalea/phenomenal/mesh/__init__.py b/src/openalea/phenomenal/mesh/__init__.py index df824bc9..3b73c73e 100644 --- a/src/openalea/phenomenal/mesh/__init__.py +++ b/src/openalea/phenomenal/mesh/__init__.py @@ -48,6 +48,7 @@ vtk_transformation """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -57,4 +58,4 @@ from .vtk_transformation import * # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] \ No newline at end of file +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/mesh/algorithms.py b/src/openalea/phenomenal/mesh/algorithms.py index f85872ca..8670c4d3 100644 --- a/src/openalea/phenomenal/mesh/algorithms.py +++ b/src/openalea/phenomenal/mesh/algorithms.py @@ -9,37 +9,39 @@ # ============================================================================== from __future__ import division, print_function, absolute_import +import math import vtk -import vtkmodules.util.numpy_support import numpy -import math import skimage.measure from .vtk_transformation import ( from_numpy_matrix_to_vtk_image_data, from_vtk_poly_data_to_vertices_faces, from_vertices_faces_to_vtk_poly_data, - from_vtk_image_data_to_voxels_center) + from_vtk_image_data_to_voxels_center, +) # ============================================================================== -__all__ = ["meshing", - "marching_cubes", - "smoothing", - "decimation", - "voxelization", - "mesh_surface_area", - "from_vertices_faces_to_voxels_position"] +__all__ = [ + "meshing", + "marching_cubes", + "smoothing", + "decimation", + "voxelization", + "mesh_surface_area", + "from_vertices_faces_to_voxels_position", +] # ============================================================================== def meshing(image_3d, smoothing_iteration=0, reduction=0.0, verbose=False): """ - Build a polygonal mesh representation (= list of vertices and faces) + Build a polygonal mesh representation (= list of vertices and faces) from a 3d image (= numpy array 3D). - - More, some option, is available to smooth the 3D object representation and + + More, some option, is available to smooth the 3D object representation and reduce the number triangle. Firstly : @@ -55,10 +57,10 @@ def meshing(image_3d, smoothing_iteration=0, reduction=0.0, verbose=False): Parameters ---------- - + image_3d : 3D numpy array - 3D Array with positive values - + 3D Array with positive values + smoothing_iteration : int, optional Number of iteration for smoothing @@ -85,28 +87,22 @@ def meshing(image_3d, smoothing_iteration=0, reduction=0.0, verbose=False): image_3d = image_3d.astype(numpy.uint8) - vtk_image_data = from_numpy_matrix_to_vtk_image_data( - image_3d) + vtk_image_data = from_numpy_matrix_to_vtk_image_data(image_3d) vtk_poly_data = marching_cubes(vtk_image_data, verbose=verbose) if smoothing_iteration > 1: vtk_poly_data = smoothing( - vtk_poly_data, - number_of_iteration=smoothing_iteration, - verbose=verbose) + vtk_poly_data, number_of_iteration=smoothing_iteration, verbose=verbose + ) if 0.0 < reduction < 1.0: - vtk_poly_data = decimation( - vtk_poly_data, - reduction=reduction, - verbose=verbose) + vtk_poly_data = decimation(vtk_poly_data, reduction=reduction, verbose=verbose) if vtk_poly_data.GetNumberOfPoints() == 0: - return list(), list() + return [], [] - vertices, faces, color = from_vtk_poly_data_to_vertices_faces( - vtk_poly_data) + vertices, faces, _ = from_vtk_poly_data_to_vertices_faces(vtk_poly_data) vertices = vertices * image_3d.voxels_size + image_3d.world_coordinate return vertices, faces @@ -148,9 +144,11 @@ def marching_cubes(vtk_image_data, iso_value=0.5, verbose=False): """ if verbose: - print(("=" * 80 + "\n" + - "Marching cubes : \n" - "\tIso value :{}\n").format(iso_value)) + print( + ("=" * 80 + "\n" + "Marching cubes : \n" "\tIso value :{}\n").format( + iso_value + ) + ) surface = vtk.vtkMarchingCubes() if vtk.VTK_MAJOR_VERSION <= 5: @@ -165,20 +163,22 @@ def marching_cubes(vtk_image_data, iso_value=0.5, verbose=False): vtk_poly_data = surface.GetOutput() if verbose: - - print(("\tThere are {} points.\n" - "\tThere are {} polygons.\n" - + "=" * 80).format(vtk_poly_data.GetNumberOfPoints(), - vtk_poly_data.GetNumberOfPolys())) + print( + ("\tThere are {} points.\n" "\tThere are {} polygons.\n" + "=" * 80).format( + vtk_poly_data.GetNumberOfPoints(), vtk_poly_data.GetNumberOfPolys() + ) + ) return vtk_poly_data -def smoothing(vtk_poly_data, - feature_angle=120.0, - number_of_iteration=5, - pass_band=0.01, - verbose=False): +def smoothing( + vtk_poly_data, + feature_angle=120.0, + number_of_iteration=5, + pass_band=0.01, + verbose=False, +): """ Call of vtkWindowedSincPolyDataFilter on a vtk_poly_data to smoothing the edge of poly_data @@ -215,12 +215,14 @@ def smoothing(vtk_poly_data, """ if verbose: - print(("=" * 80 + "\n" + - "Smoothing : \n" - "\tFeature angle :{}\n" - "\tNumber of iteration :{}\n" - "\tPass band : {}\n\n" + - "=" * 80).format(feature_angle, number_of_iteration, pass_band)) + print( + ( + "=" * 80 + "\n" + "Smoothing : \n" + "\tFeature angle :{}\n" + "\tNumber of iteration :{}\n" + "\tPass band : {}\n\n" + "=" * 80 + ).format(feature_angle, number_of_iteration, pass_band) + ) smoother = vtk.vtkWindowedSincPolyDataFilter() @@ -267,18 +269,21 @@ def decimation(vtk_poly_data, reduction=0.95, verbose=False): Point and cell attribute values (e.g., scalars, vectors, etc.) """ if verbose: - - print(("=" * 80 + "\n" + - "Decimation : \n" - "\tReduction (percentage) :{}\n" - "\n" - "\tBefore decimation\n" - "\t-----------------\n" - "\tThere are {} points.\n" - "\tThere are {} polygons.\n").format( - reduction, - vtk_poly_data.GetNumberOfPoints(), - vtk_poly_data.GetNumberOfPolys())) + print( + ( + "=" * 80 + "\n" + "Decimation : \n" + "\tReduction (percentage) :{}\n" + "\n" + "\tBefore decimation\n" + "\t-----------------\n" + "\tThere are {} points.\n" + "\tThere are {} polygons.\n" + ).format( + reduction, + vtk_poly_data.GetNumberOfPoints(), + vtk_poly_data.GetNumberOfPolys(), + ) + ) decimate = vtk.vtkQuadricDecimation() decimate.SetTargetReduction(reduction) @@ -295,22 +300,27 @@ def decimation(vtk_poly_data, reduction=0.95, verbose=False): vtk_poly_decimated.ShallowCopy(decimate.GetOutput()) if verbose: - print(("\tAfter decimation\n" - "\t-----------------\n" - "\tThere are {} points.\n" - "\tThere are {} polygons.\n" + - 80 * "=").format(reduction, - vtk_poly_data.GetNumberOfPoints(), - vtk_poly_data.GetNumberOfPolys())) + print( + ( + "\tAfter decimation\n" + "\t-----------------\n" + "\tThere are {} points.\n" + "\tThere are {} polygons.\n" + 80 * "=" + ).format( + reduction, + vtk_poly_data.GetNumberOfPoints(), + vtk_poly_data.GetNumberOfPolys(), + ) + ) return vtk_poly_decimated def voxelization(vtk_poly_data, voxels_size=1): """ - Transform a mesh vtk poly data mesh representation objet to a list of + Transform a mesh vtk poly data mesh representation objet to a list of voxels position, according to a voxels size float. - + Parameters ---------- vtk_poly_data : vtkPolyData @@ -331,11 +341,11 @@ def voxelization(vtk_poly_data, voxels_size=1): vtk_image_data : vtkImageData Topologically and geometrically regular array of data - vtkImageData is a data object that is a concrete implementation of - vtkDataSet. vtkImageData represents a geometric structure that is a - topological and geometrical regular array of points. + vtkImageData is a data object that is a concrete implementation of + vtkDataSet. vtkImageData represents a geometric structure that is a + topological and geometrical regular array of points. Examples include volumes (voxel data) and pixmaps - + """ # ========================================================================== # Build White Image @@ -353,8 +363,7 @@ def voxelization(vtk_poly_data, voxels_size=1): dim = [0] * 3 for i in range(3): - dim[i] = int(math.ceil( - (bounds[i * 2 + 1] - bounds[i * 2]) / spacing[i])) + dim[i] = int(math.ceil((bounds[i * 2 + 1] - bounds[i * 2]) / spacing[i])) white_image.SetDimensions(dim) white_image.SetExtent(0, dim[0] - 1, 0, dim[1] - 1, 0, dim[2] - 1) @@ -395,7 +404,6 @@ def voxelization(vtk_poly_data, voxels_size=1): vtk.vtkCleanPolyData() - # ========================================================================== # Cut the corresponding white image and set the background: @@ -411,9 +419,8 @@ def voxelization(vtk_poly_data, voxels_size=1): return imgstenc.GetOutput() -def mesh_surface_area(vertices, - faces): - """ Return the surface_area of a mesh +def mesh_surface_area(vertices, faces): + """Return the surface_area of a mesh :param vertices: :param faces: @@ -422,10 +429,7 @@ def mesh_surface_area(vertices, return skimage.measure.mesh_surface_area(vertices, faces) -def from_vertices_faces_to_voxels_position(vertices, - faces, - voxels_size=4): - +def from_vertices_faces_to_voxels_position(vertices, faces, voxels_size=4): poly_data = from_vertices_faces_to_vtk_poly_data(vertices, faces) image_data = voxelization(poly_data, voxels_size=voxels_size) voxels_position = from_vtk_image_data_to_voxels_center(image_data) diff --git a/src/openalea/phenomenal/mesh/formats.py b/src/openalea/phenomenal/mesh/formats.py index 1607ed01..0dc83c3d 100644 --- a/src/openalea/phenomenal/mesh/formats.py +++ b/src/openalea/phenomenal/mesh/formats.py @@ -13,34 +13,33 @@ import vtkmodules.util.numpy_support import vtkmodules -from .vtk_transformation import (from_vertices_faces_to_vtk_poly_data) +from .vtk_transformation import from_vertices_faces_to_vtk_poly_data # ============================================================================== -__all__ = ["write_vertices_faces_to_ply_file", - "write_vtk_poly_data_to_ply_file", - "read_ply_to_vertices_faces", - "read_ply_to_vtk_poly_data"] +__all__ = [ + "write_vertices_faces_to_ply_file", + "write_vtk_poly_data_to_ply_file", + "read_ply_to_vertices_faces", + "read_ply_to_vtk_poly_data", +] # ============================================================================== -def write_vertices_faces_to_ply_file(filename, vertices, faces, - vertices_colors=None, - faces_colors=None): - """ Write methods to save vertices and faces in ply format. - """ +def write_vertices_faces_to_ply_file( + filename, vertices, faces, vertices_colors=None, faces_colors=None +): + """Write methods to save vertices and faces in ply format.""" vtk_poly_data = from_vertices_faces_to_vtk_poly_data( - vertices, faces, - vertices_colors=vertices_colors, - faces_colors=faces_colors) + vertices, faces, vertices_colors=vertices_colors, faces_colors=faces_colors + ) write_vtk_poly_data_to_ply_file(filename, vtk_poly_data) def read_ply_to_vertices_faces(filename): - """ Read ply file to vertices and faces - """ + """Read ply file to vertices and faces""" ply_reader = vtk.vtkPLYReader() ply_reader.SetFileName(filename) @@ -49,10 +48,12 @@ def read_ply_to_vertices_faces(filename): vtk_poly_data = ply_reader.GetOutput() vertices = vtkmodules.util.numpy_support.vtk_to_numpy( - vtk_poly_data.GetPoints().GetData()) + vtk_poly_data.GetPoints().GetData() + ) faces = vtkmodules.util.numpy_support.vtk_to_numpy( - vtk_poly_data.GetPolys().GetData()) + vtk_poly_data.GetPolys().GetData() + ) faces = faces.reshape((len(faces) // 4, 4)) @@ -64,7 +65,6 @@ def read_ply_to_vertices_faces(filename): def write_vtk_poly_data_to_ply_file(filename, vtk_poly_data): - ply_writer = vtk.vtkPLYWriter() ply_writer.SetFileTypeToASCII() ply_writer.SetFileName(filename) @@ -74,7 +74,6 @@ def write_vtk_poly_data_to_ply_file(filename, vtk_poly_data): def read_ply_to_vtk_poly_data(filename): - ply_reader = vtk.vtkPLYReader() ply_reader.SetFileName(filename) ply_reader.Update() diff --git a/src/openalea/phenomenal/mesh/routines.py b/src/openalea/phenomenal/mesh/routines.py index 4757e6a1..73021153 100644 --- a/src/openalea/phenomenal/mesh/routines.py +++ b/src/openalea/phenomenal/mesh/routines.py @@ -13,16 +13,13 @@ import cv2 # ============================================================================== -__all__ = ["normals", - "centers", - "project_mesh_on_image", - "median_color_from_images"] +__all__ = ["normals", "centers", "project_mesh_on_image", "median_color_from_images"] # ============================================================================== def median_color_from_images(vertices, faces, calibration, images): - """ Return the colors of each face according the median of their color list + """Return the colors of each face according the median of their color list in the faces projected images. Parameters @@ -49,12 +46,12 @@ def median_color_from_images(vertices, faces, calibration, images): angles = numpy.array(range(0, 360, 30)).astype(float) - colors = list() - for ind, (i, j, k) in enumerate(faces): + colors = [] + for _, (i, j, k) in enumerate(faces): pt1, pt2, pt3 = vertices[i], vertices[j], vertices[k] arr = numpy.array([pt1, pt2, pt3]) - cc = list() + cc = [] for angle in angles: pts = calibration.get_projection(angle)(arr).astype(int) if pts[0][1] == pts[1][1] == pts[2][1]: @@ -102,8 +99,7 @@ def normals(vertices, faces): # Find normal vectors for each face via cross product crosses = numpy.cross(a, b) - crosses = crosses / (numpy.sum( - crosses ** 2, axis=1) ** 0.5)[:, numpy.newaxis] + crosses = crosses / (numpy.sum(crosses**2, axis=1) ** 0.5)[:, numpy.newaxis] return crosses @@ -133,7 +129,7 @@ def centers(vertices, faces): def project_mesh_on_image(vertices, faces, shape_image, projection): - """ Return a binary image resulting of the projection of a mesh + """Return a binary image resulting of the projection of a mesh object representation (vertices, faces) with a projection function. @@ -147,14 +143,13 @@ def project_mesh_on_image(vertices, faces, shape_image, projection): height, length = shape_image img = numpy.zeros((height, length), dtype=numpy.uint8) - # triangles = list() + # triangles = [] for i, j, k in faces: pt1, pt2, pt3 = vertices[i], vertices[j], vertices[k] arr = numpy.array([pt1, pt2, pt3]) pts = projection(arr).astype(int) if pts[0][1] == pts[1][1] == pts[2][1]: continue - else: - cv2.fillConvexPoly(img, pts, 255) + cv2.fillConvexPoly(img, pts, 255) return img diff --git a/src/openalea/phenomenal/mesh/vtk_transformation.py b/src/openalea/phenomenal/mesh/vtk_transformation.py index b2ac3dfa..8c66b2cb 100644 --- a/src/openalea/phenomenal/mesh/vtk_transformation.py +++ b/src/openalea/phenomenal/mesh/vtk_transformation.py @@ -9,25 +9,25 @@ # ============================================================================== from __future__ import division, print_function, absolute_import +import operator import vtk import vtkmodules.util.numpy_support -import operator # ============================================================================== -__all__ = ["from_vertices_faces_to_vtk_poly_data", - "from_vtk_poly_data_to_vertices_faces", - "from_voxel_centers_to_vtk_image_data", - "from_numpy_matrix_to_vtk_image_data", - "from_vtk_image_data_to_voxels_center", - "voxel_grid_to_vtk_poly_data"] +__all__ = [ + "from_vertices_faces_to_vtk_poly_data", + "from_vtk_poly_data_to_vertices_faces", + "from_voxel_centers_to_vtk_image_data", + "from_numpy_matrix_to_vtk_image_data", + "from_vtk_image_data_to_voxels_center", + "voxel_grid_to_vtk_poly_data", +] # ============================================================================== -def voxel_grid_to_vtk_poly_data(voxel_grid, - color=None): - +def voxel_grid_to_vtk_poly_data(voxel_grid): voxels_position = voxel_grid.voxels_position voxels_size = voxel_grid.voxels_size @@ -43,25 +43,23 @@ def voxel_grid_to_vtk_poly_data(voxel_grid, cube_source.SetYLength(voxels_size) cube_source.SetZLength(voxels_size) - glyph3D = vtk.vtkGlyph3D() + glyph3_d = vtk.vtkGlyph3D() if vtk.VTK_MAJOR_VERSION <= 5: - glyph3D.SetSource(cube_source.GetOutput()) - glyph3D.SetInput(polydata) + glyph3_d.SetSource(cube_source.GetOutput()) + glyph3_d.SetInput(polydata) else: - glyph3D.SetSourceConnection(cube_source.GetOutputPort()) - glyph3D.SetInputData(polydata) + glyph3_d.SetSourceConnection(cube_source.GetOutputPort()) + glyph3_d.SetInputData(polydata) - glyph3D.Update() + glyph3_d.Update() - return glyph3D.GetOutput() + return glyph3_d.GetOutput() -def from_vertices_faces_to_vtk_poly_data(vertices, - faces, - vertices_colors=None, - faces_colors=None): - +def from_vertices_faces_to_vtk_poly_data( + vertices, faces, vertices_colors=None, faces_colors=None +): def make_vtk_id_list(it): vil = vtk.vtkIdList() for j in it: @@ -73,10 +71,10 @@ def make_vtk_id_list(it): polys = vtk.vtkCellArray() # Load the point, cell, and data attributes. - for i in range(len(vertices)): - points.InsertPoint(i, vertices[i]) - for i in range(len(faces)): - polys.InsertNextCell(make_vtk_id_list(faces[i])) + for i, vertex in enumerate(vertices): + points.InsertPoint(i, vertex) + for _, face in enumerate(faces): + polys.InsertNextCell(make_vtk_id_list(face)) # We now assign the pieces to the vtkPolyData. poly_data.SetPoints(points) @@ -104,12 +102,13 @@ def make_vtk_id_list(it): def from_vtk_poly_data_to_vertices_faces(vtk_poly_data): - vertices = vtkmodules.util.numpy_support.vtk_to_numpy( - vtk_poly_data.GetPoints().GetData()) + vtk_poly_data.GetPoints().GetData() + ) faces = vtkmodules.util.numpy_support.vtk_to_numpy( - vtk_poly_data.GetPolys().GetData()) + vtk_poly_data.GetPolys().GetData() + ) faces = faces.reshape((len(faces) // 4, 4)) @@ -126,13 +125,15 @@ def from_numpy_matrix_to_vtk_image_data(data_matrix): image_data.SetSpacing(1.0, 1.0, 1.0) if vtk.VTK_MAJOR_VERSION < 6: - image_data.SetScalarType(vtkmodules.util.numpy_support.get_vtk_array_type( - data_matrix.dtype)) + image_data.SetScalarType( + vtkmodules.util.numpy_support.get_vtk_array_type(data_matrix.dtype) + ) image_data.SetNumberOfScalarComponents(1) image_data.AllocateScalars() else: - image_data.AllocateScalars(vtkmodules.util.numpy_support.get_vtk_array_type( - data_matrix.dtype), 1) + image_data.AllocateScalars( + vtkmodules.util.numpy_support.get_vtk_array_type(data_matrix.dtype), 1 + ) lx, ly, lz = image_data.GetDimensions() @@ -140,36 +141,32 @@ def from_numpy_matrix_to_vtk_image_data(data_matrix): for j in range(ly): for k in range(lz): image_data.SetScalarComponentFromDouble( - i, j, k, 0, data_matrix[i, j, k]) + i, j, k, 0, data_matrix[i, j, k] + ) return image_data -def from_vtk_image_data_to_voxels_center(image_data, - true_value=255, - component=0): - +def from_vtk_image_data_to_voxels_center(image_data, true_value=255, component=0): dim_x, dim_y, dim_z = image_data.GetDimensions() ori_x, ori_y, ori_z = image_data.GetOrigin() spa_x, spa_y, spa_z = image_data.GetSpacing() - voxels_points = list() + voxels_points = [] for x in range(dim_x): for y in range(dim_y): for z in range(dim_z): r = image_data.GetScalarComponentAsDouble(x, y, z, component) if r == true_value: - voxels_points.append((x * spa_x + ori_x, - y * spa_y + ori_y, - z * spa_z + ori_z)) + voxels_points.append( + (x * spa_x + ori_x, y * spa_y + ori_y, z * spa_z + ori_z) + ) return voxels_points -def from_voxel_centers_to_vtk_image_data(voxel_centers, - voxel_size): - +def from_voxel_centers_to_vtk_image_data(voxel_centers, voxel_size): x_min = min(voxel_centers, key=operator.itemgetter(0))[0] x_max = max(voxel_centers, key=operator.itemgetter(0))[0] @@ -179,9 +176,11 @@ def from_voxel_centers_to_vtk_image_data(voxel_centers, z_min = min(voxel_centers, key=operator.itemgetter(2))[2] z_max = max(voxel_centers, key=operator.itemgetter(2))[2] - nx, ny, nz = (int((x_max - x_min) / voxel_size + 1), - int((y_max - y_min) / voxel_size + 1), - int((z_max - z_min) / voxel_size + 1)) + nx, ny, nz = ( + int((x_max - x_min) / voxel_size + 1), + int((y_max - y_min) / voxel_size + 1), + int((z_max - z_min) / voxel_size + 1), + ) image_data = vtk.vtkImageData() image_data.SetDimensions(nx, ny, nz) @@ -200,9 +199,6 @@ def from_voxel_centers_to_vtk_image_data(voxel_centers, ny = int((y - y_min) / voxel_size) nz = int((z - z_min) / voxel_size) - image_data.SetScalarComponentFromDouble( - nx, ny, nz, 0, 1) + image_data.SetScalarComponentFromDouble(nx, ny, nz, 0, 1) return image_data, (x_min, y_min, z_min) - - diff --git a/src/openalea/phenomenal/multi_view_reconstruction/__init__.py b/src/openalea/phenomenal/multi_view_reconstruction/__init__.py index 60056973..07401bb2 100644 --- a/src/openalea/phenomenal/multi_view_reconstruction/__init__.py +++ b/src/openalea/phenomenal/multi_view_reconstruction/__init__.py @@ -23,6 +23,7 @@ _multi_view_reconstruction_octree """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -30,4 +31,4 @@ from ._multi_view_reconstruction_octree import * # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/multi_view_reconstruction/_multi_view_reconstruction_octree.py b/src/openalea/phenomenal/multi_view_reconstruction/_multi_view_reconstruction_octree.py index 96600861..18ea49f6 100644 --- a/src/openalea/phenomenal/multi_view_reconstruction/_multi_view_reconstruction_octree.py +++ b/src/openalea/phenomenal/multi_view_reconstruction/_multi_view_reconstruction_octree.py @@ -18,11 +18,8 @@ # ============================================================================== # Function for no kep -def voxel_is_visible_in_image(voxel_center, - voxel_size, - image, - projection, - inclusive): + +def voxel_is_visible_in_image(voxel_center, voxel_size, image, projection, inclusive): """ Return True or False if the voxel projected on image with the function projection (projection) have positive value on image. @@ -68,18 +65,16 @@ def voxel_is_visible_in_image(voxel_center, height_image, length_image = image.shape x, y = projection(voxel_center) - if (0 <= x < length_image and - 0 <= y < height_image and - image[int(y), int(x)] > 0): + if 0 <= x < length_image and 0 <= y < height_image and image[int(y), int(x)] > 0: return True # ========================================================================== x_min, x_max, y_min, y_max = get_bounding_box_voxel_projected( - voxel_center, voxel_size, projection) + voxel_center, voxel_size, projection + ) - if (x_max < 0 or x_min >= length_image or - y_max < 0 or y_min >= height_image): + if x_max < 0 or x_min >= length_image or y_max < 0 or y_min >= height_image: return inclusive # if ((not (0 <= x_min < length_image or 0 <= x_max < length_image)) or @@ -91,32 +86,30 @@ def voxel_is_visible_in_image(voxel_center, y_min = int(min(max(math.floor(y_min), 0), height_image - 1)) y_max = int(min(max(math.ceil(y_max), 0), height_image - 1)) - if (image[y_min, x_min] > 0 or - image[y_max, x_min] > 0 or - image[y_min, x_max] > 0 or - image[y_max, x_max] > 0): + if ( + image[y_min, x_min] > 0 + or image[y_max, x_min] > 0 + or image[y_min, x_max] > 0 + or image[y_max, x_max] > 0 + ): return True # ========================================================================== - if numpy.any(image[y_min:y_max + 1, x_min:x_max + 1] > 0): + if numpy.any(image[y_min : y_max + 1, x_min : x_max + 1] > 0): return True return False - -def voxel_is_fully_visible_in_image(voxel_center, - voxel_size, - image, - projection): - +def voxel_is_fully_visible_in_image(voxel_center, voxel_size, image, projection): height_image, length_image = image.shape # ========================================================================== x_min, x_max, y_min, y_max = get_bounding_box_voxel_projected( - voxel_center, voxel_size, projection) + voxel_center, voxel_size, projection + ) x_min = int(min(max(math.floor(x_min), 0), length_image - 1)) x_max = int(min(max(math.ceil(x_max), 0), length_image - 1)) @@ -125,7 +118,7 @@ def voxel_is_fully_visible_in_image(voxel_center, # ========================================================================== - if numpy.all(image[y_min:y_max + 1, x_min:x_max + 1] > 0): + if numpy.all(image[y_min : y_max + 1, x_min : x_max + 1] > 0): return True return False @@ -134,28 +127,24 @@ def voxel_is_fully_visible_in_image(voxel_center, def remove_surrounded(leaf_nodes): kept = collections.deque() for leaf in leaf_nodes: - if not leaf.is_surrender(): kept.append(leaf) return kept -def remove_surrounded_fully_visible(leaf_nodes, - images_projections, - error_tolerance=0): +def remove_surrounded_fully_visible(leaf_nodes, images_projections, error_tolerance=0): kept = collections.deque() for leaf in leaf_nodes: - if leaf.is_surrender(): - voxel_center = leaf.position voxel_size = leaf.size negative_weight = 0 for image, projection in images_projections: if not voxel_is_fully_visible_in_image( - voxel_center, voxel_size, image, projection): + voxel_center, voxel_size, image, projection + ): negative_weight += 1 if negative_weight > error_tolerance: break @@ -168,27 +157,25 @@ def remove_surrounded_fully_visible(leaf_nodes, return kept -# ============================================================================== +# ============================================================================== -def _keep_visible(voxels_node, - image_views, - error_tolerance=0): +def _keep_visible(voxels_node, image_views, error_tolerance=0): kept = collections.deque() for voxel_node in voxels_node: - voxel_position = voxel_node.position voxel_size = voxel_node.size negative_weight = 0 for image_view in image_views: if not voxel_is_visible_in_image( - voxel_position, - voxel_size, - image_view.image, - image_view.projection, - image_view.inclusive): + voxel_position, + voxel_size, + image_view.image, + image_view.projection, + image_view.inclusive, + ): negative_weight += 1 if negative_weight > error_tolerance: break @@ -204,12 +191,15 @@ def _keep_visible(voxels_node, # ============================================================================== -def reconstruction_3d_octree(image_views, - voxels_size=4, - error_tolerance=0, - voxel_center_origin=(0.0, 0.0, 0.0), - world_size=4096, - verbose=False): + +def reconstruction_3d_octree( + image_views, + voxels_size=4, + error_tolerance=0, + voxel_center_origin=(0.0, 0.0, 0.0), + world_size=4096, + verbose=False, +): """ Construct a list of voxel represented object with positive value on binary image in images of images_projections. @@ -252,8 +242,7 @@ def reconstruction_3d_octree(image_views, if len(image_views) == 0: raise ValueError("Len images view have not length") - voxel_octree = VoxelOctree.from_position( - voxel_center_origin, world_size, True) + voxel_octree = VoxelOctree.from_position(voxel_center_origin, world_size, True) leaf_nodes = collections.deque() leaf_nodes.append(voxel_octree.root) @@ -264,19 +253,16 @@ def reconstruction_3d_octree(image_views, nb_iteration += 1 for i in range(nb_iteration): - tmp = collections.deque() for leaf in leaf_nodes: tmp.extend(leaf.creates_sons()) leaf_nodes = tmp if verbose is True: - print('Iteration', i + 1, '/', nb_iteration, end="") - print(' : ', len(leaf_nodes), end="") + print("Iteration", i + 1, "/", nb_iteration, end="") + print(" : ", len(leaf_nodes), end="") - leaf_nodes = _keep_visible(leaf_nodes, - image_views, - error_tolerance) + leaf_nodes = _keep_visible(leaf_nodes, image_views, error_tolerance) # Gain time is not enough for keeping that # if i + 1 < nb_iteration: @@ -285,6 +271,6 @@ def reconstruction_3d_octree(image_views, # error_tolerance) if verbose is True: - print(' - ', len(leaf_nodes)) + print(" - ", len(leaf_nodes)) return voxel_octree diff --git a/src/openalea/phenomenal/multi_view_reconstruction/multi_view_reconstruction.py b/src/openalea/phenomenal/multi_view_reconstruction/multi_view_reconstruction.py index 7e0198eb..4649caf8 100644 --- a/src/openalea/phenomenal/multi_view_reconstruction/multi_view_reconstruction.py +++ b/src/openalea/phenomenal/multi_view_reconstruction/multi_view_reconstruction.py @@ -10,12 +10,11 @@ from __future__ import division, print_function import math +import collections import cv2 import scipy.spatial -import collections import numpy import sklearn.neighbors -from numba import njit import openalea.phenomenal.multi_view_reconstruction._c_mvr as c_mvr @@ -24,16 +23,15 @@ # ============================================================================== # Class -Voxels = collections.namedtuple("Voxels", ['position', 'size']) -VoxelsStage = collections.namedtuple( - "VoxelsStage", ['consistent', 'inconsistent']) +Voxels = collections.namedtuple("Voxels", ["position", "size"]) +VoxelsStage = collections.namedtuple("VoxelsStage", ["consistent", "inconsistent"]) # ============================================================================== -@njit(cache=True) + def get_voxels_corners(voxels_position, voxels_size): - """ According to the voxels position and their size, return a numpy array + """According to the voxels position and their size, return a numpy array containing for each input voxels the position of the 8 corners. Parameters @@ -73,10 +71,8 @@ def get_voxels_corners(voxels_position, voxels_size): return a -def get_bounding_box_voxel_projected(voxels_position, - voxels_size, - projection): - """ Compute the bounding box value according the radius, angle and +def get_bounding_box_voxel_projected(voxels_position, voxels_size, projection): + """Compute the bounding box value according the radius, angle and calibration parameters of point_3d projection Parameters @@ -111,8 +107,9 @@ def get_bounding_box_voxel_projected(voxels_position, # ============================================================================== + def split_voxels_in_eight(voxels): - """ Split each voxel in 8 en return the numpy.array position + """Split each voxel in 8 en return the numpy.array position _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ / /| / / /| @@ -159,18 +156,17 @@ def split_voxels_in_eight(voxels): a7 = numpy.column_stack((x_minus, y_plus, z_plus)) a8 = numpy.column_stack((x_plus, y_plus, z_plus)) - return Voxels(numpy.concatenate((a1, a2, a3, a4, a5, a6, a7, a8), axis=0), - voxels.size / 2.0) + return Voxels( + numpy.concatenate((a1, a2, a3, a4, a5, a6, a7, a8), axis=0), voxels.size / 2.0 + ) # ============================================================================== -def voxels_is_visible_in_image(voxels_position, - voxels_size, - image, - projection, - inclusive, - image_int=None): + +def voxels_is_visible_in_image( + voxels_position, voxels_size, image, projection, inclusive, image_int=None +): """ Return a numpy array containing True if the voxel are projected is photo-consistent on image else False @@ -220,14 +216,18 @@ def voxels_is_visible_in_image(voxels_position, """ height, length = image.shape - ori_result = numpy.zeros((len(voxels_position, )), dtype=int) + ori_result = numpy.zeros( + ( + len( + voxels_position, + ) + ), + dtype=int, + ) r = projection(voxels_position) - cond = ((r[:, 0] >= 0) & - (r[:, 1] >= 0) & - (r[:, 0] < length) & - (r[:, 1] < height)) + cond = (r[:, 0] >= 0) & (r[:, 1] >= 0) & (r[:, 0] < length) & (r[:, 1] < height) rr = r[cond].astype(int) @@ -240,12 +240,15 @@ def voxels_is_visible_in_image(voxels_position, # ========================================================================== min_xy_max_xy = get_bounding_box_voxel_projected( - voxels_position, voxels_size, projection) + voxels_position, voxels_size, projection + ) - vv = ((min_xy_max_xy[:, 2] < 0) | - (min_xy_max_xy[:, 0] >= length) | - (min_xy_max_xy[:, 3] < 0) | - (min_xy_max_xy[:, 1] >= height)) + vv = ( + (min_xy_max_xy[:, 2] < 0) + | (min_xy_max_xy[:, 0] >= length) + | (min_xy_max_xy[:, 3] < 0) + | (min_xy_max_xy[:, 1] >= height) + ) not_vv = numpy.logical_not(vv) result[vv] = 1 if inclusive else 0 @@ -268,9 +271,12 @@ def voxels_is_visible_in_image(voxels_position, # ========================================================================== for i, (x_min, y_min, x_max, y_max) in enumerate(min_xy_max_xy): - - if (image_int[y_max, x_max] + image_int[y_min, x_min] - - image_int[y_min, x_max] - image_int[y_max, x_min]) > 0: + if ( + image_int[y_max, x_max] + + image_int[y_min, x_min] + - image_int[y_min, x_max] + - image_int[y_max, x_min] + ) > 0: bb[i] = 1 # for i, (x_min, y_min, x_max, y_max) in enumerate(min_xy_max_xy): @@ -285,11 +291,10 @@ def voxels_is_visible_in_image(voxels_position, # ============================================================================== -def kept_visible_voxel(voxels_position, - voxels_size, - image_views, - error_tolerance=0, - int_images=None): + +def kept_visible_voxel( + voxels_position, voxels_size, image_views, error_tolerance=0, int_images=None +): """ Kept in a new collections.deque the voxel who is visible on each image of images_projections according the error_tolerance @@ -328,17 +333,17 @@ def kept_visible_voxel(voxels_position, image_view.image, image_view.projection, image_view.inclusive, - image_int=int_images[i]) + image_int=int_images[i], + ) cond = photo_consistent >= i + 1 - error_tolerance if no_kept is None: no_kept = voxels_position[numpy.logical_not(cond)] else: - no_kept = numpy.insert(no_kept, - 0, - voxels_position[numpy.logical_not(cond)], - axis=0) + no_kept = numpy.insert( + no_kept, 0, voxels_position[numpy.logical_not(cond)], axis=0 + ) voxels_position = voxels_position[cond] photo_consistent = photo_consistent[cond] @@ -351,6 +356,7 @@ def kept_visible_voxel(voxels_position, # ============================================================================== + def have_image_ref(image_views): for iv in image_views: if iv.image_ref is not None: @@ -368,11 +374,11 @@ def create_groups(image_views, inconsistent): height, length = iv.image.shape min_xy_max_xy = get_bounding_box_voxel_projected( - inconsistent.position, inconsistent.size, iv.projection) + inconsistent.position, inconsistent.size, iv.projection + ) # add each voxels to a visual cones for i, (x_min, y_min, x_max, y_max) in enumerate(min_xy_max_xy): - if x_max < 0 or x_min >= length or y_max < 0 or y_min >= height: continue @@ -381,7 +387,7 @@ def create_groups(image_views, inconsistent): x_max = int(min(max(math.floor(x_max), 0), length - 1)) y_max = int(min(max(math.floor(y_max), 0), height - 1)) - img = iv.image_ref[y_min:y_max + 1, x_min:x_max + 1] + img = iv.image_ref[y_min : y_max + 1, x_min : x_max + 1] yy, xx = numpy.where(img > 0) yy += y_min xx += x_min @@ -401,7 +407,7 @@ def check_groups(neigh, inconsistent, groups, nb_distance): if len(groups.values()) == 0: return None - positions = list() + positions = [] for index in groups.values(): index = numpy.array(index) @@ -418,15 +424,18 @@ def check_groups(neigh, inconsistent, groups, nb_distance): def reconstruction_inconsistent(image_views, stages, attractor=None): for iv in image_views: if iv.image_ref is not None: - im = project_voxel_centers_on_image(stages[-1].consistent.position, - stages[-1].consistent.size, - iv.image.shape, - iv.projection) + im = project_voxel_centers_on_image( + stages[-1].consistent.position, + stages[-1].consistent.size, + iv.image.shape, + iv.projection, + ) iv.il = iv.image_ref - im iv.yy, iv.xx = numpy.where(iv.il > 0) consistent_neighbors = sklearn.neighbors.NearestNeighbors( - n_neighbors=1, metric='euclidean') + n_neighbors=1, metric="euclidean" + ) if numpy.size(stages[-1].consistent.position) == 0: consistent_neighbors.fit(numpy.array([[0, 0, 0]])) @@ -438,7 +447,6 @@ def reconstruction_inconsistent(image_views, stages, attractor=None): consistents = [None] * len(stages) for i, stage in enumerate(stages): - if stage.inconsistent is None: continue @@ -446,22 +454,24 @@ def reconstruction_inconsistent(image_views, stages, attractor=None): if consistents[i - 1] is not None: voxels = split_voxels_in_eight(consistents[i - 1]) position = numpy.concatenate( - (inconsistent.position, voxels.position), axis=0) + (inconsistent.position, voxels.position), axis=0 + ) position = numpy.unique(position, axis=0) inconsistent = Voxels(position, inconsistent.size) groups = create_groups(image_views, inconsistent) nb_distance = max(20 - int((20 / len(stages)) * i), 2) consistents[i] = check_groups( - consistent_neighbors, inconsistent, groups, nb_distance) + consistent_neighbors, inconsistent, groups, nb_distance + ) consistent_stages = [None] * len(stages) for i, (stage, consistent) in enumerate(zip(stages, consistents)): - consistent_stages[i] = stage.consistent if consistent is not None: voxels_position = numpy.concatenate( - (consistent_stages[i].position, consistent.position), axis=0) + (consistent_stages[i].position, consistent.position), axis=0 + ) voxels_position = numpy.unique(voxels_position, axis=0) @@ -472,7 +482,7 @@ def reconstruction_inconsistent(image_views, stages, attractor=None): # ============================================================================== -@njit(cache=True) + def get_integrale_image(img): a = numpy.zeros_like(img, dtype=int) a[img > 0] = 1 @@ -489,20 +499,22 @@ def get_integrale_image(img): # ============================================================================== -def reconstruction_3d(image_views, - voxels_size=4, - error_tolerance=0, - voxel_center_origin=(0.0, 0.0, 0.0), - start_voxel_size=4096, - voxels_position=None, - attractor=None): +def reconstruction_3d( + image_views, + voxels_size=4, + error_tolerance=0, + voxel_center_origin=(0.0, 0.0, 0.0), + start_voxel_size=4096, + voxels_position=None, + attractor=None, +): """ Construct a list of voxel represented object with positive value on binary image in images of images_projections. Parameters ---------- - + image_views : [(image, projection), ...] List of tuple (image, projection) where image is a binary image (numpy.ndarray) and function projection (function (x, y, z) -> (x, y)) @@ -535,13 +547,16 @@ def reconstruction_3d(image_views, if voxels_position is None: voxels_position = numpy.array([voxel_center_origin]) - list_voxels_size = [voxels_size * 2 ** i for i in range(20, -1, -1) if - voxels_size * 2 ** (i - 1) < start_voxel_size] + list_voxels_size = [ + voxels_size * 2**i + for i in range(20, -1, -1) + if voxels_size * 2 ** (i - 1) < start_voxel_size + ] # Pre-processing (optimization): Compute integral image for speed # computation - int_images = list() + int_images = [] for i, image_view in enumerate(image_views): a = numpy.zeros_like(image_view.image, dtype=numpy.uint32) c_mvr.integral_image(image_view.image, a) @@ -560,9 +575,12 @@ def reconstruction_3d(image_views, if voxels.size < 512: stage = kept_visible_voxel( - voxels.position, voxels.size, image_views, + voxels.position, + voxels.size, + image_views, error_tolerance=error_tolerance, - int_images=int_images) + int_images=int_images, + ) else: stage = VoxelsStage(voxels, None) @@ -570,8 +588,9 @@ def reconstruction_3d(image_views, consistent_stages = [stage.consistent for stage in stages] if have_image_ref(image_views): - consistent_stages = reconstruction_inconsistent(image_views, stages, - attractor=attractor) + consistent_stages = reconstruction_inconsistent( + image_views, stages, attractor=attractor + ) return VoxelGrid(consistent_stages[-1].position, consistent_stages[-1].size) @@ -579,12 +598,9 @@ def reconstruction_3d(image_views, # ============================================================================== -def project_voxel_centers_on_image(voxels_position, - voxels_size, - shape_image, - projection, - value=255, - dtype=numpy.uint8): +def project_voxel_centers_on_image( + voxels_position, voxels_size, shape_image, projection, value=255, dtype=numpy.uint8 +): """ Create a image with same shape that shape_image and project each voxel on image and write positive value (255) on it. @@ -614,12 +630,15 @@ def project_voxel_centers_on_image(voxels_position, img = numpy.zeros((height, length), dtype=dtype) min_xy_max_xy = get_bounding_box_voxel_projected( - voxels_position, voxels_size, projection) + voxels_position, voxels_size, projection + ) - vv = ((min_xy_max_xy[:, 2] < 0) | - (min_xy_max_xy[:, 0] >= length) | - (min_xy_max_xy[:, 3] < 0) | - (min_xy_max_xy[:, 1] >= height)) + vv = ( + (min_xy_max_xy[:, 2] < 0) + | (min_xy_max_xy[:, 0] >= length) + | (min_xy_max_xy[:, 3] < 0) + | (min_xy_max_xy[:, 1] >= height) + ) not_vv = numpy.logical_not(vv) min_xy_max_xy = min_xy_max_xy[not_vv] @@ -633,15 +652,14 @@ def project_voxel_centers_on_image(voxels_position, min_xy_max_xy = min_xy_max_xy.astype(int) for x_min, y_min, x_max, y_max in min_xy_max_xy: - img[y_min:y_max + 1, x_min:x_max + 1] = value + img[y_min : y_max + 1, x_min : x_max + 1] = value return img -def project_voxels_position_on_image(voxels_position, - voxels_size, - shape_image, - projection): +def project_voxels_position_on_image( + voxels_position, voxels_size, shape_image, projection +): """ Create a image with same shape that shape_image and project each voxel on image and write positive value (255) on it. @@ -688,6 +706,7 @@ def project_voxels_position_on_image(voxels_position, # ============================================================================== + def image_error(img_ref, img_src, precision=2): """ Return false position and true negative result from the comparison on @@ -700,21 +719,24 @@ def image_error(img_ref, img_src, precision=2): img_src = img_src.astype(numpy.int32) img = numpy.subtract(img_ref, img_src) true_negative = numpy.bitwise_and(img_ref == 0, img_src == 0) - true_negative = round(numpy.count_nonzero(true_negative) * 100.0 / nb_ref2, - precision) + true_negative = round( + numpy.count_nonzero(true_negative) * 100.0 / nb_ref2, precision + ) # true_negative = numpy.bitwise_and(img_ref == 0, img_src == 0) - false_positive = round(numpy.count_nonzero(img[img < 0]) * 100.0 / nb_ref2, - precision) - false_negative = round(numpy.count_nonzero(img[img > 0]) * 100.0 / nb_ref, - precision) + false_positive = round( + numpy.count_nonzero(img[img < 0]) * 100.0 / nb_ref2, precision + ) + false_negative = round( + numpy.count_nonzero(img[img > 0]) * 100.0 / nb_ref, precision + ) print(true_negative, false_positive, false_negative) return false_positive, false_negative def reconstruction_error(voxels_grid, image_views): """ - Compute the reconstruction error (false positive and true negative) of + Compute the reconstruction error (false positive and true negative) of the 3d reconstruction from the image view. Parameters @@ -745,10 +767,10 @@ def reconstruction_error(voxels_grid, image_views): voxels_grid.voxels_position, voxels_grid.voxels_size, image_view.image.shape, - image_view.projection) + image_view.projection, + ) - false_positive, false_negative = image_error( - image_view.image, img_src) + false_positive, false_negative = image_error(image_view.image, img_src) sum_false_positive += false_positive sum_false_negative += false_negative diff --git a/src/openalea/phenomenal/object/__init__.py b/src/openalea/phenomenal/object/__init__.py index 5445eb31..b7afb953 100644 --- a/src/openalea/phenomenal/object/__init__.py +++ b/src/openalea/phenomenal/object/__init__.py @@ -25,6 +25,7 @@ voxelSkeleton voxelSegmentation """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -38,4 +39,4 @@ from .voxelSegmentation import VoxelSegmentation # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/object/image3D.py b/src/openalea/phenomenal/object/image3D.py index 1bcb9851..56886a38 100644 --- a/src/openalea/phenomenal/object/image3D.py +++ b/src/openalea/phenomenal/object/image3D.py @@ -16,16 +16,16 @@ class Image3D(numpy.ndarray): - - def __new__(cls, - input_array, - voxels_size=1, - world_coordinate=(0, 0, 0), - dtype=numpy.uint8, - order='C'): - + def __new__( + cls, + input_array, + voxels_size=1, + world_coordinate=(0, 0, 0), + dtype=numpy.uint8, + order="C", + ): if not isinstance(input_array, numpy.ndarray): - raise TypeError('input_array must be a numpy.ndarray') + raise TypeError("input_array must be a numpy.ndarray") if input_array.ndim != 3: raise ValueError("input_array must be numpy.ndarray of ndim == 3") @@ -37,12 +37,11 @@ def __new__(cls, return obj def __array_finalize__(self, obj): - if obj is None: return - self.voxels_size = getattr(obj, 'voxels_size', 1) - self.world_coordinate = getattr(obj, 'world_coordinate', (0, 0, 0)) + self.voxels_size = getattr(obj, "voxels_size", 1) + self.world_coordinate = getattr(obj, "world_coordinate", (0, 0, 0)) # ========================================================================== # TRANSFORM @@ -74,104 +73,104 @@ def __array_finalize__(self, obj): # ========================================================================== def write_to_npz(self, filename): - - if (os.path.dirname(filename) and not os.path.exists( - os.path.dirname(filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) - numpy.savez_compressed(filename, - image=self, - voxels_size=self.voxels_size, - world_coordinate=self.world_coordinate, - allow_pickle=False) + numpy.savez_compressed( + filename, + image=self, + voxels_size=self.voxels_size, + world_coordinate=self.world_coordinate, + allow_pickle=False, + ) @staticmethod def read_from_npz(filename): npz = numpy.load(filename, allow_pickle=False) - image = npz['image'] - voxels_size = int(npz['voxels_size']) - world_coordinate = tuple(npz['world_coordinate']) + image = npz["image"] + voxels_size = int(npz["voxels_size"]) + world_coordinate = tuple(npz["world_coordinate"]) - return Image3D(image, - voxels_size=voxels_size, - world_coordinate=world_coordinate) + return Image3D( + image, voxels_size=voxels_size, world_coordinate=world_coordinate + ) def write_to_stack_image(self, folder_name): if not os.path.exists(folder_name): os.makedirs(folder_name) - xl, yl, zl = self.shape + _, _, zl = self.shape for i in range(zl): mat = self[:, :, i] * 255 - cv2.imwrite(folder_name + '%d.png' % i, mat) + cv2.imwrite(folder_name + f"{i}.png", mat) # ========================================================================== # CREATION ROUTINE # ========================================================================== @staticmethod - def zeros(shape, - voxels_size=1, - world_coordinate=(0, 0, 0), - dtype=numpy.uint8, - order='C'): - + def zeros( + shape, voxels_size=1, world_coordinate=(0, 0, 0), dtype=numpy.uint8, order="C" + ): if len(shape) != 3: raise ValueError("shape len must be equal to 3") - return Image3D(numpy.zeros(shape), - voxels_size=voxels_size, - world_coordinate=world_coordinate, - dtype=dtype, - order=order) + return Image3D( + numpy.zeros(shape), + voxels_size=voxels_size, + world_coordinate=world_coordinate, + dtype=dtype, + order=order, + ) @staticmethod def zeros_like(image_3d): - if not isinstance(image_3d, Image3D): raise TypeError("image_3d must be a Image3D type") - if image_3d.flags['C_CONTIGUOUS']: - order = 'C' + if image_3d.flags["C_CONTIGUOUS"]: + order = "C" else: - order = 'F' + order = "F" - return Image3D.zeros(image_3d.shape, - voxels_size=image_3d.voxels_size, - world_coordinate=image_3d.world_coordinate, - dtype=image_3d.dtype, - order=order) + return Image3D.zeros( + image_3d.shape, + voxels_size=image_3d.voxels_size, + world_coordinate=image_3d.world_coordinate, + dtype=image_3d.dtype, + order=order, + ) @staticmethod - def ones(shape, - voxels_size=1, - world_coordinate=(0, 0, 0), - dtype=numpy.uint8, - order='C'): - + def ones( + shape, voxels_size=1, world_coordinate=(0, 0, 0), dtype=numpy.uint8, order="C" + ): if len(shape) != 3: raise ValueError("shape len must be equal to 3") - return Image3D(numpy.ones(shape), - voxels_size=voxels_size, - world_coordinate=world_coordinate, - dtype=dtype, - order=order) + return Image3D( + numpy.ones(shape), + voxels_size=voxels_size, + world_coordinate=world_coordinate, + dtype=dtype, + order=order, + ) @staticmethod def ones_like(image_3d): - if not isinstance(image_3d, Image3D): raise TypeError("image_3d must be a Image3D type") - if image_3d.flags['C_CONTIGUOUS']: - order = 'C' + if image_3d.flags["C_CONTIGUOUS"]: + order = "C" else: - order = 'F' - - return Image3D.ones(image_3d.shape, - voxels_size=image_3d.voxels_size, - world_coordinate=image_3d.world_coordinate, - dtype=image_3d.dtype, - order=order) \ No newline at end of file + order = "F" + + return Image3D.ones( + image_3d.shape, + voxels_size=image_3d.voxels_size, + world_coordinate=image_3d.world_coordinate, + dtype=image_3d.dtype, + order=order, + ) diff --git a/src/openalea/phenomenal/object/imageView.py b/src/openalea/phenomenal/object/imageView.py index 3d91f545..9d66199c 100644 --- a/src/openalea/phenomenal/object/imageView.py +++ b/src/openalea/phenomenal/object/imageView.py @@ -12,8 +12,7 @@ # ============================================================================== -class ImageView(object): - +class ImageView: def __init__(self, image, projection, inclusive=False, image_ref=None): self.image = image self.projection = projection diff --git a/src/openalea/phenomenal/object/voxelGrid.py b/src/openalea/phenomenal/object/voxelGrid.py index 747e71d8..790822a0 100644 --- a/src/openalea/phenomenal/object/voxelGrid.py +++ b/src/openalea/phenomenal/object/voxelGrid.py @@ -12,8 +12,8 @@ import os import re import json -import numpy import csv +import numpy from .image3D import Image3D @@ -22,22 +22,20 @@ class NumpyEncoder(json.JSONEncoder): - """ Special json encoder for numpy types """ + """Special json encoder for numpy types""" - def default(self, obj): - if isinstance(obj, numpy.integer): - return int(obj) - elif isinstance(obj, numpy.floating): - return float(obj) - elif isinstance(obj, numpy.ndarray): - return obj.tolist() - return json.JSONEncoder.default(self, obj) + def default(self, o): + if isinstance(o, numpy.integer): + return int(o) + if isinstance(o, numpy.floating): + return float(o) + if isinstance(o, numpy.ndarray): + return o.tolist() + return json.JSONEncoder.default(self, o) -class VoxelGrid(object): - +class VoxelGrid: def __init__(self, voxels_position, voxels_size): - self._voxels_position = voxels_position self._voxels_size = voxels_size @@ -74,7 +72,6 @@ def voxels_size(self): # ========================================================================== def bounding_box(self): - if len(self._voxels_position) == 0: raise ValueError("Empty list") @@ -82,9 +79,9 @@ def bounding_box(self): y_min = float("inf") z_min = float("inf") - x_max = - float("inf") - y_max = - float("inf") - z_max = - float("inf") + x_max = -float("inf") + y_max = -float("inf") + z_max = -float("inf") for x, y, z in self._voxels_position: x_min = min(x_min, x) @@ -102,7 +99,7 @@ def volume(self): Compute the volume of the voxel point cloud """ - return len(self._voxels_position) * self._voxels_size ** 3 + return len(self._voxels_position) * self._voxels_size**3 def __len__(self): return len(self._voxels_position) @@ -125,10 +122,12 @@ def to_image_3d(self): len_y = int((y_max - y_min) / self.voxels_size + 1) len_z = int((z_max - z_min) / self.voxels_size + 1) - image_3d = Image3D.zeros((len_x, len_y, len_z), - dtype=bool, - voxels_size=self.voxels_size, - world_coordinate=(x_min, y_min, z_min)) + image_3d = Image3D.zeros( + (len_x, len_y, len_z), + dtype=bool, + voxels_size=self.voxels_size, + world_coordinate=(x_min, y_min, z_min), + ) bound_min = numpy.array((x_min, y_min, z_min)) vs_pos = numpy.array(self.voxels_position) @@ -139,10 +138,9 @@ def to_image_3d(self): return image_3d @staticmethod - def from_image_3d(image_3d, voxels_value=1, - voxels_size=None, - world_coordinate=None): - + def from_image_3d( + image_3d, voxels_value=1, voxels_size=None, world_coordinate=None + ): xx, yy, zz = numpy.where(image_3d >= voxels_value) if voxels_size is None: @@ -203,46 +201,38 @@ def read_from_npz(filename): return VoxelGrid.from_image_3d(image_3d) def write_to_json(self, filename): - - if (os.path.dirname(filename) and not os.path.exists( - os.path.dirname(filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) - with open(filename, 'w') as f: - data = dict() - data['voxels_size'] = self.voxels_size + with open(filename, "w", encoding="UTF8") as f: + data = {"voxels_size": self.voxels_size} vp = list(map(tuple, self.voxels_position)) - data['voxels_position'] = json.dumps(vp, cls=NumpyEncoder) + data["voxels_position"] = json.dumps(vp, cls=NumpyEncoder) json.dump(data, f) @staticmethod def read_from_json(filename): - - with open(filename, 'r') as f: + with open(filename, "r", encoding="UTF8") as f: data = json.load(f) - voxels_size = data['voxels_size'] - voxels_position = json.loads(data['voxels_position']) + voxels_size = data["voxels_size"] + voxels_position = json.loads(data["voxels_position"]) return VoxelGrid(voxels_position, voxels_size) def write_to_xyz(self, filename): - - if (os.path.dirname(filename) and not os.path.exists(os.path.dirname( - filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) - f = open(filename, 'w') - for x, y, z in self.voxels_position: - f.write("%f %f %f \n" % (x, y, z)) - f.close() + with open(filename, "w", encoding="UTF8") as f: + for x, y, z in self.voxels_position: + f.write(f"{x} {y} {z} \n") @staticmethod def read_from_xyz(filename, voxels_size): - - voxels_position = list() - with open(filename, 'r') as f: + voxels_position = [] + with open(filename, "r", encoding="UTF8") as f: for line in f: - point_3d = re.findall(r'[-0-9.]