diff --git a/.github/CONTRIBUTING.md b/.github/CONTRIBUTING.md new file mode 100644 index 0000000..a8700d9 --- /dev/null +++ b/.github/CONTRIBUTING.md @@ -0,0 +1,15 @@ +# Contributing Guidelines + +Thank you for considering contributing to this project! Please follow these guidelines to ensure smooth collaboration. + +## How to Report a Bug +1. Search for similar issues in the existing issues list. +2. If the issue is new, open a bug report using the provided template. +3. Provide as much detail as possible, including steps to reproduce the issue. + +## How to Submit a Pull Request +1. Fork the repository and create a new branch. +2. Make your changes following the code style guidelines. +3. Run tests to ensure everything is working. +4. Open a pull request with a detailed description of your changes. + diff --git a/.github/FUNDING.yml b/.github/FUNDING.yml new file mode 100644 index 0000000..82c7e15 --- /dev/null +++ b/.github/FUNDING.yml @@ -0,0 +1 @@ +github: ipazc diff --git a/.github/ISSUE_TEMPLATE/bug_report.md b/.github/ISSUE_TEMPLATE/bug_report.md new file mode 100644 index 0000000..37e27f7 --- /dev/null +++ b/.github/ISSUE_TEMPLATE/bug_report.md @@ -0,0 +1,29 @@ +--- +name: Bug Report +about: Report a bug to help the project improve +title: "[Bug] Your bug title" +labels: bug +assignees: '' + +--- + +**Describe the bug** +A clear and concise description of what the bug is. + +**To Reproduce** +Steps to reproduce the behavior, numbered if possible. + +**Expected behavior** +A clear and concise description of what you expected to happen. + +**Screenshots** +If applicable, add screenshots to help explain your problem. + +**Environment (please complete the following information):** + - OS: [e.g., Windows, macOS, Linux] + - Python version: [e.g., 3.9] + - Version of the project: [e.g., 1.0.0] + +**Additional context** +Add any other context about the problem here. + diff --git a/.github/ISSUE_TEMPLATE/feature_request.md b/.github/ISSUE_TEMPLATE/feature_request.md new file mode 100644 index 0000000..50ea99c --- /dev/null +++ b/.github/ISSUE_TEMPLATE/feature_request.md @@ -0,0 +1,21 @@ +--- +name: Feature Request +about: Suggest a new feature or enhancement +title: "[Feature] Your feature title" +labels: enhancement +assignees: '' + +--- + +**Is your feature request related to a problem? Please describe.** +A clear and concise description of what the problem is. Ex: I'm always frustrated when [...] + +**Describe the solution you'd like** +A clear and concise description of what you want to happen. + +**Describe alternatives you've considered** +A clear and concise description of any alternative solutions or features you've considered. + +**Additional context** +Add any other context or screenshots about the feature request here. + diff --git a/.github/PULL_REQUEST_TEMPLATE.md b/.github/PULL_REQUEST_TEMPLATE.md new file mode 100644 index 0000000..ad6ee16 --- /dev/null +++ b/.github/PULL_REQUEST_TEMPLATE.md @@ -0,0 +1,26 @@ +# Pull Request Title + +## Description +Please include a summary of the changes and the related issue. Please also include relevant motivation and context. + +Fixes # (issue) + +## Type of change +Please delete options that are not relevant. +- [ ] Bug fix (non-breaking change which fixes an issue) +- [ ] New feature (non-breaking change which adds functionality) +- [ ] Breaking change (fix or feature that would cause existing functionality to not work as expected) +- [ ] Documentation update + +## Checklist +- [ ] My code follows the style guidelines of this project +- [ ] I have performed a self-review of my code +- [ ] I have commented my code, particularly in hard-to-understand areas +- [ ] I have made corresponding changes to the documentation +- [ ] My changes generate no new warnings +- [ ] I have added tests that prove my fix is effective or that my feature works +- [ ] New and existing unit tests pass locally with my changes + +## Additional Information +Add any other relevant information, screenshots, or details about the pull request. + diff --git a/.github/SECURITY.md b/.github/SECURITY.md new file mode 100644 index 0000000..8d5bc56 --- /dev/null +++ b/.github/SECURITY.md @@ -0,0 +1,5 @@ +# Security Policy + +## Reporting a Vulnerability +If you discover a security vulnerability, please do not create a public issue. Instead, report it via email to [ipazc@unileon.es]. + diff --git a/.github/workflows/pylint.yml b/.github/workflows/pylint.yml new file mode 100644 index 0000000..4100a43 --- /dev/null +++ b/.github/workflows/pylint.yml @@ -0,0 +1,25 @@ +name: Pylint + +on: [push] + +jobs: + build: + runs-on: ubuntu-latest + strategy: + matrix: + python-version: ["3.10", "3.11", "3.12"] + steps: + - uses: actions/checkout@v4 + - name: Set up Python ${{ matrix.python-version }} + uses: actions/setup-python@v3 + with: + python-version: ${{ matrix.python-version }} + - name: Install dependencies + run: | + python -m pip install --upgrade pip + pip install pylint + pip install -r requirements.txt -r requirements-tf.txt -r requirements-dev.txt + - name: Analysing the code with pylint + run: | + pylint $(git ls-files '*.py') + diff --git a/.github/workflows/release.yml b/.github/workflows/release.yml new file mode 100644 index 0000000..7ed0a11 --- /dev/null +++ b/.github/workflows/release.yml @@ -0,0 +1,90 @@ +name: Build and Release + +on: + push: + tags: + - 'v*.*.*' + +jobs: + build: + runs-on: ubuntu-latest + + steps: + - name: Check out the code + uses: actions/checkout@v3 + + - name: Set up Python + uses: actions/setup-python@v4 + with: + python-version: '3.10' + + - name: Build the Python package + run: | + python setup.py sdist bdist_wheel + + - name: Upload artifact + uses: actions/upload-artifact@v3 + with: + name: python-package-artifacts + path: dist/* + + + release: + needs: build + runs-on: ubuntu-latest + + steps: + - name: Download artifact + uses: actions/download-artifact@v3 + with: + name: python-package-artifacts + + - name: Create GitHub Release + id: create_release + uses: actions/create-release@v1 + env: + GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} + with: + tag_name: ${{ github.ref }} + release_name: Release ${{ github.ref }} + draft: false + prerelease: false + + - name: Upload artifacts to release + uses: actions/upload-release-asset@v1 + env: + GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} + with: + upload_url: ${{ steps.create_release.outputs.upload_url }} + asset_path: dist/* + asset_name: $(basename ${{ asset_path }}) + asset_content_type: application/octet-stream + + + publish-to-pypi: + needs: release # This ensures that this job runs after the release job completes + runs-on: ubuntu-latest + + steps: + - name: Check out the code + uses: actions/checkout@v3 + + - name: Set up Python + uses: actions/setup-python@v4 + with: + python-version: '3.10' + + - name: Install dependencies + run: pip install build twine + + - name: Download artifact + uses: actions/download-artifact@v3 + with: + name: python-package-artifacts + + - name: Publish to PyPI + env: + TWINE_USERNAME: __token__ + TWINE_PASSWORD: ${{ secrets.PYPI_API_TOKEN }} + run: twine upload dist/* + diff --git a/.github/workflows/tests.yml b/.github/workflows/tests.yml new file mode 100644 index 0000000..ddbb130 --- /dev/null +++ b/.github/workflows/tests.yml @@ -0,0 +1,26 @@ +name: Run Tests + +on: [push, pull_request] + +jobs: + test: + runs-on: ubuntu-latest + + steps: + - name: Check out the repository + uses: actions/checkout@v2 + + - name: Set up Python + uses: actions/setup-python@v2 + with: + python-version: '3.10' + + - name: Install dependencies + run: | + python -m pip install --upgrade pip + pip install -r requirements-dev.txt -r requirements.txt -r requirements-tf.txt + + - name: Run tests with coverage + run: | + pytest --cov=mtcnn --cov-report=xml --cov-report=term + diff --git a/.gitignore b/.gitignore index 351166b..cc0dc6f 100644 --- a/.gitignore +++ b/.gitignore @@ -1,19 +1,13 @@ +# Ignore the /debug folder and all its contents +/debug/ + # Byte-compiled / optimized / DLL files __pycache__/ *.py[cod] *$py.class -# C extensions -*.so - -# Customized -test.zip -benchmark/ -debug.py - # Distribution / packaging .Python -env/ build/ develop-eggs/ dist/ @@ -25,14 +19,14 @@ lib64/ parts/ sdist/ var/ -wheels/ *.egg-info/ .installed.cfg *.egg +MANIFEST # PyInstaller -# Usually these files are written by a python script from a template -# before PyInstaller builds the exe, so as to inject date/other infos into it. +# Usually these files are written by a python script from a template +# before PyInstaller builds the exe, so as to inject date/other infos into it. *.manifest *.spec @@ -43,66 +37,81 @@ pip-delete-this-directory.txt # Unit test / coverage reports htmlcov/ .tox/ +.nox/ .coverage .coverage.* .cache nosetests.xml coverage.xml *.cover +*.py,cover .hypothesis/ +.pytest_cache/ +coverage/ -# Translations -*.mo -*.pot - -# Django stuff: -*.log -local_settings.py - -# Flask stuff: -instance/ -.webassets-cache - -# Scrapy stuff: -.scrapy - -# Sphinx documentation -docs/_build/ +# Jupyter Notebook checkpoints +.ipynb_checkpoints -# PyBuilder -target/ +# Jupyter Notebook temporary files +*.~nb -# Jupyter Notebook -.ipynb_checkpoints +# VS Code settings +.vscode/ +*.code-workspace -# pyenv -.python-version +# PyCharm project files +.idea/ +*.iml +*.iws +*.ipr -# celery beat schedule file -celerybeat-schedule +# Spyder project settings +.spyderproject +.spyproject -# SageMath parsed files -*.sage.py +# Eclipse project files +.metadata/ +*.pydevproject +.project +*.pycproject -# dotenv +# Virtual environments +venv/ +ENV/ +env/ +.venv/ +env.bak/ +venv.bak/ + +# macOS +.DS_Store + +# Windows +Thumbs.db +ehthumbs.db +Desktop.ini +$RECYCLE.BIN/ + +# Anaconda environments +.conda/ +*.condarc +*.conda +*.env +*.envs .env -.idea/ -.idea +.envs -# virtualenv +# Environments variable definitions +.env +.env.local .venv -venv/ -ENV/ -# Spyder project settings -.spyderproject -.spyproject +# IPython history +.history -# Rope project settings -.ropeproject +# MyPy cache +.mypy_cache/ -# mkdocs documentation -/site +# Pyre type checker +.pyre/ -# mypy -.mypy_cache/ \ No newline at end of file diff --git a/.pylintrc b/.pylintrc new file mode 100644 index 0000000..115353e --- /dev/null +++ b/.pylintrc @@ -0,0 +1,653 @@ +[MAIN] + +# Analyse import fallback blocks. This can be used to support both Python 2 and +# 3 compatible code, which means that the block might have code that exists +# only in one or another interpreter, leading to false positives when analysed. +analyse-fallback-blocks=no + +# Clear in-memory caches upon conclusion of linting. Useful if running pylint +# in a server-like mode. +clear-cache-post-run=no + +# Load and enable all available extensions. Use --list-extensions to see a list +# all available extensions. +#enable-all-extensions= + +# In error mode, messages with a category besides ERROR or FATAL are +# suppressed, and no reports are done by default. Error mode is compatible with +# disabling specific errors. +#errors-only= + +# Always return a 0 (non-error) status code, even if lint errors are found. +# This is primarily useful in continuous integration scripts. +#exit-zero= + +# A comma-separated list of package or module names from where C extensions may +# be loaded. Extensions are loading into the active Python interpreter and may +# run arbitrary code. +extension-pkg-allow-list= + +# A comma-separated list of package or module names from where C extensions may +# be loaded. Extensions are loading into the active Python interpreter and may +# run arbitrary code. (This is an alternative name to extension-pkg-allow-list +# for backward compatibility.) +extension-pkg-whitelist= + +# Return non-zero exit code if any of these messages/categories are detected, +# even if score is above --fail-under value. Syntax same as enable. Messages +# specified are enabled, while categories only check already-enabled messages. +fail-on= + +# Specify a score threshold under which the program will exit with error. +fail-under=8 + +# Interpret the stdin as a python script, whose filename needs to be passed as +# the module_or_package argument. +#from-stdin= + +# Files or directories to be skipped. They should be base names, not paths. +#ignore=CVS +ignore=CVS, __pycache__, .venv, .tox, build, dist, tmp, .ipynb_checkpoints + +# Add files or directories matching the regular expressions patterns to the +# ignore-list. The regex matches against paths and can be in Posix or Windows +# format. Because '\\' represents the directory delimiter on Windows systems, +# it can't be used as an escape character. +#ignore-paths= +#ignore-paths=(^|/)\.[^/]+(/|$) + +# Files or directories matching the regular expression patterns are skipped. +# The regex matches against base names, not paths. The default value ignores +# Emacs file locks +#ignore-patterns=^\.# +#ignore-patterns=^\.* + +# List of module names for which member attributes should not be checked and +# will not be imported (useful for modules/projects where namespaces are +# manipulated during runtime and thus existing member attributes cannot be +# deduced by static analysis). It supports qualified module names, as well as +# Unix pattern matching. +ignored-modules= + +# Python code to execute, usually for sys.path manipulation such as +# pygtk.require(). +#init-hook= + +# Use multiple processes to speed up Pylint. Specifying 0 will auto-detect the +# number of processors available to use, and will cap the count on Windows to +# avoid hangs. +jobs=1 + +# Control the amount of potential inferred values when inferring a single +# object. This can help the performance when dealing with large functions or +# complex, nested conditions. +limit-inference-results=100 + +# List of plugins (as comma separated values of python module names) to load, +# usually to register additional checkers. +load-plugins= + +# Pickle collected data for later comparisons. +persistent=yes + +# Resolve imports to .pyi stubs if available. May reduce no-member messages and +# increase not-an-iterable messages. +prefer-stubs=no + +# Minimum Python version to use for version dependent checks. Will default to +# the version used to run pylint. +py-version=3.10 + +# Discover python modules and packages in the file system subtree. +recursive=no + +# Add paths to the list of the source roots. Supports globbing patterns. The +# source root is an absolute path or a path relative to the current working +# directory used to determine a package namespace for modules located under the +# source root. +source-roots= + +# When enabled, pylint would attempt to guess common misconfiguration and emit +# user-friendly hints instead of false-positive error messages. +suggestion-mode=yes + +# Allow loading of arbitrary C extensions. Extensions are imported into the +# active Python interpreter and may run arbitrary code. +unsafe-load-any-extension=no + +# In verbose mode, extra non-checker-related info will be displayed. +#verbose= + + +[BASIC] + +# Naming style matching correct argument names. +argument-naming-style=snake_case + +# Regular expression matching correct argument names. Overrides argument- +# naming-style. If left empty, argument names will be checked with the set +# naming style. +#argument-rgx= + +# Naming style matching correct attribute names. +attr-naming-style=snake_case + +# Regular expression matching correct attribute names. Overrides attr-naming- +# style. If left empty, attribute names will be checked with the set naming +# style. +#attr-rgx= + +# Bad variable names which should always be refused, separated by a comma. +bad-names=foo, + bar, + baz, + toto, + tutu, + tata + +# Bad variable names regexes, separated by a comma. If names match any regex, +# they will always be refused +bad-names-rgxs= + +# Naming style matching correct class attribute names. +class-attribute-naming-style=any + +# Regular expression matching correct class attribute names. Overrides class- +# attribute-naming-style. If left empty, class attribute names will be checked +# with the set naming style. +#class-attribute-rgx= + +# Naming style matching correct class constant names. +class-const-naming-style=UPPER_CASE + +# Regular expression matching correct class constant names. Overrides class- +# const-naming-style. If left empty, class constant names will be checked with +# the set naming style. +#class-const-rgx= + +# Naming style matching correct class names. +class-naming-style=PascalCase + +# Regular expression matching correct class names. Overrides class-naming- +# style. If left empty, class names will be checked with the set naming style. +#class-rgx= + +# Naming style matching correct constant names. +const-naming-style=UPPER_CASE + +# Regular expression matching correct constant names. Overrides const-naming- +# style. If left empty, constant names will be checked with the set naming +# style. +#const-rgx= + +# Minimum line length for functions/classes that require docstrings, shorter +# ones are exempt. +docstring-min-length=-1 + +# Naming style matching correct function names. +function-naming-style=snake_case + +# Regular expression matching correct function names. Overrides function- +# naming-style. If left empty, function names will be checked with the set +# naming style. +#function-rgx= + +# Good variable names which should always be accepted, separated by a comma. +good-names=i, + j, + k, + ex, + Run, + _ + +# Good variable names regexes, separated by a comma. If names match any regex, +# they will always be accepted +good-names-rgxs= + +# Include a hint for the correct naming format with invalid-name. +include-naming-hint=no + +# Naming style matching correct inline iteration names. +inlinevar-naming-style=any + +# Regular expression matching correct inline iteration names. Overrides +# inlinevar-naming-style. If left empty, inline iteration names will be checked +# with the set naming style. +#inlinevar-rgx= + +# Naming style matching correct method names. +method-naming-style=snake_case + +# Regular expression matching correct method names. Overrides method-naming- +# style. If left empty, method names will be checked with the set naming style. +#method-rgx= + +# Naming style matching correct module names. +module-naming-style=snake_case + +# Regular expression matching correct module names. Overrides module-naming- +# style. If left empty, module names will be checked with the set naming style. +#module-rgx= + +# Colon-delimited sets of names that determine each other's naming style when +# the name regexes allow several styles. +name-group= + +# Regular expression which should only match function or class names that do +# not require a docstring. +no-docstring-rgx=^_ + +# List of decorators that produce properties, such as abc.abstractproperty. Add +# to this list to register other decorators that produce valid properties. +# These decorators are taken in consideration only for invalid-name. +property-classes=abc.abstractproperty + +# Regular expression matching correct type alias names. If left empty, type +# alias names will be checked with the set naming style. +#typealias-rgx= + +# Regular expression matching correct type variable names. If left empty, type +# variable names will be checked with the set naming style. +#typevar-rgx= + +# Naming style matching correct variable names. +variable-naming-style=snake_case + +# Regular expression matching correct variable names. Overrides variable- +# naming-style. If left empty, variable names will be checked with the set +# naming style. +#variable-rgx= + + +[CLASSES] + +# Warn about protected attribute access inside special methods +check-protected-access-in-special-methods=no + +# List of method names used to declare (i.e. assign) instance attributes. +defining-attr-methods=__init__, + __new__, + setUp, + asyncSetUp, + __post_init__ + +# List of member names, which should be excluded from the protected access +# warning. +exclude-protected=_asdict,_fields,_replace,_source,_make,os._exit + +# List of valid names for the first argument in a class method. +valid-classmethod-first-arg=cls + +# List of valid names for the first argument in a metaclass class method. +valid-metaclass-classmethod-first-arg=mcs + + +[DESIGN] + +# List of regular expressions of class ancestor names to ignore when counting +# public methods (see R0903) +exclude-too-few-public-methods= + +# List of qualified class names to ignore when counting class parents (see +# R0901) +ignored-parents= + +# Maximum number of arguments for function / method. +max-args=9 + +# Maximum number of attributes for a class (see R0902). +max-attributes=18 + +# Maximum number of boolean expressions in an if statement (see R0916). +max-bool-expr=5 + +# Maximum number of branch for function / method body. +max-branches=12 + +# Maximum number of locals for function / method body. +max-locals=22 + +# Maximum number of parents for a class (see R0901). +max-parents=7 + +# Maximum number of positional arguments for function / method. +max-positional-arguments=9 + +# Maximum number of public methods for a class (see R0904). +max-public-methods=20 + +# Maximum number of return / yield for function / method body. +max-returns=6 + +# Maximum number of statements in function / method body. +max-statements=50 + +# Minimum number of public methods for a class (see R0903). +min-public-methods=2 + + +[EXCEPTIONS] + +# Exceptions that will emit a warning when caught. +overgeneral-exceptions=builtins.BaseException,builtins.Exception + + +[FORMAT] + +# Expected format of line ending, e.g. empty (any line ending), LF or CRLF. +expected-line-ending-format= + +# Regexp for a line that is allowed to be longer than the limit. +ignore-long-lines=^\s*(# )??$ + +# Number of spaces of indent required inside a hanging or continued line. +indent-after-paren=4 + +# String used as indentation unit. This is usually " " (4 spaces) or "\t" (1 +# tab). +indent-string=' ' + +# Maximum number of characters on a single line. +max-line-length=150 + +# Maximum number of lines in a module. +max-module-lines=1000 + +# Allow the body of a class to be on the same line as the declaration if body +# contains single statement. +single-line-class-stmt=no + +# Allow the body of an if to be on the same line as the test if there is no +# else. +single-line-if-stmt=no + + +[IMPORTS] + +# List of modules that can be imported at any level, not just the top level +# one. +allow-any-import-level= + +# Allow explicit reexports by alias from a package __init__. +allow-reexport-from-package=no + +# Allow wildcard imports from modules that define __all__. +allow-wildcard-with-all=no + +# Deprecated modules which should not be used, separated by a comma. +deprecated-modules= + +# Output a graph (.gv or any supported image format) of external dependencies +# to the given file (report RP0402 must not be disabled). +ext-import-graph= + +# Output a graph (.gv or any supported image format) of all (i.e. internal and +# external) dependencies to the given file (report RP0402 must not be +# disabled). +import-graph= + +# Output a graph (.gv or any supported image format) of internal dependencies +# to the given file (report RP0402 must not be disabled). +int-import-graph= + +# Force import order to recognize a module as part of the standard +# compatibility libraries. +known-standard-library= + +# Force import order to recognize a module as part of a third party library. +known-third-party=enchant + +# Couples of modules and preferred modules, separated by a comma. +preferred-modules= + + +[LOGGING] + +# The type of string formatting that logging methods do. `old` means using % +# formatting, `new` is for `{}` formatting. +logging-format-style=old + +# Logging modules to check that the string format arguments are in logging +# function parameter format. +logging-modules=logging + + +[MESSAGES CONTROL] + +# Only show warnings with the listed confidence levels. Leave empty to show +# all. Valid levels: HIGH, CONTROL_FLOW, INFERENCE, INFERENCE_FAILURE, +# UNDEFINED. +confidence=HIGH, + CONTROL_FLOW, + INFERENCE, + INFERENCE_FAILURE, + UNDEFINED + +# Disable the message, report, category or checker with the given id(s). You +# can either give multiple identifiers separated by comma (,) or put this +# option multiple times (only on the command line, not in the configuration +# file where it should appear only once). You can also use "--disable=all" to +# disable everything first and then re-enable specific checks. For example, if +# you want to run only the similarities checker, you can use "--disable=all +# --enable=similarities". If you want to run only the classes checker, but have +# no Warning level messages displayed, use "--disable=all --enable=classes +# --disable=W". +disable=raw-checker-failed, + bad-inline-option, + locally-disabled, + file-ignored, + suppressed-message, + useless-suppression, + deprecated-pragma, + use-symbolic-message-instead, + use-implicit-booleaness-not-comparison-to-string, + use-implicit-booleaness-not-comparison-to-zero, + no-member, + no-name-in-module + + +# Enable the message, report, category or checker with the given id(s). You can +# either give multiple identifier separated by comma (,) or put this option +# multiple time (only on the command line, not in the configuration file where +# it should appear only once). See also the "--disable" option for examples. +enable= + + +[METHOD_ARGS] + +# List of qualified names (i.e., library.method) which require a timeout +# parameter e.g. 'requests.api.get,requests.api.post' +timeout-methods=requests.api.delete,requests.api.get,requests.api.head,requests.api.options,requests.api.patch,requests.api.post,requests.api.put,requests.api.request + + +[MISCELLANEOUS] + +# List of note tags to take in consideration, separated by a comma. +notes=FIXME, + XXX, + TODO + +# Regular expression of note tags to take in consideration. +notes-rgx= + + +[REFACTORING] + +# Maximum number of nested blocks for function / method body +max-nested-blocks=5 + +# Complete name of functions that never returns. When checking for +# inconsistent-return-statements if a never returning function is called then +# it will be considered as an explicit return statement and no message will be +# printed. +never-returning-functions=sys.exit,argparse.parse_error + +# Let 'consider-using-join' be raised when the separator to join on would be +# non-empty (resulting in expected fixes of the type: ``"- " + " - +# ".join(items)``) +suggest-join-with-non-empty-separator=yes + + +[REPORTS] + +# Python expression which should return a score less than or equal to 10. You +# have access to the variables 'fatal', 'error', 'warning', 'refactor', +# 'convention', and 'info' which contain the number of messages in each +# category, as well as 'statement' which is the total number of statements +# analyzed. This score is used by the global evaluation report (RP0004). +evaluation=max(0, 0 if fatal else 10.0 - ((float(5 * error + warning + refactor + convention) / statement) * 10)) + +# Template used to display messages. This is a python new-style format string +# used to format the message information. See doc for all details. +msg-template= + +# Set the output format. Available formats are: text, parseable, colorized, +# json2 (improved json format), json (old json format) and msvs (visual +# studio). You can also give a reporter class, e.g. +# mypackage.mymodule.MyReporterClass. +#output-format= + +# Tells whether to display a full report or only the messages. +reports=no + +# Activate the evaluation score. +score=yes + + +[SIMILARITIES] + +# Comments are removed from the similarity computation +ignore-comments=yes + +# Docstrings are removed from the similarity computation +ignore-docstrings=yes + +# Imports are removed from the similarity computation +ignore-imports=yes + +# Signatures are removed from the similarity computation +ignore-signatures=yes + +# Minimum lines number of a similarity. +min-similarity-lines=4 + + +[SPELLING] + +# Limits count of emitted suggestions for spelling mistakes. +max-spelling-suggestions=4 + +# Spelling dictionary name. No available dictionaries : You need to install +# both the python package and the system dependency for enchant to work. +spelling-dict= + +# List of comma separated words that should be considered directives if they +# appear at the beginning of a comment and should not be checked. +spelling-ignore-comment-directives=fmt: on,fmt: off,noqa:,noqa,nosec,isort:skip,mypy: + +# List of comma separated words that should not be checked. +spelling-ignore-words= + +# A path to a file that contains the private dictionary; one word per line. +spelling-private-dict-file= + +# Tells whether to store unknown words to the private dictionary (see the +# --spelling-private-dict-file option) instead of raising a message. +spelling-store-unknown-words=no + + +[STRING] + +# This flag controls whether inconsistent-quotes generates a warning when the +# character used as a quote delimiter is used inconsistently within a module. +check-quote-consistency=no + +# This flag controls whether the implicit-str-concat should generate a warning +# on implicit string concatenation in sequences defined over several lines. +check-str-concat-over-line-jumps=no + + +[TYPECHECK] + +# List of decorators that produce context managers, such as +# contextlib.contextmanager. Add to this list to register other decorators that +# produce valid context managers. +contextmanager-decorators=contextlib.contextmanager + +# List of members which are set dynamically and missed by pylint inference +# system, and so shouldn't trigger E1101 when accessed. Python regular +# expressions are accepted. +generated-members= + +# Tells whether to warn about missing members when the owner of the attribute +# is inferred to be None. +ignore-none=yes + +# This flag controls whether pylint should warn about no-member and similar +# checks whenever an opaque object is returned when inferring. The inference +# can return multiple potential results while evaluating a Python object, but +# some branches might not be evaluated, which results in partial inference. In +# that case, it might be useful to still emit no-member and other checks for +# the rest of the inferred objects. +ignore-on-opaque-inference=yes + +# List of symbolic message names to ignore for Mixin members. +ignored-checks-for-mixins=no-member, + not-async-context-manager, + not-context-manager, + attribute-defined-outside-init + +# List of class names for which member attributes should not be checked (useful +# for classes with dynamically set attributes). This supports the use of +# qualified names. +ignored-classes=optparse.Values,thread._local,_thread._local,argparse.Namespace + +# Show a hint with possible names when a member name was not found. The aspect +# of finding the hint is based on edit distance. +missing-member-hint=yes + +# The minimum edit distance a name should have in order to be considered a +# similar match for a missing member name. +missing-member-hint-distance=1 + +# The total number of similar names that should be taken in consideration when +# showing a hint for a missing member. +missing-member-max-choices=1 + +# Regex pattern to define which classes are considered mixins. +mixin-class-rgx=.*[Mm]ixin + +# List of decorators that change the signature of a decorated function. +signature-mutators= + + +[VARIABLES] + +# List of additional names supposed to be defined in builtins. Remember that +# you should avoid defining new builtins when possible. +additional-builtins= + +# Tells whether unused global variables should be treated as a violation. +allow-global-unused-variables=yes + +# List of names allowed to shadow builtins +allowed-redefined-builtins= + +# List of strings which can identify a callback function by name. A callback +# name must start or end with one of those strings. +callbacks=cb_, + _cb + +# A regular expression matching the name of dummy variables (i.e. expected to +# not be used). +dummy-variables-rgx=_+$|(_[a-zA-Z0-9_]*[a-zA-Z0-9]+?$)|dummy|^ignored_|^unused_ + +# Argument names that match this expression will be ignored. +ignored-argument-names=_.*|^ignored_|^unused_ + +# Tells whether we should check for unused import in __init__ files. +init-import=no + +# List of qualified module names which can have objects that can redefine +# builtins. +redefining-builtins-modules=six.moves,past.builtins,future.builtins,builtins,io diff --git a/.travis.yml b/.travis.yml deleted file mode 100644 index 09bf680..0000000 --- a/.travis.yml +++ /dev/null @@ -1,19 +0,0 @@ -language: python -python: - - "3.5" - - "3.6" - - "3.7" -# command to install dependencies -before_install: - - sudo apt-get -qq update - - sudo apt-get install -y libglib2.0-0 libsm6 libxrender1 libfontconfig1 -install: - - pip install -r requirements.txt - - pip install nose coverage - - pip install coveralls - - pip install tensorflow -# # command to run tests, e.g. python setup.py test -script: - - python3 setup.py nosetests --with-coverage --cover-package mtcnn --verbosity=2 -after_success: - - coveralls diff --git a/AUTHORS b/AUTHORS deleted file mode 100644 index 14713e3..0000000 --- a/AUTHORS +++ /dev/null @@ -1 +0,0 @@ -Iván de Paz Centeno \ No newline at end of file diff --git a/LICENSE b/LICENSE index 246a0ad..3907cda 100644 --- a/LICENSE +++ b/LICENSE @@ -1,6 +1,6 @@ MIT License -Copyright (c) 2019 Iván de Paz Centeno +Copyright (c) 2019-2024 Iván de Paz Centeno Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal @@ -18,4 +18,4 @@ FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -SOFTWARE. \ No newline at end of file +SOFTWARE. diff --git a/MANIFEST.in b/MANIFEST.in deleted file mode 100644 index 3a098b1..0000000 --- a/MANIFEST.in +++ /dev/null @@ -1,3 +0,0 @@ -include mtcnn/data/mtcnn_weights.npy -include requirements.txt -include AUTHORS \ No newline at end of file diff --git a/README.md b/README.md new file mode 100644 index 0000000..2e3b108 --- /dev/null +++ b/README.md @@ -0,0 +1,122 @@ +# MTCNN - Multitask Cascaded Convolutional Networks for Face Detection and Alignment + +[![PyPI version](https://badge.fury.io/py/mtcnn.svg)](https://badge.fury.io/py/mtcnn) +[![Documentation Status](https://readthedocs.org/projects/mtcnn/badge/?version=latest)](https://mtcnn.readthedocs.io/en/latest/?badge=latest) +![Test Status](https://github.com/ipazc/mtcnn/actions/workflows/tests.yml/badge.svg) +![Pylint Check](https://github.com/ipazc/mtcnn/actions/workflows/pylint.yml/badge.svg) +![PyPI Downloads](https://img.shields.io/pypi/dm/mtcnn) + + +## Overview + +![Example](resources/result.jpg) + +MTCNN is a robust face detection and alignment library implemented for Python >= 3.10 and TensorFlow >= 2.12, designed to detect faces and their landmarks using a multitask cascaded convolutional network. This library improves on the original implementation by offering a complete refactor, simplifying usage, improving performance, and providing support for batch processing. + +This library is ideal for applications requiring face detection and alignment, with support for both bounding box and landmark prediction. + +## Installation + +MTCNN can be installed via pip: + +```bash +pip install mtcnn +``` + +MTCNN requires Tensorflow >= 2.12. This external dependency can be installed manually or automatically along with MTCNN via: + +```bash +pip install mtcnn[tensorflow] +``` + +## Usage Example + +```python +from mtcnn import MTCNN +from mtcnn.utils.images import load_image + +# Create a detector instance +detector = MTCNN(device="CPU:0") + +# Load an image +image = load_image("ivan.jpg") + +# Detect faces in the image +result = detector.detect_faces(image) + +# Display the result +print(result) +``` + +Output example: + +```json +[ + { + "box": [277, 90, 48, 63], + "keypoints": { + "nose": (303, 131), + "mouth_right": (313, 141), + "right_eye": (314, 114), + "left_eye": (291, 117), + "mouth_left": (296, 143) + }, + "confidence": 0.9985 + } +] +``` + +## Models Overview + +MTCNN uses a cascade of three networks to detect faces and facial landmarks: + +- **PNet (Proposal Network)**: Scans the image and proposes candidate face regions. +- **RNet (Refine Network)**: Refines the face proposals from PNet. +- **ONet (Output Network)**: Detects facial landmarks (eyes, nose, mouth) and provides a final refinement of the bounding boxes. + +All networks are implemented using TensorFlow’s functional API and optimized to avoid unnecessary operations, such as transpositions, ensuring faster and more efficient execution. + +# Documentation + +The full documentation for this project is available at [Read the Docs](http://mtcnn.readthedocs.io/). + + +## Citation + +If you use this library for your research or projects, please consider citing the original work: + +``` +@article{7553523, + author={K. Zhang and Z. Zhang and Z. Li and Y. Qiao}, + journal={IEEE Signal Processing Letters}, + title={Joint Face Detection and Alignment Using Multitask Cascaded Convolutional Networks}, + year={2016}, + volume={23}, + number={10}, + pages={1499-1503}, + keywords={Benchmark testing;Computer architecture;Convolution;Detectors;Face;Face detection;Training;Cascaded convolutional neural network (CNN);face alignment;face detection}, + doi={10.1109/LSP.2016.2603342}, + ISSN={1070-9908}, + month={Oct} +} +``` + +You may also reference the original GitHub repository that this project was based on (including the networks weights): +[Original MTCNN Implementation by Kaipeng Zhang](https://github.com/kpzhang93/MTCNN_face_detection_alignment/tree/master/code) + +And the FaceNet's implementation that served as inspiration: +[Facenet's MTCNN implementation](https://github.com/davidsandberg/facenet/tree/master/src/align) + +## About this project + +The code for this project was created to standardize face detection and provide an easy-to-use framework that helps the research community push the boundaries of AI knowledge. Learn more about the author of this code on [Iván de Paz Centeno's website](https://ipazc.com) + +If you find this project useful, please consider supporting it through GitHub Sponsors. + +[![Sponsor](https://img.shields.io/badge/Sponsor-GitHub%20Sponsors-brightgreen)](https://github.com/sponsors/ipazc) + +Your support will help cover costs related to improving the codebase, adding new features, and providing better documentation. + +## License + +This project is licensed under the [MIT License](LICENSE). diff --git a/README.rst b/README.rst deleted file mode 100644 index 230ea7b..0000000 --- a/README.rst +++ /dev/null @@ -1,135 +0,0 @@ -MTCNN -##### - -.. image:: https://badge.fury.io/py/mtcnn.svg - :target: https://badge.fury.io/py/mtcnn -.. image:: https://travis-ci.org/ipazc/mtcnn.svg?branch=master - :target: https://travis-ci.org/ipazc/mtcnn - - -Implementation of the MTCNN face detector for Keras in Python3.4+. It is written from scratch, using as a reference the implementation of -MTCNN from David Sandberg (`FaceNet's MTCNN `_) in Facenet. It is based on the paper *Zhang, K et al. (2016)* [ZHANG2016]_. - -.. image:: https://github.com/ipazc/mtcnn/raw/master/result.jpg - - -INSTALLATION -############ - -Currently it is only supported Python3.4 onwards. It can be installed through pip: - -.. code:: bash - - $ pip install mtcnn - -This implementation requires OpenCV>=4.1 and Keras>=2.0.0 (any Tensorflow supported by Keras will be supported by this MTCNN package). -If this is the first time you use tensorflow, you will probably need to install it in your system: - -.. code:: bash - - $ pip install tensorflow - -or with `conda` - -.. code:: bash - - $ conda install tensorflow - -Note that `tensorflow-gpu` version can be used instead if a GPU device is available on the system, which will speedup the results. - -USAGE -##### - -The following example illustrates the ease of use of this package: - - -.. code:: python - - >>> from mtcnn import MTCNN - >>> import cv2 - >>> - >>> img = cv2.cvtColor(cv2.imread("ivan.jpg"), cv2.COLOR_BGR2RGB) - >>> detector = MTCNN() - >>> detector.detect_faces(img) - [ - { - 'box': [277, 90, 48, 63], - 'keypoints': - { - 'nose': (303, 131), - 'mouth_right': (313, 141), - 'right_eye': (314, 114), - 'left_eye': (291, 117), - 'mouth_left': (296, 143) - }, - 'confidence': 0.99851983785629272 - } - ] - -The detector returns a list of JSON objects. Each JSON object contains three main keys: 'box', 'confidence' and 'keypoints': - -- The bounding box is formatted as [x, y, width, height] under the key 'box'. -- The confidence is the probability for a bounding box to be matching a face. -- The keypoints are formatted into a JSON object with the keys 'left_eye', 'right_eye', 'nose', 'mouth_left', 'mouth_right'. Each keypoint is identified by a pixel position (x, y). - -Another good example of usage can be found in the file "`example.py`_." located in the root of this repository. Also, you can run the Jupyter Notebook "`example.ipynb`_" for another example of usage. - -BENCHMARK -========= - -The following tables shows the benchmark of this mtcnn implementation running on an `Intel i7-3612QM CPU @ 2.10GHz `_, with a **CPU-based** Tensorflow 1.4.1. - - - Pictures containing a single frontal face: - -+------------+--------------+---------------+-----+ -| Image size | Total pixels | Process time | FPS | -+============+==============+===============+=====+ -| 460x259 | 119,140 | 0.118 seconds | 8.5 | -+------------+--------------+---------------+-----+ -| 561x561 | 314,721 | 0.227 seconds | 4.5 | -+------------+--------------+---------------+-----+ -| 667x1000 | 667,000 | 0.456 seconds | 2.2 | -+------------+--------------+---------------+-----+ -| 1920x1200 | 2,304,000 | 1.093 seconds | 0.9 | -+------------+--------------+---------------+-----+ -| 4799x3599 | 17,271,601 | 8.798 seconds | 0.1 | -+------------+--------------+---------------+-----+ - - - Pictures containing 10 frontal faces: - -+------------+--------------+---------------+-----+ -| Image size | Total pixels | Process time | FPS | -+============+==============+===============+=====+ -| 474x224 | 106,176 | 0.185 seconds | 5.4 | -+------------+--------------+---------------+-----+ -| 736x348 | 256,128 | 0.290 seconds | 3.4 | -+------------+--------------+---------------+-----+ -| 2100x994 | 2,087,400 | 1.286 seconds | 0.7 | -+------------+--------------+---------------+-----+ - -MODEL -##### - -By default the MTCNN bundles a face detection weights model. - -The model is adapted from the Facenet's MTCNN implementation, merged in a single file located inside the folder 'data' relative -to the module's path. It can be overriden by injecting it into the MTCNN() constructor during instantiation. - -The model must be numpy-based containing the 3 main keys "pnet", "rnet" and "onet", having each of them the weights of each of the layers of the network. - -For more reference about the network definition, take a close look at the paper from *Zhang et al. (2016)* [ZHANG2016]_. - -LICENSE -####### - -`MIT License`_. - - -REFERENCE -========= - -.. [ZHANG2016] Zhang, K., Zhang, Z., Li, Z., and Qiao, Y. (2016). Joint face detection and alignment using multitask cascaded convolutional networks. IEEE Signal Processing Letters, 23(10):1499–1503. - -.. _example.py: example.py -.. _example.ipynb: example.ipynb -.. _MIT license: LICENSE diff --git a/debug/mtcnn.ipynb b/debug/mtcnn.ipynb new file mode 100644 index 0000000..7a3af49 --- /dev/null +++ b/debug/mtcnn.ipynb @@ -0,0 +1,1976 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 7, + "id": "081525a1-6e7c-4cec-847a-091bc6676c97", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'fourier': }\n", + "\n", + "\n", + "\n", + "\n", + "After addition: tf.keras.utils.get_custom_objects()={'fourier': }\n" + ] + }, + { + "ename": "ValueError", + "evalue": "Could not interpret activation function identifier: fourier", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[7], line 21\u001b[0m\n\u001b[1;32m 18\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mAfter addition: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mtf\u001b[38;5;241m.\u001b[39mkeras\u001b[38;5;241m.\u001b[39mutils\u001b[38;5;241m.\u001b[39mget_custom_objects()\u001b[38;5;132;01m=}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 20\u001b[0m x_input \u001b[38;5;241m=\u001b[39m tf\u001b[38;5;241m.\u001b[39mkeras\u001b[38;5;241m.\u001b[39mInput(shape\u001b[38;5;241m=\u001b[39m[\u001b[38;5;241m5\u001b[39m])\n\u001b[0;32m---> 21\u001b[0m layer_2 \u001b[38;5;241m=\u001b[39m \u001b[43mtf\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mkeras\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mlayers\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mDense\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m100\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43minput_shape\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;241;43m5\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 22\u001b[0m \u001b[43m \u001b[49m\u001b[43mactivation\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mfourier\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 23\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m(x_input)\n\u001b[1;32m 25\u001b[0m model \u001b[38;5;241m=\u001b[39m tf\u001b[38;5;241m.\u001b[39mkeras\u001b[38;5;241m.\u001b[39mModel(inputs\u001b[38;5;241m=\u001b[39mx_input, outputs\u001b[38;5;241m=\u001b[39mlayer_2)\n\u001b[1;32m 26\u001b[0m model\u001b[38;5;241m.\u001b[39mcompile(optimizer\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124madam\u001b[39m\u001b[38;5;124m'\u001b[39m, loss\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mmse\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", + "File \u001b[0;32m/data2/forge3/envs/mamba3.11/lib/python3.11/site-packages/keras/src/layers/core/dense.py:89\u001b[0m, in \u001b[0;36mDense.__init__\u001b[0;34m(self, units, activation, use_bias, kernel_initializer, bias_initializer, kernel_regularizer, bias_regularizer, activity_regularizer, kernel_constraint, bias_constraint, lora_rank, **kwargs)\u001b[0m\n\u001b[1;32m 87\u001b[0m \u001b[38;5;28msuper\u001b[39m()\u001b[38;5;241m.\u001b[39m\u001b[38;5;21m__init__\u001b[39m(activity_regularizer\u001b[38;5;241m=\u001b[39mactivity_regularizer, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[1;32m 88\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39munits \u001b[38;5;241m=\u001b[39m units\n\u001b[0;32m---> 89\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mactivation \u001b[38;5;241m=\u001b[39m \u001b[43mactivations\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[43mactivation\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 90\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39muse_bias \u001b[38;5;241m=\u001b[39m use_bias\n\u001b[1;32m 91\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mkernel_initializer \u001b[38;5;241m=\u001b[39m initializers\u001b[38;5;241m.\u001b[39mget(kernel_initializer)\n", + "File \u001b[0;32m/data2/forge3/envs/mamba3.11/lib/python3.11/site-packages/keras/src/activations/__init__.py:104\u001b[0m, in \u001b[0;36mget\u001b[0;34m(identifier)\u001b[0m\n\u001b[1;32m 102\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mcallable\u001b[39m(obj):\n\u001b[1;32m 103\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m obj\n\u001b[0;32m--> 104\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m 105\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCould not interpret activation function identifier: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00midentifier\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 106\u001b[0m )\n", + "\u001b[0;31mValueError\u001b[0m: Could not interpret activation function identifier: fourier" + ] + } + ], + "source": [ + "import tensorflow as tf\n", + "#from tensorflow.keras.utils import get_custom_objects\n", + "#from tensorflow.keras.layers import Activation\n", + "\n", + "def fourier_activation_lambda(freq):\n", + " fn = lambda x : tf.sin(freq*x)\n", + " return(fn)\n", + "\n", + "freq = 1.0\n", + "fourier = fourier_activation_lambda(freq)\n", + "\n", + "custom_objects = tf.keras.utils.get_custom_objects()\n", + "\n", + "custom_objects[\"fourier\"] = tf.keras.layers.Activation(fourier)\n", + "\n", + "print(custom_objects)\n", + "print(3*\"\\n\")\n", + "print(f\"After addition: {tf.keras.utils.get_custom_objects()=}\")\n", + "\n", + "x_input = tf.keras.Input(shape=[5])\n", + "layer_2 = tf.keras.layers.Dense(100, input_shape = [5],\n", + " activation=\"fourier\",\n", + " )(x_input)\n", + "\n", + "model = tf.keras.Model(inputs=x_input, outputs=layer_2)\n", + "model.compile(optimizer='adam', loss='mse')\n", + "model.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "06773242-aae6-4a80-8f3a-84bfbcbf5b1c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sun Sep 22 16:56:41 2024 \n", + "+---------------------------------------------------------------------------------------+\n", + "| NVIDIA-SMI 535.161.07 Driver Version: 535.161.07 CUDA Version: 12.2 |\n", + "|-----------------------------------------+----------------------+----------------------+\n", + "| GPU Name Persistence-M | Bus-Id Disp.A | Volatile Uncorr. ECC |\n", + "| Fan Temp Perf Pwr:Usage/Cap | Memory-Usage | GPU-Util Compute M. |\n", + "| | | MIG M. |\n", + "|=========================================+======================+======================|\n", + "| 0 NVIDIA GeForce GTX 1070 Off | 00000000:17:00.0 Off | N/A |\n", + "| 36% 32C P8 6W / 151W | 86MiB / 8192MiB | 0% Default |\n", + "| | | N/A |\n", + "+-----------------------------------------+----------------------+----------------------+\n", + "| 1 NVIDIA RTX A6000 Off | 00000000:65:00.0 Off | Off |\n", + "| 30% 42C P8 19W / 300W | 976MiB / 49140MiB | 0% Default |\n", + "| | | N/A |\n", + "+-----------------------------------------+----------------------+----------------------+\n", + " \n", + "+---------------------------------------------------------------------------------------+\n", + "| Processes: |\n", + "| GPU GI CI PID Type Process name GPU Memory |\n", + "| ID ID Usage |\n", + "|=======================================================================================|\n", + "| 0 N/A N/A 141401 C ...a2/forge3/envs/mamba3.11/bin/python 82MiB |\n", + "| 1 N/A N/A 141401 C ...a2/forge3/envs/mamba3.11/bin/python 970MiB |\n", + "+---------------------------------------------------------------------------------------+\n" + ] + } + ], + "source": [ + "!nvidia-smi" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "04c24c9c-ef33-4107-af64-cd20edf9d616", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-09-22 16:56:41.461393: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-09-22 16:56:41.471284: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-09-22 16:56:41.483218: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-09-22 16:56:41.486905: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-09-22 16:56:41.495735: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-09-22 16:56:42.127934: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "import tensorflow as tf\n", + "\n", + "L = tf.keras.layers\n", + "M = tf.keras.models" + ] + }, + { + "cell_type": "markdown", + "id": "ed66c671-77cc-4e35-9bfe-38525305ad98", + "metadata": {}, + "source": [ + "# NETWORKS DEFINITION" + ] + }, + { + "cell_type": "markdown", + "id": "c2529a64-0b77-4969-8411-b7b7655b31c3", + "metadata": {}, + "source": [ + "## PNET" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1bfcc642-8556-4ba1-8d34-87f43b19c1f8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "keras.src.layers.layer.Layer" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tf.keras.Layer" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "31325faa-9e52-4934-8d5a-3bac3a9451b5", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-09-22 16:56:42.906469: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 45892 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-09-22 16:56:42.906933: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7445 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + }, + { + "data": { + "text/html": [ + "