+', line) + point_3d = re.findall(r"[-0-9.]+", line) x = float(point_3d[0]) y = float(point_3d[1]) @@ -254,39 +244,36 @@ def read_from_xyz(filename, voxels_size): return VoxelGrid(voxels_position, voxels_size) def write_to_csv(self, filename, header=None): - - if (os.path.dirname(filename) and not os.path.exists(os.path.dirname( - filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) if header is None: header = {} - header.update({'voxels_size': self.voxels_size}) + header.update({"voxels_size": self.voxels_size}) - with open(filename, 'w', newline='') as f: + with open(filename, "w", newline="", encoding="UTF8") as f: c = csv.writer(f) for k, v in header.items(): - c.writerow(['# ' + k + ': ' + str(v)]) - c.writerow(['x_coord', 'y_coord', 'z_coord']) + c.writerow(["# " + k + ": " + str(v)]) + c.writerow(["x_coord", "y_coord", "z_coord"]) for x, y, z in self.voxels_position: c.writerow([x, y, z]) @staticmethod def read_from_csv(filename, read_header=False): - voxels_position = list() + voxels_position = [] header = {} - with open(filename, 'r', newline='') as f: + with open(filename, "r", newline="", encoding="UTF8") as f: reader = csv.reader(f) for row in reader: - if row[0].split('#')[0].strip(): + if row[0].split("#")[0].strip(): break - else: - k, v = row[0].split('#')[1].strip().split(':') - header[k.strip()] = v.strip() + k, v = row[0].split("#")[1].strip().split(":") + header[k.strip()] = v.strip() - if 'voxels_size' in header: - voxels_size = float(header['voxels_size']) + if "voxels_size" in header: + voxels_size = float(header["voxels_size"]) for x, y, z in reader: voxels_position.append((float(x), float(y), float(z))) else: @@ -297,5 +284,4 @@ def read_from_csv(filename, read_header=False): voxels_position.append((float(x), float(y), float(z))) if read_header: return VoxelGrid(voxels_position, voxels_size), header - else: - return VoxelGrid(voxels_position, voxels_size) + return VoxelGrid(voxels_position, voxels_size) diff --git a/src/openalea/phenomenal/object/voxelOctree.py b/src/openalea/phenomenal/object/voxelOctree.py index 172b5858..1de35f9d 100644 --- a/src/openalea/phenomenal/object/voxelOctree.py +++ b/src/openalea/phenomenal/object/voxelOctree.py @@ -17,7 +17,7 @@ # ============================================================================== -class VoxelNode(object): +class VoxelNode: def __init__(self, position, size, data, father): self.position = position self.size = size @@ -28,13 +28,13 @@ def __init__(self, position, size, data, father): self.is_leaf = True def __str__(self): - return """ + return f""" OcNode: - \tposition : {0} - \tsize : {1} - \tdata: {2} - \tis_leaf : {3} - """.format(self.position, self.size, self.data, self.is_leaf) + \tposition : {self.position} + \tsize : {self.size} + \tdata: {self.data} + \tis_leaf : {self.is_leaf} + """ def creates_sons(self): r = self.size / 4.0 @@ -57,156 +57,145 @@ def creates_sons(self): VoxelNode((x_max, y_max, z_min), d, self.data, self), VoxelNode((x_max, y_min, z_max), d, self.data, self), VoxelNode((x_min, y_max, z_max), d, self.data, self), - VoxelNode((x_max, y_max, z_max), d, self.data, self)] + VoxelNode((x_max, y_max, z_max), d, self.data, self), + ] self.is_leaf = False return self.sons - def get_nodes(self, - func_if_true_add_node=lambda n: True, - func_if_true_look_in_sons=lambda n: True, - func_get=lambda n: n): - - l = list() + def get_nodes( + self, + func_if_true_add_node=lambda n: True, + func_if_true_look_in_sons=lambda n: True, + func_get=lambda n: n, + ): + l = [] if func_if_true_add_node(self): l.append(func_get(self)) if not self.is_leaf: if func_if_true_look_in_sons(self): for son in self.sons: - l.extend(son.get_nodes( - func_if_true_add_node=func_if_true_add_node, - func_if_true_look_in_sons=func_if_true_look_in_sons, - func_get=func_get)) + l.extend( + son.get_nodes( + func_if_true_add_node=func_if_true_add_node, + func_if_true_look_in_sons=func_if_true_look_in_sons, + func_get=func_get, + ) + ) return l def get_sons_voxels_position_with_size(self, voxels_size): - - l = list() + l = [] if self.data is True: if self.size == voxels_size: l.append(self.position) else: if not self.is_leaf: for son in self.sons: - l.extend(son.get_sons_voxels_position_with_size( - voxels_size)) + l.extend(son.get_sons_voxels_position_with_size(voxels_size)) return l def get_leafs(self): - def func_if_true_add_node(node): - if node.is_leaf: - return True - else: - return False + return node.is_leaf return self.get_nodes(func_if_true_add_node=func_if_true_add_node) def in_it(self, position): - r = self.size / 2.0 x, y, z = position - if self.position[0] - r <= x <= self.position[0] + r: - if self.position[1] - r <= y <= self.position[1] + r: - if self.position[2] - r <= z <= self.position[2] + r: - return True + if ( + self.position[0] - r <= x <= self.position[0] + r + and self.position[1] - r <= y <= self.position[1] + r + ) and self.position[2] - r <= z <= self.position[2] + r: + return True return False def get_neighbors_positions(self): - cx, cy, cz = self.position cx_min, cx_max = cx - self.size, cx + self.size cy_min, cy_max = cy - self.size, cy + self.size cz_min, cz_max = cz - self.size, cz + self.size - neighbors = [(cx, cy, cz_max), - (cx_min, cy, cz_max), - (cx_max, cy, cz_max), - (cx, cy_min, cz_max), - (cx_min, cy_min, cz_max), - (cx_max, cy_min, cz_max), - (cx, cy_max, cz_max), - (cx_min, cy_max, cz_max), - (cx_max, cy_max, cz_max), - - (cx_min, cy, cz), - (cx_max, cy, cz), - (cx, cy_min, cz), - (cx_min, cy_min, cz), - (cx_max, cy_min, cz), - (cx, cy_max, cz), - (cx_min, cy_max, cz), - (cx_max, cy_max, cz), - - (cx, cy, cz_min), - (cx_min, cy, cz_min), - (cx_max, cy, cz_min), - (cx, cy_min, cz_min), - (cx_min, cy_min, cz_min), - (cx_max, cy_min, cz_min), - (cx, cy_max, cz_min), - (cx_min, cy_max, cz_min), - (cx_max, cy_max, cz_min)] + neighbors = [ + (cx, cy, cz_max), + (cx_min, cy, cz_max), + (cx_max, cy, cz_max), + (cx, cy_min, cz_max), + (cx_min, cy_min, cz_max), + (cx_max, cy_min, cz_max), + (cx, cy_max, cz_max), + (cx_min, cy_max, cz_max), + (cx_max, cy_max, cz_max), + (cx_min, cy, cz), + (cx_max, cy, cz), + (cx, cy_min, cz), + (cx_min, cy_min, cz), + (cx_max, cy_min, cz), + (cx, cy_max, cz), + (cx_min, cy_max, cz), + (cx_max, cy_max, cz), + (cx, cy, cz_min), + (cx_min, cy, cz_min), + (cx_max, cy, cz_min), + (cx, cy_min, cz_min), + (cx_min, cy_min, cz_min), + (cx_max, cy_min, cz_min), + (cx, cy_max, cz_min), + (cx_min, cy_max, cz_min), + (cx_max, cy_max, cz_min), + ] return neighbors def get_node_position(self, position): - - # print(position, self.position) - - if (self.position[0] == position[0] and - self.position[1] == position[1] and - self.position[2] == position[2]): + if ( + self.position[0] == position[0] + and self.position[1] == position[1] + and self.position[2] == position[2] + ): return self - else: - if not self.is_leaf and self.in_it(position): - for son in self.sons: - leaf = son.get_node_position(position) - if leaf is not None: - return leaf - else: - return None + if not self.is_leaf and self.in_it(position): + for son in self.sons: + leaf = son.get_node_position(position) + if leaf is not None: + return leaf + return None def get_with_position(self, position): - if self.in_it(position): if self.is_leaf: return self - else: - for son in self.sons: - leaf = son.find_leaf_with_position(position) - if leaf is not None: - return leaf - else: - return None + for son in self.sons: + leaf = son.find_leaf_with_position(position) + if leaf is not None: + return leaf + return None def get_root(self): father = self.father if father is None: return self - else: - grandfather = father.father + grandfather = father.father - while grandfather is not None: - father = grandfather - grandfather = father.father + while grandfather is not None: + father = grandfather + grandfather = father.father - return father + return father def get_neighbors_leaf(self): - neighbors_positions = self.get_neighbors_positions() root = self.get_root() - neighbors_leaf = list() + neighbors_leaf = [] for position in neighbors_positions: - leaf = root.find_leaf_with_position(position) if leaf is not None: @@ -215,43 +204,38 @@ def get_neighbors_leaf(self): return neighbors_leaf def is_surrender(self): - neighbors_positions = self.get_neighbors_positions() if self.father is None: return False - else: - for node in self.father.sons: - if node is self: - continue - - if node.position in neighbors_positions: - if node.data is True: - neighbors_positions.remove(node.position) - else: - return False + for node in self.father.sons: + if node is self: + continue + + if node.position in neighbors_positions: + if node.data is True: + neighbors_positions.remove(node.position) else: return False + else: + return False - root = self.get_root() - for position in neighbors_positions: - leaf = root.find_leaf_with_position(position) + root = self.get_root() + for position in neighbors_positions: + leaf = root.find_leaf_with_position(position) - if leaf is None or leaf.data is False: - return False + if leaf is None or leaf.data is False: + return False - return True + return True def depth(self): - if self.is_leaf: return 0 - else: - return 1 + max([node.depth() for node in self.sons]) + return 1 + max(node.depth() for node in self.sons) def insert_node(self, position, data): if self.in_it(position): - if self.position == position: self.data = data return self @@ -264,30 +248,29 @@ def insert_node(self, position, data): if node is not None: return node - else: - return None + return None def get_dict_nodes(self): if self.is_leaf: - - return {"position": self.position, - "size": self.size, - "data": self.data, - "sons": None} - else: - - sons = list() - for leaf in self.sons: - sons.append(leaf.get_dict_nodes()) - - return {"position": self.position, - "size": self.size, - "data": self.data, - "sons": sons} - - -class VoxelOctree(object): - + return { + "position": self.position, + "size": self.size, + "data": self.data, + "sons": None, + } + sons = [] + for leaf in self.sons: + sons.append(leaf.get_dict_nodes()) + + return { + "position": self.position, + "size": self.size, + "data": self.data, + "sons": sons, + } + + +class VoxelOctree: def __init__(self): self.root = None @@ -304,52 +287,50 @@ def from_position(cls, position, size, data): return octree def get_leafs(self): - if self.root is None: raise ValueError("No root define") return self.root.get_leafs() - def get_voxel_nodes(self, - func_if_true_add_node=lambda n: True, - func_if_true_look_in_sons=lambda n: True, - func_get=lambda n: n): - + def get_voxel_nodes( + self, + func_if_true_add_node=lambda n: True, + func_if_true_look_in_sons=lambda n: True, + func_get=lambda n: n, + ): if self.root is None: raise ValueError("No root define") return self.root.get_nodes( func_if_true_add_node=func_if_true_add_node, func_if_true_look_in_sons=func_if_true_look_in_sons, - func_get=func_get) + func_get=func_get, + ) def get_leafs_with_data_equal_to(self, data): leafs = self.root.get_leafs() return [leaf for leaf in leafs if leaf.data == data] def get_voxel_point_cloud(self, voxels_size): - def f(node): if node.data is True: if node.size == voxels_size: return True return False - voxels_position = self.root.get_nodes(func_if_true_add_node=f, - func_get=lambda n: n.position) + voxels_position = self.root.get_nodes( + func_if_true_add_node=f, func_get=lambda n: n.position + ) return VoxelGrid(voxels_position, voxels_size) def get_voxels_nodes_with_size_equal_to(self, voxels_size): - def f(node): if node.size == voxels_size and node.data is True: return True - else: - return False + return False - nodes = self.root.get_nodes(func_if_true_add_node=f, - func_get=lambda n: n) + nodes = self.root.get_nodes(func_if_true_add_node=f, func_get=lambda n: n) return nodes @@ -357,20 +338,17 @@ def get_node_position(self, position): return self.root.get_node_position(position) def get_voxels_position(self, voxels_size): - def f(node): if node.data is True: if node.size == voxels_size: return True if node.is_leaf and node.size > voxels_size: return True - else: - return False + return False - nodes = self.root.get_nodes(func_if_true_add_node=f, - func_get=lambda n: n) + nodes = self.root.get_nodes(func_if_true_add_node=f, func_get=lambda n: n) - nodes_position = list() + nodes_position = [] while nodes: node = nodes.pop() @@ -408,22 +386,19 @@ def read(filename): raise ValueError("No extension") def write_to_json(self, filename): - if self.root is None: raise ValueError("No root define") - if (os.path.dirname(filename) and not os.path.exists( - os.path.dirname(filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) dict_nodes = self.root.get_dict_nodes() - with open(filename, 'w') as f: + with open(filename, "w", encoding="UTF8") as f: json.dump(dict_nodes, f) @staticmethod def read_from_json(filename): - - with open(filename, 'r') as f: + with open(filename, "r", encoding="UTF8") as f: load_dict_octree = json.load(f) root = VoxelOctree.from_dict(load_dict_octree, None) @@ -432,7 +407,6 @@ def read_from_json(filename): @staticmethod def from_dict(dict_node, father): - position = tuple(dict_node["position"]) data = dict_node["data"] size = dict_node["size"] @@ -442,8 +416,8 @@ def from_dict(dict_node, father): if dict_sons is not None: node.is_leaf = False - for i in range(len(dict_sons)): - node.sons[i] = VoxelOctree.from_dict(dict_sons[i], node) + for i, val in enumerate(dict_sons): + node.sons[i] = VoxelOctree.from_dict(val, node) else: node.is_leaf = True diff --git a/src/openalea/phenomenal/object/voxelOrgan.py b/src/openalea/phenomenal/object/voxelOrgan.py index 3fc6eda1..2bf82d74 100644 --- a/src/openalea/phenomenal/object/voxelOrgan.py +++ b/src/openalea/phenomenal/object/voxelOrgan.py @@ -15,30 +15,29 @@ # ============================================================================== -class VoxelOrgan(object): - +class VoxelOrgan: def __init__(self, label, sub_label=None): - self.voxel_segments = list() + self.voxel_segments = [] self.label = label self.sub_label = sub_label - self.info = dict() + self.info = {} def add_voxel_segment(self, voxels_position, polyline, closest_nodes=None): - self.voxel_segments.append(VoxelSegment(polyline, voxels_position, closest_nodes)) + self.voxel_segments.append( + VoxelSegment(polyline, voxels_position, closest_nodes) + ) def voxels_position(self): - voxels_position = set() for voxel_segment in self.voxel_segments: - voxels_position = voxels_position.union( - voxel_segment.voxels_position) + voxels_position = voxels_position.union(voxel_segment.voxels_position) return voxels_position # ========================================================================== def get_longest_segment(self): - longest_polyline = list() + longest_polyline = [] longest_segment = None for vs in self.voxel_segments: @@ -51,8 +50,7 @@ def get_longest_segment(self): # ========================================================================== def get_highest_polyline(self): - - highest_polyline = list() + highest_polyline = [] z_max = float("-inf") for vs in self.voxel_segments: z = numpy.max(numpy.array(vs.polyline)[:, 2]) @@ -64,7 +62,6 @@ def get_highest_polyline(self): return highest_polyline def get_real_index_position_base(self): - voxels_position = self.voxels_position() long_polyline = self.get_longest_segment().polyline index_position_base = len(long_polyline) - 1 @@ -76,7 +73,6 @@ def get_real_index_position_base(self): return index_position_base def real_longest_polyline(self): - long_polyline = self.get_longest_segment().polyline index_position_base = self.get_real_index_position_base() diff --git a/src/openalea/phenomenal/object/voxelSegment.py b/src/openalea/phenomenal/object/voxelSegment.py index 894a9a39..f154f5b0 100644 --- a/src/openalea/phenomenal/object/voxelSegment.py +++ b/src/openalea/phenomenal/object/voxelSegment.py @@ -12,18 +12,14 @@ # ============================================================================== -class VoxelSegment(object): - +class VoxelSegment: def __init__(self, polyline, voxels_position, closest_nodes): - self.polyline = polyline self.voxels_position = voxels_position self.closest_nodes = closest_nodes def __copy__(self): - return type(self)(self.polyline, - self.voxels_position, - self.closest_nodes) + return type(self)(self.polyline, self.voxels_position, self.closest_nodes) def __len__(self): return len(self.voxels_position) diff --git a/src/openalea/phenomenal/object/voxelSegmentation.py b/src/openalea/phenomenal/object/voxelSegmentation.py index 2f8c980a..95b0973c 100644 --- a/src/openalea/phenomenal/object/voxelSegmentation.py +++ b/src/openalea/phenomenal/object/voxelSegmentation.py @@ -9,7 +9,6 @@ # ============================================================================== from __future__ import division, print_function, absolute_import -import ast import os import gzip import json @@ -18,28 +17,24 @@ # ============================================================================== -class VoxelSegmentation(object): - +class VoxelSegmentation: def __init__(self, voxels_size): - - self.voxel_organs = list() + self.voxel_organs = [] self.voxels_size = voxels_size - self.info = dict() + self.info = {} def update_plant_info(self): s = set() for vo in self.voxel_organs: s = s.union(vo.voxels_position()) - self.info["pm_label"] = 'plant' - self.info["pm_voxels_volume"] = len(s) * self.voxels_size ** 3 + self.info["pm_label"] = "plant" + self.info["pm_voxels_volume"] = len(s) * self.voxels_size**3 self.info["pm_number_of_leaf"] = self.get_number_of_leaf() - def get_voxels_position(self, except_organs=None): - if except_organs is None: - except_organs = list() + except_organs = [] voxels_position = set() for vo in self.voxel_organs: @@ -51,7 +46,7 @@ def get_voxels_position(self, except_organs=None): def get_number_of_leaf(self): number = 0 for vo in self.voxel_organs: - if vo.label == "mature_leaf" or vo.label == "growing_leaf": + if vo.label in ("growing_leaf", "mature_leaf"): number += 1 return number @@ -66,8 +61,8 @@ def swap_leaf_order(self, number_1, number_2): vs1 = self.get_leaf_order(number_1) vs2 = self.get_leaf_order(number_2) - vs1.info['pm_leaf_number'] = number_2 - vs2.info['pm_leaf_number'] = number_1 + vs1.info["pm_leaf_number"] = number_2 + vs2.info["pm_leaf_number"] = number_1 def get_stem(self): for vo in self.voxel_organs: @@ -82,24 +77,23 @@ def get_unknown(self): return None def get_mature_leafs(self): - mature_leafs = list() + mature_leafs = [] for vo in self.voxel_organs: if vo.label == "mature_leaf": mature_leafs.append(vo) return mature_leafs def get_growing_leafs(self): - growing_leafs = list() + growing_leafs = [] for vo in self.voxel_organs: if vo.label == "growing_leaf": growing_leafs.append(vo) return growing_leafs def get_leafs(self): - - leafs = list() + leafs = [] for vo in self.voxel_organs: - if vo.label == "growing_leaf" or vo.label == "mature_leaf": + if vo.label in ("growing_leaf", "mature_leaf"): leafs.append(vo) return leafs @@ -108,58 +102,54 @@ def get_leafs(self): # ========================================================================== def write_to_json_gz(self, filename): - - if (os.path.dirname(filename) and not os.path.exists( - os.path.dirname(filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) - with gzip.open(filename, 'wb') as f: - - data = dict() - data['voxels_size'] = self.voxels_size - data['voxel_organs'] = list() - data['info'] = self.info + with gzip.open(filename, "wb") as f: + data = { + "voxels_size": self.voxels_size, + "voxel_organs": [], + "info": self.info, + } for vo in self.voxel_organs: - - dvo = dict() - dvo['label'] = vo.label - dvo['sub_label'] = vo.sub_label - dvo['info'] = vo.info - dvo['voxel_segments'] = list() + dvo = { + "label": vo.label, + "sub_label": vo.sub_label, + "info": vo.info, + "voxel_segments": [], + } for vs in vo.voxel_segments: - dvs = dict() - dvs['polyline'] = list(map(tuple, list(vs.polyline))) - dvs['voxels_position'] = list(map( - tuple, list(vs.voxels_position))) - dvo['voxel_segments'].append(dvs) + dvs = { + "polyline": list(map(tuple, list(vs.polyline))), + "voxels_position": list(map(tuple, list(vs.voxels_position))), + } + dvo["voxel_segments"].append(dvs) - data['voxel_organs'].append(dvo) + data["voxel_organs"].append(dvo) - f.write(json.dumps(data).encode('utf-8')) + f.write(json.dumps(data).encode("utf-8")) @staticmethod def read_from_json_gz(filename, without_info=False): - - with gzip.open(filename, 'rb') as f: - data = json.loads(f.read().decode('utf-8')) + with gzip.open(filename, "rb") as f: + data = json.loads(f.read().decode("utf-8")) # data = ast.literal_eval(f.read()) - vms = VoxelSegmentation(data['voxels_size']) - - for dvo in data['voxel_organs']: + vms = VoxelSegmentation(data["voxels_size"]) - vo = VoxelOrgan(dvo['label']) + for dvo in data["voxel_organs"]: + vo = VoxelOrgan(dvo["label"]) - if 'sub_label' in dvo: - vo.sub_label = dvo['sub_label'] + if "sub_label" in dvo: + vo.sub_label = dvo["sub_label"] if not without_info: - vo.info = dvo['info'] + vo.info = dvo["info"] - for dvs in dvo['voxel_segments']: - voxels_position = set(map(tuple, dvs['voxels_position'])) + for dvs in dvo["voxel_segments"]: + voxels_position = set(map(tuple, dvs["voxels_position"])) polyline = list(map(tuple, list(dvs["polyline"]))) vo.add_voxel_segment(voxels_position, polyline) diff --git a/src/openalea/phenomenal/object/voxelSkeleton.py b/src/openalea/phenomenal/object/voxelSkeleton.py index 9957c4b2..cf78d20c 100644 --- a/src/openalea/phenomenal/object/voxelSkeleton.py +++ b/src/openalea/phenomenal/object/voxelSkeleton.py @@ -9,18 +9,17 @@ # ============================================================================== from __future__ import division, print_function, absolute_import -import numpy import os import gzip import json +import numpy from .voxelGrid import VoxelGrid from .voxelSegment import VoxelSegment # ============================================================================== -class VoxelSkeleton(object): - +class VoxelSkeleton: def __init__(self, segments, voxels_size): self.segments = segments self.voxels_size = voxels_size @@ -28,8 +27,7 @@ def __init__(self, segments, voxels_size): def voxels_position(self): voxels_position = set() for segment in self.segments: - voxels_position = voxels_position.union( - segment.voxels_position) + voxels_position = voxels_position.union(segment.voxels_position) return numpy.array(list(voxels_position)) def voxels_position_polyline(self): @@ -39,46 +37,43 @@ def voxels_position_polyline(self): return numpy.array(list(voxels_position)) def volume(self): - return len(self.voxels_position()) * self.voxels_size ** 3 + return len(self.voxels_position()) * self.voxels_size**3 def to_voxel_grid(self): return VoxelGrid(self.voxels_position(), self.voxels_size) def write_to_json_gz(self, filename): - - if (os.path.dirname(filename) and not os.path.exists( - os.path.dirname(filename))): + if os.path.dirname(filename) and not os.path.exists(os.path.dirname(filename)): os.makedirs(os.path.dirname(filename)) - with gzip.open(filename, 'wb') as f: - - data = dict() - data['segments'] = list() - data['voxels_size'] = self.voxels_size + with gzip.open(filename, "wb") as f: + data = {"segments": [], "voxels_size": self.voxels_size} for seg in self.segments: - dseg = dict() - dseg['voxels_position'] = list(seg.voxels_position) - dseg['polyline'] = seg.polyline - dseg['closest_nodes'] = [list(nodes) for nodes in seg.closest_nodes] - data['segments'].append(dseg) + dseg = { + "voxels_position": list(seg.voxels_position), + "polyline": seg.polyline, + "closest_nodes": [list(nodes) for nodes in seg.closest_nodes], + } + data["segments"].append(dseg) - f.write(json.dumps(data).encode('utf-8')) + f.write(json.dumps(data).encode("utf-8")) @staticmethod def read_from_json_gz(filename): - - with gzip.open(filename, 'rb') as f: - data = json.loads(f.read().decode('utf-8')) + with gzip.open(filename, "rb") as f: + data = json.loads(f.read().decode("utf-8")) segs = [] - for dseg in data['segments']: - polyline = list(map(tuple, dseg['polyline'])) - voxels_position = set(list(map(tuple, dseg['voxels_position']))) - closest_nodes = [set(list(map(tuple, nodes))) for nodes in dseg['closest_nodes']] + for dseg in data["segments"]: + polyline = list(map(tuple, dseg["polyline"])) + voxels_position = set(list(map(tuple, dseg["voxels_position"]))) + closest_nodes = [ + set(list(map(tuple, nodes))) for nodes in dseg["closest_nodes"] + ] segs.append(VoxelSegment(polyline, voxels_position, closest_nodes)) - sk = VoxelSkeleton(segs, data['voxels_size']) + sk = VoxelSkeleton(segs, data["voxels_size"]) - return sk \ No newline at end of file + return sk diff --git a/src/openalea/phenomenal/segmentation/__init__.py b/src/openalea/phenomenal/segmentation/__init__.py index 546096ef..0b9fae9a 100644 --- a/src/openalea/phenomenal/segmentation/__init__.py +++ b/src/openalea/phenomenal/segmentation/__init__.py @@ -36,6 +36,7 @@ maize_stem_detection maize_analysis """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -50,4 +51,4 @@ from .image_3d_routines import * # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal/segmentation/_skeleton_octree.py b/src/openalea/phenomenal/segmentation/_skeleton_octree.py index d9bf4d8e..098e77f1 100644 --- a/src/openalea/phenomenal/segmentation/_skeleton_octree.py +++ b/src/openalea/phenomenal/segmentation/_skeleton_octree.py @@ -8,8 +8,9 @@ # # ============================================================================== """ - This module is actually deprecated +This module is actually deprecated """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -35,25 +36,23 @@ def func_if_true_add_node(node): def func_get(node): return node.position - l = octree.root.get_nodes(func_if_true_add_node=func_if_true_add_node, - func_get=func_get) + l = octree.root.get_nodes( + func_if_true_add_node=func_if_true_add_node, func_get=func_get + ) index = numpy.argmin(numpy.array(l)[:, 2]) return numpy.array(l)[index] -def skeletonize_octree(voxel_octree, - voxels_size_to_skeletonize=4, - distance_planes=1, - voxels_size_output=4): - +def skeletonize_octree( + voxel_octree, voxels_size_to_skeletonize=4, distance_planes=1, voxels_size_output=4 +): # ========================================================================== vpc = voxel_octree.get_voxel_point_cloud(voxels_size_to_skeletonize) voxel_graph = graph_from_voxel_grid(vpc) - voxel_skeleton = skeletonize(voxel_graph, graph, - distance_plane=distance_planes) + voxel_skeleton = skeletonize(voxel_graph, graph, distance_plane=distance_planes) # return voxel_skeleton, voxel_graph @@ -65,20 +64,20 @@ def skeletonize_octree(voxel_octree, # ========================================================================== x_stem, y_stem, z_stem = find_base_stem_position_octree( - voxel_octree, voxels_size_output) + voxel_octree, voxels_size_output + ) vpc = voxel_octree.get_voxel_point_cloud(voxels_size_output) voxel_graph = voxel_graph_from_voxel_grid(vpc) all_shorted_path_to_stem_base = networkx.single_source_dijkstra_path( - voxel_graph.graph, (x_stem, y_stem, z_stem), weight="weight") + voxel_graph.graph, (x_stem, y_stem, z_stem), weight="weight" + ) for voxel_segment in voxel_skeleton.segments: - voxels_position = list() for position in voxel_segment.voxels_position: node = voxel_octree.get_node_position(position) - positions = node.get_sons_voxels_position_with_size( - voxels_size_output) + positions = node.get_sons_voxels_position_with_size(voxels_size_output) voxels_position.extend(positions) voxel_segment.voxels_position = voxels_position @@ -90,8 +89,7 @@ def skeletonize_octree(voxel_octree, voxels_position = list() for position in voxel_segment.polylines[0]: node = voxel_octree.get_node_position(position) - positions = node.get_sons_voxels_position_with_size( - voxels_size_output) + positions = node.get_sons_voxels_position_with_size(voxels_size_output) voxels_position.extend(positions) polyline = None diff --git a/src/openalea/phenomenal/segmentation/graph.py b/src/openalea/phenomenal/segmentation/graph.py index 9cc51e2f..01573da5 100644 --- a/src/openalea/phenomenal/segmentation/graph.py +++ b/src/openalea/phenomenal/segmentation/graph.py @@ -19,7 +19,7 @@ def connect_all_node_with_nearest_neighbors(graph): - """ Connect all the nodes in the graph together + """Connect all the nodes in the graph together Parameters ---------- @@ -33,7 +33,8 @@ def connect_all_node_with_nearest_neighbors(graph): # graph, copy=False)) connected_component = [ - graph.subgraph(c) for c in networkx.connected_components(graph)] + graph.subgraph(c) for c in networkx.connected_components(graph) + ] nodes_connected_component = [list(cc.nodes()) for cc in connected_component] @@ -41,11 +42,10 @@ def connect_all_node_with_nearest_neighbors(graph): nodes_connected_component.remove(nodes_src) while len(nodes_connected_component) > 0: - neigh = sklearn.neighbors.NearestNeighbors(n_neighbors=1) neigh.fit(nodes_src) - min_dist = float('inf') + min_dist = float("inf") pt_1, pt_2, nodes_dst = None, None, None for nodes in nodes_connected_component: @@ -67,7 +67,7 @@ def connect_all_node_with_nearest_neighbors(graph): def create_graph(voxels_position, voxels_size): - """ Create a networkx.graph from voxels positions and voxels_size + """Create a networkx.graph from voxels positions and voxels_size Parameters ---------- @@ -84,40 +84,36 @@ def create_graph(voxels_position, voxels_size): graph.add_nodes_from(voxels_position) vs = voxels_size - neighbors = numpy.array([(-vs, -vs, -vs), - (-vs, -vs, 0), - (-vs, -vs, vs), - - (-vs, 0, -vs), - (-vs, 0, 0), - (-vs, 0, vs), - - (-vs, vs, -vs), - (-vs, vs, 0), - (-vs, vs, vs), - - (0, -vs, -vs), - (0, -vs, 0), - (0, -vs, vs), - - (0, 0, -vs), - (0, 0, vs), - - (0, vs, -vs), - (0, vs, 0), - (0, vs, vs), - - (vs, -vs, -vs), - (vs, -vs, 0), - (vs, -vs, vs), - - (vs, 0, -vs), - (vs, 0, 0), - (vs, 0, vs), - - (vs, vs, -vs), - (vs, vs, 0), - (vs, vs, vs)]) + neighbors = numpy.array( + [ + (-vs, -vs, -vs), + (-vs, -vs, 0), + (-vs, -vs, vs), + (-vs, 0, -vs), + (-vs, 0, 0), + (-vs, 0, vs), + (-vs, vs, -vs), + (-vs, vs, 0), + (-vs, vs, vs), + (0, -vs, -vs), + (0, -vs, 0), + (0, -vs, vs), + (0, 0, -vs), + (0, 0, vs), + (0, vs, -vs), + (0, vs, 0), + (0, vs, vs), + (vs, -vs, -vs), + (vs, -vs, 0), + (vs, -vs, vs), + (vs, 0, -vs), + (vs, 0, 0), + (vs, 0, vs), + (vs, vs, -vs), + (vs, vs, 0), + (vs, vs, vs), + ] + ) arr_vs = numpy.array(voxels_position) distances = numpy.linalg.norm(neighbors, axis=1) @@ -194,9 +190,9 @@ def graph_from_voxel_grid(voxel_grid, connect_all_point=True): if connect_all_point: graph = connect_all_node_with_nearest_neighbors(graph) else: - graph = max([graph.subgraph(c) for c in networkx.connected_components( - graph)], key=lambda g: g.number_of_nodes()) + graph = max( + [graph.subgraph(c) for c in networkx.connected_components(graph)], + key=lambda g: g.number_of_nodes(), + ) return graph - - diff --git a/src/openalea/phenomenal/segmentation/image_3d_routines.py b/src/openalea/phenomenal/segmentation/image_3d_routines.py index 8cb1b602..62e81c4c 100644 --- a/src/openalea/phenomenal/segmentation/image_3d_routines.py +++ b/src/openalea/phenomenal/segmentation/image_3d_routines.py @@ -10,7 +10,6 @@ from __future__ import division, print_function, absolute_import import numpy -from numba import njit from ..object import Image3D @@ -20,21 +19,42 @@ def remove_internal(image_3d): len_x, len_y, len_z = image_3d.shape - im = Image3D.zeros((len_x + 2, len_y + 2, len_z + 2), - voxels_size=image_3d.voxels_size) + im = Image3D.zeros( + (len_x + 2, len_y + 2, len_z + 2), voxels_size=image_3d.voxels_size + ) im[1:-1, 1:-1, 1:-1] = image_3d xx, yy, zz = numpy.where(image_3d == 1) - ijk = [(-1, -1, -1), (-1, -1, 0), (-1, -1, 1), - (-1, 0, -1), (-1, 0, 0), (-1, 0, 1), - (-1, 1, -1), (-1, 1, 0), (-1, 1, 1), - (0, -1, -1), (0, -1, 0), (0, -1, 1), - (0, 0, -1), (0, 0, 0), (0, 0, 1), - (0, 1, -1), (0, 1, 0), (0, 1, 1), - (1, -1, -1), (1, -1, 0), (1, -1, 1), - (1, 0, -1), (1, 0, 0), (1, 0, 1), - (1, 1, -1), (1, 1, 0), (1, 1, 1)] + ijk = [ + (-1, -1, -1), + (-1, -1, 0), + (-1, -1, 1), + (-1, 0, -1), + (-1, 0, 0), + (-1, 0, 1), + (-1, 1, -1), + (-1, 1, 0), + (-1, 1, 1), + (0, -1, -1), + (0, -1, 0), + (0, -1, 1), + (0, 0, -1), + (0, 0, 0), + (0, 0, 1), + (0, 1, -1), + (0, 1, 0), + (0, 1, 1), + (1, -1, -1), + (1, -1, 0), + (1, -1, 1), + (1, 0, -1), + (1, 0, 0), + (1, 0, 1), + (1, 1, -1), + (1, 1, 0), + (1, 1, 1), + ] def removable(x, y, z): for i, j, k in ijk: @@ -63,20 +83,19 @@ def labeling_connected_component(image_3d): mat = Image3D.zeros_like(im) - @njit(cache=True) def get_neighbors(x, y, z): - l = list() + neighbors = [] for i in [-1, 0, 1]: for j in [-1, 0, 1]: for k in [-1, 0, 1]: ind = x + i, y + j, z + k if im[ind] == 1: - l.append(ind) - return l + neighbors.append(ind) + return neighbors num_label = 1 - for i in range(len(xx)): - x, y, z = xx[i], yy[i], zz[i] + for i, xx_val in enumerate(xx): + x, y, z = xx_val, yy[i], zz[i] if mat[x, y, z] == 0: mat[x, y, z] = num_label diff --git a/src/openalea/phenomenal/segmentation/maize_analysis.py b/src/openalea/phenomenal/segmentation/maize_analysis.py index b89e6310..b3ed513e 100644 --- a/src/openalea/phenomenal/segmentation/maize_analysis.py +++ b/src/openalea/phenomenal/segmentation/maize_analysis.py @@ -9,31 +9,34 @@ # ============================================================================== from __future__ import print_function, absolute_import -import numpy import math +import numpy import scipy.integrate -from .plane_interception import (intercept_points_along_path_with_planes, - max_distance_in_points) +from .plane_interception import ( + intercept_points_along_path_with_planes, + max_distance_in_points, +) # ============================================================================== + def unit_vector(vector): - """ Returns the unit vector of the vector. """ + """Returns the unit vector of the vector.""" return vector / numpy.linalg.norm(vector) def angle_between(v1, v2): - """ Returns the angle in radians between vectors 'v1' and 'v2':: - 0 and between 2pi - - >>> angle_between((1, 0, 0), (0, 1, 0)) - 1.5707963267948966 - >>> angle_between((1, 0, 0), (1, 0, 0)) - 0.0 - >>> angle_between((1, 0, 0), (-1, 0, 0)) - 3.141592653589793 + """Returns the angle in radians between vectors 'v1' and 'v2':: + 0 and between 2pi + + >>> angle_between((1, 0, 0), (0, 1, 0)) + 1.5707963267948966 + >>> angle_between((1, 0, 0), (1, 0, 0)) + 0.0 + >>> angle_between((1, 0, 0), (-1, 0, 0)) + 3.141592653589793 """ v1_u = unit_vector(v1) v2_u = unit_vector(v2) @@ -54,7 +57,7 @@ def get_max_distance(node, nodes): def compute_width_organ(closest_nodes): - width = list() + width = [] for nodes in closest_nodes: width.append(max_distance_in_points(nodes)) @@ -84,15 +87,13 @@ def compute_inclination_angle(polyline, step=1): return None length = 0 - for (x0, y0, z0), (x1, y1, z1) in zip(polyline[::step], - polyline[step::step]): + for (x0, y0, z0), (x1, y1, z1) in zip(polyline[::step], polyline[step::step]): length += numpy.linalg.norm(numpy.array((x1 - x0, y1 - y0, z1 - z0))) - angles = list() + angles = [] z_axis = numpy.array([0, 0, 1]) - for (x0, y0, z0), (x1, y1, z1) in zip(polyline[::step], - polyline[step::step]): + for (x0, y0, z0), (x1, y1, z1) in zip(polyline[::step], polyline[step::step]): vector = numpy.array((x1 - x0, y1 - y0, z1 - z0)) norm = numpy.linalg.norm(vector) angle = angle_between(z_axis, vector) @@ -107,7 +108,7 @@ def compute_inclination_angle(polyline, step=1): def compute_fitted_width(width, curvilinear_abscissa): x = numpy.array(curvilinear_abscissa) - XX = numpy.vstack((x ** 2, x)).T + XX = numpy.vstack((x**2, x)).T p_all = numpy.linalg.lstsq(XX, width[::-1], rcond=None)[0] fitted_width = numpy.dot(p_all, XX.T) @@ -117,7 +118,7 @@ def compute_fitted_width(width, curvilinear_abscissa): def compute_vector_mean(polyline): x, y, z = polyline[0] - vectors = list() + vectors = [] for i in range(1, len(polyline)): xx, yy, zz = polyline[i] @@ -131,7 +132,7 @@ def compute_vector_mean(polyline): def compute_azimuth_angle(polyline): vector_mean = compute_vector_mean(polyline) - x, y, z = vector_mean + x, y, _ = vector_mean azimuth_angle = math.degrees(math.atan2(y, x)) return azimuth_angle, tuple(vector_mean) @@ -140,7 +141,7 @@ def compute_azimuth_angle(polyline): def compute_insertion_angle(polyline, stem_vector_mean): x, y, z = polyline[0] - vectors = list() + vectors = [] for i in range(1, len(polyline) // 4 + 1): xx, yy, zz = polyline[i] vectors.append((xx - x, yy - y, zz - z)) @@ -159,6 +160,7 @@ def compute_insertion_angle(polyline, stem_vector_mean): # ============================================================================== # ============================================================================== + def voxel_base_height(vo, polyline, min_distance=30): """ Search voxels that have a distance < min_distance to the polyline, and return the height of the lowest one. @@ -174,14 +176,13 @@ def voxel_base_height(vo, polyline, min_distance=30): for x, y, z in vxs: # TODO : approx ? # TODO : param min_distance depending on leaf length ? - x_stem, y_stem, z_stem = polyline[ - numpy.argmin(numpy.abs(polyline[:, 2] - z))] + x_stem, y_stem, _ = polyline[numpy.argmin(numpy.abs(polyline[:, 2] - z))] if numpy.sqrt((x_stem - x) ** 2 + (y_stem - y) ** 2) < min_distance: vxs2.append([x, y, z]) vxs2 = numpy.array(vxs2) if vxs2.size == 0: - height = vo.info['pm_position_base'] + height = vo.info["pm_position_base"] else: height = vxs2[numpy.argsort(vxs2[:, 2])][0] @@ -192,44 +193,41 @@ def organ_analysis(organ, polyline, closest_nodes, stem_vector_mean=None): if len(polyline) <= 1: return None - organ.info['pm_position_tip'] = tuple(polyline[-1]) - organ.info['pm_position_base'] = tuple(polyline[0]) - organ.info['pm_z_tip'] = polyline[-1][2] - organ.info['pm_z_base'] = polyline[0][2] + organ.info["pm_position_tip"] = tuple(polyline[-1]) + organ.info["pm_position_base"] = tuple(polyline[0]) + organ.info["pm_z_tip"] = polyline[-1][2] + organ.info["pm_z_base"] = polyline[0][2] length = compute_length_organ(polyline) - organ.info['pm_length'] = length - normalized_curvilinear_abscissa = compute_curvilinear_abscissa( - polyline, length) + organ.info["pm_length"] = length + normalized_curvilinear_abscissa = compute_curvilinear_abscissa(polyline, length) curvilinear_abscissa = compute_curvilinear_abscissa(polyline, 1) # Compute width width = compute_width_organ(closest_nodes) - organ.info['pm_width_max'] = max(width) - organ.info['pm_width_mean'] = sum(width) / float(len(width)) - organ.info['pm_surface'] = scipy.integrate.simpson( - y= width, x=curvilinear_abscissa) + organ.info["pm_width_max"] = max(width) + organ.info["pm_width_mean"] = sum(width) / float(len(width)) + organ.info["pm_surface"] = scipy.integrate.simpson(y=width, x=curvilinear_abscissa) fitted_width = compute_fitted_width(width, normalized_curvilinear_abscissa) - organ.info['pm_fitted_width_max'] = max(fitted_width) - organ.info['pm_fitted_width_mean'] = (sum(fitted_width) / float(len( - fitted_width))) - organ.info['pm_fitted_surface'] = scipy.integrate.simpson( - y=fitted_width, x=curvilinear_abscissa) + organ.info["pm_fitted_width_max"] = max(fitted_width) + organ.info["pm_fitted_width_mean"] = sum(fitted_width) / float(len(fitted_width)) + organ.info["pm_fitted_surface"] = scipy.integrate.simpson( + y=fitted_width, x=curvilinear_abscissa + ) # Compute azimuth azimuth_angle, vector_mean = compute_azimuth_angle(polyline) - organ.info['pm_vector_mean'] = vector_mean - organ.info['pm_azimuth_angle'] = azimuth_angle + organ.info["pm_vector_mean"] = vector_mean + organ.info["pm_azimuth_angle"] = azimuth_angle inclination_angle = compute_inclination_angle(polyline) - organ.info['pm_inclination_angle'] = inclination_angle + organ.info["pm_inclination_angle"] = inclination_angle if stem_vector_mean is not None and len(polyline) >= 4: - insertion_angle, vector = compute_insertion_angle( - polyline, stem_vector_mean) + insertion_angle, vector = compute_insertion_angle(polyline, stem_vector_mean) - organ.info['pm_insertion_angle_vector'] = vector - organ.info['pm_insertion_angle'] = insertion_angle + organ.info["pm_insertion_angle_vector"] = vector + organ.info["pm_insertion_angle"] = insertion_angle return organ @@ -249,23 +247,22 @@ def maize_stem_analysis(vo, voxels_size, distance_plane=0.75): polyline, distance_from_plane=distance_plane * voxels_size, without_connection=True, - voxels_size=voxels_size) + voxels_size=voxels_size, + ) # ========================================================================== return organ_analysis(vo, polyline, closest_nodes) -def maize_mature_leaf_analysis(vo, voxels_size, - stem_vector_mean, - distance_plane=0.75): +def maize_mature_leaf_analysis(vo, voxels_size, stem_vector_mean, distance_plane=0.75): voxels_position = vo.voxels_position() polyline = vo.get_longest_segment().polyline if len(polyline) <= 3: return None - vo.info['pm_full_length'] = compute_length_organ(polyline) + vo.info["pm_full_length"] = compute_length_organ(polyline) # ========================================================================== # Compute height of the leaf @@ -274,7 +271,8 @@ def maize_mature_leaf_analysis(vo, voxels_size, numpy.array(list(voxels_position)), polyline, distance_from_plane=distance_plane * voxels_size, - voxels_size=voxels_size) + voxels_size=voxels_size, + ) # ========================================================================== # Compute extremity @@ -285,10 +283,7 @@ def maize_mature_leaf_analysis(vo, voxels_size, real_polyline = polyline[index_position_base:] real_closest_nodes = closest_nodes[index_position_base:] - vo = organ_analysis(vo, - real_polyline, - real_closest_nodes, - stem_vector_mean) + vo = organ_analysis(vo, real_polyline, real_closest_nodes, stem_vector_mean) return vo @@ -301,20 +296,18 @@ def maize_growing_leaf_analysis_real_length(maize_segmented, vo): return z -def maize_growing_leaf_analysis(vo, voxels_size, - stem_vector_mean, - voxels, - distance_plane=0.75): +def maize_growing_leaf_analysis( + vo, voxels_size, stem_vector_mean, voxels, distance_plane=0.75 +): voxels_position = vo.voxels_position() polyline = vo.get_longest_segment().polyline - vo.info['pm_full_length'] = compute_length_organ(polyline) + vo.info["pm_full_length"] = compute_length_organ(polyline) if len(polyline) <= 1: return vo real_longest_polyline = vo.real_longest_polyline() - vo.info['pm_length_with_speudo_stem'] = compute_length_organ( - real_longest_polyline) + vo.info["pm_length_with_speudo_stem"] = compute_length_organ(real_longest_polyline) # ========================================================================== # Compute height of the leaf @@ -322,7 +315,8 @@ def maize_growing_leaf_analysis(vo, voxels_size, numpy.array(list(voxels_position)), polyline, distance_from_plane=distance_plane * voxels_size, - voxels_size=voxels_size) + voxels_size=voxels_size, + ) # ========================================================================== # Compute extremity @@ -336,19 +330,19 @@ def maize_growing_leaf_analysis(vo, voxels_size, real_polyline = polyline[index_position_base:] real_closest_nodes = closest_nodes[index_position_base:] - vo = organ_analysis(vo, real_polyline, real_closest_nodes, - stem_vector_mean) + vo = organ_analysis(vo, real_polyline, real_closest_nodes, stem_vector_mean) if vo is not None: - vo.info['pm_length_speudo_stem'] = ( - vo.info['pm_length_with_speudo_stem'] - vo.info['pm_length']) + vo.info["pm_length_speudo_stem"] = ( + vo.info["pm_length_with_speudo_stem"] - vo.info["pm_length"] + ) return vo def maize_analysis(maize_segmented): - """ Update info fiel of the VoxelSegmentation object with the analysis - result computed. Each organ are a specific algorithm to extract information. + """Update info field of the VoxelSegmentation object with the analysis + result computed. Each organ is a specific algorithm to extract information. Parameters ---------- @@ -361,11 +355,10 @@ def maize_analysis(maize_segmented): voxels_size = maize_segmented.voxels_size for vo in maize_segmented.voxel_organs: - vo.info = dict() - vo.info['pm_label'] = vo.label - vo.info['pm_sub_label'] = vo.sub_label - vo.info['pm_voxels_volume'] = ( - len(vo.voxels_position()) * maize_segmented.voxels_size ** 3) + vo.info = {"pm_label": vo.label, "pm_sub_label": vo.sub_label, + "pm_voxels_volume": ( + len(vo.voxels_position()) * maize_segmented.voxels_size ** 3 + )} # ========================================================================== @@ -374,30 +367,31 @@ def maize_analysis(maize_segmented): # ========================================================================== - mature_leafs = list() + mature_leafs = [] stem_polyline = numpy.array( - list(maize_segmented.get_stem().get_highest_polyline().polyline)) + list(maize_segmented.get_stem().get_highest_polyline().polyline) + ) for vo_mature_leaf in maize_segmented.get_mature_leafs(): - vo_mature_leaf = maize_mature_leaf_analysis( - vo_mature_leaf, voxels_size, vo_stem.info['pm_vector_mean']) + vo_mature_leaf, voxels_size, vo_stem.info["pm_vector_mean"] + ) if vo_mature_leaf is None: continue - if 'pm_z_base' in vo_mature_leaf.info: - vo_mature_leaf.info['pm_z_base_voxel'] = \ - voxel_base_height(vo_mature_leaf, stem_polyline)[2] + if "pm_z_base" in vo_mature_leaf.info: + vo_mature_leaf.info["pm_z_base_voxel"] = voxel_base_height( + vo_mature_leaf, stem_polyline + )[2] mature_leafs.append((vo_mature_leaf, vo_mature_leaf.info["pm_z_base"])) mature_leafs.sort(key=lambda x: x[1]) # ========================================================================== - growing_leafs = list() + growing_leafs = [] for vo_growing_leaf in maize_segmented.get_growing_leafs(): - z = maize_growing_leaf_analysis_real_length(maize_segmented, - vo_growing_leaf) + z = maize_growing_leaf_analysis_real_length(maize_segmented, vo_growing_leaf) growing_leafs.append((vo_growing_leaf, z)) growing_leafs.sort(key=lambda x: x[1]) @@ -405,7 +399,8 @@ def maize_analysis(maize_segmented): for vo, _ in growing_leafs: # TODO : bug here when two leaf are connected by the tips, the length is directly 0 vo = maize_growing_leaf_analysis( - vo, voxels_size, vo_stem.info['pm_vector_mean'], voxels) + vo, voxels_size, vo_stem.info["pm_vector_mean"], voxels + ) if vo is None: continue diff --git a/src/openalea/phenomenal/segmentation/maize_segmentation.py