Model: \"functional\"\n",
+       "
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┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)        ┃ Output Shape      ┃    Param # ┃ Connected to      ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n",
+       "│ input1 (InputLayer) │ (None, None,      │          0 │ -                 │\n",
+       "│                     │ None, 3)          │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1 (Conv2D)      │ (None, None,      │        280 │ input1[0][0]      │\n",
+       "│                     │ None, 10)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu1 (PReLU)      │ (None, None,      │         10 │ conv1[0][0]       │\n",
+       "│                     │ None, 10)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ maxpooling1         │ (None, None,      │          0 │ prelu1[0][0]      │\n",
+       "│ (MaxPooling2D)      │ None, 10)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2 (Conv2D)      │ (None, None,      │      1,456 │ maxpooling1[0][0] │\n",
+       "│                     │ None, 16)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu2 (PReLU)      │ (None, None,      │         16 │ conv2[0][0]       │\n",
+       "│                     │ None, 16)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3 (Conv2D)      │ (None, None,      │      4,640 │ prelu2[0][0]      │\n",
+       "│                     │ None, 32)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu3 (PReLU)      │ (None, None,      │         32 │ conv3[0][0]       │\n",
+       "│                     │ None, 32)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4-1 (Conv2D)    │ (None, None,      │        132 │ prelu3[0][0]      │\n",
+       "│                     │ None, 4)          │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4-2 (Conv2D)    │ (None, None,      │         66 │ prelu3[0][0]      │\n",
+       "│                     │ None, 2)          │            │                   │\n",
+       "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mConnected to \u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n", + "│ input1 (\u001b[38;5;33mInputLayer\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ - │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m280\u001b[0m │ input1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu1 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m10\u001b[0m │ conv1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ maxpooling1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ prelu1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m1,456\u001b[0m │ maxpooling1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m16\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu2 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m16\u001b[0m │ conv2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m16\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m4,640\u001b[0m │ prelu2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu3 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m32\u001b[0m │ conv3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4-1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m132\u001b[0m │ prelu3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4-2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;45mNone\u001b[0m, │ \u001b[38;5;34m66\u001b[0m │ prelu3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m2\u001b[0m) │ │ │\n", + "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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Model: \"functional_3\"\n",
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┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)        ┃ Output Shape      ┃    Param # ┃ Connected to      ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n",
+       "│ input1 (InputLayer) │ (None, 24, 24, 3) │          0 │ -                 │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1 (Conv2D)      │ (None, 22, 22,    │        784 │ input1[0][0]      │\n",
+       "│                     │ 28)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu1 (PReLU)      │ (None, 22, 22,    │         28 │ conv1[0][0]       │\n",
+       "│                     │ 28)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ maxpooling1         │ (None, 11, 11,    │          0 │ prelu1[0][0]      │\n",
+       "│ (MaxPooling2D)      │ 28)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2 (Conv2D)      │ (None, 9, 9, 48)  │     12,144 │ maxpooling1[0][0] │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu2 (PReLU)      │ (None, 9, 9, 48)  │         48 │ conv2[0][0]       │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ maxpooling2         │ (None, 4, 4, 48)  │          0 │ prelu2[0][0]      │\n",
+       "│ (MaxPooling2D)      │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3 (Conv2D)      │ (None, 3, 3, 64)  │     12,352 │ maxpooling2[0][0] │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu3 (PReLU)      │ (None, 3, 3, 64)  │         64 │ conv3[0][0]       │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ permute (Permute)   │ (None, 3, 3, 64)  │          0 │ prelu3[0][0]      │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ flatten3 (Flatten)  │ (None, 576)       │          0 │ permute[0][0]     │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ fc4 (Dense)         │ (None, 128)       │     73,856 │ flatten3[0][0]    │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu4 (PReLU)      │ (None, 128)       │        128 │ fc4[0][0]         │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ fc5-1 (Dense)       │ (None, 4)         │        516 │ prelu4[0][0]      │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ fc5-2 (Dense)       │ (None, 2)         │        258 │ prelu4[0][0]      │\n",
+       "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mConnected to \u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n", + "│ input1 (\u001b[38;5;33mInputLayer\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m24\u001b[0m, \u001b[38;5;34m24\u001b[0m, \u001b[38;5;34m3\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ - │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m22\u001b[0m, \u001b[38;5;34m22\u001b[0m, │ \u001b[38;5;34m784\u001b[0m │ input1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;34m28\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu1 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m22\u001b[0m, \u001b[38;5;34m22\u001b[0m, │ \u001b[38;5;34m28\u001b[0m │ conv1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;34m28\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ maxpooling1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m11\u001b[0m, \u001b[38;5;34m11\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ prelu1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ \u001b[38;5;34m28\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m9\u001b[0m, \u001b[38;5;34m9\u001b[0m, \u001b[38;5;34m48\u001b[0m) │ \u001b[38;5;34m12,144\u001b[0m │ maxpooling1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu2 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m9\u001b[0m, \u001b[38;5;34m9\u001b[0m, \u001b[38;5;34m48\u001b[0m) │ \u001b[38;5;34m48\u001b[0m │ conv2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ maxpooling2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m48\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ prelu2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m12,352\u001b[0m │ maxpooling2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu3 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m64\u001b[0m │ conv3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ permute (\u001b[38;5;33mPermute\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ prelu3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ flatten3 (\u001b[38;5;33mFlatten\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m576\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ permute[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ fc4 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m73,856\u001b[0m │ flatten3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu4 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m128\u001b[0m │ fc4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ fc5-1 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m) │ \u001b[38;5;34m516\u001b[0m │ prelu4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ fc5-2 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m2\u001b[0m) │ \u001b[38;5;34m258\u001b[0m │ prelu4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Total params: 100,178 (391.32 KB)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Total params: \u001b[0m\u001b[38;5;34m100,178\u001b[0m (391.32 KB)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Trainable params: 100,178 (391.32 KB)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Trainable params: \u001b[0m\u001b[38;5;34m100,178\u001b[0m (391.32 KB)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Non-trainable params: 0 (0.00 B)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "inp = L.Input((24, 24, 3), name=\"input1\")\n", + "\n", + "layer = L.Conv2D(28, kernel_size=(3,3), strides=(1,1), padding=\"valid\", activation=\"linear\", name=\"conv1\")(inp)\n", + "layer = L.PReLU(shared_axes=[1, 2], name=\"prelu1\")(layer)\n", + "layer = L.MaxPooling2D(pool_size=(3,3), strides=(2,2), padding=\"same\", name=\"maxpooling1\")(layer)\n", + "\n", + "layer = L.Conv2D(48, kernel_size=(3,3), strides=(1,1), padding=\"valid\", activation=\"linear\", name=\"conv2\")(layer)\n", + "layer = L.PReLU(shared_axes=[1, 2], name=\"prelu2\")(layer)\n", + "layer = L.MaxPooling2D(pool_size=(3,3), strides=(2,2), padding=\"valid\", name=\"maxpooling2\")(layer)\n", + "\n", + "layer = L.Conv2D(64, kernel_size=(2,2), strides=(1,1), padding=\"valid\", activation=\"linear\", name=\"conv3\")(layer)\n", + "layer = L.PReLU(shared_axes=[1, 2], name=\"prelu3\")(layer)\n", + "layer = L.Permute((2, 1, 3), name=\"permute\")(layer)\n", + "layer = L.Flatten(name=\"flatten3\")(layer)\n", + "\n", + "layer = L.Dense(128, activation=\"linear\", name=\"fc4\")(layer)\n", + "layer_middle = L.PReLU(name=\"prelu4\")(layer)\n", + "\n", + "layer_out1 = L.Dense(4, activation=\"linear\", name=\"fc5-1\")(layer_middle)\n", + "layer_out2 = L.Dense(2, activation=\"softmax\", name=\"fc5-2\")(layer_middle)\n", + "\n", + "rnet = M.Model(inp, [layer_out1, layer_out2])\n", + "rnet.summary()" + ] + }, + { + "cell_type": "markdown", + "id": "755f4933-fdef-4cdf-b785-a175bc1d81e0", + "metadata": {}, + "source": [ + "## ONet" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "ccf392c9-c729-4f65-8e5c-9a970fb8fceb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"functional_4\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"functional_4\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)        ┃ Output Shape      ┃    Param # ┃ Connected to      ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n",
+       "│ input_layer_1       │ (None, 48, 48, 3) │          0 │ -                 │\n",
+       "│ (InputLayer)        │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1 (Conv2D)      │ (None, 46, 46,    │        896 │ input_layer_1[0]… │\n",
+       "│                     │ 32)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu1 (PReLU)      │ (None, 46, 46,    │         32 │ conv1[0][0]       │\n",
+       "│                     │ 32)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ maxpooling1         │ (None, 23, 23,    │          0 │ prelu1[0][0]      │\n",
+       "│ (MaxPooling2D)      │ 32)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2 (Conv2D)      │ (None, 21, 21,    │     18,496 │ maxpooling1[0][0] │\n",
+       "│                     │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu2 (PReLU)      │ (None, 21, 21,    │         64 │ conv2[0][0]       │\n",
+       "│                     │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ maxpooling2         │ (None, 10, 10,    │          0 │ prelu2[0][0]      │\n",
+       "│ (MaxPooling2D)      │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3 (Conv2D)      │ (None, 8, 8, 64)  │     36,928 │ maxpooling2[0][0] │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu3 (PReLU)      │ (None, 8, 8, 64)  │         64 │ conv3[0][0]       │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ maxpooling3         │ (None, 4, 4, 64)  │          0 │ prelu3[0][0]      │\n",
+       "│ (MaxPooling2D)      │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4 (Conv2D)      │ (None, 3, 3, 128) │     32,896 │ maxpooling3[0][0] │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu4 (PReLU)      │ (None, 3, 3, 128) │        128 │ conv4[0][0]       │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ permute (Permute)   │ (None, 3, 3, 128) │          0 │ prelu4[0][0]      │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ flatten4 (Flatten)  │ (None, 1152)      │          0 │ permute[0][0]     │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ fc5 (Dense)         │ (None, 256)       │    295,168 │ flatten4[0][0]    │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu5 (PReLU)      │ (None, 256)       │        256 │ fc5[0][0]         │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ fc6-2 (Dense)       │ (None, 4)         │      1,028 │ prelu5[0][0]      │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ fc6-3 (Dense)       │ (None, 10)        │      2,570 │ prelu5[0][0]      │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ fc6-1 (Dense)       │ (None, 2)         │        514 │ prelu5[0][0]      │\n",
+       "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n",
+       "
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│\n", + "│ │ \u001b[38;5;34m32\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu1 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m46\u001b[0m, │ \u001b[38;5;34m32\u001b[0m │ conv1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;34m32\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ maxpooling1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m23\u001b[0m, \u001b[38;5;34m23\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ prelu1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ \u001b[38;5;34m32\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, │ \u001b[38;5;34m18,496\u001b[0m │ maxpooling1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu2 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, │ \u001b[38;5;34m64\u001b[0m │ conv2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ maxpooling2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m, \u001b[38;5;34m10\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ prelu2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │ maxpooling2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu3 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m64\u001b[0m │ conv3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ maxpooling3 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ prelu3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m32,896\u001b[0m │ maxpooling3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu4 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m128\u001b[0m │ conv4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ permute (\u001b[38;5;33mPermute\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ prelu4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ flatten4 (\u001b[38;5;33mFlatten\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m1152\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ permute[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ fc5 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m295,168\u001b[0m │ flatten4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ prelu5 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m256\u001b[0m │ fc5[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ fc6-2 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m) │ \u001b[38;5;34m1,028\u001b[0m │ prelu5[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ fc6-3 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m) │ \u001b[38;5;34m2,570\u001b[0m │ prelu5[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ fc6-1 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m2\u001b[0m) │ \u001b[38;5;34m514\u001b[0m │ prelu5[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n" + ] + }, + "metadata": {}, + "output_type": 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[]\n", + "conv1 - [(3, 3, 3, 10), (10,)]\n", + "prelu1 - [(1, 1, 10)]\n", + "maxpooling1 - []\n", + "conv2 - [(3, 3, 10, 16), (16,)]\n", + "prelu2 - [(1, 1, 16)]\n", + "conv3 - [(3, 3, 16, 32), (32,)]\n", + "prelu3 - [(1, 1, 32)]\n", + "conv4-1 - [(1, 1, 32, 4), (4,)]\n", + "conv4-2 - [(1, 1, 32, 2), (2,)]\n" + ] + } + ], + "source": [ + "for l in pnet.layers:\n", + " w = l.get_weights()\n", + " if type(w) is list:\n", + " print(l.name, \" - \", [lw.shape for lw in w])\n", + " else:\n", + " print(l.name, \" - \", w.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "bffe129f-deaa-40eb-8605-4a0389c81a0b", + "metadata": {}, + "outputs": [], + "source": [ + "pnet.set_weights(pnet_weights)\n", + "rnet.set_weights(rnet_weights)\n", + "onet.set_weights(onet_weights)" + ] + }, + { + "cell_type": "markdown", + "id": "9477279e-b77e-432a-add0-3e0b2542eabd", + "metadata": {}, + "source": [ + "## Permuting filter's weights\n", + "Weights of the filters were permuted by an author mistake during the training stage. This forces the author to transpose width and height dimensions every time he needs to process an image.\n", + "\n", + "We can easily fix this issue by permuting each conv weights, so the need for permutations during inference is not required, resulting in a speedup of the process. Also, the code becomes more readable." + ] + }, + { + "cell_type": "markdown", + "id": "7fd1bcf4-36c8-4ec4-86e2-908b24a48abf", + "metadata": {}, + "source": [ + "### PNET PERMUTATION" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "78224692-3c57-49da-8659-dce1e0733e8c", + "metadata": {}, + "outputs": [], + "source": [ + "def permute_weights(net):\n", + " for layer in net.layers:\n", + " if 'conv' in layer.name and isinstance(layer, L.Conv2D):\n", + " _weights = layer.get_weights()\n", + " \n", + " if len(_weights) > 0:\n", + " kernel_weights = _weights[0] # [kernel_height, kernel_width, in_channels, out_channels]\n", + " kernel_weights_inverted = np.transpose(kernel_weights, (1, 0, 2, 3)) # Intercambia altura y ancho\n", + " layer.set_weights([kernel_weights_inverted, _weights[1] if len(_weights) > 1 else None])" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "0df019cd-d45a-4369-992f-3f62e490d444", + "metadata": {}, + "outputs": [], + "source": [ + "permute_weights(pnet)\n", + "permute_weights(rnet)\n", + "permute_weights(onet)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "f7a9d303-61d3-4d4c-a9e3-c5f77dbb1645", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\"for layer in pnet.layers:\\n if 'conv' in layer.name and isinstance(layer, L.Conv2D):\\n _weights = layer.get_weights()\\n\\n if len(_weights) > 0:\\n kernel_weights = _weights[0] # [kernel_height, kernel_width, in_channels, out_channels]\\n kernel_weights_inverted = np.transpose(kernel_weights, (1, 0, 2, 3)) # Intercambia altura y ancho\\n layer.set_weights([kernel_weights_inverted, _weights[1] if len(_weights) > 1 else None])\\n\"" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\"\"\"for layer in pnet.layers:\n", + " if 'conv' in layer.name and isinstance(layer, L.Conv2D):\n", + " _weights = layer.get_weights()\n", + "\n", + " if len(_weights) > 0:\n", + " kernel_weights = _weights[0] # [kernel_height, kernel_width, in_channels, out_channels]\n", + " kernel_weights_inverted = np.transpose(kernel_weights, (1, 0, 2, 3)) # Intercambia altura y ancho\n", + " layer.set_weights([kernel_weights_inverted, _weights[1] if len(_weights) > 1 else None])\n", + "\"\"\" " + ] + }, + { + "cell_type": "markdown", + "id": "fbf96535-4055-417b-9ec1-c8ca980eab56", + "metadata": {}, + "source": [ + "## Weights storage" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a84fb8a4-a942-46af-8fed-d425fcee5f94", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "7d04314d-718c-4170-ba86-553cbc4a7a8a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['mtcnn/assets/weights/onet.lz4']" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "joblib.dump(pnet.get_weights(), 'mtcnn/assets/weights/pnet.lz4', compress=(\"lz4\", 1))\n", + "joblib.dump(rnet.get_weights(), 'mtcnn/assets/weights/rnet.lz4', compress=(\"lz4\", 1))\n", + "joblib.dump(onet.get_weights(), 'mtcnn/assets/weights/onet.lz4', compress=(\"lz4\", 1))" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "87da3806-3e5d-4ad7-829a-cbedf0315805", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['mtcnn_weights.jbl']" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "joblib.dump({'pnet': pnet.get_weights(), 'rnet': rnet.get_weights(), 'onet': onet.get_weights()}, \"mtcnn_weights.jbl\", compress=(\"lz4\", 1))" + ] + }, + { + "cell_type": "markdown", + "id": "48f990c9-f4c2-4332-b1e7-d49cfcd2bbb4", + "metadata": {}, + "source": [ + "# DEBUG" + ] + }, + { + "cell_type": "markdown", + "id": "b0abc2b7-37d6-46b0-a5d8-a1708627168c", + "metadata": {}, + "source": [ + "## IMAGE GENERATION" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "15f11ff4-c0a8-49f3-9e83-77262e7e94ea", + "metadata": {}, + "outputs": [], + "source": [ + "import cv2" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "0a1b0437-0128-42c6-91aa-7d3b15354398", + "metadata": {}, + "outputs": [], + "source": [ + "target_filenames = [\"0038_02.jpg\", \"ivan.jpg\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "6ae2696f-4f77-4372-8054-33e7b57559b1", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "911990e0-5fce-4d09-9e00-a3d5b1e1a981", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 4.7 ms, sys: 65 μs, total: 4.77 ms\n", + "Wall time: 3.76 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "images = [cv2.imread(filename)[:,:,::-1] for filename in target_filenames]" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "b18683c0-fde7-4641-97ff-cb4b4a8f8f55", + "metadata": {}, + "outputs": [], + "source": [ + "min_face_size = 20\n", + "steps_threshold = [0.6, 0.7, 0.7]\n", + "scale_factor = 0.709" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "689ec89e-9ec7-4171-bf35-c9d125b76c1c", + "metadata": {}, + "outputs": [], + "source": [ + "height = 1000\n", + "width = 2000" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "31fe7fbe-583f-4204-b3b7-ab6b06cd550a", + "metadata": {}, + "outputs": [], + "source": [ + "img = images[0]\n", + "imgs = images" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "a116c8f8-dbad-4685-87e2-5057e46f50b6", + "metadata": {}, + "outputs": [], + "source": [ + "def build_scale_pyramid(width, height, min_face_size, scale_factor, min_size=12):\n", + " min_dim = min(width, height)\n", + " scales_count = round(-((np.log(min_dim / min_size) / np.log(scale_factor)) + 1))\n", + " m = min_size / min_face_size\n", + " \n", + " return m * scale_factor ** np.arange(scales_count)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "f505c167-8710-436e-98ab-d01414e7dcfa", + "metadata": {}, + "outputs": [], + "source": [ + "import cv2\n", + "\n", + "def scale_images(images, scale: float):\n", + " height, width = images.shape[-3:-1]\n", + " width_scaled = int(np.ceil(width * scale))\n", + " height_scaled = int(np.ceil(height * scale))\n", + "\n", + " images_scaled = tf.image.resize(images, (height_scaled, width_scaled), method=tf.image.ResizeMethod.AREA)\n", + " \n", + " return images_scaled\n", + "\n", + "def normalize_images(images):\n", + " return (images - 127.5) * 0.0078125" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "2b2df260-937d-4b96-a987-cc5707ffd6ac", + "metadata": {}, + "outputs": [], + "source": [ + "def process(images, pipeline):\n", + " result = images\n", + " \n", + " for pipe in pipeline:\n", + " result = pipe['function'](result, **pipe.get('kwargs',{}))\n", + " \n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "9b6355f5-b3e1-4af1-8adc-8844d7d8b2c0", + "metadata": {}, + "outputs": [], + "source": [ + "def transpose_coords(images):\n", + " shape = images.shape\n", + " axes_order = np.arange(len(shape))\n", + " axes_order[-2] = len(shape)-3\n", + " axes_order[-3] = len(shape)-2\n", + " \n", + " return np.transpose(images, axes_order)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "78367610-850e-435e-9e63-4e34a0cc5c25", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "2b9890eb-66db-4ece-a2b0-9b68e8bf53f0", + "metadata": {}, + "outputs": [], + "source": [ + "scales = [build_scale_pyramid(img.shape[1], img.shape[0], min_face_size, scale_factor) for img in imgs]" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "ccdeb160-fe3d-401d-b0cb-2ee1aaf46b7c", + "metadata": {}, + "outputs": [], + "source": [ + "def pad_stack(images, justification=\"center\"):\n", + " sizes_stack = np.stack([img.shape for img in images], axis=0)\n", + " sizes_max = sizes_stack.max(axis=0, keepdims=True)\n", + " sizes_diff = sizes_max - sizes_stack\n", + " sizes_mod = sizes_diff % 2\n", + " sizes_diff = sizes_diff - sizes_mod\n", + " \n", + " justification_mask = {\n", + " \"top\": np.asarray([[[0, 1], [0.5, 0.5], [0, 0]]]),\n", + " \"topleft\": np.asarray([[[0, 1], [0, 1], [0, 0]]]),\n", + " \"topright\": np.asarray([[[0, 1], [1, 0], [0, 0]]]),\n", + " \n", + " \"bottom\": np.asarray([[[1, 0], [0.5, 0.5], [0, 0]]]),\n", + " \"bottomleft\": np.asarray([[[1, 0], [0, 1], [0, 0]]]),\n", + " \"bottomright\": np.asarray([[[1, 0], [1, 0], [0, 0]]]),\n", + " \n", + " \"left\": np.asarray([[[0.5, 0.5], [0, 1], [0, 0]]]),\n", + " \"right\": np.asarray([[[0.5, 0.5], [1, 0], [0, 0]]]),\n", + " \n", + " \"center\": np.asarray([[[0.5, 0.5], [0.5, 0.5], [0, 0]]]),\n", + " }\n", + " \n", + " justification_pad_mask = {\n", + " \"top\": \"topleft\",\n", + " \"bottom\": \"bottomleft\",\n", + " \"left\": \"topleft\",\n", + " \"right\": \"topright\",\n", + " \"center\": \"topleft\"\n", + " }\n", + " \n", + " pad_mask = justification_mask[justification]\n", + " mod_mask = justification_mask[justification_pad_mask.get(justification, justification)]\n", + " \n", + " pad_param = (pad_mask * sizes_diff[:,:,None] + mod_mask * sizes_mod[:,:,None]).astype(int)\n", + "\n", + " images_padded = np.stack([np.pad(img, pad) for img, pad in zip(images, pad_param)], axis=0)\n", + " return images_padded\n", + "\n", + "def ensure_stack(images):\n", + " if isinstance(images, list):\n", + " images = pad_stack(images)\n", + " \n", + " return np.broadcast_to(images, [(len(images.shape)<4) + (len(images.shape)>=4) * images.shape[0],] + list(images.shape[len(images.shape)>=4:]))" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "68c26b34-5a1c-4d94-b708-ba3dae0fd07f", + "metadata": {}, + "outputs": [], + "source": [ + "pipeline = [\n", + " {'function': scale_images, 'kwargs': {\"scale\":0.7}},\n", + " {'function': normalize_images, 'kwargs': {}},\n", + " #{'function': transpose_coords, 'kwargs': {}}\n", + "]\n", + "images_scaled = process(ensure_stack(img), pipeline)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "61c3c202-7e0b-4c20-8f43-d62e8d8d63cb", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99609375..0.99610126].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(images_scaled[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "c68ccea3-7910-4637-9963-db91dfde036e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[array([0.6 , 0.4254 , 0.3016086 , 0.2138405 , 0.15161291,\n", + " 0.10749356, 0.07621293, 0.05403497]),\n", + " array([0.6 , 0.4254 , 0.3016086 , 0.2138405 , 0.15161291,\n", + " 0.10749356, 0.07621293, 0.05403497, 0.03831079, 0.02716235])]" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scales" + ] + }, + { + "cell_type": "markdown", + "id": "5232fe8b-b4e9-49e0-ba0c-74eaa033952a", + "metadata": {}, + "source": [ + "## PNET prediction" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "1c3405b4-9ca3-4751-9a3d-abacc6841c31", + "metadata": {}, + "outputs": [], + "source": [ + "# 1. We take the input images and we pad to the biggest\n" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "05c6d1cf-d4da-4944-acd6-c15ec8de2fd4", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-09-18 00:34:37.815087: I external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:531] Loaded cuDNN version 8907\n", + "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n", + "W0000 00:00:1726619677.867218 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619677.884526 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619677.885060 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619677.904728 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619677.906098 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619677.907354 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619677.907732 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619677.908106 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.038725 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.039888 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.041025 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.041426 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.041777 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.042254 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.043487 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.044681 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.045027 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.066168 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.067275 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.067624 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.068203 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.069321 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.069721 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.070942 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.071324 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.072437 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.096298 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.096748 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.097789 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.098975 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.099405 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.100581 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.101016 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.101448 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.287116 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.287458 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.287763 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.288093 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.288431 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.311926 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.312324 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.312658 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.312965 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.313277 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.313599 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.313929 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.315001 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.315346 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.315668 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.315984 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.316307 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.316622 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.316945 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.317265 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.317583 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.317898 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.318206 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.318534 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.318862 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.319188 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.319523 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.320568 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.320892 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.321226 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.322490 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.322834 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.337131 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.337510 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.337835 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.338157 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.338478 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.338789 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.339103 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.339418 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.339731 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.340046 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.340360 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.340668 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.340983 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.341300 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.341614 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.341914 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.342231 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.342546 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.342866 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.343181 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.343503 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.343825 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.344149 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.344469 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.344786 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.345101 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.345431 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.345759 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.346101 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.346423 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.346748 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.347068 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.347389 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.347713 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.348036 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.348367 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.348687 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.349007 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.349352 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1726619678.349687 192913 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n" + ] + } + ], + "source": [ + "r = pnet(normalize_images(scale_images(ensure_stack(img), 0.7)))" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "8a43985a-330c-4ad1-8df1-691ec2e54f42", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ]" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "r" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "a8f64ddc-5128-4deb-b9f9-d187ff8762cc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(r[1][0,:,:,1])" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "982e07e4-1995-450c-a745-d4e14fec1e77", + "metadata": {}, + "outputs": [], + "source": [ + "scale = scales[0]\n", + "threshold_face = steps_threshold[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "38fe4782-2e06-411c-996f-a931ac6fb158", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "result = pnet(np.concatenate([images_scaled, images_scaled], axis=0))" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "94cec4e5-5e21-407b-8ac3-83fd131a4d7f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(result[0][1][0,:,:,1])" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "30f01d42-5dd3-4a1f-a21b-9b1c4fe7b215", + "metadata": {}, + "outputs": [], + "source": [ + "def generate_bounding_box(bbox_reg, bbox_class, threshold_face, strides=2, cell_size=12):\n", + " detection_mask = (bbox_class[:,:,:,1:2] > threshold_face).numpy()\n", + " \n", + " detection_tensor = np.concatenate([\n", + " detection_mask,\n", + " bbox_class[:,:,:,1:2].numpy() * detection_mask,\n", + " bbox_reg.numpy() * detection_mask\n", + " ], axis=-1)\n", + " \n", + " index_bboxes = np.stack(np.where(detection_tensor[:,:,:,0] == 1))\n", + " \n", + " strides = np.asarray([[1], [strides], [strides]])\n", + " cellsize = [np.asarray([[0], [1], [1]]), np.asarray([[0], [cell_size], [cell_size]])]\n", + " \n", + " bbox_up_left = index_bboxes * strides + cellsize[0]\n", + " bbox_bottom_right = index_bboxes * strides + cellsize[1]\n", + " \n", + " bboxes_result = np.concatenate([\n", + " bbox_up_left.T,\n", + " bbox_bottom_right[1:].T,\n", + " detection_tensor[index_bboxes[0], index_bboxes[1], index_bboxes[2]]\n", + " ], axis=-1)\n", + "\n", + " return bboxes_result\n", + "\n", + "def upscale_bboxes(bboxes_result, scales):\n", + " scales_bcast = np.expand_dims(scales[bboxes_result[:,0].astype(int)], axis=-1)\n", + " bboxes_result[:,1:5] = np.fix(bboxes_result[:,1:5] / scales_bcast)\n", + " return bboxes_result" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "15750df1-2c0c-4cbc-880c-85140e2ce453", + "metadata": {}, + "outputs": [], + "source": [ + "bbox_reg, bbox_class = result" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "39f5fa2e-685f-4ba9-8dea-4dfdcc357c12", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 8.14 ms, sys: 3.61 ms, total: 11.7 ms\n", + "Wall time: 9.78 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "a = generate_bounding_box(bbox_reg, bbox_class, threshold_face=threshold_face)\n", + "b = upscale_bboxes(a, np.asarray([0.7, 0.7]))" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "892d212f-8838-4da1-af85-3fabc35369f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 0.00000000e+00, 1.00000000e+01, 1.95000000e+02, 2.50000000e+01,\n", + " 2.11000000e+02, 1.00000000e+00, 6.89244330e-01, 1.16440475e-01,\n", + " 5.87825440e-02, -3.59483287e-02, 5.98944910e-02])" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "b[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 989, + "id": "445e847e-9a93-4bd0-8eaf-14ee7168ebc0", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "def iou(bboxes, method=\"union\"):\n", + " \"\"\"\n", + " Performs Intersection over Union (IoU) based on the method (Union or Min).\n", + " :param bboxes: List of bounding boxes in format [row1, col1, row2, col2]\n", + " :param method: method to apply, either \"union\" or \"min\"\n", + " :return: IoU matrix of shape (N, N)\n", + " \"\"\"\n", + " # Convert the list of bboxes to a numpy array\n", + " bboxes = np.stack(bboxes, axis=0)\n", + " \n", + " # Calculate the area of each bbox once\n", + " area_bboxes = (bboxes[:, 2] - bboxes[:, 0]) * (bboxes[:, 3] - bboxes[:, 1])\n", + " \n", + " # Expand dimensions for broadcasting to compute pairwise IoU\n", + " bboxes_a = np.expand_dims(bboxes, axis=0)\n", + " bboxes_b = np.expand_dims(bboxes, axis=1)\n", + "\n", + " # Calculate the intersection coordinates (rows and columns)\n", + " row_inter_top = np.maximum(bboxes_a[:, :, 0], bboxes_b[:, :, 0])\n", + " col_inter_left = np.maximum(bboxes_a[:, :, 1], bboxes_b[:, :, 1])\n", + " row_inter_bottom = np.minimum(bboxes_a[:, :, 2], bboxes_b[:, :, 2])\n", + " col_inter_right = np.minimum(bboxes_a[:, :, 3], bboxes_b[:, :, 3])\n", + "\n", + " # Compute width and height of the intersection\n", + " height_inter = np.maximum(0, row_inter_bottom - row_inter_top)\n", + " width_inter = np.maximum(0, col_inter_right - col_inter_left)\n", + "\n", + " # Calculate area of the intersection\n", + " area_inter = width_inter * height_inter\n", + "\n", + " if method == \"union\":\n", + " area_union = area_bboxes[:, None] + area_bboxes[None, :] - area_inter\n", + " iou_matrix = area_inter / area_union\n", + " elif method == \"min\":\n", + " area_min = np.minimum(area_bboxes[:, None], area_bboxes[None, :])\n", + " iou_matrix = area_inter / area_min\n", + " else:\n", + " raise ValueError(\"Method should be either 'union' or 'min'.\")\n", + "\n", + " return iou_matrix\n", + "\n", + "def sort_by_scores(tensor, scores, ascending=True):\n", + " \"\"\"\n", + " Sorts the elements of a tensor based on the floating-point scores in ascending order.\n", + " \n", + " :param tensor: Tensor of shape (N, ...) where N is the number of elements to be sorted.\n", + " :param scores: Array of scores of shape (N,) corresponding to each element in the tensor.\n", + " :param ascending: True to sort in ascending order (first small, last big); False otherwise.\n", + " :return: Sorted tensor based on the scores in ascending order.\n", + " \"\"\"\n", + " sorted_indices = np.argsort(scores)\n", + " sorted_tensor = tensor[sorted_indices[::(-2 * int(not(ascending)) + 1)]]\n", + " \n", + " return sorted_tensor\n", + "\n", + "def nms(target_iou, threshold):\n", + " # 1. Compute the allowed slots (upper side of the triangle, above diagonal)\n", + " allowed_mask = np.triu(np.ones((target_iou.shape[0], target_iou.shape[0])), k=1)\n", + "\n", + " # 2. Compute the slots that are invalid\n", + " failed_mask = (target_iou > threshold).astype(int)\n", + "\n", + " # 3. Apply masks and get index\n", + " result_indexes = np.asarray([], dtype=\"float32\") if failed_mask.sum() == np.cumprod(failed_mask.shape)[-1] else np.where((failed_mask * allowed_mask).sum(axis=0) == 0)[0]\n", + "\n", + " return result_indexes \n", + "\n", + "def smart_nms_from_bboxes(bboxes, threshold, method=\"union\"):\n", + " # bboxes must have the following shape: (image_id, row1, col1, row2, col2, score)\n", + " bboxes = sort_by_scores(bboxes, scores=bboxes[:,6], ascending=False)\n", + " image_ids = np.unique(bboxes[:,0])\n", + "\n", + " result = {}\n", + " \n", + " for image_id in image_ids:\n", + " target_bboxes = bboxes[bboxes[:,0] == image_id]\n", + " target_iou = iou(target_bboxes[:,1:5], method=method) \n", + " target_indexes = nms(target_iou, threshold)\n", + " result[image_id] = target_indexes\n", + " \n", + " return result\n" + ] + }, + { + "cell_type": "code", + "execution_count": 995, + "id": "e4af094a-ce86-4199-8bb7-4d4fa0aace58", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{0.0: array([0]), 1.0: array([0])}" + ] + }, + "execution_count": 995, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "smart_nms_from_bboxes(b, threshold_face, method=\"union\")" + ] + }, + { + "cell_type": "code", + "execution_count": 1010, + "id": "1176cc20-3505-45c2-8c30-a2c799baa7ae", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([], shape=(0, 9), dtype=float64)" + ] + }, + "execution_count": 1010, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.empty((0, 9))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/debug/new_mtcnn.ipynb b/debug/new_mtcnn.ipynb new file mode 100644 index 0000000..77f092f --- /dev/null +++ b/debug/new_mtcnn.ipynb @@ -0,0 +1,625 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "4dc5228f-bfe5-4eb4-a4f5-852989648415", + "metadata": {}, + "outputs": [], + "source": [ + "# A MUST-DO to disable annoying TensorFlow warning messages.\n", + "import os\n", + "import numpy as np\n", + "\n", + "os.environ['TF_CPP_MIN_LOG_LEVEL'] = '3'\n", + "np.set_printoptions(suppress=True, precision=5)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1e2e15ba-76e1-4520-89cb-5c28b8f3d513", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.tensorflow import set_gpu_memory_growth\n", + "set_gpu_memory_growth()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2405321f-079b-46ee-91f1-19debfda75f3", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.stages import StagePNet\n", + "stage_pnet = StagePNet()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "933878d1-adab-4b7e-949a-043da9a625d1", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.images import load_image, standarize_batch, normalize_images\n", + "image = load_image(\"example.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "0d005da4-7218-4fa7-a6a5-e041abd1e87d", + "metadata": {}, + "outputs": [], + "source": [ + "#images_normalized, images_oshapes, images_pad_params = standarize_batch([image], justification=\"center\", normalize=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "68318e02-16e6-49f1-8b48-270de2a247b3", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.images import build_scale_pyramid, apply_scales, ensure_stack" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "faa7c8be-b05c-4488-b342-563f8f281695", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([2780, 2600, 6])" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.asarray(image.shape) * 2" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "180b80b9-e148-4c09-a127-7f0533f05f0e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[array([0.6 , 0.4254 , 0.30161, 0.21384, 0.15161, 0.10749, 0.07621,\n", + " 0.05403, 0.03831, 0.02716, 0.01926, 0.01365, 0.00968])]\n" + ] + } + ], + "source": [ + "scale_factor = 0.709\n", + "min_face_size = 20\n", + "\n", + "images_oshapes = [image.shape] # images_oshapes\n", + "images_normalized = image # images_normalized \n", + "\n", + "# 1. Build the pyramid scale for every image based on the size and scale factor\n", + "scales_groups = [build_scale_pyramid(shape[1], shape[0], min_face_size=min_face_size, scale_factor=scale_factor) \n", + " for shape in images_oshapes]\n", + "\n", + "print(scales_groups)\n", + "\n", + "# 2. Apply the scales to normalized images\n", + "scales_result, scales_index = apply_scales(images_normalized, scales_groups)\n", + "scales_size = scales_index.shape[0]\n", + "batch_size = images_normalized.shape[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "f00c67e3-3b46-492e-a7fa-1de6fd9f2be6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.6 , 0.4254 , 0.30161, 0.21384, 0.15161, 0.10749, 0.07621,\n", + " 0.05403, 0.03831, 0.02716, 0.01926, 0.01365, 0.00968])" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scales_groups[0].round(5)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "b2424f78-d354-4ac3-b81b-a874c7f1bdc7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "13" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(scales_groups[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "7da2dac9-1afd-4f63-bd3b-a434c4259201", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[TensorShape([834, 780, 3]),\n", + " TensorShape([591, 553, 3]),\n", + " TensorShape([419, 392, 3]),\n", + " TensorShape([297, 277, 3]),\n", + " TensorShape([210, 197, 3]),\n", + " TensorShape([149, 139, 3]),\n", + " TensorShape([105, 99, 3]),\n", + " TensorShape([75, 70, 3]),\n", + " TensorShape([53, 49, 3]),\n", + " TensorShape([37, 35, 3]),\n", + " TensorShape([26, 25, 3]),\n", + " TensorShape([18, 17, 3]),\n", + " TensorShape([13, 12, 3])]" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[i.shape for i in scales_result]" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "625d30e4-0175-4f12-b83c-c9e6b301f7f7", + "metadata": {}, + "outputs": [], + "source": [ + "scales_result2 = [normalize_images(s) for s in scales_result]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "152bc3a2-f26f-4141-b9d8-3722f33c245e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1390, 1300, 3)" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "images_normalized.