b/src/openalea/phenomenal/segmentation/maize_segmentation.py index 6e9f6145..0c918778 100644 --- a/src/openalea/phenomenal/segmentation/maize_segmentation.py +++ b/src/openalea/phenomenal/segmentation/maize_segmentation.py @@ -22,7 +22,7 @@ def _maize_base_stem_position_octree(octree, voxel_size, neighbor_size=5): def func_if_true_add_node(node): if node.size == voxel_size and node.data is True: - x, y, z = node.position + x, y, _ = node.position if -k <= x <= k: if -k <= y <= k: return True @@ -31,8 +31,9 @@ def func_if_true_add_node(node): def func_get(node): return node.position - l = octree.root.get_nodes(func_if_true_add_node=func_if_true_add_node, - func_get=func_get) + l = octree.root.get_nodes( + func_if_true_add_node=func_if_true_add_node, func_get=func_get + ) index = numpy.argmin(numpy.array(l)[:, 2]) @@ -40,15 +41,14 @@ def func_get(node): def _merge(graph, voxels, remaining_voxels, percentage=50): - - voxels_neighbors = list() + voxels_neighbors = [] for node in voxels: voxels_neighbors += graph[node].keys() voxels_neighbors = set(voxels_neighbors) - voxels subgraph = graph.subgraph(remaining_voxels) - connected_components = list() + connected_components = [] for voxel_group in networkx.connected_components(subgraph): nb = len(voxel_group.intersection(voxels_neighbors)) @@ -59,11 +59,12 @@ def _merge(graph, voxels, remaining_voxels, percentage=50): return voxels, voxels_neighbors, connected_components + # ============================================================================== def get_highest_segment(segments, n_candidates=1): - """ Return the segments with the highest polyline point according to z axis + """Return the segments with the highest polyline point according to z axis Parameters ---------- @@ -84,9 +85,10 @@ def get_highest_segment(segments, n_candidates=1): tortuosity_min = float("+inf") highest_voxel_segment = None for segment in candidates: - pl = numpy.array(segment.polyline) - pl_length = numpy.sum([numpy.linalg.norm(pl[k] - pl[k + 1]) for k in range(len(pl) - 1)]) + pl_length = numpy.sum( + [numpy.linalg.norm(pl[k] - pl[k + 1]) for k in range(len(pl) - 1)] + ) tortuosity = pl_length / numpy.linalg.norm(pl[0] - pl[-1]) if tortuosity < tortuosity_min: @@ -97,21 +99,23 @@ def get_highest_segment(segments, n_candidates=1): def detect_stem_tip(voxel_skeleton, graph, n_candidates): - voxels_size = voxel_skeleton.voxels_size - highest_voxel_segment = get_highest_segment(voxel_skeleton.segments, n_candidates=n_candidates) + highest_voxel_segment = get_highest_segment( + voxel_skeleton.segments, n_candidates=n_candidates + ) stem_segment_voxel = highest_voxel_segment.voxels_position stem_segment_path = highest_voxel_segment.polyline _, _, _, stem_top = stem_detection( - stem_segment_voxel, stem_segment_path, voxels_size, graph, z_stem=None) + stem_segment_voxel, stem_segment_path, voxels_size, graph, z_stem=None + ) return sum([x[2] for x in stem_top]) / len([x[2] for x in stem_top]) def maize_segmentation(voxel_skeleton, graph, z_stem=None, n_candidates=1): - """ Labeling segments in voxel_skeleton into 4 label. + """Labeling segments in voxel_skeleton into 4 label. The label are "stem", "growing leaf", "mature_leaf", "unknown". Parameters ---------- @@ -127,7 +131,9 @@ def maize_segmentation(voxel_skeleton, graph, z_stem=None, n_candidates=1): # ========================================================================== # Select the more highest segment on the skeleton - highest_voxel_segment = get_highest_segment(voxel_skeleton.segments, n_candidates=n_candidates) + highest_voxel_segment = get_highest_segment( + voxel_skeleton.segments, n_candidates=n_candidates + ) stem_segment_voxel = highest_voxel_segment.voxels_position stem_segment_path = highest_voxel_segment.polyline @@ -135,13 +141,13 @@ def maize_segmentation(voxel_skeleton, graph, z_stem=None, n_candidates=1): # ========================================================================== # Compute Stem detection stem_voxel, not_stem_voxel, stem_path, stem_top = stem_detection( - stem_segment_voxel, stem_segment_path, voxels_size, graph, z_stem=z_stem) + stem_segment_voxel, stem_segment_path, voxels_size, graph, z_stem=z_stem + ) # ========================================================================== # Remove stem voxels from segment voxels - vs_to_remove = list() + vs_to_remove = [] for vs in voxel_skeleton.segments: - leaf_voxel = None subgraph = graph.subgraph(vs.voxels_position - stem_voxel) for voxel_group in networkx.connected_components(subgraph): @@ -178,11 +184,10 @@ def maize_segmentation(voxel_skeleton, graph, z_stem=None, n_candidates=1): # Define mature & cornet leaf organ_unknown = VoxelOrgan("unknown") - organ_unknown.add_voxel_segment(voxels_remain, list()) + organ_unknown.add_voxel_segment(voxels_remain, []) - mature_organs, growing_organs = list(), list() + mature_organs, growing_organs = [], [] for vs in voxel_skeleton.segments: - if len(vs.real_polyline) == 0: organ_unknown.voxel_segments.append(vs) continue @@ -202,12 +207,11 @@ def maize_segmentation(voxel_skeleton, graph, z_stem=None, n_candidates=1): # MERGE MATURE LEAFS # ========================================================================== percentage = 50 - ltmp = list() + ltmp = [] while mature_organs: vo_1 = mature_organs.pop() again = True while again: - voxels_1 = vo_1.voxels_position() real_polyline_1 = set(vo_1.real_longest_polyline()) @@ -244,17 +248,15 @@ def maize_segmentation(voxel_skeleton, graph, z_stem=None, n_candidates=1): if v > 1: vo_1.sub_label = "connected" - # ========================================================================== # MERGE GROWING LEAFS # ========================================================================== percentage = 85 - ltmp = list() + ltmp = [] while growing_organs: vo_1 = growing_organs.pop() again = True while again: - voxels_1 = vo_1.voxels_position() real_polyline_1 = set(vo_1.real_longest_polyline()) @@ -273,9 +275,9 @@ def maize_segmentation(voxel_skeleton, graph, z_stem=None, n_candidates=1): val_3 = nb * 100 / len(voxels_2) val_4 = nb * 100 / len(voxels_1) - if ((val_1 >= percentage or val_2 >= percentage) and - (val_3 >= percentage or val_4 >= percentage)): - + if (val_1 >= percentage or val_2 >= percentage) and ( + val_3 >= percentage or val_4 >= percentage + ): vo_1.voxel_segments += vo_2.voxel_segments growing_organs.pop(i) again = True diff --git a/src/openalea/phenomenal/segmentation/maize_stem_detection.py b/src/openalea/phenomenal/segmentation/maize_stem_detection.py index 3efb44b0..82876cc6 100644 --- a/src/openalea/phenomenal/segmentation/maize_stem_detection.py +++ b/src/openalea/phenomenal/segmentation/maize_stem_detection.py @@ -14,30 +14,30 @@ import scipy.spatial import scipy.signal -from .peak_detection import (peak_detection, smooth) +from .peak_detection import peak_detection, smooth from .plane_interception import ( intercept_points_along_path_with_planes, intercept_points_along_polyline_with_ball, - max_distance_in_points) + max_distance_in_points, +) # ============================================================================== def maize_stem_peak_detection(values, stop_index): - if len(values) > 15: nodes_length_smooth2 = list(smooth(numpy.array(values), window_len=15)) - max_peaks_smooth2, min_peaks_smooth2 = peak_detection( - nodes_length_smooth2, order=3) + _, min_peaks_smooth2 = peak_detection( + nodes_length_smooth2, order=3 + ) i_peaks = [i for i, v in min_peaks_smooth2 if i <= stop_index] - if i_peaks != []: + if i_peaks: stop_index = max(i_peaks) - max_peaks, min_peaks = peak_detection(values, order=3) + _, min_peaks = peak_detection(values, order=3) min_peaks = [(i, v) for i, v in min_peaks if i <= stop_index] if len(min_peaks) <= 1: - min_peaks = [(0, values[0]), - (1, values[1])] + min_peaks + min_peaks = [(0, values[0]), (1, values[1])] + min_peaks min_peaks = list(set(min_peaks)) return min_peaks @@ -46,9 +46,9 @@ def maize_stem_peak_detection(values, stop_index): def get_nodes_radius(center, points, radius): x, y, z = center - result = numpy.sqrt((points[:, 0] - x) ** 2 + - (points[:, 1] - y) ** 2 + - (points[:, 2] - z) ** 2) + result = numpy.sqrt( + (points[:, 0] - x) ** 2 + (points[:, 1] - y) ** 2 + (points[:, 2] - z) ** 2 + ) index = numpy.where(result <= numpy.array(radius)) result = set(map(tuple, list(points[index]))) @@ -56,9 +56,14 @@ def get_nodes_radius(center, points, radius): return result -def stem_detection(stem_segment_voxel, stem_segment_path, voxels_size, - graph, z_stem=None, distance_plane=1.): - +def stem_detection( + stem_segment_voxel, + stem_segment_path, + voxels_size, + graph, + z_stem=None, + distance_plane=1.0, +): # ========================================================================== arr_stem_segment_voxel = numpy.array(list(stem_segment_voxel)) @@ -69,22 +74,22 @@ def stem_detection(stem_segment_voxel, stem_segment_path, voxels_size, arr_stem_segment_path, distance_from_plane=distance_plane * voxels_size, voxels_size=voxels_size, - points_graph=graph) + points_graph=graph, + ) - arr_closest_nodes_planes = [numpy.array(list(nodes)) for nodes in - closest_nodes_planes] + arr_closest_nodes_planes = [ + numpy.array(list(nodes)) for nodes in closest_nodes_planes + ] - distances = list() + distances = [] for i in range(len(arr_closest_nodes_planes)): distance = max_distance_in_points(arr_closest_nodes_planes[i]) distances.append(float(distance)) ball_radius = min(max(max(distances) / 2, 25), 75) closest_nodes_ball = intercept_points_along_polyline_with_ball( - arr_stem_segment_voxel, - graph, - arr_stem_segment_path, - ball_radius=ball_radius) + arr_stem_segment_voxel, graph, arr_stem_segment_path, ball_radius=ball_radius + ) if z_stem is None: nodes_length = list(map(float, map(len, closest_nodes_ball))) @@ -104,25 +109,27 @@ def stem_detection(stem_segment_voxel, stem_segment_path, voxels_size, nodes_length = list(map(float, map(len, arr_closest_nodes_planes))) min_peaks_stem = maize_stem_peak_detection(nodes_length, stop_index) if stop_index not in numpy.array(min_peaks_stem)[:, 0]: - min_peaks_stem += [(stop_index, 0.)] + min_peaks_stem += [(stop_index, 0.0)] window_length = max(4, len(nodes_length) // 8) window_length = window_length + 1 if window_length % 2 == 0 else window_length smooth_distances = scipy.signal.savgol_filter( numpy.array(distances, dtype=numpy.uint16), window_length=window_length, - polyorder=2) + polyorder=2, + ) # ========================================================================== stem_segment_centred_path = [ - nodes.mean(axis=0) for nodes in arr_closest_nodes_planes] + nodes.mean(axis=0) for nodes in arr_closest_nodes_planes + ] stem_voxel = set() - radius = dict() - stem_centred_path_min_peak = list() + radius = {} + stem_centred_path_min_peak = [] max_index_min_peak = 0 - xx_yy_raw = list() + xx_yy_raw = [] for i, _ in min_peaks_stem: max_index_min_peak = max(max_index_min_peak, i) radius[i] = smooth_distances[i] / 2.0 @@ -142,29 +149,31 @@ def stem_detection(stem_segment_voxel, stem_segment_path, voxels_size, xx_yy_raw.sort(key=lambda x: x[0]) xx = numpy.array([x for x, y in xx_yy_raw]) yy_raw = numpy.array([y for x, y in xx_yy_raw]) - radius_raw = numpy.poly1d(numpy.polyfit( - xx, numpy.array(yy_raw), deg=min(len(min_peaks_stem) - 1, 5))) - rad = numpy.array(distances)[:max_index_min_peak + 1] / 2.0 + radius_raw = numpy.poly1d( + numpy.polyfit(xx, numpy.array(yy_raw), deg=min(len(min_peaks_stem) - 1, 5)) + ) + rad = numpy.array(distances)[: max_index_min_peak + 1] / 2.0 # ========================================================================== # Interpolate - arr_stem_centred_path_min_peak = numpy.array( - stem_centred_path_min_peak).transpose() - arr_stem_centred_path_min_peak = numpy.unique(arr_stem_centred_path_min_peak, axis=1) # remove redundancies - tck, u = scipy.interpolate.splprep(arr_stem_centred_path_min_peak, k=1) + arr_stem_centred_path_min_peak = numpy.array(stem_centred_path_min_peak).transpose() + arr_stem_centred_path_min_peak = numpy.unique( + arr_stem_centred_path_min_peak, axis=1 + ) # remove redundancies + tck, _ = scipy.interpolate.splprep(arr_stem_centred_path_min_peak, k=1) xxx, yyy, zzz = scipy.interpolate.splev(numpy.linspace(0, 1, 500), tck) # ========================================================================== arr_stem_voxels = set() - for nodes in closest_nodes_planes[:max_index_min_peak + 1]: + for nodes in closest_nodes_planes[: max_index_min_peak + 1]: arr_stem_voxels = arr_stem_voxels.union(set(nodes)) arr_stem_voxels = numpy.array(list(arr_stem_voxels)) # ========================================================================== - real_path = list() + real_path = [] for i in range(len(xxx)): r = radius_raw(i * len(rad) / 500.0) @@ -175,8 +184,7 @@ def stem_detection(stem_segment_voxel, stem_segment_path, voxels_size, not_stem_voxel = stem_segment_voxel - stem_voxel - stem_path = arr_stem_segment_path[:max_index_min_peak + 1] + stem_path = arr_stem_segment_path[: max_index_min_peak + 1] stem_top = set(closest_nodes_planes[max_index_min_peak]) return stem_voxel, not_stem_voxel, stem_path, stem_top - diff --git a/src/openalea/phenomenal/segmentation/peak_detection.py b/src/openalea/phenomenal/segmentation/peak_detection.py index e757fc31..b60607f9 100644 --- a/src/openalea/phenomenal/segmentation/peak_detection.py +++ b/src/openalea/phenomenal/segmentation/peak_detection.py @@ -14,7 +14,7 @@ # ============================================================================== -def smooth(x, window_len=11, window='hanning'): +def smooth(x, window_len=11, window="hanning"): """smooth the data using a window with requested size. This method is based on the convolution of a scaled window with the signal. @@ -55,33 +55,34 @@ def smooth(x, window_len=11, window='hanning'): if window_len < 3: return x - if not window in ['flat', 'hanning', 'hamming', 'bartlett', 'blackman']: - raise ValueError("Window is on of 'flat', 'hanning', 'hamming', 'bartlett', 'blackman'") + if window not in ["flat", "hanning", "hamming", "bartlett", "blackman"]: + raise ValueError( + "Window is on of 'flat', 'hanning', 'hamming', 'bartlett', 'blackman'" + ) - s = numpy.r_[x[window_len - 1:0:-1], x, x[-2:-window_len - 1:-1]] + s = numpy.r_[x[window_len - 1 : 0 : -1], x, x[-2 : -window_len - 1 : -1]] # print(len(s)) - if window == 'flat': # moving average - w = numpy.ones(window_len, 'd') + if window == "flat": # moving average + w = numpy.ones(window_len, "d") else: - w = eval('numpy.' + window + '(window_len)') + w = eval("numpy." + window + "(window_len)") - y = numpy.convolve(w / w.sum(), s, mode='valid') + y = numpy.convolve(w / w.sum(), s, mode="valid") return y def peak_detection(values, order=3): - order = max(1, int(order)) - max_peaks = scipy.signal.argrelextrema(numpy.array(values), - numpy.greater_equal, - order=order)[0] + max_peaks = scipy.signal.argrelextrema( + numpy.array(values), numpy.greater_equal, order=order + )[0] - min_peaks = scipy.signal.argrelextrema(numpy.array(values), - numpy.less_equal, - order=order)[0] + min_peaks = scipy.signal.argrelextrema( + numpy.array(values), numpy.less_equal, order=order + )[0] max_peaks = [(i, values[i]) for i in max_peaks] min_peaks = [(i, values[i]) for i in min_peaks] - return max_peaks, min_peaks \ No newline at end of file + return max_peaks, min_peaks diff --git a/src/openalea/phenomenal/segmentation/plane_interception.py b/src/openalea/phenomenal/segmentation/plane_interception.py index a3adbea6..48c22dfa 100644 --- a/src/openalea/phenomenal/segmentation/plane_interception.py +++ b/src/openalea/phenomenal/segmentation/plane_interception.py @@ -18,7 +18,7 @@ def max_distance_in_points(points): """ - Compute and return the maximal euclidean distance between the two point the + Compute and return the maximal Euclidean distance between the two point the most separate in points. :param points: A ndarray of 3d points position. @@ -27,12 +27,11 @@ def max_distance_in_points(points): if len(points) == 0: return 0 - result = scipy.spatial.distance.pdist(points, 'euclidean') + result = scipy.spatial.distance.pdist(points, "euclidean") if len(result) > 0: return result.max() - else: - return 0 + return 0 def max_distance_from_point_to_points(points, src_point): @@ -47,14 +46,11 @@ def max_distance_from_point_to_points(points, src_point): if len(points) == 0: return 0 - result = scipy.spatial.distance.cdist(numpy.array([src_point]), - points, - 'euclidean') + result = scipy.spatial.distance.cdist(numpy.array([src_point]), points, "euclidean") if len(result) > 0: return result.max() - else: - return 0 + return 0 def connected_points_with_point(points, points_graph, src_point): @@ -93,15 +89,17 @@ def connected_voxel_with_point(voxels_point, voxels_size, src_voxel_point): :param voxels_size: float voxel size :param src_voxel_point: position x, y, z of voxel point """ - closest_node, nodes = list(), list() + closest_node, nodes = [], [] nodes.append(numpy.array(src_voxel_point)) while nodes: node = nodes.pop() rr = abs(voxels_point - node) - index = numpy.where((rr[:, 0] <= voxels_size) & - (rr[:, 1] <= voxels_size) & - (rr[:, 2] <= voxels_size))[0] + index = numpy.where( + (rr[:, 0] <= voxels_size) + & (rr[:, 1] <= voxels_size) + & (rr[:, 2] <= voxels_size) + )[0] nodes += list(voxels_point[index]) closest_node += list(voxels_point[index]) @@ -115,34 +113,35 @@ def connected_voxel_with_point(voxels_point, voxels_size, src_voxel_point): def intercept_points_from_src_point_with_plane_equation( - points, - src_point, - plane_equation, - distance_from_plane, - distance_from_src_point=None): + points, src_point, plane_equation, distance_from_plane, distance_from_src_point=None +): """ - Intercept the points whose the distance from the plane (generate by + Intercept the points who's the distance from the plane (generate by plane_equation) are equal or inferior to the distance_from_plane. If distance_from_src_point is not None, the intercept points are also the - points whose the distance from the src_point are equal or inferior to the + points who's the distance from the src_point are equal or inferior to the distance_from_src_point. If points_graph is not None, points return are the points in the same connected component that src_point. - :param points: ndarray containing x,y, z position of each point + :param points: ndarray containing x,y, z position of each point. :param src_point: point source :param plane_equation: :param distance_from_plane: :param distance_from_src_point: :return: return the intercepted points """ - res = abs(points[:, 0] * plane_equation[0] + - points[:, 1] * plane_equation[1] + - points[:, 2] * plane_equation[2] - - plane_equation[3]) / (math.sqrt(plane_equation[0] ** 2 + - plane_equation[1] ** 2 + - plane_equation[2] ** 2)) + res = abs( + points[:, 0] * plane_equation[0] + + points[:, 1] * plane_equation[1] + + points[:, 2] * plane_equation[2] + - plane_equation[3] + ) / ( + math.sqrt( + plane_equation[0] ** 2 + plane_equation[1] ** 2 + plane_equation[2] ** 2 + ) + ) index = numpy.where(res < distance_from_plane)[0] closest_voxel = points[index] @@ -167,21 +166,23 @@ def compute_plane_equation(orientation_vector, src_point): :return: """ - d = (orientation_vector[0] * src_point[0] + - orientation_vector[1] * src_point[1] + - orientation_vector[2] * src_point[2]) + d = ( + orientation_vector[0] * src_point[0] + + orientation_vector[1] * src_point[1] + + orientation_vector[2] * src_point[2] + ) - plane_equation = (orientation_vector[0], - orientation_vector[1], - orientation_vector[2], - d) + plane_equation = ( + orientation_vector[0], + orientation_vector[1], + orientation_vector[2], + d, + ) return plane_equation -def orientation_vector_of_point_in_polyline(polyline, - index_point, - windows_size): +def orientation_vector_of_point_in_polyline(polyline, index_point, windows_size): """ Compute and return orientation vector of point in polyline. @@ -191,7 +192,7 @@ def orientation_vector_of_point_in_polyline(polyline, :return: """ length_polyline = len(polyline) - vectors = list() + vectors = [] for j in range(1, windows_size): x1, y1, z1 = polyline[max(0, index_point - j)] x2, y2, z2 = polyline[min(length_polyline - 1, index_point + j)] @@ -202,40 +203,44 @@ def orientation_vector_of_point_in_polyline(polyline, return orientation_vector -def intercept_points_along_path_with_planes(points, - polyline, - windows_size=8, - distance_from_plane=4, - points_graph=None, - without_connection=False, - voxels_size=4, - with_relative_distance=True, - fix_distance_from_src_point=None): - +def intercept_points_along_path_with_planes( + points, + polyline, + windows_size=8, + distance_from_plane=4, + points_graph=None, + without_connection=False, + voxels_size=4, + with_relative_distance=True, + fix_distance_from_src_point=None, +): length_polyline = len(polyline) intercepted_points = [None] * length_polyline planes_equation = [None] * length_polyline - distance_from_src_point = 1000, + distance_from_src_point = (1000,) for i in range(length_polyline - 1, -1, -1): point = tuple(polyline[i]) # ====================================================================== orientation_vector = orientation_vector_of_point_in_polyline( - polyline, i, windows_size) + polyline, i, windows_size + ) plane_equation = compute_plane_equation(orientation_vector, point) if i < length_polyline - 1 and with_relative_distance: nodes = intercepted_points[i + 1] prev_radius_dist = max_distance_from_point_to_points( - numpy.array(list(nodes)), polyline[i + 1]) + numpy.array(list(nodes)), polyline[i + 1] + ) if prev_radius_dist == 0: distance_from_src_point = 1000 else: distance_from_src_point = min( - prev_radius_dist + 1 * voxels_size, 1000.0) + prev_radius_dist + 1 * voxels_size, 1000.0 + ) if fix_distance_from_src_point is not None: distance_from_src_point = fix_distance_from_src_point @@ -243,16 +248,12 @@ def intercept_points_along_path_with_planes(points, # ====================================================================== pts = intercept_points_from_src_point_with_plane_equation( - points, - point, - plane_equation, - distance_from_plane, - distance_from_src_point) + points, point, plane_equation, distance_from_plane, distance_from_src_point + ) if without_connection: pts = list(map(tuple, pts)) elif points_graph is not None: - pts = list(map(tuple, pts)) pts = connected_points_with_point(pts, points_graph, point) else: @@ -282,13 +283,10 @@ def intercept_points_with_ball(points, ball_center, ball_radius): return points[index] -def intercept_points_along_polyline_with_ball(points, - graph, - polyline, - ball_radius=50): +def intercept_points_along_polyline_with_ball(points, graph, polyline, ball_radius=50): """ Return a list of intercept point along a polyline by a ball at each - points. + point. :param points: ndarray of points :param polyline: ndarray ot points @@ -296,17 +294,15 @@ def intercept_points_along_polyline_with_ball(points, :param ball_radius: size of the ball radius in mm :return: [[(x, y, z), ...], ...] : list of points intercepted by the ball """ - intercepted_points = list() + intercepted_points = [] for point in polyline: - points_in_ball = intercept_points_with_ball(points, - point, - ball_radius) + points_in_ball = intercept_points_with_ball(points, point, ball_radius) points_in_ball = list(map(tuple, points_in_ball)) - points_in_ball = connected_points_with_point(points_in_ball, - graph, - tuple(point)) + points_in_ball = connected_points_with_point( + points_in_ball, graph, tuple(point) + ) intercepted_points.append(points_in_ball) diff --git a/src/openalea/phenomenal/segmentation/skeleton_phenomenal.py b/src/openalea/phenomenal/segmentation/skeleton_phenomenal.py index fe135ee4..b8ceb96e 100644 --- a/src/openalea/phenomenal/segmentation/skeleton_phenomenal.py +++ b/src/openalea/phenomenal/segmentation/skeleton_phenomenal.py @@ -12,27 +12,28 @@ import numpy import networkx +import openalea.phenomenal.segmentation._c_skeleton as c_skeleton + from ..multi_view_reconstruction import project_voxel_centers_on_image from .plane_interception import ( intercept_points_along_path_with_planes, - intercept_points_along_polyline_with_ball) -from ..object import (VoxelSkeleton, VoxelGrid, VoxelSegment) + intercept_points_along_polyline_with_ball, +) +from ..object import VoxelSkeleton, VoxelGrid, VoxelSegment -import openalea.phenomenal.segmentation._c_skeleton as c_skeleton # ============================================================================== -def segment_reduction(voxel_skeleton, - image_projection, - required_visible=4, - nb_min_pixel=100): +def segment_reduction( + voxel_skeleton, image_projection, required_visible=4, nb_min_pixel=100 +): """ Reduce the number of segments in a VoxelSkeleton object, according to - their projection results. Each segments are kept if their projection on + their projection results. Each segment is kept if their projection on the images are not cover by the projection of the other segments in number required_visible. Segments are not cover if their remaining - projected pixel are superio to nb_min_pixel. + projected pixel are superior to nb_min_pixel. Parameters ---------- @@ -49,8 +50,9 @@ def segment_reduction(voxel_skeleton, # ========================================================================== # Ordonner - orderer_voxel_segments = sorted(voxel_skeleton.segments, - key=lambda vs: len(vs.polyline)) + orderer_voxel_segments = sorted( + voxel_skeleton.segments, key=lambda vs: len(vs.polyline) + ) # ========================================================================== # import time @@ -64,7 +66,6 @@ def segment_reduction(voxel_skeleton, list_array = [None] * len_segments * len_images for i, vs in enumerate(orderer_voxel_segments): for j, (image, projection) in enumerate(image_projection): - vp = numpy.array(list(vs.voxels_position)) list_array[i * len_images + j] = project_voxel_centers_on_image( vp, @@ -72,7 +73,8 @@ def segment_reduction(voxel_skeleton, image.shape, projection, dtype=numpy.int32, - value=1) + value=1, + ) # vp = numpy.array([vs.polyline[-1]]) # tips[(i, j)] = openalea.phenomenal.multi_view_reconstruction. \ @@ -87,9 +89,8 @@ def segment_reduction(voxel_skeleton, # ========================================================================== # start = time.time() - list_negative_image = list() + list_negative_image = [] for j, (image, projection) in enumerate(image_projection): - negative_image = image.copy().astype(numpy.int32) negative_image[negative_image > 0] = 2 negative_image[negative_image == 0] = 1 @@ -104,11 +105,13 @@ def segment_reduction(voxel_skeleton, is_removed = numpy.zeros(len_segments, dtype=numpy.uint8) - c_skeleton.skeletonize(list_array, is_removed, len_segments, len_images, - nb_min_pixel, required_visible) + c_skeleton.skeletonize( + list_array, is_removed, len_segments, len_images, nb_min_pixel, required_visible + ) - segments = [orderer_voxel_segments[i] for i in range(len_segments) if - is_removed[i] == 0] + segments = [ + orderer_voxel_segments[i] for i in range(len_segments) if is_removed[i] == 0 + ] # print("time processing , C code covered : {}".format(time.time() - start)) return VoxelSkeleton(segments, voxel_skeleton.voxels_size) @@ -137,6 +140,7 @@ def segment_reduction(voxel_skeleton, # not is_removed[i]] # return VoxelSkeleton(segments, voxel_skeleton.voxels_size) + # ============================================================================== @@ -153,54 +157,52 @@ def _get_longest_shortest_path_in_nodes(nodes, paths): return leaf_skeleton_path -def _segment_path(voxels, - array_voxels, - skeleton_path, - graph, - voxels_size=4, - mode="plane", - plane_width=4, - ball_radius=10): - +def _segment_path( + voxels, + array_voxels, + skeleton_path, + graph, + voxels_size=4, + mode="plane", + plane_width=4, + ball_radius=10, +): # ========================================================================== # Get the longest shorted path of voxels - polyline = _get_longest_shortest_path_in_nodes( - voxels, skeleton_path) + polyline = _get_longest_shortest_path_in_nodes(voxels, skeleton_path) # ========================================================================== if polyline: if mode == "ball": intercept_points = intercept_points_along_polyline_with_ball( - array_voxels, - graph, - polyline, - ball_radius=ball_radius) + array_voxels, graph, polyline, ball_radius=ball_radius + ) else: intercept_points, _ = intercept_points_along_path_with_planes( array_voxels, polyline, distance_from_plane=plane_width, points_graph=graph, - voxels_size=voxels_size) + voxels_size=voxels_size, + ) voxels_position = set().union(*intercept_points) - segment = VoxelSegment(polyline, - voxels_position, - intercept_points) + segment = VoxelSegment(polyline, voxels_position, intercept_points) remain = set(voxels).difference(segment.voxels_position) return segment, remain + return None, None def find_base_stem_position(voxels_position, voxels_size, neighbor_size=45): - """ Function to find the base stem position of the plant from the voxels + """Function to find the base stem position of the plant from the voxels center positions list. - Voxels position are converted in 3d image to find arround the x and y - axis the points with the minimum value in a range of neighbor_side. + Voxels position are converted in 3d image to find arround the x and y-axis + the points with the minimum value in a range of neighbor_side. Parameters ---------- @@ -224,22 +226,28 @@ def find_base_stem_position(voxels_position, voxels_size, neighbor_size=45): k = neighbor_size / voxels_size - x_len, y_len, z_len = image_3d.shape + x_len, y_len, _ = image_3d.shape - roi = image_3d[int(max(x - k, 0)):int(min(x + k, x_len)), - int(max(y - k, 0)):int(min(y + k, y_len)), - :] + roi = image_3d[ + int(max(x - k, 0)) : int(min(x + k, x_len)), + int(max(y - k, 0)) : int(min(y + k, y_len)), + :, + ] xx, yy, zz = numpy.where(roi == 1) min_z_value = numpy.min(zz) index_min_z_value = numpy.where(zz == min_z_value) - mean_float_point = numpy.array([numpy.mean(xx[index_min_z_value]), - numpy.mean(yy[index_min_z_value]), - numpy.mean(zz[index_min_z_value])]) + mean_float_point = numpy.array( + [ + numpy.mean(xx[index_min_z_value]), + numpy.mean(yy[index_min_z_value]), + numpy.mean(zz[index_min_z_value]), + ] + ) mean_point = None - min_dist = float('inf') + min_dist = float("inf") for xxx, yyy, zzz in zip(xx, yy, zz): pt = numpy.array([xxx, yyy, zzz]) dist = numpy.linalg.norm(mean_float_point - pt) @@ -247,18 +255,21 @@ def find_base_stem_position(voxels_position, voxels_size, neighbor_size=45): min_dist = dist mean_point = pt - stem_base_position = (int(max(x - k, 0)) + mean_point[0], - int(max(y - k, 0)) + mean_point[1], - mean_point[2]) + stem_base_position = ( + int(max(x - k, 0)) + mean_point[0], + int(max(y - k, 0)) + mean_point[1], + mean_point[2], + ) - base_stem_position = (numpy.array(stem_base_position) * voxels_size + - image_3d.world_coordinate) + base_stem_position = ( + numpy.array(stem_base_position) * voxels_size + image_3d.world_coordinate + ) return base_stem_position def compute_all_shorted_path(graph, voxels_size, neighbor_size=45): - """ Compute all the shorted path from the base position of the graph + """Compute all the shorted path from the base position of the graph position. Parameters @@ -277,28 +288,30 @@ def compute_all_shorted_path(graph, voxels_size, neighbor_size=45): # ========================================================================== # Get the high points in the matrix and the supposed base plant points x_stem, y_stem, z_stem = find_base_stem_position( - graph.nodes(), - voxels_size, - neighbor_size=neighbor_size) + graph.nodes(), voxels_size, neighbor_size=neighbor_size + ) # ========================================================================== # Compute the shorted path all_shorted_path_to_stem_base = networkx.single_source_dijkstra_path( - graph, (x_stem, y_stem, z_stem), weight="weight") + graph, (x_stem, y_stem, z_stem), weight="weight" + ) return all_shorted_path_to_stem_base -def skeletonize(voxel_grid, - graph, - subgraph=None, - voxels_position_remain=None, - mode="plane", - plane_width=None, - ball_radius=None, - neighbor_size=45): - """ Compute phenomenal skeletonization on the voxel_grid based on the graph. +def skeletonize( + voxel_grid, + graph, + subgraph=None, + voxels_position_remain=None, + mode="plane", + plane_width=None, + ball_radius=None, + neighbor_size=45, +): + """Compute phenomenal skeletonization on the voxel_grid based on the graph. Parameters ---------- @@ -337,7 +350,8 @@ def skeletonize(voxel_grid, voxels_size = voxel_grid.voxels_size all_shorted_path_to_stem_base = compute_all_shorted_path( - subgraph, voxels_size, neighbor_size=neighbor_size) + subgraph, voxels_size, neighbor_size=neighbor_size + ) # ========================================================================== if voxels_position_remain is None: @@ -346,9 +360,8 @@ def skeletonize(voxel_grid, np_arr_all_graph_voxels_plant = numpy.array(graph.nodes()) # ========================================================================== - segments = list() + segments = [] while len(voxels_position_remain) != 0: - (voxel_segment, voxels_position_remain) = _segment_path( voxels_position_remain, np_arr_all_graph_voxels_plant, @@ -357,7 +370,8 @@ def skeletonize(voxel_grid, voxels_size=voxels_size, mode=mode, plane_width=plane_width, - ball_radius=ball_radius) + ball_radius=ball_radius, + ) segments.append(voxel_segment) diff --git a/src/openalea/phenomenal/segmentation/skeleton_thinning.py b/src/openalea/phenomenal/segmentation/skeleton_thinning.py index 309ca887..41c87403 100644 --- a/src/openalea/phenomenal/segmentation/skeleton_thinning.py +++ b/src/openalea/phenomenal/segmentation/skeleton_thinning.py @@ -11,6 +11,7 @@ A 3D 6-subiteration thinning algorithm for extracting medial lines of Kalman Palagyi and Attila Kuba implementation """ + # ============================================================================== from __future__ import division, print_function, absolute_import @@ -19,88 +20,64 @@ def _build_mask(): - M1 = numpy.array([[['x', 'x', '0'], - ['x', 'x', '0'], - ['x', 'x', '0']], - - [['x', 'x', '0'], - ['1', '1', '0'], - ['x', 'x', '0']], - - [['x', 'x', '0'], - ['x', 'x', '0'], - ['x', 'x', '0']]]) - - M2 = numpy.array([[['.', '.', '0'], - ['.', '.', '0'], - ['.', '.', '0']], - - [['.', '.', '0'], - ['1', '1', '0'], - ['.', '.', '0']], - - [['.', '.', '.'], - ['.', '1', '.'], - ['.', '.', '.']]]) - - M3 = numpy.array([[['.', '.', '0'], - ['.', '.', '0'], - ['.', '.', '.']], - - [['.', '.', '0'], - ['1', '1', '0'], - ['.', '1', '.']], - - [['.', '.', '.'], - ['.', '1', '.'], - ['.', '.', '.']]]) - - M4 = numpy.array([[['.', '.', '0'], - ['.', '.', '0'], - ['.', '.', '0']], - - [['.', '.', '0'], - ['1', '1', '0'], - ['.', '.', '0']], - - [['.', '.', '0'], - ['.', '.', '0'], - ['.', '1', '1']]]) - - M5 = numpy.array([[['0', '0', '0'], - ['0', '0', '0'], - ['0', '0', '0']], - - [['x', 'x', '0'], - ['0', '1', '0'], - ['x', 'x', '0']], - - [['x', 'x', '0'], - ['1', 'x', '0'], - ['x', 'x', '0']]]) - - M6 = numpy.array([[['0', '0', '0'], - ['0', '0', '0'], - ['.', '.', '0']], - - [['0', '0', '0'], - ['0', '1', '0'], - ['1', '.', '0']], - - [['.', '.', '0'], - ['1', '.', '0'], - ['.', '.', '0']]]) + M1 = numpy.array( + [ + [["x", "x", "0"], ["x", "x", "0"], ["x", "x", "0"]], + [["x", "x", "0"], ["1", "1", "0"], ["x", "x", "0"]], + [["x", "x", "0"], ["x", "x", "0"], ["x", "x", "0"]], + ] + ) + + M2 = numpy.array( + [ + [[".", ".", "0"], [".", ".", "0"], [".", ".", "0"]], + [[".", ".", "0"], ["1", "1", "0"], [".", ".", "0"]], + [[".", ".", "."], [".", "1", "."], [".", ".", "."]], + ] + ) + + M3 = numpy.array( + [ + [[".", ".", "0"], [".", ".", "0"], [".", ".", "."]], + [[".", ".", "0"], ["1", "1", "0"], [".", "1", "."]], + [[".", ".", "."], [".", "1", "."], [".", ".", "."]], + ] + ) + + M4 = numpy.array( + [ + [[".", ".", "0"], [".", ".", "0"], [".", ".", "0"]], + [[".", ".", "0"], ["1", "1", "0"], [".", ".", "0"]], + [[".", ".", "0"], [".", ".", "0"], [".", "1", "1"]], + ] + ) + + M5 = numpy.array( + [ + [["0", "0", "0"], ["0", "0", "0"], ["0", "0", "0"]], + [["x", "x", "0"], ["0", "1", "0"], ["x", "x", "0"]], + [["x", "x", "0"], ["1", "x", "0"], ["x", "x", "0"]], + ] + ) + + M6 = numpy.array( + [ + [["0", "0", "0"], ["0", "0", "0"], [".", ".", "0"]], + [["0", "0", "0"], ["0", "1", "0"], ["1", ".", "0"]], + [[".", ".", "0"], ["1", ".", "0"], [".", ".", "0"]], + ] + ) U = [M1, M2, M3, M4, M5, M6] - D = list() + D = [] for M in U: D.append(M[:, :, ::-1]) - W = list() - N = list() - E = list() - S = list() + W = [] + N = [] + E = [] + S = [] for M in U: tmp = numpy.zeros_like(M) @@ -122,13 +99,13 @@ def _check_mask(T, M): for i in range(3): for j in range(3): for k in range(3): - if M[i, j, k] == '.': + if M[i, j, k] == ".": continue - if M[i, j, k] == '0' and T[i, j, k] != 0: + if M[i, j, k] == "0" and T[i, j, k] != 0: return False - if M[i, j, k] == '1' and T[i, j, k] != 1: + if M[i, j, k] == "1" and T[i, j, k] != 1: return False - if M[i, j, k] == 'x': + if M[i, j, k] == "x": x_present = True if T[i, j, k] == 1: x_ok = True @@ -136,18 +113,16 @@ def _check_mask(T, M): if x_present: if x_ok: return True - else: - return False - else: - return True + return False + return True def _applied_masks(mat, masks): tmp = numpy.zeros_like(mat) xx, yy, zz = numpy.where(mat == 1) - for i in range(len(xx)): - x, y, z = xx[i], yy[i], zz[i] - block = mat[x - 1:x + 2, y - 1:y + 2, z - 1:z + 2] + for i, xx_val in enumerate(xx): + x, y, z = xx_val, yy[i], zz[i] + block = mat[x - 1 : x + 2, y - 1 : y + 2, z - 1 : z + 2] for mask in masks: if _check_mask(block, mask): @@ -157,7 +132,7 @@ def _applied_masks(mat, masks): def skeletonize_thinning(img): - """ A 3D 6-subiteration thinning algorithm for extracting medial lines + """A 3D 6-subiteration thinning algorithm for extracting medial lines of Kalman Palagyi and Attila Kuba implementation Parameters @@ -170,10 +145,8 @@ def skeletonize_thinning(img): The thinned image. """ - mat_len_x, mat_len_y, mat_len_z = img.shape - mat_tmp = numpy.zeros((mat_len_x + 2, mat_len_y + 2, mat_len_z + 2), - dtype=int) + mat_tmp = numpy.zeros((mat_len_x + 2, mat_len_y + 2, mat_len_z + 2), dtype=int) mat_tmp[1:-1, 1:-1, 1:-1] = img.astype(int) U, D, N, S, E, W = _build_mask() @@ -182,7 +155,6 @@ def skeletonize_thinning(img): j = 0 while True: - j += 1 nb1 = numpy.count_nonzero(mat_tmp) mat_tmp = _applied_masks(mat_tmp, U) diff --git a/src/openalea/phenomenal/tracking/alignment.py b/src/openalea/phenomenal/tracking/alignment.py index 7b73751c..f4da1d71 100644 --- a/src/openalea/phenomenal/tracking/alignment.py +++ b/src/openalea/phenomenal/tracking/alignment.py @@ -1,17 +1,18 @@ -""" Multiple sequence alignment """ +"""Multiple sequence alignment""" -import numpy as np from copy import deepcopy +import numpy as np -def needleman_wunsch(X, Y, gap, gap_extremity_factor=1.): +def needleman_wunsch(X, Y, gap, gap_extremity_factor=1.0): """ Performs pairwise alignment of profiles X and Y with Needleman-Wunsch algorithm. A profile is defined as an array of one or more sequences of the same length. - Each sequence includes one or several vectors of the same length, and might contain gaps (vectors filled with NaN) + Each sequence includes one or several vectors of the same length, and might + contain gaps (vectors filled with NaN) Source code : https://gist.github.com/slowkow/06c6dba9180d013dfd82bec217d22eb5 - The source code was modified to correct a few errors, and adapted to fit all requirements (extremity gap, - customized scoring function, etc.) + The source code was modified to correct a few errors, and adapted to fit all + requirements (extremity gap, customized scoring function, etc.) Parameters ---------- @@ -40,8 +41,8 @@ def needleman_wunsch(X, Y, gap, gap_extremity_factor=1.): # Optimal score at each possible pair of characters. F = np.zeros((nx + 1, ny + 1)) - F[:, 0] = np.linspace(start=0, stop=-nx*gap_extremity, num=nx+1) - F[0, :] = np.linspace(start=0, stop=-ny*gap_extremity, num=ny+1) + F[:, 0] = np.linspace(start=0, stop=-nx * gap_extremity, num=nx + 1) + F[0, :] = np.linspace(start=0, stop=-ny * gap_extremity, num=ny + 1) # Pointers to trace through an optimal alignment. P = np.zeros((nx + 1, ny + 1)) @@ -52,7 +53,6 @@ def needleman_wunsch(X, Y, gap, gap_extremity_factor=1.): t = np.zeros(3) for i in range(nx): for j in range(ny): - # TODO : gap argument should be useless ? t[0] = F[i, j] - alignment_score(X[:, i, :], Y[:, j, :], gap_extremity) @@ -105,7 +105,8 @@ def needleman_wunsch(X, Y, gap, gap_extremity_factor=1.): def scoring_function(vec1, vec2): """ - Compute a dissimilarity score between two vectors of same length, which is equal to their euclidian distance. + Compute a dissimilarity score between two vectors of same length, which is + equal to their euclidian distance. Parameters ---------- @@ -124,7 +125,8 @@ def alignment_score(x, y, gap_extremity): """ Compute a dissimilarity score between two arrays of vectors x and y. - x and y can have different lengths, but all vectors in x and y must have the same length. + x and y can have different lengths, but all vectors in x and y must have + the same length. Parameters ---------- @@ -158,8 +160,9 @@ def alignment_score(x, y, gap_extremity): def insert_gaps(all_sequences, seq_indexes, alignment): """ - Add gaps in sequences of 'all_sequences' whose indexes is in 'seq_indexes'. A gap is defined as a NAN array element - in a given sequence. Gaps positions are given by 'alignment'. + Add gaps in sequences of 'all_sequences' whose indexes is in 'seq_indexes'. + A gap is defined as a NAN array element in a given sequence. + Gaps positions are given by 'alignment'. Parameters ---------- @@ -175,11 +178,10 @@ def insert_gaps(all_sequences, seq_indexes, alignment): all_sequences2 = deepcopy(all_sequences) gap_indexes = [i for i, e in enumerate(alignment) if e == -1] - vec_len = max([len(vec) for seq in all_sequences for vec in seq]) + vec_len = max(len(vec) for seq in all_sequences for vec in seq) for si in seq_indexes: for gi in gap_indexes: - if all_sequences2[si].size == 0: all_sequences2[si] = np.full((1, vec_len), np.nan) else: @@ -188,11 +190,15 @@ def insert_gaps(all_sequences, seq_indexes, alignment): return all_sequences2 -def multi_alignment(sequences, gap, gap_extremity_factor=1., start=0, align_range=None): +def multi_alignment( + sequences, gap, gap_extremity_factor=1.0, start=0, align_range=None +): """ - Multiple sequence alignment algorithm to align n sequences, using a progressive method. At each step, a sequence (Y) - is aligned with a matrix (X) corresponding to a profile (i.e. the alignement of k sequences) resulting in the - alignment of k + 1 sequences. Each pairwise alignment of X vs Y is based on needleman-wunsch algorithm. + Multiple sequence alignment algorithm to align n sequences, using a + progressive method. At each step, a sequence (Y) is aligned with a matrix + (X) corresponding to a profile (i.e. the alignment of k sequences) + resulting in the alignment of k + 1 sequences. Each pairwise alignment + of X vs Y is based on needleman-wunsch algorithm. Parameters ---------- @@ -201,33 +207,44 @@ def multi_alignment(sequences, gap, gap_extremity_factor=1., start=0, align_rang gap : float penalty parameter to add a gap gap_extremity_factor : float - parameter to modify the gap penalty on sequence extremity positions, relatively to gap value. - For example, if gap = 5 and gap_extremity_factor = 0.6, Then the penalty for terminal gaps equals 3. + parameter to modify the gap penalty on sequence extremity positions, + relatively to gap value. + For example, if gap = 5 and gap_extremity_factor = 0.6, + Then the penalty for terminal gaps equals 3. start : int - sequences are progressively added to the global alignment from sequences[start] to sequences[0], then from + sequences are progressively added to the global alignment from + sequences[start] to sequences[0], then from sequences[start + 1] to sequences[-1] align_range : int - When adding a new sequence to the global alignment, only the already aligned sequences with a distance inferior - or equal to this parameter in the sequences order are used for the alignment. + When adding a new sequence to the global alignment, only the already + aligned sequences with a distance inferior or equal to this parameter + in the sequences order are used for the alignment. Returns ------- """ - assert(-1 <= start <= len(sequences) - 1) + assert -1 <= start <= len(sequences) - 1 aligned_sequences = deepcopy(sequences) # init # (k_start -> 0) then (k_start -> n) k_start = len(aligned_sequences) - 1 if start == -1 else start - alignment_order = np.array(list(range(0, k_start + 1)[::-1]) + list(range(k_start + 1, len(aligned_sequences)))) + alignment_order = np.array( + list(range(0, k_start + 1)[::-1]) + + list(range(k_start + 1, len(aligned_sequences))) + ) for k in range(1, len(aligned_sequences)): xi = alignment_order[:k] # ref yi = alignment_order[k] # select the 2 profiles to align - xi_in_range = xi if align_range is None else [val for val in xi if abs(val - k) <= align_range] + xi_in_range = ( + xi + if align_range is None + else [val for val in xi if abs(val - k) <= align_range] + ) X = np.array([aligned_sequences[i] for i in xi_in_range]) Y = np.array([aligned_sequences[yi]]) @@ -235,7 +252,9 @@ def multi_alignment(sequences, gap, gap_extremity_factor=1., start=0, align_rang rx, ry = needleman_wunsch(X, Y, gap, gap_extremity_factor=gap_extremity_factor) # update all sequences from sq0 to sq yi - aligned_sequences = insert_gaps(aligned_sequences, xi, rx) # xi = sequences that all have already been aligned + aligned_sequences = insert_gaps( + aligned_sequences, xi, rx + ) # xi = sequences that all have already been aligned aligned_sequences = insert_gaps(aligned_sequences, [yi], ry) # convert list of aligned sequences (all having the same length) in a matrix of vector indexes (-1 = gap) diff --git a/src/openalea/phenomenal/tracking/alignment_postprocessing.py b/src/openalea/phenomenal/tracking/alignment_postprocessing.py index cdbb378f..0805877f 100644 --- a/src/openalea/phenomenal/tracking/alignment_postprocessing.py +++ b/src/openalea/phenomenal/tracking/alignment_postprocessing.py @@ -1,7 +1,9 @@ """ -Functions used in the following post processing steps after the alignment of sequences of ligulated leaves : +Functions used in the following post-processing steps after the alignment of +sequences of ligulated leaves : -- Remove abnormal columns in the alignment matrix (i.e. ranks corresponding to artefacts, not to real leaves). +- Remove abnormal columns in the alignment matrix (i.e. ranks corresponding to +artefacts, not to real leaves). (detect_abnormal_ranks) - Backwards tracking of each leaf in its growth phase until its emergence. @@ -9,15 +11,19 @@ """ import numpy as np -from openalea.phenomenal.tracking.polyline_utils import polyline_quantile_coordinate, polyline_length +from openalea.phenomenal.tracking.polyline_utils import ( + polyline_quantile_coordinate, + polyline_length, +) def detect_abnormal_ranks(alignment_matrix): """ Specific to plant alignment. - Detect abnormal columns in 'alignment_matrix' object resulting from multi alignment based on the following criteria: - - A column is abnormal if it contains 2 times less aligned vectors in average (value != -1 in 'alignment_matrix') - than the surrounding columns. + Detect abnormal columns in 'alignment_matrix' object resulting from multi + alignment based on the following criteria: + - A column is abnormal if it contains 2 times less aligned vectors in + average (value != -1 in 'alignment_matrix') than the surrounding columns. - first and last columns can't be abnormal Parameters @@ -31,10 +37,15 @@ def detect_abnormal_ranks(alignment_matrix): """ alignment_matrix = np.array(alignment_matrix) - counts = [len([k for k in alignment_matrix[:, i] if k != -1]) for i in range(alignment_matrix.shape[1])] + counts = [ + len([k for k in alignment_matrix[:, i] if k != -1]) + for i in range(alignment_matrix.shape[1]) + ] abnormal_ranks = [] - for i in range(len(counts)): - if 0 < i < len(counts) - 1 and counts[i] < 0.5 * np.mean([counts[i - 1], counts[i + 1]]): + for i, value in enumerate(counts): + if 0 < i < len(counts) - 1 and value < 0.5 * np.mean( + [counts[i - 1], counts[i + 1]] + ): abnormal_ranks.append(i) return abnormal_ranks diff --git a/src/openalea/phenomenal/tracking/display.py b/src/openalea/phenomenal/tracking/display.py index 1d688976..f9a14e0b 100644 --- a/src/openalea/phenomenal/tracking/display.py +++ b/src/openalea/phenomenal/tracking/display.py @@ -1,7 +1,6 @@ -"""" 3D visualisation using PlantGL, and color palette for leaf ranks """ +""" " 3D visualisation using PlantGL, and color palette for leaf ranks""" # %gui qt -import matplotlib.pyplot as plt import numpy as np has_pgl_display = True @@ -11,18 +10,38 @@ has_pgl_display = False # colors used to visualize leaf ranks -PALETTE = [[255, 0, 0], [0, 255, 0], [0, 0, 255], [255, 255, 0], [204, 121, 167], [0, 158, 115], - [0, 114, 178], [230, 159, 0], [140, 86, 75], [0, 255, 255], [255, 0, 100], [0, 77, 0], [100, 0, 255], - [100, 0, 0], [0, 0, 100], [100, 100, 0], [0, 100, 100], [100, 0, 100], [0, 0, 0], [255, 100, 100]] +PALETTE = [ + [255, 0, 0], + [0, 255, 0], + [0, 0, 255], + [255, 255, 0], + [204, 121, 167], + [0, 158, 115], + [0, 114, 178], + [230, 159, 0], + [140, 86, 75], + [0, 255, 255], + [255, 0, 