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "e918843c-f97f-49aa-8c27-0b49328b71ee", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "TensorShape([834, 780, 3])" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scales_result2[0].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "7af96e80-7776-46ae-9127-1876429db2bf", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# 3. Get proposals bounding boxes and confidence from the model (PNet)\n", + "pnet_result = [stage_pnet.model(ensure_stack(s)) for s in scales_result2]" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "3c706eb9-542e-4050-b480-7aee87835363", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.bboxes import generate_bounding_box, upscale_bboxes" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "53e00a02-b46e-4a27-ab7f-2639e6caec11", + "metadata": {}, + "outputs": [], + "source": [ + "threshold_pnet = 0.6" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "3c7aae7f-299c-4186-9ef1-d433492b71dd", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "\n", + "def generate_bounding_box(bbox_reg, bbox_class, threshold_face, strides=2, cell_size=12):\n", + " \"\"\"\n", + " Generates bounding boxes for detected objects (e.g., faces) based on the class and regression outputs of a model,\n", + " supporting batch input.\n", + " \n", + " Args:\n", + " bbox_reg (tf.Tensor): Bounding box regression predictions with shape (batch_size, height, width, 4).\n", + " This contains adjustments to apply to the initial bounding box positions for each image in the batch.\n", + " bbox_class (tf.Tensor): Class predictions (e.g., face/non-face) of shape (batch_size, height, width, 2),\n", + " where the second channel corresponds to the probability of a face being present.\n", + " threshold_face (float): A threshold between 0 and 1 that determines if a detection is considered a face or not.\n", + " Bounding boxes are only generated for detections with probabilities greater than this value.\n", + " strides (int, optional): The step size (in pixels) used to slide the detection window over the image. Default is 2.\n", + " cell_size (int, optional): The size of the sliding window (in pixels) used to detect faces. Default is 12.\n", + " \n", + " Returns:\n", + " np.ndarray: An array of bounding boxes for the entire batch, where each box is represented as \n", + " [batch_index, x1, y1, x2, y2, confidence].\n", + " The `batch_index` indicates which image in the batch the bounding box belongs to.\n", + " \"\"\"\n", + " bbox_reg = bbox_reg.numpy()\n", + " bbox_class = bbox_class.numpy()\n", + " \n", + " # Create a mask for detected faces based on the threshold for face probability\n", + " confidence_score = bbox_class[:,:,:,1]\n", + " \n", + " # Find the indices where the detection mask is true (i.e., face detected)\n", + " index_bboxes = np.stack(np.where(confidence_score > threshold_face)) # batch_size, y, x\n", + " filtered_bbox_reg = np.transpose(bbox_reg[index_bboxes[0], index_bboxes[1], index_bboxes[2]], (1,0))\n", + " \n", + " # Extract the regression values\n", + " reg_x1, reg_y1, reg_x2, reg_y2 = filtered_bbox_reg\n", + " \n", + " # Convert strides and cell size into arrays for easy broadcasting\n", + " strides = np.asarray([[1], [strides], [strides]])\n", + " cellsize = [np.asarray([[0], [1], [1]]), np.asarray([[0], [cell_size], [cell_size]])]\n", + "\n", + " # Calculate the top-left and bottom-right corners of the bounding boxes\n", + " bbox_up_left = index_bboxes * strides + cellsize[0] \n", + " bbox_bottom_right = index_bboxes * strides + cellsize[1]\n", + " \n", + " # Calculate width and height for the bounding boxes\n", + " reg_w = bbox_bottom_right[2] - bbox_up_left[2] # width of bounding box\n", + " reg_h = bbox_bottom_right[1] - bbox_up_left[1] # height of bounding box\n", + " \n", + " # Apply the regression to adjust the bounding box coordinates\n", + " x1 = bbox_up_left[2] + reg_x1 * reg_w # Adjusted x1\n", + " y1 = bbox_up_left[1] + reg_y1 * reg_h # Adjusted y1\n", + " x2 = bbox_bottom_right[2] + reg_x2 * reg_w # Adjusted x2\n", + " y2 = bbox_bottom_right[1] + reg_y2 * reg_h # Adjusted y2\n", + "\n", + " # Concatenate the bounding box coordinates and detection information, keeping batch index\n", + " bboxes_result = np.stack([\n", + " index_bboxes[0], x1, y1, x2, y2, confidence_score[index_bboxes[0], index_bboxes[1], index_bboxes[2]]\n", + " ], axis=0).T\n", + " \n", + " # Sort bounding boxes by score in descending order\n", + " #bboxes_result = sort_by_scores(bboxes_result, scores=bboxes_result[:, -1], ascending=False)\n", + "\n", + " return bboxes_result" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "id": "1ca255f8-31bb-4b35-a0bc-9d4444c842fc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 99, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "plt.rcParams['figure.figsize'] = (10,10)\n", + "plt.subplot(221)\n", + "plt.imshow(pnet_result[0][0][0,:,:,0])\n", + "plt.subplot(222)\n", + "plt.imshow(pnet_result[0][0][0,:,:,1])\n", + "plt.subplot(223)\n", + "plt.imshow(pnet_result[0][0][0,:,:,2])\n", + "plt.subplot(224)\n", + "plt.imshow(pnet_result[0][0][0,:,:,3])" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "f7e495ea-8778-43e4-ac68-6afb78589d22", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ]" + ] + }, + "execution_count": 98, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pnet_result[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "2cfb445a-6432-404f-bfae-be0d302a27a7", + "metadata": {}, + "outputs": [], + "source": [ + "bboxes_proposals = [generate_bounding_box(result[0], result[1], threshold_pnet) for result in pnet_result]\n", + "bboxes_batch_upscaled = [upscale_bboxes(bbox, np.asarray([scale] * batch_size)) for bbox, scale in zip(bboxes_proposals, scales_index)]" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "f1114bcd-7191-4ecb-afdb-e82e2ffb71be", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 55.26693, 507.46537, 74.39379, 530.54846,\n", + " 0.99973],\n", + " [ 0. , 1243.01043, 682.85398, 1261.93146, 706.606 ,\n", + " 0.99825],\n", + " [ 0. , 56.56322, 509.75583, 73.14493, 528.91551,\n", + " 0.99757],\n", + " ...,\n", + " [ 0. , 1096.01366, 1184.11831, 1113.01185, 1203.83316,\n", + " 0.60098],\n", + " [ 0. , 1051.92223, 560.08076, 1071.41452, 583.70627,\n", + " 0.60029],\n", + " [ 0. , 1352.7252 , 929.77512, 1371.43073, 952.43169,\n", + " 0.60003]])" + ] + }, + "execution_count": 95, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch_upscaled[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "aacb6a4c-4532-4440-b656-92be5ed70f05", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(844, 6)\n", + "(662, 6)\n", + "(541, 6)\n", + "(558, 6)\n", + "(669, 6)\n", + "(486, 6)\n", + "(288, 6)\n", + "(133, 6)\n", + "(18, 6)\n", + "(5, 6)\n", + "(0, 6)\n", + "(0, 6)\n", + "(0, 6)\n" + ] + } + ], + "source": [ + "for b in bboxes_batch_upscaled:\n", + " print(b.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "65f32b5a-7ebd-41f1-a4a7-a25662b983c2", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/debug/original_mtcnn.ipynb b/debug/original_mtcnn.ipynb new file mode 100644 index 0000000..8a095b3 --- /dev/null +++ b/debug/original_mtcnn.ipynb @@ -0,0 +1,1213 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "d78a0665-2739-4b8e-bdcb-00a36a93fdd2", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-09-27 07:11:54.049378: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-09-27 07:11:54.059269: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-09-27 07:11:54.071274: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-09-27 07:11:54.075027: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-09-27 07:11:54.083591: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-09-27 07:11:54.716882: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn.utils.tensorflow import set_gpu_memory_growth" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6aadc1f2-a009-4932-8e86-847d1ea1de4c", + "metadata": {}, + "outputs": [], + "source": [ + "set_gpu_memory_growth()" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "8c5e6ce1-adf8-4a56-a9de-3d966a7e589e", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "np.set_printoptions(suppress=True, precision=5)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f6fc7219-898f-4adf-925e-05f9aa3a32ba", + "metadata": {}, + "outputs": [], + "source": [ + "import tensorflow as tf\n", + "\n", + "L = tf.keras.layers\n", + "M = tf.keras.models" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "cf019be6-c417-4baa-8d30-5fd693dd250f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-09-27 07:16:25.667832: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 46598 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-09-27 07:16:25.668311: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7445 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + }, + { + "data": { + "text/html": [ + "
Model: \"functional\"\n",
+       "
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┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)        ┃ Output Shape      ┃    Param # ┃ Connected to      ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n",
+       "│ input1 (InputLayer) │ (None, None,      │          0 │ -                 │\n",
+       "│                     │ None, 3)          │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1 (Conv2D)      │ (None, None,      │        280 │ input1[0][0]      │\n",
+       "│                     │ None, 10)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu1 (PReLU)      │ (None, None,      │         10 │ conv1[0][0]       │\n",
+       "│                     │ None, 10)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ maxpooling1         │ (None, None,      │          0 │ prelu1[0][0]      │\n",
+       "│ (MaxPooling2D)      │ None, 10)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2 (Conv2D)      │ (None, None,      │      1,456 │ maxpooling1[0][0] │\n",
+       "│                     │ None, 16)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu2 (PReLU)      │ (None, None,      │         16 │ conv2[0][0]       │\n",
+       "│                     │ None, 16)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3 (Conv2D)      │ (None, None,      │      4,640 │ prelu2[0][0]      │\n",
+       "│                     │ None, 32)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ prelu3 (PReLU)      │ (None, None,      │         32 │ conv3[0][0]       │\n",
+       "│                     │ None, 32)         │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4-1 (Conv2D)    │ (None, None,      │        132 │ prelu3[0][0]      │\n",
+       "│                     │ None, 4)          │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4-2 (Conv2D)    │ (None, None,      │         66 │ prelu3[0][0]      │\n",
+       "│                     │ None, 2)          │            │                   │\n",
+       "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n",
+       "
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\n" + ], + "text/plain": [ + "\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def build_pnet(permutations=True):\n", + " inp = L.Input((None, None, 3), name=\"input1\")\n", + "\n", + " layer = L.Permute((2, 1, 3))(inp) if permutations else inp\n", + " layer = L.Conv2D(10, kernel_size=(3,3), strides=(1,1), padding=\"valid\", activation=\"linear\", name=\"conv1\")(layer)\n", + " layer = L.PReLU(shared_axes=[1, 2], name=\"prelu1\")(layer)\n", + " layer = L.MaxPooling2D(pool_size=(2,2), strides=(2,2), padding=\"same\", name=\"maxpooling1\")(layer)\n", + " \n", + " layer = L.Conv2D(16, kernel_size=(3,3), strides=(1,1), padding=\"valid\", activation=\"linear\", name=\"conv2\")(layer)\n", + " layer = L.PReLU(shared_axes=[1, 2], name=\"prelu2\")(layer)\n", + " \n", + " layer = L.Conv2D(32, kernel_size=(3,3), strides=(1,1), padding=\"valid\", activation=\"linear\", name=\"conv3\")(layer)\n", + " layer_middle = L.PReLU(shared_axes=[1, 2], name=\"prelu3\")(layer)\n", + " \n", + " layer_out1 = L.Conv2D(4, kernel_size=(1,1), strides=(1,1), padding=\"valid\", activation=\"linear\", name=\"conv4-1\")(layer_middle)\n", + " layer_out1 = L.Permute((2, 1, 3))(layer_out1) if permutations else layer_out1\n", + " \n", + " layer_out2 = L.Conv2D(2, kernel_size=(1,1), strides=(1,1), padding=\"valid\", activation=\"softmax\", name=\"conv4-2\")(layer_middle)\n", + " layer_out2 = L.Permute((2, 1, 3))(layer_out2) if permutations else layer_out2\n", + " \n", + " pnet = M.Model(inp, [layer_out1, layer_out2])\n", + " return pnet\n", + "\n", + "pnet = build_pnet(permutations=False)\n", + "pnet.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "01fa657f-7f48-44fb-b822-85783d08cc55", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "weights = np.load(\"mtcnn_weights.npy\", allow_pickle=True)[True][0]\n", + "def offload_weights(weights_dict, order=None, broadcast_shapes=None):\n", + " result = []\n", + " if order is None:\n", + " order = list(weights_dict.keys())\n", + "\n", + " if broadcast_shapes is None:\n", + " broadcast_shapes = []\n", + " \n", + " for k in order:\n", + " v = weights_dict[k]\n", + " \n", + " for sub_k, sub_v in v.items():\n", + " result.append(sub_v)\n", + "\n", + " for i, shape in enumerate(broadcast_shapes):\n", + " result[i] = np.broadcast_to(result[i], shape)\n", + " \n", + " return result" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "586d1688-6f57-467b-8fae-3dc20b4add82", + "metadata": {}, + "outputs": [], + "source": [ + "pnet_weights = offload_weights(weights['PNet'], \n", + " order=[\"conv1\", \"prelu1\", \"conv2\", \"prelu2\", \"conv3\", \"prelu3\", \"conv4-2\", \"conv4-1\"],\n", + " broadcast_shapes=[w.shape for w in pnet.get_weights()])" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0614c48f-e574-49d0-b1ab-a5ead942297e", + "metadata": {}, + "outputs": [], + "source": [ + "pnet.set_weights(pnet_weights)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "d455ab0d-8ab7-48e6-b471-b5bcbd678e36", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib\n", + "\n", + "pnet_weights2 = joblib.load(\"mtcnn/assets/weights/pnet.lz4\")\n", + "pnet.set_weights(pnet_weights2)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "19efc432-3fc3-42ba-9d57-49008d46159b", + "metadata": {}, + "outputs": [], + "source": [ + "class StageStatus(object):\n", + " \"\"\"\n", + " Keeps status between MTCNN stages\n", + " \"\"\"\n", + " def __init__(self, pad_result: tuple=None, width=0, height=0):\n", + " self.width = width\n", + " self.height = height\n", + " self.dy = self.edy = self.dx = self.edx = self.y = self.ey = self.x = self.ex = self.tmpw = self.tmph = []\n", + "\n", + " if pad_result is not None:\n", + " self.update(pad_result)\n", + "\n", + " def update(self, pad_result: tuple):\n", + " s = self\n", + " s.dy, s.edy, s.dx, s.edx, s.y, s.ey, s.x, s.ex, s.tmpw, s.tmph = pad_result" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "c4642890-ea33-407a-b2b3-ccb5887d86ba", + "metadata": {}, + "outputs": [], + "source": [ + "import cv2\n", + "import numpy as np\n", + "\n", + "def compute_scale_pyramid(m, min_layer, scale_factor=0.709):\n", + " scales = []\n", + " factor_count = 0\n", + "\n", + " while min_layer >= 12:\n", + " scales += [m * np.power(scale_factor, factor_count)]\n", + " min_layer = min_layer * scale_factor\n", + " factor_count += 1\n", + "\n", + " return scales\n", + "\n", + "'''def scale_image(image, scale: float):\n", + " \"\"\"\n", + " Scales the image to a given scale.\n", + " :param image:\n", + " :param scale:\n", + " :return:\n", + " \"\"\"\n", + " height, width, _ = image.shape\n", + "\n", + " width_scaled = int(np.ceil(width * scale))\n", + " height_scaled = int(np.ceil(height * scale))\n", + "\n", + " im_data = cv2.resize(image, (width_scaled, height_scaled), interpolation=cv2.INTER_AREA)\n", + "\n", + " # Normalize the image's pixels\n", + " im_data_normalized = (im_data - 127.5) * 0.0078125\n", + "\n", + " return im_data_normalized\n", + "'''\n", + "import tensorflow as tf\n", + "\n", + "def scale_image(image, scale: float):\n", + " \"\"\"\n", + " Escala la imagen al tamaño proporcionado.\n", + " :param image: Imagen en formato de tensor.\n", + " :param scale: Factor de escala.\n", + " :return: Imagen escalada y normalizada.\n", + " \"\"\"\n", + " # Obtener las dimensiones de la imagen\n", + " height, width, _ = image.shape\n", + "\n", + " # Calcular nuevas dimensiones\n", + " width_scaled = int(tf.math.ceil(width * scale))\n", + " height_scaled = int(tf.math.ceil(height * scale))\n", + "\n", + " # Escalar la imagen usando TensorFlow\n", + " image_scaled = tf.image.resize(image, [height_scaled, width_scaled], method=tf.image.ResizeMethod.AREA)\n", + "\n", + " # Normalizar la imagen\n", + " image_normalized = (image_scaled - 127.5) * 0.0078125\n", + "\n", + " return image_normalized\n", + "\n", + "def generate_bounding_box(imap, reg, scale, t):\n", + "\n", + " # use heatmap to generate bounding boxes\n", + " stride = 2\n", + " cellsize = 12\n", + "\n", + " imap = np.transpose(imap)\n", + " dx1 = np.transpose(reg[:, :, 0])\n", + " dy1 = np.transpose(reg[:, :, 1])\n", + " dx2 = np.transpose(reg[:, :, 2])\n", + " dy2 = np.transpose(reg[:, :, 3])\n", + "\n", + " y, x = np.where(imap >= t)\n", + "\n", + " if y.shape[0] == 1:\n", + " dx1 = np.flipud(dx1)\n", + " dy1 = np.flipud(dy1)\n", + " dx2 = np.flipud(dx2)\n", + " dy2 = np.flipud(dy2)\n", + "\n", + " score = imap[(y, x)]\n", + " reg = np.transpose(np.vstack([dx1[(y, x)], dy1[(y, x)], dx2[(y, x)], dy2[(y, x)]]))\n", + "\n", + " if reg.size == 0:\n", + " reg = np.empty(shape=(0, 3))\n", + "\n", + " bb = np.transpose(np.vstack([y, x]))\n", + "\n", + " q1 = np.fix((stride * bb + 1)/scale)\n", + " q2 = np.fix((stride * bb + cellsize)/scale)\n", + " boundingbox = np.hstack([q1, q2, np.expand_dims(score, 1), reg])\n", + "\n", + " return boundingbox, reg\n", + "\n", + "def nms(boxes, threshold, method):\n", + " \"\"\"\n", + " Non Maximum Suppression.\n", + "\n", + " :param boxes: np array with bounding boxes.\n", + " :param threshold:\n", + " :param method: NMS method to apply. Available values ('Min', 'Union')\n", + " :return:\n", + " \"\"\"\n", + " if boxes.size == 0:\n", + " return np.empty((0, 3))\n", + "\n", + " x1 = boxes[:, 0]\n", + " y1 = boxes[:, 1]\n", + " x2 = boxes[:, 2]\n", + " y2 = boxes[:, 3]\n", + " s = boxes[:, 4]\n", + "\n", + " area = (x2 - x1 + 1) * (y2 - y1 + 1)\n", + " sorted_s = np.argsort(s)\n", + "\n", + " pick = np.zeros_like(s, dtype=np.int16)\n", + " counter = 0\n", + " while sorted_s.size > 0:\n", + " i = sorted_s[-1]\n", + " pick[counter] = i\n", + " counter += 1\n", + " idx = sorted_s[0:-1]\n", + "\n", + " xx1 = np.maximum(x1[i], x1[idx])\n", + " yy1 = np.maximum(y1[i], y1[idx])\n", + " xx2 = np.minimum(x2[i], x2[idx])\n", + " yy2 = np.minimum(y2[i], y2[idx])\n", + "\n", + " w = np.maximum(0.0, xx2 - xx1 + 1)\n", + " h = np.maximum(0.0, yy2 - yy1 + 1)\n", + "\n", + " inter = w * h\n", + "\n", + " if method == 'Min':\n", + " o = inter / np.minimum(area[i], area[idx])\n", + " else:\n", + " o = inter / (area[i] + area[idx] - inter)\n", + "\n", + " sorted_s = sorted_s[np.where(o <= threshold)]\n", + "\n", + " pick = pick[0:counter]\n", + "\n", + " return pick\n", + "\n", + "def pad(total_boxes, w, h):\n", + " # compute the padding coordinates (pad the bounding boxes to square)\n", + " tmpw = (total_boxes[:, 2] - total_boxes[:, 0] + 1).astype(np.int32)\n", + " tmph = (total_boxes[:, 3] - total_boxes[:, 1] + 1).astype(np.int32)\n", + " numbox = total_boxes.shape[0]\n", + "\n", + " dx = np.ones(numbox, dtype=np.int32)\n", + " dy = np.ones(numbox, dtype=np.int32)\n", + " edx = tmpw.copy().astype(np.int32)\n", + " edy = tmph.copy().astype(np.int32)\n", + "\n", + " x = total_boxes[:, 0].copy().astype(np.int32)\n", + " y = total_boxes[:, 1].copy().astype(np.int32)\n", + " ex = total_boxes[:, 2].copy().astype(np.int32)\n", + " ey = total_boxes[:, 3].copy().astype(np.int32)\n", + "\n", + " tmp = np.where(ex > w)\n", + " edx.flat[tmp] = np.expand_dims(-ex[tmp] + w + tmpw[tmp], 1)\n", + " ex[tmp] = w\n", + "\n", + " tmp = np.where(ey > h)\n", + " edy.flat[tmp] = np.expand_dims(-ey[tmp] + h + tmph[tmp], 1)\n", + " ey[tmp] = h\n", + "\n", + " tmp = np.where(x < 1)\n", + " dx.flat[tmp] = np.expand_dims(2 - x[tmp], 1)\n", + " x[tmp] = 1\n", + "\n", + " tmp = np.where(y < 1)\n", + " dy.flat[tmp] = np.expand_dims(2 - y[tmp], 1)\n", + " y[tmp] = 1\n", + "\n", + " return dy, edy, dx, edx, y, ey, x, ex, tmpw, tmph\n", + "\n", + "def rerec(bbox):\n", + " # convert bbox to square\n", + " h = bbox[:, 3] - bbox[:, 1]\n", + " w = bbox[:, 2] - bbox[:, 0]\n", + " l = np.maximum(w, h)\n", + " bbox[:, 0] = bbox[:, 0] + w * 0.5 - l * 0.5\n", + " bbox[:, 1] = bbox[:, 1] + h * 0.5 - l * 0.5\n", + " bbox[:, 2:4] = bbox[:, 0:2] + np.transpose(np.tile(l, (2, 1)))\n", + " return bbox\n", + "\n", + "def bbreg(boundingbox, reg):\n", + " # calibrate bounding boxes\n", + " if reg.shape[1] == 1:\n", + " reg = np.reshape(reg, (reg.shape[2], reg.shape[3]))\n", + "\n", + " w = boundingbox[:, 2] - boundingbox[:, 0] + 1\n", + " h = boundingbox[:, 3] - boundingbox[:, 1] + 1\n", + " b1 = boundingbox[:, 0] + reg[:, 0] * w\n", + " b2 = boundingbox[:, 1] + reg[:, 1] * h\n", + " b3 = boundingbox[:, 2] + reg[:, 2] * w\n", + " b4 = boundingbox[:, 3] + reg[:, 3] * h\n", + " boundingbox[:, 0:4] = np.transpose(np.vstack([b1, b2, b3, b4]))\n", + " return boundingbox\n" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "edb7d4e7-8b7c-435a-9976-e10724c83582", + "metadata": {}, + "outputs": [], + "source": [ + "def stage1(image, scales: list, stage_status: StageStatus, threshold=0.6):\n", + " \"\"\" First stage of the MTCNN. :param image: :param scales: :param stage_status: :return: \"\"\" \n", + " total_boxes = np.empty((0, 9))\n", + " status = stage_status\n", + "\n", + " for scale in scales:\n", + " scaled_image = scale_image(image, scale)\n", + "\n", + " img_x = np.expand_dims(scaled_image, 0)\n", + " img_y = img_x\n", + " #img_y = np.transpose(img_x, (0, 2, 1, 3))\n", + "\n", + " out = pnet(img_y)\n", + "\n", + " #out0 = np.transpose(out[0], (0, 2, 1, 3))\n", + " #out1 = np.transpose(out[1], (0, 2, 1, 3))\n", + " out0 = out[0].numpy()\n", + " out1 = out[1].numpy()\n", + "\n", + "\n", + " boxes, _ = generate_bounding_box(out1[0, :, :, 1].copy(), \n", + " out0[0, :, :, :].copy(), scale, threshold)\n", + "\n", + " # inter-scale nms \n", + " pick = nms(boxes.copy(), 0.5, 'Union')\n", + " if boxes.size > 0 and pick.size > 0:\n", + " boxes = boxes[pick, :]\n", + " total_boxes = np.append(total_boxes, boxes, axis=0)\n", + "\n", + " numboxes = total_boxes.shape[0]\n", + "\n", + " if numboxes > 0:\n", + " pick = nms(total_boxes.copy(), 0.7, 'Union')\n", + " total_boxes = total_boxes[pick, :]\n", + "\n", + " regw = total_boxes[:, 2] - total_boxes[:, 0]\n", + " regh = total_boxes[:, 3] - total_boxes[:, 1]\n", + "\n", + " qq1 = total_boxes[:, 0] + total_boxes[:, 5] * regw\n", + " qq2 = total_boxes[:, 1] + total_boxes[:, 6] * regh\n", + " qq3 = total_boxes[:, 2] + total_boxes[:, 7] * regw\n", + " qq4 = total_boxes[:, 3] + total_boxes[:, 8] * regh\n", + "\n", + " total_boxes = np.transpose(np.vstack([qq1, qq2, qq3, qq4, total_boxes[:, 4]]))\n", + " total_boxes = rerec(total_boxes.copy())\n", + "\n", + " total_boxes[:, 0:4] = np.fix(total_boxes[:, 0:4]).astype(np.int32)\n", + " status = StageStatus(pad(total_boxes.copy(), stage_status.width, stage_status.height), \n", + " width=stage_status.width, height=stage_status.height)\n", + "\n", + " return total_boxes, status" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "648c7421-016a-4c4c-a8a0-9232a74ecb79", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.images import load_image" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "dc8d8d59-06ef-4c4c-8942-60c56db4c6b0", + "metadata": {}, + "outputs": [], + "source": [ + "img = load_image(\"example.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "4b6eb083-db5f-4a68-a480-69a37d5ac597", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1390, 1300, 3)" + ] + }, + "execution_count": 97, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "img.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "22d74fa4-f163-4055-976c-cb0186b118d8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1390, 1300)" + ] + }, + "execution_count": 93, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "height, width" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "484808d8-cd33-4842-9c66-db473131a280", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0.6, 0.42539999999999994, 0.30160859999999995, 0.21384049739999997, 0.15161291265659996, 0.10749355507352938, 0.07621293054713231, 0.054034967757916816, 0.038310792140363016, 0.02716235162751738, 0.01925810730390982, 0.013653998078472061, 0.00968068463763669]\n" + ] + } + ], + "source": [ + "if img is None or not hasattr(img, \"shape\"):\n", + " raise Exception(\"Image not valid.\")\n", + "\n", + "height, width, _ = img.shape\n", + "stage_status = StageStatus(width=width, height=height)\n", + "\n", + "m = 12 / 20\n", + "min_layer = np.amin([height, width]) * m\n", + "\n", + "scales = compute_scale_pyramid(m, min_layer)\n", + "\n", + "print(scales)\n", + "#stages = [self.__stage1, self.__stage2, self.__stage3]\n", + "result = [scales, stage_status]" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": "9237c156-1a71-45bc-8122-34752e1b5765", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "13" + ] + }, + "execution_count": 106, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(scales)" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "1ade4682-ab46-4e9a-811b-d162de354bd9", + "metadata": {}, + "outputs": [], + "source": [ + "# DO ONE BY ONE" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "id": "1a01c938-6a53-4a7e-98df-7dcf9d5cd67b", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "image = img\n", + "scales = scales\n", + "stage_status = stage_status\n", + "threshold=0.6\n", + "\n", + "total_boxes = np.empty((0, 9))\n", + "status = stage_status\n", + "\n", + "scaled_input = []\n", + "predictions = []\n", + "result = []\n", + "\n", + "for scale in scales:\n", + " scaled_image = scale_image(image, round(scale, 4))\n", + "\n", + " img_x = np.expand_dims(scaled_image, 0)\n", + " img_y = img_x\n", + " #img_y = np.transpose(img_x, (0, 2, 1, 3))\n", + "\n", + " out = pnet(img_y)\n", + " scaled_input.append(scaled_image)\n", + " predictions.append(out)\n", + "\n", + " #out0 = np.transpose(out[0], (0, 2, 1, 3))\n", + " #out1 = np.transpose(out[1], (0, 2, 1, 3))\n", + " #out0 = out[0].numpy()\n", + " #out1 = out[1].numpy()\n", + "\n", + "\n", + " #boxes, _ = generate_bounding_box(out1[0, :, :, 1].copy(), \n", + " # out0[0, :, :, :].copy(), scale, threshold)\n", + " #result.append(boxes)" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "id": "6c20fb19-ee19-42cc-a333-2b9513ee5eeb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.00968" + ] + }, + "execution_count": 113, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "round(scale, 5)" + ] + }, + { + "cell_type": "code", + "execution_count": 116, + "id": "b60e0ea3-a8e9-45cd-8e02-b95e8c3d9a94", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[TensorShape([834, 780, 3]),\n", + " TensorShape([592, 554, 3]),\n", + " TensorShape([420, 393, 3]),\n", + " TensorShape([298, 278, 3]),\n", + " TensorShape([211, 198, 3]),\n", + " TensorShape([150, 140, 3]),\n", + " TensorShape([106, 100, 3]),\n", + " TensorShape([76, 71, 3]),\n", + " TensorShape([54, 50, 3]),\n", + " TensorShape([38, 36, 3]),\n", + " TensorShape([27, 26, 3]),\n", + " TensorShape([20, 18, 3]),\n", + " TensorShape([14, 13, 3])]" + ] + }, + "execution_count": 116, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[i.shape for i in scaled_input]" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "d640d4e1-c460-4083-90f5-30baa8639549", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "TensorShape([834, 780, 3])" + ] + }, + "execution_count": 108, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scaled_input[0].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "45df6516-8484-4ad4-a4f3-5b030c877581", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1, 14, 13, 3)" + ] + }, + "execution_count": 96, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "img_y.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "id": "8a580a4c-bb0e-4200-80be-d81bc360d54a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "TensorShape([1, 14, 13, 4])" + ] + }, + "execution_count": 104, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "predictions[-4][0].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "aef535ea-dcb0-400d-aedd-8276d07cd201", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 92, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "plt.rcParams['figure.figsize'] = (10,10)\n", + "plt.subplot(221)\n", + "plt.imshow(predictions[0][0][0,:,:,0])\n", + "plt.subplot(222)\n", + "plt.imshow(predictions[0][0][0,:,:,1])\n", + "plt.subplot(223)\n", + "plt.imshow(predictions[0][0][0,:,:,2])\n", + "plt.subplot(224)\n", + "plt.imshow(predictions[0][0][0,:,:,3])" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "62d1eb07-f8e5-428f-a8c1-0c809db23e5c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(802, 9)\n", + "(645, 9)\n", + "(495, 9)\n", + "(599, 9)\n", + "(630, 9)\n", + "(471, 9)\n", + "(303, 9)\n", + "(131, 9)\n", + "(40, 9)\n", + "(3, 9)\n", + "(1, 9)\n", + "(0, 8)\n", + "(0, 8)\n" + ] + } + ], + "source": [ + "for b in result:\n", + " print(b.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "3623d4e4-304c-4c35-b86c-3ebd7e742f03", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 38. , 305. , 56. , ..., -0.02888, -0.05096,\n", + " 0.03519],\n", + " [ 38. , 308. , 56. , ..., -0.07679, -0.09897,\n", + " 0.02963],\n", + " [ 38. , 351. , 56. , ..., -0.04106, -0.03963,\n", + " -0.0205 ],\n", + " ...,\n", + " [1268. , 1001. , 1286. , ..., -0.10949, -0.13162,\n", + " 0.07499],\n", + " [1268. , 1005. , 1286. , ..., -0.16581, -0.10757,\n", + " 0.04302],\n", + " [1268. , 1008. , 1286. , ..., -0.14603, -0.16071,\n", + " -0.02939]])" + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "f414789e-c180-413c-a9fb-fcebf371c7bb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 38. , 305. , 56. , ..., -0.02888, -0.05096,\n", + " 0.03519],\n", + " [ 38. , 308. , 56. , ..., -0.07679, -0.09897,\n", + " 0.02963],\n", + " [ 38. , 351. , 56. , ..., -0.04106, -0.03963,\n", + " -0.0205 ],\n", + " ...,\n", + " [1268. , 1001. , 1286. , ..., -0.10949, -0.13162,\n", + " 0.07499],\n", + " [1268. , 1005. , 1286. , ..., -0.16581, -0.10757,\n", + " 0.04302],\n", + " [1268. , 1008. , 1286. , ..., -0.14603, -0.16071,\n", + " -0.02939]])" + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result[0]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8d6f4227-1787-4221-85b5-4bf23f7b29ea", + "metadata": {}, + "outputs": [], + "source": [ + " # inter-scale nms \n", + " pick = nms(boxes.copy(), 0.5, 'Union')\n", + " if boxes.size > 0 and pick.size > 0:\n", + " boxes = boxes[pick, :]\n", + " total_boxes = np.append(total_boxes, boxes, axis=0)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "891cc4c8-6aa2-4b21-ac6f-cf03722ca20c", + "metadata": {}, + "outputs": [], + "source": [ + "numboxes = total_boxes.shape[0]\n", + "\n", + "if numboxes > 0:\n", + " pick = nms(total_boxes.copy(), 0.7, 'Union')\n", + " total_boxes = total_boxes[pick, :]\n", + "\n", + " regw = total_boxes[:, 2] - total_boxes[:, 0]\n", + " regh = total_boxes[:, 3] - total_boxes[:, 1]\n", + "\n", + " qq1 = total_boxes[:, 0] + total_boxes[:, 5] * regw\n", + " qq2 = total_boxes[:, 1] + total_boxes[:, 6] * regh\n", + " qq3 = total_boxes[:, 2] + total_boxes[:, 7] * regw\n", + " qq4 = total_boxes[:, 3] + total_boxes[:, 8] * regh\n", + "\n", + " total_boxes = np.transpose(np.vstack([qq1, qq2, qq3, qq4, total_boxes[:, 4]]))\n", + " total_boxes = rerec(total_boxes.copy())\n", + "\n", + " total_boxes[:, 0:4] = np.fix(total_boxes[:, 0:4]).astype(np.int32)\n", + " status = StageStatus(pad(total_boxes.copy(), stage_status.width, stage_status.height), \n", + " width=stage_status.width, height=stage_status.height)\n", + "\n", + "return total_boxes, status" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "08635606-35a6-4ca3-97e6-995a42aa5e5e", + "metadata": {}, + "outputs": [], + "source": [ + "# / DO ONE BY ONE" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5c45731a-e31a-4ac1-94ef-52384eeea0bf", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# We pipe here each of the stagesfor stage in stages:\n", + "result = stage1(img, result[0], result[1])" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "03f1cecd-eec5-4343-8600-6b8c33d9b2fb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1587, 5)" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result[0].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "16e48a9b-47b4-425a-82b5-65674ef67de1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(array([[ 281. , 921. , 387. , 1027. , 1. ],\n", + " [ 490. , 279. , 604. , 392. , 1. ],\n", + " [ 68. , 276. , 166. , 373. , 1. ],\n", + " ...,\n", + " [ 701. , 906. , 763. , 968. , 0.60079],\n", + " [1100. , 942. , 1121. , 962. , 0.60026],\n", + " [ 742. , 1186. , 933. , 1377. , 0.60018]]),\n", + " <__main__.StageStatus at 0x7f8d933a1510>)" + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "a2fd5b61-9a37-4778-8cb5-70a8e1ae7048", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 490. , 279. , 604. , 392. , 1. ],\n", + " [ 281. , 921. , 387. , 1027. , 1. ],\n", + " [ 68. , 276. , 166. , 373. , 1. ],\n", + " ...,\n", + " [1173. , 972. , 1206. , 1005. , 0.60094],\n", + " [1100. , 942. , 1121. , 962. , 0.60084],\n", + " [ 742. , 1186. , 933. , 1377. , 0.60018]])" + ] + }, + "execution_count": 59, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result_bak" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "07d0007f-75f3-4244-830d-44d82ccef9a8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 490. , 279. , 604. , 392. , 1. ],\n", + " [ 281. , 921. , 387. , 1027. , 1. ],\n", + " [ 68. , 276. , 166. , 373. , 1. ],\n", + " ...,\n", + " [1173. , 972. , 1206. , 1005. , 0.60094],\n", + " [1100. , 942. , 1121. , 962. , 0.60084],\n", + " [ 742. , 1186. , 933. , 1377. , 0.60018]])" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result[0]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d470438c-fc39-48fc-b84f-101faae38cbb", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/debug/pnet.ipynb b/debug/pnet.ipynb new file mode 100644 index 0000000..fcf6861 --- /dev/null +++ b/debug/pnet.ipynb @@ -0,0 +1,4987 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "61199283-3478-4311-98da-110cd948a245", + "metadata": {}, + "outputs": [], + "source": [ + "# A MUST-DO to disable annoying TensorFlow warning messages.\n", + "import os\n", + "os.environ['TF_CPP_MIN_LOG_LEVEL'] = '3'" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "999bc21e-9c23-4ef6-8e48-4adc8f525c13", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "np.set_printoptions(suppress=True, precision=5)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "dca9519d-54a3-436e-a995-261eee2265a5", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.tensorflow import set_gpu_memory_growth" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4a2e82d8-30f3-47cf-8008-31be6caeaaae", + "metadata": {}, + "outputs": [], + "source": [ + "set_gpu_memory_growth()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "64bcb4b4-9a59-4460-83df-ab861909fed3", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "fc7ba340-c38f-4fb4-8a16-177f2154c557", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn import MTCNN\n", + "from mtcnn.stages import StagePNet, StageRNet, StageONet\n", + "from mtcnn.utils.plotting import plot" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "feb74171-44fe-488c-b5eb-a2e56bc25bb8", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.images import load_images_batch" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "1ae6f12e-3f57-4882-8be0-27ff42f22bb0", + "metadata": {}, + "outputs": [], + "source": [ + "images = load_images_batch([\"tests/images/no-faces.jpg\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "89afeac4-3e13-41c7-8231-d5caec9b9252", + "metadata": {}, + "outputs": [], + "source": [ + "mtcnn = MTCNN(device=\"/CPU:0\")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "db6cc175-a8df-4dc0-91b1-ed7c1b1c203b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 643 ms, sys: 97.4 ms, total: 741 ms\n", + "Wall time: 361 ms\n" + ] + }, + { + "data": { + "text/plain": [ + "[{'box': [276, 92, 326, 155],\n", + " 'confidence': 0.9999972581863403,\n", + " 'keypoints': {'nose': [304, 131],\n", + " 'mouth_right': [314, 141],\n", + " 'right_eye': [315, 114],\n", + " 'left_eye': [290, 116],\n", + " 'mouth_left': [297, 143]}},\n", + " {'box': [9, 72, 45, 114],\n", + " 'confidence': 0.8249910473823547,\n", + " 'keypoints': {'nose': [28, 93],\n", + " 'mouth_right': [36, 102],\n", + " 'right_eye': [36, 85],\n", + " 'left_eye': [20, 87],\n", + " 'mouth_left': [23, 104]}}]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "result_a = mtcnn.detect_faces(\"tests/images/ivan.jpg\", output_type=\"json\", \n", + " box_format=\"xyxy\", \n", + " fit_to_image=True, scale_factor=0.709, limit_boundaries_landmarks=True)\n", + "result_a" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "18c81389-2f8a-40ce-a404-78221070e4a6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([], shape=(0, 16), dtype=float64)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import numpy as np\n", + "np.empty((0, 16))" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "66d86d8a-1217-43d7-9be0-c587453386f8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(plot(images[0], result_a[0], input_as_width_height=False))" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "b53c41bc-47a4-401b-b42c-9fa90b623d6a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 80.33213, 76.53361, 182.71686, 215.44046, 0.99863,\n", + " 101.55515, 150.06621, 119.97188, 102.0798 , 147.44276, 128.53476,\n", + " 130.96198, 163.0137 , 179.62802, 182.46007]])" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result_a" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "6e375ca3-d750-4dbe-9668-a379b36980c4", + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'result_b' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[23], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mresult_b\u001b[49m\n", + "\u001b[0;31mNameError\u001b[0m: name 'result_b' is not defined" + ] + } + ], + "source": [ + "result_b" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "2c14ddb9-3a89-4037-88c0-98920da48d6b", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.bboxes import parse_bbox" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "fd4db0db-d192-428d-b5ce-ace71735fba6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'box': [80, 77, 102, 139],\n", + " 'confidence': 0.9986299276351929,\n", + " 'keypoints': {'nose': [120, 163],\n", + " 'mouth_right': [147, 182],\n", + " 'right_eye': [150, 131],\n", + " 'left_eye': [102, 129],\n", + " 'mouth_left': [102, 180]}}]" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result_a[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "a0572624-0e18-41e7-b130-b387393b411b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 80, 77, 182, 216])" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "parse_bbox(result_a[0][0]['box'], as_width_height=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "c4e6d4e4-29a8-4a80-a8de-fa53256b22f1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 80, 77, 183, 215])" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "parse_bbox(result_b[0], as_width_height=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "9334a955-689a-4639-a35c-f833275d9024", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "plt.rcParams['figure.figsize'] = (10, 10)\n", + "plt.imshow(plot(images[0], result_b[0]).astype(np.uint8))" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "04e163ce-995f-47f3-991e-b4215e612ee9", + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'result' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[29], line 3\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mmatplotlib\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpyplot\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mplt\u001b[39;00m\n\u001b[1;32m 2\u001b[0m plt\u001b[38;5;241m.\u001b[39mrcParams[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mfigure.figsize\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;241m=\u001b[39m (\u001b[38;5;241m10\u001b[39m, \u001b[38;5;241m10\u001b[39m)\n\u001b[0;32m----> 3\u001b[0m plt\u001b[38;5;241m.\u001b[39mimshow(plot(images[\u001b[38;5;241m0\u001b[39m], \u001b[43mresult\u001b[49m[\u001b[38;5;241m0\u001b[39m])\u001b[38;5;241m.\u001b[39mastype(np\u001b[38;5;241m.\u001b[39muint8))\n", + "\u001b[0;31mNameError\u001b[0m: name 'result' is not defined" + ] + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "plt.rcParams['figure.figsize'] = (10, 10)\n", + "plt.imshow(plot(images[0], result[0]).astype(np.uint8))" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "687a74b2-83e2-4def-9bc7-150fd952f87c", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:49:38.117128: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-10-02 19:49:38.126847: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-10-02 19:49:38.138668: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-10-02 19:49:38.142230: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-10-02 19:49:38.150790: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-10-02 19:49:38.792952: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn.network import ONet\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c3efd6f6-eb0f-490e-93c3-71c4d778b21f", + "metadata": {}, + "outputs": [], + "source": [ + "onet = ONet()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "08427f5e-a366-4703-9edc-7f9e1c9b9ba9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"o_net\"\n",
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┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ ?                      │   0 (unbuilt) │\n",
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+       "│ prelu1 (PReLU)                  │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling2 (MaxPooling2D)      │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling3 (MaxPooling2D)      │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4 (Conv2D)                  │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu4 (PReLU)                  │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ permute (Permute)               │ ?                      │   0 (unbuilt) │\n",
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+       "│ flatten4 (Flatten)              │ ?                      │   0 (unbuilt) │\n",
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+       "│ fc5 (Dense)                     │ ?                      │   0 (unbuilt) │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu5 (PReLU)                  │ ?                      │   0 (unbuilt) │\n",