100], + [0, 77, 0], + [100, 0, 255], + [100, 0, 0], + [0, 0, 100], + [100, 100, 0], + [0, 100, 100], + [100, 0, 100], + [0, 0, 0], + [255, 100, 100], +] PALETTE = np.array(3 * PALETTE + [[255, 255, 255]]) def plot_polylines(polylines, ranks): - shapes = [] + if not has_pgl_display: + print("plantgl not available, cannot plot") + return for polyline, rank in zip(polylines, ranks): - col_r, col_g, col_b = PALETTE[rank - 1] if rank > 0 else [90, 90, 90] col = pgl.Material(pgl.Color3(int(col_r), int(col_g), int(col_b))) diff --git a/src/openalea/phenomenal/tracking/leaf_extension.py b/src/openalea/phenomenal/tracking/leaf_extension.py index 1ee00f28..cfd3d40a 100644 --- a/src/openalea/phenomenal/tracking/leaf_extension.py +++ b/src/openalea/phenomenal/tracking/leaf_extension.py @@ -1,20 +1,24 @@ """ Use binary images to extend the length of each phenomenal phm_leaf. -Method : A 2d skeleton is computed for the binary image at a given angle. Then, the algorithm searches correspondences -between phenomenal polylines (reprojected in 2D) and skeleton polylines. For each match, an extension factor e >= 1 is -computed this way : e = (skeleton 2D polyline length) / (phenomenal 2D polyline length). This is done for each side -angle. Then, results are merged : for each phenomenal phm_leaf, the final extension factor is equal to the median of -all extension values found for this phm_leaf, or 1 if no extension value was found. +Method : A 2d skeleton is computed for the binary image at a given angle. Then, +the algorithm searches correspondences between phenomenal polylines +(reprojected in 2D) and skeleton polylines. For each match, an +extension factor e >= 1 is computed this way : + e = (skeleton 2D polyline length) / (phenomenal 2D polyline length). +This is done for each side angle. Then, results are merged : for each +phenomenal phm_leaf, the final extension factor is equal to the median of +all extension values found for this phm_leaf, or 1 if no extension value +was found. """ -import cv2 import warnings +import cv2 import numpy as np from skimage.morphology import skeletonize from scipy.spatial.distance import directed_hausdorff -from skan.csr import skeleton_to_csgraph, Skeleton, summarize # skan<=0.9 +from skan.csr import skeleton_to_csgraph, Skeleton, summarize from openalea.phenomenal.tracking.polyline_utils import polyline_length @@ -35,7 +39,7 @@ def skeleton_branches(image, n_kernel=15, min_length=30): binary = image.copy() if round(np.max(binary)) == 255: - binary = binary / 255. + binary = binary / 255.0 # dilate image kernel = np.ones((n_kernel, n_kernel)) @@ -46,23 +50,27 @@ def skeleton_branches(image, n_kernel=15, min_length=30): # skeleton analysis : get branches skan_skeleton = Skeleton(skeleton) - branches = summarize(skan_skeleton) + branches = summarize(skan_skeleton, separator="-") # select branches having an endpoint, and a sufficient length - branches_endpoint = branches[branches['branch-type'] == 1] - branches_endpoint = branches_endpoint[branches_endpoint['branch-distance'] > min_length] + branches_endpoint = branches[branches["branch-type"] == 1] + branches_endpoint = branches_endpoint[ + branches_endpoint["branch-distance"] > min_length + ] # converting branches to polylines - _, (u, v) = skeleton_to_csgraph(skeleton) - node_ids = list(branches['node-id-src']) + list(branches['node-id-dst']) + _, coordinates = skeleton_to_csgraph(skeleton) + node_ids = list(branches["node-id-src"]) + list(branches["node-id-dst"]) polylines = [] for irow, row in branches_endpoint.iterrows(): + polyline = np.array( + [[coordinates[0][i], coordinates[1][i]] for i in skan_skeleton.path(irow)] + ) - polyline = np.array([(u[i], v[i]) for i in skan_skeleton.path(irow)]) polyline = polyline[:, ::-1] # same (x, y) order as phenomenal # verify that all phm_leaf polylines are oriented the same way (phm_leaf insertion --> phm_leaf tip) - i = row['node-id-dst'] + i = row["node-id-dst"] if node_ids.count(i) > 1: polyline = polyline[::-1] @@ -71,7 +79,9 @@ def skeleton_branches(image, n_kernel=15, min_length=30): return polylines -def compute_extension(polylines_phm, polylines_sk, seg_length=50., dist_threshold=30.): +def compute_extension( + polylines_phm, polylines_sk, seg_length=50.0, dist_threshold=30.0 +): """ Args: @@ -91,13 +101,11 @@ def compute_extension(polylines_phm, polylines_sk, seg_length=50., dist_threshol res = dict.fromkeys(range(len(polylines_phm)), []) for pl_sk in polylines_sk: - b_selected = 0 - dist_min = float('inf') + dist_min = float("inf") selected_rank = -1 for rank, pl_phm in enumerate(polylines_phm): - # end segment of phenomenal polyline dists_to_end = np.linalg.norm(pl_phm - pl_phm[-1], axis=1) start = np.argmin(abs(dists_to_end - seg_length)) @@ -105,10 +113,10 @@ def compute_extension(polylines_phm, polylines_sk, seg_length=50., dist_threshol # corresponding sk segment d_a = np.linalg.norm(pl_sk - pl_phm_segment[0], axis=1) - a, min_a = np.argmin(d_a), np.min(d_a) + a = np.argmin(d_a) d_b = np.linalg.norm(pl_sk - pl_phm_segment[-1], axis=1) - b, min_b = np.argmin(d_b), np.min(d_b) - pl_sk_segment = pl_sk[a:(b + 1)] + b = np.argmin(d_b) + pl_sk_segment = pl_sk[a : (b + 1)] # distance between phm and sk segments with warnings.catch_warnings(): @@ -127,24 +135,24 @@ def compute_extension(polylines_phm, polylines_sk, seg_length=50., dist_threshol l2 = polyline_length(pl_sk[b_selected:]) extension_factor = (l2 + l1) / l1 - res[selected_rank] = res[selected_rank] + [(round(dist_min, 4), - extension_factor, - pl_sk[b_selected:])] + res[selected_rank] = res[selected_rank] + [ + (round(dist_min, 4), extension_factor, pl_sk[b_selected:]) + ] # verify that a phenomenal polyline has no more than 1 corresponding skeleton polyline. # And keep extension polylines in a list for optional display extension_polylines = [] - for k in res.keys(): + for k, resi in res.items(): # 1 skeleton branch candidate - if len(res[k]) == 1: - _, extension_factor, extension_pl = res[k][0] + if len(resi) == 1: + _, extension_factor, extension_pl = resi[0] res[k] = extension_factor extension_polylines.append(extension_pl) # several skeleton branch candidates - elif len(res[k]) > 1: - d_min = float('inf') + elif len(resi) > 1: + d_min = float("inf") selected_pl = None - for d, extension_factor, extension_pl in res[k]: + for d, extension_factor, extension_pl in resi: if d < d_min: d_min = d res[k] = extension_factor @@ -177,13 +185,14 @@ def leaf_extension(phm_seg, binaries, projections): # compute extension for each phenomenal phm_leaf and each camera angle. Regroup results in a dictionary. - polylines_phm = [phm_seg.get_leaf_order(k).real_longest_polyline() - for k in range(1, 1 + phm_seg.get_number_of_leaf())] + polylines_phm = [ + phm_seg.get_leaf_order(k).real_longest_polyline() + for k in range(1, 1 + phm_seg.get_number_of_leaf()) + ] angles = binaries.keys() - res = dict() + res = {} for angle in angles: - # 2D skeleton polylines polylines_sk = skeleton_branches(binaries[angle]) @@ -201,19 +210,20 @@ def leaf_extension(phm_seg, binaries, projections): # (if no skeleton segment was found for a given phenomenal phm_leaf, extension factor have a default value of 1.) for k in range(1, 1 + phm_seg.get_number_of_leaf()): - leaf_ext = [res[a][k - 1] for a in angles if res[a][k - 1] is not None] - if phm_seg.get_leaf_order(k).info['pm_label'] == 'growing_leaf': - leaf_length = phm_seg.get_leaf_order(k).info['pm_length_with_speudo_stem'] + if phm_seg.get_leaf_order(k).info["pm_label"] == "growing_leaf": + leaf_length = phm_seg.get_leaf_order(k).info["pm_length_with_speudo_stem"] else: - leaf_length = phm_seg.get_leaf_order(k).info['pm_length'] + leaf_length = phm_seg.get_leaf_order(k).info["pm_length"] if not leaf_ext: - extension_factor = 1. + extension_factor = 1.0 else: extension_factor = np.median(leaf_ext) - phm_seg.get_leaf_order(k).info['pm_length_extended'] = leaf_length * extension_factor + phm_seg.get_leaf_order(k).info["pm_length_extended"] = ( + leaf_length * extension_factor + ) return phm_seg diff --git a/src/openalea/phenomenal/tracking/median_stem.py b/src/openalea/phenomenal/tracking/median_stem.py index cb894fd0..8c814357 100644 --- a/src/openalea/phenomenal/tracking/median_stem.py +++ b/src/openalea/phenomenal/tracking/median_stem.py @@ -4,8 +4,8 @@ def z_to_xy(polyline, z): """ - For all the points (x', y', z') in a polyline, this function returns the coordinates (x', y') whose corresponding - z' height is the closest to z. + For all the points (x', y', z') in a polyline, this function returns the + coordinates (x', y') whose corresponding z' height is the closest to z. Parameters ---------- @@ -34,7 +34,8 @@ def get_median_polyline(polylines, n_stem_min=0, dz=2): polylines : list list of 3D polylines n_stem_min : int - This parameters determines the maximum height of the median polyline : median polyline is only computed at + This parameters determines the maximum height of the median + polyline : median polyline is only computed at height z if at least n_stem_min polyline have a max height > z. dz : float space between two successive points of the median polyline on z axis. @@ -50,7 +51,6 @@ def get_median_polyline(polylines, n_stem_min=0, dz=2): median_polyline = [] while len(polylines) > n_stem_min: - xy = np.array([z_to_xy(pl, z) for pl in polylines]) xy_median = list(np.median(xy, axis=0)) median_polyline.append(xy_median + [z]) @@ -63,14 +63,16 @@ def get_median_polyline(polylines, n_stem_min=0, dz=2): def normal_stem_shape(polylines, dist_threshold=100): """ - From a list of polylines representing stem shapes: check if each polyline has a normal shape compared to the rest. + From a list of polylines representing stem shapes: check if each polyline + has a normal shape compared to the rest. Parameters ---------- polylines : list list of 3D polylines dist_threshold : float - a polyline whose hausdorff distance with the median polyline is above this threshold is considered as abnormal + a polyline whose hausdorff distance with the median polyline is above + this threshold is considered as abnormal Returns ------- @@ -81,7 +83,7 @@ def normal_stem_shape(polylines, dist_threshold=100): median_stem = get_median_polyline(polylines=polylines) is_normal = [] - for i, polyline in enumerate(polylines): + for _, polyline in enumerate(polylines): d = directed_hausdorff(polyline, median_stem)[0] is_normal.append(d < dist_threshold) diff --git a/src/openalea/phenomenal/tracking/phenomenal_coupling.py b/src/openalea/phenomenal/tracking/phenomenal_coupling.py index 7eec1292..73ff9978 100644 --- a/src/openalea/phenomenal/tracking/phenomenal_coupling.py +++ b/src/openalea/phenomenal/tracking/phenomenal_coupling.py @@ -10,36 +10,38 @@ def phm_leaf_features(phm_leaf): - - features = {'mature': None, # (bool) whether the leaf is mature (True) or growing (False). - 'azimuth': None, # (float) leaf azimuth in degrees. in [0, 360]. - 'height': None, # (float) leaf insertion height. For a growing leaf, it corresponds to the height of - # highest mature leaf. - 'length': None # (float) leaf length, starting from its insertion point. - } - - if phm_leaf.info['pm_label'] == 'mature_leaf': - - features['mature'] = True - features['azimuth'] = phm_leaf.info['pm_azimuth_angle'] - features['length'] = phm_leaf.info['pm_length'] - if 'pm_z_base_voxel' in phm_leaf.info: - features['height'] = phm_leaf.info['pm_z_base_voxel'] + features = { + "mature": None, # (bool) whether the leaf is mature (True) or growing (False). + "azimuth": None, # (float) leaf azimuth in degrees. in [0, 360]. + "height": None, # (float) leaf insertion height. For a growing leaf, it corresponds to the height of + # highest mature leaf. + "length": None, # (float) leaf length, starting from its insertion point. + } + + if phm_leaf.info["pm_label"] == "mature_leaf": + features["mature"] = True + features["azimuth"] = phm_leaf.info["pm_azimuth_angle"] + features["length"] = phm_leaf.info["pm_length"] + if "pm_z_base_voxel" in phm_leaf.info: + features["height"] = phm_leaf.info["pm_z_base_voxel"] else: - features['height'] = phm_leaf.info['pm_z_base'] - warnings.warn('Insertion height computed from voxels is not available: wrong Phenomenal version') - - elif phm_leaf.info['pm_label'] == 'growing_leaf': + features["height"] = phm_leaf.info["pm_z_base"] + warnings.warn( + "Insertion height computed from voxels is not available: wrong Phenomenal version" + ) - features['mature'] = False + elif phm_leaf.info["pm_label"] == "growing_leaf": + features["mature"] = False return features def phm_to_phenotrack_input(phm_seg_list, timestamps): - # check if the segmented stem has a normal shape at each time step - stem_polylines = [np.array(phm_seg.get_stem().get_highest_polyline().polyline) for phm_seg in phm_seg_list] + stem_polylines = [ + np.array(phm_seg.get_stem().get_highest_polyline().polyline) + for phm_seg in phm_seg_list + ] checks_stem = np.array(normal_stem_shape(stem_polylines)) # _____ create the TrackedPlant input ____________________________________________________________________________ @@ -47,17 +49,28 @@ def phm_to_phenotrack_input(phm_seg_list, timestamps): res = [] for check, phm_seg, timestamp in zip(checks_stem, phm_seg_list, timestamps): - if check: - - phm_ordered_leaves = [phm_seg.get_leaf_order(k) for k in range(1, 1 + phm_seg.get_number_of_leaf())] + phm_ordered_leaves = [ + phm_seg.get_leaf_order(k) + for k in range(1, 1 + phm_seg.get_number_of_leaf()) + ] # polylines are slightly simplified to manipulate smaller objects and gain time - polylines_sq = [polyline_simplification(phm_leaf.real_longest_polyline(), 30) - for phm_leaf in phm_ordered_leaves] - - features_sq = [phm_leaf_features(phm_leaf) for phm_leaf in phm_ordered_leaves] - - res.append({'time': timestamp, 'polylines_sequence': polylines_sq, 'features_sequence': features_sq}) + polylines_sq = [ + polyline_simplification(phm_leaf.real_longest_polyline(), 30) + for phm_leaf in phm_ordered_leaves + ] + + features_sq = [ + phm_leaf_features(phm_leaf) for phm_leaf in phm_ordered_leaves + ] + + res.append( + { + "time": timestamp, + "polylines_sequence": polylines_sq, + "features_sequence": features_sq, + } + ) return res, checks_stem diff --git a/src/openalea/phenomenal/tracking/polyline_utils.py b/src/openalea/phenomenal/tracking/polyline_utils.py index a2cd3fd9..76625e36 100644 --- a/src/openalea/phenomenal/tracking/polyline_utils.py +++ b/src/openalea/phenomenal/tracking/polyline_utils.py @@ -3,14 +3,17 @@ def polyline_length(pl): return np.sum( - [np.linalg.norm(np.array(pl[k]) - np.array(pl[k + 1])) for k in - range(len(pl) - 1)]) + [ + np.linalg.norm(np.array(pl[k]) - np.array(pl[k + 1])) + for k in range(len(pl) - 1) + ] + ) def polyline_quantile_coordinate(pl, q): pl = np.array(pl) d = np.diff(pl, axis=0) - segdists = np.sqrt((d ** 2).sum(axis=1)) + segdists = np.sqrt((d**2).sum(axis=1)) s = np.cumsum(segdists) / np.sum(segdists) s = np.concatenate((np.array([0]), s)) @@ -26,7 +29,7 @@ def polyline_quantile_coordinate(pl, q): def polyline_until_z(pl, z): - """ return the polyline section starting from height z """ + """return the polyline section starting from height z""" # TODO : it's approximate if np.max(np.array(pl)[:, 2]) <= z: i = 0 @@ -38,6 +41,4 @@ def polyline_until_z(pl, z): def polyline_simplification(pl, n): if len(pl) < n: return np.array(pl) - else: - return np.array( - [polyline_quantile_coordinate(pl, q) for q in np.linspace(0, 1, n)]) + return np.array([polyline_quantile_coordinate(pl, q) for q in np.linspace(0, 1, n)]) diff --git a/src/openalea/phenomenal/tracking/trackedPlant.py b/src/openalea/phenomenal/tracking/trackedPlant.py index c69bf987..7f087680 100644 --- a/src/openalea/phenomenal/tracking/trackedPlant.py +++ b/src/openalea/phenomenal/tracking/trackedPlant.py @@ -1,19 +1,23 @@ """ Time-lapse tracking of leaves in a time-series of 3D maize segmentations. -//!\\ In the tracking algorithm, ranks start at 0. But in the final output, ranks start at 1. (see get_ranks() method) +//!\\ In the tracking algorithm, ranks start at 0. But in the final output, +ranks start at 1. (see get_ranks() method) """ -import numpy as np import warnings +import numpy as np from openalea.phenomenal.tracking.alignment import multi_alignment -from openalea.phenomenal.tracking.alignment_postprocessing import detect_abnormal_ranks, leaf_polylines_distance +from openalea.phenomenal.tracking.alignment_postprocessing import ( + detect_abnormal_ranks, + leaf_polylines_distance, +) -def check_time_intervals(times, discontinuity=5.): +def check_time_intervals(times, discontinuity=5.0): """ - If a gap between two successive time steps is too high compared to the median interval, all time-steps after the - gap are invalidated + If a gap between two successive time steps is too high compared to the + median interval, all time-steps after the gap are invalidated Parameters ---------- @@ -25,7 +29,7 @@ def check_time_intervals(times, discontinuity=5.): list(bool) """ - assert(list(times) == sorted(times)) + assert list(times) == sorted(times) dt_median = np.median(np.diff(times)) valid = np.array([True] * len(times)) @@ -36,7 +40,8 @@ def check_time_intervals(times, discontinuity=5.): class TrackedLeaf: - """ Describe a leaf organ, with attributes specific to leaf tracking algorithm. """ + """Describe a leaf organ, with attributes specific to leaf tracking + algorithm.""" def __init__(self, polyline, features): """ @@ -55,22 +60,28 @@ def __init__(self, polyline, features): self.polyline = polyline def compute_features_vector(self, w_h, w_l): - """ for the sequence alignment of mature leaves """ + """for the sequence alignment of mature leaves""" - if not self.features['mature']: - warnings.warn('This method is supposed to be used for mature leaves') + if not self.features["mature"]: + warnings.warn("This method is supposed to be used for mature leaves") - azimuth_scaled = self.features['azimuth'] / 360 * 2 * np.pi # [0, 360] interval --> [-1, 1] interval + azimuth_scaled = ( + self.features["azimuth"] / 360 * 2 * np.pi + ) # [0, 360] interval --> [-1, 1] interval - self.vec = np.array([np.cos(azimuth_scaled), - np.sin(azimuth_scaled), - w_h * self.features['height'], - w_l * self.features['length']]) + self.vec = np.array( + [ + np.cos(azimuth_scaled), + np.sin(azimuth_scaled), + w_h * self.features["height"], + w_l * self.features["length"], + ] + ) class TrackedSnapshot: - """ Describe the plant segmentation at a given time point, particularly the order of leaves, which is modified - during leaf tracking. """ + """Describe the plant segmentation at a given time point, particularly + the order of leaves, which is modified during leaf tracking.""" def __init__(self, leaves, check): """ @@ -98,15 +109,19 @@ def leaf_ranks(self): self.sequence = [-1, -1, 0, 1, -1, 2, 3, -1] ===> self.leaf_ranks() returns [3, 4, 6, 7] - WARNING : the rank of a leaf is given by its position in TrackedSnapshot.sequence, which starts at 0. - But leaf ranks are usually numerated starting from 1: this second option is used in the output from this - function. + WARNING : the rank of a leaf is given by its position in + TrackedSnapshot.sequence, which starts at 0. But leaf ranks are usually + numerated starting from 1: this second option is used in the output + from this function. """ - return [self.sequence.index(i) + 1 if i in self.sequence else 0 for i in range(len(self.leaves))] + return [ + self.sequence.index(i) + 1 if i in self.sequence else 0 + for i in range(len(self.leaves)) + ] class TrackedPlant: - """ Main class for leaf tracking """ + """Main class for leaf tracking""" def __init__(self, snapshots): """ @@ -134,12 +149,12 @@ def load(segmentation_time_series): TrackedPlant """ - times = [seg['time'] for seg in segmentation_time_series] + times = [seg["time"] for seg in segmentation_time_series] times = sorted(times) # verify temporal order of the time-series if times != sorted(times): - raise Exception('objects need to be ordered by temporal order') + raise Exception("objects need to be ordered by temporal order") # check if there is no big time gap in the time-series checks_continuity = check_time_intervals(times) @@ -148,8 +163,12 @@ def load(segmentation_time_series): snapshots = [] for seg, check in zip(segmentation_time_series, checks_continuity): leaves = [] - for polyline, features in zip(seg['polylines_sequence'], seg['features_sequence']): - assert(all(var in features for var in ['mature', 'azimuth', 'height', 'length'])) + for polyline, features in zip( + seg["polylines_sequence"], seg["features_sequence"] + ): + assert all( + var in features for var in ["mature", "azimuth", "height", "length"] + ) leaves.append(TrackedLeaf(polyline=polyline, features=features)) snapshots.append(TrackedSnapshot(leaves, check)) @@ -158,7 +177,8 @@ def load(segmentation_time_series): def get_ref_skeleton(self, nmax=15): """ Compute a median skeleton {rank : leaf}. - For each rank, the leaf whose vector is less distant to all other leaves from the same ranks is selected. + For each rank, the leaf whose vector is less distant to all other leaves + from the same ranks is selected. Parameters ---------- @@ -169,13 +189,17 @@ def get_ref_skeleton(self, nmax=15): ------- """ - ref_skeleton = dict() + ref_skeleton = {} ranks = range(len(self.snapshots[0].sequence)) for rank in ranks: # all matures leaves for this rank - leaves = [s.leaves[s.sequence[rank]] for s in self.snapshots if s.sequence[rank] != -1] # -1 = no leaf - leaves = [leaf for leaf in leaves if leaf.features['mature']] + leaves = [ + s.leaves[s.sequence[rank]] + for s in self.snapshots + if s.sequence[rank] != -1 + ] # -1 = no leaf + leaves = [leaf for leaf in leaves if leaf.features["mature"]] # remove old leaves (that could have a different shape) # TODO use value of times instead @@ -189,8 +213,16 @@ def get_ref_skeleton(self, nmax=15): return ref_skeleton - def mature_leaf_tracking(self, gap=12., gap_extremity_factor=0.2, start=0, w_h=0.03, w_l=0.004, align_range=None, - rank_attribution=True): + def mature_leaf_tracking( + self, + gap=12.0, + gap_extremity_factor=0.2, + start=0, + w_h=0.03, + w_l=0.004, + align_range=None, + rank_attribution=True, + ): """ alignment and rank attributions in a time-series of sequences of leaves. Step 1 : use a multiple sequence alignment algorithm to align the sequences. @@ -224,12 +256,14 @@ def mature_leaf_tracking(self, gap=12., gap_extremity_factor=0.2, start=0, w_h=0 # initialize sequence attribute of each snapshot, with only mature leaves: for snapshot in self.snapshots: - snapshot.sequence = [i for i, leaf in enumerate(snapshot.leaves) if leaf.features['mature']] + snapshot.sequence = [ + i for i, leaf in enumerate(snapshot.leaves) if leaf.features["mature"] + ] # compute features vectors for mature leaves for snapshot in self.snapshots: for leaf in snapshot.leaves: - if leaf.features['mature']: + if leaf.features["mature"]: leaf.compute_features_vector(w_h=w_h, w_l=w_l) # time-series of sequences of features vectors (sequences have different sizes, vectors have the same size) @@ -239,23 +273,33 @@ def mature_leaf_tracking(self, gap=12., gap_extremity_factor=0.2, start=0, w_h=0 features_sequences.append(seq) # sequence alignment - alignment_matrix = multi_alignment(sequences=features_sequences, - gap=gap, gap_extremity_factor=gap_extremity_factor, - align_range=align_range, start=start) + alignment_matrix = multi_alignment( + sequences=features_sequences, + gap=gap, + gap_extremity_factor=gap_extremity_factor, + align_range=align_range, + start=start, + ) # update sequence attributes for t, aligned_sequence in enumerate(alignment_matrix): - self.snapshots[t].sequence = [-1 if i == -1 else self.snapshots[t].sequence[i] for i in aligned_sequence] + self.snapshots[t].sequence = [ + -1 if i == -1 else self.snapshots[t].sequence[i] + for i in aligned_sequence + ] # _____ Step 2 - From relative leaf ranks to absolute leaf ranks (abnormal ranks removing) ___________________ if rank_attribution: - abnormal_ranks = detect_abnormal_ranks(alignment_matrix) # update sequence attributes for snapshot in self.snapshots: - snapshot.sequence = [e for i, e in enumerate(snapshot.sequence) if i not in abnormal_ranks] + snapshot.sequence = [ + e + for i, e in enumerate(snapshot.sequence) + if i not in abnormal_ranks + ] def growing_leaf_tracking(self): """ @@ -264,33 +308,42 @@ def growing_leaf_tracking(self): """ # avoid long time gaps in the time-series - valid_snapshots = [snapshot for snapshot in self.snapshots if snapshot.check_continuity] + valid_snapshots = [ + snapshot for snapshot in self.snapshots if snapshot.check_continuity + ] mature_ref = self.get_ref_skeleton() - for r in mature_ref.keys(): - - # init leaf ref - leaf_ref = mature_ref[r] - + for r, leaf_ref in mature_ref.items(): # day t when leaf starts to be mature - t_mature = next((t for t, snapshot in enumerate(valid_snapshots) if snapshot.sequence[r] != -1)) + t_mature = next( + ( + t + for t, snapshot in enumerate(valid_snapshots) + if snapshot.sequence[r] != -1 + ) + ) # backwards tracking of this leaf for t in range(t_mature)[::-1]: snapshot = valid_snapshots[t] - g_growing = [g for g, leaf in enumerate(snapshot.leaves) - if (not leaf.features['mature']) # avoids non-tracked mature - and (g not in snapshot.sequence) # avoids already-tracked growing - ] + g_growing = [ + g + for g, leaf in enumerate(snapshot.leaves) + if not leaf.features["mature"] # avoids non-tracked mature + and g not in snapshot.sequence # avoids already-tracked growing + ] if len(g_growing) > 0: - dists = [leaf_polylines_distance(polyline_ref=leaf_ref.polyline, - polyline_candidate=snapshot.leaves[g].polyline) - for g in g_growing] + dists = [ + leaf_polylines_distance( + polyline_ref=leaf_ref.polyline, + polyline_candidate=snapshot.leaves[g].polyline, + ) + for g in g_growing + ] valid_snapshots[t].sequence[r] = g_growing[np.argmin(dists)] def output(self): - ranks = [snapshot.leaf_ranks() for snapshot in self.snapshots] checks = np.array([snapshot.check_continuity for snapshot in self.snapshots]) return ranks, checks diff --git a/src/openalea/phenomenal/version.py b/src/openalea/phenomenal/version.py index 1ecc42db..7ac0063a 100644 --- a/src/openalea/phenomenal/version.py +++ b/src/openalea/phenomenal/version.py @@ -3,7 +3,7 @@ major = 1 minor = 9 -post = 3 +post = 4 __version__ = ".".join([str(s) for s in (major, minor, post)]) # }} diff --git a/src/openalea/phenomenal_wralea/__wralea__.py b/src/openalea/phenomenal_wralea/__wralea__.py index b0c2bf95..452312c7 100644 --- a/src/openalea/phenomenal_wralea/__wralea__.py +++ b/src/openalea/phenomenal_wralea/__wralea__.py @@ -8,18 +8,20 @@ # # ============================================================================== -__name__ = 'openalea.phenomenal' +__name__ = "openalea.phenomenal" __editable__ = True -__description__ = 'A software framework for model-assisted analysis of high ' \ - 'throughput plant phenotyping data' -__license__ = 'CECILL-C' -__url__ = 'http://phenomenal.readthedocs.io/en/latest' +__description__ = ( + "A software framework for model-assisted analysis of high " + "throughput plant phenotyping data" +) +__license__ = "CECILL-C" +__url__ = "http://phenomenal.readthedocs.io/en/latest" __alias__ = [] __version__ = "1.6.0" __authors__ = """Simon Artzet et al.""" -__institutes__ = 'INRA/INRIA/CIRAD' -__icon__ = '' +__institutes__ = "INRA/INRIA/CIRAD" +__icon__ = "" __all__ = [] diff --git a/src/openalea/phenomenal_wralea/calibration/__wralea__.py b/src/openalea/phenomenal_wralea/calibration/__wralea__.py index 06194def..2d0c0574 100644 --- a/src/openalea/phenomenal_wralea/calibration/__wralea__.py +++ b/src/openalea/phenomenal_wralea/calibration/__wralea__.py @@ -1,288 +1,285 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.calibration' +__name__ = "openalea.phenomenal.calibration" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_calibration_CalibrationCameraSideWith2TargetYXZ', 'openalea_phenomenal_calibration_Frame', 'openalea_phenomenal_calibration_CalibrationCameraTop', 'openalea_phenomenal_calibration_EnvironmentCamera', 'openalea_phenomenal_calibration_change_frame_tensor2', 'openalea_phenomenal_calibration_CalibrationCamera', 'openalea_phenomenal_calibration_CalibrationCameraSideWith2Target', 'openalea_phenomenal_calibration_triangle_frame', 'openalea_phenomenal_calibration_concatenate_matrices', 'openalea_phenomenal_calibration_CalibrationCameraOpenCv', 'openalea_phenomenal_calibration_CalibrationCameraManual', 'openalea_phenomenal_calibration_tetrahedron_frame', 'openalea_phenomenal_calibration_mean_frame', 'openalea_phenomenal_calibration_Target', 'openalea_phenomenal_calibration_rotation_matrix', 'openalea_phenomenal_calibration_CalibrationCameraSideWith1Target', 'openalea_phenomenal_calibration_local_to_global3d', 'openalea_phenomenal_calibration_Chessboard'] - - - -openalea_phenomenal_calibration_CalibrationCameraSideWith2TargetYXZ = Factory(name='CalibrationCameraSideWith2TargetYXZ', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='CalibrationCameraSideWith2TargetYXZ', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_Frame = Factory(name='Frame', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='Frame', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_CalibrationCameraTop = Factory(name='CalibrationCameraTop', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='CalibrationCameraTop', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_EnvironmentCamera = Factory(name='EnvironmentCamera', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='EnvironmentCamera', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_change_frame_tensor2 = Factory(name='change_frame_tensor2', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='change_frame_tensor2', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_CalibrationCamera = Factory(name='CalibrationCamera', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='CalibrationCamera', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_CalibrationCameraSideWith2Target = Factory(name='CalibrationCameraSideWith2Target', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='CalibrationCameraSideWith2Target', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_triangle_frame = Factory(name='triangle_frame', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='triangle_frame', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_concatenate_matrices = Factory(name='concatenate_matrices', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='concatenate_matrices', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_CalibrationCameraOpenCv = Factory(name='CalibrationCameraOpenCv', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='CalibrationCameraOpenCv', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_CalibrationCameraManual = Factory(name='CalibrationCameraManual', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='CalibrationCameraManual', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_tetrahedron_frame = Factory(name='tetrahedron_frame', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='tetrahedron_frame', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_mean_frame = Factory(name='mean_frame', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='mean_frame', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_Target = Factory(name='Target', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='Target', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_rotation_matrix = Factory(name='rotation_matrix', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='rotation_matrix', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_CalibrationCameraSideWith1Target = Factory(name='CalibrationCameraSideWith1Target', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='CalibrationCameraSideWith1Target', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_local_to_global3d = Factory(name='local_to_global3d', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='local_to_global3d', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_calibration_Chessboard = Factory(name='Chessboard', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.calibration', - nodemodule='openalea.phenomenal.calibration', - nodeclass='Chessboard', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_calibration_CalibrationCameraSideWith2TargetYXZ", + "openalea_phenomenal_calibration_Frame", + "openalea_phenomenal_calibration_CalibrationCameraTop", + "openalea_phenomenal_calibration_EnvironmentCamera", + "openalea_phenomenal_calibration_change_frame_tensor2", + "openalea_phenomenal_calibration_CalibrationCamera", + "openalea_phenomenal_calibration_CalibrationCameraSideWith2Target", + "openalea_phenomenal_calibration_triangle_frame", + "openalea_phenomenal_calibration_concatenate_matrices", + "openalea_phenomenal_calibration_CalibrationCameraOpenCv", + "openalea_phenomenal_calibration_CalibrationCameraManual", + "openalea_phenomenal_calibration_tetrahedron_frame", + "openalea_phenomenal_calibration_mean_frame", + "openalea_phenomenal_calibration_Target", + "openalea_phenomenal_calibration_rotation_matrix", + "openalea_phenomenal_calibration_CalibrationCameraSideWith1Target", + "openalea_phenomenal_calibration_local_to_global3d", + "openalea_phenomenal_calibration_Chessboard", +] + + +openalea_phenomenal_calibration_CalibrationCameraSideWith2TargetYXZ = Factory( + name="CalibrationCameraSideWith2TargetYXZ", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="CalibrationCameraSideWith2TargetYXZ", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_Frame = Factory( + name="Frame", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="Frame", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_CalibrationCameraTop = Factory( + name="CalibrationCameraTop", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="CalibrationCameraTop", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_EnvironmentCamera = Factory( + name="EnvironmentCamera", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="EnvironmentCamera", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_change_frame_tensor2 = Factory( + name="change_frame_tensor2", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="change_frame_tensor2", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_CalibrationCamera = Factory( + name="CalibrationCamera", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="CalibrationCamera", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_CalibrationCameraSideWith2Target = Factory( + name="CalibrationCameraSideWith2Target", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="CalibrationCameraSideWith2Target", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_triangle_frame = Factory( + name="triangle_frame", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="triangle_frame", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_concatenate_matrices = Factory( + name="concatenate_matrices", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="concatenate_matrices", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_CalibrationCameraOpenCv = Factory( + name="CalibrationCameraOpenCv", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="CalibrationCameraOpenCv", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_CalibrationCameraManual = Factory( + name="CalibrationCameraManual", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="CalibrationCameraManual", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_tetrahedron_frame = Factory( + name="tetrahedron_frame", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="tetrahedron_frame", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_mean_frame = Factory( + name="mean_frame", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="mean_frame", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_Target = Factory( + name="Target", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="Target", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_rotation_matrix = Factory( + name="rotation_matrix", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="rotation_matrix", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_CalibrationCameraSideWith1Target = Factory( + name="CalibrationCameraSideWith1Target", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="CalibrationCameraSideWith1Target", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_local_to_global3d = Factory( + name="local_to_global3d", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="local_to_global3d", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_calibration_Chessboard = Factory( + name="Chessboard", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.calibration", + nodemodule="openalea.phenomenal.calibration", + nodeclass="Chessboard", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/data/__wralea__.py b/src/openalea/phenomenal_wralea/data/__wralea__.py index 474fa941..9eee43e5 100644 --- a/src/openalea/phenomenal_wralea/data/__wralea__.py +++ b/src/openalea/phenomenal_wralea/data/__wralea__.py @@ -1,273 +1,270 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.data' +__name__ = "openalea.phenomenal.data" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_data_CalibrationCamera', 'openalea_phenomenal_data_bin_images_with_circle', 'openalea_phenomenal_data_path_chessboard_images', 'openalea_phenomenal_data_chessboards', 'openalea_phenomenal_data_tutorial_data_binarization_mask', 'openalea_phenomenal_data_synthetic_plant', 'openalea_phenomenal_data_bin_images', 'openalea_phenomenal_data_path_bin_images', 'openalea_phenomenal_data_path_raw_images', 'openalea_phenomenal_data_raw_images', 'openalea_phenomenal_data_Chessboard', 'openalea_phenomenal_data_read_ply_to_vertices_faces', 'openalea_phenomenal_data_voxel_grid', 'openalea_phenomenal_data_build_cube', 'openalea_phenomenal_data_chessboard_images', 'openalea_phenomenal_data_calibrations', 'openalea_phenomenal_data_VoxelGrid'] - - - -openalea_phenomenal_data_CalibrationCamera = Factory(name='CalibrationCamera', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='CalibrationCamera', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_bin_images_with_circle = Factory(name='bin_images_with_circle', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='bin_images_with_circle', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_path_chessboard_images = Factory(name='path_chessboard_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='path_chessboard_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_chessboards = Factory(name='chessboards', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='chessboards', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_tutorial_data_binarization_mask = Factory(name='tutorial_data_binarization_mask', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='tutorial_data_binarization_mask', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_synthetic_plant = Factory(name='synthetic_plant', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='synthetic_plant', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_bin_images = Factory(name='bin_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='bin_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_path_bin_images = Factory(name='path_bin_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='path_bin_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_path_raw_images = Factory(name='path_raw_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='path_raw_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_raw_images = Factory(name='raw_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='raw_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_Chessboard = Factory(name='Chessboard', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='Chessboard', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_read_ply_to_vertices_faces = Factory(name='read_ply_to_vertices_faces', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='read_ply_to_vertices_faces', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_voxel_grid = Factory(name='voxel_grid', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='voxel_grid', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_build_cube = Factory(name='build_cube', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='build_cube', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_chessboard_images = Factory(name='chessboard_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='chessboard_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_calibrations = Factory(name='calibrations', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='calibrations', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_data_VoxelGrid = Factory(name='VoxelGrid', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.data', - nodemodule='openalea.phenomenal.data', - nodeclass='VoxelGrid', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_data_CalibrationCamera", + "openalea_phenomenal_data_bin_images_with_circle", + "openalea_phenomenal_data_path_chessboard_images", + "openalea_phenomenal_data_chessboards", + "openalea_phenomenal_data_tutorial_data_binarization_mask", + "openalea_phenomenal_data_synthetic_plant", + "openalea_phenomenal_data_bin_images", + "openalea_phenomenal_data_path_bin_images", + "openalea_phenomenal_data_path_raw_images", + "openalea_phenomenal_data_raw_images", + "openalea_phenomenal_data_Chessboard", + "openalea_phenomenal_data_read_ply_to_vertices_faces", + "openalea_phenomenal_data_voxel_grid", + "openalea_phenomenal_data_build_cube", + "openalea_phenomenal_data_chessboard_images", + "openalea_phenomenal_data_calibrations", + "openalea_phenomenal_data_VoxelGrid", +] + + +openalea_phenomenal_data_CalibrationCamera = Factory( + name="CalibrationCamera", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="CalibrationCamera", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_bin_images_with_circle = Factory( + name="bin_images_with_circle", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="bin_images_with_circle", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_path_chessboard_images = Factory( + name="path_chessboard_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="path_chessboard_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_chessboards = Factory( + name="chessboards", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="chessboards", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_tutorial_data_binarization_mask = Factory( + name="tutorial_data_binarization_mask", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="tutorial_data_binarization_mask", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_synthetic_plant = Factory( + name="synthetic_plant", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="synthetic_plant", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_bin_images = Factory( + name="bin_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="bin_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_path_bin_images = Factory( + name="path_bin_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="path_bin_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_path_raw_images = Factory( + name="path_raw_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="path_raw_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_raw_images = Factory( + name="raw_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="raw_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_Chessboard = Factory( + name="Chessboard", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="Chessboard", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_read_ply_to_vertices_faces = Factory( + name="read_ply_to_vertices_faces", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="read_ply_to_vertices_faces", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_voxel_grid = Factory( + name="voxel_grid", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="voxel_grid", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_build_cube = Factory( + name="build_cube", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="build_cube", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_chessboard_images = Factory( + name="chessboard_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="chessboard_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_calibrations = Factory( + name="calibrations", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="calibrations", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_data_VoxelGrid = Factory( + name="VoxelGrid", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.data", + nodemodule="openalea.phenomenal.data", + nodeclass="VoxelGrid", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/demo/__wralea__.py b/src/openalea/phenomenal_wralea/demo/__wralea__.py index 408d8447..a09c0f79 100644 --- a/src/openalea/phenomenal_wralea/demo/__wralea__.py +++ b/src/openalea/phenomenal_wralea/demo/__wralea__.py @@ -1,1024 +1,1417 @@ - # This file has been generated at Thu Sep 06 11:52:38 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.demo' +__name__ = "openalea.phenomenal.demo" __editable__ = True -__description__ = '' -__license__ = 'CeCILL-C' -__url__ = '' +__description__ = "" +__license__ = "CeCILL-C" +__url__ = "" __alias__ = [] -__version__ = '1.6.0' -__authors__ = 'Me' -__institutes__ = '' -__icon__ = '' - - -__all__ = ['_166666816', '_166666872'] - - - -_166666816 = CompositeNodeFactory(name='pipeline_phenomenal', - description='tutorial of pipeline phenomenal', - category='workflow', - doc='', - inputs=[], - outputs=[], - elt_factory={ 5: ('openalea.phenomenal.phenoarch', 'get_image_views'), - 6: ('openalea.phenomenal.phenoarch', 'show_images'), - 9: ('openalea.phenomenal.multi_view_reconstruction', 'reconstruction_3d'), - 14: ('openalea.phenomenal.mesh', 'meshing'), - 16: ('openalea.python method', 'select callable'), - 22: ('openalea.phenomenal.segmentation', 'maize_segmentation'), - 23: ('openalea.flow control', 'annotation'), - 24: ('openalea.phenomenal.phenoarch', 'show_images'), - 25: ('openalea.phenomenal.data', 'calibrations'), - 26: ('openalea.phenomenal.phenoarch', 'binarize'), - 27: ('openalea.phenomenal.data', 'raw_images'), - 28: ('openalea.phenomenal.segmentation', 'graph_from_voxel_grid'), - 29: ('openalea.phenomenal.phenoarch', 'get_side_image_projection_list'), - 31: ('openalea.phenomenal.display', 'show_segmentation'), - 32: ('openalea.phenomenal.display', 'show_voxel_grid'), - 33: ('openalea.phenomenal.phenoarch', 'show_mesh'), - 34: ('openalea.phenomenal.segmentation', 'segment_reduction'), - 35: ('openalea.phenomenal.segmentation', 'skeletonize'), - 36: ('openalea.phenomenal.display', 'show_skeleton'), - 37: ('openalea.phenomenal.segmentation', 'maize_analysis')}, - elt_connections={ 34445864: (14, 0, 33, 0), - 34445888: (28, 0, 22, 1), - 34445912: (26, 0, 29, 0), - 34445936: (35, 0, 34, 0), - 34445960: (34, 0, 36, 0), - 34445984: (26, 0, 6, 0), - 34446008: (5, 0, 9, 0), - 34446032: (27, 0, 24, 0), - 34446056: (9, 0, 32, 0), - 34446080: (25, 0, 29, 1), - 34446104: (25, 0, 5, 1), - 34446128: (22, 0, 37, 0), - 34446152: (9, 0, 16, 0), - 34446176: (26, 0, 5, 0), - 34446200: (9, 0, 28, 0), - 34446224: (16, 0, 14, 0), - 34446248: (28, 0, 35, 1), - 34446272: (29, 0, 34, 1), - 34446296: (27, 0, 26, 0), - 34446320: (9, 0, 35, 0), - 34446344: (37, 0, 31, 0), - 34446368: (34, 0, 22, 0)}, - elt_data={ 5: { 'block': False, - 'caption': 'get_image_views', - 'delay': 0, - 'hide': True, - 'id': 5, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -490.19339449502434, - 'posy': -167.34312870454156, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 6: { 'block': False, - 'caption': 'show_images', - 'delay': 0, - 'hide': True, - 'id': 6, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -596.8684933788871, - 'posy': -204.45892312267915, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 9: { 'block': False, - 'caption': 'reconstruction_3d', - 'delay': 0, - 'hide': True, - 'id': 9, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -457.147144487309, - 'posy': -112.83602037388883, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 14: { 'block': False, - 'caption': 'meshing', - 'delay': 0, - 'hide': True, - 'id': 14, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -599.5230343072725, - 'posy': 118.15476576845936, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 16: { 'block': False, - 'caption': 'VoxelGrid : to_image_3d', - 'delay': 0, - 'hide': True, - 'id': 16, - 'lazy': True, - 'methodName': 'to_image_3d', - 'methodSig': [], - 'port_hide_changed': set([]), - 'posx': -649.9659520201741, - 'posy': 80.72873224213151, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 22: { 'block': False, - 'caption': 'maize_segmentation', - 'delay': 0, - 'hide': True, - 'id': 22, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -349.1755414265128, - 'posy': 83.79831631547384, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 23: { 'id': 23, - 'posx': -212.2851591733875, - 'posy': 178.5444716226504, - 'txt': u'Display Mesh'}, - 24: { 'block': False, - 'caption': 'show_images', - 'delay': 0, - 'hide': True, - 'id': 24, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -706.2339834361434, - 'posy': -252.6615423001062, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 25: { 'block': False, - 'caption': 'calibrations', - 'delay': 0, - 'hide': True, - 'id': 25, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -257.73581062310643, - 