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17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import joblib \n", + "joblib.dump(result, \"result_stagepnet.zlib\", compress=(\"lz4\", 1))" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "a6f19277-a5f3-47f2-a115-09d2108dd2c5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 538.29971, 266.42227, 637.764 , 365.88657,\n", + " 1. ],\n", + " [ 0. , 512.12544, 1068.30895, 613.84895, 1170.03246,\n", + " 1. ],\n", + " [ 0. , 63.82709, 250.10843, 176.34699, 362.62833,\n", + " 1. ],\n", + " ...,\n", + " [ 0. , 93.33635, 1129.10526, 139.49408, 1175.26299,\n", + " 0.60082],\n", + " [ 0. , 1223.55854, 696.44765, 1254.2971 , 727.1862 ,\n", + " 0.60032],\n", + " [ 0. , 506.29064, 557.12349, 536.932 , 587.76485,\n", + " 0.60022]])" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "58bb297d-af6d-4722-90ad-8db158d488f9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(image.astype(int))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0d3c8285-89e2-4f6f-aa4d-c47e5d589d02", + "metadata": {}, + "outputs": [], + "source": [ + "def discard_out_of_bbox_landmarks(bboxes_batch):\n", + " \"\"\"\n", + " Discards bounding boxes whose landmarks are out of the bounding box.\n", + " \n", + " Args:\n", + " bboxes_batch (np.ndarray): Array of bounding boxes and landmarks with the format:\n", + " [image_id, x1, y1, x2, y2, confidence, landmark1_x, landmark2_x, ..., landmark5_x, landmark1_y, ..., landmark5_y]\n", + "\n", + " Returns:\n", + " np.ndarray: Array with valid bounding boxes and landmarks (landmarks within bounding box).\n", + " \"\"\"\n", + " # Bounding box limits\n", + " x1, y1, x2, y2 = bboxes_batch[:, 1], bboxes_batch[:, 2], bboxes_batch[:, 3], bboxes_batch[:, 4]\n", + "\n", + " # Extraemos las coordenadas de los landmarks:\n", + " landmarks_x = bboxes_batch[:, 6:11] # Las primeras 5 columnas de landmarks son las coordenadas x\n", + " landmarks_y = bboxes_batch[:, 11:16] # Las siguientes 5 columnas son las coordenadas y\n", + "\n", + " # Verificamos si todos los landmarks están dentro del bounding box\n", + " landmarks_in_bbox = np.all((landmarks_x >= x1[:, None]) & (landmarks_x <= x2[:, None]) & \n", + " (landmarks_y >= y1[:, None]) & (landmarks_y <= y2[:, None]), axis=1)\n", + "\n", + " # Filtramos solo los bounding boxes que tienen todos los landmarks dentro\n", + " return bboxes_batch[landmarks_in_bbox]" + ] + }, + { + "cell_type": "markdown", + "id": "4d3b8aff-1862-4e53-8846-5996058b65de", + "metadata": {}, + "source": [ + "# PNET USAGE\n", + "\n", + "This notebook shows the PNet usage " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "95a692ad-45f3-44f9-b963-c642a95e506e", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.tensorflow import load_weights\n", + "from mtcnn.network import PNet" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "11336505-18c5-4cfc-8c03-7bdcb4274f50", + "metadata": {}, + "outputs": [], + "source": [ + "#pnet = PNet()\n", + "#pnet.build()\n", + "#pnet.set_weights(load_weights(\"pnet.lz4\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "8060213a-d324-48f6-9d10-b7c8462b8c23", + "metadata": {}, + "outputs": [], + "source": [ + "#pnet.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d40f8050-48e8-4a35-adec-5a4b58643df7", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.stages import StagePNet, StageRNet, StageONet" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "2d3bb9f8-c07a-4191-96a0-844ecce224f6", + "metadata": {}, + "outputs": [], + "source": [ + "stage_pnet = StagePNet()" + ] + }, + { + "cell_type": "markdown", + "id": "4ed879bd-e39d-4835-bc29-b35c8a481b71", + "metadata": {}, + "source": [ + "# EJEMPLO 1" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "23f56c84-ccea-48d2-828f-8b4dc3e51ed7", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.images import load_images_batch, build_scale_pyramid, apply_scales, extract_patches, standarize_batch " + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "07177aa2-1409-4d41-b8f9-570cc87b554b", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.bboxes import generate_bounding_box, upscale_bboxes, smart_nms_from_bboxes, \\\n", + " resize_to_square, replace_confidence, adjust_bboxes, pick_matches, to_json" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "b38fa339-c0e3-4118-9e93-c99e0f8a0e06", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "bc19a277-7372-4d77-9724-4a3d01f9c4d9", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "344625bb-81f2-4f92-bc1c-7daf8ececb4d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 84 ms, sys: 22.8 ms, total: 107 ms\n", + "Wall time: 62.4 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "images_uri = [\"example.jpg\"]\n", + "images_raw = load_images_batch(images_uri)\n", + "images_normalized, images_oshapes, pad_param = standarize_batch(images_raw, normalize=True)\n", + "images_shapes = np.stack([images_normalized.shape[1:]] * images_normalized.shape[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "2bf0894b-4df0-4bd2-98f5-e1f8feaa956a", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n", + "W0000 00:00:1727175824.225565 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.255253 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.255784 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.270601 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.271806 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.273163 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.273936 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.276260 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.458448 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.460065 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.461681 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.462741 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.463677 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.464973 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.467107 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.469178 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.470122 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.491045 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.493099 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.494162 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.495747 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.497887 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.499016 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.501287 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.502403 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.504678 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.530666 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.531984 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.533945 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.536068 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.537424 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.543586 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.545549 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.747659 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.748084 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.748466 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.748827 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.749203 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.749573 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.750441 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.750980 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.751508 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.751922 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.752361 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.752815 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.753282 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.753738 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.754242 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.754735 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.755415 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.755926 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.756404 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.756880 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.757449 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.757964 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.758474 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.758994 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.759562 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.760114 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.760704 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.761273 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.761873 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.762454 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.763288 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.780515 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.780939 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.781357 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.781765 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.782182 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.782592 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.783015 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.783435 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.783855 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.784293 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.784725 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.785162 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.807996 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.808462 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.808919 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.809393 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.809910 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.810386 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.810893 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.811391 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.811895 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.812379 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.812889 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.813391 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.813925 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.814467 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.815012 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.815575 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.816143 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.816705 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.817268 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.817812 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.818407 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.819718 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.820354 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.821044 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.821710 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.822433 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.823118 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.824749 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.889269 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.889678 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.890043 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.890391 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.890759 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.891105 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.891598 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.892089 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.892623 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.893204 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.893778 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.894418 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.895041 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.895820 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.896607 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.897398 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.898023 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.898599 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.899435 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.900140 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.901010 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.901878 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.902594 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.903478 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.904185 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.905136 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.905667 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.906465 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.907303 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.908134 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.908961 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.910005 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.911131 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.924617 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.924975 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.925311 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.925640 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.925976 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.926307 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.926636 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.927050 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.927458 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.927816 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.928189 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.928559 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.928949 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.929331 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.929727 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.930119 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.930603 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.931009 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.931401 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.931794 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.932224 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.932629 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.933047 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.933463 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.933894 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.934318 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.934757 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.935189 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.935633 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.936062 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.936592 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.949979 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.950345 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.950694 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.951047 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.951405 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.951768 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.952131 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.952495 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.952862 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.953236 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.953607 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.953976 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.954364 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.954745 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.955127 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.955508 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.955910 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.956301 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.956714 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.957115 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.957527 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.957924 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.958329 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.958737 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.959158 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.959590 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.960020 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.960454 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.960884 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.961319 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.961764 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.962200 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.962653 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.963133 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.963612 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.964123 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.964603 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.965128 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.965625 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.966176 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.978453 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.978802 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.979133 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.979461 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.979795 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.980118 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.980510 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.980903 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.981322 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.981759 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.982198 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.982666 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.983126 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.983659 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.984188 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.984650 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.985103 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.985596 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.986173 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.986738 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.987245 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.987821 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.988324 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.988936 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.989331 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.989882 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.990448 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.991017 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.991579 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.992235 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175824.992943 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.004050 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.004385 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.004703 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.005020 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.005349 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.005672 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.005987 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.006349 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.006703 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.007038 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.007377 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.007722 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.008062 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.008398 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.008746 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.009100 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.009499 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.009854 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.010199 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.010543 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.010911 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.011263 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.011615 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.011969 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.012344 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.012712 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.013091 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.013462 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.013834 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.014201 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.014614 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.027130 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.027481 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.027809 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.028135 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.028467 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.028794 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.029119 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.029453 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.029785 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.030124 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.030464 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.030803 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.031140 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.031488 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.031828 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.032184 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.032527 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.032889 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.033249 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.033586 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.033940 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.034300 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.034654 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.035013 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.035383 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.035750 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.036111 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.036484 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.036910 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.037274 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.037629 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.037992 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.038363 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.038744 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.039191 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.039584 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.039968 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.040368 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.040787 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.041202 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.057573 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.057904 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.058217 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.058531 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.058847 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.059160 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.059501 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.059845 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.060207 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.060582 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.060956 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.061338 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.061722 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.062134 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.062549 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.062965 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.063350 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.063724 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.064148 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.064551 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.064984 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.065422 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.065825 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.066262 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.066668 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.067116 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.067463 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.067888 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.068323 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.068762 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.069203 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.069683 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.070183 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.081089 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.081414 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.081718 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.082036 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.082353 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.082668 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.082978 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.083302 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.083625 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.083947 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.084269 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.084588 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.084907 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.085240 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.085563 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.085895 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.086245 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.086572 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.086899 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.087226 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.087550 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.087882 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.088214 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.088543 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.088877 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.089230 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.089563 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.089895 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.090234 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.090570 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.090913 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.091247 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.091596 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.104341 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.104673 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.105004 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.105316 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.105637 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.105949 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.106279 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.106599 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.106923 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.107239 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.107555 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.107874 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.108192 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.108523 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.108844 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.109171 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.109501 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.109818 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.110144 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.110462 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.110779 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.111104 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.111438 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.111770 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.112108 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.112444 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.112772 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.113107 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.113455 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.113787 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.114133 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.114465 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.114801 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.115161 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.115493 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.115857 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.116192 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.116542 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.116891 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.117266 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.129055 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.129371 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.129675 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.129986 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.130306 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.130611 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.130929 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.131246 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.131573 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.131910 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.132244 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.132579 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.132918 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.133286 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.133657 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.134027 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.134364 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.134699 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.135085 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.135432 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.135817 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.136197 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.136549 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.136925 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.137297 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.137690 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.138006 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.138373 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.138738 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.139102 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.139468 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.139866 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.140285 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.151512 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.151817 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.152108 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.152420 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.152723 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.153031 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.153338 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.153644 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.153946 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.154253 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.154565 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.154880 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.155197 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.155506 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.155823 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.156138 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.156444 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.156759 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.157070 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.157386 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.157698 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.158007 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.158313 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.158616 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.158929 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.159243 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.159556 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.159870 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.160191 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.160511 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.160826 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.161146 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.161481 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.161809 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.173511 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.173839 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.174150 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.174460 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.174771 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.175078 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.175388 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.175698 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.176007 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.176317 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.176627 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.176933 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.177241 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.177552 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.177859 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.178161 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.178472 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.178780 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.179097 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.179406 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.179725 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.180044 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.180361 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.180678 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.180992 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.181302 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.181624 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.181960 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.182274 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.182589 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.182906 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.183222 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.183548 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.183876 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.184190 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.184510 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.184850 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.185187 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.197114 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.197435 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.197733 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.198040 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.198345 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.198652 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.198954 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.199253 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.199565 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.199882 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.200199 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.200511 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.200828 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.201174 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.201520 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.201861 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.202177 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.202493 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.202842 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.203164 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.203513 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.203862 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.204187 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.204532 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.204854 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.205226 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.205528 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.205860 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.206193 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.206522 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.206853 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.207214 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.207587 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.207974 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.208344 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.219796 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.220114 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.220411 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.220716 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.221020 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.221327 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.221630 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.221934 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.222236 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.222541 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.222847 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.223155 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.223465 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.223771 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.224080 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.224388 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.224696 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.225015 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.225323 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.225633 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.225940 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.226246 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.226548 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.226847 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.227162 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.227472 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.227789 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.228105 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.228423 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.228737 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.229053 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.229361 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.229677 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.230001 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.230323 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.230654 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.242507 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.242832 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.243140 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.243448 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.243755 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.244059 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.244368 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.244675 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.244986 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.245298 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.245603 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.245901 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.246211 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.246517 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.246823 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.247120 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.247434 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.247744 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.248061 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.248374 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.248683 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.248997 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.249316 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.249628 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.249936 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.250242 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.250563 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.250896 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.251212 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.251530 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.251841 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.252154 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.252471 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.252790 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.253103 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.253416 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.253735 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.254055 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.266150 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.266483 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.266776 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.267081 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.267386 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.267691 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.267985 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.268280 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.268588 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.268898 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.269233 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.269526 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.269834 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.270182 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.270517 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.270851 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.271158 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.271466 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.271802 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.272113 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.272449 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.272794 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.273110 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.273447 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.273758 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.274096 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.274402 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.274710 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.275025 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.275339 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.275655 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.276013 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.276362 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.276720 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.277053 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.287816 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.288123 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.288420 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.288730 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.289033 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.289350 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.289663 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.289975 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.290285 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.290591 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.290894 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.291205 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.291515 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.291821 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.292133 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.292442 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.292753 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.293053 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.293348 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.293652 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.293955 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.294265 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.294583 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.294907 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.295211 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.295514 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.295817 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.296124 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.296441 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.296753 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.297067 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.297384 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.297717 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.309720 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.310053 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.310361 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.310667 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.310965 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.311268 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.311575 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.311883 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.312187 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.312512 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.312816 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.313114 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.313422 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.313727 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.314030 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.314325 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.314634 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.314942 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.315257 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.315566 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.315874 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.316184 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.316497 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.316811 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.317119 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.317424 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.317737 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.318058 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.318390 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.318697 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.319011 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.319323 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.319629 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.319944 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.320258 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.320575 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.320884 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.321196 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.321508 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.321826 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.333750 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.334056 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.334357 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.334661 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.334964 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.335266 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.335558 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.335852 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.336158 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.336471 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.336780 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.337073 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.337381 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.337717 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.338051 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.338355 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.338657 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.338962 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.339296 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.339637 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.339944 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.340279 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.340584 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.340914 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.341207 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.341523 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.341832 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.342141 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.342453 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.342807 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.343158 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.343498 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.343817 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.354792 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.355091 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.355385 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.355696 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.355998 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.356297 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.356608 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.356920 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.357236 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.357541 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.357847 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.358158 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.358468 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.358774 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.359085 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.359396 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.359706 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.360007 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.360303 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.360608 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.360910 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.361232 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.361549 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.361862 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.362177 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.362468 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.362769 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.363075 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.363391 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.363701 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.364005 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.364323 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.364656 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.376638 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.376980 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.377288 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.377595 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.377899 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.378202 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.378511 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.378817 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.379122 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.379430 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.379732 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.380029 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.380336 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.380643 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.380968 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.381250 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.381559 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.381870 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.382185 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.382512 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.382820 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.383128 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.383443 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.383757 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.384063 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.384365 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.384684 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.385017 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.385333 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.385648 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.385955 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.386279 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.386595 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.386913 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.387218 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.387529 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.387843 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.388159 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.400121 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.400430 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.400723 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.401027 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.401331 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.401633 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.401923 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.402215 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.402519 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.402829 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.403137 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.403432 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.403739 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.404070 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.404402 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.404734 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.405040 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.405344 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.405670 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.405975 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.406308 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.406647 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.406952 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.407284 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.407587 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.407917 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.408207 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.408520 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.408827 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.409134 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.409442 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.409794 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.410133 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.410467 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.410775 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.421970 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.422290 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.422586 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.422895 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.423198 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.423504 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.423814 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.424117 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.424428 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.424741 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.425055 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.425362 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.425668 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.425979 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.426290 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.426595 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.426907 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.427219 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.427526 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.427826 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.428127 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.428434 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.428738 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.429046 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.429362 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.429674 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.429979 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.430282 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.430584 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.430889 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.431210 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.431524 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.431833 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.432152 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.432483 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.444527 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.444846 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.445152 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.445458 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.445760 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.446064 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.446373 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.446680 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.446984 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.447291 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.447595 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.447892 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.448199 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.448508 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.448811 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.449108 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.449417 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.449725 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.450038 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.450347 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.450653 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.450960 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.451275 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.451587 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.451892 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.452197 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.452508 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.452827 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.453157 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.453464 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.453778 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.454091 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.454400 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.454713 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.455026 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.455346 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.455654 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.455965 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.456279 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.456600 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.468649 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.468954 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.469256 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.469560 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.469863 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.470166 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.470457 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.470743 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.471050 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.471361 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.471668 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.471956 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.472264 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.472598 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.472934 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.473279 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.473585 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.473890 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.474219 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.474529 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.474858 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.475199 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.475504 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.475835 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.476139 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.476465 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.476755 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.477070 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.477377 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.477685 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.477993 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.478345 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.478684 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.479019 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.479328 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.490570 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.490875 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.491170 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.491479 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.491782 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.492092 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.492401 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.492704 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.493016 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.493329 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.493638 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.493943 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.494246 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.494556 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.494868 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.495174 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.495485 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.495791 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.496104 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.496404 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.496703 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.497007 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.497308 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.497620 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.497935 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.498249 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.498555 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.498856 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.499159 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.499472 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.499789 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.500101 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.500406 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.500725 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.501059 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.512624 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.512958 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.513268 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.513574 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.513877 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.514182 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.514489 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.514797 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.515106 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.515415 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.515720 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.516017 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.516324 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.516630 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.516940 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.517246 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.517554 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.517860 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.518175 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.518486 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.518799 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.519107 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.519421 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.519734 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.520039 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.520342 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.520664 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.520995 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.521309 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.521622 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.521933 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.522246 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.522559 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.522878 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.523185 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.523495 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.523808 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.524125 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.536148 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.536453 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.536744 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.537054 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.537360 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.537664 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.537956 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.538248 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.538556 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.538860 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.539169 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.539463 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.539775 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.540106 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.540437 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.540770 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.541079 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.541383 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.541709 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.542013 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.542344 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.542680 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.542986 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.543333 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.543633 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.543960 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.544252 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.544566 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.544875 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.545190 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.545498 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.545850 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.546188 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.546515 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.546826 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.557819 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.558124 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.558420 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.558733 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.559038 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.559342 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.559654 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.559966 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.560277 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.560583 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.560888 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.561198 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.561510 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.561817 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.562131 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.562453 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.562765 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.563066 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.563367 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.563672 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.563975 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.564287 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.564612 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.564920 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.565232 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.565534 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.565837 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.566142 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.566469 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.566782 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.567089 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.567407 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.567740 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.579824 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.580151 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.580460 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.580766 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.581073 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.581380 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.581692 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.582000 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.582303 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.582609 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.582913 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.583209 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.583515 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.583820 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.584124 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.584420 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.584728 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.585037 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.585351 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.585660 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.585967 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.586275 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.586590 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.586902 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.587207 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.587511 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.587822 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.588143 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.588474 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.588783 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.589099 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.589412 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.589721 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.590034 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.590350 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.590667 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.590976 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.591286 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.591601 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.591918 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.603944 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.604249 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.604542 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.604846 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.605149 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.605451 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.605743 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.606035 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.606342 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.606653 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.606962 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.607256 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.607563 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.607898 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.608228 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.608551 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.608857 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.609171 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.609498 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.609802 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.610134 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.610473 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.610778 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.611116 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.611420 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.611745 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.612030 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.612343 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.612650 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.612957 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.613264 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.613617 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.613954 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.614286 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.614595 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.625452 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.625757 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.626056 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.626369 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.626673 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.626975 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.627286 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.627596 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.627901 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.628208 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.628512 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.628823 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.629135 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.629442 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.629754 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.630066 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.630376 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.630679 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.630980 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.631288 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.631595 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.631907 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.632221 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.632534 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.632838 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.633140 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.633443 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.633748 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.634063 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.634376 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.634683 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.635000 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.635331 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.647475 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.647795 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.648102 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.648412 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.648716 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.649020 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.649331 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.649638 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.649941 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.650248 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.650551 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.650847 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.651157 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.651463 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.651766 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.652080 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.652388 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.652697 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.653015 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.653326 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.653634 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.653944 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.654258 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.654572 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.654878 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.655183 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.655496 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.655816 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.656146 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.656471 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.656787 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.657105 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.657413 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.657727 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.658043 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.658363 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.658670 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.658978 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.659291 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.659607 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.671805 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.672109 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.672401 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.672703 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.673006 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.673309 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.673604 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.673897 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.674204 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.674514 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.674817 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.675109 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.675417 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.675747 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.676075 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.676406 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.676710 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.677014 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.677338 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.677641 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.677970 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.678307 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.678611 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.678941 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.679241 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.679568 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.679858 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.680172 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.680479 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.680786 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.681093 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.681447 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.681788 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.682119 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.682422 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.693679 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.693985 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.694281 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.694592 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.694896 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.695203 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.695514 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.695816 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.696128 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.696437 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.696745 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.697049 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.697355 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.697665 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.697975 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.698283 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.698595 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.698918 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.699227 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.699539 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.699839 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.700146 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.700447 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.700752 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.701076 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.701389 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.701694 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.701993 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.702298 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.702602 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.702917 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.703224 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.703528 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.703847 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.704179 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.716197 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.716521 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.716830 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.717137 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.717441 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.717747 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.718055 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.718363 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.718668 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.718975 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.719279 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.719575 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.719881 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.720185 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.720486 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.720783 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.721102 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.721409 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.721723 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.722032 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.722335 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.722642 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.722957 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.723270 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.723574 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.723878 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.724190 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.724510 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.724840 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.725147 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.725462 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.725776 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.726085 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.726409 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.726723 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.727040 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.727347 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.727655 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.727968 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.728287 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n" + ] + } + ], + "source": [ + "bboxes_batch = stage_pnet(images_normalized, images_oshapes)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "99fce80b-ac0b-407e-a252-18e1d94199d6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1086, 6)" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "69d80cb9-3db6-4712-a563-30ced81e8c89", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "raw", + "id": "ef916c6d-cf24-4906-8734-462a25e2a2f0", + "metadata": {}, + "source": [ + "%%time\n", + "scales_groups = [build_scale_pyramid(shape[1], shape[0], min_face_size=12, scale_factor=0.7) \n", + " for shape in images_oshapes]\n", + "scales_result, scales_index = apply_scales(images_normalized, scales_groups)\n", + "scales_size = scales_index.shape[0]\n", + "batch_size = images_normalized.shape[0]\n", + "pnet_result = [pnet(s) for s in scales_result]\n", + "bboxes_proposals = [generate_bounding_box(result[0], result[1], 0.6) for result in pnet_result]\n", + "bboxes_batch_upscaled = [upscale_bboxes(bbox, np.asarray([scale] * batch_size)) \n", + " for bbox, scale in zip(bboxes_proposals, scales_index)]\n", + "bboxes_nms = [smart_nms_from_bboxes(b, threshold=0.5, method=\"union\", initial_sort=False) for b in bboxes_batch_upscaled]\n", + "bboxes_batch = np.concatenate(bboxes_nms, axis=0) if len(bboxes_nms) > 0 else np.empty((0, 6))\n", + "bboxes_batch = smart_nms_from_bboxes(bboxes_batch, threshold=0.7, method=\"union\", initial_sort=True)\n", + "bboxes_batch = resize_to_square(bboxes_batch)" + ] + }, + { + "cell_type": "markdown", + "id": "7b981245-7b34-4790-9663-61bf88f6c911", + "metadata": {}, + "source": [ + "# RNET USAGE\n", + "\n", + "This notebook shows the RNet usage " + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "6a993270-24c8-4b27-a177-2bb451b5ef22", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.tensorflow import load_weights\n", + "from mtcnn.network import RNet" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "ffb908b1-cb54-4874-b8ad-a5b4c086251b", + "metadata": {}, + "outputs": [], + "source": [ + "stage_rnet = StageRNet()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "7eec1166-7cdb-4b1f-ba27-fe59f9bc8fe0", + "metadata": {}, + "outputs": [], + "source": [ + "patches = extract_patches(images_normalized, bboxes_batch)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "2694e249-8c79-42cd-b2cb-9cb1974031e6", + "metadata": {}, + "outputs": [], + "source": [ + "#rnet = RNet()\n", + "#rnet.build()\n", + "#rnet.set_weights(load_weights(\"rnet.lz4\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "bdde2b3e-2aa1-4854-92c3-b4cb26748f57", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 119 ms, sys: 7.9 ms, total: 127 ms\n", + "Wall time: 122 ms\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "W0000 00:00:1727175825.984311 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.984831 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.985265 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.985741 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175825.986167 213442 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 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"code", + "execution_count": 27, + "id": "50b5a5d7-2570-4ad4-8ebb-7104bb941932", + "metadata": {}, + "outputs": [], + "source": [ + "bboxes_batch = replace_confidence(bboxes_batch, scores)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "5a9850d9-d3c4-48c4-b739-8197e7857c37", + "metadata": {}, + "outputs": [], + "source": [ + "bboxes_batch = pick_matches(bboxes_batch, score_threshold=0.7)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "f478a5ff-26cd-476a-99f1-80996d2cea93", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(10, 6)" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "c4f1b2a5-94c8-45f0-9f44-ccc731723e67", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 63.5 , 250. , 175.5 , 362. ,\n", + " 0.99608],\n", + " [ 0. , 80.5 , 68. , 177.5 , 165. ,\n", + " 0.99845],\n", + " [ 0. , 317. , 265. , 425. , 373. ,\n", + " 0.91386],\n", + " [ 0. , 278.5 , 658. , 410.5 , 790. ,\n", + " 0.96192],\n", + " [ 0. , 60. , 240. , 196. , 376. ,\n", + " 0.88221],\n", + " [ 0. , 31.5 , 861. , 213.5 , 1043. ,\n", + " 0.9452 ],\n", + " [ 0. , 60.5 , 37. , 208.5 , 185. ,\n", + " 0.96237],\n", + " [ 0. , 107. , 80. , 177. , 150. ,\n", + " 0.77663],\n", + " [ 0. , 23.5 , 227. , 194.5 , 398. ,\n", + " 0.85619],\n", + " [ 0. , 332.5 , 314. , 403.5 , 385. ,\n", + " 0.88446]])" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "6063adcf-0059-47c4-9bd6-7b18ac05d22a", + "metadata": {}, + "outputs": [], + "source": [ + "bboxes_batch2 = smart_nms_from_bboxes(bboxes_batch, threshold=0.7, method=\"union\", initial_sort=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "878f8de8-1cb8-42a0-8aa8-75907d1ceb0f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 80.5 , 68. , 177.5 , 165. ,\n", + " 0.99845],\n", + " [ 0. , 63.5 , 250. , 175.5 , 362. ,\n", + " 0.99608],\n", + " [ 0. , 60.5 , 37. , 208.5 , 185. ,\n", + " 0.96237],\n", + " [ 0. , 278.5 , 658. , 410.5 , 790. ,\n", + " 0.96192],\n", + " [ 0. , 31.5 , 861. , 213.5 , 1043. ,\n", + " 0.9452 ],\n", + " [ 0. , 317. , 265. , 425. , 373. ,\n", + " 0.91386],\n", + " [ 0. , 332.5 , 314. , 403.5 , 385. ,\n", + " 0.88446],\n", + " [ 0. , 60. , 240. , 196. , 376. ,\n", + " 0.88221],\n", + " [ 0. , 23.5 , 227. , 194.5 , 398. ,\n", + " 0.85619],\n", + " [ 0. , 107. , 80. , 177. , 150. ,\n", + " 0.77663]])" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch2" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "d88aa217-be39-4b28-b048-f333e82341a2", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.bboxes import iou" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "c14ce72b-edbd-42f4-b520-1c9687330679", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[1. , 0.23, 0.42, 0. , 0.04, 0. , 0. , 0.2 , 0.17, 0.64],\n", + " [0.23, 1. , 0.14, 0. , 0.18, 0. , 0. , 0.8 , 0.61, 0.19],\n", + " [0.42, 0.14, 1. , 0. , 0.03, 0. , 0. , 0.15, 0.13, 0.31],\n", + " [0. , 0. , 0. , 1. , 0. , 0.27, 0.26, 0. , 0. , 0. ],\n", + " [0.04, 0.18, 0.03, 0. , 1. , 0. , 0. , 0.21, 0.23, 0.04],\n", + " [0. , 0. , 0. , 0.27, 0. , 1. , 0.59, 0. , 0. , 0. ],\n", + " [0. , 0. , 0. , 0.26, 0. , 0.59, 1. , 0. , 0. , 0. ],\n", + " [0.2 , 0.8 , 0.15, 0. , 0.21, 0. , 0. , 1. , 0.75, 0.17],\n", + " [0.17, 0.61, 0.13, 0. , 0.23, 0. , 0. , 0.75, 1. , 0.14],\n", + " [0.64, 0.19, 0.31, 0. , 0.04, 0. , 0. , 0.17, 0.14, 1. ]])" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "iou(bboxes_batch2).round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "a68fb477-1946-4999-ba10-dac821278cec", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.9936351..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(extract_patches(images_normalized, bboxes_batch2, expected_size=(100,100))[2])" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "15c4daad-a6ad-4a53-996d-d50678ee33b9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(10, 6)" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "07fa4b19-edfa-44d9-a983-6c02aa50a947", + "metadata": {}, + "outputs": [], + "source": [ + "bboxes_batch = resize_to_square(bboxes_batch)" + ] + }, + { + "cell_type": "raw", + "id": "29feea4d-5a7b-49ed-82fb-5e4cbe33fc94", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + } + }, + "source": [ + "\n", + "bboxes_batch = adjust_bboxes(bboxes_batch, bboxes_offsets)\n", + "bboxes_batch = pick_matches(bboxes_batch, score_threshold=0.7)\n", + "bboxes_batch = smart_nms_from_bboxes(bboxes_batch, threshold=0.7, method=\"union\", initial_sort=True)\n", + "bboxes_batch = resize_to_square(bboxes_batch)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "98590717-bd26-40a4-a93c-698170e21bb9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "W0000 00:00:1727175404.243186 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.243868 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.244392 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.244998 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.245505 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.246019 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.246524 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.247376 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.248219 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.249032 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.250274 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.254546 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.255791 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.256811 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.257713 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.258746 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.259918 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.261189 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.262395 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.263567 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.264972 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.266357 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.267567 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.269015 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.270878 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.272170 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.273522 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.275199 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.276816 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.278316 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.280476 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.282305 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.299572 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.300110 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.300621 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.301228 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.301743 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.302241 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.302774 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.303327 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.303897 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.304454 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.305201 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.305770 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.306409 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.306989 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.307570 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.308164 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.308774 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.309428 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.310080 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.310698 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.311303 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.312124 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.312735 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.313412 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.314104 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.314792 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.317417 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.318182 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.319000 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.320009 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.320902 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.321759 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.322941 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.338661 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.339014 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.339371 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.339715 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.340059 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.340402 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.340753 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.341105 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.341453 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.341802 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.342149 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.342499 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.342842 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.343200 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.343561 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.343924 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.344271 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.344637 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.344999 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.345354 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.345702 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.346057 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.346418 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.346780 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.347150 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.347515 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.347918 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.348298 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.348673 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.349036 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.349411 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.349811 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.353024 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175404.354303 212937 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n" + ] + } + ], + "source": [ + "bboxes_batch = stage_rnet(images_normalized, bboxes_batch)" + ] + }, + { + "cell_type": "markdown", + "id": "3acf28a7-83f7-4259-9fc4-448039aead38", + "metadata": {}, + "source": [ + "# ONET" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "b2cb596f-549f-427e-8b33-9e988c3e12e4", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.network import ONet" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "27817024-eaaa-4ef2-b16e-398f87b03dbd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"o_net\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"o_net\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ (None, 46, 46, 32)     │           896 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu1 (PReLU)                  │ (None, 46, 46, 32)     │            32 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ (None, 23, 23, 32)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ (None, 21, 21, 64)     │        18,496 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ (None, 21, 21, 64)     │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling2 (MaxPooling2D)      │ (None, 10, 10, 64)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ (None, 8, 8, 64)       │        36,928 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ (None, 8, 8, 64)       │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling3 (MaxPooling2D)      │ (None, 4, 4, 64)       │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4 (Conv2D)                  │ (None, 3, 3, 128)      │        32,896 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu4 (PReLU)                  │ (None, 3, 3, 128)      │           128 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ permute (Permute)               │ (None, 3, 3, 128)      │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ flatten4 (Flatten)              │ (None, 1152)           │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc5 (Dense)                     │ (None, 256)            │       295,168 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu5 (PReLU)                  │ (None, 256)            │           256 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-1 (Dense)                   │ (None, 4)              │         1,028 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-2 (Dense)                   │ (None, 10)             │         2,570 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-3 (Dense)                   │ (None, 2)              │           514 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n", + "│ conv1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m896\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu1 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m32\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling1 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m23\u001b[0m, \u001b[38;5;34m23\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ conv2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m18,496\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu2 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m64\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling2 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m, \u001b[38;5;34m10\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ conv3 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu3 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m64\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling3 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ conv4 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m32,896\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu4 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m128\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ permute (\u001b[38;5;33mPermute\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ flatten4 (\u001b[38;5;33mFlatten\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m1152\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc5 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m295,168\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu5 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m256\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc6-1 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m) │ \u001b[38;5;34m1,028\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc6-2 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m) │ \u001b[38;5;34m2,570\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc6-3 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m2\u001b[0m) │ \u001b[38;5;34m514\u001b[0m │\n", + "└─────────────────────────────────┴────────────────────────┴───────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Total params: 389,040 (1.48 MB)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Total params: \u001b[0m\u001b[38;5;34m389,040\u001b[0m (1.48 MB)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Trainable params: 389,040 (1.48 MB)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Trainable params: \u001b[0m\u001b[38;5;34m389,040\u001b[0m (1.48 MB)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Non-trainable params: 0 (0.00 B)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "onet = ONet()\n", + "onet.build()\n", + "onet.set_weights(load_weights(\"onet.lz4\"))\n", + "onet.