'posy': -300.2646368468943, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 26: { 'block': False, - 'caption': 'binarize', - 'delay': 0, - 'hide': True, - 'id': 26, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -479.88783279674595, - 'posy': -263.2842601818527, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 27: { 'block': False, - 'caption': 'raw_images', - 'delay': 0, - 'hide': True, - 'id': 27, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -490.0119814113953, - 'posy': -302.91626183462154, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 28: { 'block': False, - 'caption': 'graph_from_voxel_grid', - 'delay': 0, - 'hide': True, - 'id': 28, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -354.9943809757943, - 'posy': -58.211645630836806, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 29: { 'block': False, - 'caption': 'get_side_image_projection_list', - 'delay': 0, - 'hide': True, - 'id': 29, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -296.0244427419226, - 'posy': -1.608849518908528, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 31: { 'block': False, - 'caption': 'show_segmentation', - 'delay': 0, - 'hide': True, - 'id': 31, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -305.5792182567163, - 'posy': 157.88826280453873, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 32: { 'block': False, - 'caption': 'show_voxel_grid', - 'delay': 0, - 'hide': True, - 'id': 32, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -714.5713772753287, - 'posy': 158.30508231205283, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 33: { 'block': False, - 'caption': 'show_mesh', - 'delay': 0, - 'hide': True, - 'id': 33, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -581.4880898061575, - 'posy': 158.24102116036414, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 34: { 'block': False, - 'caption': 'segment_reduction', - 'delay': 0, - 'hide': True, - 'id': 34, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -399.90280812344844, - 'posy': 37.551393573252604, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 35: { 'block': False, - 'caption': 'skeletonize', - 'delay': 0, - 'hide': True, - 'id': 35, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -417.4892549529637, - 'posy': -7.731251163390191, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 36: { 'block': False, - 'caption': 'show_skeleton', - 'delay': 0, - 'hide': True, - 'id': 36, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -457.7404966160395, - 'posy': 157.80256691907474, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 37: { 'block': False, - 'caption': 'maize_analysis', - 'delay': 0, - 'hide': True, - 'id': 37, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -335.25865465540045, - 'posy': 119.36743994372378, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - '__in__': { 'block': False, - 'caption': 'In', - 'delay': 0, - 'hide': True, - 'id': 0, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': 0, - 'posy': 0, - 'priority': 0, - 'use_user_color': True, - 'user_application': None, - 'user_color': None}, - '__out__': { 'block': False, - 'caption': 'Out', - 'delay': 0, - 'hide': True, - 'id': 1, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': 0, - 'posy': 0, - 'priority': 0, - 'use_user_color': True, - 'user_application': None, - 'user_color': None}}, - elt_value={ 5: [(2, 'True')], - 6: [(1, "'side'"), (2, "'[0, 30, 60]'")], - 9: [ (1, '8'), - (2, '1'), - (3, '(0.0, 0.0, 0.0)'), - (4, '4096'), - (5, 'None'), - (6, 'None')], - 14: [(1, '0'), (2, '0.0'), (3, 'False')], - 16: [], - 22: [], - 23: [], - 24: [(1, "'side'"), (2, "'[0, 30, 60]'")], - 25: [(0, '6')], - 26: [], - 27: [(0, '6')], - 28: [(1, 'False')], - 29: [], - 31: [ (1, "'classic'"), - (2, '(600, 800)'), - (3, 'None'), - (4, '10'), - (5, 'None'), - (6, '2'), - (7, '25')], - 32: [ (1, '(0.1, 0.8, 0.1)'), - (2, '(600, 800)'), - (3, 'None'), - (4, '10'), - (5, 'None'), - (6, '2'), - (7, '25')], - 33: [ (1, '(0.1, 0.8, 0.1)'), - (2, 'None'), - (3, '(600, 800)'), - (4, 'None'), - (5, '10'), - (6, 'None'), - (7, '2'), - (8, '25')], - 34: [(2, '4'), (3, '1')], - 35: [ (2, 'None'), - (3, 'None'), - (4, "'plane'"), - (5, 'None'), - (6, 'None'), - (7, '45')], - 36: [ (1, 'True'), - (2, '(0, 1, 0)'), - (3, '(1, 0, 0)'), - (4, 'None'), - (5, '(600, 800)'), - (6, 'None'), - (7, '10'), - (8, 'None'), - (9, '2'), - (10, '25')], - 37: [], - '__in__': [], - '__out__': []}, - elt_ad_hoc={ 2: { 'position': [-726.0326011770501, -228.56802911944976], - 'useUserColor': False, - 'userColor': None}, - 3: { 'position': [-778.9544272141123, -201.99658892916423], - 'useUserColor': False, - 'userColor': None}, - 4: { 'position': [-725.6655049491371, -290.74971074473524], - 'useUserColor': False, - 'userColor': None}, - 5: {'position': [-490.19339449502434, -167.34312870454156], 'userColor': None, 'useUserColor': False}, - 6: {'position': [-596.8684933788871, -204.45892312267915], 'userColor': None, 'useUserColor': False}, - 7: { 'position': [-841.3304958000093, -52.38391010052723], - 'useUserColor': False, - 'userColor': None}, - 8: { 'position': [-816.1572576231757, -116.6108328538476], - 'useUserColor': False, - 'userColor': None}, - 9: {'position': [-457.147144487309, -112.83602037388883], 'userColor': None, 'useUserColor': False}, - 10: { 'position': [-654.6307380950401, -41.33953166882318], - 'useUserColor': False, - 'userColor': None}, - 11: { 'position': [-670.8480407994608, -159.0070957566359], - 'useUserColor': False, - 'userColor': None}, - 12: { 'position': [-322.84064516525575, -385.7844187509344], - 'useUserColor': False, - 'userColor': None}, - 13: { 'position': [-700.0938971552874, 153.24234881463977], - 'useUserColor': False, - 'userColor': None}, - 14: {'position': [-599.5230343072725, 118.15476576845936], 'userColor': None, 'useUserColor': False}, - 15: { 'position': [-345.1755325666255, -452.78908095504414], - 'useUserColor': False, - 'userColor': None}, - 16: {'position': [-649.9659520201741, 80.72873224213151], 'userColor': None, 'useUserColor': False}, - 17: { 'position': [-730.0969507090293, -334.1603104120178], - 'useUserColor': False, - 'userColor': None}, - 18: { 'position': [-569.019081647122, 152.44138222295516], - 'useUserColor': False, - 'userColor': None}, - 19: { 'position': [-743.5965256328795, -3.078997237192098], - 'useUserColor': False, - 'userColor': None}, - 20: { 'position': [-712.0128039647611, 29.428142540041975], - 'useUserColor': False, - 'userColor': None}, - 21: { 'position': [-690.4895326517035, -6.068381780529464], - 'useUserColor': False, - 'userColor': None}, - 22: {'position': [-349.1755414265128, 83.79831631547384], 'userColor': None, 'useUserColor': False}, - 23: {'visualStyle': 1, 'position': [-212.2851591733875, 178.5444716226504], 'color': [255, 255, 127], 'text': u'Display Mesh', 'textColor': [0, 0, 127], 'rectP2': (-1, -1)}, - 24: {'position': [-706.2339834361434, -252.6615423001062], 'userColor': None, 'useUserColor': False}, - 25: {'position': [-257.73581062310643, -300.2646368468943], 'userColor': None, 'useUserColor': False}, - 26: {'position': [-479.88783279674595, -263.2842601818527], 'userColor': None, 'useUserColor': False}, - 27: {'position': [-490.0119814113953, -302.91626183462154], 'userColor': None, 'useUserColor': False}, - 28: {'position': [-354.9943809757943, -58.211645630836806], 'userColor': None, 'useUserColor': False}, - 29: {'position': [-296.0244427419226, -1.608849518908528], 'userColor': None, 'useUserColor': False}, - 30: { 'position': [-331.8751469021636, -176.2016932058717], - 'useUserColor': False, - 'userColor': None}, - 31: {'position': [-305.5792182567163, 157.88826280453873], 'userColor': None, 'useUserColor': False}, - 32: {'position': [-714.5713772753287, 158.30508231205283], 'userColor': None, 'useUserColor': False}, - 33: {'position': [-581.4880898061575, 158.24102116036414], 'userColor': None, 'useUserColor': False}, - 34: {'position': [-399.90280812344844, 37.551393573252604], 'userColor': None, 'useUserColor': False}, - 35: {'position': [-417.4892549529637, -7.731251163390191], 'userColor': None, 'useUserColor': False}, - 36: {'position': [-457.7404966160395, 157.80256691907474], 'userColor': None, 'useUserColor': False}, - 37: {'position': [-335.25865465540045, 119.36743994372378], 'userColor': None, 'useUserColor': False}, - 38: { 'position': [-341.23924631863235, 151.31850008678566], - 'useUserColor': False, - 'userColor': None}, - 39: { 'position': [-743.878677773092, 80.33422161079181], - 'useUserColor': False, - 'userColor': None}, - '__in__': {'position': [0, 0], 'userColor': None, 'useUserColor': True}, - '__out__': {'position': [0, 0], 'userColor': None, 'useUserColor': True}}, - lazy=True, - eval_algo='LambdaEvaluation', - ) - - +__version__ = "1.6.0" +__authors__ = "Me" +__institutes__ = "" +__icon__ = "" -_166666872 = CompositeNodeFactory(name='pipeline with calibration', - description='', - category='Unclassified', - doc='', - inputs=[], - outputs=[], - elt_factory={ 2: ('openalea.phenomenal.phenoarch', 'show_images'), - 3: ('openalea.phenomenal.segmentation', 'maize_segmentation'), - 4: ('openalea.phenomenal.phenoarch', 'show_mesh'), - 6: ('openalea.phenomenal.phenoarch', 'show_images'), - 7: ('openalea.python method', 'select callable'), - 8: ('openalea.phenomenal.mesh', 'meshing'), - 10: ('openalea.phenomenal.display', 'show_skeleton'), - 11: ('openalea.phenomenal.multi_view_reconstruction', 'reconstruction_3d'), - 12: ('openalea.flow control', 'annotation'), - 15: ('openalea.phenomenal.phenoarch', 'show_images'), - 18: ('openalea.phenomenal.segmentation', 'maize_analysis'), - 19: ('openalea.phenomenal.segmentation', 'skeletonize'), - 20: ('openalea.phenomenal.segmentation', 'segment_reduction'), - 21: ('openalea.phenomenal.display', 'show_segmentation'), - 23: ('openalea.flow control', 'annotation'), - 24: ('openalea.phenomenal.data', 'chessboard_images'), - 25: ('openalea.phenomenal.data', 'calibrations'), - 27: ('openalea.phenomenal.data', 'raw_images'), - 30: ('openalea.phenomenal.phenoarch', 'detect_chessboard'), - 40: ('openalea.phenomenal.phenoarch', 'binarize'), - 41: ('openalea.phenomenal.display', 'show_voxel_grid'), - 42: ('openalea.phenomenal.segmentation', 'graph_from_voxel_grid'), - 43: ('openalea.phenomenal.phenoarch', 'get_side_image_projection_list'), - 44: ('openalea.phenomenal.phenoarch', 'get_image_views')}, - elt_connections={ 34445792: (11, 0, 19, 0), - 34445816: (44, 0, 11, 0), - 34445840: (11, 0, 7, 0), - 34445864: (24, 0, 15, 0), - 34445888: (40, 0, 6, 0), - 34445912: (19, 0, 20, 0), - 34445936: (40, 0, 43, 0), - 34445960: (3, 0, 18, 0), - 34445984: (25, 0, 43, 1), - 34446008: (18, 0, 21, 0), - 34446032: (24, 0, 30, 0), - 34446056: (20, 0, 3, 0), - 34446080: (27, 0, 40, 0), - 34446104: (11, 0, 41, 0), - 34446128: (20, 0, 10, 0), - 34446152: (25, 0, 44, 1), - 34446176: (27, 0, 2, 0), - 34446200: (43, 0, 20, 1), - 34446224: (30, 0, 25, 0), - 34446248: (42, 0, 3, 1), - 34446272: (11, 0, 42, 0), - 34446296: (7, 0, 8, 0), - 34446320: (40, 0, 44, 0), - 34446344: (42, 0, 19, 1), - 34446368: (8, 0, 4, 0)}, - elt_data={ 2: { 'block': False, - 'caption': 'show_images', - 'delay': 0, - 'hide': True, - 'id': 2, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -100.21706989933212, - 'posy': -8.09649666691374, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 3: { 'block': False, - 'caption': 'maize_segmentation', - 'delay': 0, - 'hide': True, - 'id': 3, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -392.53152109095623, - 'posy': 367.24646239997776, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 4: { 'block': False, - 'caption': 'show_mesh', - 'delay': 0, - 'hide': True, - 'id': 4, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -134.70213897316972, - 'posy': 307.5281507040184, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 6: { 'block': False, - 'caption': 'show_images', - 'delay': 0, - 'hide': True, - 'id': 6, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -226.2962589801092, - 'posy': 57.06476773652004, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 7: { 'block': False, - 'caption': 'VoxelGrid : to_image_3d', - 'delay': 0, - 'hide': True, - 'id': 7, - 'lazy': True, - 'methodName': 'to_image_3d', - 'methodSig': [], - 'port_hide_changed': set([]), - 'posx': -179.38573206393522, - 'posy': 239.5496792479541, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 8: { 'block': False, - 'caption': 'meshing', - 'delay': 0, - 'hide': True, - 'id': 8, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -128.02898425227073, - 'posy': 275.14805257675613, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 10: { 'block': False, - 'caption': 'show_skeleton', - 'delay': 0, - 'hide': True, - 'id': 10, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -572.4665390553266, - 'posy': 385.5557949713767, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 11: { 'block': False, - 'caption': 'reconstruction_3d', - 'delay': 0, - 'hide': True, - 'id': 11, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -500.3257217942068, - 'posy': 173.92953164372733, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 12: { 'id': 12, - 'posx': -619.6647881111062, - 'posy': -70.32598237663517, - 'txt': ''}, - 15: { 'block': False, - 'caption': 'show_images', - 'delay': 0, - 'hide': True, - 'id': 15, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -641.7487662227172, - 'posy': -10.743003414879466, - 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- 27: { 'block': False, - 'caption': 'raw_images', - 'delay': 0, - 'hide': True, - 'id': 27, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -344.28196734044707, - 'posy': -42.34802646640738, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 30: { 'block': False, - 'caption': 'detect_chessboard', - 'delay': 0, - 'hide': True, - 'id': 30, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -451.81037782428353, - 'posy': 29.015832288916727, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 40: { 'block': False, - 'caption': 'binarize', - 'delay': 0, - 'hide': True, - 'id': 40, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -334.1309406915145, - 'posy': 29.296645847692872, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 41: { 'block': False, - 'caption': 'show_voxel_grid', - 'delay': 0, - 'hide': True, - 'id': 41, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -689.8096070900934, - 'posy': 242.22961901462577, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 42: { 'block': False, - 'caption': 'graph_from_voxel_grid', - 'delay': 0, - 'hide': True, - 'id': 42, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -395.49058314938776, - 'posy': 227.14301878090032, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 43: { 'block': False, - 'caption': 'get_side_image_projection_list', - 'delay': 0, - 'hide': True, - 'id': 43, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': -313.31020351716455, - 'posy': 275.57890599301174, - 'priority': 0, - 'use_user_color': False, - 'user_application': None, - 'user_color': None}, - 44: { 'block': False, - 'caption': 'get_image_views', - 'delay': 0, - 'hide': True, - 'id': 44, - 'lazy': True, - 'port_hide_changed': set([]), - 'posx': 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[-392.53152109095623, 367.24646239997776], 'userColor': None}, - 4: {'useUserColor': False, 'position': [-134.70213897316972, 307.5281507040184], 'userColor': None}, - 5: { 'position': [-531.2123427129931, -436.0342022314319], - 'useUserColor': False, - 'userColor': None}, - 6: {'useUserColor': False, 'position': [-226.2962589801092, 57.06476773652004], 'userColor': None}, - 7: {'useUserColor': False, 'position': [-179.38573206393522, 239.5496792479541], 'userColor': None}, - 8: {'useUserColor': False, 'position': [-128.02898425227073, 275.14805257675613], 'userColor': None}, - 9: { 'position': [-496.1681845812211, -394.24944652498675], - 'useUserColor': False, - 'userColor': None}, - 10: {'useUserColor': False, 'position': [-572.4665390553266, 385.5557949713767], 'userColor': None}, - 11: {'useUserColor': False, 'position': [-500.3257217942068, 173.92953164372733], 'userColor': None}, - 12: {'visualStyle': 1, 'position': [-619.6647881111062, -70.32598237663517], 'color': None, 'text': 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22: { 'position': [-313.0305222490807, 67.7114237832274], - 'useUserColor': False, - 'userColor': None}, - 23: {'visualStyle': 1, 'position': [-212.2851591733875, 178.5444716226504], 'color': [255, 255, 127], 'text': u'Display Mesh', 'textColor': [0, 0, 127], 'rectP2': (-1, -1)}, - 24: {'useUserColor': False, 'position': [-464.49582645170557, -42.27491054322806], 'userColor': None}, - 25: {'useUserColor': False, 'position': [-432.7953471030255, 62.931028361613485], 'userColor': None}, - 26: { 'position': [-394.0089807461467, -495.0429199264762], - 'useUserColor': False, - 'userColor': None}, - 27: {'useUserColor': False, 'position': [-344.28196734044707, -42.34802646640738], 'userColor': None}, - 28: { 'position': [-393.1348533139053, -342.015727279015], - 'useUserColor': False, - 'userColor': None}, - 29: { 'position': [-359.4475308846123, -29.577544348191623], - 'useUserColor': False, - 'userColor': None}, - 30: {'useUserColor': False, 'position': [-451.81037782428353, 29.015832288916727], 'userColor': None}, - 31: { 'position': [-556.896910570246, -232.04037940426926], - 'useUserColor': False, - 'userColor': None}, - 32: { 'position': [-523.1676742729601, 23.905615228056945], - 'useUserColor': False, - 'userColor': None}, - 33: { 'position': [-418.8228155776852, 65.64278845649419], - 'useUserColor': False, - 'userColor': None}, - 34: { 'position': [-424.75673844530775, 24.882438821734013], - 'useUserColor': False, - 'userColor': None}, - 35: { 'position': [-521.9411618639673, -26.24284159494016], - 'useUserColor': False, - 'userColor': None}, - 36: { 'position': [-301.0080657096088, 109.89582340798715], - 'useUserColor': False, - 'userColor': None}, - 37: { 'position': [-170.71392520200814, 110.30547805780866], - 'useUserColor': False, - 'userColor': None}, - 38: { 'position': [-173.47980237594064, 148.99286855026065], - 'useUserColor': False, - 'userColor': None}, - 39: { 'position': [-683.0727309766904, -186.1769494542871], - 'useUserColor': False, - 'userColor': None}, - 40: {'useUserColor': False, 'position': [-334.1309406915145, 29.296645847692872], 'userColor': None}, - 41: {'useUserColor': False, 'position': [-689.8096070900934, 242.22961901462577], 'userColor': None}, - 42: {'useUserColor': False, 'position': [-395.49058314938776, 227.14301878090032], 'userColor': None}, - 43: {'useUserColor': False, 'position': [-313.31020351716455, 275.57890599301174], 'userColor': None}, - 44: {'useUserColor': False, 'position': [-534.5151331670615, 136.5518761577606], 'userColor': None}, - '__in__': {'useUserColor': True, 'position': [0, 0], 'userColor': None}, - '__out__': {'useUserColor': True, 'position': [0, 0], 'userColor': None}}, - lazy=True, - eval_algo='LambdaEvaluation', - ) +__all__ = ["_166666816", "_166666872"] +_166666816 = CompositeNodeFactory( + name="pipeline_phenomenal", + description="tutorial of pipeline phenomenal", + category="workflow", + doc="", + inputs=[], + outputs=[], + elt_factory={ + 5: ("openalea.phenomenal.phenoarch", "get_image_views"), + 6: ("openalea.phenomenal.phenoarch", "show_images"), + 9: ("openalea.phenomenal.multi_view_reconstruction", "reconstruction_3d"), + 14: ("openalea.phenomenal.mesh", "meshing"), + 16: ("openalea.python method", "select callable"), + 22: ("openalea.phenomenal.segmentation", "maize_segmentation"), + 23: ("openalea.flow control", "annotation"), + 24: ("openalea.phenomenal.phenoarch", "show_images"), + 25: ("openalea.phenomenal.data", "calibrations"), + 26: ("openalea.phenomenal.phenoarch", "binarize"), + 27: ("openalea.phenomenal.data", "raw_images"), + 28: ("openalea.phenomenal.segmentation", "graph_from_voxel_grid"), + 29: ("openalea.phenomenal.phenoarch", "get_side_image_projection_list"), + 31: ("openalea.phenomenal.display", "show_segmentation"), + 32: ("openalea.phenomenal.display", "show_voxel_grid"), + 33: ("openalea.phenomenal.phenoarch", "show_mesh"), + 34: ("openalea.phenomenal.segmentation", "segment_reduction"), + 35: ("openalea.phenomenal.segmentation", "skeletonize"), + 36: ("openalea.phenomenal.display", "show_skeleton"), + 37: ("openalea.phenomenal.segmentation", "maize_analysis"), + }, + elt_connections={ + 34445864: (14, 0, 33, 0), + 34445888: (28, 0, 22, 1), + 34445912: (26, 0, 29, 0), + 34445936: (35, 0, 34, 0), + 34445960: (34, 0, 36, 0), + 34445984: (26, 0, 6, 0), + 34446008: (5, 0, 9, 0), + 34446032: (27, 0, 24, 0), + 34446056: (9, 0, 32, 0), + 34446080: (25, 0, 29, 1), + 34446104: (25, 0, 5, 1), + 34446128: (22, 0, 37, 0), + 34446152: (9, 0, 16, 0), + 34446176: (26, 0, 5, 0), + 34446200: (9, 0, 28, 0), + 34446224: (16, 0, 14, 0), + 34446248: (28, 0, 35, 1), + 34446272: (29, 0, 34, 1), + 34446296: (27, 0, 26, 0), + 34446320: (9, 0, 35, 0), + 34446344: (37, 0, 31, 0), + 34446368: (34, 0, 22, 0), + }, + elt_data={ + 5: { + "block": False, + "caption": "get_image_views", + "delay": 0, + "hide": True, + "id": 5, + "lazy": True, + "port_hide_changed": set([]), + "posx": -490.19339449502434, + "posy": -167.34312870454156, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 6: { + "block": False, + "caption": "show_images", + "delay": 0, + "hide": True, + "id": 6, + "lazy": True, + "port_hide_changed": set([]), + "posx": -596.8684933788871, + "posy": -204.45892312267915, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 9: { + "block": False, + "caption": "reconstruction_3d", + "delay": 0, + "hide": True, + "id": 9, + "lazy": True, + "port_hide_changed": set([]), + "posx": -457.147144487309, + "posy": -112.83602037388883, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 14: { + "block": False, + "caption": "meshing", + "delay": 0, + "hide": True, + "id": 14, + "lazy": True, + "port_hide_changed": set([]), + "posx": -599.5230343072725, + "posy": 118.15476576845936, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 16: { + "block": False, + "caption": "VoxelGrid : to_image_3d", + "delay": 0, + "hide": True, + "id": 16, + "lazy": True, + "methodName": "to_image_3d", + "methodSig": [], + "port_hide_changed": set([]), + "posx": -649.9659520201741, + "posy": 80.72873224213151, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 22: { + "block": False, + "caption": "maize_segmentation", + "delay": 0, + "hide": True, + "id": 22, + "lazy": True, + "port_hide_changed": set([]), + "posx": -349.1755414265128, + "posy": 83.79831631547384, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 23: { + "id": 23, + "posx": -212.2851591733875, + "posy": 178.5444716226504, + "txt": "Display Mesh", + }, + 24: { + "block": False, + "caption": "show_images", + "delay": 0, + "hide": True, + "id": 24, + "lazy": True, + "port_hide_changed": set([]), + "posx": -706.2339834361434, + "posy": -252.6615423001062, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 25: { + "block": False, + "caption": "calibrations", + "delay": 0, + "hide": True, + "id": 25, + "lazy": True, + "port_hide_changed": set([]), + "posx": -257.73581062310643, + "posy": -300.2646368468943, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 26: { + "block": False, + "caption": "binarize", + "delay": 0, + "hide": True, + "id": 26, + "lazy": True, + "port_hide_changed": set([]), + "posx": -479.88783279674595, + "posy": -263.2842601818527, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 27: { + "block": False, + "caption": "raw_images", + "delay": 0, + "hide": True, + "id": 27, + "lazy": True, + "port_hide_changed": set([]), + "posx": -490.0119814113953, + "posy": -302.91626183462154, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 28: { + "block": False, + "caption": "graph_from_voxel_grid", + "delay": 0, + "hide": True, + "id": 28, + "lazy": True, + "port_hide_changed": set([]), + "posx": -354.9943809757943, + "posy": -58.211645630836806, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 29: { + "block": False, + "caption": "get_side_image_projection_list", + "delay": 0, + "hide": True, + "id": 29, + "lazy": True, + "port_hide_changed": set([]), + "posx": -296.0244427419226, + "posy": -1.608849518908528, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 31: { + "block": False, + "caption": "show_segmentation", + "delay": 0, + "hide": True, + "id": 31, + "lazy": True, + "port_hide_changed": set([]), + "posx": -305.5792182567163, + "posy": 157.88826280453873, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 32: { + "block": False, + "caption": "show_voxel_grid", + "delay": 0, + "hide": True, + "id": 32, + "lazy": True, + "port_hide_changed": set([]), + "posx": -714.5713772753287, + "posy": 158.30508231205283, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 33: { + "block": False, + "caption": "show_mesh", + "delay": 0, + "hide": True, + "id": 33, + "lazy": True, + "port_hide_changed": set([]), + "posx": -581.4880898061575, + "posy": 158.24102116036414, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 34: { + "block": False, + "caption": "segment_reduction", + "delay": 0, + "hide": True, + "id": 34, + "lazy": True, + "port_hide_changed": set([]), + "posx": -399.90280812344844, + "posy": 37.551393573252604, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 35: { + "block": False, + "caption": "skeletonize", + "delay": 0, + 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"useUserColor": False, + }, + 15: { + "position": [-345.1755325666255, -452.78908095504414], + "useUserColor": False, + "userColor": None, + }, + 16: { + "position": [-649.9659520201741, 80.72873224213151], + "userColor": None, + "useUserColor": False, + }, + 17: { + "position": [-730.0969507090293, -334.1603104120178], + "useUserColor": False, + "userColor": None, + }, + 18: { + "position": [-569.019081647122, 152.44138222295516], + "useUserColor": False, + "userColor": None, + }, + 19: { + "position": [-743.5965256328795, -3.078997237192098], + "useUserColor": False, + "userColor": None, + }, + 20: { + "position": [-712.0128039647611, 29.428142540041975], + "useUserColor": False, + "userColor": None, + }, + 21: { + "position": [-690.4895326517035, -6.068381780529464], + "useUserColor": False, + "userColor": None, + }, + 22: { + "position": [-349.1755414265128, 83.79831631547384], + "userColor": None, + "useUserColor": False, + }, + 23: { + "visualStyle": 1, + "position": [-212.2851591733875, 178.5444716226504], + "color": [255, 255, 127], + "text": "Display Mesh", + "textColor": [0, 0, 127], + "rectP2": (-1, -1), + }, + 24: { + "position": [-706.2339834361434, -252.6615423001062], + "userColor": None, + "useUserColor": False, + }, + 25: { + "position": [-257.73581062310643, -300.2646368468943], + "userColor": None, + "useUserColor": False, + }, + 26: { + "position": [-479.88783279674595, -263.2842601818527], + "userColor": None, + "useUserColor": False, + }, + 27: { + "position": [-490.0119814113953, -302.91626183462154], + "userColor": None, + "useUserColor": False, + }, + 28: { + "position": [-354.9943809757943, -58.211645630836806], + "userColor": None, + "useUserColor": False, + }, + 29: { + "position": [-296.0244427419226, -1.608849518908528], + "userColor": None, + "useUserColor": False, + }, + 30: { + "position": [-331.8751469021636, -176.2016932058717], + "useUserColor": False, + "userColor": None, + }, + 31: { + "position": [-305.5792182567163, 157.88826280453873], + "userColor": None, + "useUserColor": False, + }, + 32: { + "position": [-714.5713772753287, 158.30508231205283], + "userColor": None, + "useUserColor": False, + }, + 33: { + "position": [-581.4880898061575, 158.24102116036414], + "userColor": None, + "useUserColor": False, + }, + 34: { + "position": [-399.90280812344844, 37.551393573252604], + "userColor": None, + "useUserColor": False, + }, + 35: { + "position": [-417.4892549529637, -7.731251163390191], + "userColor": None, + "useUserColor": False, + }, + 36: { + "position": [-457.7404966160395, 157.80256691907474], + "userColor": None, + "useUserColor": False, + }, + 37: { + "position": [-335.25865465540045, 119.36743994372378], + "userColor": None, + "useUserColor": False, + }, + 38: { + "position": [-341.23924631863235, 151.31850008678566], + "useUserColor": False, + "userColor": None, + }, + 39: { + "position": [-743.878677773092, 80.33422161079181], + "useUserColor": False, + "userColor": None, + }, + "__in__": {"position": [0, 0], "userColor": None, "useUserColor": True}, + "__out__": {"position": [0, 0], "userColor": None, "useUserColor": True}, + }, + lazy=True, + eval_algo="LambdaEvaluation", +) +_166666872 = CompositeNodeFactory( + name="pipeline with calibration", + description="", + category="Unclassified", + doc="", + inputs=[], + outputs=[], + elt_factory={ + 2: ("openalea.phenomenal.phenoarch", "show_images"), + 3: ("openalea.phenomenal.segmentation", "maize_segmentation"), + 4: ("openalea.phenomenal.phenoarch", "show_mesh"), + 6: ("openalea.phenomenal.phenoarch", "show_images"), + 7: ("openalea.python method", "select callable"), + 8: ("openalea.phenomenal.mesh", "meshing"), + 10: ("openalea.phenomenal.display", "show_skeleton"), + 11: ("openalea.phenomenal.multi_view_reconstruction", "reconstruction_3d"), + 12: ("openalea.flow control", "annotation"), + 15: ("openalea.phenomenal.phenoarch", "show_images"), + 18: ("openalea.phenomenal.segmentation", "maize_analysis"), + 19: ("openalea.phenomenal.segmentation", "skeletonize"), + 20: ("openalea.phenomenal.segmentation", "segment_reduction"), + 21: ("openalea.phenomenal.display", "show_segmentation"), + 23: ("openalea.flow control", "annotation"), + 24: ("openalea.phenomenal.data", "chessboard_images"), + 25: ("openalea.phenomenal.data", "calibrations"), + 27: ("openalea.phenomenal.data", "raw_images"), + 30: ("openalea.phenomenal.phenoarch", "detect_chessboard"), + 40: ("openalea.phenomenal.phenoarch", "binarize"), + 41: ("openalea.phenomenal.display", "show_voxel_grid"), + 42: ("openalea.phenomenal.segmentation", "graph_from_voxel_grid"), + 43: ("openalea.phenomenal.phenoarch", "get_side_image_projection_list"), + 44: ("openalea.phenomenal.phenoarch", "get_image_views"), + }, + elt_connections={ + 34445792: (11, 0, 19, 0), + 34445816: (44, 0, 11, 0), + 34445840: (11, 0, 7, 0), + 34445864: (24, 0, 15, 0), + 34445888: (40, 0, 6, 0), + 34445912: (19, 0, 20, 0), + 34445936: (40, 0, 43, 0), + 34445960: (3, 0, 18, 0), + 34445984: (25, 0, 43, 1), + 34446008: (18, 0, 21, 0), + 34446032: (24, 0, 30, 0), + 34446056: (20, 0, 3, 0), + 34446080: (27, 0, 40, 0), + 34446104: (11, 0, 41, 0), + 34446128: (20, 0, 10, 0), + 34446152: (25, 0, 44, 1), + 34446176: (27, 0, 2, 0), + 34446200: (43, 0, 20, 1), + 34446224: (30, 0, 25, 0), + 34446248: (42, 0, 3, 1), + 34446272: (11, 0, 42, 0), + 34446296: (7, 0, 8, 0), + 34446320: (40, 0, 44, 0), + 34446344: (42, 0, 19, 1), + 34446368: (8, 0, 4, 0), + }, + elt_data={ + 2: { + "block": False, + "caption": "show_images", + "delay": 0, + "hide": True, + "id": 2, + "lazy": True, + "port_hide_changed": set([]), + "posx": -100.21706989933212, + "posy": -8.09649666691374, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 3: { + "block": False, + "caption": "maize_segmentation", + "delay": 0, + "hide": True, + "id": 3, + "lazy": True, + "port_hide_changed": set([]), + "posx": -392.53152109095623, + "posy": 367.24646239997776, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 4: { + "block": False, + "caption": "show_mesh", + "delay": 0, + "hide": True, + "id": 4, + "lazy": True, + "port_hide_changed": set([]), + "posx": -134.70213897316972, + "posy": 307.5281507040184, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 6: { + "block": False, + "caption": "show_images", + "delay": 0, + "hide": True, + "id": 6, + "lazy": True, + "port_hide_changed": set([]), + "posx": -226.2962589801092, + "posy": 57.06476773652004, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 7: { + "block": False, + "caption": "VoxelGrid : to_image_3d", + "delay": 0, + "hide": True, + "id": 7, + "lazy": True, + "methodName": "to_image_3d", + "methodSig": [], + "port_hide_changed": set([]), + "posx": 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"user_application": None, + "user_color": None, + }, + 40: { + "block": False, + "caption": "binarize", + "delay": 0, + "hide": True, + "id": 40, + "lazy": True, + "port_hide_changed": set([]), + "posx": -334.1309406915145, + "posy": 29.296645847692872, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 41: { + "block": False, + "caption": "show_voxel_grid", + "delay": 0, + "hide": True, + "id": 41, + "lazy": True, + "port_hide_changed": set([]), + "posx": -689.8096070900934, + "posy": 242.22961901462577, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 42: { + "block": False, + "caption": "graph_from_voxel_grid", + "delay": 0, + "hide": True, + "id": 42, + "lazy": True, + "port_hide_changed": set([]), + "posx": -395.49058314938776, + "posy": 227.14301878090032, + "priority": 0, + "use_user_color": False, + "user_application": None, + "user_color": None, + }, + 43: { + "block": False, 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been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.display' +__name__ = "openalea.phenomenal.display" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_display_get_actors_from_voxel_organ', 'openalea_phenomenal_display_get_actors_from_segmentation_classic_mode', 'openalea_phenomenal_display_record_skeleton', 'openalea_phenomenal_display_get_color', 'openalea_phenomenal_display_show_segmentation', 'openalea_phenomenal_display_show_voxel_grid', 'openalea_phenomenal_display_show_image', 'openalea_phenomenal_display_record_segmentation', 'openalea_phenomenal_display_plot_values', 'openalea_phenomenal_display_order_color_map', 'openalea_phenomenal_display_Display', 'openalea_phenomenal_display_show_values', 'openalea_phenomenal_display_Scene', 'openalea_phenomenal_display_show_vtk_poly_data', 'openalea_phenomenal_display_show_chessboard_3d_projection_on_image', 'openalea_phenomenal_display_show_images', 'openalea_phenomenal_display_show_skeleton', 'openalea_phenomenal_display_get_actors_from_skeleton', 'openalea_phenomenal_display_show_image_with_chessboard_corners', 'openalea_phenomenal_display_Lock', 'openalea_phenomenal_display_record_voxel_grids', 'openalea_phenomenal_display_show_mesh', 'openalea_phenomenal_display_get_actors_from_segmentation_split_mode', 'openalea_phenomenal_display_get_actors_from_segmentation_stem_mode', 'openalea_phenomenal_display_get_actors_from_segmentation_skeleton_mode', 'openalea_phenomenal_display_rotation_matrix'] - - - -openalea_phenomenal_display_get_actors_from_voxel_organ = Factory(name='get_actors_from_voxel_organ', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='get_actors_from_voxel_organ', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_get_actors_from_segmentation_classic_mode = Factory(name='get_actors_from_segmentation_classic_mode', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='get_actors_from_segmentation_classic_mode', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_record_skeleton = Factory(name='record_skeleton', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='record_skeleton', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_get_color = Factory(name='get_color', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='get_color', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_segmentation = Factory(name='show_segmentation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_segmentation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_voxel_grid = Factory(name='show_voxel_grid', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_voxel_grid', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_image = Factory(name='show_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_record_segmentation = Factory(name='record_segmentation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='record_segmentation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_plot_values = Factory(name='plot_values', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='plot_values', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_order_color_map = Factory(name='order_color_map', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='order_color_map', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_Display = Factory(name='Display', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='Display', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_values = Factory(name='show_values', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_values', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_Scene = Factory(name='Scene', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='Scene', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_vtk_poly_data = Factory(name='show_vtk_poly_data', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_vtk_poly_data', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_chessboard_3d_projection_on_image = Factory(name='show_chessboard_3d_projection_on_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_chessboard_3d_projection_on_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_images = Factory(name='show_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_skeleton = Factory(name='show_skeleton', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_skeleton', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_get_actors_from_skeleton = Factory(name='get_actors_from_skeleton', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='get_actors_from_skeleton', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_image_with_chessboard_corners = Factory(name='show_image_with_chessboard_corners', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_image_with_chessboard_corners', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_Lock = Factory(name='Lock', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='Lock', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_record_voxel_grids = Factory(name='record_voxel_grids', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='record_voxel_grids', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_show_mesh = Factory(name='show_mesh', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='show_mesh', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_get_actors_from_segmentation_split_mode = Factory(name='get_actors_from_segmentation_split_mode', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='get_actors_from_segmentation_split_mode', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_get_actors_from_segmentation_stem_mode = Factory(name='get_actors_from_segmentation_stem_mode', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='get_actors_from_segmentation_stem_mode', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_get_actors_from_segmentation_skeleton_mode = Factory(name='get_actors_from_segmentation_skeleton_mode', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='get_actors_from_segmentation_skeleton_mode', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_display_rotation_matrix = Factory(name='rotation_matrix', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.display', - nodemodule='openalea.phenomenal.display', - nodeclass='rotation_matrix', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_display_get_actors_from_voxel_organ", + "openalea_phenomenal_display_get_actors_from_segmentation_classic_mode", + "openalea_phenomenal_display_record_skeleton", + "openalea_phenomenal_display_get_color", + "openalea_phenomenal_display_show_segmentation", + "openalea_phenomenal_display_show_voxel_grid", + "openalea_phenomenal_display_show_image", + "openalea_phenomenal_display_record_segmentation", + "openalea_phenomenal_display_plot_values", + "openalea_phenomenal_display_order_color_map", + "openalea_phenomenal_display_Display", + "openalea_phenomenal_display_show_values", + "openalea_phenomenal_display_Scene", + "openalea_phenomenal_display_show_vtk_poly_data", + "openalea_phenomenal_display_show_chessboard_3d_projection_on_image", + "openalea_phenomenal_display_show_images", + "openalea_phenomenal_display_show_skeleton", + "openalea_phenomenal_display_get_actors_from_skeleton", + "openalea_phenomenal_display_show_image_with_chessboard_corners", + "openalea_phenomenal_display_Lock", + "openalea_phenomenal_display_record_voxel_grids", + "openalea_phenomenal_display_show_mesh", + "openalea_phenomenal_display_get_actors_from_segmentation_split_mode", + "openalea_phenomenal_display_get_actors_from_segmentation_stem_mode", + "openalea_phenomenal_display_get_actors_from_segmentation_skeleton_mode", + "openalea_phenomenal_display_rotation_matrix", +] + + +openalea_phenomenal_display_get_actors_from_voxel_organ = Factory( + name="get_actors_from_voxel_organ", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="get_actors_from_voxel_organ", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_get_actors_from_segmentation_classic_mode = Factory( + name="get_actors_from_segmentation_classic_mode", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="get_actors_from_segmentation_classic_mode", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_record_skeleton = Factory( + name="record_skeleton", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="record_skeleton", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_get_color = Factory( + name="get_color", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="get_color", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_segmentation = Factory( + name="show_segmentation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_segmentation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_voxel_grid = Factory( + name="show_voxel_grid", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_voxel_grid", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_image = Factory( + name="show_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_record_segmentation = Factory( + name="record_segmentation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="record_segmentation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_plot_values = Factory( + name="plot_values", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="plot_values", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_order_color_map = Factory( + name="order_color_map", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="order_color_map", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_Display = Factory( + name="Display", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="Display", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_values = Factory( + name="show_values", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_values", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_Scene = Factory( + name="Scene", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="Scene", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_vtk_poly_data = Factory( + name="show_vtk_poly_data", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_vtk_poly_data", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_chessboard_3d_projection_on_image = Factory( + name="show_chessboard_3d_projection_on_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_chessboard_3d_projection_on_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_images = Factory( + name="show_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_skeleton = Factory( + name="show_skeleton", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_skeleton", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_get_actors_from_skeleton = Factory( + name="get_actors_from_skeleton", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="get_actors_from_skeleton", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_image_with_chessboard_corners = Factory( + name="show_image_with_chessboard_corners", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_image_with_chessboard_corners", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_Lock = Factory( + name="Lock", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="Lock", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_record_voxel_grids = Factory( + name="record_voxel_grids", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="record_voxel_grids", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_show_mesh = Factory( + name="show_mesh", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="show_mesh", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_get_actors_from_segmentation_split_mode = Factory( + name="get_actors_from_segmentation_split_mode", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="get_actors_from_segmentation_split_mode", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_get_actors_from_segmentation_stem_mode = Factory( + name="get_actors_from_segmentation_stem_mode", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="get_actors_from_segmentation_stem_mode", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_get_actors_from_segmentation_skeleton_mode = Factory( + name="get_actors_from_segmentation_skeleton_mode", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="get_actors_from_segmentation_skeleton_mode", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_display_rotation_matrix = Factory( + name="rotation_matrix", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.display", + nodemodule="openalea.phenomenal.display", + nodeclass="rotation_matrix", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/generate_all_packages.py b/src/openalea/phenomenal_wralea/generate_all_packages.py index 3c2111b6..a76759e7 100644 --- a/src/openalea/phenomenal_wralea/generate_all_packages.py +++ b/src/openalea/phenomenal_wralea/generate_all_packages.py @@ -15,8 +15,7 @@ def functions(module, module_base_name, name_package=None): - """ Get all the factories of the module module. - """ + """Get all the factories of the module module.""" if name_package is None: name_package = module.__name__ @@ -24,22 +23,22 @@ def functions(module, module_base_name, name_package=None): funs = [x for x in _all if callable(module.__getattribute__(x))] - metainfo = dict(authors='Simon Artzet et al.', - license='CeCILL-C', - version='1.6.0') + metainfo = dict(authors="Simon Artzet et al.", license="CeCILL-C", version="1.6.0") - pkg = openalea.core.UserPackage(name=name_package, - metainfo=metainfo, - path=os.path.abspath(module_base_name)) + pkg = openalea.core.UserPackage( + name=name_package, metainfo=metainfo, path=os.path.abspath(module_base_name) + ) for func_name in funs: - fact = openalea.core.Factory(name=func_name, - category=name_package, - nodemodule=module.__name__, - nodeclass=func_name) + fact = openalea.core.Factory( + name=func_name, + category=name_package, + nodemodule=module.__name__, + nodeclass=func_name, + ) pkg.add_factory(fact) - + pkg.write() return pkg @@ -47,20 +46,22 @@ def functions(module, module_base_name, name_package=None): def main(): list_pkg = setuptools.find_packages() - list_pkg.remove('demo') - list_pkg.remove('phenoarch') + list_pkg.remove("demo") + list_pkg.remove("phenoarch") module_names = ["openalea.phenomenal.{}".format(x) for x in list_pkg] - modules = [__import__(name, fromlist=['']) for name in module_names] + modules = [__import__(name, fromlist=[""]) for name in module_names] for module in modules: - functions(module, module.__name__.rsplit('.', 1)[-1]) + functions(module, module.__name__.rsplit(".", 1)[-1]) - module = __import__("openalea.phenomenal_wralea.phenoarch", fromlist=['']) - functions(module, - module.__name__.rsplit('.', 1)[-1], - name_package="openalea.phenomenal.phenoarch") + module = __import__("openalea.phenomenal_wralea.phenoarch", fromlist=[""]) + functions( + module, + module.__name__.rsplit(".", 1)[-1], + name_package="openalea.phenomenal.phenoarch", + ) -if __name__ =='__main__': +if __name__ == "__main__": main() diff --git a/src/openalea/phenomenal_wralea/image/__wralea__.py b/src/openalea/phenomenal_wralea/image/__wralea__.py index ccb4ca49..10157705 100644 --- a/src/openalea/phenomenal_wralea/image/__wralea__.py +++ b/src/openalea/phenomenal_wralea/image/__wralea__.py @@ -1,198 +1,195 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.image' +__name__ = "openalea.phenomenal.image" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_image_skeletonize_thinning', 'openalea_phenomenal_image_phenoarch_side_binarization', 'openalea_phenomenal_image_erode_dilate', 'openalea_phenomenal_image_threshold_meanshift_enhance', 'openalea_phenomenal_image_close', 'openalea_phenomenal_image_mean_image', 'openalea_phenomenal_image_skeletonize_erode_dilate', 'openalea_phenomenal_image_threshold_hsv', 'openalea_phenomenal_image_read_image', 'openalea_phenomenal_image_threshold_meanshift', 'openalea_phenomenal_image_write_image', 'openalea_phenomenal_image_dilate_erode'] - - - -openalea_phenomenal_image_skeletonize_thinning = Factory(name='skeletonize_thinning', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='skeletonize_thinning', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_phenoarch_side_binarization = Factory(name='phenoarch_side_binarization', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='phenoarch_side_binarization', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_erode_dilate = Factory(name='erode_dilate', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='erode_dilate', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_threshold_meanshift_enhance = Factory(name='threshold_meanshift_enhance', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='threshold_meanshift_enhance', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_close = Factory(name='close', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='close', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_mean_image = Factory(name='mean_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='mean_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_skeletonize_erode_dilate = Factory(name='skeletonize_erode_dilate', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='skeletonize_erode_dilate', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_threshold_hsv = Factory(name='threshold_hsv', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='threshold_hsv', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_read_image = Factory(name='read_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='read_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_threshold_meanshift = Factory(name='threshold_meanshift', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='threshold_meanshift', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_write_image = Factory(name='write_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='write_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_image_dilate_erode = Factory(name='dilate_erode', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.image', - nodemodule='openalea.phenomenal.image', - nodeclass='dilate_erode', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_image_skeletonize_thinning", + "openalea_phenomenal_image_phenoarch_side_binarization", + "openalea_phenomenal_image_erode_dilate", + "openalea_phenomenal_image_threshold_meanshift_enhance", + "openalea_phenomenal_image_close", + "openalea_phenomenal_image_mean_image", + "openalea_phenomenal_image_skeletonize_erode_dilate", + "openalea_phenomenal_image_threshold_hsv", + "openalea_phenomenal_image_read_image", + "openalea_phenomenal_image_threshold_meanshift", + "openalea_phenomenal_image_write_image", + "openalea_phenomenal_image_dilate_erode", +] + + +openalea_phenomenal_image_skeletonize_thinning = Factory( + name="skeletonize_thinning", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="skeletonize_thinning", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_phenoarch_side_binarization = Factory( + name="phenoarch_side_binarization", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="phenoarch_side_binarization", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_erode_dilate = Factory( + name="erode_dilate", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="erode_dilate", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_threshold_meanshift_enhance = Factory( + name="threshold_meanshift_enhance", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="threshold_meanshift_enhance", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_close = Factory( + name="close", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="close", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_mean_image = Factory( + name="mean_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="mean_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_skeletonize_erode_dilate = Factory( + name="skeletonize_erode_dilate", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="skeletonize_erode_dilate", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_threshold_hsv = Factory( + name="threshold_hsv", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="threshold_hsv", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_read_image = Factory( + name="read_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="read_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_threshold_meanshift = Factory( + name="threshold_meanshift", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="threshold_meanshift", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_write_image = Factory( + name="write_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="write_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_image_dilate_erode = Factory( + name="dilate_erode", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.image", + nodemodule="openalea.phenomenal.image", + nodeclass="dilate_erode", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/mesh/__wralea__.py b/src/openalea/phenomenal_wralea/mesh/__wralea__.py index 855563ce..335fd123 100644 --- a/src/openalea/phenomenal_wralea/mesh/__wralea__.py +++ b/src/openalea/phenomenal_wralea/mesh/__wralea__.py @@ -1,318 +1,315 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.mesh' +__name__ = "openalea.phenomenal.mesh" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_mesh_from_voxel_centers_to_vtk_image_data', 'openalea_phenomenal_mesh_centers', 'openalea_phenomenal_mesh_median_color_from_images', 'openalea_phenomenal_mesh_from_numpy_matrix_to_vtk_image_data', 'openalea_phenomenal_mesh_read_ply_to_vertices_faces', 'openalea_phenomenal_mesh_marching_cubes', 'openalea_phenomenal_mesh_smoothing', 'openalea_phenomenal_mesh_voxel_grid_to_vtk_poly_data', 'openalea_phenomenal_mesh_from_vtk_image_data_to_voxels_center', 'openalea_phenomenal_mesh_meshing', 'openalea_phenomenal_mesh_write_vtk_poly_data_to_ply_file', 'openalea_phenomenal_mesh_normals', 'openalea_phenomenal_mesh_decimation', 'openalea_phenomenal_mesh_project_mesh_on_image', 'openalea_phenomenal_mesh_from_vtk_poly_data_to_vertices_faces', 'openalea_phenomenal_mesh_from_vertices_faces_to_voxels_position', 'openalea_phenomenal_mesh_mesh_surface_area', 'openalea_phenomenal_mesh_voxelization', 'openalea_phenomenal_mesh_write_vertices_faces_to_ply_file', 'openalea_phenomenal_mesh_from_vertices_faces_to_vtk_poly_data'] - - - -openalea_phenomenal_mesh_from_voxel_centers_to_vtk_image_data = Factory(name='from_voxel_centers_to_vtk_image_data', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='from_voxel_centers_to_vtk_image_data', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_centers = Factory(name='centers', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='centers', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_median_color_from_images = Factory(name='median_color_from_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='median_color_from_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_from_numpy_matrix_to_vtk_image_data = Factory(name='from_numpy_matrix_to_vtk_image_data', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='from_numpy_matrix_to_vtk_image_data', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_read_ply_to_vertices_faces = Factory(name='read_ply_to_vertices_faces', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='read_ply_to_vertices_faces', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_marching_cubes = Factory(name='marching_cubes', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='marching_cubes', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_smoothing = Factory(name='smoothing', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='smoothing', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_voxel_grid_to_vtk_poly_data = Factory(name='voxel_grid_to_vtk_poly_data', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='voxel_grid_to_vtk_poly_data', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_from_vtk_image_data_to_voxels_center = Factory(name='from_vtk_image_data_to_voxels_center', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='from_vtk_image_data_to_voxels_center', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_meshing = Factory(name='meshing', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='meshing', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_write_vtk_poly_data_to_ply_file = Factory(name='write_vtk_poly_data_to_ply_file', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='write_vtk_poly_data_to_ply_file', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_normals = Factory(name='normals', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='normals', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_decimation = Factory(name='decimation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='decimation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_project_mesh_on_image = Factory(name='project_mesh_on_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='project_mesh_on_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_from_vtk_poly_data_to_vertices_faces = Factory(name='from_vtk_poly_data_to_vertices_faces', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='from_vtk_poly_data_to_vertices_faces', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_from_vertices_faces_to_voxels_position = Factory(name='from_vertices_faces_to_voxels_position', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='from_vertices_faces_to_voxels_position', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_mesh_surface_area = Factory(name='mesh_surface_area', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='mesh_surface_area', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_voxelization = Factory(name='voxelization', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='voxelization', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_write_vertices_faces_to_ply_file = Factory(name='write_vertices_faces_to_ply_file', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='write_vertices_faces_to_ply_file', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_mesh_from_vertices_faces_to_vtk_poly_data = Factory(name='from_vertices_faces_to_vtk_poly_data', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.mesh', - nodemodule='openalea.phenomenal.mesh', - nodeclass='from_vertices_faces_to_vtk_poly_data', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_mesh_from_voxel_centers_to_vtk_image_data", + "openalea_phenomenal_mesh_centers", + "openalea_phenomenal_mesh_median_color_from_images", + "openalea_phenomenal_mesh_from_numpy_matrix_to_vtk_image_data", + "openalea_phenomenal_mesh_read_ply_to_vertices_faces", + "openalea_phenomenal_mesh_marching_cubes", + "openalea_phenomenal_mesh_smoothing", + "openalea_phenomenal_mesh_voxel_grid_to_vtk_poly_data", + "openalea_phenomenal_mesh_from_vtk_image_data_to_voxels_center", + "openalea_phenomenal_mesh_meshing", + "openalea_phenomenal_mesh_write_vtk_poly_data_to_ply_file", + "openalea_phenomenal_mesh_normals", + "openalea_phenomenal_mesh_decimation", + "openalea_phenomenal_mesh_project_mesh_on_image", + "openalea_phenomenal_mesh_from_vtk_poly_data_to_vertices_faces", + "openalea_phenomenal_mesh_from_vertices_faces_to_voxels_position", + "openalea_phenomenal_mesh_mesh_surface_area", + "openalea_phenomenal_mesh_voxelization", + "openalea_phenomenal_mesh_write_vertices_faces_to_ply_file", + "openalea_phenomenal_mesh_from_vertices_faces_to_vtk_poly_data", +] + + +openalea_phenomenal_mesh_from_voxel_centers_to_vtk_image_data = Factory( + name="from_voxel_centers_to_vtk_image_data", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="from_voxel_centers_to_vtk_image_data", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_centers = Factory( + name="centers", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="centers", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_median_color_from_images = Factory( + name="median_color_from_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="median_color_from_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_from_numpy_matrix_to_vtk_image_data = Factory( + name="from_numpy_matrix_to_vtk_image_data", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="from_numpy_matrix_to_vtk_image_data", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_read_ply_to_vertices_faces = Factory( + name="read_ply_to_vertices_faces", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="read_ply_to_vertices_faces", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_marching_cubes = Factory( + name="marching_cubes", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="marching_cubes", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_smoothing = Factory( + name="smoothing", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="smoothing", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_voxel_grid_to_vtk_poly_data = Factory( + name="voxel_grid_to_vtk_poly_data", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="voxel_grid_to_vtk_poly_data", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_from_vtk_image_data_to_voxels_center = Factory( + name="from_vtk_image_data_to_voxels_center", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="from_vtk_image_data_to_voxels_center", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_meshing = Factory( + name="meshing", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="meshing", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_write_vtk_poly_data_to_ply_file = Factory( + name="write_vtk_poly_data_to_ply_file", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="write_vtk_poly_data_to_ply_file", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_normals = Factory( + name="normals", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="normals", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_decimation = Factory( + name="decimation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="decimation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_project_mesh_on_image = Factory( + name="project_mesh_on_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="project_mesh_on_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_from_vtk_poly_data_to_vertices_faces = Factory( + name="from_vtk_poly_data_to_vertices_faces", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="from_vtk_poly_data_to_vertices_faces", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_from_vertices_faces_to_voxels_position = Factory( + name="from_vertices_faces_to_voxels_position", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="from_vertices_faces_to_voxels_position", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_mesh_surface_area = Factory( + name="mesh_surface_area", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="mesh_surface_area", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_voxelization = Factory( + name="voxelization", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="voxelization", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_write_vertices_faces_to_ply_file = Factory( + name="write_vertices_faces_to_ply_file", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="write_vertices_faces_to_ply_file", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_mesh_from_vertices_faces_to_vtk_poly_data = Factory( + name="from_vertices_faces_to_vtk_poly_data", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.mesh", + nodemodule="openalea.phenomenal.mesh", + nodeclass="from_vertices_faces_to_vtk_poly_data", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/multi_view_reconstruction/__wralea__.py b/src/openalea/phenomenal_wralea/multi_view_reconstruction/__wralea__.py index a1586e9b..b86c570b 100644 --- a/src/openalea/phenomenal_wralea/multi_view_reconstruction/__wralea__.py +++ b/src/openalea/phenomenal_wralea/multi_view_reconstruction/__wralea__.py @@ -1,378 +1,379 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.multi_view_reconstruction' +__name__ = "openalea.phenomenal.multi_view_reconstruction" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_multi_view_reconstruction_Voxels', 'openalea_phenomenal_multi_view_reconstruction_get_bounding_box_voxel_projected', 'openalea_phenomenal_multi_view_reconstruction_project_voxels_position_on_image', 'openalea_phenomenal_multi_view_reconstruction_voxel_is_visible_in_image', 'openalea_phenomenal_multi_view_reconstruction_get_integrale_image', 'openalea_phenomenal_multi_view_reconstruction_get_voxels_corners', 'openalea_phenomenal_multi_view_reconstruction_image_error', 'openalea_phenomenal_multi_view_reconstruction_VoxelGrid', 'openalea_phenomenal_multi_view_reconstruction_reconstruction_3d_octree', 'openalea_phenomenal_multi_view_reconstruction_reconstruction_3d', 'openalea_phenomenal_multi_view_reconstruction_remove_surrounded', 'openalea_phenomenal_multi_view_reconstruction_have_image_ref', 'openalea_phenomenal_multi_view_reconstruction_reconstruction_error', 'openalea_phenomenal_multi_view_reconstruction_VoxelOctree', 'openalea_phenomenal_multi_view_reconstruction_remove_surrounded_fully_visible', 'openalea_phenomenal_multi_view_reconstruction_check_groups', 'openalea_phenomenal_multi_view_reconstruction_VoxelsStage', 'openalea_phenomenal_multi_view_reconstruction_voxels_is_visible_in_image', 'openalea_phenomenal_multi_view_reconstruction_split_voxels_in_eight', 'openalea_phenomenal_multi_view_reconstruction_create_groups', 'openalea_phenomenal_multi_view_reconstruction_reconstruction_inconsistent', 'openalea_phenomenal_multi_view_reconstruction_kept_visible_voxel', 'openalea_phenomenal_multi_view_reconstruction_project_voxel_centers_on_image', 'openalea_phenomenal_multi_view_reconstruction_voxel_is_fully_visible_in_image'] - - - -openalea_phenomenal_multi_view_reconstruction_Voxels = Factory(name='Voxels', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='Voxels', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_get_bounding_box_voxel_projected = Factory(name='get_bounding_box_voxel_projected', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='get_bounding_box_voxel_projected', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_project_voxels_position_on_image = Factory(name='project_voxels_position_on_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='project_voxels_position_on_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_voxel_is_visible_in_image = Factory(name='voxel_is_visible_in_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='voxel_is_visible_in_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_get_integrale_image = Factory(name='get_integrale_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='get_integrale_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_get_voxels_corners = Factory(name='get_voxels_corners', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='get_voxels_corners', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_image_error = Factory(name='image_error', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='image_error', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_VoxelGrid = Factory(name='VoxelGrid', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='VoxelGrid', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_reconstruction_3d_octree = Factory(name='reconstruction_3d_octree', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='reconstruction_3d_octree', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_reconstruction_3d = Factory(name='reconstruction_3d', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='reconstruction_3d', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_remove_surrounded = Factory(name='remove_surrounded', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='remove_surrounded', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_have_image_ref = Factory(name='have_image_ref', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='have_image_ref', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_reconstruction_error = Factory(name='reconstruction_error', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='reconstruction_error', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_VoxelOctree = Factory(name='VoxelOctree', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='VoxelOctree', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_remove_surrounded_fully_visible = Factory(name='remove_surrounded_fully_visible', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='remove_surrounded_fully_visible', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_check_groups = Factory(name='check_groups', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='check_groups', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_VoxelsStage = Factory(name='VoxelsStage', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='VoxelsStage', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_voxels_is_visible_in_image = Factory(name='voxels_is_visible_in_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='voxels_is_visible_in_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_split_voxels_in_eight = Factory(name='split_voxels_in_eight', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='split_voxels_in_eight', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_create_groups = Factory(name='create_groups', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='create_groups', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_reconstruction_inconsistent = Factory(name='reconstruction_inconsistent', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='reconstruction_inconsistent', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_kept_visible_voxel = Factory(name='kept_visible_voxel', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='kept_visible_voxel', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_project_voxel_centers_on_image = Factory(name='project_voxel_centers_on_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='project_voxel_centers_on_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_multi_view_reconstruction_voxel_is_fully_visible_in_image = Factory(name='voxel_is_fully_visible_in_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.multi_view_reconstruction', - nodemodule='openalea.phenomenal.multi_view_reconstruction', - nodeclass='voxel_is_fully_visible_in_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_multi_view_reconstruction_Voxels", + "openalea_phenomenal_multi_view_reconstruction_get_bounding_box_voxel_projected", + "openalea_phenomenal_multi_view_reconstruction_project_voxels_position_on_image", + "openalea_phenomenal_multi_view_reconstruction_voxel_is_visible_in_image", + "openalea_phenomenal_multi_view_reconstruction_get_integrale_image", + "openalea_phenomenal_multi_view_reconstruction_get_voxels_corners", + "openalea_phenomenal_multi_view_reconstruction_image_error", + "openalea_phenomenal_multi_view_reconstruction_VoxelGrid", + "openalea_phenomenal_multi_view_reconstruction_reconstruction_3d_octree", + "openalea_phenomenal_multi_view_reconstruction_reconstruction_3d", + "openalea_phenomenal_multi_view_reconstruction_remove_surrounded", + "openalea_phenomenal_multi_view_reconstruction_have_image_ref", + "openalea_phenomenal_multi_view_reconstruction_reconstruction_error", + "openalea_phenomenal_multi_view_reconstruction_VoxelOctree", + "openalea_phenomenal_multi_view_reconstruction_remove_surrounded_fully_visible", + "openalea_phenomenal_multi_view_reconstruction_check_groups", + "openalea_phenomenal_multi_view_reconstruction_VoxelsStage", + "openalea_phenomenal_multi_view_reconstruction_voxels_is_visible_in_image", + "openalea_phenomenal_multi_view_reconstruction_split_voxels_in_eight", + "openalea_phenomenal_multi_view_reconstruction_create_groups", + "openalea_phenomenal_multi_view_reconstruction_reconstruction_inconsistent", + "openalea_phenomenal_multi_view_reconstruction_kept_visible_voxel", + "openalea_phenomenal_multi_view_reconstruction_project_voxel_centers_on_image", + "openalea_phenomenal_multi_view_reconstruction_voxel_is_fully_visible_in_image", +] + + +openalea_phenomenal_multi_view_reconstruction_Voxels = Factory( + name="Voxels", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="Voxels", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_get_bounding_box_voxel_projected = ( + Factory( + name="get_bounding_box_voxel_projected", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="get_bounding_box_voxel_projected", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, + ) +) + + +openalea_phenomenal_multi_view_reconstruction_project_voxels_position_on_image = ( + Factory( + name="project_voxels_position_on_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="project_voxels_position_on_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, + ) +) + + +openalea_phenomenal_multi_view_reconstruction_voxel_is_visible_in_image = Factory( + name="voxel_is_visible_in_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="voxel_is_visible_in_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_get_integrale_image = Factory( + name="get_integrale_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="get_integrale_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_get_voxels_corners = Factory( + name="get_voxels_corners", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="get_voxels_corners", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_image_error = Factory( + name="image_error", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="image_error", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_VoxelGrid = Factory( + name="VoxelGrid", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="VoxelGrid", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_reconstruction_3d_octree = Factory( + name="reconstruction_3d_octree", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="reconstruction_3d_octree", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_reconstruction_3d = Factory( + name="reconstruction_3d", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="reconstruction_3d", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_remove_surrounded = Factory( + name="remove_surrounded", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="remove_surrounded", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_have_image_ref = Factory( + name="have_image_ref", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="have_image_ref", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_reconstruction_error = Factory( + name="reconstruction_error", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="reconstruction_error", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_VoxelOctree = Factory( + name="VoxelOctree", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="VoxelOctree", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_remove_surrounded_fully_visible = Factory( + name="remove_surrounded_fully_visible", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="remove_surrounded_fully_visible", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_check_groups = Factory( + name="check_groups", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="check_groups", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_VoxelsStage = Factory( + name="VoxelsStage", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="VoxelsStage", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_voxels_is_visible_in_image = Factory( + name="voxels_is_visible_in_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="voxels_is_visible_in_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_split_voxels_in_eight = Factory( + name="split_voxels_in_eight", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="split_voxels_in_eight", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_create_groups = Factory( + name="create_groups", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="create_groups", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_reconstruction_inconsistent = Factory( + name="reconstruction_inconsistent", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="reconstruction_inconsistent", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_kept_visible_voxel = Factory( + name="kept_visible_voxel", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="kept_visible_voxel", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_project_voxel_centers_on_image = Factory( + name="project_voxel_centers_on_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="project_voxel_centers_on_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_multi_view_reconstruction_voxel_is_fully_visible_in_image = Factory( + name="voxel_is_fully_visible_in_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.multi_view_reconstruction", + nodemodule="openalea.phenomenal.multi_view_reconstruction", + nodeclass="voxel_is_fully_visible_in_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/object/__wralea__.py b/src/openalea/phenomenal_wralea/object/__wralea__.py index b6ac440e..87a3368b 100644 --- a/src/openalea/phenomenal_wralea/object/__wralea__.py +++ b/src/openalea/phenomenal_wralea/object/__wralea__.py @@ -1,138 +1,135 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.object' +__name__ = "openalea.phenomenal.object" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_object_VoxelOrgan', 'openalea_phenomenal_object_VoxelSegmentation', 'openalea_phenomenal_object_VoxelSegment', 'openalea_phenomenal_object_Image3D', 'openalea_phenomenal_object_VoxelOctree', 'openalea_phenomenal_object_VoxelGrid', 'openalea_phenomenal_object_ImageView', 'openalea_phenomenal_object_VoxelSkeleton'] - - - -openalea_phenomenal_object_VoxelOrgan = Factory(name='VoxelOrgan', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='VoxelOrgan', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_object_VoxelSegmentation = Factory(name='VoxelSegmentation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='VoxelSegmentation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_object_VoxelSegment = Factory(name='VoxelSegment', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='VoxelSegment', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_object_Image3D = Factory(name='Image3D', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='Image3D', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_object_VoxelOctree = Factory(name='VoxelOctree', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='VoxelOctree', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_object_VoxelGrid = Factory(name='VoxelGrid', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='VoxelGrid', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_object_ImageView = Factory(name='ImageView', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='ImageView', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_object_VoxelSkeleton = Factory(name='VoxelSkeleton', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.object', - nodemodule='openalea.phenomenal.object', - nodeclass='VoxelSkeleton', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_object_VoxelOrgan", + "openalea_phenomenal_object_VoxelSegmentation", + "openalea_phenomenal_object_VoxelSegment", + "openalea_phenomenal_object_Image3D", + "openalea_phenomenal_object_VoxelOctree", + "openalea_phenomenal_object_VoxelGrid", + "openalea_phenomenal_object_ImageView", + "openalea_phenomenal_object_VoxelSkeleton", +] + + +openalea_phenomenal_object_VoxelOrgan = Factory( + name="VoxelOrgan", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="VoxelOrgan", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_object_VoxelSegmentation = Factory( + name="VoxelSegmentation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="VoxelSegmentation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_object_VoxelSegment = Factory( + name="VoxelSegment", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="VoxelSegment", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_object_Image3D = Factory( + name="Image3D", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="Image3D", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_object_VoxelOctree = Factory( + name="VoxelOctree", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="VoxelOctree", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_object_VoxelGrid = Factory( + name="VoxelGrid", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="VoxelGrid", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_object_ImageView = Factory( + name="ImageView", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="ImageView", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_object_VoxelSkeleton = Factory( + name="VoxelSkeleton", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.object", + nodemodule="openalea.phenomenal.object", + nodeclass="VoxelSkeleton", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/phenoarch/__init__.py b/src/openalea/phenomenal_wralea/phenoarch/__init__.py index 05fe0183..ba77af31 100644 --- a/src/openalea/phenomenal_wralea/phenoarch/__init__.py +++ b/src/openalea/phenomenal_wralea/phenoarch/__init__.py @@ -12,4 +12,4 @@ from .routine import * # ============================================================================== -__all__ = [s for s in dir() if not s.startswith('_')] +__all__ = [s for s in dir() if not s.startswith("_")] diff --git a/src/openalea/phenomenal_wralea/phenoarch/__wralea__.py b/src/openalea/phenomenal_wralea/phenoarch/__wralea__.py index b7460ff0..b49fc47c 100644 --- a/src/openalea/phenomenal_wralea/phenoarch/__wralea__.py +++ b/src/openalea/phenomenal_wralea/phenoarch/__wralea__.py @@ -1,168 +1,165 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.phenoarch' +__name__ = "openalea.phenomenal.phenoarch" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_wralea_phenoarch_show_images', 'openalea_phenomenal_wralea_phenoarch_routine_side_binarization', 'openalea_phenomenal_wralea_phenoarch_detect_chessboard', 'openalea_phenomenal_wralea_phenoarch_calibrations', 'openalea_phenomenal_wralea_phenoarch_routine_top_binarization', 'openalea_phenomenal_wralea_phenoarch_get_side_image_projection_list', 'openalea_phenomenal_wralea_phenoarch_binarize', 'openalea_phenomenal_wralea_phenoarch_show_mesh', 'openalea_phenomenal_wralea_phenoarch_routine_select_ref_angle', 'openalea_phenomenal_wralea_phenoarch_get_image_views'] - - - -openalea_phenomenal_wralea_phenoarch_show_images = Factory(name='show_images', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='show_images', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_routine_side_binarization = Factory(name='routine_side_binarization', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='routine_side_binarization', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_detect_chessboard = Factory(name='detect_chessboard', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='detect_chessboard', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_calibrations = Factory(name='calibrations', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='calibrations', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_routine_top_binarization = Factory(name='routine_top_binarization', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='routine_top_binarization', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_get_side_image_projection_list = Factory(name='get_side_image_projection_list', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='get_side_image_projection_list', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_binarize = Factory(name='binarize', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='binarize', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_show_mesh = Factory(name='show_mesh', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='show_mesh', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_routine_select_ref_angle = Factory(name='routine_select_ref_angle', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='routine_select_ref_angle', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_wralea_phenoarch_get_image_views = Factory(name='get_image_views', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.phenoarch', - nodemodule='openalea.phenomenal_wralea.phenoarch', - nodeclass='get_image_views', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_wralea_phenoarch_show_images", + "openalea_phenomenal_wralea_phenoarch_routine_side_binarization", + "openalea_phenomenal_wralea_phenoarch_detect_chessboard", + "openalea_phenomenal_wralea_phenoarch_calibrations", + "openalea_phenomenal_wralea_phenoarch_routine_top_binarization", + "openalea_phenomenal_wralea_phenoarch_get_side_image_projection_list", + "openalea_phenomenal_wralea_phenoarch_binarize", + "openalea_phenomenal_wralea_phenoarch_show_mesh", + "openalea_phenomenal_wralea_phenoarch_routine_select_ref_angle", + "openalea_phenomenal_wralea_phenoarch_get_image_views", +] + + +openalea_phenomenal_wralea_phenoarch_show_images = Factory( + name="show_images", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="show_images", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_routine_side_binarization = Factory( + name="routine_side_binarization", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="routine_side_binarization", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_detect_chessboard = Factory( + name="detect_chessboard", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="detect_chessboard", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_calibrations = Factory( + name="calibrations", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="calibrations", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_routine_top_binarization = Factory( + name="routine_top_binarization", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="routine_top_binarization", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_get_side_image_projection_list = Factory( + name="get_side_image_projection_list", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="get_side_image_projection_list", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_binarize = Factory( + name="binarize", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="binarize", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_show_mesh = Factory( + name="show_mesh", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="show_mesh", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_routine_select_ref_angle = Factory( + name="routine_select_ref_angle", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="routine_select_ref_angle", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_wralea_phenoarch_get_image_views = Factory( + name="get_image_views", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.phenoarch", + nodemodule="openalea.phenomenal_wralea.phenoarch", + nodeclass="get_image_views", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/src/openalea/phenomenal_wralea/phenoarch/routine.py b/src/openalea/phenomenal_wralea/phenoarch/routine.py index 878c1a7a..c8e21698 100644 --- a/src/openalea/phenomenal_wralea/phenoarch/routine.py +++ b/src/openalea/phenomenal_wralea/phenoarch/routine.py @@ -11,7 +11,6 @@ import cv2 import collections -import numpy import openalea.phenomenal.calibration as phm_calib import openalea.phenomenal.image as phm_img @@ -23,49 +22,48 @@ # ============================================================================== -def detect_chessboard(chessboard_images, - size_of_chessboard=47, - shape_of_chessboard=(8, 6)): - +def detect_chessboard( + chessboard_images, size_of_chessboard=47, shape_of_chessboard=(8, 6) +): # BUILD CHESSBOARD OBJECT - chessboard = phm_calib.Chessboard(size_of_chessboard, - shape_of_chessboard) + chessboard = phm_calib.Chessboard(size_of_chessboard, shape_of_chessboard) for id_camera in chessboard_images: for angle in chessboard_images[id_camera]: im = chessboard_images[id_camera][angle] found = chessboard.detect_corners(id_camera, angle, im) - return [chessboard], - + return ([chessboard],) -def calibrations(chessboards, - size_image=(2056, 2454), - number_of_repetition=1): +def calibrations(chessboards, size_image=(2056, 2454), number_of_repetition=1): id_cameras = ["side", "top"] calibrations = dict() for id_camera in id_cameras: calibration = None if len(chessboards) == 1: calibration = phm_calib.CalibrationCameraSideWith1Target() - err = calibration.calibrate(chessboards[0].get_corners_2d(id_camera), - chessboards[0].get_corners_local_3d(), - size_image, - number_of_repetition=number_of_repetition, - # repetion here is 0 to optimize time consuming (for better result put 4) - verbose=False) + err = calibration.calibrate( + chessboards[0].get_corners_2d(id_camera), + chessboards[0].get_corners_local_3d(), + size_image, + number_of_repetition=number_of_repetition, + # repetion here is 0 to optimize time consuming (for better result put 4) + verbose=False, + ) if len(chessboards) == 2: calibration = phm_calib.CalibrationCameraSideWith2TargetYXZ() - err = calibration.calibrate(chessboards[0].get_corners_2d(id_camera), - chessboards[0].get_corners_local_3d(), - chessboards[1].get_corners_2d(id_camera), - chessboards[1].get_corners_local_3d(), - size_image, - number_of_repetition=number_of_repetition, - # repetion here is 0 to optimize time consuming (for better result put 4) - verbose=False) + err = calibration.calibrate( + chessboards[0].get_corners_2d(id_camera), + chessboards[0].get_corners_local_3d(), + chessboards[1].get_corners_2d(id_camera), + chessboards[1].get_corners_local_3d(), + size_image, + number_of_repetition=number_of_repetition, + # repetion here is 0 to optimize time consuming (for better result put 4) + verbose=False, + ) calibrations[id_camera] = calibration @@ -75,6 +73,7 @@ def calibrations(chessboards, return phm_data.calibrations(6) # return calibrations + # ============================================================================== # ROUTINE BINARIZATION # ============================================================================== @@ -92,12 +91,12 @@ def routine_side_binarization(image, mean_img): # Convert image on HSV representation hsv_image = cv2.cvtColor(image, cv2.COLOR_BGR2HSV) # Threshold the image with HSV min and max value - binary_hsv_image = phm_img.threshold_hsv(hsv_image, hsv_min, hsv_max, - maks[0]) + binary_hsv_image = phm_img.threshold_hsv(hsv_image, hsv_min, hsv_max, maks[0]) # Threshold the image with difference between image and mean_image binary_mean_shift_image = phm_img.threshold_meanshift( - image, mean_img, threshold, dark_background, maks[1]) + image, mean_img, threshold, dark_background, maks[1] + ) # Add the two image result = cv2.add(binary_hsv_image, binary_mean_shift_image) @@ -122,26 +121,26 @@ def routine_top_binarization(image): # Threshold the image with HSV min and max value bin_img = phm_img.threshold_hsv(hsv_image, hsv_min, hsv_max) # dilate and erode the image to remove possible noise - bin_img = phm_img.dilate_erode(bin_img, kernel_shape=(3, 3), - iterations=iterations) + bin_img = phm_img.dilate_erode(bin_img, kernel_shape=(3, 3), iterations=iterations) return bin_img def binarize(raw_images): - # Compute the mean image of the side view image - mean_img = phm_img.mean_image(raw_images['side'].values()) + mean_img = phm_img.mean_image(raw_images["side"].values()) routine_binarization = { - 'side': lambda im: routine_side_binarization(im, mean_img), - 'top': lambda im: routine_top_binarization(im)} + "side": lambda im: routine_side_binarization(im, mean_img), + "top": lambda im: routine_top_binarization(im), + } bin_images = collections.defaultdict(dict) for id_camera in raw_images: for angle in raw_images[id_camera]: bin_images[id_camera][angle] = routine_binarization[id_camera]( - raw_images[id_camera][angle]) + raw_images[id_camera][angle] + ) return bin_images @@ -155,14 +154,15 @@ def show_images(images, id_camera="side", angles="[0, 30, 60]"): # ROUTINE MVR # ============================================================================== + def routine_select_ref_angle(bin_side_images): max_len = 0 max_angle = None for angle in bin_side_images: - x_pos, y_pos, x_len, y_len = cv2.boundingRect( - cv2.findNonZero(bin_side_images[angle])) + cv2.findNonZero(bin_side_images[angle]) + ) if x_len > max_len: max_len = x_len @@ -172,19 +172,17 @@ def routine_select_ref_angle(bin_side_images): def get_side_image_projection_list(bin_images, calibrations): - side_image_projection = list() id_camera = "side" for angle in bin_images["side"]: - projection = calibrations[id_camera].get_projection(angle) - image = bin_images[id_camera][angle] - side_image_projection.append((image, projection)) + projection = calibrations[id_camera].get_projection(angle) + image = bin_images[id_camera][angle] + side_image_projection.append((image, projection)) return side_image_projection def get_image_views(bin_images, calibrations, with_ref_view=True): - refs_angle_list = list() if with_ref_view: refs_angle_list = [routine_select_ref_angle(bin_images["side"])] @@ -202,37 +200,44 @@ def get_image_views(bin_images, calibrations, with_ref_view=True): if id_camera == "top": inclusive = True - image_views.append(phm_obj.ImageView( - bin_images[id_camera][angle], - projection, - inclusive=inclusive, - image_ref=image_ref)) + image_views.append( + phm_obj.ImageView( + bin_images[id_camera][angle], + projection, + inclusive=inclusive, + image_ref=image_ref, + ) + ) return image_views + # ============================================================================== # ROUTINE MVR # ============================================================================== -def show_mesh(vertices_faces, - color=(0.1, 0.8, 0.1), - colors=None, - windows_size=(600, 800), - screenshot_filename=None, - screenshot_magnification=10, - record_filename=None, - record_quality=2, - record_rate=25): - +def show_mesh( + vertices_faces, + color=(0.1, 0.8, 0.1), + colors=None, + windows_size=(600, 800), + screenshot_filename=None, + screenshot_magnification=10, + record_filename=None, + record_quality=2, + record_rate=25, +): vertices, faces = vertices_faces - phm_display.show_mesh(vertices, - faces, - color=color, - colors=colors, - windows_size=windows_size, - screenshot_filename=screenshot_filename, - screenshot_magnification=screenshot_magnification, - record_filename=record_filename, - record_quality=record_quality, - record_rate=record_rate) + phm_display.show_mesh( + vertices, + faces, + color=color, + colors=colors, + windows_size=windows_size, + screenshot_filename=screenshot_filename, + screenshot_magnification=screenshot_magnification, + record_filename=record_filename, + record_quality=record_quality, + record_rate=record_rate, + ) diff --git a/src/openalea/phenomenal_wralea/segmentation/__wralea__.py b/src/openalea/phenomenal_wralea/segmentation/__wralea__.py index 15ff8077..313f51de 100644 --- a/src/openalea/phenomenal_wralea/segmentation/__wralea__.py +++ b/src/openalea/phenomenal_wralea/segmentation/__wralea__.py @@ -1,768 +1,767 @@ - # This file has been generated at Thu Sep 06 11:38:35 2018 from openalea.core import * -__name__ = 'openalea.phenomenal.segmentation' +__name__ = "openalea.phenomenal.segmentation" __editable__ = True -__version__ = '1.6.0' -__license__ = 'CeCILL-C' -__authors__ = 'Simon Artzet et al.' - - -__all__ = ['openalea_phenomenal_segmentation_intercept_points_from_src_point_with_plane_equation', 'openalea_phenomenal_segmentation_connected_voxel_with_point', 'openalea_phenomenal_segmentation_compute_plane_equation', 'openalea_phenomenal_segmentation_stem_detection', 'openalea_phenomenal_segmentation_unit_vector', 'openalea_phenomenal_segmentation_get_highest_segment', 'openalea_phenomenal_segmentation_VoxelOrgan', 'openalea_phenomenal_segmentation_max_distance_in_points', 'openalea_phenomenal_segmentation_compute_insertion_angle', 'openalea_phenomenal_segmentation_connected_points_with_point', 'openalea_phenomenal_segmentation_maize_mature_leaf_analysis', 'openalea_phenomenal_segmentation_skeletonize', 'openalea_phenomenal_segmentation_find_base_stem_position', 'openalea_phenomenal_segmentation_maize_segmentation', 'openalea_phenomenal_segmentation_project_voxel_centers_on_image', 'openalea_phenomenal_segmentation_orientation_vector_of_point_in_polyline', 'openalea_phenomenal_segmentation_organ_analysis', 'openalea_phenomenal_segmentation_create_graph', 'openalea_phenomenal_segmentation_compute_fitted_width', 'openalea_phenomenal_segmentation_intercept_points_with_ball', 'openalea_phenomenal_segmentation_VoxelSegment', 'openalea_phenomenal_segmentation_compute_length_organ', 'openalea_phenomenal_segmentation_angle_between', 'openalea_phenomenal_segmentation_connect_all_node_with_nearest_neighbors', 'openalea_phenomenal_segmentation_maize_stem_analysis', 'openalea_phenomenal_segmentation_compute_azimuth_vector_mean_organ', 'openalea_phenomenal_segmentation_VoxelSegmentation', 'openalea_phenomenal_segmentation_get_nodes_radius', 'openalea_phenomenal_segmentation_intercept_points_along_path_with_planes', 'openalea_phenomenal_segmentation_intercept_points_along_polyline_with_ball', 'openalea_phenomenal_segmentation_compute_width_organ', 'openalea_phenomenal_segmentation_maize_growing_leaf_analysis', 'openalea_phenomenal_segmentation_compute_all_shorted_path', 'openalea_phenomenal_segmentation_max_distance_from_point_to_points', 'openalea_phenomenal_segmentation_VoxelGrid', 'openalea_phenomenal_segmentation_get_max_distance', 'openalea_phenomenal_segmentation_Image3D', 'openalea_phenomenal_segmentation_kept_biggest_connected_component', 'openalea_phenomenal_segmentation_maize_stem_peak_detection', 'openalea_phenomenal_segmentation_maize_growing_leaf_analysis_real_length', 'openalea_phenomenal_segmentation_remove_internal', 'openalea_phenomenal_segmentation_maize_analysis', 'openalea_phenomenal_segmentation_segment_reduction', 'openalea_phenomenal_segmentation_smooth', 'openalea_phenomenal_segmentation_labeling_connected_component', 'openalea_phenomenal_segmentation_compute_curvilinear_abscissa', 'openalea_phenomenal_segmentation_graph_from_voxel_grid', 'openalea_phenomenal_segmentation_peak_detection', 