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "fb5ba5d5-2d42-474e-bc33-976eb178bf42", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 80.5 , 68. , 177.5 , 165. ,\n", + " 0.99845],\n", + " [ 0. , 63.5 , 250. , 175.5 , 362. ,\n", + " 0.99608],\n", + " [ 0. , 60.5 , 37. , 208.5 , 185. ,\n", + " 0.96236],\n", + " [ 0. , 278.5 , 658. , 410.5 , 790. ,\n", + " 0.96192],\n", + " [ 0. , 31.5 , 861. , 213.5 , 1043. ,\n", + " 0.9452 ],\n", + " [ 0. , 317. , 265. , 425. , 373. ,\n", + " 0.91386],\n", + " [ 0. , 332.5 , 314. , 403.5 , 385. ,\n", + " 0.88447],\n", + " [ 0. , 60. , 240. , 196. , 376. ,\n", + " 0.88221],\n", + " [ 0. , 23.5 , 227. , 194.5 , 398. ,\n", + " 0.85619],\n", + " [ 0. , 107. , 80. , 177. , 150. ,\n", + " 0.77663]])" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "a310d7b6-3745-4466-9e57-897323ebcb96", + "metadata": {}, + "outputs": [], + "source": [ + "patches = extract_patches(images_normalized, bboxes_batch, expected_size=(48, 48))" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "81a68422-c5ad-4241-bcf5-e60caa212803", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.8941512..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 75, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(patches[5])" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "7dcdb4b4-c54d-49e4-84a2-53c58c135227", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 133 ms, sys: 8.12 ms, total: 142 ms\n", + "Wall time: 135 ms\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "W0000 00:00:1727175662.434244 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.434718 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.435071 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.435410 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.435743 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.436067 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.436388 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.436749 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.437077 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.437436 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.437786 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.438114 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.438463 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.438811 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.439165 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.439529 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.439885 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.440248 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.440610 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.440948 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.441270 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.441610 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.441950 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.442285 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.442623 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.442961 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.443303 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.443629 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.443957 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.444298 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.444636 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.444972 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.445445 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.445806 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.455047 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.471835 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.472239 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.472563 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.472883 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.473205 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.473532 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.473849 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.474164 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.474484 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.474819 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.475143 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.475466 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.475783 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.476109 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.476425 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.476743 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.477066 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.477393 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.477722 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.478054 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.478377 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.478706 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.479031 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.479347 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.479679 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.480010 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.480348 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.480695 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.481022 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.481357 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.481681 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.482022 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.482355 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.482715 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.483044 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.483380 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.483730 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.484073 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.484406 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.484736 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.500480 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.500845 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.501170 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.501483 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.501804 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.502128 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.502447 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.502773 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.503090 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.503411 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.503733 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.504050 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.504373 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.504699 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.505018 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.505335 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.505651 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.505971 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.506294 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.506615 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.506954 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.507281 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.507609 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.507938 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.508269 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.508603 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.508932 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.509261 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.509595 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.509931 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.510263 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.510594 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.510930 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.511266 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.511598 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.511941 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.512298 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.512641 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.512989 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.513348 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.526121 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.526457 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.526766 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.527082 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.527394 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.527711 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.528033 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.528341 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.528669 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.528982 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.529296 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.529614 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.529924 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.530234 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.530550 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.530875 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.531196 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.531522 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.531846 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.532161 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.532474 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.532789 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.533108 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.533489 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.533813 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.534142 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.534467 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.534783 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.535093 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.535409 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.535731 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.536050 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n", + "W0000 00:00:1727175662.536382 213123 gpu_timer.cc:114] Skipping the delay kernel, measurement accuracy will be reduced\n" + ] + } + ], + "source": [ + "%%time\n", + "bboxes_offsets, face_landmarks, scores = onet(patches)" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "15b2eb4d-421b-4dd8-bb7a-7da9bd0cc072", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.landmarks import adjust_landmarks" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "00529edf-0f06-4d01-a9b6-89e6161e1148", + "metadata": {}, + "outputs": [], + "source": [ + "good_bboxes_batch = bboxes_batch.copy()" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "b815f080-01dc-45a8-9ed2-41258513bd4e", + "metadata": {}, + "outputs": [], + "source": [ + "# 1. We replace the confidence of the bboxes by the one provided by this network\n", + "bboxes_batch = replace_confidence(bboxes_batch, scores)\n", + "\n", + "# 2. We adjust the bounding boxes by the refinement proposed by this network\n", + "bboxes_batch = adjust_bboxes(bboxes_batch, bboxes_offsets)\n", + "\n", + "# 3. We combine the face landmarks with the bboxes_batch tensor\n", + "bboxes_batch = np.concatenate([bboxes_batch, face_landmarks], axis=-1)\n", + "\n", + "# 4. We pick the ones with the correct threshold (based on the new network's threshold)\n", + "bboxes_batch = pick_matches(bboxes_batch, scores_column=5, score_threshold=0.7)" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "896d50c2-6215-4761-8f36-d9c487b0509d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(9, 16)" + ] + }, + "execution_count": 81, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "042a2089-bd11-4fd2-8a3f-3b99b41bc0ba", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "3cdeedb7-7d57-4bf4-8128-52998863c920", + "metadata": {}, + "outputs": [], + "source": [ + "new_patches = extract_patches(images_normalized, bboxes_batch[:1], expected_size=(50,50))" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "2c7194e6-eba8-4433-b3d2-797575819f5d", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.plot import plot_bbox" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "5f92d3d6-f3ea-4d9a-9d7a-86cea7d854f3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99000883..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 86, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "new_patches = extract_patches(images_normalized, bboxes_batch[:1], expected_size=(50,50))\n", + "plt.imshow(new_patches[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "d616c09d-bb0c-49b7-8bc6-5c7e97aa4d77", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99609375..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 94, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "i = 0\n", + "plt.imshow(images_normalized[0, int(bboxes_batch[i,2]):int(bboxes_batch[i,4]), int(bboxes_batch[i,1]):int(bboxes_batch[i,3])])" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "cc215810-a88d-488b-a8b8-f6014bb706d4", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99609375..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 96, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(images_normalized[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 141, + "id": "e0d25017-95e4-4563-a65b-509b3df82919", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99609375..0.99609375].\n", + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.98236746..0.99609375].\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import tensorflow as tf\n", + "import numpy as np\n", + "\n", + "# Bounding box [x1, y1, x2, y2]\n", + "example_bbox = np.asarray([[700, 200, 900, 400]])\n", + "\n", + "# Coordenadas para recorte directo\n", + "x1, y1, x2, y2 = example_bbox[0]\n", + "\n", + "# Coordenadas normalizadas para tf.image.crop_and_resize\n", + "selector = [1, 0, 3, 2]\n", + "shape = images_normalized.shape[1:] # Altura y ancho de la imagen\n", + "example_bbox_norm = example_bbox[:, selector] / np.asarray([[shape[selector[1]], shape[selector[0]], shape[selector[1]], shape[selector[0]]]])\n", + "\n", + "# Recorte con tf.image.crop_and_resize (200x200)\n", + "patch_new = tf.image.crop_and_resize(images_normalized, \n", + " example_bbox_norm, \n", + " np.asarray([0]), \n", + " crop_size=(200, 200))[0]\n", + "\n", + "# Recorte manual con NumPy sin redimensionar\n", + "patch_numpy = images_normalized[0, y1:y2, x1:x2]\n", + "\n", + "# Mostrar el recorte de NumPy y TensorFlow\n", + "plt.subplot(121)\n", + "plt.imshow(patch_numpy)\n", + "plt.title(\"Recorte directo (NumPy)\")\n", + "\n", + "plt.subplot(122)\n", + "plt.imshow(patch_new)\n", + "plt.title(\"Recorte con tf.image.crop_and_resize\")\n", + "\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 139, + "id": "2c497e10-2c67-43b9-bcd7-6f1cb5f25df1", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99609375..0.99609375].\n", + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.9890389..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 139, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import tensorflow as tf\n", + "\n", + " #x1 y1 x2 y2 \n", + "example_bbox = np.asarray(\n", + " [[700, 200, 900, 400]]\n", + " )\n", + "\n", + "\n", + "selector = [1, 0, 3, 2]\n", + "shape = images_normalized.shape[1:]\n", + "example_bbox_norm = example_bbox[:, selector] / np.asarray([[shape[selector[0]], shape[selector[1]], shape[selector[0]], shape[selector[1]]]])\n", + "\n", + "patch_new = tf.image.crop_and_resize(images_normalized, \n", + " example_bbox_norm, \n", + " np.asarray([0]), \n", + " crop_size=(200,200))[0]\n", + "plt.subplot(121)\n", + "plt.imshow(images_normalized[0, example_bbox[0,1]:example_bbox[0,3], example_bbox[0,0]:example_bbox[0,2]])\n", + "plt.subplot(122)\n", + "plt.imshow(patch_new)" + ] + }, + { + "cell_type": "code", + "execution_count": 122, + "id": "f8c09523-deae-44d1-826c-4f075f766784", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99609375..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 122, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 110, + "id": "774471c5-2b57-46f6-baa2-fe94540e5177", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[0.15385, 0.14388, 0.30769, 0.28777]])" + ] + }, + "execution_count": 110, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "example_bbox_norm" + ] + }, + { + "cell_type": "code", + "execution_count": 123, + "id": "1d37f934-e42d-4570-a692-675e182a50af", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[700, 200, 900, 400]])" + ] + }, + "execution_count": 123, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "example_bbox" + ] + }, + { + "cell_type": "code", + "execution_count": 124, + "id": "5bec91c8-c704-48da-b785-587e0ec80a64", + "metadata": {}, + "outputs": [], + "source": [ + "crafted_bbox = np.asarray([[0, 700, 200, 900, 400]])" + ] + }, + { + "cell_type": "code", + "execution_count": 126, + "id": "78636d6a-5a1f-4be5-b2c6-8adad7a4866d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.9766551..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 126, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(extract_patches(images_normalized, crafted_bbox, expected_size=(50, 50))[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 132, + "id": "766135e1-3053-4b4e-a04d-03b2ebe9b69a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "6c399b9e-6272-45c9-b7f0-f157f12ad27b", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.98436934..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 133, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(patch_new)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "de5b1107-7708-4b6e-8eb6-0659569a3aa3", + "metadata": {}, + "outputs": [], + "source": [ + "# Calcula las coordenadas absolutas de los bounding boxes en píxeles\n", + "y1_abs = int(bboxes_batch[0, 2] * images_normalized.shape[1]) # Normalized y1 to absolute\n", + "y2_abs = int(bboxes_batch[0, 4] * images_normalized.shape[1]) # Normalized y2 to absolute\n", + "x1_abs = int(bboxes_batch[0, 1] * images_normalized.shape[2]) # Normalized x1 to absolute\n", + "x2_abs = int(bboxes_batch[0, 3] * images_normalized.shape[2]) # Normalized x2 to absolute\n", + "\n", + "# Extraer el patch directamente de la imagen utilizando coordenadas absolutas\n", + "patch = images_normalized[0, y1_abs:y2_abs, x1_abs:x2_abs]" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "732d33fd-8cc3-43ef-8383-0204ae867c36", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1374698, 592196, 1495881, 744128)" + ] + }, + "execution_count": 89, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "x1 = int(bboxes_batch[0, 1] * images_normalized[0].shape[0])\n", + "y1 = int(bboxes_batch[0, 2] * images_normalized[0].shape[1])\n", + "x2 = int(bboxes_batch[0, 3] * images_normalized[0].shape[0])\n", + "y2 = int(bboxes_batch[0, 4] * images_normalized[0].shape[1])\n", + "\n", + "(x1,y1,x2,y2)" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "f87b53ee-ccc7-4148-88b3-c5788a1e922a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.99609375..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 91, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y1 = int(bboxes_batch[0, 2])\n", + "x1 = int(bboxes_batch[0, 1])\n", + "y2 = int(bboxes_batch[0, 4])\n", + "x2 = int(bboxes_batch[0, 3])\n", + "\n", + "# Usa las coordenadas corregidas\n", + "plt.imshow(images_normalized[0, y1:y2, x1:x2])" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "a2262623-1882-4f8c-98d8-9c7ec3f63ffe", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1390, 1300, 3)" + ] + }, + "execution_count": 90, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "images_normalized[0].shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8b2c54cd-2834-4ca5-8c06-8d6ec3250423", + "metadata": {}, + "outputs": [], + "source": [ + "# Mostrar la imagen recortada\n", + "plt.imshow(patch)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(plot_bbox(images_raw[0], bboxes_batch[0]))" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "39e9f8e8-59a1-4f3b-94ae-ee2964db00c3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [-0.97424775..0.99609375].\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(new_patches[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "22cd4478-9df3-4f54-bc9a-03ca4e067576", + "metadata": {}, + "outputs": [], + "source": [ + "face_landmarks = adjust_landmarks(face_landmarks, bboxes_batch)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "30319c5d-fad3-487e-885c-9ac67cb77180", + "metadata": {}, + "outputs": [], + "source": [ + "# 5. We apply NMS again\n", + "bboxes_batch = smart_nms_from_bboxes(bboxes_batch, threshold=0.7, method=\"min\", initial_sort=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c744adc4-8f7a-4abd-bb0f-faa0246f2159", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "38fa0428-4439-44c8-b269-a03029ce5a42", + "metadata": {}, + "outputs": [], + "source": [ + "def fix_bboxes_offsets(bboxes_batch, pad_param):\n", + " bboxes_batch = bboxes_batch.copy()\n", + " images_ids = np.unique(bboxes_batch[:, 0])\n", + "\n", + " for image_id, pad in zip(images_ids, pad_param):\n", + " selector = bboxes_batch[:,0] == image_id\n", + " \n", + "\n", + " bboxes_batch[np.ix_(selector, [1, 3, 6, 7, 8, 9, 10])] -= pad[1, 0]\n", + " bboxes_batch[np.ix_(selector, [2, 4, 11, 12, 13, 14, 15])] -= pad[0, 0]\n", + "\n", + " return bboxes_batch" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "a098427e-eb8b-4071-82e7-4561016c1245", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0.])" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch[:, 0]" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "6e0786fa-427b-4f1e-a6b2-6dc734427efe", + "metadata": {}, + "outputs": [], + "source": [ + "#plt.imshow(images_normalized[1, 211:351, 233:335])" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "cf6bf0d7-9d89-449b-94a8-0f6d07d73483", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 309.24649, 46.8707 , 403.32599, 177.63086,\n", + " 1. , 330.08365, 372.34741, 350.02487, 330.47583,\n", + " 376.0415 , 96.63644, 94.5265 , 121.78923, 139.7626 ,\n", + " 138.5256 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(images_raw[0].astype(int)[76:216, 80:182])" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "d7ebd1d8-5422-4b11-9498-a552dd05b3b5", + "metadata": {}, + "outputs": [], + "source": [ + "bbox = bboxes_batch[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "56026eeb-ea11-412e-b304-3eb9e8a09e9d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 0. , 309.24649, 46.8707 , 403.32599, 177.63086, 1. ,\n", + " 330.08365, 372.34741, 350.02487, 330.47583, 376.0415 , 96.63644,\n", + " 94.5265 , 121.78923, 139.7626 , 138.5256 ])" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bbox" + ] + }, + { + "cell_type": "markdown", + "id": "8b100b07-33ac-435d-b05b-f34fecb5b0ad", + "metadata": {}, + "source": [ + "def parse_bbox(bbox, as_width_height=True):\n", + " \"\"\"\n", + " Parses a bounding box from different formats (dict, list, or ndarray) into a standardized format.\n", + " \n", + " Args:\n", + " bbox (dict, list, np.ndarray): Bounding box in one of the following formats:\n", + " - dict with key 'box': [x1, y1, x2, y2]\n", + " - list: [x1, y1, x2, y2] or [x1, y1, width, height]\n", + " - np.ndarray: Shape (4,) or (5,) where the first value might be an index.\n", + " as_width_height (bool): Whether to return the bounding box as [x1, y1, width, height] (default) or \n", + " [x1, y1, x2, y2] if False.\n", + " \n", + " Returns:\n", + " np.ndarray: Parsed bounding box in format [x1, y1, width, height] or [x1, y1, x2, y2].\n", + " \"\"\"\n", + " # Extract box if input is a dict\n", + " if isinstance(bbox, dict):\n", + " bbox = bbox['box']\n", + " \n", + " # Parse list format\n", + " if isinstance(bbox, list):\n", + " x1, y1, x2_or_w, y2_or_h = bbox\n", + " x2_or_w = x2_or_w if as_width_height else x2_or_w - x1\n", + " y2_or_h = y2_or_h if as_width_height else y2_or_h - y1 \n", + " return np.asarray([x1, y1, x2_or_w, y2_or_h]).round().astype(int)\n", + " \n", + " # Parse ndarray format\n", + " if isinstance(bbox, np.ndarray):\n", + " offset = 1 if bbox.shape[0] > 4 else 0 # Handle optional first element\n", + " x1, y1, x2, y2 = bbox[offset:offset+4]\n", + " x2_or_w = x2 - x1 if as_width_height else x2\n", + " y2_or_h = y2 - y1 if as_width_height else y2\n", + " return np.asarray([x1, y1, x2_or_w, y2_or_h]).round().astype(int)\n", + " \n", + " raise ValueError(\"Invalid bbox format. Expected dict, list, or ndarray.\")\n", + "\n", + "\n", + "\n", + "def plot_bbox(image, bbox, color=\"#FFFF00\"):\n", + " color = parse_color(color)\n", + " bbox = parse_bbox(bbox, as_width_height=False)\n", + " image = image.copy()\n", + "\n", + " # Vertical axis (left and right)\n", + " image[bbox[1]: bbox[3], bbox[0], :] = color\n", + " image[bbox[1]: bbox[3], bbox[2], :] = color\n", + " \n", + " # Horizontal axis (top and bottom)\n", + " image[bbox[1], bbox[0]:bbox[2], :] = color\n", + " image[bbox[3], bbox[0]:bbox[2], :] = color\n", + "\n", + " return image\n", + "\n", + "\n", + "def plot_landmarks(image, landmarks, color=\"#FFFF00\", keypoints=\"nose,mouth_right,right_eye,left_eye,mouth_left\", brush_size=2):\n", + " keypoints = [k.strip() for k in keypoints.split(\",\")]\n", + " \n", + " color = parse_color(color)\n", + " landmarks = parse_landmarks(landmarks)\n", + " image = image.copy()\n", + "\n", + "\n", + " for k in keypoints:\n", + " target = landmarks[k]\n", + " \n", + " image[target[1]-brush_size:target[1]+brush_size, target[0]-brush_size: target[0]+brush_size] = color\n", + " \n", + " return image\n", + "\n", + "\n", + "def to_json(bboxes_batch):\n", + " \"\"\"\n", + " Converts a batch of bounding boxes and facial keypoints into a JSON-friendly format.\n", + " \n", + " This function processes the bounding boxes grouped by unique image IDs, and formats each bounding box\n", + " and its associated keypoints (facial landmarks) into a dictionary structure suitable for JSON serialization.\n", + " \n", + " Args:\n", + " bboxes_batch (np.ndarray): An array of shape (n, 16) where each row represents a bounding box \n", + " and associated keypoints in the following format:\n", + " [image_id, x1, y1, x2, y2, confidence, left_eye_x, left_eye_y, right_eye_x, \n", + " right_eye_y, nose_x, nose_y, mouth_left_x, mouth_left_y, mouth_right_x, mouth_right_y].\n", + " \n", + " Returns:\n", + " list: A list of lists, where each inner list contains dictionaries for bounding boxes and keypoints \n", + " for a specific image. Each dictionary has the following structure:\n", + " {\n", + " \"box\": [x, y, width, height],\n", + " \"keypoints\": {\n", + " \"nose\": [nose_x, nose_y],\n", + " \"mouth_right\": [mouth_right_x, mouth_right_y],\n", + " \"right_eye\": [right_eye_x, right_eye_y],\n", + " \"left_eye\": [left_eye_x, left_eye_y],\n", + " \"mouth_left\": [mouth_left_x, mouth_left_y]\n", + " },\n", + " \"confidence\": confidence_score\n", + " }\n", + " \"\"\"\n", + " unique_ids = np.unique(bboxes_batch[:, 0])\n", + "\n", + " result_batch = []\n", + " \n", + " # Loop over each unique image ID\n", + " for unique_id in unique_ids:\n", + " result = []\n", + " bboxes_subset = bboxes_batch[bboxes_batch[:, 0] == unique_id]\n", + "\n", + " # Loop over each bounding box in the subset\n", + " for bbox in bboxes_subset:\n", + " result.append({\n", + " \"box\": parse_bbox(bbox).tolist(),\n", + " \"keypoints\": parse_landmarks(bbox),\n", + " \"confidence\": bbox[5]\n", + " })\n", + " \n", + " result_batch.append(result)\n", + " \n", + " return result_batch" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "afa6a12a-246d-4060-863d-05971972a932", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(16,)" + ] + }, + "execution_count": 59, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bbox.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "654028b9-d70a-407a-8117-04703f3ecece", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(36, 16)" + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "316d35d4-7c3a-4578-851d-02cc39ad47f2", + "metadata": {}, + "outputs": [], + "source": [ + "def limit_bboxes(bboxes_batch, images_shapes, limit_landmarks=True):\n", + " \"\"\"\n", + " Adjusts bounding boxes so that they fit within the boundaries of their corresponding images.\n", + " If any bounding box exceeds the image dimensions, it will be corrected to stay within the limits.\n", + "\n", + " Args:\n", + " bboxes_batch (np.ndarray): An array of bounding boxes of shape (n, 5), where each row\n", + " represents [batch_index, x1, y1, x2, y2].\n", + " images_shapes (np.ndarray): A tensor of image shapes of shape (batch, 3), where each row\n", + " represents [width, height, channels] of each image in the batch.\n", + " limit_landmarks (bool): A flag to specify whether the limit should also apply to landmarks or not.\n", + "\n", + " Returns:\n", + " np.ndarray: The adjusted bounding boxes where no coordinate exceeds the image dimensions.\n", + " \"\"\"\n", + " bboxes_batch_fitted = bboxes_batch.copy()\n", + "\n", + " # Get the original shapes (width, height) for each image in the batch\n", + " expected_shapes = images_shapes[bboxes_batch_fitted[:, 0].astype(int)]\n", + "\n", + " # Adjust x1 and y1 to be within [0, width-1] and [0, height-1]\n", + " bboxes_batch_fitted[:, 1] = np.minimum(np.maximum(bboxes_batch_fitted[:, 1], 0), expected_shapes[:, 0] - 1)\n", + " bboxes_batch_fitted[:, 3] = np.minimum(np.maximum(bboxes_batch_fitted[:, 3], 0), expected_shapes[:, 1] - 1)\n", + "\n", + " # Adjust x2 and y2 to be within [0, width-1] and [0, height-1]\n", + " bboxes_batch_fitted[:, 2] = np.minimum(np.maximum(bboxes_batch_fitted[:, 2], 0), expected_shapes[:, 0] - 1)\n", + " bboxes_batch_fitted[:, 4] = np.minimum(np.maximum(bboxes_batch_fitted[:, 4], 0), expected_shapes[:, 1] - 1)\n", + "\n", + " if limit_landmarks:\n", + " \n", + " # Adjust x1..x5 of the landmarks to not surpass boundaries\n", + " bboxes_batch_fitted[:, 6:11] = np.minimum(np.maximum(bboxes_batch_fitted[:, 6:11], 0), expected_shapes[:, 0:1] - 1)\n", + " \n", + " # Adjust y1..y5 of the landmarks to not surpass boundaries\n", + " bboxes_batch_fitted[:, 11:16] = np.minimum(np.maximum(bboxes_batch_fitted[:, 11:16], 0), expected_shapes[:, 1:2] - 1)\n", + "\n", + " return bboxes_batch_fitted\n" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "9ab34024-a5a8-4b05-ac11-94cd2ad74da9", + "metadata": {}, + "outputs": [], + "source": [ + "bboxes_batch[-1, -1] = -300" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "3335f8c0-d013-4b6f-b499-16bb45f26a89", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 309.24649, 46.8707 , 403.32599, 177.63086,\n", + " 1. , 330.08365, 372.34741, 350.02487, 330.47583,\n", + " 376.0415 , 96.63644, 94.5265 , 121.78923, 139.7626 ,\n", + " 138.5256 ],\n", + " [ 0. , 84.18523, 648.08569, 170.36224, 763.39062,\n", + " 1. , 97.24575, 141.46333, 117.94711, 100.60696,\n", + " 143.98305, 693.09387, 691.5722 , 712.50238, 736.427 ,\n", + " 733.31915],\n", + " [ 0. , 766.42651, 455.84351, 856.47162, 571.74188,\n", + " 1. , 786.62146, 827.72888, 803.48358, 783.67407,\n", + " 830.94006, 499.45596, 500.69446, 526.75861, 536.10852,\n", + 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, 82.29753, 770.58948,\n", + " 0.91157, 63.88415, 74.37836, 71.44019, 60.86756,\n", + " 69.75473, 742.05438, 743.4884 , 748.80377, 756.58484,\n", + " 757.37469],\n", + " [ 0. , 970.95074, 581.91425, 994.32843, 607.91827,\n", + " 0.89524, 980.24396, 991.15863, 986.89594, 980.89038,\n", + " 988.52472, 589.15594, 589.48309, 596.32135, 602.07007,\n", + " 602.69464],\n", + " [ 0. , 756.5105 , 41.49618, 850.39075, 173.6107 ,\n", + " 0.78927, 776.30682, 821.71802, 793.79181, 773.40765,\n", + " 826.62665, 91.37582, 93.33366, 120.2661 , 130.33757,\n", + " 131.42264],\n", + " [ 0. , 122.65425, 525.79156, 138.46228, 545.11292,\n", + " 0.75835, 128.05585, 135.22238, 130.9422 , 126.40267,\n", + " 132.02298, 531.36908, 532.38776, 535.63025, 540.41943,\n", + " 0. ]])" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "limit_bboxes(bboxes_batch, images_oshapes)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "6c8e5c81-396a-4ab0-89b3-8e4d4d3f64a1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0. , 277.72781, 89.02806, 326.63281, 154.58966, 0.99702,\n", + " 290.66376, 313.92761, 303.5657 , 296.33728, 313.40692, 116.44417,\n", + " 113.63571, 130.86598, 142.5881 , 140.68755],\n", + " [ 0. , 516.2428 , 370.91638, 551.6925 , 410.97037, 0.72956,\n", + " 530.55554, 542.67084, 537.97327, 534.48395, 544.18616, 387.8898 ,\n", + " 385.24078, 397.52487, 402.63107, 400.87259]])" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bboxes_batch" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "d02b1931-06f1-4c62-bd90-6540025d835a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[[{'box': [278, 89, 49, 66],\n", + " 'keypoints': {'nose': [304, 131],\n", + " 'mouth_right': [313, 141],\n", + " 'right_eye': [314, 114],\n", + " 'left_eye': [291, 116],\n", + " 'mouth_left': [296, 143]},\n", + " 'confidence': 0.9970241189002991},\n", + " {'box': [516, 371, 35, 40],\n", + " 'keypoints': {'nose': [538, 398],\n", + " 'mouth_right': [544, 401],\n", + " 'right_eye': [543, 385],\n", + " 'left_eye': [531, 388],\n", + " 'mouth_left': [534, 403]},\n", + " 'confidence': 0.7295562624931335}]]" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "to_json(bboxes_batch)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "03bad9e8-4817-4e47-a18b-6ef2a9988b8d", + "metadata": {}, + "outputs": [], + "source": [ + "from mtcnn.utils.plot import plot_bbox, plot_landmarks" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ebacf692-54e2-4610-9b76-312d00961deb", + "metadata": {}, + "outputs": [], + "source": [ + "class MTCNN:\n", + " def __init__(self, weights_pnet=\"pnet.lz4\", weights_rnet=\"rnet.lz4\", weights_onet=\"onet.lz4\") \n", + " self._pnet = PNet()\n", + " self._rnet = PNet()\n", + " self._onet = PNet()\n", + "\n", + " self._pnet.build()\n", + " self._rnet.build()\n", + " self._onet.build()\n", + " \n", + " pnet.set_weights(load_weights(weights_pnet))\n", + " rnet.set_weights(load_weights(weights_rnet))\n", + " onet.set_weights(load_weights(weights_onet))\n", + " \n", + " def detect_faces(self, image, threshold_)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/ablation.md b/docs/ablation.md new file mode 100644 index 0000000..d678734 --- /dev/null +++ b/docs/ablation.md @@ -0,0 +1,73 @@ +## Ablation Study of MTCNN Components + +An ablation study is a crucial method in machine learning research that allows us to evaluate the individual contributions of different components within a model. In the context of MTCNN, this study focuses on examining the behavior and impact of the three key networks —**PNet**, **RNet**, and **ONet**— independently. Understanding how each component works in isolation helps improve performance, optimize the pipeline, and fine-tune the model's efficiency. + +In this section, we will describe the purpose and functionality of each network in detail, and provide links to Jupyter notebooks that you can run to explore each network separately. + +--- + +### 1. PNet (Proposal Network) + +**PNet** is responsible for generating initial face proposals. It processes images at different scales and identifies candidate face regions through sliding window detection. Its main task is to provide a set of bounding boxes that roughly represent areas where faces might be located. It operates quickly, but with less precision compared to the subsequent stages (RNet and ONet). + +In the ablation study for PNet, you can explore: + +- The architecture of PNet. +- How face proposals are generated at different scales. +- How bounding boxes are refined before passing to RNet. +- Non-Maximum Suppression (NMS) behavior specific to PNet. + +You can explore the detailed workings of PNet using this Jupyter notebook: + +[Explore PNet Ablation Study](notebooks-docs/pnet_ablation.ipynb) + +--- + +### 2. RNet (Refinement Network) + +**RNet** refines the bounding box proposals from PNet by performing a more detailed analysis of the candidate regions. Its goal is to reduce the number of false positives and to improve the precision of the bounding boxes. RNet also applies Non-Maximum Suppression (NMS) to filter out overlapping boxes and outputs the refined proposals that will be processed by ONet. + +In the ablation study for RNet, you can investigate: + +- How RNet refines face proposals from PNet. +- The architecture of RNet and its role in filtering false positives. +- How NMS behaves differently at this stage, refining the detections. +- The effect of adjusting the NMS threshold and classifier confidence. + +You can explore the detailed workings of RNet using this Jupyter notebook: + +[Explore RNet Ablation Study](notebooks-docs/rnet_ablation.ipynb) + +--- + +### 3. ONet (Output Network) + +**ONet** is the final network in the MTCNN pipeline, and it performs the most precise face detection and landmark prediction. ONet refines the bounding boxes and detects five facial landmarks (eyes, nose, and mouth corners). It produces the most accurate face detections, but is also the most computationally expensive network. + +In the ablation study for ONet, you can explore: + +- How ONet performs both bounding box refinement and landmark detection. +- The architecture of ONet and its multitask learning setup. +- How different NMS thresholds and confidence scores affect the final output. +- How facial landmarks are detected and aligned with the final bounding boxes. + +You can explore the detailed workings of ONet using this Jupyter notebook: + +[Explore ONet Ablation Study](notebooks-docs/onet_ablation.ipynb) + +--- + +### How to Use the Ablation Notebooks + +Each of the ablation notebooks (`pnet_ablation.ipynb`, `rnet_ablation.ipynb`, `onet_ablation.ipynb`) provides a detailed, interactive environment where you can: + +- Load and preprocess test images. +- Run each network individually. +- Experiment with different configurations, such as Non-Maximum Suppression (NMS) thresholds and scaling factors. +- Visualize the outputs for face proposals, refined bounding boxes, and detected landmarks. + +These notebooks allow you to better understand the contributions of each network within the MTCNN pipeline. For each network, you can adjust parameters, observe the intermediate outputs, and gain insights into how PNet, RNet, and ONet work together to produce the final detection results. + +### Conclusion + +The ablation study is a powerful tool for understanding the internal mechanics of MTCNN. By exploring PNet, RNet, and ONet separately, you can develop a deeper intuition about how each component contributes to the overall performance of the model. The provided Jupyter notebooks will guide you through these individual networks, offering hands-on experience and detailed insights. diff --git a/docs/css/custom.css b/docs/css/custom.css new file mode 100644 index 0000000..71cfd52 --- /dev/null +++ b/docs/css/custom.css @@ -0,0 +1,3 @@ +p { + text-align: justify; +} diff --git a/docs/images/ivan_detection.png b/docs/images/ivan_detection.png new file mode 100644 index 0000000..f75f2e8 Binary files /dev/null and b/docs/images/ivan_detection.png differ diff --git a/docs/index.md b/docs/index.md new file mode 100644 index 0000000..f2c6079 --- /dev/null +++ b/docs/index.md @@ -0,0 +1,15 @@ +# Welcome to MTCNN Documentation + +This documentation provides detailed information on the MTCNN package, its usage, configuration, and training steps. + +## Sections + +- **[Introduction](introduction.md)**: Overview of the MTCNN project. +- **[Stages and Networks](stages.md)**: Understand the PNet, RNet, and ONet stages and network architectures. +- **[Basic Usage](usage.md)**: Learn how to use MTCNN for basic face detection. +- **[Advanced Usage](usage_advanced.md)**: Discover how to process images in batches. +- **[Parameters Usage](usage_params.md)**: Fine-tune detection thresholds and settings. +- **[Ablation Study](ablation.md)**: Investigate how each component of MTCNN contributes. +- **[Training Guide](training.md)**: Learn how to train MTCNN models. +- **[References](references.md)**: Learn about MTCNN scientific origins. + diff --git a/docs/introduction.md b/docs/introduction.md new file mode 100644 index 0000000..35e7d9e --- /dev/null +++ b/docs/introduction.md @@ -0,0 +1,40 @@ +## Introduction to MTCNN + +### 1. History of MTCNN + +![MTCNN Pipeline](https://kpzhang93.github.io/MTCNN_face_detection_alignment/support/index.png) + +*Figure 1: The MTCNN Pipeline for face detection.* + +MTCNN (Multitask Cascaded Convolutional Networks) was first introduced in a 2016 paper titled *"Joint Face Detection and Alignment Using Multitask Cascaded Convolutional Networks"* by Kaipeng Zhang, Zhanpeng Zhang, Zhifeng Li, and Yu Qiao. This work was published in the *IEEE Signal Processing Letters* and later presented at the *2017 IEEE International Conference on Computer Vision (ICCV)*. + +The method quickly became popular due to its ability to perform both face detection and facial landmark alignment in a single pipeline. It was designed to efficiently detect faces at different scales and orientations while also predicting key facial landmarks such as eyes, nose, and mouth. This multitask approach reduced the computational cost compared to running separate models for face detection and alignment. + +### 2. The MTCNN Method + +MTCNN uses a cascaded structure of three convolutional neural networks (CNNs) that work together to progressively refine face proposals and detect key landmarks. The networks are: + +- **PNet (Proposal Network)**: This network scans the image at different scales to generate candidate face regions (bounding boxes). +- **RNet (Refinement Network)**: RNet takes the candidate face regions from PNet, refines them by filtering false positives, and regresses the bounding boxes. +- **ONet (Output Network)**: The final stage, ONet, further refines the bounding boxes and detects five facial landmarks: the eyes, nose, and the corners of the mouth. + +The overall process is hierarchical, with each network focusing on more precise tasks as the proposal gets closer to the final face detection. This cascading structure helps balance accuracy and speed, ensuring high performance even in challenging conditions like varying lighting, pose, and facial occlusions. + +Here’s an illustration of the architecture: + +![MTCNN Architecture](https://www.researchgate.net/profile/Alem-Fitwi/publication/341148320/figure/fig3/AS:887674495844353@1588649500279/MTCNN-Stage-architecture-of-the-model-used-for-face-detection-and-landmark-extraction.jpg) + +*Figure 2: The MTCNN architecture consists of three networks (PNet, RNet, and ONet) that progressively refine face detection and alignment.