'openalea_phenomenal_segmentation_VoxelSkeleton', 'openalea_phenomenal_segmentation_skeletonize_thinning'] - - - -openalea_phenomenal_segmentation_intercept_points_from_src_point_with_plane_equation = Factory(name='intercept_points_from_src_point_with_plane_equation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='intercept_points_from_src_point_with_plane_equation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_connected_voxel_with_point = Factory(name='connected_voxel_with_point', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='connected_voxel_with_point', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_plane_equation = Factory(name='compute_plane_equation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_plane_equation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_stem_detection = Factory(name='stem_detection', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='stem_detection', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_unit_vector = Factory(name='unit_vector', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='unit_vector', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_get_highest_segment = Factory(name='get_highest_segment', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='get_highest_segment', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_VoxelOrgan = Factory(name='VoxelOrgan', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='VoxelOrgan', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_max_distance_in_points = Factory(name='max_distance_in_points', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='max_distance_in_points', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_insertion_angle = Factory(name='compute_insertion_angle', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_insertion_angle', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_connected_points_with_point = Factory(name='connected_points_with_point', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='connected_points_with_point', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_maize_mature_leaf_analysis = Factory(name='maize_mature_leaf_analysis', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='maize_mature_leaf_analysis', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_skeletonize = Factory(name='skeletonize', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='skeletonize', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_find_base_stem_position = Factory(name='find_base_stem_position', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='find_base_stem_position', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_maize_segmentation = Factory(name='maize_segmentation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='maize_segmentation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_project_voxel_centers_on_image = Factory(name='project_voxel_centers_on_image', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='project_voxel_centers_on_image', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_orientation_vector_of_point_in_polyline = Factory(name='orientation_vector_of_point_in_polyline', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='orientation_vector_of_point_in_polyline', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_organ_analysis = Factory(name='organ_analysis', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='organ_analysis', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_create_graph = Factory(name='create_graph', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='create_graph', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_fitted_width = Factory(name='compute_fitted_width', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_fitted_width', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_intercept_points_with_ball = Factory(name='intercept_points_with_ball', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='intercept_points_with_ball', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_VoxelSegment = Factory(name='VoxelSegment', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='VoxelSegment', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_length_organ = Factory(name='compute_length_organ', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_length_organ', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_angle_between = Factory(name='angle_between', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='angle_between', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_connect_all_node_with_nearest_neighbors = Factory(name='connect_all_node_with_nearest_neighbors', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='connect_all_node_with_nearest_neighbors', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_maize_stem_analysis = Factory(name='maize_stem_analysis', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='maize_stem_analysis', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_azimuth_vector_mean_organ = Factory(name='compute_azimuth_vector_mean_organ', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_azimuth_vector_mean_organ', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_VoxelSegmentation = Factory(name='VoxelSegmentation', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='VoxelSegmentation', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_get_nodes_radius = Factory(name='get_nodes_radius', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='get_nodes_radius', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_intercept_points_along_path_with_planes = Factory(name='intercept_points_along_path_with_planes', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='intercept_points_along_path_with_planes', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_intercept_points_along_polyline_with_ball = Factory(name='intercept_points_along_polyline_with_ball', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='intercept_points_along_polyline_with_ball', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_width_organ = Factory(name='compute_width_organ', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_width_organ', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_maize_growing_leaf_analysis = Factory(name='maize_growing_leaf_analysis', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='maize_growing_leaf_analysis', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_all_shorted_path = Factory(name='compute_all_shorted_path', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_all_shorted_path', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_max_distance_from_point_to_points = Factory(name='max_distance_from_point_to_points', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='max_distance_from_point_to_points', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_VoxelGrid = Factory(name='VoxelGrid', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='VoxelGrid', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_get_max_distance = Factory(name='get_max_distance', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='get_max_distance', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_Image3D = Factory(name='Image3D', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='Image3D', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_kept_biggest_connected_component = Factory(name='kept_biggest_connected_component', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='kept_biggest_connected_component', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_maize_stem_peak_detection = Factory(name='maize_stem_peak_detection', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='maize_stem_peak_detection', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_maize_growing_leaf_analysis_real_length = Factory(name='maize_growing_leaf_analysis_real_length', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='maize_growing_leaf_analysis_real_length', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_remove_internal = Factory(name='remove_internal', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='remove_internal', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_maize_analysis = Factory(name='maize_analysis', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='maize_analysis', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_segment_reduction = Factory(name='segment_reduction', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='segment_reduction', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_smooth = Factory(name='smooth', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='smooth', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_labeling_connected_component = Factory(name='labeling_connected_component', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='labeling_connected_component', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_compute_curvilinear_abscissa = Factory(name='compute_curvilinear_abscissa', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='compute_curvilinear_abscissa', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_graph_from_voxel_grid = Factory(name='graph_from_voxel_grid', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='graph_from_voxel_grid', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_peak_detection = Factory(name='peak_detection', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='peak_detection', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_VoxelSkeleton = Factory(name='VoxelSkeleton', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='VoxelSkeleton', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - -openalea_phenomenal_segmentation_skeletonize_thinning = Factory(name='skeletonize_thinning', - authors='Simon Artzet et al. (wralea authors)', - description='', - category='openalea.phenomenal.segmentation', - nodemodule='openalea.phenomenal.segmentation', - nodeclass='skeletonize_thinning', - inputs=None, - outputs=None, - widgetmodule=None, - widgetclass=None, - ) - - - - +__version__ = "1.6.0" +__license__ = "CeCILL-C" +__authors__ = "Simon Artzet et al." + + +__all__ = [ + "openalea_phenomenal_segmentation_intercept_points_from_src_point_with_plane_equation", + "openalea_phenomenal_segmentation_connected_voxel_with_point", + "openalea_phenomenal_segmentation_compute_plane_equation", + "openalea_phenomenal_segmentation_stem_detection", + "openalea_phenomenal_segmentation_unit_vector", + "openalea_phenomenal_segmentation_get_highest_segment", + "openalea_phenomenal_segmentation_VoxelOrgan", + "openalea_phenomenal_segmentation_max_distance_in_points", + "openalea_phenomenal_segmentation_compute_insertion_angle", + "openalea_phenomenal_segmentation_connected_points_with_point", + "openalea_phenomenal_segmentation_maize_mature_leaf_analysis", + "openalea_phenomenal_segmentation_skeletonize", + "openalea_phenomenal_segmentation_find_base_stem_position", + "openalea_phenomenal_segmentation_maize_segmentation", + "openalea_phenomenal_segmentation_project_voxel_centers_on_image", + "openalea_phenomenal_segmentation_orientation_vector_of_point_in_polyline", + "openalea_phenomenal_segmentation_organ_analysis", + "openalea_phenomenal_segmentation_create_graph", + "openalea_phenomenal_segmentation_compute_fitted_width", + "openalea_phenomenal_segmentation_intercept_points_with_ball", + "openalea_phenomenal_segmentation_VoxelSegment", + "openalea_phenomenal_segmentation_compute_length_organ", + "openalea_phenomenal_segmentation_angle_between", + "openalea_phenomenal_segmentation_connect_all_node_with_nearest_neighbors", + "openalea_phenomenal_segmentation_maize_stem_analysis", + "openalea_phenomenal_segmentation_compute_azimuth_vector_mean_organ", + "openalea_phenomenal_segmentation_VoxelSegmentation", + "openalea_phenomenal_segmentation_get_nodes_radius", + "openalea_phenomenal_segmentation_intercept_points_along_path_with_planes", + "openalea_phenomenal_segmentation_intercept_points_along_polyline_with_ball", + "openalea_phenomenal_segmentation_compute_width_organ", + "openalea_phenomenal_segmentation_maize_growing_leaf_analysis", + "openalea_phenomenal_segmentation_compute_all_shorted_path", + "openalea_phenomenal_segmentation_max_distance_from_point_to_points", + "openalea_phenomenal_segmentation_VoxelGrid", + "openalea_phenomenal_segmentation_get_max_distance", + "openalea_phenomenal_segmentation_Image3D", + "openalea_phenomenal_segmentation_kept_biggest_connected_component", + "openalea_phenomenal_segmentation_maize_stem_peak_detection", + "openalea_phenomenal_segmentation_maize_growing_leaf_analysis_real_length", + "openalea_phenomenal_segmentation_remove_internal", + "openalea_phenomenal_segmentation_maize_analysis", + "openalea_phenomenal_segmentation_segment_reduction", + "openalea_phenomenal_segmentation_smooth", + "openalea_phenomenal_segmentation_labeling_connected_component", + "openalea_phenomenal_segmentation_compute_curvilinear_abscissa", + "openalea_phenomenal_segmentation_graph_from_voxel_grid", + "openalea_phenomenal_segmentation_peak_detection", + "openalea_phenomenal_segmentation_VoxelSkeleton", + "openalea_phenomenal_segmentation_skeletonize_thinning", +] + + +openalea_phenomenal_segmentation_intercept_points_from_src_point_with_plane_equation = ( + Factory( + name="intercept_points_from_src_point_with_plane_equation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="intercept_points_from_src_point_with_plane_equation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, + ) +) + + +openalea_phenomenal_segmentation_connected_voxel_with_point = Factory( + name="connected_voxel_with_point", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="connected_voxel_with_point", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_plane_equation = Factory( + name="compute_plane_equation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_plane_equation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_stem_detection = Factory( + name="stem_detection", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="stem_detection", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_unit_vector = Factory( + name="unit_vector", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="unit_vector", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_get_highest_segment = Factory( + name="get_highest_segment", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="get_highest_segment", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_VoxelOrgan = Factory( + name="VoxelOrgan", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="VoxelOrgan", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_max_distance_in_points = Factory( + name="max_distance_in_points", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="max_distance_in_points", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_insertion_angle = Factory( + name="compute_insertion_angle", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_insertion_angle", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_connected_points_with_point = Factory( + name="connected_points_with_point", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="connected_points_with_point", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_maize_mature_leaf_analysis = Factory( + name="maize_mature_leaf_analysis", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="maize_mature_leaf_analysis", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_skeletonize = Factory( + name="skeletonize", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="skeletonize", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_find_base_stem_position = Factory( + name="find_base_stem_position", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="find_base_stem_position", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_maize_segmentation = Factory( + name="maize_segmentation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="maize_segmentation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_project_voxel_centers_on_image = Factory( + name="project_voxel_centers_on_image", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="project_voxel_centers_on_image", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_orientation_vector_of_point_in_polyline = Factory( + name="orientation_vector_of_point_in_polyline", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="orientation_vector_of_point_in_polyline", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_organ_analysis = Factory( + name="organ_analysis", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="organ_analysis", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_create_graph = Factory( + name="create_graph", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="create_graph", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_fitted_width = Factory( + name="compute_fitted_width", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_fitted_width", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_intercept_points_with_ball = Factory( + name="intercept_points_with_ball", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="intercept_points_with_ball", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_VoxelSegment = Factory( + name="VoxelSegment", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="VoxelSegment", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_length_organ = Factory( + name="compute_length_organ", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_length_organ", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_angle_between = Factory( + name="angle_between", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="angle_between", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_connect_all_node_with_nearest_neighbors = Factory( + name="connect_all_node_with_nearest_neighbors", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="connect_all_node_with_nearest_neighbors", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_maize_stem_analysis = Factory( + name="maize_stem_analysis", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="maize_stem_analysis", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_azimuth_vector_mean_organ = Factory( + name="compute_azimuth_vector_mean_organ", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_azimuth_vector_mean_organ", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_VoxelSegmentation = Factory( + name="VoxelSegmentation", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="VoxelSegmentation", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_get_nodes_radius = Factory( + name="get_nodes_radius", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="get_nodes_radius", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_intercept_points_along_path_with_planes = Factory( + name="intercept_points_along_path_with_planes", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="intercept_points_along_path_with_planes", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_intercept_points_along_polyline_with_ball = Factory( + name="intercept_points_along_polyline_with_ball", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="intercept_points_along_polyline_with_ball", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_width_organ = Factory( + name="compute_width_organ", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_width_organ", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_maize_growing_leaf_analysis = Factory( + name="maize_growing_leaf_analysis", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="maize_growing_leaf_analysis", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_all_shorted_path = Factory( + name="compute_all_shorted_path", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_all_shorted_path", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_max_distance_from_point_to_points = Factory( + name="max_distance_from_point_to_points", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="max_distance_from_point_to_points", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_VoxelGrid = Factory( + name="VoxelGrid", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="VoxelGrid", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_get_max_distance = Factory( + name="get_max_distance", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="get_max_distance", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_Image3D = Factory( + name="Image3D", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="Image3D", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_kept_biggest_connected_component = Factory( + name="kept_biggest_connected_component", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="kept_biggest_connected_component", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_maize_stem_peak_detection = Factory( + name="maize_stem_peak_detection", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="maize_stem_peak_detection", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_maize_growing_leaf_analysis_real_length = Factory( + name="maize_growing_leaf_analysis_real_length", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="maize_growing_leaf_analysis_real_length", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_remove_internal = Factory( + name="remove_internal", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="remove_internal", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_maize_analysis = Factory( + name="maize_analysis", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="maize_analysis", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_segment_reduction = Factory( + name="segment_reduction", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="segment_reduction", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_smooth = Factory( + name="smooth", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="smooth", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_labeling_connected_component = Factory( + name="labeling_connected_component", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="labeling_connected_component", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_compute_curvilinear_abscissa = Factory( + name="compute_curvilinear_abscissa", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="compute_curvilinear_abscissa", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_graph_from_voxel_grid = Factory( + name="graph_from_voxel_grid", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="graph_from_voxel_grid", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_peak_detection = Factory( + name="peak_detection", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="peak_detection", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_VoxelSkeleton = Factory( + name="VoxelSkeleton", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="VoxelSkeleton", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) + + +openalea_phenomenal_segmentation_skeletonize_thinning = Factory( + name="skeletonize_thinning", + authors="Simon Artzet et al. (wralea authors)", + description="", + category="openalea.phenomenal.segmentation", + nodemodule="openalea.phenomenal.segmentation", + nodeclass="skeletonize_thinning", + inputs=None, + outputs=None, + widgetmodule=None, + widgetclass=None, +) diff --git a/test/data/plant_1/voxels/16.npz b/test/data/plant_1/voxels/16.npz index 2e701e35..074f6c60 100644 Binary files a/test/data/plant_1/voxels/16.npz and b/test/data/plant_1/voxels/16.npz differ diff --git a/test/data/plant_1/voxels/32.npz b/test/data/plant_1/voxels/32.npz index 603dcf94..85b28a48 100644 Binary files a/test/data/plant_1/voxels/32.npz and b/test/data/plant_1/voxels/32.npz differ diff --git a/test/test_calibration/test_calibration.py b/test/test_calibration/test_calibration.py index cb33377f..9621d161 100644 --- a/test/test_calibration/test_calibration.py +++ b/test/test_calibration/test_calibration.py @@ -9,8 +9,6 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import os import numpy @@ -32,7 +30,7 @@ "_rot_x": -1.563436412611411, "_rot_y": -0.0034441048748163894, "_rot_z": -0.0013892635134205022, - "_width_image": 2056 + "_width_image": 2056, }, "top": { "_focal_length_x": 3786.9976615441783, @@ -44,8 +42,8 @@ "_rot_x": 3.140604378068007, "_rot_y": 0.0013393974482163173, "_rot_z": 0.003890406092895482, - "_width_image": 2454 - } + "_width_image": 2454, + }, }, "clockwise": True, "reference_camera": "side", @@ -56,7 +54,7 @@ "_pos_z": 289.41396894009847, "_rot_x": 1.322954720666246, "_rot_y": 0.03259785478254251, - "_rot_z": 0.8717478672441068 + "_rot_z": 0.8717478672441068, }, "target_2": { "_pos_x": -158.92264324949636, @@ -64,17 +62,19 @@ "_pos_z": 263.4924154812679, "_rot_x": 1.2812023189269341, "_rot_y": -0.045830612887471034, - "_rot_z": -2.3541476545144135 - } - } + "_rot_z": -2.3541476545144135, + }, + }, } + def test_calibration_working(): + name_dir = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" + ) - name_dir = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + phm_data.chessboards(name_dir) - chessboards = phm_data.chessboards(name_dir) def test_find_points(): pass @@ -90,19 +90,24 @@ def test_find_points(): def test_find_frame(): - pass -# image_points = {'side': [(478, 1969), (1550, 1976), (1250, 2193), (776, 2191)], -# 'top': [(473, 255), (1951, 258), (1460, 1799), (958, 1798)]} -# calib = phm_calib.Calibration.from_dict(lemnatec2) -# fr, fpts = calib.find_frame(image_points, [('x','y',0) for _ in image_points['side']], -# fixed_parameters={'_pos_x': 0, '_pos_y': 0}, -# ) -# numpy.testing.assert_almost_equal(fr._pos_z, -938.86, decimal=2) -# expected = [(-710.748065, 732.711416, 0), -# (694.650717, 736.685707, 0), -# (232.955844, -735.798007, 0), -# (-244.093682, -736.321985, 0)] -# numpy.testing.assert_allclose(fpts, expected, atol=1e-6) + image_points = { + "side": [(478, 1969), (1550, 1976), (1250, 2193), (776, 2191)], + "top": [(473, 255), (1951, 258), (1460, 1799), (958, 1798)], + } + calib = phm_calib.Calibration.from_dict(lemnatec2) + fr, fpts = calib.find_frame( + image_points, + [("x", "y", 0) for _ in image_points["side"]], + fixed_parameters={"_pos_x": 0, "_pos_y": 0}, + ) + numpy.testing.assert_almost_equal(fr._pos_z, -938.86, decimal=2) + expected = [ + (-710.748065, 732.711416, 0), + (694.650717, 736.685707, 0), + (232.955844, -735.798007, 0), + (-244.093682, -736.321985, 0), + ] + numpy.testing.assert_allclose(fpts, expected, rtol=0.01) def test_find_camera(): @@ -122,9 +127,3 @@ def test_find_camera(): # numpy.testing.assert_almost_equal(camera._pos_x, -10.49, decimal=2) # numpy.testing.assert_almost_equal(camera._pos_y, 10.07, decimal=2) # numpy.testing.assert_almost_equal(camera._focal_length_x, fx, decimal=2) - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() diff --git a/test/test_calibration/test_calibration_chess_frame.py b/test/test_calibration/test_calibration_chess_frame.py index aee7db51..6b130a2c 100644 --- a/test/test_calibration/test_calibration_chess_frame.py +++ b/test/test_calibration/test_calibration_chess_frame.py @@ -22,21 +22,19 @@ def rotation_point(x, y, z, degree): alpha = math.radians(degree) - origin = [x * math.cos(alpha) - y * math.sin(alpha), - x * math.sin(alpha) + y * math.cos(alpha), - z] + origin = [ + x * math.cos(alpha) - y * math.sin(alpha), + x * math.sin(alpha) + y * math.cos(alpha), + z, + ] return origin def compute_frame(origin, x_rotation, y_rotation, z_rotation): - - mat_rot_x = phm_calib.rotation_matrix(math.radians(x_rotation), - phm_calib.x_axis) - mat_rot_y = phm_calib.rotation_matrix(math.radians(y_rotation), - phm_calib.y_axis) - mat_rot_z = phm_calib.rotation_matrix(math.radians(z_rotation), - phm_calib.z_axis) + mat_rot_x = phm_calib.rotation_matrix(math.radians(x_rotation), phm_calib.x_axis) + mat_rot_y = phm_calib.rotation_matrix(math.radians(y_rotation), phm_calib.y_axis) + mat_rot_z = phm_calib.rotation_matrix(math.radians(z_rotation), phm_calib.z_axis) rot = phm_calib.concatenate_matrices(mat_rot_y, mat_rot_z, mat_rot_x) @@ -44,24 +42,23 @@ def compute_frame(origin, x_rotation, y_rotation, z_rotation): def test_chess_frame(): - origin = (0.0, 0.0, 0.0) origin_0 = rotation_point(100, 0, 50, 0) origin_90 = rotation_point(100, 0, 50, 90) print(origin_0) print(origin_90) - print('\n ========================== \n') + print("\n ========================== \n") pt_110_0 = rotation_point(110, 0, 50, 0) pt_110_90 = rotation_point(110, 0, 50, 90) print(pt_110_0) print(pt_110_90) - print('\n ========================== \n') + print("\n ========================== \n") f_0 = compute_frame(origin, 0.0, 0.0, 0.0) f_1 = compute_frame(origin, 270, 180.0, 90) - print('TEST') + print("TEST") print(f_0.local_point((100, 0, 0))) print(f_1.local_point((100, 0, 0))) print(f_0.local_point((0, 100, 0))) @@ -72,11 +69,10 @@ def test_chess_frame(): f_90 = compute_frame(origin_90, 0, 0, 90) f_900 = compute_frame(origin_90, 0, 0, -90) - camera_0 = compute_frame((500, 0, 0), -numpy.pi / 2., 0, 0) - camera_90 = compute_frame((0, 500, 0), -numpy.pi / 2., 0, 90) + camera_0 = compute_frame((500, 0, 0), -numpy.pi / 2.0, 0, 0) + camera_90 = compute_frame((0, 500, 0), -numpy.pi / 2.0, 0, 90) - - print('Point Local :') + print("Point Local :") print(f_0.local_point(pt_110_0)) print(f_90.local_point(pt_110_90)) print(f_900.local_point(pt_110_90)) @@ -84,7 +80,7 @@ def test_chess_frame(): print(camera_0.local_point(pt_110_0)) print(camera_90.local_point(pt_110_90)) - print('\n ========================== \n') + print("\n ========================== \n") print(f_0.global_point((10, 0, 0))) print(f_90.global_point((10, 0, 0))) @@ -92,22 +88,24 @@ def test_chess_frame(): def test_frame(): - - dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + dir_path = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" + ) c = phm_data.calibrations(dir_path)["side"] print(c._cam_pos_x, c._cam_pos_y, c._cam_pos_z) print(c._cam_rot_x, c._cam_rot_y, c._cam_rot_z) - fr_cam = c.camera_frame(c._cam_pos_x, - c._cam_pos_y, - c._cam_pos_z, - c._cam_rot_x, - c._cam_rot_y, - c._cam_rot_z, - c._cam_origin_axis) + fr_cam = c.camera_frame( + c._cam_pos_x, + c._cam_pos_y, + c._cam_pos_z, + c._cam_rot_x, + c._cam_rot_y, + c._cam_rot_z, + c._cam_origin_axis, + ) # print fr_cam.global_point((0, 0, 0)) # print fr_cam.global_point((-50, 0, -2500)) @@ -116,11 +114,13 @@ def test_frame(): print(c._cam_focal_length_x, c._cam_focal_length_y) print(c._cam_width_image / 2.0, c._cam_height_image / 2.0) - pt2d = c.pixel_coordinates(fr_cam.local_point((0, 0, 0)), - c._cam_width_image, - c._cam_height_image, - c._cam_focal_length_x, - c._cam_focal_length_y) + pt2d = c.pixel_coordinates( + fr_cam.local_point((0, 0, 0)), + c._cam_width_image, + c._cam_height_image, + c._cam_focal_length_x, + c._cam_focal_length_y, + ) print(pt2d) # print fr_cam.local_point((5000, 100, 0)) @@ -128,6 +128,6 @@ def test_frame(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_calibration/test_calibration_opencv.py b/test/test_calibration/test_calibration_opencv.py index 5a8bc810..44c22fdd 100644 --- a/test/test_calibration/test_calibration_opencv.py +++ b/test/test_calibration/test_calibration_opencv.py @@ -73,9 +73,8 @@ def test_camera_opencv_parameters(): cp.translation_vectors[10] = numpy.ones((3, 1)) cp.translation_vectors[80] = numpy.zeros((3, 1)) - cp.dump('test_camera_opencv_parameters') - new_cp = phm_calib.CalibrationCameraOpenCv.load( - 'test_camera_opencv_parameters') + cp.dump("test_camera_opencv_parameters") + new_cp = phm_calib.CalibrationCameraOpenCv.load("test_camera_opencv_parameters") assert new_cp.focal_matrix[0][0] == 42 assert new_cp.focal_matrix[1][1] == 1 @@ -93,11 +92,11 @@ def test_camera_opencv_parameters(): assert (new_cp.translation_vectors[10] == 1).all() assert (new_cp.translation_vectors[80] == 0).all() - os.remove('test_camera_opencv_parameters.json') + os.remove("test_camera_opencv_parameters.json") if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_calibration/test_calibration_projection.py b/test/test_calibration/test_calibration_projection.py index 278f4ef7..463819bc 100644 --- a/test/test_calibration/test_calibration_projection.py +++ b/test/test_calibration/test_calibration_projection.py @@ -19,8 +19,9 @@ def test_array_pixel_coordinates(): - dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + dir_path = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" + ) side_calibration = phm_data.calibrations(dir_path)["side"] pt3d = (-322.20389648, 162.67521638, -4866.89129462) @@ -29,21 +30,27 @@ def test_array_pixel_coordinates(): side_calibration._cam_width_image, side_calibration._cam_height_image, side_calibration._cam_focal_length_x, - side_calibration._cam_focal_length_y) + side_calibration._cam_focal_length_y, + ) assert pt_2d == (1337.425449561858, 1070.86217103428) - pts_3d = numpy.array([[-322.20389648, 162.67521638, -4866.89129462], - [-322.20389648, 162.67521638, -4866.89129462], - [-322.20389648, 162.67521638, -4866.89129462], - [-322.20389648, 162.67521638, -4866.89129462]]) + pts_3d = numpy.array( + [ + [-322.20389648, 162.67521638, -4866.89129462], + [-322.20389648, 162.67521638, -4866.89129462], + [-322.20389648, 162.67521638, -4866.89129462], + [-322.20389648, 162.67521638, -4866.89129462], + ] + ) pts_2d = side_calibration.pixel_coordinates( pts_3d, side_calibration._cam_width_image, side_calibration._cam_height_image, side_calibration._cam_focal_length_x, - side_calibration._cam_focal_length_y) + side_calibration._cam_focal_length_y, + ) for pt_2d in pts_2d: assert tuple(pt_2d) == (1337.425449561858, 1070.86217103428) @@ -55,16 +62,17 @@ def test_array_pixel_coordinates(): side_calibration._cam_width_image, side_calibration._cam_height_image, side_calibration._cam_focal_length_x, - side_calibration._cam_focal_length_y) + side_calibration._cam_focal_length_y, + ) for pt_2d in pts_2d: assert tuple(pt_2d) == (1337.425449561858, 1070.86217103428) def test_array_camera_frame_local_point(): - - dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + dir_path = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" + ) side_calibration = phm_data.calibrations(dir_path)["side"] camera_frame = side_calibration.get_camera_frame() @@ -74,10 +82,12 @@ def test_array_camera_frame_local_point(): assert tuple(result) == (95.38307, -4909.59993, -5763.88954) - pts_3d = [[-322.20389648, 162.67521638, -4866.89129462], - [-322.20389648, 162.67521638, -4866.89129462], - [-322.20389648, 162.67521638, -4866.89129462], - [-322.20389648, 162.67521638, -4866.89129462]] + pts_3d = [ + [-322.20389648, 162.67521638, -4866.89129462], + [-322.20389648, 162.67521638, -4866.89129462], + [-322.20389648, 162.67521638, -4866.89129462], + [-322.20389648, 162.67521638, -4866.89129462], + ] result = camera_frame.local_point(pts_3d) result = numpy.round(result.astype(float), 5) @@ -96,16 +106,16 @@ def test_array_camera_frame_local_point(): def test_projection(): angle = 0 - dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + dir_path = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" + ) side_calibration = phm_data.calibrations(dir_path)["side"] projection = side_calibration.get_projection(angle) - pts_3d = numpy.array([[-472, -472, 200], - [-472, -472, 200], - [-472, -472, 200], - [-472, -472, 200]]) + pts_3d = numpy.array( + [[-472, -472, 200], [-472, -472, 200], [-472, -472, 200], [-472, -472, 200]] + ) result = projection(pts_3d) @@ -115,6 +125,6 @@ def test_projection(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_calibration/test_calibration_tutorial.py b/test/test_calibration/test_calibration_tutorial.py index a94f5fcf..311b22bd 100644 --- a/test/test_calibration/test_calibration_tutorial.py +++ b/test/test_calibration/test_calibration_tutorial.py @@ -1,4 +1,5 @@ """Test computation used in calibration tutorial (examples/calibration)""" + import os import openalea.phenomenal.data as phm_data @@ -6,33 +7,31 @@ def test_detect_corners(): - path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + path = os.path.join(os.path.dirname(os.path.realpath(__file__)), "../data/plant_1") chessboard_images = phm_data.chessboard_images(path)[0] square_size_of_chessboard = 47 # In mm square_shape_of_chessboard = (8, 6) # (8 square x 6 square on chessboard) - chessboard = phm_calib.Chessboard(square_size_of_chessboard, - square_shape_of_chessboard) + chessboard = phm_calib.Chessboard( + square_size_of_chessboard, square_shape_of_chessboard + ) for id_camera in chessboard_images: for angle in chessboard_images[id_camera]: im = chessboard_images[id_camera][angle] - found = chessboard.detect_corners(id_camera, angle, im, - check_order=False) + found = chessboard.detect_corners(id_camera, angle, im, check_order=False) assert found - assert 'side' in chessboard.image_points - assert len(chessboard.image_points['side'][42]) == 48 + assert "side" in chessboard.image_points + assert len(chessboard.image_points["side"][42]) == 48 def test_calibrate(): - path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + path = os.path.join(os.path.dirname(os.path.realpath(__file__)), "../data/plant_1") image_points = phm_data.image_points(path) - calibrator = phm_calib.Calibrator(south_camera=('side', 90, 5500), - targets={'target_1': (45, 48), - 'target_2': (45, 48 + 180)}, - chessboards={'target_1': (47, 8, 6), - 'target_2': (47, 8, 6)}) + calibrator = phm_calib.Calibrator( + south_camera=("side", 90, 5500), + targets={"target_1": (45, 48), "target_2": (45, 48 + 180)}, + chessboards={"target_1": (47, 8, 6), "target_2": (47, 8, 6)}, + ) calibrator.load_image_points(image_points) calibration = calibrator.calibrate() - assert 'side' in calibration._cameras - assert (round(calibration.calibration_statistics['mean_error'], 2)) == 0.12 + assert "side" in calibration._cameras + assert (round(calibration.calibration_statistics["mean_error"], 2)) == 0.12 diff --git a/test/test_calibration/test_camera_calibration_frames.py b/test/test_calibration/test_camera_calibration_frames.py index 5ef2b7e4..ca2fcac4 100644 --- a/test/test_calibration/test_camera_calibration_frames.py +++ b/test/test_calibration/test_camera_calibration_frames.py @@ -10,7 +10,7 @@ # # ============================================================================== -""" Test consistency of transformations between frames for the calibration Camera +"""Test consistency of transformations between frames for the calibration Camera For these tests, we define a world frame defined by a right handed xyz frame composed of a vertical axis (z+ upward), @@ -34,7 +34,7 @@ def test_image_frame(): - """"test pixel position from point expressed in camera frame coordinates""" + """ "test pixel position from point expressed in camera frame coordinates""" w, h, fx, fy = 10, 10, 1, 1 # world origin, situated 2 * f in font of camera (altitude 2f in camera frame) w_origin = numpy.array([0, 0, 2 * fx]) @@ -54,7 +54,7 @@ def test_image_frame(): # test one point call uo, vo = CalibrationCamera.pixel_coordinates(w_origin, w, h, fx, fy) - assert (uo, vo) == (w/2, h/2) + assert (uo, vo) == (w / 2, h / 2) # test array call pts = numpy.array((w_origin, right, left, up, down)) @@ -67,16 +67,22 @@ def test_side_camera_frame(): """side camera is along world y-axis (on y-), pointing to world origin, x camera and x world being identical""" # camera frame axis coordinates expressed in world coordinates - side_camera_axes = numpy.array([[1., 0., 0.], - [0., 0., -1.], - [0., 1., 0.]]) + side_camera_axes = numpy.array([[1.0, 0.0, 0.0], [0.0, 0.0, -1.0], [0.0, 1.0, 0.0]]) # test camera axis frame c = CalibrationCamera() fx = 1 c._width_image, c._height_image, c._focal_length_x, c._aspect_ratio = 10, 10, fx, 1 - c._pos_x, c._pos_y, c._pos_z = 0, -2 * fx, 0 # side camera defines z=0 and x=0 planes - c._rot_x, c._rot_y, c._rot_z = -numpy.pi / 2, 0, 0 # make z camera axis points toward world origin + c._pos_x, c._pos_y, c._pos_z = ( + 0, + -2 * fx, + 0, + ) # side camera defines z=0 and x=0 planes + c._rot_x, c._rot_y, c._rot_z = ( + -numpy.pi / 2, + 0, + 0, + ) # make z camera axis points toward world origin f = c.get_frame() numpy.testing.assert_allclose(f._axes, side_camera_axes, atol=1e-6) @@ -103,26 +109,28 @@ def test_side_camera_frame(): pixels = p(pts) numpy.testing.assert_allclose(pixels, pix) - #test one point call + # test one point call pixel = p(pts[0]) numpy.testing.assert_allclose(pixel, pix[0]) def test_top_camera_frame(): """top camera is along world z-axis (z+), pointing to world origin, - side camera (y-) being on the bottom of the image""" + side camera (y-) being on the bottom of the image""" # camera frame axis coordinates expressed in world coordinates - top_camera_axes = numpy.array([ [1., 0., 0.], - [0., -1., 0.], - [0., 0., -1.]]) + top_camera_axes = numpy.array([[1.0, 0.0, 0.0], [0.0, -1.0, 0.0], [0.0, 0.0, -1.0]]) # test camera axis frame c = CalibrationCamera() fx = 1 c._width_image, c._height_image, c._focal_length_x, c._aspect_ratio = 10, 10, fx, 1 c._pos_x, c._pos_y, c._pos_z = 0, 0, 2 * fx # top camera is on z+ - c._rot_x, c._rot_y, c._rot_z = -numpy.pi, 0, 0 # make z camera axis points toward world origin + c._rot_x, c._rot_y, c._rot_z = ( + -numpy.pi, + 0, + 0, + ) # make z camera axis points toward world origin f = c.get_frame() numpy.testing.assert_allclose(f._axes, top_camera_axes, atol=1e-6) @@ -161,7 +169,6 @@ def test_target_frame(): f = c.get_frame() numpy.testing.assert_allclose(f._axes, target_axis, atol=1e-6) - # test positioning using rotations c = CalibrationFrame() @@ -184,4 +191,4 @@ def test_target_frame(): c._rot_x, c._rot_y, c._rot_z = numpy.pi / 2, 0, numpy.pi / 2 expected = numpy.array(((0, 1, 0), (0, 0, 1), (1, 0, 0))) f = c.get_frame() - numpy.testing.assert_allclose(f._axes, expected, atol=1e-6) \ No newline at end of file + numpy.testing.assert_allclose(f._axes, expected, atol=1e-6) diff --git a/test/test_calibration/test_chessboard.py b/test/test_calibration/test_chessboard.py index eb4ea409..422c2bf6 100644 --- a/test/test_calibration/test_chessboard.py +++ b/test/test_calibration/test_chessboard.py @@ -32,33 +32,33 @@ def test_chessboard_2(): result = chess.get_corners_local_3d(old_style=True) - assert numpy.array_equal(result[8 * 0 + 0], [0., 0., 0.]) - assert numpy.array_equal(result[8 * 0 + 1], [50., 0., 0.]) - assert numpy.array_equal(result[8 * 0 + 2], [100., 0., 0.]) - assert numpy.array_equal(result[8 * 0 + 3], [150., 0., 0.]) - assert numpy.array_equal(result[8 * 0 + 4], [200., 0., 0.]) - assert numpy.array_equal(result[8 * 0 + 5], [250., 0., 0.]) - assert numpy.array_equal(result[8 * 0 + 6], [300., 0., 0.]) - assert numpy.array_equal(result[8 * 0 + 7], [350., 0., 0.]) - - assert numpy.array_equal(result[8 * 5 + 0], [0., 250., 0.]) - assert numpy.array_equal(result[8 * 5 + 1], [50., 250., 0.]) - assert numpy.array_equal(result[8 * 5 + 2], [100., 250., 0.]) - assert numpy.array_equal(result[8 * 5 + 3], [150., 250., 0.]) - assert numpy.array_equal(result[8 * 5 + 4], [200., 250., 0.]) - assert numpy.array_equal(result[8 * 5 + 5], [250., 250., 0.]) - assert numpy.array_equal(result[8 * 5 + 6], [300., 250., 0.]) - assert numpy.array_equal(result[8 * 5 + 7], [350., 250., 0.]) + assert numpy.array_equal(result[8 * 0 + 0], [0.0, 0.0, 0.0]) + assert numpy.array_equal(result[8 * 0 + 1], [50.0, 0.0, 0.0]) + assert numpy.array_equal(result[8 * 0 + 2], [100.0, 0.0, 0.0]) + assert numpy.array_equal(result[8 * 0 + 3], [150.0, 0.0, 0.0]) + assert numpy.array_equal(result[8 * 0 + 4], [200.0, 0.0, 0.0]) + assert numpy.array_equal(result[8 * 0 + 5], [250.0, 0.0, 0.0]) + assert numpy.array_equal(result[8 * 0 + 6], [300.0, 0.0, 0.0]) + assert numpy.array_equal(result[8 * 0 + 7], [350.0, 0.0, 0.0]) + + assert numpy.array_equal(result[8 * 5 + 0], [0.0, 250.0, 0.0]) + assert numpy.array_equal(result[8 * 5 + 1], [50.0, 250.0, 0.0]) + assert numpy.array_equal(result[8 * 5 + 2], [100.0, 250.0, 0.0]) + assert numpy.array_equal(result[8 * 5 + 3], [150.0, 250.0, 0.0]) + assert numpy.array_equal(result[8 * 5 + 4], [200.0, 250.0, 0.0]) + assert numpy.array_equal(result[8 * 5 + 5], [250.0, 250.0, 0.0]) + assert numpy.array_equal(result[8 * 5 + 6], [300.0, 250.0, 0.0]) + assert numpy.array_equal(result[8 * 5 + 7], [350.0, 250.0, 0.0]) def test_chessboard_3(): - chess = phm_calib.Chessboard(50, (8, 6)) - dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") + dir_path = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" + ) images = phm_data.chessboard_images(dir_path)[0] - found = chess.detect_corners("side", 42, images['side'][42], check_order=False) + found = chess.detect_corners("side", 42, images["side"][42], check_order=False) if found: corners = chess.get_corners_2d("side")[42] @@ -72,6 +72,6 @@ def test_chessboard_3(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_calibration/test_transformation.py b/test/test_calibration/test_transformation.py index b434e1f2..311b7074 100644 --- a/test/test_calibration/test_transformation.py +++ b/test/test_calibration/test_transformation.py @@ -8,7 +8,7 @@ def test_reflection_matrix(): v0 = numpy.random.random(4) - 0.5 - v0[3] = 1. + v0[3] = 1.0 v1 = numpy.random.random(3) - 0.5 R = tr.reflection_matrix(v0, v1) numpy.allclose(2, numpy.trace(R)) @@ -44,10 +44,9 @@ def test_rotation_matrix(): R1 = tr.rotation_matrix(-angle, -direc, point) tr.is_same_transform(R0, R1) - I = numpy.identity(4, numpy.float64) - numpy.allclose(I, tr.rotation_matrix(math.pi * 2, direc)) - numpy.allclose(2, - numpy.trace(tr.rotation_matrix(math.pi / 2, direc, point))) + ID = numpy.identity(4, numpy.float64) + numpy.allclose(ID, tr.rotation_matrix(math.pi * 2, direc)) + numpy.allclose(2, numpy.trace(tr.rotation_matrix(math.pi / 2, direc, point))) def test_projection_matrix(): @@ -59,7 +58,7 @@ def test_projection_matrix(): direct = numpy.random.random(3) - 0.5 persp = numpy.random.random(3) - 0.5 P0 = tr.projection_matrix(point, normal) - P1 = tr.projection_matrix(point, normal, direction=direct) + _ = tr.projection_matrix(point, normal, direction=direct) P2 = tr.projection_matrix(point, normal, perspective=persp) P3 = tr.projection_matrix(point, normal, perspective=persp, pseudo=True) tr.is_same_transform(P2, numpy.dot(P0, P3)) @@ -110,11 +109,11 @@ def test_compose_matrix(): def test_orthogonalization_matrix(): - O = tr.orthogonalization_matrix([10, 10, 10], [90, 90, 90]) - numpy.allclose(O[:3, :3], numpy.identity(3, float) * 10) + orth = tr.orthogonalization_matrix([10, 10, 10], [90, 90, 90]) + numpy.allclose(orth[:3, :3], numpy.identity(3, float) * 10) - O = tr.orthogonalization_matrix([9.8, 12.0, 15.5], [87.2, 80.7, 69.7]) - numpy.allclose(numpy.sum(O), 43.063229) + orth = tr.orthogonalization_matrix([9.8, 12.0, 15.5], [87.2, 80.7, 69.7]) + numpy.allclose(numpy.sum(orth), 43.063229) def test_affine_matrix_from_points(): @@ -139,7 +138,7 @@ def test_euler_from_quaternion(): def test_quaternion_from_euler(): - q = tr.quaternion_from_euler(1, 2, 3, 'ryxz') + q = tr.quaternion_from_euler(1, 2, 3, "ryxz") numpy.allclose(q, [0.435953, 0.310622, -0.718287, 0.444435]) diff --git a/test/test_display/test_display_image.py b/test/test_display/test_display_image.py new file mode 100644 index 00000000..488a0407 --- /dev/null +++ b/test/test_display/test_display_image.py @@ -0,0 +1,15 @@ +import os +import cv2 +import pytest + +import openalea.phenomenal.display as phm_display + +dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), "../data") + +@pytest.mark.skip() +def test_display_image(): + img = cv2.imread(os.path.join(dir_path, "plant_1", "bin", "side", "0.png")) + img_col = cv2.imread(os.path.join(dir_path, "plant_1", "raw", "side", "0.jpg")) + phm_display.show_image(img) + phm_display.show_image(img_col) + phm_display.show_images([img, img_col]) diff --git a/test/test_display/test_display_scene.py b/test/test_display/test_display_scene.py new file mode 100644 index 00000000..50794339 --- /dev/null +++ b/test/test_display/test_display_scene.py @@ -0,0 +1,45 @@ +import pytest + +import openalea.phenomenal.display as phm_display + + +@pytest.mark.skip() +def test_display_scene_text(): + sc = phm_display.Scene() + sc.add_actor_from_text(text="Test") + actor = sc.get_actor_from_text(text="Test") + sc.add_actor(actor) + + +@pytest.mark.skip() +def test_display_scene_plane(): + sc = phm_display.Scene() + sc.add_actor_from_plane(center=(1, 1, 1), normal=(0, 0, 1)) + + +@pytest.mark.skip() +def test_display_scene_ball(): + sc = phm_display.Scene() + sc.add_actor_from_ball_position(position=(1, 1, 1)) + + + +@pytest.mark.skip() +def test_display_scene_arrow(): + sc = phm_display.Scene() + sc.add_actor_from_arrow_vector(start_point=(0, 0, 0), end_point=(1, 0, 1)) + + +@pytest.mark.skip() +def test_display_scene_voxels(): + sc = phm_display.Scene() + voxels_positions = ((0, 0, 0), (0, 1, 0), (0, 0, 1), (1, 1, 1)) + sc.add_actor_from_voxels(voxels_position=voxels_positions, voxels_size=4) + + +@pytest.mark.skip() +def test_display_scene_vertices_faces(): + sc = phm_display.Scene() + vertices = ((0, 0, 0), (0, 1, 0), (0, 0, 1), (1, 1, 1)) + faces = ((0, 1, 2),) + sc.add_actor_from_vertices_faces(vertices=vertices, faces=faces) diff --git a/test/test_image/test_formats.py b/test/test_image/test_formats.py index bdac34a9..e13f7ef8 100644 --- a/test/test_image/test_formats.py +++ b/test/test_image/test_formats.py @@ -20,7 +20,6 @@ def test_1(): - im1 = numpy.zeros((400, 400)) im1[10:-10, 10:-10] = 255 @@ -35,6 +34,6 @@ def test_1(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_image/test_morphology.py b/test/test_image/test_morphology.py index f76c70b2..2398bc21 100644 --- a/test/test_image/test_morphology.py +++ b/test/test_image/test_morphology.py @@ -21,52 +21,48 @@ def test_close_wrong_parameters_1(): try: phm_img.close(None) except Exception as e: - assert str(e) == 'image must be a numpy.ndarray' + assert str(e) == "image must be a numpy.ndarray" assert isinstance(e, TypeError) else: assert False def test_close_wrong_parameters_2(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) try: phm_img.close(image) except Exception as e: - assert str(e) == 'image must be 2D array' + assert str(e) == "image must be 2D array" assert isinstance(e, ValueError) else: assert False def test_close_wrong_parameters_3(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mask = 42 try: phm_img.close(image, mask=mask) except Exception as e: - assert str(e) == 'mask must be a numpy.ndarray' + assert str(e) == "mask must be a numpy.ndarray" assert isinstance(e, TypeError) else: assert False def test_close_wrong_parameters_4(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mask = numpy.zeros((25, 25, 3), dtype=numpy.uint8) try: phm_img.close(image, mask=mask) except Exception as e: - assert str(e) == 'mask must be 2D array' + assert str(e) == "mask must be 2D array" assert isinstance(e, ValueError) else: assert False def test_close_1(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mask = numpy.zeros((25, 25), dtype=numpy.uint8) @@ -84,6 +80,7 @@ def test_close_2(): assert isinstance(image_cleaning, numpy.ndarray) assert image_cleaning.ndim == 2 + # ============================================================================== # MORPHOLOGY DILATE_ERODE TEST # ============================================================================== @@ -148,6 +145,7 @@ def test_dilate_erode_2(): assert isinstance(image_cleaning, numpy.ndarray) assert image_cleaning.ndim == 2 + # ============================================================================== # MORPHOLOGY ERODE_DILATE TEST # ============================================================================== @@ -163,7 +161,6 @@ def test_erode_dilate_wrong_parameters_1(): def test_erode_dilate_wrong_parameters_2(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) try: phm_img.erode_dilate(image) @@ -174,7 +171,6 @@ def test_erode_dilate_wrong_parameters_2(): def test_erode_dilate_wrong_parameters_3(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mask = 42 try: @@ -186,7 +182,6 @@ def test_erode_dilate_wrong_parameters_3(): def test_erode_dilate_wrong_parameters_4(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mask = numpy.zeros((25, 25, 3), dtype=numpy.uint8) try: @@ -198,7 +193,6 @@ def test_erode_dilate_wrong_parameters_4(): def test_erode_dilate_1(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mask = numpy.zeros((25, 25), dtype=numpy.uint8) @@ -219,6 +213,6 @@ def test_erode_dilate_2(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_image/test_routines.py b/test/test_image/test_routines.py index 13446b8e..29bfac18 100644 --- a/test/test_image/test_routines.py +++ b/test/test_image/test_routines.py @@ -124,6 +124,6 @@ def test_mean_image_3(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_image/test_skeletonize.py b/test/test_image/test_skeletonize.py index 45140996..81bb0b2c 100644 --- a/test/test_image/test_skeletonize.py +++ b/test/test_image/test_skeletonize.py @@ -32,6 +32,6 @@ def test_skeletonize_thinning(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_image/test_threshold.py b/test/test_image/test_threshold.py index 6fe8c24d..03a31786 100644 --- a/test/test_image/test_threshold.py +++ b/test/test_image/test_threshold.py @@ -19,7 +19,6 @@ def test_threshold_hsv_wrong_parameters_1(): - image = None hsv_min = (42, 75, 28) hsv_max = (80, 250, 134) @@ -34,7 +33,6 @@ def test_threshold_hsv_wrong_parameters_1(): def test_threshold_hsv_wrong_parameters_2(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) hsv_min = (42, 75, 28) hsv_max = (80, 250, 134) @@ -49,7 +47,6 @@ def test_threshold_hsv_wrong_parameters_2(): def test_threshold_hsv_wrong_parameters_3(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = None hsv_max = (80, 250, 134) @@ -64,7 +61,6 @@ def test_threshold_hsv_wrong_parameters_3(): def test_threshold_hsv_wrong_parameters_4(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (80, 250, 1, 1) hsv_max = (80, 250, 134) @@ -79,7 +75,6 @@ def test_threshold_hsv_wrong_parameters_4(): def test_threshold_hsv_wrong_parameters_5(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (80.6, 250.0, 56.9) hsv_max = (80, 250, 134) @@ -94,7 +89,6 @@ def test_threshold_hsv_wrong_parameters_5(): def test_threshold_hsv_wrong_parameters_6(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (42, 75, 28) hsv_max = None @@ -109,7 +103,6 @@ def test_threshold_hsv_wrong_parameters_6(): def test_threshold_hsv_wrong_parameters_7(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (42, 75, 28) hsv_max = (80, 250) @@ -124,7 +117,6 @@ def test_threshold_hsv_wrong_parameters_7(): def test_threshold_hsv_wrong_parameters_8(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (42, 75, 28) hsv_max = (80, 250, 134.2) @@ -139,7 +131,6 @@ def test_threshold_hsv_wrong_parameters_8(): def test_threshold_hsv_wrong_parameters_9(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (42, 75, 28) hsv_max = (80, 250, 134) @@ -154,7 +145,6 @@ def test_threshold_hsv_wrong_parameters_9(): def test_threshold_hsv_wrong_parameters_10(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (42, 75, 28) hsv_max = (80, 250, 134) @@ -183,7 +173,6 @@ def test_threshold_hsv_wrong_parameters_13(): def test_threshold_hsv_1(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) hsv_min = (42, 75, 28) hsv_max = (80, 250, 134) @@ -203,7 +192,7 @@ def test_threshold_meanshift_wrong_parameters_1(): try: phm_img.threshold_meanshift(None, mean_image) except Exception as e: - assert str(e) == 'image should be a numpy.ndarray' + assert str(e) == "image should be a numpy.ndarray" assert isinstance(e, TypeError) else: assert False @@ -214,49 +203,46 @@ def test_threshold_meanshift_wrong_parameters_2(): try: phm_img.threshold_meanshift(image, None) except Exception as e: - assert str(e) == 'mean should be a numpy.ndarray' + assert str(e) == "mean should be a numpy.ndarray" assert isinstance(e, TypeError) else: assert False def test_threshold_meanshift_wrong_parameters_3(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mean_image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) try: phm_img.threshold_meanshift(image, mean_image) except Exception as e: - assert str(e) == 'image should be 3D array' + assert str(e) == "image should be 3D array" assert isinstance(e, ValueError) else: assert False def test_threshold_meanshift_wrong_parameters_4(): - image = numpy.zeros((25, 25), dtype=numpy.uint8) mean_im = numpy.zeros((25, 25, 3), dtype=numpy.uint8) try: phm_img.threshold_meanshift(image, mean_im) except Exception as e: - assert str(e) == 'image should be 3D array' + assert str(e) == "image should be 3D array" assert isinstance(e, ValueError) else: assert False def test_threshold_meanshift_wrong_parameters_5(): - image = numpy.zeros((25, 25, 3), dtype=numpy.uint8) mean_im = numpy.zeros((25, 25), dtype=numpy.uint8) try: phm_img.threshold_meanshift(image, mean_im) except Exception as e: - assert str(e) == 'mean should be 3D array' + assert str(e) == "mean should be 3D array" assert isinstance(e, ValueError) else: assert False @@ -269,7 +255,7 @@ def test_threshold_meanshift_wrong_parameters_6(): try: phm_img.threshold_meanshift(image, mean_im) except Exception as e: - assert str(e) == 'image and mean must have equal sizes' + assert str(e) == "image and mean must have equal sizes" assert isinstance(e, ValueError) else: assert False @@ -282,7 +268,7 @@ def test_threshold_meanshift_wrong_parameters_7(): try: phm_img.threshold_meanshift(image, mean_im) except Exception as e: - assert str(e) == 'mean should be 3D array' + assert str(e) == "mean should be 3D array" assert isinstance(e, ValueError) else: assert False @@ -352,7 +338,6 @@ def test_threshold_meanshift_wrong_parameters_12(): def test_threshold_meanshift_1(): - im1 = numpy.zeros((25, 25, 3), numpy.uint8) im2 = numpy.zeros((25, 25, 3), numpy.uint8) @@ -395,6 +380,7 @@ def test_threshold_meanshift_4(): bin_img = phm_img.threshold_meanshift(im1, mean_im, mask=mask, reverse=True) assert bin_img.shape == (25, 25) + def test_threshold_meanshift_enhance(): im1 = numpy.zeros((25, 25, 3), numpy.uint8) im2 = numpy.zeros((25, 25, 3), numpy.uint8) @@ -405,8 +391,9 @@ def test_threshold_meanshift_enhance(): bin_img = phm_img.threshold_meanshift_enhance(im1, mean_im, mask=mask) assert bin_img.shape == (25, 25) + if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_mesh/test_algorithms.py b/test/test_mesh/test_algorithms.py index 9a3fa57b..fd616041 100644 --- a/test/test_mesh/test_algorithms.py +++ b/test/test_mesh/test_algorithms.py @@ -9,22 +9,25 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import os import openalea.phenomenal.data as phm_data import openalea.phenomenal.object as phm_obj import openalea.phenomenal.mesh as phm_mesh +from openalea.phenomenal.mesh import ( + voxel_grid_to_vtk_poly_data, + from_voxel_centers_to_vtk_image_data, +) + + # ============================================================================== def test_mesh_error_1(): - voxels_size = 8 voxels_position = list() try: - image_3d = phm_obj.VoxelGrid(voxels_position, voxels_size).to_image_3d() + _ = phm_obj.VoxelGrid(voxels_position, voxels_size).to_image_3d() except Exception as e: assert isinstance(e, ValueError) @@ -39,7 +42,7 @@ def test_mesh_error_2(): try: image_3d = phm_obj.VoxelGrid(voxels_position, voxels_size).to_image_3d() - vertices, faces = phm_mesh.meshing(image_3d) + _, _ = phm_mesh.meshing(image_3d) except Exception as e: assert isinstance(e, ValueError) @@ -48,58 +51,47 @@ def test_mesh_error_2(): def test_meshing(): - plant_number = 1 voxels_size = 16 - dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data") + dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), "../data") print(dir_path) - voxel_grid = phm_data.voxel_grid(dir_path, - plant_number=plant_number, - voxels_size=voxels_size) + voxel_grid = phm_data.voxel_grid( + dir_path, plant_number=plant_number, voxels_size=voxels_size + ) image_3d = voxel_grid.to_image_3d() - vertices, faces = phm_mesh.meshing(image_3d, - smoothing_iteration=2, - reduction=0.95, - verbose=True) + vertices, faces = phm_mesh.meshing( + image_3d, smoothing_iteration=2, reduction=0.95, verbose=True + ) assert 100 <= len(vertices) <= 500, len(vertices) assert 200 <= len(faces) <= 1000, len(faces) poly_data = phm_mesh.from_vertices_faces_to_vtk_poly_data(vertices, faces) + poly_data2 = voxel_grid_to_vtk_poly_data(voxel_grid) + assert (0.05 * poly_data2.GetNumberOfVerts()) == poly_data.GetNumberOfVerts() vtk_image_data = phm_mesh.voxelization(poly_data, voxels_size=voxels_size) - voxels_position = phm_mesh.from_vtk_image_data_to_voxels_center( - vtk_image_data) + voxels_position = phm_mesh.from_vtk_image_data_to_voxels_center(vtk_image_data) + image_data, (_, _, _) = from_voxel_centers_to_vtk_image_data( + voxels_position, voxels_size + ) assert len(voxels_position) >= 1000 def test_format(): - - vertices = [[0, 0, 0], - [1, 1, 1], - [2, 2, 2]] + vertices = [[0, 0, 0], [1, 1, 1], [2, 2, 2]] faces = [[0, 1, 2]] filename = "test.ply" - phm_mesh.write_vertices_faces_to_ply_file(filename, - vertices, - faces) + phm_mesh.write_vertices_faces_to_ply_file(filename, vertices, faces) vertices, faces, color = phm_mesh.read_ply_to_vertices_faces(filename) os.remove(filename) print(type(color)) - - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name).upper()) - eval(func_name)() diff --git a/test/test_mesh/test_routines_mesh.py b/test/test_mesh/test_routines_mesh.py new file mode 100644 index 00000000..ab0dddb3 --- /dev/null +++ b/test/test_mesh/test_routines_mesh.py @@ -0,0 +1,39 @@ +# -*- python -*- +# +# Copyright INRIA - CIRAD - INRA +# +# Distributed under the Cecill-C License. +# See accompanying file LICENSE.txt or copy at +# http://www.cecill.info/licences/Licence_CeCILL-C_V1-en.html +# +# OpenAlea WebSite : http://openalea.gforge.inria.fr +# +# ============================================================================== +import os + +import openalea.phenomenal.data as phm_data +import openalea.phenomenal.mesh as phm_mesh + +# ============================================================================== + + +def test_normals_centers(): + plant_number = 1 + voxels_size = 16 + + dir_path = os.path.join(os.path.dirname(os.path.realpath(__file__)), "../data") + print(dir_path) + voxel_grid = phm_data.voxel_grid( + dir_path, plant_number=plant_number, voxels_size=voxels_size + ) + + image_3d = voxel_grid.to_image_3d() + + vertices, faces = phm_mesh.meshing( + image_3d, smoothing_iteration=2, reduction=0.95, verbose=True + ) + normals = phm_mesh.normals(vertices, faces) + centers = phm_mesh.centers(vertices, faces) + + assert len(normals) == len(faces) + assert len(centers) == len(faces) diff --git a/test/test_multi_view_reconstruction/test_multi_view_reconstruction.py b/test/test_multi_view_reconstruction/test_multi_view_reconstruction.py index 08cd3e08..2d893c45 100644 --- a/test/test_multi_view_reconstruction/test_multi_view_reconstruction.py +++ b/test/test_multi_view_reconstruction/test_multi_view_reconstruction.py @@ -20,22 +20,27 @@ # ============================================================================== -plant_1_dir = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") +plant_1_dir = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" +) def test_split_voxel_centers_in_eight_1(): voxels = phm_mvr.Voxels(numpy.array([[0.0, 0.0, 0.0]]), 16) result_voxels = phm_mvr.split_voxels_in_eight(voxels) - ref_position = numpy.array([[-4., -4., -4.], - [4., -4., -4.], - [-4., 4., -4.], - [-4., -4., 4.], - [4., 4., -4.], - [4., -4., 4.], - [-4., 4., 4.], - [4., 4., 4.]]) + ref_position = numpy.array( + [ + [-4.0, -4.0, -4.0], + [4.0, -4.0, -4.0], + [-4.0, 4.0, -4.0], + [-4.0, -4.0, 4.0], + [4.0, 4.0, -4.0], + [4.0, -4.0, 4.0], + [-4.0, 4.0, 4.0], + [4.0, 4.0, 4.0], + ] + ) assert numpy.array_equal(ref_position, result_voxels.position) @@ -50,27 +55,30 @@ def test_split_voxel_centers_in_eight_2(): def test_get_voxels_corners(): - voxels_position = numpy.array([[0.0, 0.0, 0.0], - [4.0, 4.0, 4.0]]) + voxels_position = numpy.array([[0.0, 0.0, 0.0], [4.0, 4.0, 4.0]]) voxels_size = 16 res = phm_mvr.get_voxels_corners(voxels_position, voxels_size / 2) - ref = numpy.array([[-4., - 4., - 4.], - [4., -4., -4.], - [-4., 4., -4.], - [-4., -4., 4.], - [4., 4., -4.], - [4., -4., 4.], - [-4., 4., 4.], - [4., 4., 4.], - [0., 0., 0.], - [8., 0., 0.], - [0., 8., 0.], - [0., 0., 8.], - [8., 8., 0.], - [8., 0., 8.], - [0., 8., 8.], - [8., 8., 8.]]) + ref = numpy.array( + [ + [-4.0, -4.0, -4.0], + [4.0, -4.0, -4.0], + [-4.0, 4.0, -4.0], + [-4.0, -4.0, 4.0], + [4.0, 4.0, -4.0], + [4.0, -4.0, 4.0], + [-4.0, 4.0, 4.0], + [4.0, 4.0, 4.0], + [0.0, 0.0, 0.0], + [8.0, 0.0, 0.0], + [0.0, 8.0, 0.0], + [0.0, 0.0, 8.0], + [8.0, 8.0, 0.0], + [8.0, 0.0, 8.0], + [0.0, 8.0, 8.0], + [8.0, 8.0, 8.0], + ] + ) assert numpy.array_equal(ref, res) @@ -82,40 +90,41 @@ def test_get_bounding_box_voxel_projected_1(): voxels_position = numpy.array([[0, 0, 0]]) voxel_size = 20 - projection = lambda pt: numpy.column_stack((pt[:, 0], pt[:, 1])) + def projection(pt): + return numpy.column_stack((pt[:, 0], pt[:, 1])) - res = phm_mvr.get_bounding_box_voxel_projected(voxels_position, - voxel_size, - projection) + res = phm_mvr.get_bounding_box_voxel_projected( + voxels_position, voxel_size, projection + ) ref = numpy.array([[-10, -10, 10, 10]]) assert numpy.allclose(ref, res) def test_get_bounding_box_voxel_projected_2(): - plant_number = 1 angle = 0 calibrations = phm_data.calibrations(plant_1_dir) projection = calibrations["side"].get_projection(angle) - voxels_position = numpy.array([[0, 0, 0], - [0, 0, 0], - [0, 0, 0]]) + voxels_position = numpy.array([[0, 0, 0], [0, 0, 0], [0, 0, 0]]) voxels_size = 8 - res = phm_mvr.get_bounding_box_voxel_projected(voxels_position, - voxels_size, - projection) + res = phm_mvr.get_bounding_box_voxel_projected( + voxels_position, voxels_size, projection + ) - ref = numpy.array([[1017.309, 1258.280, 1025.788, 1265.171], - [1017.309, 1258.280, 1025.788, 1265.171], - [1017.309, 1258.280, 1025.788, 1265.171]]) + ref = numpy.array( + [ + [1017.309, 1258.280, 1025.788, 1265.171], + [1017.309, 1258.280, 1025.788, 1265.171], + [1017.309, 1258.280, 1025.788, 1265.171], + ] + ) assert numpy.allclose(ref, res) def test_split_and_projection(): - plant_number = 1 angle = 0 calibrations = phm_data.calibrations(plant_1_dir) projection = calibrations["side"].get_projection(angle) @@ -124,23 +133,25 @@ def test_split_and_projection(): voxels_size = 64 for i in range(5): - res = phm_mvr.get_bounding_box_voxel_projected(voxels_position, - voxels_size, - projection) + res = phm_mvr.get_bounding_box_voxel_projected( + voxels_position, voxels_size, projection + ) res = numpy.floor(res).astype(int) img = numpy.zeros((3000, 3000)) for x_min, y_min, x_max, y_max in res: - img[y_min:y_max + 1, x_min:x_max + 1] = 255 + img[y_min : y_max + 1, x_min : x_max + 1] = 255 assert 3864 == numpy.count_nonzero(img) img = phm_mvr.project_voxel_centers_on_image( - voxels_position, voxels_size, (3000, 3000), projection) + voxels_position, voxels_size, (3000, 3000), projection + ) assert 3864 == numpy.count_nonzero(img) voxels = phm_mvr.split_voxels_in_eight( - phm_mvr.Voxels(voxels_position, voxels_size)) + phm_mvr.Voxels(voxels_position, voxels_size) + ) voxels_position = voxels.position voxels_size = voxels.size @@ -149,16 +160,15 @@ def test_split_and_projection(): def get_image_views_cube_projected(with_ref=False): - plant_number = 1 # ========================================================================== # Create object voxels_size = 10 - voxels_position = phm_data.build_cube(cube_size=10, - voxels_size=voxels_size, - voxels_position=(0, 0, 0)) + voxels_position = phm_data.build_cube( + cube_size=10, voxels_size=voxels_size, voxels_position=(0, 0, 0) + ) assert len(voxels_position) == 1000 - volume = len(voxels_position) * (10 ** 3) + volume = len(voxels_position) * (10**3) assert volume == 1000000 # ========================================================================== @@ -169,10 +179,9 @@ def get_image_views_cube_projected(with_ref=False): for angle in range(0, 360, 30): projection = calibrations["side"].get_projection(angle) - img = phm_mvr.project_voxel_centers_on_image(voxels_position, - voxels_size, - shape_image, - projection) + img = phm_mvr.project_voxel_centers_on_image( + voxels_position, voxels_size, shape_image, projection + ) image_ref = None if with_ref: @@ -181,8 +190,7 @@ def get_image_views_cube_projected(with_ref=False): if angle == 90: image_ref = img - iv = phm_obj.ImageView( - img, projection, inclusive=False, image_ref=image_ref) + iv = phm_obj.ImageView(img, projection, inclusive=False, image_ref=image_ref) image_views.append(iv) return image_views @@ -197,17 +205,19 @@ def test_reconstruction_3d_1(): for id_camera in bin_images: for angle in bin_images[id_camera]: projection = calibrations[id_camera].get_projection(angle) - iv = phm_obj.ImageView(bin_images[id_camera][angle], - projection, - inclusive=False, - image_ref=None) + iv = phm_obj.ImageView( + bin_images[id_camera][angle], + projection, + inclusive=False, + image_ref=None, + ) image_views.append(iv) voxels_size = 64 error_tolerance = 0 - vg = phm_mvr.reconstruction_3d(image_views, - voxels_size=voxels_size, - error_tolerance=error_tolerance) + vg = phm_mvr.reconstruction_3d( + image_views, voxels_size=voxels_size, error_tolerance=error_tolerance + ) assert len(vg.voxels_position) > 0 @@ -219,13 +229,12 @@ def test_reconstruction_3d_2(): image_views = get_image_views_cube_projected(with_ref=with_ref) - vg = phm_mvr.reconstruction_3d(image_views, - voxels_size=voxels_size, - error_tolerance=error_tolerance) + vg = phm_mvr.reconstruction_3d( + image_views, voxels_size=voxels_size, error_tolerance=error_tolerance + ) assert len(vg.voxels_position) > 0 - false_positive, true_negative = phm_mvr.reconstruction_error( - vg, image_views) + false_positive, true_negative = phm_mvr.reconstruction_error(vg, image_views) def test_reconstruction_3d_3(): @@ -234,16 +243,15 @@ def test_reconstruction_3d_3(): error_tolerance = 0 image_views = get_image_views_cube_projected(with_ref=with_ref) - vg = phm_mvr.reconstruction_3d(image_views, - voxels_size=voxels_size, - error_tolerance=error_tolerance) + vg = phm_mvr.reconstruction_3d( + image_views, voxels_size=voxels_size, error_tolerance=error_tolerance + ) assert len(vg.voxels_position) > 0 if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_multi_view_reconstruction/test_octree.py b/test/test_multi_view_reconstruction/test_octree.py index a93cc5a8..60db1da2 100644 --- a/test/test_multi_view_reconstruction/test_octree.py +++ b/test/test_multi_view_reconstruction/test_octree.py @@ -18,13 +18,11 @@ def test_octree(): - world_coordinate = (0, 0, 0) voxel_size = 20 data = True - octree = phm_obj.VoxelOctree.from_position(world_coordinate, voxel_size, - data) + octree = phm_obj.VoxelOctree.from_position(world_coordinate, voxel_size, data) assert octree.root.position == world_coordinate assert octree.root.size == voxel_size @@ -39,9 +37,7 @@ def test_octree_1(): voxel_size = 20 data = True - octree = phm_obj.VoxelOctree.from_position(world_coordinate, - voxel_size, - data) + octree = phm_obj.VoxelOctree.from_position(world_coordinate, voxel_size, data) sons = octree.root.creates_sons() assert octree.root.is_leaf is False @@ -56,11 +52,9 @@ def test_octree_2(): voxel_size = 20 data = True - octree = phm_obj.VoxelOctree.from_position(world_coordinate, - voxel_size, - data) + octree = phm_obj.VoxelOctree.from_position(world_coordinate, voxel_size, data) root = octree.root - node = root.insert_node((10, 10, 10), True) + root.insert_node((10, 10, 10), True) def test_octree_3(): @@ -68,9 +62,7 @@ def test_octree_3(): voxel_size = 20 data = True - octree = phm_obj.VoxelOctree.from_position(world_coordinate, - voxel_size, - data) + octree = phm_obj.VoxelOctree.from_position(world_coordinate, voxel_size, data) octree.root.creates_sons() octree.root.sons[0].creates_sons() @@ -80,9 +72,7 @@ def test_octree_4(): voxel_size = 20 data = True - octree = phm_obj.VoxelOctree.from_position(world_coordinate, - voxel_size, - data) + octree = phm_obj.VoxelOctree.from_position(world_coordinate, voxel_size, data) octree.root.creates_sons() octree.root.sons[0].creates_sons() @@ -96,6 +86,6 @@ def test_octree_4(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_multi_view_reconstruction/test_routines_bounding_box.py b/test/test_multi_view_reconstruction/test_routines_bounding_box.py index cd998e90..343c9a2a 100644 --- a/test/test_multi_view_reconstruction/test_routines_bounding_box.py +++ b/test/test_multi_view_reconstruction/test_routines_bounding_box.py @@ -16,7 +16,6 @@ def test_simply_working_1(): - voxels_position = list() voxels_position.append((0, 0, 0)) voxels_position.append((10, 10, 10)) @@ -30,6 +29,6 @@ def test_simply_working_1(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_multi_view_reconstruction/test_routines_image_3d_to_voxel_centers.py b/test/test_multi_view_reconstruction/test_routines_image_3d_to_voxel_centers.py index 2ed4c85a..99d4fae6 100644 --- a/test/test_multi_view_reconstruction/test_routines_image_3d_to_voxel_centers.py +++ b/test/test_multi_view_reconstruction/test_routines_image_3d_to_voxel_centers.py @@ -18,28 +18,26 @@ def test_simply_working_1(): - image_3d = phm_obj.Image3D.ones((10, 10, 10), - voxels_size=16, - dtype=numpy.uint8, - world_coordinate=(1, 2, 3)) + image_3d = phm_obj.Image3D.ones( + (10, 10, 10), voxels_size=16, dtype=numpy.uint8, world_coordinate=(1, 2, 3) + ) vpc = phm_obj.VoxelGrid.from_image_3d(image_3d) - assert tuple(vpc.voxels_position[0]) == (1., 2., 3.) - assert tuple(vpc.voxels_position[1]) == (1., 2., 19.) + assert tuple(vpc.voxels_position[0]) == (1.0, 2.0, 3.0) + assert tuple(vpc.voxels_position[1]) == (1.0, 2.0, 19.0) assert len(vpc.voxels_position) == image_3d.size def test_simply_working_2(): - image_3d = phm_obj.Image3D.ones((10, 10, 10), - voxels_size=16, - dtype=numpy.uint8, - world_coordinate=(1, 2, 3)) + image_3d = phm_obj.Image3D.ones( + (10, 10, 10), voxels_size=16, dtype=numpy.uint8, world_coordinate=(1, 2, 3) + ) vpc = phm_obj.VoxelGrid.from_image_3d(image_3d) - assert tuple(vpc.voxels_position[0]) == (1., 2., 3.) - assert tuple(vpc.voxels_position[1]) == (1., 2., 19.) + assert tuple(vpc.voxels_position[0]) == (1.0, 2.0, 3.0) + assert tuple(vpc.voxels_position[1]) == (1.0, 2.0, 19.0) assert len(vpc.voxels_position) == image_3d.size im = vpc.to_image_3d() @@ -52,6 +50,6 @@ def test_simply_working_2(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_multi_view_reconstruction/test_routines_voxel_centers_to_image_3d.py b/test/test_multi_view_reconstruction/test_routines_voxel_centers_to_image_3d.py index afad7ca0..19d17b95 100644 --- a/test/test_multi_view_reconstruction/test_routines_voxel_centers_to_image_3d.py +++ b/test/test_multi_view_reconstruction/test_routines_voxel_centers_to_image_3d.py @@ -18,7 +18,6 @@ def test_simply_working_1(): - voxels_position = list() voxels_position.append((0, 0, 0)) voxels_position.append((10, 10, 10)) @@ -57,6 +56,6 @@ def test_simply_working_2(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_notebook/test_notebook.py b/test/test_notebook/test_notebook.py deleted file mode 100644 index 17e01773..00000000 --- a/test/test_notebook/test_notebook.py +++ /dev/null @@ -1,75 +0,0 @@ -# -*- python -*- -# -# Copyright INRIA - CIRAD - INRA -# -# Distributed under the Cecill-C License. -# See accompanying file LICENSE.txt or copy at -# http://www.cecill.info/licences/Licence_CeCILL-C_V1-en.html -# -# OpenAlea WebSite : http://openalea.gforge.inria.fr -# -# ============================================================================== -from __future__ import division, print_function - -import os.path -import glob -import subprocess -# ============================================================================== - - -def t_notebook(filename): - - command = ("jupyter nbconvert --to notebook --execute " - "--ExecutePreprocessor.timeout=6000 \"{}\"".format(filename)) - - try: - with open(os.devnull, 'wb') as devnull: - error = subprocess.call(command, - shell=True, - stdout=devnull, - stderr=devnull) - except: - error = True - - return bool(error) - - -def clean(old_filenames, new_filenames): - for filename in new_filenames: - if filename not in old_filenames: - os.remove(filename) - - -def t_directory(dirname): - - all_filenames = glob.glob(os.path.join(dirname, "*")) - notebook_filenames = glob.glob(os.path.join(dirname, "*.ipynb")) - - for filename in notebook_filenames: - error = t_notebook(filename) - new_filenames = glob.glob(os.path.join(dirname, "*")) - clean(all_filenames, new_filenames) - print("{} - {}".format(filename, "ERROR" if error else "OK")) - assert bool(error) is False - - -# def test_notebook(): -# try: -# import ipyvolume -# import nbconvert -# import notebook -# import jupyter -# except ImportError: -# return -# -# dirname = os.path.dirname(__file__) -# dirname_example = os.path.abspath(os.path.join(dirname, '../../examples/')) -# -# t_directory(dirname_example) - - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() diff --git a/test/test_object/test_Image3D.py b/test/test_object/test_Image3D.py deleted file mode 100644 index b925ff47..00000000 --- a/test/test_object/test_Image3D.py +++ /dev/null @@ -1,25 +0,0 @@ -# -*- python -*- -# -# Copyright INRIA - CIRAD - INRA -# -# Distributed under the Cecill-C License. -# See accompanying file LICENSE.txt or copy at -# http://www.cecill.info/licences/Licence_CeCILL-C_V1-en.html -# -# OpenAlea WebSite : http://openalea.gforge.inria.fr -# -# ============================================================================== -from __future__ import division, print_function - -import openalea.phenomenal.data as phm_data -# ============================================================================== - -# NOTHING - -# ============================================================================== - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() diff --git a/test/test_object/test_VoxelGrid.py b/test/test_object/test_VoxelGrid.py index d9981990..09c63201 100644 --- a/test/test_object/test_VoxelGrid.py +++ b/test/test_object/test_VoxelGrid.py @@ -9,25 +9,21 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import os import numpy.random -import openalea.phenomenal.data as phm_data import openalea.phenomenal.object as phm_obj # ============================================================================== def test_read_write(): - voxels_size = 16 voxels_position = numpy.array(list(numpy.ndindex((10, 15, 5)))) * 16 src_vg = phm_obj.VoxelGrid(voxels_position, voxels_size) - for ext in ('npz', 'json', 'csv', 'xyz'): - filename = 'test.' + ext + for ext in ("npz", "json", "csv", "xyz"): + filename = "test." + ext src_vg.write(filename) - if ext == 'xyz': + if ext == "xyz": dist_vg = phm_obj.VoxelGrid.read(filename, voxels_size) else: dist_vg = phm_obj.VoxelGrid.read(filename) @@ -35,10 +31,3 @@ def test_read_write(): assert src_vg.voxels_size == dist_vg.voxels_size assert (src_vg.voxels_position == dist_vg.voxels_position).all() - - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() diff --git a/test/test_object/test_sementation.py b/test/test_object/test_sementation.py index fd24c20c..fbfdebf3 100644 --- a/test/test_object/test_sementation.py +++ b/test/test_object/test_sementation.py @@ -9,28 +9,25 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import os from random import randrange import numpy import numpy.random -import openalea.phenomenal.data as phm_data -import openalea.phenomenal.segmentation as phm_seg import openalea.phenomenal.object as phm_obj # ============================================================================== def _generate_random_segment(): - return phm_obj.VoxelSegment(numpy.random.random(size=(10, 3)), - numpy.random.random(size=(100, 3)), - numpy.random.random(size=(50, 3))) + return phm_obj.VoxelSegment( + numpy.random.random(size=(10, 3)), + numpy.random.random(size=(100, 3)), + numpy.random.random(size=(50, 3)), + ) def _generate_random_orange(label): - vo = phm_obj.VoxelOrgan(label) for i in range(randrange(0, 10)): @@ -40,23 +37,16 @@ def _generate_random_orange(label): def test_voxel_segmentation(): - voxels_size = 4 vms = phm_obj.VoxelSegmentation(voxels_size) - vms.voxel_organs.append(_generate_random_orange('leaf')) - vms.voxel_organs.append(_generate_random_orange('leaf')) - vms.voxel_organs.append(_generate_random_orange('leaf')) - vms.voxel_organs.append(_generate_random_orange('stem')) + vms.voxel_organs.append(_generate_random_orange("leaf")) + vms.voxel_organs.append(_generate_random_orange("leaf")) + vms.voxel_organs.append(_generate_random_orange("leaf")) + vms.voxel_organs.append(_generate_random_orange("stem")) # Write - filename = 'tmp.json' + filename = "tmp.json" vms.write_to_json_gz(filename) - vms = phm_obj.VoxelSegmentation.read_from_json_gz(filename) + phm_obj.VoxelSegmentation.read_from_json_gz(filename) os.remove(filename) - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() diff --git a/test/test_object/test_voxelSkeleton.py b/test/test_object/test_voxelSkeleton.py index 9f22dd63..8e625142 100644 --- a/test/test_object/test_voxelSkeleton.py +++ b/test/test_object/test_voxelSkeleton.py @@ -9,8 +9,6 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import os import openalea.phenomenal.data as phm_data @@ -20,11 +18,10 @@ def test_readwrite(): - voxel_grid = phm_data.random_voxel_grid(voxels_size=32) graph = phm_seg.graph_from_voxel_grid(voxel_grid) src_vsk = phm_seg.skeletonize(voxel_grid, graph) - filename = 'test.json.gz' + filename = "test.json.gz" src_vsk.write_to_json_gz(filename) dst_vsk = phm_obj.VoxelSkeleton.read_from_json_gz(filename) os.remove(filename) diff --git a/test/test_segmentation/_test_c_skeleton.py b/test/test_segmentation/_test_c_skeleton.py index 7c369ae5..9bf3b57a 100644 --- a/test/test_segmentation/_test_c_skeleton.py +++ b/test/test_segmentation/_test_c_skeleton.py @@ -20,4 +20,4 @@ is_removed = numpy.zeros(len_segments, dtype=numpy.uint8) print(is_removed) c_skeleton.skeletonize(list_array, is_removed, len_segments, len_images) -print(is_removed) \ No newline at end of file +print(is_removed) diff --git a/test/test_segmentation/_time_processing.py b/test/test_segmentation/_time_processing.py index f065d56d..d0433902 100644 --- a/test/test_segmentation/_time_processing.py +++ b/test/test_segmentation/_time_processing.py @@ -13,8 +13,8 @@ import time import openalea.phenomenal.data as phm_data -import openalea.phenomenal.object as phm_obj import openalea.phenomenal.segmentation as phm_seg +import cProfile # import openalea.phenomenal.display as phm_display # ============================================================================== @@ -23,8 +23,7 @@ voxels_size = 8 bin_images = phm_data.bin_images(plant_number=plant_number) calibrations = phm_data.calibrations(plant_number=plant_number) -voxel_grid = phm_data.voxel_grid(plant_number=plant_number, - voxels_size=voxels_size) +voxel_grid = phm_data.voxel_grid(plant_number=plant_number, voxels_size=voxels_size) init_start = time.time() # ============================================================================== @@ -44,20 +43,21 @@ image_projection.append((bin_images["side"][angle], projection)) print("time processing , image_projection : {}".format(time.time() - start)) -print("len(voxel_skeleton_reduced.segments) : {}".format( - len(voxel_skeleton.segments))) +print("len(voxel_skeleton_reduced.segments) : {}".format(len(voxel_skeleton.segments))) start = time.time() voxel_skeleton_reduced = phm_seg.segment_reduction( - voxel_skeleton, image_projection, - required_visible=4, - nb_min_pixel=100) + voxel_skeleton, image_projection, required_visible=4, nb_min_pixel=100 +) print("time processing , segment_reduction : {}".format(time.time() - start)) # len_ref_segments = {2: 14} -print("len(voxel_skeleton_reduced.segments) : {}".format( - len(voxel_skeleton_reduced.segments))) +print( + "len(voxel_skeleton_reduced.segments) : {}".format( + len(voxel_skeleton_reduced.segments) + ) +) # assert (len_ref_segments[2] == len(voxel_skeleton_reduced.segments)) # import openalea.phenomenal.display as phm_display @@ -78,10 +78,9 @@ def test(): - voxel_skeleton_reduced = phm_seg.segment_reduction( - voxel_skeleton, image_projection, - required_visible=4, - nb_min_pixel=100) + phm_seg.segment_reduction( + voxel_skeleton, image_projection, required_visible=4, nb_min_pixel=100 + ) + -import cProfile cProfile.run("test()", sort="cumulative") diff --git a/test/test_segmentation/test_create_graph.py b/test/test_segmentation/test_create_graph.py index 74dac6ba..57ab1b86 100644 --- a/test/test_segmentation/test_create_graph.py +++ b/test/test_segmentation/test_create_graph.py @@ -22,32 +22,35 @@ def test_time_graph(): - voxel_grid = phm_data.random_voxel_grid(voxels_size=16) number_of_loop = 2 - best_time = float('inf') + best_time = float("inf") for i in range(number_of_loop): t0 = time.time() - graph = phm_seg.graph_from_voxel_grid(voxel_grid) + phm_seg.graph_from_voxel_grid(voxel_grid) best_time = min(best_time, float(time.time() - t0)) - print("{number_of_loop} loop, best of {number_of_loop}: " - "{best_time}s per loop".format(best_time=best_time, - number_of_loop=number_of_loop)) + print( + "{number_of_loop} loop, best of {number_of_loop}: " + "{best_time}s per loop".format( + best_time=best_time, number_of_loop=number_of_loop + ) + ) def test_graph_1(): - - voxels_position = [(0, 0, 0), - (0, 0, 1), - (0, 1, 0), - (1, 1, 1), - (1, 1, 2), - (2, 1, 2), - (1, 2, 1), - (2, 2, 2), - (5, 5, 5)] + voxels_position = [ + (0, 0, 0), + (0, 0, 1), + (0, 1, 0), + (1, 1, 1), + (1, 1, 2), + (2, 1, 2), + (1, 2, 1), + (2, 2, 2), + (5, 5, 5), + ] voxels_size = 1 voxel_grid = phm_obj.VoxelGrid(voxels_position, voxels_size) @@ -60,18 +63,17 @@ def test_graph_1(): for position in voxels_position: assert graph.has_node(position) - l = networkx.dijkstra_path_length(graph, - source=(0, 0, 0), - target=(2, 2, 2), - weight="weight") + length = networkx.dijkstra_path_length( + graph, source=(0, 0, 0), target=(2, 2, 2), weight="weight" + ) ll = numpy.linalg.norm(numpy.array((0, 0, 0)) - numpy.array((2, 2, 2))) - assert l == ll + assert length == ll if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_segmentation/test_graph_connect.py b/test/test_segmentation/test_graph_connect.py index 489115b9..c0fd2e1f 100644 --- a/test/test_segmentation/test_graph_connect.py +++ b/test/test_segmentation/test_graph_connect.py @@ -9,22 +9,12 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import openalea.phenomenal.data as phm_data import openalea.phenomenal.segmentation as phm_seg # ============================================================================== def test_graph(): - voxel_grid = phm_data.random_voxel_grid(voxels_size=16) - graph = phm_seg.graph_from_voxel_grid(voxel_grid) - - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() + phm_seg.graph_from_voxel_grid(voxel_grid) diff --git a/test/test_segmentation/test_maize.py b/test/test_segmentation/test_maize.py index 38e3aede..1f08afcd 100644 --- a/test/test_segmentation/test_maize.py +++ b/test/test_segmentation/test_maize.py @@ -9,8 +9,6 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import os import openalea.phenomenal.data as phm_data @@ -36,17 +34,10 @@ def test_maize(): graph = phm_seg.graph_from_voxel_grid(voxel_grid) voxel_skeleton = phm_seg.skeletonize(voxel_grid, graph) vms = phm_seg.maize_segmentation(voxel_skeleton, graph) - vmsi = phm_seg.maize_analysis(vms) + phm_seg.maize_analysis(vms) # Write - filename = 'tmp.json' + filename = "tmp.json" vms.write_to_json_gz(filename) - vms = phm_obj.VoxelSegmentation.read_from_json_gz(filename) + phm_obj.VoxelSegmentation.read_from_json_gz(filename) os.remove(filename) - - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() diff --git a/test/test_segmentation/test_routines_remove_internal.py b/test/test_segmentation/test_routines_remove_internal.py index e4c95e48..c8fd1fa3 100644 --- a/test/test_segmentation/test_routines_remove_internal.py +++ b/test/test_segmentation/test_routines_remove_internal.py @@ -19,7 +19,6 @@ def test_simply_working_1(): - image_3d = phm_obj.Image3D.ones((10, 10, 10)) im = phm_seg.remove_internal(image_3d) @@ -34,6 +33,6 @@ def test_simply_working_1(): if __name__ == "__main__": for func_name in dir(): - if func_name.startswith('test_'): + if func_name.startswith("test_"): print("{func_name}".format(func_name=func_name)) eval(func_name)() diff --git a/test/test_segmentation/test_skeleton.py b/test/test_segmentation/test_skeleton.py index 39442c7c..da0f8c81 100644 --- a/test/test_segmentation/test_skeleton.py +++ b/test/test_segmentation/test_skeleton.py @@ -9,26 +9,24 @@ # OpenAlea WebSite : http://openalea.gforge.inria.fr # # ============================================================================== -from __future__ import division, print_function - import os import openalea.phenomenal.data as phm_data import openalea.phenomenal.segmentation as phm_seg # ============================================================================== -data_dir = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/") +data_dir = os.path.join(os.path.dirname(os.path.realpath(__file__)), "../data/") -plant_1_dir = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1") +plant_1_dir = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1" +) -plant_1_bin__dir = os.path.join(os.path.dirname(os.path.realpath(__file__)), - "../data/plant_1/bin") +plant_1_bin__dir = os.path.join( + os.path.dirname(os.path.realpath(__file__)), "../data/plant_1/bin" +) def test_running(): - bin_images = phm_data.bin_images(plant_1_dir) calibrations = phm_data.calibrations(plant_1_dir) voxel_grid = phm_data.voxel_grid(data_dir, 1, 32) @@ -45,13 +43,5 @@ def test_running(): image_projection.append((bin_images["side"][angle], projection)) voxel_skeleton = phm_seg.segment_reduction( - voxel_skeleton, image_projection, - required_visible=1, - nb_min_pixel=100) - - -if __name__ == "__main__": - for func_name in dir(): - if func_name.startswith('test_'): - print("{func_name}".format(func_name=func_name)) - eval(func_name)() + voxel_skeleton, image_projection, required_visible=1, nb_min_pixel=100 + ) diff --git a/test/test_tracking/test_alignment.py b/test/test_tracking/test_alignment.py index 375fdab8..066a6a9b 100644 --- a/test/test_tracking/test_alignment.py +++ b/test/test_tracking/test_alignment.py @@ -4,7 +4,6 @@ def test_needleman_wunsch_alignment(): - seq1 = np.random.random((1, 30, 3)) seq2 = np.random.random((1, 50, 3)) @@ -17,7 +16,6 @@ def test_needleman_wunsch_alignment(): def test_multi_alignment(): - sequences = [np.random.random((np.random.randint(1, 10), 3)) for _ in range(30)] _ = multi_alignment(sequences, gap=0.2) @@ -25,16 +23,3 @@ def test_multi_alignment(): _ = multi_alignment(sequences, gap=0.2, align_range=5) _ = multi_alignment(sequences, gap=0.2, start=15) - - - - - - - - - - - - - diff --git a/test/test_tracking/test_leaf_extension.py b/test/test_tracking/test_leaf_extension.py index d385fcb0..2b7b34ce 100644 --- a/test/test_tracking/test_leaf_extension.py +++ b/test/test_tracking/test_leaf_extension.py @@ -2,7 +2,11 @@ import cv2 import numpy as np -from openalea.phenomenal.tracking.leaf_extension import skeleton_branches, compute_extension, leaf_extension +from openalea.phenomenal.tracking.leaf_extension import ( + skeleton_branches, + compute_extension, + leaf_extension, +) import openalea.phenomenal.object.voxelSegmentation as phm_seg from openalea.phenomenal.calibration import Calibration @@ -11,10 +15,9 @@ def test_skan_skeleton(): + binary = cv2.imread(datadir + "/binaries/90.png", 0) - binary = cv2.imread(datadir + '/binaries/90.png', 0) - - sk1 = skeleton_branches(image=binary, min_length=0.) + sk1 = skeleton_branches(image=binary, min_length=0.0) sk2 = skeleton_branches(image=binary, min_length=30) sk3 = skeleton_branches(image=binary, min_length=120) @@ -25,42 +28,51 @@ def test_skan_skeleton(): def test_extension(): - polylines = [np.random.random((n, 2)) for n in np.random.randint(30, 300, 12)] polylines2 = [np.random.random((n, 2)) for n in np.random.randint(30, 300, 8)] - ext_factors, _ = compute_extension(polylines_phm=polylines2, polylines_sk=polylines, - seg_length=50., dist_threshold=30) + ext_factors, _ = compute_extension( + polylines_phm=polylines2, + polylines_sk=polylines, + seg_length=50.0, + dist_threshold=30, + ) assert set(ext_factors.keys()) == set(range(len(polylines2))) - assert all([v >= 1. for v in [v for v in ext_factors.values() if v is not None]]) + assert all([v >= 1.0 for v in [v for v in ext_factors.values() if v is not None]]) def test_full_leaf_extension_phenomenal(): - angles = [a * 30 for a in range(12)] - binaries = {angle: cv2.imread(datadir + '/binaries/{}.png'.format(angle), 0) - for angle in angles} + binaries = { + angle: cv2.imread(datadir + "/binaries/{}.png".format(angle), 0) + for angle in angles + } - seg = phm_seg.VoxelSegmentation.read_from_json_gz(datadir + '/segmentation.gz') + seg = phm_seg.VoxelSegmentation.read_from_json_gz(datadir + "/segmentation.gz") - assert all(['pm_length_extended' not in l.info for l in seg.get_leafs()]) + assert all(["pm_length_extended" not in leaf.info for leaf in seg.get_leafs()]) - calibration = Calibration.load(datadir + '/calibration.json') - projections = {angle: calibration.get_projection(id_camera='side', rotation=angle, world_frame='pot') - for angle in angles} + calibration = Calibration.load(datadir + "/calibration.json") + projections = { + angle: calibration.get_projection( + id_camera="side", rotation=angle, world_frame="pot" + ) + for angle in angles + } new_seg = leaf_extension(phm_seg=seg, binaries=binaries, projections=projections) - assert all(['pm_length_extended' in l.info for l in seg.get_leafs()]) + assert all(["pm_length_extended" in leaf.info for leaf in seg.get_leafs()]) - old_lengths = [l.info['pm_length_with_speudo_stem'] if l.info['pm_label'] == 'growing_leaf' - else l.info['pm_length'] for l in new_seg.get_leafs()] - new_lengths = [l.info['pm_length_extended'] for l in new_seg.get_leafs()] + old_lengths = [ + leaf.info["pm_length_with_speudo_stem"] + if leaf.info["pm_label"] == "growing_leaf" + else leaf.info["pm_length"] + for leaf in new_seg.get_leafs() + ] + new_lengths = [leaf.info["pm_length_extended"] for leaf in new_seg.get_leafs()] assert all(np.array(old_lengths) <= np.array(new_lengths)) - - - diff --git a/test/test_tracking/test_median_stem.py b/test/test_tracking/test_median_stem.py index 8e8e1a3d..cfc1c2a6 100644 --- a/test/test_tracking/test_median_stem.py +++ b/test/test_tracking/test_median_stem.py @@ -4,8 +4,10 @@ def test_stem_shape(): - - polylines = [np.array([[np.random.random(), np.random.random(), k] for k in range(30)]) for _ in range(5)] + polylines = [ + np.array([[np.random.random(), np.random.random(), k] for k in range(30)]) + for _ in range(5) + ] polylines[2][15][[0, 1]] = 10 # abnormally distant point in 2nd polyline diff --git a/test/test_tracking/test_tracking.py b/test/test_tracking/test_tracking.py index 1444f4ae..0fa3b5b0 100644 --- a/test/test_tracking/test_tracking.py +++ b/test/test_tracking/test_tracking.py @@ -2,6 +2,7 @@ import pytest import openalea.phenomenal.object.voxelSegmentation as phm_seg +from openalea.phenomenal.tracking.display import plot_polylines from openalea.phenomenal.tracking.phenomenal_coupling import phm_to_phenotrack_input from openalea.phenomenal.tracking.trackedPlant import TrackedPlant @@ -12,44 +13,50 @@ @pytest.fixture def time_series(): - - fd = datadir + '/time_series' + fd = datadir + "/time_series" phm_segs, timestamps = [], [] for filename in os.listdir(fd): - timestamps.append(int(filename.split('.gz')[0])) - phm_segs.append(phm_seg.VoxelSegmentation.read_from_json_gz(os.path.join(fd, filename))) + timestamps.append(int(filename.split(".gz")[0])) + phm_segs.append( + phm_seg.VoxelSegmentation.read_from_json_gz(os.path.join(fd, filename)) + ) return phm_segs, timestamps def test_time_continuity(time_series): - phm_segs, timestamps = time_series phenotrack_segs, checks_stem = phm_to_phenotrack_input(phm_segs, timestamps) assert all(checks_stem) for k in [2, 3, 4]: - phenotrack_segs[k]['time'] *= 2 + phenotrack_segs[k]["time"] *= 2 trackedplant = TrackedPlant.load(phenotrack_segs) - assert [s.check_continuity for s in trackedplant.snapshots] == [True, True, False, False, False] + assert [s.check_continuity for s in trackedplant.snapshots] == [ + True, + True, + False, + False, + False, + ] def test_convert_phenomenal_to_tracking_format(time_series): - phm_segs, timestamps = time_series phenotrack_segs, checks_stem = phm_to_phenotrack_input(phm_segs, timestamps) for seg in phenotrack_segs: - assert set(seg.keys()) == {'time', 'polylines_sequence', 'features_sequence'} - for polyline, features in zip(seg['polylines_sequence'], seg['features_sequence']): - assert set(features.keys()) == {'mature', 'azimuth', 'height', 'length'} + assert set(seg.keys()) == {"time", "polylines_sequence", "features_sequence"} + for polyline, features in zip( + seg["polylines_sequence"], seg["features_sequence"] + ): + assert set(features.keys()) == {"mature", "azimuth", "height", "length"} assert len(polyline.shape) == 2 and polyline.shape[1] == 3 def test_tracking_mature(time_series): - phm_segs, timestamps = time_series phenotrack_segs, checks_stem = phm_to_phenotrack_input(phm_segs, timestamps) @@ -63,17 +70,19 @@ def test_tracking_mature(time_series): for snapshot in trackedplant.snapshots: sq = snapshot.sequence assert len(sq) == len(trackedplant.snapshots[0].sequence) - assert len([i for i in sq if i != -1]) == len(set([i for i in sq if i != -1])) # no redundancy + assert len([i for i in sq if i != -1]) == len( + set([i for i in sq if i != -1]) + ) # no redundancy output, _ = trackedplant.output() assert [len(o) == len(s.leaves) for o, s in zip(output, trackedplant.snapshots)] - trackedplant.mature_leaf_tracking(gap=12.) + trackedplant.mature_leaf_tracking(gap=12.0) l1 = len(trackedplant.snapshots[0].sequence) - trackedplant.mature_leaf_tracking(gap=5.) + trackedplant.mature_leaf_tracking(gap=5.0) l2 = len(trackedplant.snapshots[0].sequence) - trackedplant.mature_leaf_tracking(gap=1.) + trackedplant.mature_leaf_tracking(gap=1.0) l3 = len(trackedplant.snapshots[0].sequence) assert l1 <= l2 @@ -81,7 +90,6 @@ def test_tracking_mature(time_series): def test_tracking_growing(time_series): - phm_segs, timestamps = time_series phenotrack_segs, checks_stem = phm_to_phenotrack_input(phm_segs, timestamps) trackedplant = TrackedPlant.load(phenotrack_segs) @@ -92,3 +100,11 @@ def test_tracking_growing(time_series): output, _ = trackedplant.output() assert [len(o) == len(s.leaves) for o, s in zip(output, trackedplant.snapshots)] + +def test_display(time_series): + phm_segs, timestamps = time_series + phenotrack_segs, checks_stem = phm_to_phenotrack_input(phm_segs, timestamps) + for seg in phenotrack_segs: + print(seg) + print(seg['polylines_sequence']) + plot_polylines(seg['polylines_sequence'],ranks=[0]) \ No newline at end of file