* + +### 3. History of This Package + +The original implementation of MTCNN was released in 2018 as an open-source project based on the original paper. Since then, it has been widely adopted in various computer vision tasks involving face detection and alignment, with many libraries and applications using the MTCNN model. + +In 2024, a major refactor and optimization of the MTCNN package was undertaken to modernize the codebase, making it more robust, efficient, and compatible with the latest versions of TensorFlow (>2.17). Key improvements include: + +- A cleaner project structure with modular components for better maintainability. +- Support for batch processing to handle multiple images at once. +- Removal of outdated dependencies like OpenCV, switching to TensorFlow for image processing. +- Full documentation and optimized performance through matrix-based operations. + +This version of MTCNN retains the simplicity of the original interface while providing more flexibility and support for a broader range of use cases. diff --git a/docs/notebooks-docs/onet_ablation.ipynb b/docs/notebooks-docs/onet_ablation.ipynb new file mode 100644 index 0000000..a9eebab --- /dev/null +++ b/docs/notebooks-docs/onet_ablation.ipynb @@ -0,0 +1,484 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "78ccfbad-54da-4945-b4a3-45b0eb9fc364", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"..\")" + ] + }, + { + "cell_type": "markdown", + "id": "6e7e7c7d-0cf2-48fc-a6e6-fba3d6a647f2", + "metadata": {}, + "source": [ + "# MTCNN ONet\n", + "\n", + "This notebook demonstrates the ONet architecture and its corresponding weights.\n", + "\n", + "ONet is a fully convolutional neural network (CNN) used in the third and final stage of MTCNN. This network further refines the bounding box proposals generated by the previous RNet stage and adds facial landmark detection. It produces three outputs:\n", + "\n", + "* Regression of the bounding box coordinates to fine-tune the proposals.\n", + "* Classification of the proposals into two categories: no-face or face.\n", + "* Detection of five facial landmarks (eyes, nose, and mouth corners).\n", + "\n", + "The outputs are generated for each bounding box proposal, providing more precise detections and facial landmarks.\n", + "\n", + "In the following sections, we will run the MTCNN model, focusing solely on the ONet stage. We will examine the intermediate inputs, observe the output shapes, and visualize the results." + ] + }, + { + "cell_type": "markdown", + "id": "40cf365e-e8d3-481c-8b02-64b9cc6e7f8b", + "metadata": {}, + "source": [ + "## MTCNN on ONet Stage\n", + "\n", + "MTCNN can be configured to run up to the third stage, which will provide the direct output of the ONet stage, including refined bounding boxes and facial landmarks.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3431815e-6a07-4a8b-8a2d-d454d4a3a4b9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:09:18.307684: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-10-02 19:09:18.317665: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-10-02 19:09:18.330214: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-10-02 19:09:18.333978: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-10-02 19:09:18.343225: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-10-02 19:09:19.020016: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn import MTCNN\n", + "from mtcnn.utils.images import load_image\n", + "from mtcnn.stages import StagePNet, StageRNet, StageONet" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8f9b8423-64ec-4f23-91f7-9dcd85e85682", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:09:19.755678: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 45287 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-10-02 19:09:19.756115: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7363 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + } + ], + "source": [ + "image = load_image(\"../resources/ivan.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "85710efe-fac4-472f-91b7-dceb211d9965", + "metadata": {}, + "outputs": [], + "source": [ + "# This is the default configuration of stages, aliased as \"face_and_landmarks_detection\"\n", + "mtcnn = MTCNN(stages=[StagePNet, StageRNet, StageONet], device=\"CPU:0\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1516fdd4-794e-4e81-bcdd-6be6a45cb570", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 590 ms, sys: 270 ms, total: 860 ms\n", + "Wall time: 466 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "result = mtcnn.detect_faces(image, postprocess=True, threshold_onet=0.85)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "57c31ee3-ef28-4010-a903-38173ac9364a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'box': [276, 92, 50, 63],\n", + " 'confidence': 0.9999972581863403,\n", + " 'keypoints': {'nose': [304, 131],\n", + " 'mouth_right': [314, 141],\n", + " 'right_eye': [315, 114],\n", + " 'left_eye': [290, 116],\n", + " 'mouth_left': [297, 143]}}]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1e361a8b-ea17-41b3-950b-8a30c89040db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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hF+i6tac5LE4esfrYrQWrgjWopZBzYT8Or9zLXfJrA078yZ/8yS8Q3rstevVzCpWFIIgWzEY0NlbLxPHxivV6Rd8nsEKrmaCKWZ0SspBi8EmgCQjsdoWzl3tevrzk8mLri40qi4VbG0kjKoFWhcacjwERQ7WxWCj37i/Z7fe08z2tGohSi03Wrl+5TdG/Oz2j14iIHO78ejz612U5vl6mPOE0YKfYJ74sKXkUxjHTPj2DvsdMubdKpIXRlns4EnKrjGOmInSrBauTNf2yR4OwuxzZnG/I+xHTwFZ3IJV+HeiXCQlTiCwqBPHQW63UmqlUZJFY9Q/oQiJ1CzQqLQpFG00bxRpi5nlF89By0skmlEYNkdYnUurQoIzDlrIfqVZpzcN1tVWUQLCEaaKFjl1TNpvMxX7HUBrZKlEqC6m8s0y8e7Rg0Sm0Ky/OHJ2DSM9iecL6+D6YEDdnnn9SJUpHa1CL+nSQgDahjpXL5xueffqMzflmypM1Qqd0feDByRHrB0ckPcKWrozNQDUQJLrB0YwYOk6OH/Luex9x7+SEMgzsxpFy9oIKiBlWG1ZhEKaIhHtHEpXlUcdHi/dZHT1k0V/w6cdbzs/25OKL8D8aeZ3ee50V+U2fvlVqbZyeZT7++CX3jk949PA+ErKHs0VIybPlue4Jqqg2GkKzjAal1RFrjRAjSXvK2FHbAkicnmZ+/skzPvn5cx4/OeXycg8SiSiWPdzIlMsEYAK7mBliPpZaabRS3+h+vhPovteKBf+HezJBFRFXPCEa6+PE8dGKRb+YchoVa+2g4T38b6gIQTsiIKFjuxl5/uwlm/NCKYq1DjDEGpCmXJXSxQWVMLmuDTe2K0Kj75UYeo5OEqtVJBdlHNw9ztkDfDZhDm/6RV8u1z2k66GPX0Nd9heIK6f53YiBTJgnVajViKkHCWw2hcefXCJE0kdH3Fsnwv2GJIUuYENgSYJ14P7DFbGL7PdbNhc7hs1IsIg0aLky5D3kgHUejhMxAv6urTa3aBXSakFU9xyCQR4HtzI0UNUo5rkkbQoTAhQzOpRSK2MpWBc4OllxfP8BGgP17AWbl5lW9rTaHAQhgCSqBIop50PlZ09e8ORi5HysVO0QNaTuWUkhv3vCcd+z7NM0KjwkF0QwUWJYINKRs1HyyHYYp9CxJ9AD7nHUWtHo4/zs+RnP/+EFm2dbeu3pJYIadV/JQ+ainqGdkh6uiCFBCGgrBFECQptwMVEjXVqhoac0YV8KQ2tUcXCMxwSFZo29AGpoaKiChAlt2AXuv3uEyRFDfsLFZgvl1zNCf5UidoeOOoAyvskTAdLcsx+Nzz49J8pn/PZvfcj3PrjPsgfqllYyKtCF6JEkywQFYmUYs3tOYYHaEqVDCDx9dsmzZ094/Pk5Tx6fsts1xtGQtiB1HbVWWq2gihAQC5Nj7N6xqhBEiSEQNdB3r4Lh7pLvtpKaLfVJY4tAs0oIcHTcc3zSsVj0BEkEEUeeRYdTe6IWgkRUBCWh0thuR54/v+TsdMBqj9D5JENoVrAaoIXJBQq0ygTICETxhc1zYh0pBkJMrNYdtSRevtyz2xVyadcgQNPkflOZjM7rEfdvRkG96XR51eq9c6/5/mwGtMy5t+bJXfUFVNTh3vtL4+XTjSOQPlzxcN2RukBMjThCaAZ9IC0CQ96yvdiRRzc4+tSzWi0JvSCLiqYGAVrEodjSJij+nBRwz2QEN2gwUicOoxemJJjQEAfEeFIINTBrUBuqSr9esn73AeuHj2jWSG1P2F+QxgrV9/HdI2NTxgwvLnZ89uycixYp3ZoiCQ2NgFFMaXSUJpRi9KrItJIdShRKo2RjtxvYD3s2l1uYcp6Ot1KiiCPiMIevl4aa0ocOLYqi7qEFwRRSUGKMxKnUoLWGogRRxASrbVpQveyiVhiHzHa3Z7cfPFSuAcXzVtagpUibEXhibqBonZ5qoAShhExh5DAHvsI0+MJNp/Drr8hxuVNun+suX9Fe94cvEuPq5ub44w3YoRuBrTVSSIxj45OPX5L3jbzLfO/De9w/6QlByOPedxD1+RjdG27WEawDW7DfBHb7zOnZGR9/8pinT065uMiUrCg9tTRHV48+1mKKNAS1mwCQViuYI4WDBnQGT7yBfKeVVG3VE94EVBSoiGT6HlarjkWfSCIEBa/ZCSBCbY3WxBFP4gsmKHlQTp9vOHu5pYxG0EizPV6KMCvEQCkwjoEyZnKpdDGwWLjHANFDilZIKVBpxK53C701jxc3pryUMKO5xGZk4OQZTffY2vX4vBy8r3lO+0C/lji+K2l7R6z+le/Mn4GI+LVMVyHqZxH8+tq88jJ7goc86JTAmDw8/J48nzOHIn3hbNYIwZ8HTfydjAOnz/eMLLCuw3TJg2WiO2qEMdOVCsGfwFAzLTZWD3tiWKIkUvJwnelIZYdZmfSiUSjoZF36hDFokagdZoGSG61CqYaFimmBaGhSpAtkcfivWEPHkRQi0iW0CzQNZBGayYQ1NceZiqFaqQZNFa1CGRuX+z1jbVTzur5SjVgySzVOFkuOl2tS7CFUbAJrzP8819QTYyLEQKpKnxIldtM78zCdRQ+pWHXPdble0h5Whhgou0LLfqXrviMul6weLVg9WLPol0gIVKvQGtYCFSG3BqJ0/YpudUzsltQ6kIeBcbslNCMi030rTYRmymCBc5R9dQNxLYF7GmFonL485ez8nLFUAmkyHOcR7kCiq+Hpxs71NNU8xm6tz9NY9vfua/gtAMUtY24ew9fzRTe2v5p6r51Ld8kr01BeOfV0H3o47isbHvS2h5eZEws3Jv8t5W5MxSMNJWI0xrHwySdPefnyOZ/8/IQf//h93nnnmJQgpur1ogKtGqXCsIecG9vNlpfPdzx7tuH5iz0XlyO1JJp1XltX3T3UoDDlMWeUJmI0gTrFT2rx8SjJ538TY2xv5kJ/p5VUsYyZTLUCCuJhvq5TR9eZJ4/Nirs7JozFGMaRlCJzzZHDXuH8ZebitNKyeA2JZFTLVBcUCNKh0tjtBkrbAQ2xxmKRaCxYLSNd7NAYXXXGgJkwZuP8/JLziw2lNJ9wqO8/eVOH/27DSq8N3sMiO1nMOk/AGfUlejVmJzOtzoW/16ya61DXw/naPBOvruOwEJjD91V9tbTapkVzWjyvK6jpcnW6XrkOdZqUqLWpHmPerVVomXGo5FPF0o5qieGkcL+rLLSiEUQCtbmpmI46ulXH5BKQm5Ji52G9MoI1pCmOL6yIVs9XBiHFhOVI2wnjJnPxYkPeOMjGQsW6zPr+knvvniCLQNWKqdcrLUxJMUKMNBPG3KhVUIkoiUBEJKBS4IAE9HelYqQo3DteInuw0Fh3HZ0E7nXK+/eOef/+EctOiWLTuJteZvD3kfpEv+hYrlwtpDSFuc3HnN9tIZpgdGgnxHuRGCHfT9SxQK0EUVbLJf1ygS0DFnxvcmU2S4qaI2ZVSV1idf+Ek3feYX2yZrhsdEHp1ChWiVO9onUJM6FVeHmx4y/Otzypjb6LvJsCv7VYki4Ln/3sOacvdlSLBAJzCYnZDJzgMB7nVVivhtnVkLI5ZH71qDw0fzXkDkPvDiXRuApkvLbe8JoeuI4kvBNVCHfAIaZz3zqsIagFvwabi+nnisQrBTVHTq7f59W9yOGnTNspQpjmlQJoIBfh9GJgs3/K09MNx0dLjo+F+/eDRyxCQAi0poyDK6qz04Gzl3suLvaMY4/ZHJ5zw1PFQ9pI83yvClgliPl3ahSDZl6grVXQ4MjVIpVd/pYDJ74J8UW5emijNTQ0ui7QLxIxhqshLr5tM9hcbrjcbDk+OSIulqToOa1hKJy+PGe3GwkxuJJiqmWalEWbUCp1aOzG6rFcaQw5kUumlJXXkCwTKIwZhrFwenbO6cstw84L7dCAtZtD8eanm/JK7umX+Ey/6Dp+accQoQAaIuO44/njSyw/Q95ZEu4tiEcLutS7wjVDU6Dre0gePFotV6zXjwhEht0l243naYooZSqWVJOpZkgILTKeZU4/O2d3tmO/yW7p0cjsiUtYaqB/EImjx9Bt8igXaQEqjFXRFlDpEBI1F1pR1BJmxRcaU7RVqjkadBXh+w/vcbzI7IphISEh0sUVJ4vAvdWCe10glAEte6I4u4hM4RsJQloYYVFJfWM/DlR2NAbmonCThkmliddmoUpYKkfLJdIWUBtRvLBXVREVRnXwRrPiAIwYXbm3RhOvS+tWPctl8JobKlZH8rin1eKFx26RTMaXMgwjz08v+PzZGS8skGIgm/uZej7y7Ocb9kMkhRVSKxwMtKtF+vaIurlMX42dV7XPlY913bu6M9zGvEa8RkH9SuX2ua8pIMyN7lf1J1fe3/W1xG7s72QDitA4O91xfrYlSoe26KHeqBOSE3Ku1Ay1CBDRsEZ1pLHBDhGgaWls83mj/5QCZGDyUs0ODDkzGw0yR2hex8txU77TSur6SzGc8qjvO/p+ZoeYB7zXUI1j5uLigu1uJMTEMi1ZLnpaq1xcbBjHPIUclNYKrWU0uAdxFfZqHtpp5uFDDYzFyBd7hqGw6HsWyw4Vh1puLvfsdiPWAjGsQJ0y56a19Xq187qakH9MYkANEYmNTqDrGvcWjfurwHLhdWXZ6sSiIKBCUbBW6RY9J48e8OjBh9Dg7KWwL2eUYaROSso9V7miBhqM8XTH7tk57GFpkUzFVAmWWHaJB6sTlnRoVUQ9DzOhIMgYppHUL1muj1gu1gybLWqRKB25+DhSoocIm6MCg0JaCPe6SBPx/GhwEEMU6KSQykAohWgNLR6+awJNhdbg4vQx1nacLXr22y2bzcVkvcpEzwXNXGE4aU1F1UghEjUSRIgSEDNK9gJjo5HClFfSCaaPhz/nCLRSIO8o23P2ec9weca42yBWiSF4qEc8J1ytUWg0M7qgHMcFSqJvwuXplvx0oOSOyBJpAZF2tcy+JmTtIq94Uq8LZb+peGjq2udvudytvm//7TqjDcBUJ6fqZQ0ktynqirxbUEUZpAIFpBJCx+FZm1BLRdIIOjpzyISmtjmFgjAD2NyQKBNeYkL1TWA1DeFA36TiEY03ke+0kjq42ziCKE2Q2hjDBNOew1Ye+x2Gke12xFD2u8wuZYIkrBYuzrfUOocZPMkf4lSUq5OhiNFadaqlKtCMIIGm0Gojl8JmV4iXA6pCK9X53lpEJVFNqaVOwIHDXXzhPd7mG/u1V9P/EsQQSB2jbbm3UH7w4UO+/71j1qsIwQ2CMhVJB1WaTLF5FUKf6FYLNEVn9FClmlFxWiE1D9P5pAvQGqVl9uNALiNqDk7IVogxsFouOHm05vjeEf0iYcGQELDJ2rcJdKEhkFJEqdAKVgqUTJjrVIAqAhIRaai4IrKaWYjvLxRkKtoVEUJrhFrpNdBJR8uFZtDEtU8Nwn6z42K/Zx8TZcyoQRQliCOnMGfGiGHi72sNqaDWEDEPtWpwlJUx0dvoRN+lnpcYC4qRRLxA14ChMpyec7prdDEyDhvG3aVTJ6XgCmqqK2tmLNc9R+ue1WbDmD3sKbZg2BrjXogsUHOqqS+n9+LW93bju9tK6XWhvdeJTDvdxeDwbZE5KnT7sg4KanIer25h2nByvWLoAaMVo9kVG0nXJU+JHPxUIZeBGGeFYl6358FJZrQuclX2c4iH2rXzzldhPh6AidNTD59Xi98AdN+ctvdUjBGC0+fMoTqReM2VN8YxU4qRush+l3lZLtleDihweb5HpCMEiEmIqWe5ilPxr5+ptUYpjVKUIQuby41Ty4QwKZ5ErpXShBAchtlpxAzfr1WnW5Lrru5VLujL5LUovi+0AG+lhW8d4yquzpfpy1uHNdAry/ZrTWkRighdTLz7zoKP3jtiESvVCtBRNNAO+bKGteJeiii5OUPEcllQlCqGBCXEiclgCoE5Ss6v2ZoQH3Qs2hF4+ooYF3R9ZH284OjBiv7BghomZGBQapnpitxQERrj/pyLF5AvL9hfbtldXCAlE6lIEHaWCTE4Mq4ZirAMiSgT0Ke1KcHv5QsUsNEctCAKTSclKoBCgC5NjGlaaGMhSEAOdEo6uV0VCw2CQ+6bTYAKVbroyXTEFyGVufL/Cpka2pQvjF4XqMFh92W3Z6cjJSjWKmrF0Vz7AhEkMOXeIITGOw9XjFF4uWtcnFeGlyPjvhw8W6wS9KYf8OWz4NWR9qon9dXH39eR1+Wm3mBPvuyODxEUvmCVMGOGkbjCnca6W3LzkWjNkbUhJHzFzJT2DCfQnr3KRlADzZPisimK1EOLV0/f3BKwQ27ZQCrXeUnNZoaJqzXm+iOq+TcAOAHzTTdEzeOhol4tPYU8PAwYKNWrnFWFPFZUO/b7TBkbKopZwKSQukjqlOOTJet1T+rc0m7NEUelVHI2Ftnju/vdHkQp5YoEUyWSR0ewFXOixxTTlNqa8XBwY+jdAUN/LSLPJgYCu/K07hq88/iYARcHV3tmTL4WKhGuPLSZxdyuWUCH7a9dvQAagnsutaDIFeP6Hdd//fvrVrOIL5Fd37Na9nQpELpAViFrT5WASkNbdsbm5GwGJu61jGM+vB9VpV8sKGVDKDuiOHHrXAxbUNoCwqOO45MHzvRcHZ6+Wi1YrBLdIjg82iohRK/16RzNJK0Qp3qQkjPb/Y6BQMsFaTZ5J0a14vD5KNTsRYstQ7KEVA/dSRWsQisjlkdqabTRa7MUZ4+YyY3BPRWLk1WrjTJkShs9v4RSzb33UjJNK6ET9/ZmBBmVy7wFYJG6KRRj9HHiqBQo1QtBNSqx69jrhpQ6RIWh7rzQOUVCdBLm0EXiPLYRmhpBGqjx6Mit9/tHkafs+fTFnl1tE3CmTMX0s3U9zQW5ykldVza3GSi+TN6EeUJk8lLhldX/dSHE632PZiqn69u/qaKaF3CbJuhtYNPN65yMlMmwnefq3RRKk8K65VG1CRil6qQF7sEW0A2YEWJyNHODWkCI164vYHVNbXFSSm0q0jbMMsYVQtCs3mklXMdQtuYYgjLmN3pW320lZTD1vfBQUNCDJyXiC5ZOD8eau50yJRF95RJsquPxxXXH+qjn+GTJYpnokmIUh0xHdaaJFEjJwAKrReLi4pLdbmRPI2cniVX11hCepp9lppo5ZBuvBtJMPPsGduT13a6eww0//8Z217/+pjj7ZkU5H/Nr+lH481fMCqoRTT1DMy5NOR+95ufhMrLuBK0jFQ9joROrwXRP6/UKaZlxf8oYFDVDp2LYKkaVBhIJGggpIvNnc566FBUNOCO51el1Nfd4TNBmxCKE6mFDMELJYJlQ57Cb0kplzAOWChY72lioo9F2jX1WKIplsGy02tC6hzZCFawG956oBE1EhTrlW1GjWqXmTJnOE0SQlHyRMKOMjVA9qqBJCGH26vHxX712KUbnKTQzTI0QnahWirfykKiQPKxawogJDHnjDPNTGL3rerpFT79aIAlCH0kTN2aMjaiNbr1iaJHyvPD5vtCGxtxSJ0jBgfPd1xw/vz75OvmwN5Xrc+ygU69NuyvYhNzY5mq9mY2A2WOelZhwYINpCbMOa2GiE3XaNwDVhEkCDe4x0ZzZv+XJoAWbSIJDkJuQycNNTEat6sRwoXTLN3vv32kldRXu82rmlAIhKqrXrTLfsplNhsgEtTRFCVhVTLxmarnsODp2eG8IoNGcsLa5JTxbP0GMFIwuQJ+O2G4Hnr84x0qh2ESPFML0sto1bXF9oMzy1RSU73IFXHcS0teTad5GA34Tk2iGuh78wW/gmIp7HJvNjhdnwlktPMvwMkOfAv0HJzw6coajA/M8ihrQjC46VZXV6mGEZg4mmMhqxaaShClvIzhMNxhEhGiR0MQjJTIxmATFSnBvx1NPJAuEUrC5WLHWKQxc2Y/+edyP7PY7QnLW/5INK0YdKi37uFMLBFxBJlXEvN4vaAfm6M8kHZ64zsgMoCNSBy86DhamexQ69cXFavbWHEQoNrXo8Glea6VO/cFiC1iu0IQYlRQC1ow6Qmgeek0kqjUoeLFyURIdpVTqWJBUKZcDWUZIEBaRfp0Iq0g8WRBSY6mKlArne8p5xnJAWgfaJlLiGXr97ZY3qo265QF93XMd6M4O0Q4OeaeraMbNqMS8lNxI34mvkb7vVThOTFFZ4b3jAmYRseDhbJ1muDQ0et2ntUZtcwGMH3dG7JUqmM2kCpNGmjyxOSd1iPo4OwIp/QYAJ4BDsi4EnRTUVb7n4FJPxaQyhRKc8dpdaJtQKqrC0bGSOplcWMf3u1emU1hiJkmtWB0AYbVY0acjyjhiZcd+qBM10gQXldv8VLNHdS3EdyjUeLNbvq2S5j4yX0Y++c1MomlSWPVw6hx3/lri0e88Zp6/2DGUHacIp7piox0nRPYZyjiQpBBij+hUjN2MMgxsLy4ZNwNnL1+w220nBKU60g1BJUwsCpFgTjwbTYk4Y/NsUBjNNRL+nlut1AKtuKLZlcw47Gm1kkI8PNPWvBUFKLk08q5wr18RYkRqc4/P4pXNgqAzeS3ViYrN0Ji8Or8pXe/hlTKMCF6IXixgDUIXAaPlPCme5EEgy16PpeqwdWOq3fLi91pGQjdZsObKTqd544XmdeoT6pB8axXDnI1jrPQSSTVQamQRV1CmLWujjpVhu6UGsKMd6bhjsV6SL0cuP7sgX1S0HtMsUmumix2tjbwZg9u3U35ZdGSvzltj1kG3t/Hl5DoM/XqcFOb5hdg15WUeTvb+A9M8rl5OYHtCJ8TUkFBQ9TxvmXLyrQoQaNVRg17KPeW5Wj00Q5xOdBX+Ex/5NoGLahvf6Fl8x5WUXlkUMmnwKVY7h0AbDW1OwaPqVettckdt2l8RRAMxzXktIcQE2CGWOw8Pmc0ZGlEDKhXtIkfHa7bbzDA2rLrlItde1M1hbNfc4atjHwb77fg4t6sepguxLyOVvXbNdusqvjxne3Pb65dqVxPE4LWT9E0nrwDS/Flv94WWhHGxYrQAkkhd76SXPq9Ave+QTkpq3O14/POfkzSRhy1CJRGw7Au5ihJJKEq0gBaDoWLDQM4OdKE6fNqv2Rf3Vp3eqNUJIdgESRHL0ErD0mzA+LUH64hdBy1Ts9HrkliUUvKEljL3yg9ADhCpTtekOKBDoIg31mxtRKzR6oDF5ECR7MjBEAOtFcY6IBow7RAaVQYkKBIi2tr0rmbuQVdCMhcKu95DE1g0aisUKaQYCRHncsMZA5oIkoVgTiSqLZOqt8ZRDVgMoJNSbY2hJPYXcHF6zuNnZzz77Iy6j4TYe3GnNUQSKkZtV7RmN8bljeFjV67E64bpL9shk8P/bpz0uqK6yhvfdYE3w+9fFP2469R66/fb289REztscT0UP30+7Di75k5i3GrFKIQA6xPl3v2OBw8XrI4i/SIwZqdzG/aZs7MdZ6d7dptMHiOtGEGWQPSuBhOgSiZk7RQ0PKyHVptHTfbb1zyBm/KdVlKiCdGJPE/FLYEJWee8ekqrhdhHUuy8nsPwSmwJNJxJoASlxEaumV4CGgyoqPQUE7aXe1IX0DASo8fpgxwRkyIBcp1QXJIoYyXEHmvqTBZ2O7wHr2gIsYM3BJMLf21LmAe3m1Lz6549wzu9otvO2TRoblzBNQPHJqQZ4oSiqn6WmdVibn8niIeAmBXUQV++sdwETUzHL94ePJtRc0C7xpILHnQj7yyO6JOQ+46mEFKlC6DN+6alcSBagQJd85xfzQXGSGjBPVurUB0KXcZCzUYeCsN+JJiwih1d7wwWrU3cggTaBPMWgy5GpCWkGq1F+pZQUWot7IYBjZEu9Yz7EZqxZSSGwFhH+tgTgrLdjXR9RwhKyZmokaUKViCG5C0V6jjlxipjLYxSUU2HKIHbCo1g1b2hiRKpFm8wF2IgNiALsYt0LZBrITQhibcwEYmoeBFvnRRWUTz0bUIaIWGgSp7KANBAwZkmQlJK2aEidKEnT4jLmHqyCoN2nO0GPnt+xqdPN7zcQ0sJCRnNTh3VLNKqh2UdLOrGZDP3PGeKiXk+vFn+89W/364xPIAR5BW/442PenvGzd7xrIXk1nbG1fnAn7OKe+BzC45Zwd0Fxrh953INzHTdhrzqT3fXs7quPJWmhcpIlATNWC07Ht1f8f3v3+f9D084Pll4zaeC6ug0X8XYD4UnT8745ONnfP7ZJS9f7lBJYMn7UlVDmoApIgmz2VOLpLAgSGYRO4Yv6R02y3daSZlN2H7zl6gSpsXXQRPDvrDfD1iDrk+YOfiB5rU0bvBMFfpmnrSfEoHulgrbzcDFxcDxcaLr3RvxsR6oBmpuicSJTFa1IIRrw+OmDXQ12b7k3q7/cmvEzxPiLmvqC0WuTdTrh7w2nm/UZR1+yI2fPtmuslIz/PWV071hSFFESBqoQJ5CYgnhpFM+eLDi3UdHHPeBGCCY0Bt0LZBaIBRDcqXtR1r2XEkZC2OuWIloc4qhPqjXIWFYNcyUMlbyvqAxEVMkWKA05/EjyJTj8bBiECGJemiqmdcnmU5rgne/jaIEMwJGD/RmaHVC2oWBFKMUWERvrx6qkkxJACUQJRAmxJ8xKdzS6Cp0Ew9VNudKi1GpzCFlZ0NpuEdGEEaFkoSYhJqEgjBM/IJ9UDKNoTkEPJogtWK1evExEEWIzedYtemeZeYHrEhwMtGQEkMptBAIq56aAtta+eT5cz55ccbnL07Z5EYNC7IVpO1dETVjHAWs0U1Ri0Pp/bWxOHsfvoh/GUPBF4/BV8fjm6qoa2e4bfwddr9SQnNK5vaZbv/eDiG8W7mnO0KI14uO75LroT+7Q0HdNRcN8Vo6KqlXHr2z5kc/eMQPv3/C+lgJsaJhxAxSqKg0QjKO1iveeXjCRx+8x5MnWz7++Iyf/fQFF+cbYpzurTniN5eMNZtg717K0aoRJbDql6+/oWvy3VZSeB3IDJVUDQeTXlXJec/Z+QX7MdN1jWFoXLWP4EDKKbVhatSqYM4G7Uqusd9lxqFQlwbdxFygXpfSWpsSwIEuRVKKjm7hVdrKb73INSXE7KW9btMJri7zp9eEN76CmOhEGAzajEVKvPfoHu/eW3MSAkszlgipBmSPI+aGgTJUbF8oQyaYUHKhlOrghygMZU/oItp1JFF09gJFGcqI1UrsFqToeZtWKrUUjAmI0BoSwsS/5+SpMoUcY/TxVkpm5oCc7oZeI+umUIxUhKOqtNIIGRaBQ04gTMwZBnRR0AmgQRC6Kg64aELfhDqFmTVEbw3SPILQRCiTRW2qNBW20diJkTpj2eM8alMdVJ/U0a61sAwdS4OaK0PxHJUFIc98bOY1aqpCNNCZKiwGSgqMUWnrFXuFjRWenr7g8YvnPD+95HI3kiVAt2RshbEW5xoUR9oGcWX9tQfPd1pusmi82t16Nhq//Bl9mSJ7VRSroB289+4xv/WTR3z4/orjk0JjS25lSpMkkiw9BVIrpWaaFfpl4Ps/eIcHD9/lvffP+dlPH/Pk86dcnO9oltDQQ/EaQGMyNqYIjU3F5W8i32klNeef/J9OntX8Yj1xPObKvg6kHZhNtSRexjEVqSlYQ6oxbCvDItJ1HSFEahm8NUGB7WagmbBEvfFdcN4+j+97jYmoEy+aTbUsh/qPb7/CEuRgsV55Uncrn9n6mzNl8353b3vzvu/yIg0mhvgGUbBmdBI56Zcca8cRsLKGXO4ZzwZsq+RdJlRzL6AYC41ETYzDiJRM6juaQc17Qox0KEmcYQERaoWWC1acy25mZfeEbp2SynK41/lKZ09YES/inkob5jo0s+afozqjeB2nsRFoU5t0FQ9Dq7u25FYgOpqwASWABqGqkcWoird3n2DvOhWvXxEFc0BR+Vh0slhXMl54rGbusSH04KHdaqxM6BtkzLsFBKXMQArveAJRERRqo5jfT1VjZyPbcc/FUHm63fLk8oKzcc/YGhGwPiKpR7ueWAWr4iH3XD3nJQ0bwep3fBn6hWV6d7fCfXd5f69TVK+wdcBdJZd3ipPPKsfHPd//4X2+94MVy34k9g5qsFapDWKI3vww9cBIadlTKtIYxw2L9YKf/M67HB8n/rrP/M1fnzNc7BzhLJXWKibOAhRDQMRr8YbxNwA4YTb3xPX4Z2tXceEZsx9Txy7DOGZUOiLxoMl1Khlgigvn0dhcOmpvvV6h2hFCYxwvGYYLFoMQ4opu2Xkxm9rEbuFFkdbMFzh8oIj6d1+pX9S3QW5NlDs2wHsEzTDVr3LoV0MZblgozgqtTgc0VHSElEHGzObyjHJxQb7MaFkQLNB1PdGUOhZC8hq5MVfqkEkaWHQ9Y/NwVjTQyuTpTnH/UokIfdf55G5tqsqflPX8U10Bt6ntR60jJopRaVYpZaRNrA+1NWrNaN+xW8AwefthYQytekiuMwqVoF5Ht7OKJsU6fzZ7A43OnrKrxohgvVCzoRlCbZALZL/+YCC1IebUSMGUkI2YK30LrKR5R+gKasqiNKRBVKWbcj9VBEvJFWMQSghoA2tg0hibUYKRzbyPVClc5MJlKYwhctka275Dj0+4v1qxnkhsW0yYRoq5cSAVyJnQGuNmy+njc2z37TfifllyO9x3+6dv88We1CsQ9DcIY86brVeJDz884b33lxwdN1LwIvVmke3WePnykhiNhyeJhw86YoyoFBoF00ZITAwshYfvKH+YPsIs85d/9YLdWCakX5uKoIVapw4I13JvXybfaSXFAc3ni1ytDaauuYJ4AW6MtKFg4l1YrV5lWAxDZoScNYZ9oVImy1hIsadkz1W1Vtxja7O3YYQwsVOL9yiaw0y1Ghqvx9C/3gR8xfuQK+AE135+Vbk9CWYQxuwtXNlmd1xTs0MN8sECvLH9zf3ugsLfCGmEiLZKa5kUA1aEYTOwsUbOO8rpGZIHkiSQiVE5KFaN2jJlWnQLmSoZTUsEOyziSQJqDa0Op22qE5DErvUV02sFjMqhJxFzgtqfUSmVFP1Z1VopxVvBqLccBhyFWNQowZ9VViMH93ZymL4PjnQaaSxTQFIkjyNNcM9OvEOwRm/ngBlqjSQCpaCteX0UHOrCxIKDhxr0LRJbIBQPbRcUSUoOikShBCgCgxpZYBOVXTBKEMDrzfKYKWKMrbG1kV0dGErFNCLrHtIJIXacpJ6T0GEhoSHQidGlCKmjmJCLl2VIbaxjJNK4ePaM7dmGcX8FvJmL8F8Zb99A0fjtcTcbuXPE8ZsodIcpJ3Q9r/YG13UXVdlNhfUG5/W8B8jMSGM3nudtpRCisV5HHj1acHIvYowgAWHBuBeefHbGT3+6YT+84N7x5/z+7/+Ad997wPqocyCSVUSNKI5aTVG5fz/xWz/5gOcvM5892WE776vn0Yvm9XTqXtVi8RtQzHuFmpsgwjaTHnoMvesm7r1dxnLBZOYNC4cQieG9khzO7vRG282eYb+Hqb+KW9fO+TfTwcSoU12Bt4kfsrf7wK5ZQ1SEVyfcLyo+eOfs7C03/67E6B2htdvb3ai1uPX3L7JvZzoX/3xt32tQo9dltW5fswF5zFNtk4dlN5d7HrdKXffci0qqkdigRcdGqxolGkGMlpj+NbJkWqhYbNTiyLyAT1Sp/h5lXhRkmjDTpDGmiayTApoYzGeFPYfWZoPVrHn9EEaI0ZkdmsPjk8DCJjpxUxZTbV5pEJsvYqF5O4zYjFVTVlXwfouBZIGaK6043DxWqE2QELyVjDiLukqkWXUeAVHahNAjKhYjFiK1j1SFkYalQFOhKhRcyXe5kq1xWRubWil4N99amzcY7gK1j+xDZJAlps7errEDieyHxuSOQXHL+UXZ0RQkBIoZpTQEJ9B9//497i86tAftXs2jfFPK4rZc905mVNwhJXaIcH8DdU+v2JRvdszb13e3R/X6fX2jq7F911y/XuYS1DhaR+6ddHTJjbUyJk6fKU8+H/mHn408fhowEuN+w/e+N3Jyr9EtvFxBxaNJYp6X92aXlfsPer73g0c8P/sEDQ2b5l3AjS+ZWC9i+o1QUlf5nlY9rNYmdFbFUXdH6wWlwsX51qG90nmuqF01S7sCbApWjbE5H5U1QaWjNSElZblc0C+St902aNXoFz1C4OJiy36XaVUnrjTn+wv2iyupuwaZu+n/uEIjk0PmzN0ksMp+GHkxjDAUbLXgSCOdOaIyiHjbATVia7RgaB9oali4yq95Yaq3BAjqlfRMxmapbmCkrp/KB8QLd1sjTG3PrflC3YKzhns4xdAgiEIp2RWhehjRuegmRn4NrE3RETQGVs0JY4spsTo7u1PcCdKUmA0NlVTNC4wrlOoF5aEJoQpFlDE2cnDSzzpV7huRFuSQYzWBkjqki87aHgNZjX0r7KyQMYoYFff4j7OHJIcgVEn+zDpX3jUouzh5WyqMKEMu7IfM7uKCMjaPHJgSvIIKQRi1UtRcyU3GVaQRama9TCyTedNSGlPm6w1HytdTIDdzPvYNHPHrytUVXL+2rxoluY7IbXaTLuxOY3WaI0dHS05OjoihETVysYHPPtnzs7/b8OTZyDAmluvE/QfHPHj4HsvV0UTkbYhkat5PV+/GH9YI0XjnnRMePDzmxcUloQq5GBqcN3DMmZyLN0d8A/lOK6kZQSdAqW0CT/jfWnVGhPWy8wR1rQz74uGhmiEkZCo0myMJqtFzLTq1QJ4YKZIEjo7XnJysSLFRayGoEmOPhsTmYuD5s1PGoYJFL640b8nxTcnthOo/JhGgC5FqjWrFIc8ksjTOB6OVzD5GVimxUmXZCTFEGl7r5otz8qJCvJeYTGwhmrzdxOHZqUx9jxqaIt1ygajSmisoAW/PHgIWnO7IzEOE7ik6cXCQKw97Dl+UiQsvxnh1zihIVJo2WgRSpAahmbe3qAakntInhqTUmhAVLEVabUiduuZq8HBjMGr08GSbIgEm4cq7Vv++TD23msDEVcvYhNyUgocRG64kvTO1kWs7wOvHPFLMaIvEuO45lcyLXWa7h6FUcnNORHTqK+QkY4Rp4W8xUoS54bnXQokjA5u6lzrWTKmFN1VScsi33JQ3Lhq/a+H/pVcAf7HcBObM38krn2cP/vXHuYYCFPV1bNqhtfZKCHVe38SUoAlrle1l47OfX/LxTzc8fVJoloipEbrC8ckJq/VDYkrAyDA0gtaDQT6/F6FhtmexXPP+Bw/5m599jFn17tHixn0eR3bbHfIbwYJ+GGBCq41hHEgDdF2c2p0bMcKiD9w/WTJ0jTHD5nJEQjj0VWmTBVDbAGTEykTMKfT9kuVizWrdkzpB1HsQxZRIMTEMmdOzSzabPWbd1OjO6UFE9auZafO7vhVnu2FhfYsSzF92a2+aDrcJ6o3VCdquNAGRwFCb1z8FGLMy1kJpCgvPNwZJzk1XvSNSr0uCivPiBQGtqHob+bnLrajP+JAioYvUVqfusObvNSVijM46kctVXH+KZqrK1FQTJLjCNFUHSASljx1x2bOnUbTzYvHk3k0LDhlv0wLuhauBFrtJWXprEAlhUnrePVfVEXthHlKGK/UJ9FOxKS8WvP9WbZQy3bOoM8bnwm6/Q3BFVlul1cZFdY+xDBnGQhiNqdsV8eEx/WoJoaPkCqN7TBWjiXnPrODMLWWOn5lBm6Lv4vCaNgFImK61TH2G5q6tbybyykL9VRsc3jT07vCj7NbP65ve3uZ1v38luUJnXr/G22E+/3jHia6F3WUyVJyseWZPmY4zheKv376iWFFokRR7Ts/OePrkjBcv9oxDol/3ZNsztksuN4mXL88RWXP/fk+KvefcpzyYMHFiTiFADcZq5Q1gzy43aJBD77AQI4Yx7Hdv9IS+20qKmZOqYhW2mx0YxLRgsXBoeTMhdR0n6YiyhmFvhLAjZ68/ac0ZFjBvaKcaSV1H3yf6fkkMTsuT0kSBNHU3NYmMRXj+csfz5xtyhrl/FeCW/Nw353VXf31gTkCOq+4v86CajuAQuENo7Jcl13NNByDFraSyW+/Tddqh6uzmPPbI2BuK0EpENBJCRaQATi/VqpcNDOYTb1u2nI4DR8OSk8WS427BKkZWmkgCuozEEKgKXWuO/sO8WHV+vs3bDaQASRrYiLWChEZSJXZevCvIoUGgqTAGY2+VHLzuSIAaghsjUd2rmDyuYRHZ20Bd6MSIYlRNZAnUKXZPy0T1gvQLvHzB484TGEebs6JII8QJSZkzVsxDh9nBOirOBNHUOf1KrdTNgOyNXDLVCqUWSs2E4Hm4IG7YlVop3igFxp6+rVgZRMkMtkMtsxDPkbU6MjYHTfia5FDiwzhRmVgxwvSIGxImy946D5VqRcgoAap6MvGOiMPreCZ/0XzR7byQe8V2rQHGPF6vQoBXQcGrsSy3z2/X950+3zr3F1+zh8l0Pqt5eYxxpVQOx5Zbc2wCR+isxKx55+XYqLKj1IFGpNUVRjcZgCNCRVFyzrx4ecbLFwNdfIeXzy54/PmGIRdIlRqdTYdq/PQfPubi4oz79+7zk5/8mPc/OmG9DjQ7w+oOIUFNWF7QBsFsj3QD9x4d8fR0i1ZBzAgCKUXSUicqpS+X77SSEmtThKM6JNiUXGAYjMXSE7K5FWJ0ao84WSkxrSljpTVvgOcrKlRRNEHfd6TUEVSd9dd80UQUsQSqjBUuL3a8eLlluzM0LGkZTCaUFVPSXO9G5rxaUX6N3Upu/byNm7tlEb32+bwhmOL6324XESp6AAqAW//1WjdV4+Z1z5abTRd8l5J+tXYK0IU3FLTNRDxZEaLTAYmHukYrtJCpsud8HHlRN6zLglXsOFktSQp9DKQQ6FTpamUdAjsaoXhn3H7il8vBa5lKctYFiZWmimkkhzAh/wIxLCAquQsMWtlWc2SgCGigWqBhaIzYBFxAhKaVog2r1ZtqK+ybMaIQPBGd6sAqVBrJC121Q00oo/dacqu0Qmx0MYBVNvsNdaiEmig7owyN1rymSjpldW9FJlPOL0mXRqNAbIQOpG+kRWSx6FguF6g4Y0bNA2XoOX8sMCSkFUIc6OKI2Za63yHhBKRjCDsHIE0LYyde0HxlTDkjRWwdjUphBHqElVveYUdrW4SAjQGtCyp1Um43x+DtMfPljBOvjrEvC5HLDG26DXa46/MX6JobZ/kKYXmZQDTz8R1xfPO4h9l/4/xTTWbz3Ls0b2kTY+CH379P6ANPzy443wxsNz1mnZMYy5YYMtIitYycXuz45JMzyv6Y509heylURiwVhpZpIYEcM5aRp0/Oefw48/I08dubwu/83pqjI6i2n5oSdWhbobnH+Iy0HKGrGD6HI+ZdDPCSjEX3GwGcmEUm0ISQh8p2k4kJjo8SXYqYVErLHqbrOvpFpGZBZEL6TcMgY4QUiDE6EqsUZ7puhojX5QDsh4GLi0tevDhnczliFolTbHbut3LV8OVNg17XlNCX/Pw2yRcGT+6IptwtBrqnkmlsaLr3yarebI8YnOU+JEhrrFsi3haQasLWhJoLSSHWTBgNpCEBkkQ6iXRBp3+O5pQ+kLpI7JzkNKiQgTyVx6cG2ilUqNrIobK3QogCVT1Hpd4ZGA3ELlEbFDwE15pQLVHLHEo29q2ybxnUaPuBvg2sGLGxkQcjMMHiW2PZd/TLSOyMro8sUiCX7M+7OcFtGQrjrlJKgyCu5OCw6NZSaFrpu4577xxx8s4JR/dWrNcrFn1P0EDNhVoLzz7fkLcXDKVhpdG0YtqQ4Dk1m9ZIm2262ZPmaoTfGAuzFzBt5arArhL6NpHf3vBlboa7flXybZhX15/jjRVj+uV113j1rLxdUYyBjz58lw9+8D2enh7x9z97ws9+1sjD4AaPjATJgLOVD+PI3/7dT/ns41PaCONoOMnXpDwdoom0nhgj+yHw+WcviYvKo3fep1/YZMh6rldVDsaVhIbOZNDm+ap5EH2VfP0/DiU1td3A1AkQd5UQlS50hCBImFp5iDrjNAUJFWFqqWET27k2j9PnOuVJvB5KxAlqRQKXl1tevDjl4uKSzWYEIimkKV85LY46q71fb1L2OyNiiA605goqLgXtEiEuSHFFlxasukhKYAGaKnFuw24g1Qg0glSUgljBKIzaGBQ6jSxCpGpgFBCcHSJ20RdhgRQC+1YZaqHWSqhCh3cELjQGMUoSVmlF3nstXUMYqlHzSN070KBWL+jNJgxVsFrwjJgytkAhoaEQS+VIoWDEXYZNoZgRQ+RoueCdk2PuPTjGYiZ0RlwGck7cXz0gtMT+fORJfgaDk7yaCgl/Htq8KWSeGM9DSqyPj/jgo/c5uX/k9X3VkY85GGU3sB0vGdqGGoWkjbGONGl0nSLJDbbSii+Yt3I7d3kt8zY3vsNzZiFcU0p6VZv3Vr6+qArDsGXZL/nxDz9ksVgxbJ7w+PEes0bXG30fkBYpJbAZKpvLLVkDUtMEgUmOUm0y0RkrtSSqdfTBPd+Ls0vOT9e8+86KkLxxrGGYFkw9fO5AmclYkbkm9Ur5eV3rl8t3XEnJlDj0zyIRCNSc2V40gmVqNbqltyYPMU4JxCkXpKDSaLWBVE/uoW4JSEA0eljClGGf2W4vOTu94PziklIEofNQImFypaeXITM9Etwk2H8rd4nR0FiJaqR1R3+yQLoOiUuCLlCJVGle5W7QLDHWKeTWwJoRRZwEVpW+6+jSgqOpuDaa0Ic40SL5+y85M455YgipdEkYWmWsRs0QqjBmDye3BLaKxHtHbCTyeLtlyCPNYMwFm5BxdkCLGlUSpmuwQBAjhEARJTdnhFhq8zwWoLUSqxtMAehMWKhytEh06wXECtGoXU+vazanO8435+wvd+Tt4FZpA5Kgdc5LRMZQqFLZ5z3n2wseDvdYlIjWRs4DfddRWuHlxQtebl5QQkWXHbUWkihoogVlaIWhOmT8kITnVaV0/fP1f2ZyMAbnf14EPRecXoWF/zGjWL95kQOoZ34trVVPa1imT5UffO8++8tAr89pVnnw6B7376+IsuRi0/jbf/iUp/kCIWHN28erCDqz608k3jHeYxwz0JDYqDlThwxF0BhBdGp1M1JtT6NMwDSvD/Q10XPBDq+NvxkQ9OtOsAAiXuTYmheHbi4rpVbizuh7Y7VYsOjTRAwqnqhXIagRrDCUPRIghEhrQhkdITMMlfOzDZcXW2o1hN77A8lUyV2duFPmcN91tM0v6EzdTha/msd5PY3K9W1uH/P1oZRXkVN++XNS9/Xy2rb0dhMc8kVSaiYkZbFekFY929oYhnFCpwliBRg82W6LiQssoeqMdDEI0jyUseyVoxZ4mIWwHWDKI5UDoq06O/P0X7PKYJk6sYSLeQt3CkgQtFfCgyWro8jLEDgbKvuJxaQ2EI0Uax66mvJVTSLFfHo1aRR0QsJ59b02cYh8aUiupOohzVZG9ucXvAyV1Bnvrd8ldT0W3dsfz0c+/unHPP/sBTbAMva0ZmSrSHOAiEYn9SQyXUtjKHv2ecdQEn2KSGCi9GqEFFgcdfTLnl6W6FjopLHZb9hqYBCQ6M0RHcL31eQQGhRvo6NBceLSudTj7vH7y5S7GB7uAmi8CWjjTa77zn3l8L9fWK4rKTOn9XJYfyOGRt8Hvv/+CaEoMQnvvLfg3r01sODZy8LLiy3Pn+xoB9osLxKfJq93vjbIzXNOMYKEyqKL9Ck5QOyAaG5UyzRGqjmEHQvMK4moF3SrCVQHoL2JfLeVlAkq5tof8Rj8lGMSid5FcgsywE4z+w4Wy0bXRaKKu77dxD4BjFWmZoXe6mG/HdluR3Ju1OKMN7VOizJCk6tumUHlGqDBLcd5dr4uvP66BPGXKiim1/4FCuqL5Po+V9D2mxd6E7Z62xiYWNC/RN40GyeASufxa12xGwqn+xELvbdUsUYf3QtqzVFxJs5OHsRDEkMpBHFwDIYzPGwz9dkGa42g6nVHE7dimCLEsyXh7QPU6bMsEBp0phBgqIWwaKyl40J6cgtUm7vyJvJYQbzuieZdgGdWDM/D4AAa84VEzdCWibUQSiY157RzapmISeHy8pLFec/x7oSwPEZEGfY7Xjx7yYunL6hjow9LylC9SLJW77DavDVI1wfW799HFMIC0kpYrHpvdBi8PbwqhKgsVksevSd0aUUfOkIBcmP/889RUyxERBRrA3Kt0ehhnNwhtXpOy+4ADgUNXr6hhVarw+7nAPnMBvILyJcxMsz/bhe5/ro8N3vTCXKXXLOAr7zTQt93mMiBQ9KacO/emigPMSsc3YMQBkBRKSCNlAISe/ZTx93S8jQ17NA92jBSn6Dt6WLmow8e8s6DE6foqo5q1eBo02LFCZxbotaItUApmfVCoTVS6KijV9a9iXy3lRRzIRlcgRRm0AKAd1Vt1RjNGPcj263XQKlA30W6Lk7cbY3Mnja14BjH6i06ynQemzrDOf/19J1dO9d1kMScI5ssiFsD8U6l8lUQe99AquuVUM2XKLq7ILzfXHJbEPOK09bci4XGOOJAliDQBpBKCqBaDw34Ss1umOic3J+76ejUxdcr8CdeWS/0nbnNmJnCAYlTUazScBZw5waeuOyCAyvK1JJd0YOXFwg44717Ud6QTqnWMPM+PGJe9NrMUDOiNZIZXTOCOTu7iis2k0C2wsVmx4vTS85yJtMY9yNnnzxltx0ILXqma2ocJ3r17paLBcfvHXF8dEQjQzAy+ysKIplNDPdouphYLo2ud2SkZNi82LMbRkbpKZ0Xy7fmCNe7xsad4+VgBMk1i2Xe1g7v6muPnq9ooH3R2P1Vgza+ity8TztkOw4hU/H6t9y8REY1U2smaGO1iIw5uycTFKHRWqbkYQLkFJomgs4t4RWjeRmBFUQhlz0pDjx8Z8mHHxxzvE6eB7YAU4lIM48sqHSMe9jvoLU4hfp8fbYGVoVxX9/ovv8RKKlJKZnhFMtz4QK4glAvWmNCWRWjlanGJeeJJQJneq47bHKHRAJinSelDeZ+2652dEKn2K1/k8wKTRQofCNa5ZrMQ/UfS/xeJnQmzWH7berqGaN7vFGMo2Xk3Qfv8ujeEa0YZxcDLy8zLzdloltxBJngdEPYVIajUxh2am9RzVFQh3VT/F22KphMxMQ2oewMmlSyBmpUttIYap4Wa1z7TWFSmcaXoKgZQptCMHZYm3Uapkw8k2oTok8CEgJG9QJdaVRRLnYjm58/ZlsK21KIKiz22VsnSKJVH/rilPuTlSN0faJfJ5Yn3ulXO2GXBQkgYbadBGPiAJzIYGN0uptSCrthx24/0tICaWHqw/Wm4a5JUU+KCubU8a2QsvH6MMMvQW5EDm55U2+6/zepwA6lGl9Trhu9tRq7fWUo0AiUOpCk0nUduRRaHfGWnI3WCmIZUe+hVgnkOqJqqDT3mQNOJkslyMC9B4Ef/PCI997rWSxsaorujUq97g7MIuOonL4cuLyotJI8BD1Rhllrzg4TfhM8qQMv3qSg7CZFx5XCkqmr6DxAbQ65knPBmlf+mwZfqHSe8E5W66G1eU7N7Z5nL8oRfVOxz9U/m7wtJsX5TeoSmSf8zQn3XRY38KvXfVgDKtYaRuX+g2P+6Pe+x+/++H3efXBMzY1PH5/yNx8/4y/+9jN2ueJAWCY+vNleuW5AeNK2tepccx5jPBSfzt7x4T+T6Trmq/OaudEylak5oLRp4bvmE8wDRbyYe2Zc8LLRAOoK1arRmlJbBIyp8a7nAGNidXRMi4GnF2e82G7Zlca6TyRVlqmHPHXwFe8cPNf6oZBrYcx7JC5Jiw5iIyKY2OQICc10ut/gdchRkdgIwbkr9+OenJ2BPUgkSJue8K33dtcYtBk0cUWFMz9GmePjzHPpVy9fZ778ovveud9VxO5ridncu87DrBcXOy4uB+49FJJ66M97Snsjy1oLIRhOUVmx5gXf2q2c3EoqRsG4ihyYDTx8kPjBj+/z0ffWrNeNGMpEhuV0dLV5Xqs25XKTefFyxzgIIh0ic+3flZJKMb3R/X23ldQNZTSvTNNEmtt4MMd+p1bzMCFYPLYuk9JxpdQdwBe+nV0Lg8nBIp6yGFyv77h5TXJYnK5m5M0t7jLIbsT6v/Cub4XqvgmR2dp99Zp+0dD5m+/jITBomOXJ+yhIMxb9gh9/713+6f/tdzhZwf7yJUrkw3dOaASePj/nyYsdufoZBUWmEFpsPiG0NRICrRKEifXerVhrc4LY35WaGzMO5Z4cpgihgVSjejMXDwc295bmkgOby5pVJg9NMQImE78eAZUOmtdeFQq56kQN5BDdGALLoxXL+yecjwPbagwERoTYlKEWegtIFjrpCFNHYXMadERgt9/RzgfuP1qRFlMjRmlocEVsk/HFxPkXxBncTTMiRi2VYT+ScyV2RjgUSTFFLTh4bVeDZxotcuVdcngu10bE7MEcXv2vRk19bYPudft9RU/sxq53fHq9zIbW1Trm39q0Fjl4ojXjfLPn7HLg/bIk9epNCi1MtX2RZpCCsl4vODlekcILSqusjpZ0q2MsQm17yriljXtaHjk5OeL3fusRP/nxQ+4fQQgFmcLYbpgJ1pRSlf2+8uJ0y4sXlwzjCiwejBXBC5Bba9ecjC+W77iSmt312xbzNS8Hppeq2NRnSoDSvDOqisJEEOoIFpnayss1hTSFjGZjeTq2HJZvnb5nivfXyXYWxOqNxVoOe94cmPOVz+cUudrWf79Zd/J1KktuI5tm8smZ085uLSRO/HrrJrg58a/3qpGDguaGEzkr+fn085xVhHRg9ahUKZiMBFHupcQPHjzkJHVcPPk5f/l//m8crY/50U9+n4frnncfHPP8fOCiCkKiI3qNRjYIkRwEKFjMdAuIUQkqlNG57VQS1oQ6FtZ0iLkiqlEYS6ETiNXBDv5dgNBTy0CnCrUcWhVo7MkEysQILlYpwahqpFbpq9Cs0FQooVKkoFqwUBitEnOjawmtsBtHnu03PGs7LuuAaqQzQJVcG0nCNMwb1gp9FJJBmML8w2Vl2CirVUe1HV23wDTQSOQWSVPdmFlGxbsTowtaM+q4pww+3oNM3X3FiNoIVmkWaC34fNKOKIFa9wRtqHgermhyT1XkQOQsAlmMUZoXfh7GSWU27q5Gy+1ebHOk4o1G+IGd4pvwmuZC1Wq35+DU1BRusETYF4RGb17ll/z9OsiDASSjYUFtSjUQNYI2Io1W90SNxNix3zSePx24/GhJvwg03VOt0lSgJVIQWt1yvF7y2z/6iJfPz/n48SV0e9rqHmNcYLJEbMHSBpay4/13On78/SO+d0/pg3HZEjuMmCpd3UOJYCu2ecFnz57y888Hnp9dss0boq4cch46VBrIgLEkl98Eglkm638e2yYcEhLTEBAJzk1g5nmHaT9H5ymITq7yXOPi7m2bJtD1Cv7pjM7fNY1Kmf92bWEXDJNKY+qaeuuafbG+bVVNauuuOXVHzP8bl2thmNnrnJVKs6vlY7KT77yEG4CQW6GMw+Y3lNbVZJ9Da00dsm0TC8R6ueb+0T2kwNnpJU+fnhJ0xWq5htywsiOPW/r+PrtdpZqzhrQ2MpRMjcZyveDRO0d88O4DTo5XiMF+M3B+vuf0xSXPn53SamapSieJbMYoYMHozPFsISiWAsGMVQSssVQ4OupZ9B1dv0S7FZ89v+D55UAMgnehdxSomfeRmhsgmvo9era0YnjMnjGzP79km3dsyI5uDEqnSsQYJxSjSqBYc+SiXIFzgibq1K6m7BstF9IioAGGXNGQnIpnDum07C/F4gReAatCK8055cSNMjn0+hI8/xVoBrlUmjoTvPcycnb1JgI05qi4TiadB3A5RBrmgPi1UfTKsDyMunlAfoncifZ+HbjjS2DlV/tN81vmqTLnqrmDpuybB184MGLC2k2wbpNKtYFuISxTQFsjD+eMrfHk6cCnn8Fy/ZDlQsEKVso0rzun3qLw8OF9fuu3P2JXf8Z53RK6jKQlQxNaFkIXWRzf4957iaPjSEd2irG09nY17Ag2IAi7XeHzz0d++g9nPHs2kgtoMFQKwgKlm0bBAEwUmm8g33kl5SJTDojp53z3RquR2hx9pVNuCmFq9+0tDOZEegxyY7QJs867CnjdWntfezlf9NXt8NmvIy5/W66tBTe/v35x02T8ZVxvk5mINWLqPYpKbowVhgajBdYP3uGHv/dHvP/B9wmLY549/imX589ZxsJgWyR5Y0R3bn11XJ0s+Z3f/RH/6f/9j7h3siKPe6iGtUDNyrMnp/z1X/w1P/urvyXvDKwxYjQNnoOpNjW2jIgKKV/wbl85vrfiZBG5d7RktViiccHlYLx8/gIZt1jEJ+W1Rc3zXjPAw5u/yRRijChdDN5HKleKZZDKkkAXAlGU2IwWGhYihA4zpRVvF+KaIEDfeUeA7Yb9boPVjhgCUfzPWAGraDZECioVcP5BWvMSi1ZptRx44TyRVTGLGMEVp3rJV6Mw1sYidRSLlCIYaUKQzQXuk4nz5ozDwKuK4nCca/J1lcHrmDPe+LhyI6g/XdPXuqTXnKbztadEHD6uh7zfvZOe3/rxuxyvA8P+kn94/BmnFy958rjj/UfvsnjnGNUN6AVmW0QiIkuGHJAY+NGPPqJf9nz2Ys/zfWGzfYGkFbHvGIGzXMn0ENLkBZVDo1CxCBbZbvY8fbrh059vePL5SzbbgurCufrGiIQeoUNoU74r8aae8XdbScn1kMAMW4KrZdRwspg0obVmwANe+DghvtSYLPc5i3Xz8Fcx4G8GjfNtF52V1Ws8oW/ekZu8WvWYuan5++gTQwt8/vyC1XrJg4fv8sP777NY3OP56VP+4eNP2Jw+47hb8YP379OtH3D68oKXT55SqCxPFvzHv/sH/Ef/8R/w7rsPqHXE9oq0QIxLFumI5f13yBLY7Hac/u2nWK7UoDSdAA9TBT5m5GGP7i94tEp879EJR30gSSPoQGmN52eXlO0ZnUwhHzlQ704hUM9LeYA4INJQgue+GoiJh1zNOe6SGEsRJ7RFESu0oOQYnD19yplFCZgaJGUMSiFS1SH4GhO5ZkqrdKmbcnR4OxpGYmRidZcJQjz5NhOIhSlnB0LQjig9VneoNmJ0vyjjFjrSI3FNigty3gPj9Hpn8MhXGBF3IPHuGnjfFOLuF1JQ8xXdnit3KNOvK0I8PEMVLwj3GKrRdcL7HxzxwQcLRJd8eLngr/7y55w+3/P400tW/Qn37q3pu0yrO2qr6GRwZHOKuB99/yEffhD42dMN4yenvMgDJURGS5xV4cn5wA+PhXePnEGlIdTmFErjYHz++RN+9g+XPHlqDDvDikBUpClBO6+DlIRfdGTukP4m8t1WUkyz1Hzyz63jr3JSEyJJZ9TflC8SI3WThas2ce4ZdfLAzAzajMiaC3PnhoozIeY/MnVl7sjIHMLg5jQ75ON+Oaf2DJ44HBuZ6pda4PnpBX/19x+zG7d8+L1HaL9kuzvjk7/53zj77O/46N37/N7v/wEf/uh3sW7N//GXf8f/vj2DceDBO/f54U9+yIN3HzBQISrh6AirQm2BMSrhaMWDD97j3juPeP53n6LBK+7HiWF/fgi1VHaXGyzvCaWiZUdKyYuDawBdUMvovH+hp0nwzs44hk6u/Te3NtEJNo8olcrOCiIBi4rFKefU3NsKKRIWidQngnrkwEyQalhwhoAxwFnxWpWiHRdVOR2NRXQvsFkkmBAUtBpBI5pkqjEzrILQUJr7fGbYVGzr7TYaUvase7h/0rFYQm0j+xE225HtIAg91WYqJDuMJQ9lv9nC/Xq6Jbi9+P8yPKlf4Cg3bs1TEN/sdZpUTLzBp3MfCqUMaGhEVXy47Ahxz4MHHX/8x/8Jf/1/Pubv/+bvCZL54Y/e4eRkQUrJY+oYTStVjFAHtDXuL1aED1dsW2P76QWnrTDEnhA6Xmw3XOwr+SgSgFobRqIUKNtMK7BY9ty/P5FBbza83G7Y70d6OUJDnTy4GejhbPlvIt9pJWXUqzomc9fXGXbblDcCR/w5DFzVCFG8DiAIIUBK6vPPGmPhEM9vk8tQsnf85RXryA4r9mx93e5+eYAj84su7j695x5Ph4F/SMR9fbnOOHEd1j5fu1wLZ8yLTQNHpL1GbNrXU91fXpviSqqh6s0DvQYtYpJoFvn8+TmbvOWnT35ONqVkpV0+4aPjBX/0h7/Pj3/0Q44e3uMyK30SgjjU1qzw9OnnpEXk4XsPSX1PKYXcvE0HCmGR6I9WaFBC8kaHqgrTBDqwFAClFESV/Zids2+ZiCE4CacGQreAtCDnSLNAnFKjYnaou1Jx+hjBIPgGEqP3qcKQCCSFLnmeqGRfmBYLUp9YrHr61BFMsFqhNGJwNo1qlQFvmLgL8PcvLnmS9xyfdNy/v+JkGei1J2FEU5ZdpJli0ihmXsg5jQMVV62Ha8VYhEavxrsPVnz/eyecHCvDuOFiO/L504Gnp8ZQYVeyG39z7dach7z23ueuxrfHw12ezBfVNH3txf8NWSfmLuB3yc1Q36v3dPtvN3d8zZy48UxAJGNhT1Bj0fdAYNyPBBWSJvdKxGdcF3pUA7/144dY3fPJx3/LdvOCn/z2j3nn3RNv1aGZELyMIcSG1gFpjYUuWadGF7zNDBrZVePShE0RhuY92JpUQvBuBP3qHv0Plpy8n/jwMvL8+Z5Pnz/np59/xvh4SyIjOk7vtqCh0GwAfgMg6GbNob6H3ydLdWoy50y8BQ1GjDo1MozEFEhJXUl13sG1NmMcKsOQ2e8yOVdKqR5Dtbkw167+XRuzr6Unmv/O64b3l8iUy+AXpIp53cS7bT1eZ7E4qOKDknKa/flvhw+3EILXxQ5Y9qsc3xdZrGYe3pNJC85MDkogpgXjsONyXzkfN5gGEon3jo/5wz/8Ab/7O79Lv+ids6xULk4vaKURQ+T5kyf8fd3TLxYc3T+BmCgTP1+IgVydzXzIe/a7vdMiTcopaDhQKAF0XcfqqKMUpZYBuhVNEyaNXCpFIJtStaOEDms9yczzMszFvc29kUP5grOVj1QvFI5gPWgfWK9XnCxWPOgSTYRtyezzyL4a+7pntVyw7HvG/UAVoV+uWHT9QYFKWFGs8Xh7yv/585+SgvDo/kMeHN1jGQK9Fk7WwnvvHvHOwxWI96VShCjOMB9mug5zI2LdC/dXiR9+tObhibBImVEbD9KCBR1l2PHicqCpshe71g3gauZML/xQb3hbvoin8pcpt5XVXYwwXyRfxvF393e84cIgNEZC2HP/wYIPPjjmaHXMsG18/ulzdpstpy823H94H6JhtcdqY30k/Pi3T6jlkk8/fs5f7oXtDz7k/Y8WLNZ7LCpBF5Rhzyo0ogZyK6RopCi0sWDJsc1jU3YFsnledC5FsCakuKBfJWwR0EVktUos7xvdSSXEyu60IsMOm4zHKIVmI3eX8Lwq32kldVt8MDdEG0gGHdFQWCwcirteL1ksekKcCRkLGjhUPq+XC8ahsOkG9rvMxcWezKwIr+ql5ujH6zwEkYn0EYFWv/2RwVtKaCbwAF5VUF8g15/HV1pSJl3mrA1edDjnEHNtFFOiBDJCtEqvym//+Ef8x3/0R6xPjhARtll4/Pgpn3/+jDxWll1kvNzzfBjYfn9Dyw4K0DgzKyTqMCIG437L5uyMlgtagWCEIATx0K6q0vUdq6MjLnfec8piTxVXeKhgEpyzzIQmwb9rdUo2XcudmoeGgnoOFApjHdljDEEYcDb4ZoWz0+eeu4qB1keIgUVKLBc9tWaenJ+SQqCUwnh2ytHqhL5fsdlmBgOLEYtL1g8/4OLijL///CVPupGT5Yo+FN65n1g/fMBRDfSxc+5ACQj7iTjUe2vNcO4uNd59EPnw0YJoWxi3rIBRIieLjk43lLxFUuKuEXDw2W+Ak27OodcBGa5+vnrcr8oa8WV/uxMJCK+dx3cxbtze+G4P0bed15a7uhG7EQngrWXefe+Yn/zkXR7eP8Fyxwfv3Ofv/vYfeP7sOfcfBR6+05NSJIRCqXveebSi/8Mf8/DelhfPRp48e4KkBe93jkiVNhni2NQrTOgXK7puRLcNbYUoHhkYDAYrVPVu0QdDdmY51wKhoGFgfVR5T1acXaz4+PzZ5FVPhet+NkL4TQBO3BJVR+21siemynIprNdL1suOxXJB3/XetG4aRKXi8D6ZBoMVVotIipFhUcm5MuZCq5Ozr66grjOD3zWRrj7/6p/BLyrzJJwdIIVDfgruWhpu7X9HolvesLGZ93dyexGrPnHsquNrSh0olGaskvKDd+/zn/zBT3jn4T1qq8R+xZPHL/h//b//d16+3CJV0aYsJVE2l1w8P2N7tuV4sfJwr+HnoVHzwNmLp+xOz9FciRao1SdQFPcsmjXqxI5Qm3hLblNnVKdOLeIaVjK06sXC1qBlaMWrgqdwn4jTEKlWVKZ+TxN6bx+NooYphL5n3a3YXVxycXHJ7qLSgrJer5Az4+hoCUG4GPdgwpgLdbOhG2EcMkNraBfQBGfnF4y5cO/eI6wIuamTL59uuPf8nCjGyWrBOva0ppTBaNnzssJkQChIrIiOjOMGqwPRDA2JIJFW8LBnChTxEPkrb39acK/X/F2h/16vqL4IOPFV5KsoqDtDc3coqZlB49UC+y/3Bm067l0K/cb5RRDpCRpZrY45Oo70/Z60gJPffZ+jo46nL5+wHy7JxeiD0KWOnL0ecL1a8sMfrfn+95VSq4fb2LPfFjQFL5FAaASaREK/InV7gmxpzcPNBgwT40oTR56aVaheI2lkilVaq1gdsFqIoXFyvGS57CnDDBxiMnzSbwpwAq4FqKYB39AgLFeReyc961Wi7yIxTkSyh0idoiREFXVsLq1uSTHQdd6Fd7cd2e0zw4STUPFCV7d89KDc/Nx3oJG+rgf1K/bA7loKbn/+sku6UWz8JjtMouJ8Yc2cFkmnHGMXE82MUgc0BD784CH/6R/8Lj/+3vsEVaopT19c8v/9//81f/8Pn5MksZBAaIoUoW4zjz/5jHc/+oj1g/v0y4WzE+GAmSFvef7kMXmzY9EgTr2ZzJyEeLZwW2vkUqb+U3jOxYyoRhCH1VJH1DJRKoZ4jUgAU0eQhjm1iRe8mlXPj1qjZIdyly5ipbDbbqEF1nHB6v6KSynsrEykt40KTm/TJVo1Pn3yhGW/4vd/531SquTzU3bbczQYqz5RxoGz0zMW3ZpaR45Wnku73Ow5TYlxV4j3O+qYGfaFkp15IiGEENCprquK8wsGUUQiGnqUBdUK2QL71thZQUN6ZXERrrzsw3yZldUducsb4+k1iuqrhsG/TFHdGbZn8vLv3ulmLvdwji9XqFee5U0ldv3z/GzMeloRlAVBFREHTUDk+99/wPGDQOYcTSPontYg6hrLzm4iuiOlwjJ1BF3S6pp9rezrxn05UapEqsWJsNlbadRWUHEDZKyQa6ZJ9bYbDUdbVY9KNRupzQvyrWVqKYSgLPsFGzGwCOaUcVYTtb7Zu/tuK6kZ1YfgBZGZlCqLBZycLDhaL+iCEsxQK0zZCFpT9nswi2jwQkdVI4UeRKhtpOtguY6kM2W/d+ZepjoT9zoUkblQzV1f1c5pQtohSwbcbSnB7Ti4r+hXZEpXewnXF/+v+cjuCCkc/jafaz6TTAnjyQMwP8CNfWY9NBc8z/uLTJ7YLZDHnWEP5oZo6h4KkeJoFrQOTthqe965t+IPf/wDfu+3PqJPsB927Ivwv/z//g/+P3/xN2QiGMTpZfUxIiGxObvk4vSclitqMoEMCq1Uzs8uefr4c29rMIcfzEjNqZqkGTX5zUhzQE4QoxdjEYxeHZ031EBtTkvj9U+ZLhZSakhodFGJ6hBvaxW1hjSjiNBSwFohiHG87Al9zzL0dE0ZR28et1gvOFreY18Kz188I+fCarUihshmu+Pk/n0251v+6u/+hof3H3F8/4TLx+c8ffrUAUMhsOrXtLxj2A+oLBjGQskDl2fnpFrY3H9JPxj55Y79ZaG2SBSfIxHvWtzoiX2P1D21VEQaowFxQdOeoiBh4ehYK66gZWJQn8Z3EG/SoK1da/wxw6vvCAXeaT69uXxRGO/6KISZZ/Au62oaA8x/8s/Xow1wx243jv/q3Lk+Nxxw5OUHdn0b/+NEQaS0alSroEoIA2Ws9H3haLF0giRzkE/XrVAJDHmDBmiSGfJIl5yeSxRsVhSmjvqzOKFSgzPy0GhWUJLXFtL5W2xCojmoumVKM2pRWoMq0IJRrFFyRSxNXnkPmCs06sQd+OXynVZSZgl/SoBlgmaWK2G1DBytIsuug9zc2mXApsZ2l5dwfhaodeFdJUNmsRDuHfVIMKoNiI2EBKnzxVJagGYYIyoRakAY0ZCJsRJESWLU7L2JRITWCibx0AjvOvLn1YWamfntSlHJ1TR1iqWpcv8bDiPOgIXZMzSZ6Gy4mjh27XfHRchhwkaEVieAgMhUaDi/oytF/EWLRGuFIIlsgVE6Rvx5RS0sAnRUfvLufX7nw3dZJsjjjqE0/upnn/G//uVfcbob6NKRt3W3RiFTSgbzhVCtQSm0XChTVLwV2G0L2+0AwdjHhinEIqQCUhtel+8/Y21IrYQIURq9QheVXVH2NbBvkdwcLRq08uhe4MHJkmWacmpZuNgZp2c7JEdSq4wa2EVjbIXFYsG9+8do6DysWEFTnJ6zMW53U9+syOXZjmGTWa5WdH3PB+9/yFN9Ri6VZ2dPaWoslkccHWX2m3OkVLJdEtS7SJ9djEiIvLxobHdb7gehv8jcy4psDaNDwpJscerTZYyjIZYwM0KoqA5UM5p0VAm+bIuTNDO3MqFimjHLPsJNSKGfuBBHAg3U2St0JnZuV0u0TAbSDKiZvr41fq88oOtz62ZYUe4cg7W2A2T8JnT89li1gwKdx73/bE4jJlfhTZ8Z4dYh7gY/vXoWDijhw/ZmqGZCaJTaMeSOhQVKa6B7mIq1rXhfrkpAQqTY6I0IyZQCoktCCE6rxECzmUXEuw9QJxrkpkTUiWAnTZIsIi1i2iNSCCPElhkts5cNWaGx8DyyDRTx/g+X2z25CNQO1R4YqG2kCkhcv/I87pLvtJI6vHiPGtB1kaN1YrVK9H1H1IAFQaUeXv44NjabgcsLyCWjMUHI7PYN2hpVh/oKxhWTvDGjCeSA2MoYAykaDx4ccbI+xmrH08dn7EsmiLd+eHMEz3Qeu0qk3gU1/woRtDeWXxh9+AUHOxzvS5TTvIuJOLeYJ6emiWkoGWrmww8f8Qe//SMePnzA0CpWG589fsq//V/+PS8v9khYujHQjKheC1StUmncu3fMo3ffoet7csnMpBQ2VvrYcXJ0Qo5n1FLJM7pvUrRt9nRigBid/07adF8+9jSAlAZWSNogFPoI33vnPu8/OqZXw0woFjndNEpubE4vac0IIVGqEJYLZz6vjWHYohLIpaISSCl5uHEsLPojHjx6yDAMPH/xnJePX5BL4fj4mDQVfKoI2/MLBOP+asUoxjjsEGnezwphNwzk4gtcHiuyXvJgCUuFFD29HXqBXqg107QRQyLMVV+CkwKLkTC0ZqQNRMsYCuJNFY1Mrs4+0CwyWmVXHWyRNVCDzm3XvlCuYg1fLvPUeRN50zopz1lfj0JwJ4HGlaf1Bud+zaZ3ASwEIefK2dkl2+2S45OeUj2KI7P357U4h5ZfjblKHOaODnM7d+Y+ai1MSrX5uiYZCZ2HqudUiMSJxxEkCKJeTC4SKbVi5hRHrSm0QBkXbPaF8zMHn+12SpA0XYsvELUaIr8xOSkO1nsIRkyRlJx1tzavmjdx1uoYFqQEKQkxVUqdWx5XmhU2l3tiFB4t1qQUuTw/ZxzyFHM2oE11WZXYCctV4uRex6OHJxytjrk4y9Sp+NE0Tvu8+fJvcxjhWlx87gL8XZQ3LWg0oKlOVriH/hTzUG3NrBaB3/3tH/JbP/oeISZMej799DP+w//2lzw721ClRzR5GEIaUcSr4gV00XH/3Xe49+ghEoM3flMlqYczjv8v8v4sVrZsvesFf6ObTUSsfne5szt5GvuYzjZGGIORsHAVNqoSIF5c4oEnLCEZCfHAFRIIYSEhAQ9ghLDEVQlRgpeSCiRuVfleLpSuKeE61/hiX3Qwp82TJzN3u9roZjOarx7GnLFirb32zpWnsUnO2Fo7YsWKmDFnxBjj6/7f/1/WHMz2OJfHg2epieiBuzGfVzKKpC1RaZLSGaCjFDLQaRmjsCZR2cTBNLM/WJWY2siOFazOHntQCqsBycYik5aCKWoKp4iiWVzMkZTYnc2oXK4LVKXFWjN4w1PKapJ1nvrIs3VP6nua03n+HIeaWSRincJ3Gk1i5izW5c9o1fb0fcJLwmjHqg0cp449W7KzU1NNcsqoKC0yM3grxCQ5xU0mdBrZ4hW5KVNLpFCeie7pFAQiSvUo5Ukpp+OV0gSJdBE66+iNJaiQ//ZdmHuviqBuev727YtPeHElf9xzvunYsvX/y1+XDUzoey7OG+bzlqOjKpNrDeCekRB7k5of2erHqG4D99ZbGZ1Mz5WfJjniVT2iDAmfU/1JI8oMTeUBLXn/E3QW8hRFkmxA23XHcm55dtLxdD7n+OKCs9MW1Vc4w2AEsyMefO53vM34xBspGcJwozXGgnMOO8gXaJWF70QplClAFWhjKEuDtQ1KhSHVnEXv1m1ALhqqqkYEzs8aVssWKIGQc7VaSCpQVIrDwxkHhzV15RAJrFYrur4H7LCoeSES+uirYfO634r+kO/+uG6obvhI1Ajb1ohWaCJWAjpGZpXj+955gx/4vnfY252w6CLnq5b//Svv8eX3HhN1ScSCcvkzTwltcz0paGE6mTLZ36GNgf7sFLSidAViLDok+lWDX7YYr5BoMMZeOgVqrMsZUlJ4n5mwtcqM+qIl0xGliEa4s1twdLCDNg4JLUcTw8xmg5u0phWQ2CMSsNZghpQwphiEnoW6nlAXjt1JDSmzCeQPLuBshvDG9YqiKHhwsE+RIqenp/R9T13XWYMrJZpuQV05JpOanemU2WyHejIlojk+u+DJyQnHZ3PWPlDUe/QSOPGJAwN37u6yNykzKKOoWYhjPV/Tt2GjvGXI5MkgSOgxIVLKmlIaklc4tYtVkao2aFOw7qCNiYhkLS2rSMoS1biBfmfzAzcZqJvX0iVbxKuet9nvx5vR/7xlyHbzMcd03rXHb4KiY0ipoFmvmZ83+G4XZ7J50jrPJQZVcRkc6hwxjUWETLItabS2AwIzqaG27xEVSKonaY0oTyY/ysbIEHCD8yUxkKJFJBGi0Peek+NzPnxvwfOnwqpxHK/mrPoG74WJJrcFMSgdoAne0H1vKPNe9p9c1m+yZ5dSyjh8BaIgREW38oQQaZpI1we879HGDkxHGt/nL/fsvGW5bJkvGpTW1GVB1iHPxjABuzPH/n7Jzk6FUpquiTRtgwhYWxBTzBQ5Vl/Wdj5ibPfA3rybf/T4rTFstz3+VQ/28jO4ZrjIPHP5O8yxjMVTGeGN+/f5wd/1fdy9s0/ftyybyH/8z+/yxa+8B3ZC2/aIc9mojywGkueAGEW9t8Pu0QGmdCibU2dWaYzOes2x7egWK0wn6JRlPBRgJPdzKBQ6SaYf8oOKsx5Qnkoxsu47DfvTgslsB4WibwJTI+jQZHCALgYR6UBKIUfvKpO19iHR+EhhNRNrSL5nedEyq0p29vez04XCupK+V/R9oCrztczcAa8dzQg+G7Hzi3O0UnRdwWsP7/PWW29RVxO0ttiipPWR5+dzDp4f840PH/Ho2TGhqEgSWfkFx33PZ/Yn3HlwgDOKqEtsbzjtE327Hup7o0xkrjGJgllpuLdX4SpFJxD7AqsDe/slRTXj+FxxvPA0IVGkhE2g0+CNf4yZNwJ5Xnj8I9bXTYCd8fHt+fiytfNCem/4/ePkSm7LbjE+96qR1SgcMaiBbEDI27dBK4M2w0ZHzBRXbPAdW2m1EeI0lElGIyYDp4iSjTCmMnmvkwGcVqhIZVUm4R4+gLEGaUwBKFbrNcfHHYtFxToJ0eQm+5hAlQL4vK+JIkWDpO8JxolLmhljLM6ZjNMXUNqQxd7yF+a7xHod6TthvmgJIeQvdqASUcrgo8ckw2LeI0RSgL29XaaTeqhRGJQYYnDs7GmKQhNjT1lUhBjoux5jLN6HTGXj3CVt0+acX8IeIbLJPcNVr26kFtpAdWGow6nNMbfHS3s9voWhlEIPqDelFFbrTDl0bbNQKqPmRvDEcFGwlXd+aSZlWBw5vxYxJqFVYLeu+N2f/yxvPnyAFuj7nnffe8w33n/MxbLFOUMxmdEHTYyC0wYVA1rJkJK1uNmE6f4e+3cOSUIGeAwFZqcNi4s5q4sFysecd9c6R+AhoJXGiqIPiRKN94kQPcW0IqaUOe8kQ3SnVcFEO7TKUdWstugUwHcYZ7KOTsoy3b7vhwqApo+BXhJ9CljlWLUr7u7PcMD+rOadNx5ycHhIWVaEmIiSNvNAj4CBlIg+kGLk5Nlzeu85OTnh9dcf8Ds///04V9E2WcSwC4m6njGdTHLPFfDoYombzujWkbUSlikRrTApFCp5isKiB80ZvTWvUszrr7SOnVLxxt19DiUQBIzfIfk1VeWx1qCXAZ86bPJUMVGEgGBphIwOvGHeZfNxCSK67XxWGyTQVadt1Dz7qNTeTe+z4UYYneGt2ut2/VUzpIJfltoezkdrvUE8Xt8Trt/P4pqGUX03pZw+TjHlKEhpjM4I0RBBTAajjMZnjLZSSqQYN9ZWEMzA1KjIXJARRRJDCDLsd7mp24gwqyqcyeve2oIUHRIDylru3b9P3xScHz9isQjEqPAxczhKkTNbKfm8V7sCheW28L5PtJHaABqG2bINzBk9JG2h6wPn85blPBGDybLYWqNG7Skhy8Yri4gmhJx518pR1xWznQJnNVYXKHH4XmFdRs4o0UiCvgvEICRGCXq1oRN/WSS1MSaMS2q4jmuG6oqrdpl6vvF4297ad8RIbZ3LJsoDrle7b05nqCuQ4peNkRcthoSpLTp6rFZ86uED3nzwACXQdD3n8zXvfuN9Ts/OUcqgtcmpo3jJOJ4z8Lm4j9a4oiAiLFerIdoSVEz0Uegvljx+/Jj5fM4kKZTWRAJRcsFZKT2gGk02njgMCqsv0Y9K9HClDFFgFgbMlLFZX8n7hPdC4zU+xKxJNLD5GmeotMOqikIljg532K8dB7Oaz376U7z5xptMZju4osrAEDdIeKoc9WWOPQi95+zklHuHO7z79XcR2eP1Nx6yszNDYXHaESM0fcCVnqK0FKVlsTinjR47mTA3iT6sOFk0tD6y4zK1WIqaELPjNtBj4lNERyitIYVEoR37dc2OEzCGMs6gtyi9ygwtexVOaeadQpmeIkGKPQT/ytk3TK7Nbx817181H28GSbxYr7rxtXAjqnZEHn6rY3MWr3Q4Va5jEvL8MgptwFqDdXmjDyGhFRSuINmYjU3USDIgBq0dIfSsVg0+9FSVo6py3dwWDmLEB4VyNSmVID5vr8N8r22FwUAImMKisbmmT+ZKNQaODvf49DuKVfuU9cmaEC3WFBhlhtTj4JBKwnuflc9vMT75Rmr7djBUanB1lEqEFFk2a5ZLT9eVaJVZfZM0QBom2eAxmIxxSVFjNRjnMAa06TFW4YxGi8NgQUWQhLUFiKHvIiHknO/YeyUq3Zae6r/dcat5qDAqAxmMCH3wPHh4l89/9jNM6gqtDPPVmi+/+z7vvf+IrlVYM7atheyVMchRaY3WKUdE2rC3t0dd1/R9T59ytOSUplKG5XrFxfwCL5FQDSnDjI1GS168koSkBa8i2Ezs6nSGlGfV5dwWLpLBBAbBDkY3KJ3TfCrXB0QbRCWMNSRl8qZSlyRjOLhzh1ml+KEfeoZhyb1Dw8OHC/Z2H6G0RVuHtgYxCZF0yakniRQi0QfMXste7zEHTymqmsO7z6jK5ZBmzD0sXe/pQ8Anz+vRc+etJW++d44uO3qB9bpFlpHT0x32VIl1NosqksFFSUW0NejkIEWUdmhxKFyOtMQjMWGlxxW5XyxG4f7hAbsHe8z7Ka1f0J4H1rof+hdvKeOxSel/e+N2fVPXX/QdeOObT+YKUOry4evMNYkkPcZCWZlM7eXUBjRGElIamFvGtLnOVEQpaJbLhovzc9quYTIpMjmsyvXU7OcXSLS0saD3JTHltoEQfQZNaEOhLKXRGJURqn0fCCmzs6cUsMby4LVd5l3H3K/pzjwiJVCQkpDJfnKWw/t+A/L5qPHJNlKjRLwie76YAVHHoBWVU1Bt1+EzMJ8QDZDZrC/D9UHsfaAHGX1iPQj9JMnenogiy4GAwmB11kpp20i3DsSkskev9ebLkFsKe/23N7bC2o9Y4UqyF+hs9uz2plM+96m3efuNN7DKgiiePjvjS1/9Jm0XKEyJ0Tl9JoA2dkD2DWgnpdFaU9cVd46OuHN0J7d6pzjoNGkciuZigatK6v0dpEk0vgOTsC6DA3otKGNwRQmVIZqEipJfr3VuyFWZGQNlRnOFHjn0jUPbrGHmUNSuoGw7lF0jUYgpIb7jzuF9Ht67g2XND//hL/H+b/wA3/e5d5hNplhXktBgC5LSNH2b1YeVyQwqMVJUFZ20lJWlac44PLrH4b27uf8o5iZQo3LEo41Cdfk6ysqi7+9xcfwBF+2SyeSQutrlR37iEf+v//6IphR2didYk9sxtB0UpyVtWiy8TwMKMRvdpDJVVGYI6YGWJAn0BGtMhuNbRWygqMCWira/XWVnE09tPfVb5e27Ldrv8r1vosP99sd1g3mFaWLzwwBiCFSVYTItsoEa1BuUssSUWUu0EowWkhIUFknQtB0nx2csFguqyjHb2aGua5CYkap9brTteziZdzxeBRbLRIp62AkDsU90TU/fCqkCKxlkVNiE0o7gIx5PUVkePKx4fFazbBqaVYANR994+3KC4ZvGJ9tIbRJlQ9Fw+EI3tRulclqFEZRgh8hGhlTcuDhG6hHZpArzcQSlE1oPDN0qc8tdsq07JGoW53POLxYgA6pwoF9IgxbQmBJ68dwvx8tSGb8V42M7ibc40Y9TUIYBgySJyjkevvUa77z1FpUriH3k2fNn/MYX/wvPTi4wRYXEoUFXZQ6RlDJNi976zpW27MymzCYTDOTGx2Fx9CGQlKac1Lz+1psc7h/RNz0nF2coJ0ynFTpFrCimkx10PWGeEu+dHCM+92FZNTZXZ2Xn0UjmUvSoNFygjAAxN6Iqg6ic1lRoqqpCW7BG88E3v4FJSxanluUHv5virT8AviYaR9Iluqjpk2TEXfBobbDGkvpA1zScn5zStR1923Kwf0B3aogaUhAK7RDlaNYNoe/pQ8eymaNMYr444/jrPf/xy+/Dzh2KackP/o4nxF4TPMQ+IM5TaGFvd8ru3g6ihJAUWllCFNaxxxrQLrO/oMGUGmUNRjskRHwMCB1Ke7TJLBxYQQ9sHjcuj+sT6NuMZq5HLGMD721fe5snb1CAtz7uVpmCy6jq6hHVZl+papeNlM37kzaaGBLNusP7nrLQmMkQm0pG3p2dzVksllRVzdHRPnVVD9eSIxmtNctFzwePlnzzxPO8LVjrCoxFq0iKPX0vfP3LT1k96/j8O/e5dzAZ6mphiLpijvBVopx4Xn9zn+Xa8rj1OS29cVYzMEPbsa3no8fHNlK//Mu/zN/5O3+HX/u1X+Px48f8i3/xL/iTf/JPXn6kIvz1v/7X+cf/+B9zfn7OH/pDf4h/9I/+EZ/73Oc2zzk9PeUv/IW/wL/6V/8KrTV/+k//af7+3//7zGazj3UulqFROjFsADb3n4jKsgMajKqozIyGLnu+xhIEPEIcCoU2DUbHlkSJKO0RHcBEwGWEiziQLNmNiSQD2JLOOxbLRNd7jEsYIxil6HuNk1mmpxc/ABAUxOHLHBvvhk71gRHuhWu8YnC3aljXn3P9fiZ9fHFsir5cihzeJta77H4f8UEvrtmNQ6DYACGEq1Q3NwFH0iDTkQYDc3RwyGxSD5tq4itf/wZf++YjelOhbEWIPTYESm2wRg9GIacnolG02lJaR+kKKhTN/IKeRD9I2dqiIGmDlIZ777xBaS3Rdxyfn2KLgtl0Smx6lE/s7u6jJlPeOz3m/X6JauY4LejUY1SP0QkdVWYWwWKsHcAFBkkVQfWIbkg6k+Y6LNZnUtZZPQE0z86es7hY8PpRwaSqee3+PcpqAroCW2NsiTaGSoRUWIw22cdKidQHNCazdXQrDo/usbOzy6JdYIecqDUWiYJyWc3XaEMhJX3f4WzN/sEDiuqUhoSYwWe3Fa4+RJuEE+Hu1EFRsTPN1DZRFAGLtpnMV4xgdEINqq0qepIknK4wkjAIpeowWuOoySpDQjAR1CDbIAzM64JR5PrhMKeSpAFNtrUOthhcrs7VPFFHjbdtRooXU32XFeFNrKbUluHY/ssr1sf2EwUume+vnpPW47FlcGazurGQszQqSWbZkAFlN5IIqDrXRLXHWkF0izIKdI2PhnWTmWDK2qAlZHSztpwuWxbLDldNmO1PmewUWYCQCNITUyDGisfHa77yjRPOWkMqFK6wWVMqRELXEZYXPD55xnlh6M4d3//9e7z5qQpnAm27xuqSLFgKxmj2dgsODjQXx02OuqgHNvUik9M5jTEf9anm8bFzUavVih/8wR/kH/7Df3jj3//23/7b/MIv/AK/+Iu/yBe+8AWm0yl/7I/9Mdq23Tznz/yZP8MXv/hF/vW//tf8D//D/8Av//Iv87M/+7Mf91TQeTkgorNEQlIEUYQIMUVCSJAUVTlhp6qpVMKkBiU9QlY0VbZAuwJrLaCHPK4nyZqyNlR1hTUVmgpNAcqijEIXWZ7h/GLN+WJNURUcHFXcu1dz5+6EaVVgsLnRbih0ZnnuQYRRjaJvafAoXuFVbEWH28vlZfQvNzI437DoRkDd9mPj8bbHduXvMva8+rN9Hvm5V9/01ekVIcS8UTlXUNYTRFlW646vfv09vvruuySE6aSmrgvqSTWQAiu0ykqgikQiIloISkjGYquaPgXOLy5ouy4j0aqKSV2BJGIMTGcTju4dMjucsndvn/uv3+feg/vsHxwy29lnMttlZ2+P6e4Oytmh2ThH4mpDFS8ooxCtBwcoM0rrUdRNB5QOGB0pUExshfaK0pVoC6fnp+zs7PD66w/z+dw5RJTJ+bBiii4maFtiXYHWOl+vIsPiU6Jdrlkultx/7SF7+4f4lJjOdnL/zKjKqxJiQDuNMhprspy3tTWzvTscHN2j9R3rdoW2BltOsNUuRTFjWpbc2Sk5mhiseIxElOTkpjYGXSiUlbz56ayXJZJIURG9I4ZMmqt9hw0eHRSkgqQLkrEjQfzA5iKZ14+cYhuT7+O/l43b1Jc+qrF3jGpu+oEx3/Ki07i9EDaR1A3HvjyH8biCUpn/cLzWy4OM158Gg6LQylHYgqIwuCHd17Q9Fxdr2j5hyzLvV9rgbMVi2XB8eoa2htnuBFcp0AGtA86AswYR4eRsxYdP5xyfeYK3lKagJlH1HaZpUMuG7vyMUlWkbo8v/ecFX/ziE54dn6MMlIUdPpOcdjfGUhSK6QSmdaKwAU3EiEFhM+OL2soCfsT42JHUT//0T/PTP/3TN/5NRPh7f+/v8Vf/6l/lT/yJPwHAP/2n/5T79+/zL//lv+RnfuZn+M3f/E1+6Zd+iV/91V/l9/2+3wfAP/gH/4A//sf/OH/37/5dHj58eOtzGREjqEwXn1Imgk2Sf/QgLleWBrNXs0otftll1JVVKGfRtkRLgRFDpcGHFhGFNZaqLDDabmCgiVxANNaijaJpGi7mFygVOTraZ3+/YjqpkFAQ+zl929D4NbYa+qtChsQnySkfNsid385k3/gRXvVS1cc8pReLvtw6PTNuSFaBtoZ173n0/IyzZ8/4yn/5Mm3X8Ts/+xn2799HjObi/IzjJ6csLtb4KCTGptCIQmMFSq0pdid0ZZYn2K0rprMpzjpi74nrngmWw2JKqQvmfSB5n5vCda73FEVBqS2FK9kpKwoZekqMQawjGZXRgBgwFW0QQogURlEahdMZSj9GipDJVnONJxPVuqpmf/+At954i/2Dkqp6RjGb0sdAoTVYnYlvc4CRvW51CU1GgZfEwZ0jdvb2QGuCJkuIGHOZ0lJjykiTdK6bGmOwyVJPSu7dO+L9izkx9LnOQUZsGaMx1lK6AlTEktPdMWWOSq0iVVFm/S2dDUmShB+In1USJGajFWOPF0+3ISPtSDE7jCr3kwyO2G/fWvhO9Ri+4Ojd0KA7/Hbt59q1y1jf7kBlUJZSBkmWvlX0rXB+tsA5R1FUGKvpeos2BecXJ3S+Ze+gpp4aCgeKhBaD0RalHH3b8+TxKc8eX9CuwNUgnRAJhNjnFHLToYIhRIMSR/SGD755SlG3/MgfeJ3JdMq6azBWY6IgQdBKU5YlZVURgs6pIpXRtZIk37/l1/wdrUm9++67PHnyhJ/8yZ/cPLa3t8eP/uiP8iu/8iv8zM/8DL/yK7/C/v7+xkAB/ORP/iRaa77whS/wp/7Un3rhuF3X0XXd5vf5fA5kxukxBRBSZt1NMtSYxr4mnWlpql0HKeBVICTolSbZTMQoWufid9fh+xV1pdnb36Uuc4e/giFdZ7JiqzasV0ueP78gBjg62uHocBdjPNYqfOxB1mjbcLhrqWcl1jiadc963dK2nhhyTDKe/62/se/iuOIhynfAUH3Ec7YepNCCkchyueJLX3sPZTTtYo7qA5//7Gf44R/+XUz3JogKrFa7vL8/4Te//IgPjtd4LEFrLAklASeJ2gjJQKocpamp92YYbYm9p5kvSE3HwcERO65itW6IMSIpgwGSSI5AQszfexIICRUDzmis1SiTuQYjjqQsYkrOlyvmiyX7O1Pu7DgqPGqAoicElOBMQlJLUTi6dsXR/i6f+fRn0aJ5/vyEjKMbkkAjc4BKJAXZ9OQGY2GQQrMF+4eHWOcIMad4XK3puiZzT6ac9hqrZbJp2VADi7Zhb3eXw8NdqsKw8utMjCwdWkKeAEbQGJAI3meSYxEyV7aCEDZfpR6iKOcsojQ65udJ0nltppzKs1ahJZJCvzm/y/l3+zn3nRjfEtrv23iPbfj7pvXkBXz7djoSRHnQiSQlvteErsYnePzhOafHFzx47Q5a5/6mpPY4Plnw+NkprtRMJpq6GpxAASMagyUGzXKhef6sYXmRiK2DmFj2KxBPij0p5N4qpwpIJVpNqUqH7+a8/41zXn9zj9ffnpBEZdJhE4ldJEaV56IriANb5ugwDTZqQ6T7UeM7aqSePHkCwP379688fv/+/c3fnjx5wr17966ehLUcHh5unnN9/K2/9bf4G3/jb7zwuIxlapUbGr3PWP8QFc7kvhels2KkKaDetXhTEXtF42XD0WY1KCuo3lOXmv29KXt7NVZHjBGc0TiTawEi0Le5GNk0aw4PDjk8mOJcwg1Nmyl1uDJw927N7tGMqi5RyrG4aHj82NOs2yGiynUh2Rir78CX8C2O65vDt2KgXpQeeVla5cXHdQooMayalpOuJ2lDoeBzbzzkd/6Oz/PpN+7Rd3Mu5scclI7yrXtczHueLp7SiiOgMSqiGIyUFiZlweHuIVVZUrmCvmnpmh4i1NUkc+CRyVbXvQfnUM7RxkBIAauEZIQ+edq+JUqgKhSlBSMRSQExhpCEpml5cnzGyckx8vA++9MJSgeUBNTwRSsRCmcoHSzblq7z+LainO1zfjbH9Ov8OaIo6prI0Iyu0rCHCSkNNT6lUcZirUYrQ9N02KIgIERJFFVF9H1+bUowspSTudY2lDnaUNclB3u77O1OWTw9RpGwY1pTBgJRPdTZsOikiCmn83JP4NCZpjJtmEIy/H7oF1T5C8YaAIWRirrP605STmVt+2i3BSm8cj5u3b4kRrkyF1+VBvzY7/2KNMIV0MZonK7gJIbH1Hj24x9zI/nFWeTD9+c0KyH28PTpHN95HtyvQKoMlLgIfPObpyybhtf396gnisIlVFRDmtaigiZGQ9tpVksh9BZDCV4Tew+Dg2XROFUQg+DcFKTMzDy6oO8MZyctR3drisqRVAcqOywx5j5DazP4Ygwc2HZwzO3MzycC3fdX/spf4S/9pb+0+X0+n/Pmm29ulTwNQsSHQB8gRoWIHVimB60iyfDISpes1sMcSCrT0+iIdsJsr6I0E3ZmVSbn9G1u2HW55yYmoesa1quGrumZTSfs7VZU9ai2qgm+x/ctZQWTqqCeKqzL6Z5QO5wbYAcCo2Sz4gZHahgZqjkAYBWX1CzqxeddHx9lZzb1pWuLczuSyqmYq8fL5/Ty983HGD/j4TqvpTuu1tMAJTldYBxBQHSBKiz7h0fs7e3h2xXvfe0/8/TpN3n7059mdvgWe7szivIc1Y+aYgliwplERWIHww6OIhnCsiU0DdIF6qqmLkqSM3RaaEn0MVHuTlFlie97OhKFhmAg6UQnATRUDiY6UIhgJWC0GuC+Qt83dG2DAQqjkaEhUpJBUnZGrNFMasuqaVFJcXF2gWoSZ2fn3JnlgnfvPXEjAQHKDN9Jyv1fShSRhDEGowYWc6OJIkPUNvTOqNxonmUzPDGBVhYh4YOQpR9z2nB/f5eHD+7xweOvZtdPRllxBqOmScahqOh9pAk9q2UDkhlCysJSlXl+ay0Yp7BWD++hBuSXQmtFTDYbzgH8AfYldZytyHzr/5c97xIccTmHtRqQZWNm4NqQcbLeMK72Lr1k4b1kvCrdd/n7aJz15n7OAG1WGpewgUQMcH7W07ZnPCrWpJDlXIxRnJ8kqrLF+yXvfrDgYnHBg9cn7O/vUJVZWiZFBcmCMaAMMSpCsPhek3zEicupREkIGqMsSmm0cogzdF6Q2KO1zXRHQfC9Aimysy1rhJgDw6E4p/VA2TReq9KkmHKDt/ptiKQePHgAwNOnT3nttdc2jz99+pQf+qEf2jzn2bNnV14XQuD09HTz+uujLEvKsnzxD+MiHKKR3CuQ8DESUsJo0ClX6DIrcwSTU4OoIrP70mNtoiphxxaUWlEUOnNUJT1IG2hijKxWDev1Gt9HyqJid7fKSBvpMLbISJg+N3jOphOqymFsrksoZbLBJKNwRuxP/i7lIyyKjBd5q+DmErzw6mfLwA94iZZiswZHb1YNEd7GMxW5PJ0tdNWLXujl4n4Bx3HDppA/E43oLB0QyMzKWfbBsFovOTu7YL5c0fqA7TzrdZP1gIaFrBFIHo0Q2obm5JzmyTFmtkPveyRmyqJyWmCrkmgUXiKN9zk1YYv8iRlNGCxsT0JLwIsnEnFaqDWUGsxG5j6hJQv5OZVFF33fZuJjW6B0kTdOyXjUui6onKYPgZOnFyziSZbbKGcIUFUVRhswhkAi+UzhZZUmxAERKmBV7oPS2mRxxpTQAxVXDAFFrp/GkJVytY2ELtMjxSjZk1V5fjtXcLh/QGktxIiKcVB5UGhtiSIsW2Exb7g4X3J+csHpyTkpJrTSTOqSvd0ZO7sTqsoyqzV1VVDYKn8OxuRMg7H4AG3XI5IBHH4UE2R0aC6dpw1YR72a4+9Kyk6GuaBGpvY8R/XGAIzvxUjw9cKxXmZUbjPUJgq6+TzH44/abPn4wKBGnSVO0tADJRtDMWrn9WtFvzLogfdQK8833z3h9OSMVXPBsjeUE8VsOmNSFxiV5TyiV0gAcRrRuZaZJFOIpDT096XsnGg1rP2BWikMNX9jFUp5tGqZTA2TaUVZVqTk834sbBnetEnj6uFvCrWhdZKXeebXxnfUSL3zzjs8ePCAf/Nv/s3GKM3nc77whS/w5//8nwfgx37sxzg/P+fXfu3X+JEf+REA/u2//beklPjRH/3Rj/V+48QVIIqgYqT3gbaDwhisdljjcre/tCSJ9EFoe8GHMi8SbShNpC4UtRWcUhlWDDijEDEocl1stVoRQqSuJkwnE6oJFEVC60CKEL0meMHZirpyKBMyZxspw4bJ9CVZNnmgT1JkZoqNkfptzPnddgye3k2d8teeyG2uR1BE7Qb5aj1El3kRx5TofMSVlt17r1Me7DM7fMj5MvHo2SlN2yFKMFphdMzfGYH1quW9r3yduOy5c/cuRVGAVriqJNqKiCEWmd0idJ5aWaaqwIom+jEisxhjcn0oZgZnYyxaZ7VaiRERizIlsY+kkJV8JQRSEkJR08e0EcFUgxc5qWu0Oif1ntXFig/P5rhpxdl5QmQyUB0JXdthKkdRZAOYQhiomSzGqAHlnM9NDU4MSTKTvDZY62iblqbp8H3P6ckZZ2dnHD97Rtd2WGPY3Zty984UXTh2JjN2pzMUWT2XmEhJ0aw975+c8M3n5zx5NufifEGz6ghesDpHRUoJ1iqKwlAVhlkt1KVjOt1jd2eXnd0J01lBVVXEYFisA20nuQH+uwGU+O0v8d5uyM1rZBvJmz+hAfMomeZojL6sydHU+VnL+bnH+xbKgsOjffb3dnPflIrZQUoGKBBl8USw4EqDKyzO9ZjIYKRkOK2BqFblFgDrBG3WRGkoysSd+7scHE0wRhHSYEglkGLaGOA0qFVblZ3PUWQypUTf9bf6iD62kVoul3z1q1/d/P7uu+/y67/+6xweHvLWW2/xF//iX+Rv/s2/yec+9zneeecd/tpf+2s8fPhw00v1Az/wA/zUT/0Uf+7P/Tl+8Rd/Ee89P/dzP8fP/MzPfCxkH3CZtx1y2ikKPkS6HvqioAyJZA0ag+CHTnjBh7z4NBZLpNCKyiSMCtkrlUSMZEYAyR9ySjmim04NVTEBQKuAHpp9SQmFw6gCZxzW6My1pTSZM1rj+x7fx009YBzZ0GZP7RNgojae4rbm1Uuf9wqvcvuJUTnCAE9Fsm6XSonj58e8+977vP32fXbuvkGRAqdd4CvvfsCT4wUkg9ERrTVWPM5AUTik91wsLlgsVtTf+AZ1WVEWBfVkwmQ2pagritkEWxYQPHuTCUU1wWpH13sKn3AW3ADIMSFSoinrXXoc52tPbHIKUJUFjVcoN6OaRGIyXCw6Vn3HfLGiazuqqmJ3NqWqi5yC0hnCXegSxNCFyLptsXYXWxRoURTa0K7WmJiwRhO7HjHgoyf5mBFUVQ3K5LRj8INBBO8Dog0hJp4fH/P1r32dL33pS5wdn2yanr337O3O+IEfeJuHb7/NpJpilKUoCqqiGnYnzfliwZe/+g2+9uiYdSNEH1HYTDIqCmMtKUZCjOgAXisuFj2n5w0pzjHW4ZxhMnUc7O8xmx6gZELXy5B2/A4bqjFVLVxps7jeO6oYU9r/NYzL6lleUyObyRh9jb2V43OF3CQeUTpsSGjLYhexid2dCZPKZdop0ZAKNCXKVtlxkh5TVJSVZTIZmnalpXAlcSChTSrjZYcsHcZ4tGspXMPd+zPe+tQu+wcFSkvWjBeHpAxwy3tmuhKBikDwIVsdgd6/irfxcnxsI/Uf/sN/4Cd+4ic2v4+1oj/7Z/8s/+Sf/BP+8l/+y6xWK372Z3+W8/NzfvzHf5xf+qVfoqqqzWv+2T/7Z/zcz/0cf/SP/tFNM+8v/MIvfNxTyels1CZlpUxGKxljMguAgqxE6QBHQgYG70wWK8nljW2sLygzUPPoHPEkBqivDDQ79UBFMiCsJKFUzKzZogGLsyVGWZDsdVutSEkTvbCYr+n7gNGOlGuJGwMlWymP/9rHmAK83ZOv7gI3pvpQiCqIymYKnYGXuTCKs9MTfvPLgWXXUO1OWHeeJ89Oefzhc9p1wBQuk5zSY3VkOi3YnRXYRmGKivnZivVijr2Yo2PCyJDG1JpqOqGua6ZlycOjI9J8jdmdEF1Of5UzRxUgaMUEw24xoUfz/vNzlqfPaZcLUJpiekAx3cXoGl0knjyf87VvPOLZ+Zqmi0iC3emM/d2aO0c7zOoyk+KmhFGWqqpZSQeojSxH37Qopyl0QVg1PH78iMePHtOJo+t8JnW1BXfv3uW1h6+zf3iE1YZITqX4rufx8TG/+Zu/yW/8xm9wenLC3u4eb7z5Jm++8QZ7u3v0Xcd6vWS1OCEGYTKZsjvbzc2+thiYtWG5bDg7n7NeNSAFhbUUrsYYR7duhzQqOOuoSkddlaAqmqalC56uA/rA2XLF8dmKw72eo/03CMkSk+LjiXXcfmxm2iZneHXa/tdhnGDLjHJpqDJxbCbBHoySilugCkEGdfCRBUdTosRSTgzTyuE0qJQgWTQlKTqUsiiTCARILX3fgPIURc5apNSjTHaZk8pVySiCVYHJzHDn/h57h3vcezDl8GiPulID4wRI0oQAWhlS8oQho6B1FlpMMRHCYKTUdxE48Uf+yB95qeecP1TFz//8z/PzP//zL33O4eEh//yf//OP+9YvjExFI0DAECmcoiwdZWlxzg16UrLx+I1yZIEEyVop5F6VsblqpM7PXlgkxTCoiubNoygKQgokn7L8gFIo3JBmyQhDrQEVEYTCOLQClKb3ifWqzRT42mVJ1gGUoNC5sMxWLLW9mY+UTzDo9wx5e7VVkETduOpGwMXwjHwouVpHEhFGSXAYPc5LtMQL7CXjmmFc+/neOC3Utc3gVqipKwY7X69PiUUX8P6Ui8aDUzRBWLYe6YXalUjsKWzEmsSstNw/3OXOXo2fW/rzc+LEoqd1bnxdLNE+gVfEDjrfE+ctvYq0j5/w+MMPMJOa6eEhh3fu4u4IZTB4G/GrNcn3HF+0fO0bH3D69BEp+BwllEtMMcE5hwo9sV3Qdi0eg9a5B+/8YsX5+RmnZwV3DvbYnexgklCS2JuUNE1L33WkgaV9Wk8IPvLs2RMeP37C86dPWa1bzpYdTdPjO49KcHR4wDufOeFTn/501p4qK3yMLBcXfOm/fJEvf+nL7O/t8el3PsMbr7/BdKcnyhkpLtmb7qDNLvt7MzKLvLC/s0PhSvb27lDWNb1f0oWOFDXO1EgUrLEUxqK1oROQYSPSGJRYUsxowCAKyKlRVO7bEhLrrmcvJjQ2wypke75sseRtgqyttNcNU+mFauhQo0ZdziWG116fyi8EJ6+cqh89j7cTdLcb2zWy7T1ANgtPDenvnJTIEVT+PWZMecp7iEJnBv+kMUqjjcbYzFG6bjoePb4gporp4YQ+eXq/5OR4xbpfs3dnB8eE89MlbReycz+CXnSimihee2ufz33uLgdHirLoMSYbyhgEJCtL+5DoQk/XNbRrj+8iMWQttdHgAQNX5/eAVEcuDCdCaDAqUrmSSeGonc0pOAKoPqvpJsHaitCvMFoRpRmaJP0gfOgQwvAhyvCBjtxWueAdQo9SYDbd9cWm/yPbi0RS60x9ojPTNZIRa027Zt11Q6OxGordoGLCDJ7RSGS0oUJiEJZDodKQHlRqwz+4vQBvtgN5Ql/HJaVxwotkYMiQHjGi8v3r9DFqCyRB3pRueqsXPNcbxqjpMx47567T8GNJSiPaEZQiAaWriUoxXwcSiaAVSjuK2mBUotSKygR2Kk1lIocTx97ulFYFzlfHtGWiMQ5CZF9Zpl6Ia40PNaAxcYWENV2KXDxakFRJ/WTO8eSU44Njju4fEurIuSw5Pj3m3feecPJsSddGnCtJSbNetgjt8BlnB0jbAkGYTiqcMvRtj4/CfN1T1J5pmdh1GmsTDYG2dtRlbiQGTexbTp+f8vWvfYNqtsvv/pHfi3IlXdAsLtaEtce3LVWhMDpgaCEswUC/DqzPTpgVwo/8nh+gnh7Q9kJV7/L27/m/8dbv+DcAvP+V1/mf//n/hdffeINIYnenwqrEpN7l7uGnCJzSKk8yGQ0o0aJFURdTyrKmbbuhUK5RukCbiqKcIRIJrLK0iAhEwRQGZRWRHmUFSS0mBCqVkZVKDGNDuYwp5GEejU7SBiU2rpMhi7LtNJvMLJ25EskRs5jMrJBudK6HeT5EKGrLkm3qfHmmDFNbrr06n8/oXG4ctuvvMmZ7ri3UlK7ThMXNeSoyc72MgIqrrh/gkKAHB3ZoB0BADEoVGOcIqiHpxLKLvPfhc06eCpPJPlE8vayYd+fUpeWtT91nf+eId7/yIe99/RkxGrQpSRLR0tGlBTtHBxzem3Aw1WhRhG5FTCH3qA5ZkECkSytERULfIb1CiyFpCwLJqAwkkz4Lkt1ifKKNVN49E0pB4RyFs1mWe6CNGfE7GWWSf80brCK3QI+rQAEGpdJV2OuW57XdgKfUyME1TI5NZDL86NF4DLx8MdH3OfyV8cDjsURdRjibc9kasmWI0JcRzNaEf3mk8jJGwM2ntzFCm99R1z6DV+tSjc/8KL/xo46jleQf0gBNNVl2YEAwKSELSaYAscNVU2w1QTlHL5GTdsmdGipnOKoVbRBOyimL48izrsPqHOlW1lDv71Hag9zA2yvo8/zQfSB6aLuO2J1x8fyYJ08mFHcm+Jnmg0ePef70lL4nQ2sH0bbxunKaeXQmYDqtscZQaIc1hqbTtF3MYI8doagcq7ZFpcjBbELq5nRdh28aDvf3aH3LnbtHPHj4FuiCVi741B/4W6TUg8D//v/+05T8Tu7cuUNZZ0LXsirxPjfZHh3ssW4jfd/z2oO3ePPtz1Ad3tlMsZQS8/ML3v7UO5RV/n7293Ypy5LDo7tYY3lyeo5ocGWFNk3mhZOOEAWRgNaROLRJxAQh2k1KPCXJXIHkxk50BGWwwzq11uGsw3PZqL89Q9TW/8PMvFq5VVczApvHhqNs2blr625ryNV34Ib7+Wny0sevGqjh9R8BQd8e29D5MUMio5HdQiS+ePZXP49NGl4lYvKkWKFUSd8GFgvPcpE4PW05Pw0kCXi1JrmO1z//Nq89PGJa1iwvaj58vyf0PmtWaYVPGSn65PEZr925w+HkCMRnUJnKqGkfWnxMKA0pGdarHEmJVFhdEKMmStx8X/lab6dj9Mk2UjI0xOospe1sMVDB6E3AfQmzZlCmTEOdSq7VSjLx5rjJbPp4ttNgw51N4TsDbBi5ytSGz208Rm6ijDEQo88T+qWb9cfIkCtuYaCuvUS2b9UmJbcxTK9YYC8c64Zr+Cgj9MrjkSHDRiIGg5Fco8s9Lgyw9zzBSx2ZFIKuLY22PJ43XFzMmdnIwc4hVWUp4gIrK2pT06zWHJ83uEKh6BAj1JVDJlMwUNeOvdk+lVhi15PaDpqe2HuUeHwPqrWsyUzR3ucC9ThPRsMUQiCEgLWWqqpwpUNbTds0RDzOFjnlbAxlUVBWFUoprDF85vXX6YuCb7y/IElml+hTYPfokCNbk7ziK//lq5Qzzxs//nWUzs7HNz/8ErXskvRdHr5+j53ZBFuU6DaLeobWY0Wzs7fHrK6wKvdpjV9TVZa8/uABzliKwoD07Mx2MMYwqWvKMnC2KnPq3Bpi6tEmoY0dDFVHEk9Vl1lkVTwhLiEqoh6UY4GsfK0REkq5zIyeFMFHgv/eFlzbRshev73uLL7s9eNtdjgTggciKWkkTlkvVjz58IKLU0/fQuYODSSTmExr7h4esDN1TEp47UHN6ZszHn84p2nmKF1QOoXWFc8ez/lg9zn39veYTRwol4l/VUbUai04VyCxYj1f0q5AJYci11lTSiTJyGk9zP3bjE+0kcpMv0NSTGeC2KuQTrms9ShFlBFxMkQ/wz81dssbfWWzHWs+L4Tqo7emZIi+EnroRRidma2EOkqpLHVeOJotSqShOPSxr3vjUV4zVC9r6OWKgRrBq9spiEtDdWuj9zE8xdsMg2BU1ikyQ8GWoeHTGYOyhqQiBk/XNsznDUspufCaruuodwp2dqZMKgNxQakDtZ1SmgKrPSkFln1DSj2yCrSLhKpKZnVgzyl2jGV3tstsV2FWK5jPkaXPejsx0a4C0ecGxzCkLMuy3ACC+r6n67qMjKsqlIH5akG/XlNqx84sG6+itNR1tYHofv/3fz9/9Kf/T5w2Df/jv4nEcIEyGnEGZybgNc8+fEazaHj7ravo17fefouJepvJ1FDPJoiGtu8IEimKAp2Ewjke3LlLH4TH33yP8M0/QtN9H81qQfKWw719nHUYBT6kDNUfRtM0eO8z3x+CNoa6tjhnCH5EliWKUmOtyf1XqSfESNIKSWZQ2BK8D2gjlGVBVU2wtiSkSIq/dfCFm+e23Mo/fNm6+Hbn/U3r6LrheRlV1E2s7gqwLlGUFkmW9ULx/Gnk6YcdXVMMhmFQh1aB0lYU2qCkpywSD+5X6N/9Bns7xzx/tqbtyP2kzqLdlNlsCgp8GAi8TWYwyYwmCd8Lywu4OIu0a02li0yDRM5kSMqy9EbpW299n2gjJSmijMtf0KA8mhIbA3Qlg6vI4AhJ5C1xa3IOkYneRFzbIdbmv81xRLIC7xiaaz3QzAyEn2q0VuRoyhhLWZVUVclymfCbb2dIuG+d6Kv7jrav52NGUsOtHqzoJoIScspRXV0U47ncRpZ7fO6rxivTHZIjKS1jelajN0XjnO70MdD6lq5f0jUL1j5gignTasJunbhXB6amAwlEbTG2whnP4VR4o5iChaKNpOWck1XivOvpk+J5s6YisD8RDnzgbu04coqdvSnWKlIQRA3cc0mjtUNJj9aZQHOMoowxzGYznHN471kuM+CAlIgSMyhCErYwm89YK83dO3e4f3jEmzu7iCyJ8f9O13W4OMFZBwGKouJg7wCndlh948+gTO432Zl8ntgrpns7oBUhxQHdKjmqG3rztBJ2d6YcH5/Tr2tC+ybSNRiVqOuSuiyJdKQYscZmlF5dc3ra0nmPLQuKsmQyneF0wvc+9175gNaaGBmARIIPnuAD0eT6psYgSQh9QGso64LCVRS2yjQ6G5fpOzO+XaPxnRxXnd3bjesZicv1ePO+8IKhUuTGWoHVMtGsOt796hmPP1gRw4TcnJswFpQ2EBRWGSwJoztsEXj94Yy9nSnLpWKx8LS9x1SW2V7FpNK40qPM0J6DwQcISdF1PRfnHSdPey5OPOKLnLWIw74z1J7HyErS90C6T21Sc9lIpKiQlJvblBYwCmM0MQasq5AQB0uukJgZzUdqjhyKgparE2I7J7xNZeJTzOjBzRBkYOG+nGLj+THk4C2ZJToOqZAhLTm02KsBqjluYOO55vNQQ/lMXUE4vbpeNEaVl8IZm5eOwZxSl/U6cqR5W+LHF97vBs9PUoZp3GQAx9ucBsrnIykTqiqgKCv8qmO9XhNSYN03BKWIeoKrIg8Od3h4ULNjE/uV5o0dhSXS6ZImaspyzuc/NeH1ch9TlajFDudPniMfrjibG5Sd4r1gXeJZ41l6z+ki8npteWs25c7eHtongjKUylCWFaucL6Eoio1BijFSVRVlWbJarVgsFlmXTA2kxMoQQqDpWpSBwhrYmeEKhw+eFAJOG9751Nu0KdH5gLaGcjKlmFRYmVDbBfNFR/sbP5FZ1zG4smDnsKCalJjSEGPCGoUzmsoVdCYj69r1ioTGOc3uzhS9u0PfZYHEMS+uBMoiw8uNMUymU87OxqQ5iFZYW9E3Det1IMacAtIoUrRoVWCKEpGOJIYQG5JklBiSU30h5PpYCAFdDjIiL4kQzGYCAYMDedN8255L2/eVvpoVMMZcAe28bO5eP85HjesN7Rug0XWAxUtS5C8L465f28vs3M2GC05PL/C95vRkxdNHayTVGFUOqbkIEkkBQg/rZUvfKbomsDOzRIns7dXMdiru3svMJ8msSapB0WOUJ3iPKMF7RR8dpJpmteT0eMH5iUdChaEAGQEfCSUypJsTN0ItXzI+4UZqqGYkRQwAEWthZIkQSYPUdb7MLJyWowPnioH9PAzRUKbxyJIfspnQmfUg81JvBNTIfQwimZZpaL0hJSicRYklhvwlGJu5+pxzTCY11q2gHQANauDFUzcAJrZ+fTFqUpfZRF583mZsgrTx9VxWk8e3vQmrcUM096qU4svHDSd57XgbRNdwUsbmlEQboVmsaJcNA6sqfYBOK1wx4fX7u/yuNw/5/vs1By5gQpubSlPCUyOu5OAgMDnULModlCso9oVF7Ui24fhrK54Hg1IlPnliiqSQaL0n+Q7fedLBAftFTVnVFClSVQVF5xCdv0+RHLHEGDfpvq7rsqE3ejPXfPAklVDWoFSeW8452rbl4vyCqq5ICAdHhzzVGt/1SBRIYApLOcvEnnrdIH5BUhptsvTIbKfAuIjCZ8YLSRgRnMny3mhNCB4T/aWIHkJRuNwAHBPJGLqUDWhV17giZyeKokRrg4+RlBLrtiOuPSka9MCeEVJEKaFrPWVZYk2RhUfjioxUy03zQhzWY8ws69eRXeqmDfcy6t9Y02vz52Xj9tHL1VTadaMzjo8CPnzcc7peVrhej7rtNbx4ntA2ng++eYyza7pW0XcapdxQWsjaVdlxdHgPp8dLXn84yyjkdUtVljkzJSErXtuALRpCWgzZoyLzRwaNTwbvLecXnkcfrHjy4YL5RU8IasAJOIwYfN8jEjcZnEwB9T1Qk1IbYsbM85azbQOjg1IYfRlFpIE9QimVUV0q0xNFEpIu1TvVEFaMhitFGYzWyLUlaGWpypoUFcmogek5f/xN49EKKjfB6AKRrFBqTEFZFVijhshhg7rYXM1373MabrfX2Xb97OW25Ls+lFKgNTFl+LB1BT2atulYLdf4xuO0QTmNVwarFff2pnzujQe8eWfCfhmpxVNVjoSmRyPaEgY6Fm0H+YjQUWg43JvyoKlw31jiVw2utCjxOfVhNH2KnEaPX/do28DRhNd2ppiuwVihqgp0zFFx3/c0TUNKia7riDFu5o0MDpGzFkmRmCJWsiiUHfpDgvd8+OhDztdLDvd2sJMaowz9ukH6SCoTlAZTlThrmMym1GpG8IlERsmJSWirs/KuZM49mxRWG6xz+BhofIuTGm0tSjQpgisLyrKk73qS0gSvaXs/NPiuefrkCUJmX/fB0wfParnEBHKUM9ZwNYTQ03a5PpXFQyPWgRadlZMH5eugh03SCOqKCOhvTYru2wH3fLfGywzU+Lft2+uf083Xo0jJsbgIQJsbzAcnXZQnp9MlRzimQiTy9PkFD4532d8/orAOHzJDThTJr1GSgV+iUFiSWNouMV8Ki3nHyemCRx/OefzklPPzltArjDJYbUgpkuIgL58CSOZQREZWxY8en2gjletKajA8eaftugBKcGWW8wY2oYJWKuf5+0EgUQ+dB1uh/rjJbE+aDGkXvPf0fY8SwVChlGQSW63Q1mAEluslSMDu1BSFQ6mI1rKxA9rkXpgoI1Thsknvu8E5oa7dbqIoLomZrqQBfwvHJSJJgTIoU5DQtD7S9J4gCmUL0IakNSKaaRH41I7l7YMpM5fZz4OqiEZlY+ADRrfU1uHsjDZqFsssd1FXmspZytJjTALVgwqo1KMxRDEkW9JJJln9cN0x2Qkc2ZxKC9KyaUoVoW1b+r6/TNEO+kwZpJOjpcpatIO+6/ExN2Fa6wgh4JTm5OQ5X/zSb/Ljb7+BDx3lrKQwFkJExYxeDVoTSkuykHwW5TTWYZ1Da597UkJu7tUi6JQTycpk5pTQtUwk4qwbKMIS2uYOPLzG957RMTNaIzEbXVcIxlmMcyiT2ayL4XMeQUvGavrOk8QTQkIwJAm5l1AUVkCPzDCAsZm1W2eS9t/yefdituG302jdDIi48ozNvnRT1HTTuSuUlMN3WaGVI8SM9kMNDoHkFo8kmuAj5xcN7733jJ1pxVtv3c+KzkahlSdIgyiPxBKVKgRD64Xz0zVPny959nzJk8cLnj9f0jSRFA3RR5yzA6gtIRIHyHog9xEaRNSmsfejxifbSA1pIKU0SeLgyQrWWspBLVSSoExOcehBbdV0nkRekKhEiJG2S6iUKAuzMVAhBIw2uCLDZp3LaZC+FbrOg8rIM+cMSoF1hrKqWM17zs+XxGiYTgWlhd73LJcrfB/Y7MsD6kXdOj17LeTZftHL09sbANNlqC2bx9WNUdSrVs6r3mj7tR+d+rjyozXGGnxMLNYNTR/QKn+uCUUSQGt2CsVrdaBOK06PW04QSldw92CX3apEs8L2a2ocjS/5xuMlX3p6ging+1/b5cHBPmsfwAqmSHhpKYhYKTMNlrZEbRCJLCVx1nvWEtAqEkNL13YEcQhC13VDWiwj4sZanlJgbEk5qTJhccrN22G1QgbZeqMNKWYwxRd+7T/wB37q/0AMnt3dXe4cHBE7D1FIKRJ0wmtF0pbSVsQ+oIZ6UwwdSQKhD1k5GDLJbUpEEXyMdN7npkwzZBgwREnZgMWcfgsx0PUdWhsm0wl3797hYjHfkIXm+Q3iO2xhMdZRVRWTSUVdOorCoK1CG5vTmg60GJw4dDJZRsTkeqMzBdYrGGQdNunrl4yhEvzK+XSbcZPnLuqW6D5ut0Zv+7wrr7kSTW0/no847hfDGb/wuutnIMmhlCYGRZA4tMZEYBCxlIyETgMZcUyGR4/OkeBZLlpee+0+9cRSVImoPVFaXNqnXSvmixXPzy548vSUZ8cXnM871utI32c0Zwi5XKIYW3VAW00X8lzO5z3IzYTvgWZeJUPskUBiItExnViq0uK0w2DIOqdxUOzNhsbpkIkOB6L+dUjIOrFfCZB7rkQlRgLHseO7KDRa5a78thlkQXyBCwZbgBhPNTW0reb0+YK+L+l9QV2XtF1gftHStR7SKCGQZ14aJKJRowowZKOqyFok+srs3xibm8ZWykBEkYaese3FM0ZvY26YlFNuOaK8FCZ72bj5T9fjsuFnRERsHrqsp8ngHSoNNmVqq857VqEloCiSxiUwkghOCFahy4QUiscXJ7z/5Jjz+Yr9vQM+/+m3+dTdAyaiqDWo4LloNB88P+Ub3/wAbF6Up6Hm8dmKedcjEjBawBhiDsBxEawoEJ1lPEisgmcqma6o6xr80KeUhvSWcQNbAoo0IOxcVWFsmdWiNUgl6OSR4JEQqW2BTyuUwNmzZ1keA41xBeVsh/XyguQb8DUo0EWJcQ6d1pgiN5QrFXPNqVOEoLCuICpNb1uCidlhHjY+rXTuT5J83ill/raoA0kHvE90vaZreyAxnWoW86wxNCsm3D/YoyQzDbi9O5jZPpPpjP3acqeASieCNTS2ojE1iMURMaHBRsH3YAtH51esV2f4C08gR15qWF9jDVUpNRAEjVmGPHvH+ZLnoFy5feF+TBsHiDRK5MhmhjLM/yt+nuT3ZLzdnvPk/eaFtZAu32c8dyFH0uNaVIPcBWPPJttvoS5/Ga5/m93lsoF5cGyHs7+UNLkKclJAGshoJWV6trzXaFA2X6NWA6AhDZyhBt9GHj+as7joefp4we5uzWy3xNhEFI9vOtbLxPl8ztnFgvmyYdV4+gCSMvVXjEIKPdpk1hUrCjsILaJ0JnNS2UgxOFK3GZ9sIzVM4kz4KhidKAuFswO0GgcjCaxxdH0idAkdEjbCOCt8yOSKcd2wtjCZFENzI2NfLkoljHbYwmBIxNQS+kjX5iK5dVlSXJSi7Tsuli1N07BaB8q6o+sCF+ctKWTR7TRGMRsIblYQ3kb8XE7n7URgnlTX8wTjbyMdZU45KYQsfaHl8jmiGGQeLnujRu4vZJAPuWGhbh65yUptHto2UFsnNriDo+O8feIKhU0JfKDpW7oYSMqhBArJRgolRCOsY+KD84Z1e86zkzPavie6kqXvCSoRdUSI+BRpBNZxRUxrus7ytadz3lsqzlctZ02PUhZrypxSswojg8Ks5O/Rx47z9Zonp2fcKzMMPcZEHzLCrywrytKhtRlQkQxSHooUI027JCnBupw+MZVF94lJVTApHWutiSHiu56nHz7izc++SRIhAEkJbTPP/U5OYU1CVAQ1aAwRsjZQTLkxNhq8VugCqs//d7zmvsF9SXz4n36S9379D5JiFnuIpLwmEFCBiKeXHi+CsWUGnviG4+fvcXb8hNhHdib7vPmG5v79SGEqLkzNXAq6pJj3Le3pCdq3rATOTM25qjHBUbHGhDNqY/BtibYFxnh2poHa2NwPlvJczXWKMcUwzLHRn7l1pmFrOo4GgsF9kiyjcjnrGZzCq2jZnF24gdbohseGQ2yihisN8ZKdxI2jJqPJUeO0Z0y9yXZ2Y0RTyqWW22jE1LXzZHjOdVSiHtedvjzmZn1fScSkDI5AoSmQKCzmkYuzD3DOUJYZXJOzSooQhBBjVohAo1OFSZmzL3lBQhr2poBWWabeJTOcvsq8P1pnI4lkHflbjE+0kRo/8eyN57RLURSbusDG01AGSYbVquHioid4kz/MDPTPUZgSVk2klUjfKnb3HFWRBdu0cmhlMcaikkIVkVoMqxhzwTwFlCrZtSWIZb0+zzo8fUPXr+AiDQzACa0Nkq5OVa5M0o9z5bd5fLMcXvqabcOynQO/6ZRens741tMxQk6z9THR9YEQE0pnDzIxeGEqEkRxsRa+vloTYw8U1IVFpwBhhcgUMR299FjIrAdqRVEmtLa0vuPs+IS1zykRW9QkMfiQkW9RKZRkQUFEoYxj2fScXqypdmt65TCmwIWA0oppUeKGPj1lLErnzdYHT9usM5pNCZgC5wpUkZVqy9IiSohKsFVBHxNff/9DXv/cOxgU1WRGu57T+0DvW6yr0SrQh7TxaZTKXrzEmFnIVd6crFEYN0eV5xhA6RZ0psmJsR88+6GhMGV5+7yJR0Q8Xb9gvV7w+Om7NKtzgtEELL1oTpdrunbOwgdWQfBR0D5RDmoBwVjWOhCLjqJPVGUgypyGgq4TRIMtI64UyiFbsEUne+P4KKTbdmR10/3tlPLmna5EJC+ui5sz4C9bENca/a+9eOOnXQNGbCQsts9lfIxtAMV23UpeWH/Xz1ONkcpHDUV2SMd9UA1Os7KUrkJI9G1uBVE6s5unlLM+G+PLcO6bE8qMO+M6GNnh0lB/GiN6PXgdt2Ub+UQbqbEhNxcJDUWRU3WXtQGFNiUxwGK15vR0yXoZcXaSv8jRcRsbR+OUGAMtitIZSlsO7OgMzbsy1BuE2hhiUCx9ZH7R07WBvpuiDayXoFVB0lnXJ6WwEaGLMRFTuhamb8Kq39ZxW+jrdx4hlestPmq8z5/1mPKJGkRpAgODstQ0qULCisNdx+Gu4mgH7u1PKbQHCQSTU3ilaD711gPuP3zIsjd89YMzmpMGrbNwoCSXo82UUCYNnmtegBqwymFFENH4pOi1xSfJhqSsqMsKSYm+z+JtzjqUU5k4WBLOgDVQlYbJJNdInZpSzib0SlCTmv3XHpBcxdffe8Tv7RP71lFN9ymW56jYEINHujXG1ihdkJsx1WBIAUlYA14Cx8+fE0Pg7dd6RiHrxXKODx1Iwnft0C8k2QuPEZ0SKUZIEUkdvp/T+xWL1VO0Tig3peuE43nDhycLNIm6iDzYydRGFytL4ycEPUGsIfZzyhR4Y7fgs2/excs+z08bHj1XNDHrW3U+EU3uhbJG4V9ipq73Lo2PbY+bYNzXX38FoMOlUbhiuF7xHq+cudfWzHZK8frPmEnI7zuwispV9piXH/9qr+P49b/krF6wXi/VfBuyMhunWcD7mIU9Ve7bjCG38qBUDoKGs8jECLm1IDP7ZO5Sq3VmxR9548iN5qJk4LzUIGlILX/0+EQbKciGSsHwobAJ8ceRRLOYrzg7vaBvgGRIPqGJjD1PejD5MebceAiR9cpTV1kBNTecXhLSJjyoSDUp8b1mMfd0rWcxn2OMZr2SoVF4RH3lpmGRTPwriaHH6/Iqvp1I5DsxbjJQNzcKfozzHB3Xl4RfikvbnLQholGicUMkk+sQW+mYJEQxeBzOFNw5POR3vHPA63cKdsuAxSOiiVh8UqAMD+7tksyED57O0fEECR4dFVmKO2TZd4ngPcrk70qrzHltYkdtoBwsgqkLitmUylpmOzvUVZUVeGPYcPJZ64bvNoEWlFVUk5qyrpAEMQRsUrQYUq0wJShX81/e/Sa/+htf5I+8LURlaH3CpoAQSbGD0KCcRuGGGkPeIPTgvTqrWC8XnB4fw6/9BJMd4cNHj3n/a1OmtqfvW7SSzBJORv9JSkgIxODzpEweUpPrdDSgNKIjUVnElPQ4rIncvzPlU0cTmsbz1Sc9J2eWtUywxmBUy0EF79yd8n2v7dHKhMI1nMxXrBqFKyzFRFECno4UPDdtQx81D1/2t5fBubefO+QMNvdvTOO95Li3OYfN4zc878pzN1HUzQKiV6JBxkjn1e+TZ6p89HayVWrY/geQUo740WY4YMxzQuXPIaXcviNjWC8+n7fKTflaa4weSRDy+k0pazyM7TpKrjH7vGJ84o0UcJm73UYWDKPvAxcXa1YrT2EmWKMhkjVwhlBapUvPQ5tcqozJDyiZnMlXOjNUQEKkJ6aAcyVV5TDa0Pbgu8zlhyrRJmUYrra5f1ZkyL8bjNmkqPPYMJ1vp9zUZYrg2tWOL7xOuzL2cb26H2R7Ar9kESu1OdbHHVeM3XjuY2bjho778fpk8NoKFDUZgKDCkEvXYBVISITUElViVgqVDTjpkKanbTpaElU1wZVT1l1gtWxJtCy6FY8eHdNeLJkAlVMD4jMrmuoUmViNchYKm5nL0dQUzJxltlNS71S0hxXrB/cwNqeVtdYbhg7rHEbrzcLTRtOHPvNFGs1KoPeRdt3Ttx2xy+q6oevpm46m7fnyk/d5+wfhP/37/w+r4w/4/b/7c+xMaowGUgepQJlq+P5yY6RWgu87JlXB/TtH0Pf0z38vRbdH8+QDwvIpcdqxvDhHJlPsQIjrrM1ZghByvUUSEntSaEAShRGUhXX09F4TkiDGcXC0z6ce1nx6X3N+vuTpiaeoJpz3BcEnJikyM5E390vuThSNMoS0y/u7cNauB6OeCOTWDeccyV+dxy/M2I9ocL2+sd+WWmycmi97z9s8duP7yKXxu/LXATgxvk4nIWw969brTS5/lHrxda9OoA7nrNgAGoZHGY1WhoizAROBIYoHlRjh63kfEUZgVw5UE0blCHmUFREFMcmgRbH1PQLOuVtd7ifeSG0bKBmKm2NIKSKs1z3tOstdZ+IIGUgWM1JpLKqKgLaQxKO1z0wROuSm3xQAhzaaNDZsqvxFuULhiqzjYnRBRuJFFB0p+TxZZfSWNnP0WhF0zDsOV7Sd35YtGtybXjseYsuobCbtK9bpJiV+Q0rl1ci+l6dmrt+/HtVuH2P8W4oRjMlEldHjJDFFcm+HCFYZDDoX1o1B1xbrFLUKSHvK/NkcORN08JRlzd5BCSbw/OSC5fkcrTRtSPRNy1Exwe7UmLIYcucgEikjzJRDlQVUBdpoiiQUPlBZja0salYwR0M9oYmwipHoPV3fX4HSjiwTIorIAMmVIbWTUm4kjymzQyRF8HlemMpxul7x9feO+Uf//f+VzzzY4/Offp27B7tUWhFiABNIMadXjI4MOrwYlWiWK0LXYclquiYpXrt7H/GJs9NTjpue9WTFdDpFK8VstoOzeTNSWuH7Lk+KmCeH+ITVmZHeAEaBRE+hFROnsdJxMLEc7lSYi4DTgtHCVGCv1kwLsNLjVHY8KgM69OAUepBfEQbIuo6btP11B+tVkdFtxvYrrqyrjzleNu9vfHwANOjhvdTWcxVbTqQwpMxe/p4vOJxb63zjAG45p2iVkXPqhhTk9XVOGvYzPfzkTUFrszm/y1ckYorDsXIdVtKl9EYWkdUIYeP8J8BoTQz9YKxyyjCFiLHDE24xPvFGanuokeYlpdw57SNt0+J9ZpXQQ+ouxoBWlkG9aDNpk3QIoxiXy4iskTVYDGCRJMSYPX9jNcaCdQKqBxzZGxEuIdmX6L08bprsv/3pPnj5ZP4teGeUgtpqrMrAF2tyhGqNwVhDYSzGaEyp0UUk9UsK6XAhUwjFKCQUzUWPF4VfClVyWK0pjWI2qzGlQ1s7pCUiSgIkoQwwiRAk0fmW6CPGR8y6QyvQe1OknLDolnzzrGUZNDHG3PRNXnxKZfVmrTIdUkqKIJoQZZPLlwFtickGsu89wWTUaJKIUrm3adUHzi6WPH16wlv372TOSa1Q0ZO0RxuVo/Hg6dsl/WrF/Oyc2EYKbREU3bKjMI637r3OrJgwXywwxYrp/d8kxIiuJ3QXv58kJULKXGwhspq3EBUuFdhocRiMRJwK7JSKnUJRW41TmTml0hHXr9mzDkmeiiUT67A6OyGFShQqUknLRPckASMZgII2JMaWdq7Mvetz8SZn6qPGWIe6fO1Yw+ZK0uU2K+9l2YmbzunVmYxrz9269pe/93DnRnt41Tnd8FXf4rPK9XVyWUICMabcQqHNpXEa3lNUAAVaFyjFQEM3ZnVkiN5G43yZPMzMnDI0+wwR5BBp3fbr/G/LSKEyomrYNFKKhNFT0BkBmL/Q/NGlwZjkaGy76ZeBdcJgdZVVR3G5H6UHwWKcznQjWrAukmgQVaDEXDmjTOw3fJlb6J0rM+6/AtCEQPYAtxbYq7zXj5P6eOF5W7WqcZprFZlNCipbU4+cX2rkSgSbBqVs8YS+HSC/BjU0m1rjaNcdy8VTlCowpsCEDmKWgwgh4ZXJuXIELRGVAqSICYo+WLpS0VgIJLQP1DGjkQqjYVawbHvaPpGSI0ZBGZv5AgcYL8lsdkBBg8rpYqUylZCoiNWatl1vis7KCCFFQuhwJleaklI0vefk7IzQJxhYpHPbQBquIdL1DcvlCevFMcF7pvUuU3OAVgXtumO9WpFSorYVdtdS3zvn8//nf5G/lqT59X/xuwidpYseyPyX63lP6IW4UhQDEtFJjwprithQxSmOGdqUaDqmheHBTHPaXYCKHO0YdqcWbS0xCdoIlRYOa8W9nYJ16jGSHbqEzhLzW4CC7fl3mzrpR83DK/c3WZdXJhluHB+nJrWJQrYy65dRz+XvMtx5ac/j1rFHUy5jKlGGA25Sf4P1TTBIfX+kUReJiAS00WitMDorETgTBwOSe5lSkpxNGth9tLIYqzNrThiyfps1rTZuOcMpDvCK3Aqjcr1KA/aWRNb/bRmpTcpMNobKaoOSNEgyJ7QeN+I0pOFg/EhVSoNch80F+GDoW4UxBdJruq5HItTTCmM0IhF0oKgEYwMp9CDF5niX2lZjdDWMW6TjfsvHMMk/uqb1MXLnw7h+mZss/GbRCnrQilJdT1jF7ECMm1USbAAbIRFIJoBVhOgJKWTC19JitMZZg1YmRzfdGqcU1pRosYROoZPGiEZHwaScXS8juBQze3eR55ANGt2nzNIQNVEcYmqsCVhT0acehUZHhUTBOpexEmrg7jOGLg01T4loMuTbiGKntFRVyWq1YN10BKfwKHC5p62XROeF9bKhaTu8jzhTDalCT9RZZK7vGoo7/5oHv///AUBc3+fR//TXWJ43EBXB96ybNa33RCXsFBdXvodV09I2NgOBtGY1b7k4WdGtey6erUl7BXZf4VJkVgAzx45NWKVAFbjS8trdCboQnpzMwQr37k7Ym2gm0x0wHmtgf+p45+GUcuJ5fHFC0y9RkhBlSGpQxN6eL9eMzKvqUa+aqzdFYeO822T+xs3+I8bHiqSG23Geq2t/G43MZRzy8vfc3G4bt21DtW0h5LIatX3NL/t8tMmgscxWLygSSifQOmeRrEKrXEvvg+B9IoU+I2KlYERIi1zV7RsBaZDrUEnyjwBqQP0pBG2+F4zUZoINnj8jY4LOshtGM51WgM6S4CES4qj5ZIbZkzYToCxsFtxLib6NnJ+tmduewjq0MjSrBmssR6ZA2+wlaqOH/ixL6AIoT0775Sl4tbPh+mSRq/eGxTM6RVcmsHrhzkcMNURGW68SNuczPj42/24f+VuFmI/mmK3bV53t9gI3ypD6QLNYQNNRaDXkwMEqzVSZnHpCsmVx4IwwnU2opxXltMI5mE0rqmpA7vUeh0ajaVaBs5M1y3NPbCMqGKwoCpX55STlr84wwN7jIHuuNITc8O2x+OBxGpyx1HWNcwXL1Qofc35e6yzFYaxDRcFLysCcgdizcpY3Hr7G3t4OX3/3a3SrOXFoKh3Th3pQse1CpO16+r6/ZF3XBkGjVSSkgCGgrQegl4aT5+docTjjqKoJRVmzWC1ZNmskWkJX5RWTNOsusFytKZ2i0o7V8Rnrs9yf9ez4glVjmPkemTh2C83+zgH39g6oyoooAY1mWlteL0ompUUbODiocr1MFaQUICZqY7i7t4OqDJ32PD1fgU8Yo7EmE55cr0m9zDDd5PC8bG7lz/Jqk+3VSOTVUcz1cZP8xk3n9VGrR8YQajBjL1zh1gObuu7w9PGlY1JGxseGTSPvOkMLDoNjrnKNVLZIXZVKMERSRgmuMEwmFWXlmE2LQZyzoLC5+bZpO5bzlsW8Z7UUmiYhXWREmUJG4ubryTV/yRstI9owd2WpKxHtbcYn2kjlzGYiUx/lCCiJA2VIyqJ1opz0KN1S15qugfUySweklGGQWmeRMOfg7n6FtZbFqme+9KxiQBlNii0pRazSFAWcX5xjXIk2JYWucLpEsUYpIdJlLwE7TIyMiskLcMwfy0tm8pZ0NNmIGmNRagAOCFyqD+fnA5uZe/17V6itpvPNbB7kRVRG1A0/cJnbHvvMXuWhjqi87bBeDTvAUAq4dFevvXa8HX80Bt0bVApobzEpUChFomCg2cZZTW01XewRa1C6ZzIzvPOZOxzeOWD/8CDDvWcOVQSieKRzTIzDSk9oWp48WvDu18949MGKNmpsYUmpoxePYLDiqHuLtZZgAym12BhwMRCjxisFhcP3PZPK8ZnPvsV0Z5cvv/s+z0/OSCniHNw7qBERns8DIaVNvwnKUZQTdnaPMrNEr9BUqOApReNiRIlQl46+X3O6WpOspe8bpoVQuZJlr/DJZBYLW5O2lrC1lodvvI2KWYgxDt9pMoakDf7ic/yHf/rztESWvqcVzbJbMW0UZewJHzzBLuZESZyliFBTecNMDJNdR9rdxZVTQmwpxWOA1bplGQNiLNYodOuxsSPaAmNBx54Ue/re0KkpSyKdhYmOONXgaPDYYYO7rLFsz4/L+XzDXBTZ5Ck2Tt0QXSitt6iO1GadyNa60Zst/XLchGwVJDdmqzH1Nowkm+V8xY9U6soDwtBXJCN59ZAUVnrI8ozrgzGxx6ayM1xYQi6POVgupbM2Xn5tJjhGLEoiqDUoT0oKTY1ImXn1dI9xHm0Cxih2d2ccHM64e2+f/YOKydRSVoayGpDIJNq2o2sD7Spycdrx9NE5j5/MeXa8IgqYoqANmf2EaBDjhj0498ZJn6iURYsmRYU35HrtLcYn2khd5zPJMO9EFlqLiM6UNFZPUFLgC42KLV2TiGH01hLWGvZ3Kvb3SozNTANdWLFuMvlmSmoIpeMmj6t0y67fZTYr0aqkrnZYLxdsIjs1LIxN1+W18VJP4jKje9XsqM3k5sa/vnjMy4W7de+GU9leYB+3P+XSSG0ttO1spn75Ma4cTwYWl+Gj02kQfsTmTy8JceBjQyVmuxXf9/nX+cxnX2c2myDaoEtHL54u9WA0tiqwzqL7jlnheMMdgS6Jcs7zx0skJGIaRBeNRgVBC8TxPBQDvYsMxl7hY05NuSKnuzrfs2pbuphZwetJzc7OjK5t8aEhxDAI9uWtse163nv/m/R9z/nFAlQ2znVZoVWXRTpDz/27d7Clo6gr5ss50yIjpUJoaFcRVxVYZ1gf/16ed29S2RK6EpSQUk+QwLrv8H2P956ispS2pgme3gshGdq+JSZh1fW0x6ecnzzF6oTSYEpwtc2aVfsTuhl0TqNSh8bjDPg+cjJfctp2LL2mspY7E8tuoZgdGVwR6XqhWTUcrxVPY+Rs2dEFTY1FYkTF22kKbebJtd+3az5XDIXcsPTSdiLuMtZ/cZ6/uGYzl+f2368az5uOsKlJDduASmp42+0urZuHunb8qxmVrdeNoeFWdHJ5dMWGHUIyYEEIpLRmUir2Dyt2d6fce3DEnbv77O9PKGuNNgFrBWMBFXP91SqquuDwoODBPc39+3vceTTn3fee8c1Hp5ycr4hJU7lp7kMcdNNiGKjC1AinGFGAt1d9+GQbqc30yBtXkjDkPxOiRtVbUJQ4W6PEoHUixTbLXQ9fbOEUk+mEemowFkQ75uueVdMAmT1d47LhS4m+S1nYy6/xncO6SAjbya5Bs+U7fY1Xp+t3dLws93/do9zOc3+MiP0jhoAKw09GuanB40yiUdqQJBJSQhUKdGTvcMqbb99nd9/h44qERcuEs/mC88WCQMTpgtfu7LNTCMbArLC8rvfBlBRFwbP3nuPbSOlK0oAz21yzjN+72qi8Kq0RnSHei3XLV7/+Ln0Qzpct6CIzuRcVyha5n4uBJUNfOtbrtmG5XABk1GJhmBYT6mmJMx6tP8QYxY//+I/xxp19UHA6v6ByGb0oSiEh0voGYzUS9+n9PbSpKJSjrBPLds3F/IJ132TYLypvFCkRGZBWAovFkrb3+PUSef6Ei8UZzvZonXCmw+oO7SAVBeexZ7Was6sU9aQgGkfEgpuyXkU+OFmQ0DR3j3jnjXuIgWA7JramD5aLpebxyZKTVUtRWZKaIL0bYMg9t5rXL3nK5Tof6zSXBkpt/f26cXnVeCHNuFUXeuHNbzi3baO57QBqddWkjVv19ee+8NoxRXHdeN7w3pszEDeciMoOHi22iOwelDx4fcLD1/e592Cf2c6EwhkS3QCkAPQALRu00LS2WSWAFlNodg7gzWrGzmHJ7GjCV7/+jOfHS6JvKIodXJGjx9Z7QhjAaygUmYF9oxZ7i/HfiJHKMzINOjdjn4oARhUYU4EYurajadaE4HPRTivqqmA6LainFlRAUJjCoC2ghoLgQEWjR9ujLNHDapEI3Rqte/rewyBql2eWbP18nGuB6829V1N8391xvaH3Zc2Tmy748bFv13iqAAQUmU9OqcyOTQKlLUmEKJHSWWZHE954+z67BwViW3xqEFWxvOj44Mkpy8bTeE9dFSgVqV+boZxCYkO1U/DgjSkpweL0gvmqRZsCSf0VH0DG/9XAQzYWfE1uM2h9Q/P0Odo6sHVu9B50wnzKrbbaGJRVm7STqDQwzueCtVIKHzpmu3s8fO0BdSmk+Kvcv3eXn/qpP8aHX/8KX3n369zbm/H4+IzFuuVo/yHOaFrf4ruEKxyFAmJH0pko+WxxwvnyAu1URiAai5DokycqTZTIet2wmC9Zrlc0qwvs4oI+9JSF4IxiWiQKOkgdbYg8b3rOF0vstOZgd5dgK5ItKHYgLi7oZY1PiqdLjzlr2HeOqYapcbRR86yNPFsGml4oSoeWApU0mp5spG4xRa7djl/RtoF6Ibswfo2Q15S8cIQX3+cVYIgXH1dXM3ubt5TtX7YDnSELfhldXzVGL95eNU3XjOeWs3h5HMl7EXbYNxIpBVzhuXNvxme+/5A33t5hd9/gSrC2HXaZS1AZm9LEEFkztPdIj3GKwkIywoHTfMoeoAy4QnPybIn4Fh8irpigVNaTUmqUkc8k1vmsvweUebdTY5BzpyIqy2vAEFJaQIipp+2XoDpmuy7DgjXsH5TMZhVVqTB26IoeWHqF3HeQWfez8TNKZV6+QFZ/DYLWYahbZkaKPL7VaGo0VMN90VsPK0a6oO/8uKwBfFR3/011gm/vjISsLeRRxMuFOSgiW20ytYoGVxkevH7Ig9cPCKyR2GGcIimYr5a0vXDn/tu4uubp8ft87cP3qcsH1A92kNSgrafamXJwt2DvaML6rCHI9egxX2cSQfTA12g0VrvsCImmcCWDBSUNCn4xCfPlCieeELqcK9QKUTmlmJssJYsRRk+MGZIevOf582dIWFL9H0v+8B/+Q7z+xmvEZsn/+GtfYHX3iFnpWDQ9faspnMNYcIVFpYQ4h7IObcEUiunuBJzQhTZLvqeELarcOJvArwPHp8esFgvWTUOhNdFHoo/ZIJMoJWBDg+paujZw0USezRNFEtREM02Oddfz5Pk5z87WTOqK3b0DVsslX/3Ge7iLir39Ah17zp+tuZiX9NGCyWJ4OmU2d20+nvP1kc8eU81j2ngreDJ6a7+QV9ddP9YJybWenyE9vDm0GlJ/1yKpjKe73ftvjOyVt3nZa8eL1pvzqSeWBw9nvPO5I954u2b3QFFWA5qPNNC1KZQ4rCkYm9JTikiSrAYdwTiNspEYe4LqSdpQ1prXXp8xndU8O1xw8uic84tmIIe+pIe7bBrWQPreIJjNG+v4RaQB059RLOOmmzWhWkAoK0EfFjhtKApHWVqK0mBNQNsslW1MQbNOhChIyjQ3SsYWtSFiiwwFazW833YEoi8BErcUVBtHRnFm713gSsoyMSy8jRf2kmNs9ZgoyLo242G5ebJvv3aE7t+qcXLcyIf0mIwpspGF/iUXf1MNQHRiEKnIMG7RJMkULUkGgItKTHYrDu/tUs8cXpYolRut2xBZtD1iCmw5xZQT3HSH5fPIyWLFa3d30ClSFQmlenQJ5QRsZYhNJluNUbDKoTWX6T51qbOljGCLkuAFRcS6rLCbQg9WEwU6Ec5jR4q5qTjbqexcJDL7uFaZt8woICUuLi5Yr+ZUReRg/4A/+GN/kMV8SUzC7/w9P8Sv/9qvooH7h0e0q8i0qihLy3RSUpa5+386neWIUCtMXVJbwXhDQFg1Pd53KIHWR9Ztw8XFBcvlkhgir90/5PzZKT2OEDKwhj5CaKHsBpi942ytmM9XvL/QHB5EfNdx8vQJO3XFmw/u8PqDu5yfW7723oIPnzc8n/eQPH1jkFihtaIyHVr1mX7MREJqb2Uorkccl4+Pq3KMOIZ7g1M50lZB/sw362cLnPHitL4BOKEy6jJt0SQoNYCvRgQel+tv+xiXMRObzRphIEzmqmTF9VBQhsQKwzy6co5sgBuIoMyIBMz1W2N0Fq1Unr2DCZ/6zB0evjGjnmbQRG6stqSokZQBF71XpKhIKa9trQxaG2IMpNRnNn/lSRLQxqCtYGxkOjWUbsJOVbFTOt57/wmrtUfFhA89oybf8CmglRpS0R89PtlGajM78/SNQ9NmDEJKGqty57RSHmM0M+fQqsjNZEpRFDbzoiEYJShdEpNluViwXnlEDErsxlNSKofXecM3m/SBGixJPhXZOrkXjcptutFl8LrGo2yyh9+JMRrTb+N44zV8dIb/tl7yZdw70snoMYpUioxTi4hJlFNDOSFTVkUhKUtMhs5rmg7Oly1H1qGrkmQLxNWcryJNZ5iWNSElEoFi4jh6sMfyTDh9fIGMSCO1nf8fNj2RzaaTRPDeE31DqULmwFMQUqRwBUoifd/liFBbtKTNsQ0KW7qBmDbRdy3r9YroI50XCIG7d+9ijt7i6fvfxLiST332+2n7xL/75X/H6UXLg7099qYTdmYTyqXhYHeXLghRWaqk6fqI94HClRTGMNOOaiacL1c8eX7C8+Mz1uue+WLBarXi/p177ExmnCZDoCboiigdiQqnFaUqAIdK0EtNExLPTwOPlnOceHQbeHin5M2jmtd2FfumYHXqeLKMtF0JuiLaikSFko5KRYzp0BrEBCI9Y9vF9vzazIwxch8MwgvzdtMjdHU6CVwaoRvm+kcBhG5co+PceMnxNq+5/trtepgMmoNc6ly9dFxa3s3t5lTlMtW3ASqJyoq3xFzOUAlUYO+g4I239rj/sGa6EzA2Yq3J9aFUEXphueg5PblgcdHSNikrP0gWXjVGU5QKbROz3YLJjqWc1BldowLORfq2pyw0d97Y5+7RDuXU8NWvPmbVrLFO433OQCTJqcek5HtDmReGPLSAoPE+yyNbmygKh7OWpHPxz9hcB3A2U+3EGIfJo4eIQGFUyfyi4eRkRdsKIg6lLGMclUmUtoyRGsN82dxe/nwr47q67fX74+8f//g31Fy/s2NcRFxuDrdPpeRrzIvscrFp1IAcjiQdsJVisltQ1joTXqIRKQjRslwJZ/OOQAFGE3VkdrjPbHGfi+PnnC9g4nYIcQ06UVSW+68f0S0Ny/MlfZc9ZciGaWOIJXvgaei8B3K6DYNLgcLApKpoYy4SZ5FNwQ31KUFhrKWuSqqq5M7RITEE1qslyA7e73F8csZ8vqAqpxTFc+rqv6OoO6zJ4JH7nw780B9e0HUtEjy+73HW4qzB2ZwVKIoSow11SiitccaQ2Vdyp//93vPmek3Xe3wf8D5grWF35zExeM5/8hSdNDEq/p//7CGpdxTALnZw9IcWDw19VHRdYqIUB0XFTu3YdYJqz5lZxcHUYcIa0KSiRHRBVA6dMj+gVTmKFKWJQ0HnVvNG5AUjNUbxarg/3o7RTT7u1tzkcqNX6uWURC/2Z33racmX3b96IVefMGY8Rgh6JiEfRBrHax5TmuR9cNw9RCLWWmLs0TZw7/4uD9+csrMf0bZHG4PRNTE41it4/OEJjx+d8eTROc060XdDiWPY17QGoUeZyHSnZOeg5uj+Pnfu7eEKB1EoraVwCus6irLkM597gLEOHz/g8YeLLAiqBwFwzSYFeJvxiTZSsvFwB6ilWIIPtE1E6wgYqtJQuWJgklAgBsRgtCXLNWQjJFFYrhPPny2YX/QoShCTOf907oofW+EEiAMtvVJsyW5sG6iPN6lfNEpbOeUXnnd7a7OZCFe8sO9WTYvBcI9d5x8DTiF59ir0sPhyyjZ/AhFtEpNZwf7hhKLMlFeiDCE62lZzfLLAR8vbn/sss/0ZyQo7xSGT0wXPHl/QrAvkcDc3DasGQZjsVRzcnVHWhv5chmba/PluN4FuSGNTTtflNEukcobXXrvH0b3XePz8jG98+DhD1smCb3VdE0NGhKokpN6zXixo12tEhIP9XVJRED3cOXrAj/6+H+YLv/wQ3664f++Qvd09yrpiuW557Y23sNrzv/2v/z/+/b/7X3j26AMKldipS47297l//z57uwcoY3BFybQoMEO020ni0bOnfPPRI5bLFcfPT6mrit/3wz/C3aM7/Mff+N/4X/6nf8/3feb3su4jnZzz1pFhr0ykqiYo6FNAUo9DY8oaH2WQvE84ErVTFFYQnfvM9ieK4FtWkpBUIpKbkbMDYoFyWDwJVLeZk68yVKNk+o3TZyvNtpmRV2qsL97/OOPjPv/Wx92qCoxR0TYV0vbtJUKR4febPowc/WgjJAlMZ5a7Dyr2jhRF1aJ0pCwmGDVltYo8+uCEL/6nb/Ds6ZxmBc7sgLjNe2VMacJHg/eBk+MG3l8x2V3w4OGKdz59j/t3d1B6CZIzViH2lHXBm2/f4WLZc3yyoG0CKAPK5zYe1PeGVMflxARQWRaDTNwJffYio0NVGnEGazRi7QahFb2Q0KQo9F3g+emS+aJHkkVph8r8Bmya6hhMhEpkSQ4u02dqe9J8C5HPcA035tA2KU19899fNtTlBN+cyXfFQF3z/K6+4+0PIgbZUsYdV60CjNXUs4rpXo22ECVgdEkMlrYVnJvxAz/wGd783KeJpidoz9ILxlQU5R5JJqzXhrq2mCIz2GsjKAdJxeytaj2AZGQAEAw8ZDnPy+iEGK1xzlIWsL8zY1IVpNBjyIJvsWsJIdAsG1JM+OCJfU+MAWM0ZeHYmU3RKZKSsFr3LNennL3zDpW19OsldVmjVUFZ73LvwV0Ojh7Q+Z4f/rEfR2zB//rv/788ff89TuZrTk4XvP/hM/YPDjnYP6SsKwp07u+ylmQUz05Pefr0hKZt2d3b57Of/gx3794jxkCTBDXbZaELmsLQpsCFFvzE8P9n709jLcvO80zwWdMeznSHmCMyck5OIiWKIiXSsiZLlqosu9q2qgoooNw22kY3DFqALcAwDBiGBxgC/Mf9o2V3o1CQjEILLqvaKrdVLkFDlaiBpGTSlMRZTJI5RcZ8hzPtYU39Y6197rmRN5KRTNKuNHsFbtzhnLP3Pvustb7p/d43VCP6bKQkjgrobBLrK1SkLjSlHlCtGhsFuqrYnSqaxYq26/FqhDETJCrdUa+IlCBMAh1x0vAOnDIIp6Z6fO30P5P9n0xPxcDMmbxJyYPHFRvi09fM5wdBCq951lmL8MTRFDnS2SzdvLYHMEcOhk65pmed//R1nBjph65jkdOJ0aGN5PzFKecvjhmNI7pwCCEzz2Xg5o0D/uiLL/HqjfsIKpQs8C5LccShwT+l2o2aEGWNiwHbW+7f6Tk+uk2z6hHfdo1zu5FiJCgMKAP9uqWsDBcv7nLhwh7L+Z0U2ceYI3xw3wrpvqHwjEweWuKhSr01NkSis8Q+4qpIWRSYwlAahVUZZOGT6q7tLM265WjZElCpHyZmjnQlMzQTEkgzwSbjaxIAA4BCsh29JATYybNe10hspbmGMH54eaL4Dznc5zWz+ky4eIR4Jh/+Ji/HdvQ39CYN6c3tp26PQLrf+VUnT4qpy38DrM2rdMv323hoUqaGPkR2MlxEmJT+sdojvM1ilOmua6UpTE1hCmTsCA6kNHQ+oerOXzzPU29/O8WsYNk5bID+fsduHBP2H2MuC9xqxbm45pIOFEQKlQQLO2sREbyOWGeJEYyDWhYgPFGD1S1RJW9QxJooS5a246s37mJuH3G8WKJjQNhAsDZJtIuAlGBMBoAEwWKxxNqO8XgMUtE0Ld4GVFC0a8u5vSvctbc5PG6px7u4KNg7vwfSUY8MqPO85zu/k7LUvPClL7K4f8C9m3d45YUXuHHji0zGJfXIUBejxFcYAlIpfEw9W09ce4Knn36Gnb1dQoyIoqKe7PPMu7+d1hcoJzB+h4PmmDujkqkcE4yitw2lErggEV3DSEYuzcZcmo65cHGXqBU9ienlwvnz6KpkcveAcHPB/d7Rx4agLL3Q9FT4WBFjh5SWICIyp3o3E2aoswzzakg5nunBxc1z0zoYprc8FT3FOLicD7hOZ6zJ1xgNBCJKNnIb+fcN0VAcmO7Tfd7mYxn2hfRzTOnTLadWbuUcxNa73DjGm+sXQxn81D6yXWQQCEIsiL6nqhz7FwyzXYnWPvV6Bo3vYTmfc+PGXW68uqTtYXe3QArFcr5K6gDeICnwDqQwOEdSzaZMqr10uL7jy198hdjB+9//FNOdSOuOk7aajgjds7OnOHeh4tUbEtuS1Q0kJiOpH2W8pY2URMBGij0mSo6YhPKiBxcEbQg419FKh9YaLfuELHFhI/rlnaNrLVFmGh5IQnCEpKWT00AJ0KDPRP+kMaTottN/JxPt5HWvNSZDHWYwECKKzeLZHDWnApL3d5KyeDDFcXLY0/WxdOat1S8GLy+nYYTITHfiZJNgi1qJk5RLFGyaodPHEBgALFtXc5Iwz9+G1NkmqssoQIlGCIcTDmU8SkeMNklvynmESM2E3nm0Shu+lAbQFCPN5ccuM56V9NEihMS1AbHwTNSU/vwO9+2CI3dMaFdcnpXo3oF0iKiICIwJWN3jCkEhDaZ16KDoYwQjcUXEhRYlK4KLuJhIZ+3CIkKTFGaDQ4RUtwwxJH67jCzTRqF1BQKapsPFSNNbjhYLVkcr9mfn+OrzL/LOt30b+/tXsK6n7SP1eMKgHyUklEXBtWvXECTk3L16wtueeRf+/Y4vff4zvPziF1ivD1j2DlPOCD4wMSVPXHuMq1evcu7CRcpRjQ0eFwMHR3MEJe/5jvciRxN+++O/R+wUtdnnxvGSub3LU89dRQuwXU8Xx5SFYWIcj+1XPHVtj71pgZICLSEGj9GgdsZYFLfncNT1IFuCjLiocLEmRo3wh6i4zoqzA0r39AwafoxEZBbc207Dko3GyfzPL5Jx0wJARtNFTo4ltg/+wDiVCxhSjxGI8gSsQCIrTlLocePcZQwnJ1c1AD8SGauPkcHFTetgqGufjvLE1vre/C+ySvWwfrZuURSpBS+9ziCVpxrBdAdMmeahFnVK5XlF2xxxcHjIupOYesTFa3tcvDBldbzixkv3WRwuEL5GyyKlq0XqEfRWEWOLkB2FDrSN5MZLDdPpPerdGecuS3ywCAneL1GFZjJV1LXBtRFyfCszN+ejjLe0kdo0lL5OkdP7gHMeiUNKh5LZa/Yxc/cl9myiZJiLJxs0p2fs1vJ4yBU95G/x9EvOfPkDPmK2ZeKB3zde49c465ljSCmKLcM35O3PaBbO2bZT5zgrofnQkSO112sMJl+DUgaERxWS2aRkt6oYFSNsFzieBywdnV2x6taMKUAbvPDIUcX+5AK7Fy7gosEGjQsFx0tLT2RlJIsYWUbAB9Yu0jtFFSAGQewDRAejnnKq2N3bZTqaEpeW9e0FTQNBFUg1hTZAH9DRn/jjwUNMX97ZRPiSEX5RRLQ+cWqUctTVCK0K+r7nlVduMJ/PCb2nLiua2w3/y//6Szx27Tpvf/vbefa5J5lOd6jrCSH0dJ0lCEFZGq5dv06pDb+7+F0+/+kv8swTz/Lj/8VP0K7v89JLf8Rq3VFUUybjMZNqRFWUaJXIaXtnQQiCd3hrESIwnY5434c+xPFqxWc+/Rlm1YiDm3M+/8WvYGNLNSmRekQMNU03Z1aV7O/vsz8bU8seExqMC+gIbe/A7KC1oSorlOhQ0aMk6JjEGnVw6OBQwRHQp+bTdhrsdcdmHYmz/vjgLDs13x6cf6cO+5BsxxDRbIzSw+bzJooaFu3pc59K5X0j0u+Dcco/S5kaa6ezismsQmuJzCAcKXVC2XmHDx0Rjy4U587v8vZ3PEmwlnP7d3j+Cy9zeLcFH+gaR8haeQm9LBFR0Xc9StQ0jeerX7nF3iXLbG+XsgiAxboEbhqNK0bjkmZpSdmUgA+C+K3QJ7X9IZ9ZbI0gZML5D1FIDCkqMloRfNj0ASTBxEG8a4gqeN201yOPKPOcfXCrf3PjUQzH9pnE1vfB79v0eTzw9Y24zOE8w1IdIOZD7WowXFKIlAJRkp1zM564vsvFnTEjU+Ed3L5zj5dv3sDGBhsdTtTZQw6UlWK2P8Hj6a0jimTYjg5hsWo57nuOQ6AJLVMlMNWYpo/smAoVSo7vv4ouIvtXZlx95hrj87uU9QjVSW5/+Q43XjnmMGpkqKlcoPIrBAk0E0Ki4uptS3AWQaTtW/quw4ek4FwUSbolBA9YbO8xpkh9TVLTdz2iiBwc3cWYAn/T8dUXvsLd+7f5vu//Y4xGU7rGUZSGQmt6Il3foURk7/x5rj3xJB//6O/z87/wP/OB73wvP/rDf5x3v/dDoCBkEAo+4LueYJPIoxCCUgrCYkG7WjIelVi7Zt3Mef8H3sv9u3cYKcO183s8+fjV1MukI2G5JGJA1kSZGA2OjxZE1bBXBowKGDyrZsV8DTePBctlg5Ia6QIiJpCFDh4lJDJ6iOF05MRrjcZrZ/CbmJNnACfOov56WKZkUK993V5CcdrlPOu5r9cw/0bG0KuVltWQDuxB9NR1RVUbUl03K4xHh1Qls50p1x+/yqq7z/HxPdrmCK09o2lNWVwhRsfn+xdZHKxRhcFHECGVHNIosnNmMKrE9o4v/9Fdnnhqn4sXU5uP96k2awrFaFxxbFyucSmIImW+HmG8pY0UnD0BTo2N6CAMTb4RSYypiBtjbsgNWwaKIRsmNtHEZoOPb3Tv3vaohhe/uUU4BFSnoqwzjOi2o7kdEQ3RpxCn799rF84bfrOvvdbsSGzu7NZFbrNdR5l6iHb2S/YvTBlXAiM9WhZQ7GBVw2K9wIUAsUArg1AKcAS3JPgCEUf4IFnPG9ZHC5btgsZ3RCWpTWRvXLE7qdCixSM5OjxguTrmscev8OTT55hentCIjqgto70pF8V5FiFweNsiOkfZQeUiXtikpBs8InqMBIok4yEEFKVBmTrPr/Q++z6yXjdAaojUpqAoSi5cusRycZRAHAjWzRIQ/P4f/j7/6hf/FX/l//Z/ZWcyRoqK3nWYkcLa1CDZtR2zvfM89dw7+fznXuYTn/oCTz/7HN/x3negTCREj0agTZJCsaGl61N6TSHxfY9tGsq6xBjB4dFdLj/2BD/2Yz/CuckuI6kptGTVLmldy0c+8Wk+8rt/SIwC7wVffekm8UKNGsNOXRKUIwhJNIb53HProOV47QhUEBOTiMxp4hglIQ5ko2cDvF+zrrdzXF/vXOT0nD8rwn94jxSbuhBfw7icZZRONdpvELBvbpxC0Q7nFI4QLdrUGJ3WSBzc7eQjMptNefppw6JxdN0dougQ0iGVwJSWK9em3LldsV6tEVYjXQTpQYZcnkiq11KUdK0nBsW92yvu3uzZ3TGowkDs8N4hhKCqdGJU94GhJBIHNp2vMd7SRupRwuWThwdQQMZsRYkQpCgKQRABkemUIPclbFuB7QQwb8Sc5Bhiy2K81nM7+fujMT0MRvShbza9BzjFoiSGQq2Qm8jyJLo6ewE/7AIeOUuxVVfbjvgiJ+eXQqK0RBuBLiQRz3w5R3hHWYwoqgmXr56De571smVxv2N3v6AYKYLtaOd38bYFMcLagv6oQbtjdoSlUh5RGUwl2ZtodoxlYmrWR0e8eOMlVCV46snHOL8z497BXe4s71DODPo8FKMCU4NSPdGtMJ3F+IREc7andz1KK2a7MwKRO/fupkWpkjZUWY5ACJRMzCVKLzk6Pma9WNC0HePRhMuXL/PEU09y585N2nWLILVHdG3Pv/rF/w9Xrlzlv/6v/muit8jK0LbrxE4NzJcrhC74jvd9N7YrkEj2Lj6OFRW7+zOOlwdJej5EpAZdBLy1uGgJ3tM1Lb7vqSYVly7s8+wzTyKKmuhheX/O3YMFRkl613Px2hV+4Hu/n6YL/Mb//ivE0Q73j1r2ZhMm0xErPaKLLUYEFtJwa9VxsPasenCSxCEofEr1IPBC4YTBD0Ckr2Esvta6OP3c187Xk5l3ejxqP9+Q3h2wRg8eaeNsZdd2U3sd/v4Ia/vh71ecXkAPvca8L0hBatsYOCITFZFUChVT/5yQgtFYsren2D9XM5uVaBPxoUFqz86e4dKVHQ7urzi445IE0imqN4OzkbJMsjlSamxf8PKLR1x/fEStFVJohOiT0rkKmdw71ZcFcCam64zxljZSwKlJMPx+euQc6mCgRAo1QwhIThBmEkEQ4hTlYRwa5obDMNzXs3N/SXL+NdN34zHEIeWYKVtOnnuWxXmE8eCkfTDbKbaYyjeGatgQ0gXJzL4xFGpPXb84e2Wchf14vesTQyQVTzw+ASipGBovh1x1DOlxpQr61tGsFuzslUx3Z7S2Z3W8ZH53xaycIERAaYvzHW69AKHxUVNGwaUpVKLCe4UoFahApR1l9MTecu/+XdbdkmtPPMO5/T3mt1e88spN1FQynU6oY0nT9Rwf3yeGSKl69kcSypp1hDB3LJct5bhGCFguljjXI5RktV6xWjcIuWQymSGE2ERP0+mMrruPD5Gm67h/eMhkNubqY9dx1nJ8eETb9EzKCfOjBf/if/wXvOMd7+L97/8evLUUo4LV+pjFco7tHUqNcB6mu+cRCL760qt84fkv8J//mT/B7t45ju7epbOWSVEROos2BSJGmnZN1zVIBKUxPPfsM9R1yXHTAp7JZIRf9xCg0JrFsqGeSH74j383n/7Eb7NcLKmrgpfvrbGqYEFgOh5huxV37665cWixaFAJzaaV2KwlHwK9BKdKLAoZw5maTifTMDtQD0y7hzlTgwN3sjcMkzYxwp/ouj18nILBiy3whDgBOmwqTlvrfjhnyCKYD45trbbBSXu9a0l7CmnP2n6dEBnQIBJKU4jM1p9bKfIiTZGfQqsiHSNHtN571usjpGq4em2Xy5f2KQsNeKJMqfPZ7oiqKkG0uWYfiNGl/SwopDQ41yB1R0IRa+ZHlvXKoyoByNwEHxDSU5SSzocsEefwjyjj85Y3Uo82tnZoEgrN+zDs2CdMBw+slAFRN4xhkTyiA/CGx4PNhg+LFIcU5LBi89t47fPiUAfKr4onAm9SDGSXp4/1Zq//1HuJr5Xz2N5oEs1kWu5JADTSrjsWhw07VcFyvuLe7SOaleK56T77O+eIXaBbtTTzNZPRLloYmvUCqUEoQaEUVaERpcFYS6VrQrS42BOdBwKL4znzoyWPXX+cq1cuM78z5/nPvMR8seRd3/4ce3EHjgS3Xr3FvTtzRL1LWRdMK4Ozina5RijJaDwmEFnMlxRlyeXLVwnAYrHg4OCQ+weHHB4eMx5PqMqa0WhEVY3Y3Q00TYtSitVqxVe+8lXe8c7nqEZjbt+5R4gBEeHixQvcv3Of//f/8D/w3DNvY7YzxfY96+WK1XxJYSrWi4YXXnyZX/yf/798//f/AL/7u7/DKze+gqnhz/+5P01vA9JD1/cURUlwjmg03aLHeo+pSiSSyXSGj5HZdEJdBrp5i9rfwfaBVdMRpaJtVlw8P+OZp67zh5/9HC5A6yOHjWN6f8XOrMbZNYvlkq5NCtWFKtEIYuxQOCoFRmUEpGBD//Uoc+pbezyQGnxImSNGQd9byrqgbyPBp6jFWo/REkXWxcNiSs+lSyOUPM/e7jm0EnS9Q6pAUWiElISogQpIURHSJzHzqJPTrXqEXGDKCVCynHccHa6opztJuSD41ONYF5iipW/ynivUI4NGvjWM1GCctrbFRMux5XXBqTzBSR0qbiKg9JSvhfB7zclf528PJtvyb+LRFudW5ejMsww9SeQExCZaYsvTZEhTPPoQZ+YaTx47uVdsangPy1aka0mErSIEFocrXlysGGtDc7xmuWxw/YL9/Tm7F8bs7e2wlMccrY7Qc8lsNsZ7jZQSHzzBO7QKKO3pgyf2Hb5vGVUGISSHRwsWi47Z+CJXLz6OW1me//yXuH3rCOED9168j1065t2Kr9y7w8ppqsmIG4dH3J2vOGwF887hvEMpnWXdYWc84cLFi4QI88UcIQxt71iuVjjvWa3XSKUxBsqqpmm7RE1kDKt1y/NfeZH9c3uUVYlTgklVs7d7jssXLvLiyy/wP/3Cv+S//Qv/LQf37xKFp286ooMYDM89+yzf/d3fzUsvvcTTb3uaeiJ58oknsZ3l8P4h1y5eol8vKYsyNfdmkEkgJg42BO2q4cozT2MBIQ1xN6IomN8/4qMf+11WveX8hQm9NTz51OP8+z/8NCFaeh9RpqBpLPPjQ3ZnNTjPRPuk1KtUIj6VSTq8lIKpFsjO0dChhD9zBp9dJ/3WNljbaGbxsA1eCLSqCaHh6GhF01gmswqUQAqdSbg9SsN0Via5G18jhUqKA1rTdGuULEmCiQWCIru6brNFxhjRWrJ/YYIXK/p+TmjHWFfSd4GNhHwMCBmpKoMpJEIkRzGxjvz/jdTWyMiCLK2Q0lyDMdhuuzv5aSNfGONmQggpt573jTVScGKctutDZ6YCHtz1Iw+/nCGa2moy3qD5OM2s/KhDiNee7sF0h9g86RHvU/QE52iPG1ad5X4XkUFTFhPaObzywm2EusCFq2O8VNy7f0hzq2W3OU9d1wgRiKS8d+qzcvShRUZPSWDdQbNoaNaBnZ0r7M4usrrf89IfPc+Lf/QVQtQUUfPCl16gfGnMwjnmStFPx9y+23BntWLtPVEVlJMJe+PxRhbeOovzkXv3DlkslvR9YjuZzXYJ2cHpe8vxfM5stsN4NKYoClarJklulDU+SO7fP2Jnlh67d3Cfw8NDHrv8GLu7M37t13+F2WzC9/yx99HZNcE6gtCU5Zhzexf5K3/lL/LVF17il3/t3/K2d76Nvb09jg+Ocb3HWUdZ1KyaJZKA95HeW9ASowra1vH5z3yByYVLVLMJi+UC5QU6dKzXi5RGknC0mIPsmOzu4InMj46ZTqc0iwXGa65f2mFnrKiKionxSBGJJBkRrQREhwoBHTTNgaeRHQqbFQXOmmcPGKg3suz+Uxu54LTZMR4SSREhBoVzcHiw4vbNA6azi1RllQwREURAKZHY/mVAFQV4g/PJsS2KEtvDet1je4n3hhgGJG7EZ529qi547u2XKMZjbty4we1XyIwtCu9TGtJ7h3PkOm1yVpJCctbqe4TxljZSqaH1BDB3wkKcU2aIrRSfJ0MJ0nwXOeUlh+ZVkRvt8loQYpPq27YJr+vFwKZRleFIb8AGbAzUxlidYQzy37Z1cl6bgoyb/09YpE/OERmM8NYm8FBRxbOKzmLjUQ0PnyL13IBOso7SA9d++tjpcSkjMXiCixhfoBMuDYWhXXfcuXXAaGqY7it0rdCVoll1sFwTqNDGgEhIJpwD6fEmAg7jHM39I+zacWHvKns7F8FqXvj8l7nx/KuENmB1h5aJOb9ZtKhihFAlHRW3FyuWokBVhtFohNYKHzPzhpAoXWBMmSDkfs7h4RFISVGXjEYTAIx2dH1P3/coqSmKasM0HSN0nWU2HWF7S+ctZVXTrhtu3HyVi+cuE4Xgf/lf/y2PP3mV/fM7VMWIO/cO2JkV7EwVUmnGkxEXzu3RtMc8/8XPQt/z+GOPE71n3feURQnBIUNEG0Nd14TgAMW1xx5nvVxxOD9m2axpjlfUeoKIhul0h/1RgZc9yMjzn/xDFsuG4/mC5XLBhZ0JI0bQai5ducL5/ZpKtCgREELlzTRrVUVwveLeukFLj8TnlvkH57nYfP+646et0vHgL22AD2dn0k/maXzt38563lnfTznFp0ij38g4fbSBsIAMekgb/AMrKpMBhABGV3i75KUX7zDbKanKMjE9qAKRa0sheKSMBG8h9khZoERBbz3zoyV3bx2zXlmgJGGiIcgIwaaVHWC2M+LJ52acOz/iy9Ux926t0Tpdl5ACrQ3eA9GByKAtkejHviXSfV5UROERWBCeIHxmatAICgQGISxG9IlwMfQIETA6NUTKvF1rWWCto48K6yPRRzYQikTXnNAxUibvIG9Og1xFolACEYZVIXK0Av7RPoc04pB+zFHO8DdOUmfDtAxb9i+KB4KrOCyTQFT5p6EJj9TAHLY2gcFAifxeNgFa1ns5nYpM9C+w7RQMHGkgQmY6DpGAJ+DS/Ygy0cgIASFpQ8UY0ncFXkGpC6RXaAuFFygFIXQge7pVy+GrB+ztFDz2zHlG5yfcdHfRRqGES56eUgilQWgQEelapJQ0TeT+ceDy+Utcu/4kWMdLX/kKLz7/Am4pqdR5VOzobCBESUUBvUAZwd1mxXEpELqk7AXNvCGqFFUTQSpJYQrKomI0GqGUYnd3l1XTYLuU1lBSYXJTq3OO9bJBa4MUiq7rEC5Q1XVC4glFDLk2oAuikNydH1MWNUTFRz72cX78x/80be/5wpdvsbfnsWLMzmyHV2++yHJxSKE8fn6P8yPDjnLY9RKha5ZNoK7qxFjioCIiFcztktGoIvYCgqdfH+NjwAZF6EsUY1RoQARMucvtO3Oa1uOjZD5fsFqvcewTjeJo3fI973sXb7+0T1wfUmlNoQJSeJxr8EGwjgWmKFD1FKdaUIk/U26n1RkmeshigeT00+mRltuJQzesGyWS7qsMw+KBjcGIJ+vqoUvxgXUbSVwXmzXDoBOWHcbUa0AMgYgn9RNFwKdXbAT/QEpxcvzBw95awSd0TvmxCD5kx1sMzDUp9RaCTxy9WZkjNY1Hoo3EWHP3RsdLVctIB8rrNWYUiVhUPr4IIFUkhhVCWIIvaI4Vh7ckx/cC3XpNsB3RjRAyoHRHVB1CG4KoaZsWo85x9coupYKvlEuKqqGoduhsTL2nwSAxiNCiJESvCPFswrazxlvaSKXPL57MaDEYFCAkFmARerzu0YWiqjVlqahKTV2WmfU6Ganeeuado+0cfZcgut6DCBJCQtYMXthm/m6H20Pt5VTY9fAMxVnNfGLr60zknthOSG79sAl2knsYH/hzFENktdWRkg90VuE6GbqTC9hOP7JJ9Q3HOok+hwhKkBZuIGYy3vy5QGa2iPn4J18JsiuQIdUuZIwE1ydeN5N0nNbLNUf35uxcGLO7u8eF8xdoO5v6LyQIGbMMQFLyFUElWisKzl+4yuXLlxBG8cqLX+WrL36Zzjq0ngIKGTyKgESD1nihaERAVAZlJCGAlpqyKAn6hOJKKUVVVYzH400KRkqZoypHDOk+FIWhrtNy67qOQSByYKQgBJxNfVZKJa/ZOYf3Fq0gREnbd3ziU5/iPd/5XaxWHRHN0aLhy1/+KpcvX+Czn/8ML734Vc7tTijHkv3Lj2MEOOvwvkdITbAOEZKUSBTJI5+Ma+ZHx1wa7XM4X1LXBu87yrLicOHp+0AQLffn99i9mNKU0hhCs8aUFTFYDo5SzcsH+OQf/hHnv/ttXJ1NwfaURuP7hlIKrBBoEbLTJ9Lu+pBVciLNluuqZy+kzZwfnDmGeba1Zk5+EGcvyO35f4YBO0lcnF6321HUhrGGyAkh8fYRTm8ZwytPorqt9Eh+LG6yEoGkXj1kg0LKrW1ImLKBI6KlADQ+VNjO8/ILBzjrcNbx2BN7mNJADGhdpMN5hxARicJ2guP7jluvLJkf9MgokQxIRZXVCVI9v7c9q3WDt55qLLhwYUQI59FFiZQpe6WNxjmFDynySu83rffwrRBJIbrNXBBCZQ/FE4JDyoDRmqqUVGVFVWvqUUFdFxRGU6gswYHEKEPvAqXt6V1IUVXrWS87+tbjbSD4AFEjZSr4hfAGZCgevGxxum/ipH7zf7QhttIj2wCLN3axj/JsEXMkGmNOCYgsOhoQKhG0uuhYrJfcuXeIrmvKakTnViitiXnTk+okFelFel2vPNPJBFkYbty+xYs3b9AR2LtyEbc2NMcrsJEiCKRUOKNZGM2q1ngFF2e7FMWI43uHHC8Xmdk4wXhjjIzHY0ajEVJKiiJRHkkpKcoC5/3meUVRUFUVdV3TNA1tmxB+kDxgaz1CJuoaIaDretbrhqr0TKcGKSVHRwf8d//d/4unnn47Tz31dippuPHqDe7fv8tv/9ZvsV4ecqcuEE9cY/xdH8Cj8dbhvKUsS/AdSkbGoxLBmN5KVGi5/epNdnYuMplOGe0Krl6fEO0eozry/PNf5N7dO4xmBc61vHrjBbSMFMZAjCijWDdrbty4he/3ces1f/TlERfe9068d2gnwUu00slwEym0oC41daloVo/G4faf4njUHiqEA9GdKCZuVBgeNIgx7VUiASWMrmnWK778/KvMF8fcvHmeC5cm7O2Pmc7GFEU2ASLQtT337sz56vNHvPryktXSI0WZIjNXpuxLNBAqBIYY0hoIMclvFIXh4sULBMBhCSHxbMYY6PuURSC7jRGfWVi+9nhLGykhLMm6i+RKx0jwPskcl5rxVLMzq6kriVJQFBpjBAKXQBAyd8DrgIqeUjqKWiJICBWjAmvladYR26UenhBjzs6+0Rzzg9f+gEf2sJDrP+YQZOLZrT99Hdf5qHcqdaNn8UGRJDHQEV1IynpMUYCuS1bWce94znjkCd5jyhIpIkom+yE20XVClymV5K/vHx6wXB4z2p0wGu0wVufoV5IQobnXUHkFUrHUkvsF3AodSk+w85ZFP8dKiSoNWqmEJvQe5xzOOVarVUY8pSWlVKrFGGMIIeCzsQIYjUYZTNHjvc+p45B5JpOchzGaqipp21TH6rqeqqqQQnDv3l2Ojlbs7l5gJ38+d+7c4tbt2xjpaRZHvPvZZwlqTOg7onPEviOGLinPmZRJQILsCqIquHf7Hp/3n+WDP/zHKSeOcjrDdSOMqfnE7/8en/vS53nf+99N0yw5OLiLVAVFYWiaBiUMo3qC6xvuHyzo15pPfvoLXL50nvOzCfSggqLMoZCUKvH4CZcYt9/kWnqrj21D9XAJDgeiP4k8h6iQvPcxfIGQaihfoVSZ0tOi4OBew/Hhi+zsjdjdHbGzO2W2M01NtsGxXLTcubXi4J7DdgUi1NnYxcz55yEWOVVqiJmfz/kkJ4/UFEWBiy7xTEZPJEnZ912P85aBGDtG/60BnACbv2tklMTg0EpRTWpms4LprGRUm7RpEdAmpYRi8Dm83oK/CgfCImREScNISYwsmUwK1gvHMssqe+szwOLN37pTiLhNuP9/sLHJDp5KbLyhQzzKs2UUm2LqINERZURqST0Zs3dhQlGCqiW+Eqw6iw0rJqNUY1Gk14oYNjUzJWTOFAka2yFExNQlu/u7hDZCV+EIrFxH5p7HIVlIuKMjcynxx3MuTfbZO3+Rm+s5y+UyRUa5SXGInmKMHBwcYK1ltVpRjcaEmBorlVI5UrK0bbuJqmazGfP5HOdS+guSkq5zPh+3YjYTzI+XLJerlB5UkdlsxmLR8qlPfZLv+4EfRktNjIG6rmiWh9RG88zb38WyD0jnMcEjg8WtVkQlCFWFGY+p1AShS7TSrKvIv/qF/4nPP/9pvueH3su690h1kc997hb/8l/+jxwcP88rN7/M/u5F5seHjCYzpEzgCxElRivqaky3XnF0vObg7i2s+02evHaF6xd3efLaLjsjQak1SI1UIDLLS/KuvzUN1YMG6uER1XZ6POe3B8q3GJPxign2HXySj08RldrU5/ES5y2H9zyH944xxQqj76J0xAdH8JKulcg4JYYyC8MGvO9B+LSPRgnRINDE6LC2I4QOrVONzvmAz6wsA4o4xoB1Ljtpmf9v03rwtcdb2kgJETIL9cBgHqkrzXRq2NktGI0kSkLK7UqUVonlwKfvUg4d36kArpGp/uDTB1KNTJJEFgotJMc0rHxHdIoo0sIKIX0YQ71n030eM7DgjDn3YNNr+uFh73Hoa9qGnJ795DM774dMYmQLwBc392sbKLF9viF8Elu1gE26b3jNgIYcagKnFliqzUQhc50ww0FilvWQp5+npUB4R+K7ixD9xlAJIxnNauqRximH04LMbIVUKq/TYYGfSCkEBM55XI54yrpIvHo61SJ9gMY1NLajCAErNL3WHMXAgQ/MvWCqCxbHC+4fHLIoAoUpKUwBsKkpaa0pyxJr7SaN5yMYU2UZb7+Juqy1m9cZY9Ba0/ctSulUMM+fo/cBpZLDPJsgCwABAABJREFUJITaRFSyVCwWx9T1Dq++eoPPfOYzvOfbvo2dnRkXLp7n+cNbTOopFy9fIiqBD0DvmNUly8NVEgaNqd7VA1IZxqMp5/YLVqs1X/zCF/juH/p21usFupjw5S9/iZu3XsXFFTdefpnVvGE5X2DKmqIwKKUwuqQyBUoptFAc9z2irPnyjft8+YVXmZaK7/6Ot/Hedz/Jhb0xOnpskHmPjZu5O+i4nb1Rb6pOm8e/aQKeIq3roW64OdfXaUe32zKGmmXM6+DBHszNubZeF4fmV4okLRM1InOPKinxWAQyf7YeHzp8TOAvITREnVJrsUzGxYeE6rOCpvMIGQCDEAZFBbHGO1CFJMY+O+8Qo0XKiHCK6BOQzBSSEG2qAyfh6pShyrUr7yPOhVyTTr1Ywzp91PHWNlIxI/Aym3JRSCbTkunUUNeKssiTwZOh5gXBge0DQSSIpBICr9LPSIOMGiFdSjUFwAjMtKDQJm2w3hPWAetP0/Wf2ujz980aehNO4raRGg4mMkJhezGfRSNzsl1nDyyv85NibHpdFOLMS9ycV2y/hcGoxc2bfAArkq/hZJEhxEYr6zU3Iz9v0NCSOcU+aE0FEfB4oo7IQiJkciSESGKISE4MboJs5OvIBVpJeo1SaKMxxUmDYVTgQ+LaC0qxipKVhGMiPSovPIHUiqoqoBJURUVdJIM0RESj0SizncNyucRaS+8844mmqgxlWeKco+s6vPd0XYfKKUOlNCcaZCf3RwiR6lURtDYQbVrw3oKQOO8YjUd85SvPs14u+LZ3vp1v//b3sDq+B95ytLjP/u4u40qjdc1qvaScTbFtmyQWkIxmIzrrcD4yGk8oy4qmXVNWSbTu4P5tVqsFUqSodG93F5HJmCWKtu1YNz1K9xTnzjEqkxxI0za0NtBLAV7z6sExv/bRP+Crr7zCH/vAe3jq+nXaVc+qd8ScmtpMmngyu8TWXD61Hh4y77eeRGrWf7SF9+DzzmJFZ0B8P+LYdvSGtfqa3qbNunuE80eTywwKETQxR1LO2RMvFAciabERfT6XS/XzbCSyklX6P6TUeBLoFIigiLGAqFAKfOgoKkdVRKxd060W2aEfIb0iyoDWEalSe48PkIiDE0gieHA2YPuAdylQiIPi9mmv+XXHW9tIBYMEfLRILZjNanZmFUUp0o1HoKQmeOh7T+ctfe/pmz5rSUm0kmitkFogdWKMrkeGotZEHM4luGZZKmbTihiSp+JW6RqUUhuo9ltviNP0SGctpG9SBnKA2G6ixEwFtP14yCggLxJUPajUhK1N4lyMfkAJhVxPFgmxhiQIkVoSyJu9EGitU4NpjAgRUSKrHQtBMIZWaY4LyTpGRNSYDKhqg8f5jtZaViwZV6mm5L2nrmuqqgLIqD6T0oGb8+Tz5iihH3qllGI8To27UjanwCnDPRdColSKuhACZx1VlVJ769WK6c45QpS8+uoNbrz8Au96x3N86EMf5LOf/n3u3HmFL3zuk3znt38nT157DDkZsTw6xpRjgkusA67vMcrgkezsnEeXBbfvvcLx8QHO99y+fcz9O7eTkGP0iAht02OURiJYLdc0bY/UFmctVVFgtEwFclNhY2pU1pR0dslXbs7pP/5pnv/qTZ65/gyyHNP6g5yV+IbPsM08+nq9xFNr4U1mIwf03imp+5g36kc6dnZkYgIeDOw5w3pA9AR6pApEXHb+Qqr9CLkxUlKcGImYW2vSBSUHL/GaekwhsX7NhUs7XLoywfmOl1+13Lt/RNPELGzYYwowSY0mJbWCJEBWPU/9UM5a+i4QggB0MlRREL4ValLRGVABREddGaYzQ1mKvPEolKggKvqu5ehgTdNYXA+ud0QfkUokRVElkUqgiwJlBDs7iRXYFMMmI5NHPjEgRrSdoO091uYNjpOeibfOyEZCyg1zwslD2cP7JqZThoUyRFwxxKRXE3PslxduILUSeALIiFSpDyTknhRiYpqIaAKSgMx5eHDBp14MIREbWvuAJGaABeiYXD6vNN3OiKYw+KandJJKlTjhsVgQkUoIJMm4jMfjDfBhW6l5IBm2zm1qUSETgWqtcc7ldF4CUVRVmVFvA21VSpMkL9QnZgChiCHSdi2jUU1ZV/ggOD4+YjLdZTIZIwh84QufozSBK5cvcef2y2jt+X/8P//v/NAP/kkef+xpnrr+NKiS0KwplQDXUyhBpxStd5SjEb13zJcLyrrmieuP8dKVI1558QV8GFOakuNmQVnUOJuYLJSU1KMR1lq6viMGidaGDgnK4NFYm9ZXMBX3Vp75C6+ybDWXz19DFjWBJIb3jZ1j22k0SCn/N/J6ccb3N3+Ng4M0/Pzo1m9IgZCvwyOEQ+oeIXuEahCqT7UhpRFR431IWSQlCB68dynVHgUqo5tP7skAkw4ImXTSpGq4ePkyb3/XZUJcUc6W8PyaV1/pUUYy3a3Z2a0wxRC5ZgMaU8tGCBLvIl0baVuHdwKFyqwU8lsDOBGDBuWQQjAalRgDkR4pFEYVOBtZLpYcHa1ZzBuchUE+eVDndQSsSCgUbRLiL/qI7TpmO4bxuEhep02aKcZAUWqMkfR9u9mElNZnMFFsTcLI6e/wmhzZoy6BNzK1H36EkxTigzUycfLLN2Tv2E4VDjWFRNV0whk4rL1NolIAQySVU4xB5ugn+lQHG/pE4lBDFknPSOSm4cGjHKhYQuJ9kTHmxkyxESP3QtIYybqQ+F5RB00ZFY2IrIj0ziL6DqLEuYTW01pvvG1jUq3HGMNsNuP+4VGqIWWUn8rMC9tACuccZe7X894lY5oNaQiphiUGUU4hcNbSdS2T6ZhSVaxWxxweHjCbzJhORuyfO8cnPvHv+OAH3kfTLPnQh76TGzdf5uOf/D2++spdXnr1kA9+4IOc29lD2Q6lJMH1UFTcvn8PVK4TxUDwjqPD+zSrJb63KC2Z1BPuijVVOWa17iEmyH7btkglKasKoqV3HVaVSKkwpkL4pBfWxAVGKowu+Mortzk6tlwbX37dKXZWGv1R5tuprMDWPH7wXGemuR9YD49S+3qUZbIdRT2qwTwxjZkQG0+Cn6em3BDXaNUx29OcO7/HeFIhqGmbwOH9BcfHK5z1DDzzScZDQKYRSywtJ/l/MdSS6RlPNdMdRT3xmELxVHEO5y1HR7ewzrO3N2H/3AylujS3hcJHmcE/SRG96zzrdU/feYJXKDnU3R59B3tLGylyikcoha41wkQ8Fq0qInB8sOLuvSO61tP3AiUqlKxABLSMRFyKuGNACE2wmohnvXDYrkcpGNUVIQiccxSFpCgNk85xuGgQTUcMVcaFDaX65DULKQghJq8+11hS13w8tTFvHKPN+xny2bmmdKrWlEmEzkzDn7WYknc01GhOimXpWFKw2aSHhXlSHRGbetOp88RMLpXf09nkTdvKM4N2VUpvCCDmWmLEEaXbRG4hOBAuRaYyIoJABYkJCb0phdoYHBEsgsQPJ+Qg9zEsNIcUERMDBEFDKnQJEZAxtRvoKLIAn8XiaZTCoQgu5+gVLNsV3iiK0mCQ0GicD/TWcnR8RFEYtE49H6NxjdKaejRiZgPr1rFaN5iipChLEElaAZHmqwuB3rnEPKEU2IG8MxtfMUD/A1KltLLzSc20bx2mtEzGBYvFmoP7N5lOnmA8mXLh8jV+71Of5kf/5AeoJyN+5Id+gF/75Y9T+JpXbiz43/wn+L7vew87MlJbyU55kZv9goPlnEvXr/LSnee5euVpLl64wK2XPka0Cy5MS/quoQqBsbTMSlger1CqIEgwZYUQoI1BCklwjno0xjoQsUdJj40eqUvmbUenYFLNWAnDYdsxlRJFAB/T5ywlXkRc7gmSDIX41x8pSkkq2GEDAMr/bS2lmI3Wo2yT2yCGoVlX5L+nmPek8pspH4aYZPsgG6fs9U8Gm0sma9rlB4QIBNETQ2LTiXgQPbro2dmTPPHUeZ56+jGm0wlaG5p1w40bd3jhq3e4f8fSrj1BeZRO5K/epTKIEI6IQqLyuhSInJ06f3HM7r6hKC1BrJiMJY9dP8erN44oTODaY1Mm41Ha+UIAbQmhx3br3IiuaZtAswo4myI4mRGskNbzo4y3tJHKzDQIqYhSEmSSSQ4i0DQ9i3lL1ziSKochRkOIIsnGK0egQ2uBlgVSFASv6a3H9okYsVlbgld4GfDBE4VHGklReZRaphSSN2hRoVCZg8WlplKRexWIDIrLEpEIHkPceHeDGRCAUIn1duglgFP261Qx+UyEICfG6sRrG160NflJC0BmoIIMAxULDMwQ6Zwbzc/T9x2BT8RziUds67HTC1Tm2mDMsh0p5Eny0WRPzqc0XjTYgXMvBpL+ucT4AuNLtNcoMiozKnyMKJFy8jJfq4giwYuUQ0sonSfGxLPnSLdcSYEKIGMgikBUnk5DI0sIEtVbfNdyGBt0WRBFxGAwaLwKOO8QMhII+Ojw1mIXPZPZFKJKc01qptNd+qMjXIjo7DUOUV5AEH2ksw6lUwMvmYWBTN6ppELpIQ0bUVqgvUKgsF1PURhKLWi1x3vL0dEdYnQIaSjHu/zhF77KD/3w9/LsY09y8JVjXnjBcX+t+MILr9DVh/z4932QSdjFNjVoy2NPPk4xMfz6b/wyt149wrcCEyPSL4jtMU9fucY7rz/OExd3+f3P/RHHR/dpBajRiNaF9LlnIEmQMjlAOqKVwKqUnXDOY3SFKAsaIelcQMWOQtSUQqI8GCRSaFz0+X5lExAF4B9qWE4j4pKDlwzVhrBr4DXNk3sgRXutnMyDa2r4fXC80jweVoZPZ8iR/9BYewqKtAE2PNo4ueLstcYI2pFk4RVKGLwLROHY2dU88dQuzzx3mSuXL4KQSNUymgaK0RhTXESEBQf3G4oyYkpLs3Y0C42PhkhPDIIQVWYmD8TQM5oprlzbYbprEKpPFbAQmEwrrl2bsbcfePz6jMoUyKgIoUGojmAaXL8miBLnDIt5y3oZCE6gZCAKi3MR7yJCPJr5eUsbqWHzTZ9jkoGvygrXRw5u32d56LA595886UgMDiGTR2G0YDadMBnPCF5ie8n9+/dxvkkFyOhxwSIjaKMwRqGUoKpKqqpiIVK6DwkiFycfvLyYaYA2jzzgLb3eOHNav7k838NfvrFmJ9+/KRWpbAjJNYN4EgCly3jgqcNiHRZ9DJKIBkx+gSZGhQtJ0dZ7j0YTNFgpiFFhM7opxjTdg1D0QK9K1mZMYxYsOsv6uKWNkSATKjDKAciQvGCjDcaU2OjxwRFjAtaEEFgul6yWLV3nAElR1EwmE3pnoWupqmqDWBRC4EKCo1tjAZHRfgol42YeJWdHY22qY2mt0RmqTowoJanrit72HM+PcD6yv3+Rsqy4d++Qj/zm7/FX/ps/yw/+8B/n5k146TDwxdsv8dIrv89v/MZH+TPv+2GMaClM5NK1y6yW9ykLxaisMEIzKkuuXDzP97z7vXzXe99HUQjGOxXv/s7389gzn+SXP/JxjhqLUioXwQfCZr1J5SoliVGhdUorCZnMQojJcK2DZe4EM2EolEFFiQgBHQUOcYI8fTPzXmzVo7ayCW90nPWSkwxFXueCjTzN9vm3kWxvFEKfsgwShE4ceEJC3sN292uuXJuyf0GhqzkhJHBRCC275zRVdQElam7fnDPbLZnMNLdePeKlrzTMD0l6UQJiTFB0qTzlyPHUMxd54snLTKcSKVt6J0CkRvZnnnkCHyVFWaPNwB6hECLinSRGg7OSxXHL0f0V7drnSC0m3s6QoOlRPdqH+mgi83n89E//NB/4wAeYTqdcvHiRP/tn/yxf/OIXTz2nbVs+/OEPc+7cOSaTCT/xEz/B7du3Tz3npZde4sd//McZjUZcvHiRv/k3/2amzHhjY0ghEbP6bVRoVdL3kdUyhcZGlwlqrjLNfOiQ0mFKOHd+xv65GefO73Dh4i5VLUH2hNihi4TyUyqlBbUWaJOod4qiTISfyJMUwilpZUhT680zU/yHHKeQR9/EMfRMbeoGb+C1iW9OQmZJB00IGh8kzklWa8e6DfRO0glNrxReaGLUyKgJVgIVXk9YyxH3vOFYGjoB676jczZ53CL54EYqSm2oi5LpaEI9qhmPx0wnEyaTCTs7M6bTKSbXp/q+Z7lc0vVdiipCoO/7zfwe+qNO1FOhrismkwl1XW+QgAMEPf2cf8+PDb07QkBRFEynU4QQrNfrDG/XSFXxOx/99/zhZz/HeL/mypO7fN8PfoD/6r/8L3nPO7+LF7/yKl98/gvYeMSoEuyMKoTvwfbcu/kqt2++Ql0Y/tyf+TP8n/70n+LC/i5GK1aLFfv7e3zv934v3/fHv5fpeMze7ozxqEYruRG6S7Dnk+hmqMVtR/ohBhrXc+Q7WuHxWWVUhIgKEZXrh9+oFTSAKbbn3jfioA/Wvx7si3rwa5OWfuTzC4QwCBJgxrpElD2eGK49doELl2aUtSfKI1SxJIoOIR1StVTjjivXC5595y5PP7fDU8+mqGv//JgQHDHIPKcc0jQUo5annt3lqWf2me0ZpMqRflY1D9EzmhVMZgYhWyIdveuJUSJiRQwjYhzRNnB40LA4agmWxIEaJQKFlhqtisSM8QjjDRmpj3zkI3z4wx/m4x//OL/6q7+KtZYf/dEfZbVabZ7zN/7G3+Df/Jt/wy/8wi/wkY98hFdffZU//+f//OZx7z0//uM/Tt/3fPSjH+Wf//N/zs/93M/xd//u330jl5JGzqMlpEjqIbA9rJcdzoJWVW6GJBdTAlJF6rFmtlOxf27CdKekqiVCWpr2EGgZTTTTacFoXCDVgHTJfHIhpkL2KWQMDyBVcqfpG7u9/1HHsHE8+PXNGCcLms2G8UauM6GcIshIFAkB6Hzk4OiYL7/wEq/eusuqtVgBLjuxkgQEVQ6MKEAUHLaem+ueoxBZuJ5ORoJOxqAoiiRtIBUygGt72tWavu02VEh932+ac6u6pq5rjNH0XU/XdVkYUeG9p2kaINWWBuMDCQ1YVRVVVVOWxcZISSlT4/k2jF2cNIOeNHkm6qW6rpFSsV6vaZqW6ewCB8eWf/Gv/jW3jm4y2oPOH3Bhf4dnr7+T61ef5c69m9y89yVkbHDtgvXxEaWEx69e5f3f/u18+7veyfVrVwje4l3PdDxGao2zjug93/aOt1MXmr3ZhOkoNfdqpZFKb3yzbQM1GOYB7RhjpCOwkp6V9HQq4AboPmwZqZPvb3Lmnfr2wI9f3xFzFPW6hootA5nTkW8U2p4gPiY3zDqEDFRVxXS6g9Yl3sXsCHmMNqnRWgd00bN/QXP1esVk11HUHbNdw3hsECKmz0tGdOmZ7cHVxyuee8d5Ll6p0EVq5HUuo1iJKBMxhaOoLKbqiXJNxKKUQakR0VfYtuD+3ZY7N49ZHLX4HggSGSUq0Udn0oNH2x/fULrvl3/5l0/9/nM/93NcvHiRT37yk3z/938/x8fH/Pf//X/Pz//8z/Mn/sSfAOBnf/Zneec738nHP/5xPvjBD/Irv/IrfO5zn+PXfu3XuHTpEu9973v5h//wH/K3/tbf4u/9vb+3aYp8pCHCJoyOQRCDomstq1WL9xBkyqOGGJEydVmbQjCZlMx2CooStEkFyOPFIU03pxpJ9vYn1CNDVWmESPUUmVExqUtcpLRTPJmEacMIW5NOZEP15nuoXm8ef21D8trHXxO7nDK2j0LR8vDxhvtKxBm/btcOXjM8UViETAsV4YgIrIe7B/f58otf5cKFHXbPj6lG48TpR4QYKAIUAgopWFvP8WLJsuuIRYEWGuELsm5oOlUIuXsenPNE77EOZGkoSsO4GlOWBWVZMh5PCF6wWKxJPHyeaG1mlEi9UUm/aXCs4ql7/OBmp1QCicRMkaSVog/u1D0OMebGyUBV1RgNLqRerLhsuXjxcV65+Twf/9Qn+FP/2SVCNDSrY65fvMYXKTm3X7CzXzCqJEd3b7GeH7I3naJCwHeWUVGxXi7RQTAZVdw7OsBLaNuGo6NDvviFLxJch7cd3vUEH1BSp/Qficl+ME4D88bw3iEZ6F56OhFpZKQhUIrkUYg4KBhxSqLmrPFGnamUosufcXzdyfaQ87FlMMWZc/1Uc/1rnjCkBkVmBo9nP28rdRhCIOAzQ34ato/cv7OmKMfMdjXTnRJVGryTBDqkDqmHKji0EIl7TyQmF60l2mistQjRMq4Djz2+yxNP77F7TlCOHDrxB7NY9oSoUJqcWWqTRJJOrRQuaEyMBAurZeDu7TU3b8w5uLMm9JqqLHN922+cFOsA/U1I9z04jo+PAdjf3wfgk5/8JNZafuRHfmTznHe84x08/vjjfOxjHwPgYx/7GO95z3u4dOnS5jk/9mM/xnw+57Of/eyZ5+m6jvl8fuoLIIbI0AoefNIu6W3SFtJagkhFZSkHL85jjKCokmwH0lKWEiE9bbsg0jPbqZntjJhMK7QB73uK0qSegiDQqtwYqLSpyJzTDRkxNzTEkY1Zeg/Dh3PWGNCAD3mQB9MDcgNVfu1xhhE3G9jJeYe0kZQJor2JmDgdOX2ttN+wuW4jCrfTJ2c2BW9enKJp5xOX13BtUsjEZCAT1UtiA5cnNbxcG0pElj1CWYSyoDxRemzsaGxDY1sO5kesuoYYLBpPISOlCBgcRnhCv6aQELylqip29/YpRyNUoSmrCqkkMQTadcN8Pqe3PRDRRjMejzcRU7oXySCt12vKsszRkDmVUhpIZ9u2zZtCcnYG7j/v/QZmrpRKLQ2ZHT0hoRJybqgbhpBolgQpMiuKZCiLMlET9TY11zoXKepdfuuj/46XXn0JIRrWRzfZKQqeuvoY169d4fLVfYJvUXiefPwx/i9/8f/MY1evUZUV8/kioR2FoGnWKKVYrdd87GMf5+Mf/R3+91//NYLtWS+OEMGndF+WZPCZVii9t5P0pTHmVHQYpcCqSCssDZZOBVoDnQr0MqS2AwlGqVPzaZjH2/P0azlVm/n8dab55FCj/Br12sFp3az31znfa9glYCvNm9dqVncQItWMpEoQ9Plxxxc/d5s/+MQtPvOpA+6+qlkdT4h+RGEmSFmkFJtIfYhapebwRBWWkLSmsOzua55+7hJve+dVrj62w2SmEbInxoR+NrrEFBqkJ2AT+k96fHT01uFDpLeRo/ma23eOeeGFe9y8ccRy7pCxJDqB8BEtJEomMJbW6pE/hq8bOBFC4K//9b/O937v9/Lud78bgFu3blEUBbu7u6eee+nSJW7durV5zraBGh4fHjtr/PRP/zR//+///dc+ICLbUmQha/I4b9G6pDaGtgPrLTEMC0VTFMkr0FrgfI+3gqLQTCYV47GhqlRiNYgB0GhlSLxTiR8rBEHXpYI34oSL6yRqyjmmKEkktg9c9pmfzhlGZ+uH7Z6mbV2oR+3jeM2530Se48Fzfr25/cGjPWnufe0YUGMDalDK9OVcj8chtUHIihA9vQtJaiVA71IjYxQxfywhNQYLmQgzdU30nn7VEGTNcr3CGENRlQgpcb0luojtHceLBYSAkhLVlUijshx2WmzGGCaTGaM6RVQ7uy3zxQphI2Vmluj7nqZpNhvXYITSRpTkDNLGlNKBdV1vGfuYiJOrCqMFxiiKQicwghI4n2pAiT0kQvTYvmUZHXu7Ew4O5/zmb32M/+I/36ebLyH2PPPYVS5fjBTFkmbZI4TgyccfpxqNEUhs7yhMhW1bOucJzrFYLfl3n/gkn/rUp7AIYnDYrsF2gmoySyqsMaFTpThhFBh0txLje/qghx6ztJl7vC5YewveU6IppMJIqEQWy8yQ72037+tNR6eg9Y2tmzeFuHi9o26vnbOCOsFJtCdiioQIxBAJXnN04Dk8OKS+EVkvPe/9rrdx4ZJBqEiUqT8t+oErMAIe7xMxbBRrZjsFTz97lSeeOsf5SzVlnfuw0Ang4EAKg9TgQorUnY9ENMFHCIG2gbt3jrh9c84rN+5z6+acxaFF+xGmKClVQQgtkriR3wlZqfdRxtdtpD784Q/zmc98ht/+7d/+eg/xyONv/+2/zU/91E9tfp/P51y/fh04jZSReeMoSsmkHDEuRhwdNbhVbp4TAq0T0igESySlcQQF09kEUyjqusAUCYkUIyilUbkxkZjywn3X0ay7XAjcjhi2IURDTeqbAJyIp325N2qo3uz4RhSdtw3U4BGf8SQgeaQxQ96JkhgkkKIVH1SiYgmKrhN0vab2JdYanDP0MYEtpBRIDSiBdRGkxPnIetEQRwWT8Zi265gfz1FSUhUlRVHRdT3NusHaxGvRdx3CCUyRDEWMIrObN/Sdp+sso3pE33ta17NYLJhOp9R1valjnXjIJ+87EW+mnwchReccUvpMNqsoS4nCo7RCa52acUXMTlJASoHW5GbjBudA7l5HiT3+4N9/jh/60Ac4X5+ndC37e2M0DbbzaKUpykSGSwBVlICmqJInjXUE5xFScf36dXbOnaOoa7760g1+66O/y+3Do5RSzcrUShuEFBs2jiGaklISQtgAR0LIjKRSECWsvWftWjSSShaMhGFXCEwUaCfSHi1P1vv2fNyelw+bmg82926co/9wS+eh1wVDffZhzxoiydyEC5v9KAZDCJ6brx5w+dpdds+dQwZLonbQxKDyXpUo5Jp2gTKOx5/a48q1CU8+dYndvRptXCaSVSAU3jmsDSiVHPMQJNEXWBdzk67j8KDh9u0Ft28dc//+guWypWkCMWi0rJBBEGwSJh0c9hgdIcoT7tWvMb4uI/XX/tpf45d+6Zf4zd/8TR577LHN3y9fvkzf9xwdHZ2Kpm7fvs3ly5c3z/m93/u9U8cb0H/Dcx4cKY1SnvmYyDns1CwXMYVMHH7jEbiUB01cVym5m1HAia9PJjFDmeG843GdmjNzX0Mq+JqcitFIUdC2PYcHc7rOJgHEkCZWKgZzMunjN89IPZjeeKOQ1jczHqxXfU0dnNeMk1rMkB59uMHLDZQ5ZRlJEHSBQWtDkIEYC6zVNG3A+Yqi2EOZCW1fsFwLOgUYiS41TgqsjEQNQhgCBd5rmkVLMSkZj0Zo2SNFkt9oO5sQeoCwlrbrkKS0ldaGsiwyvUwCBLRdS987bB8QUjCqRxwv5qxWq1OpXufcRmfKWosIAqMV1vb4YLfQeycgCUTaoJMUyVCTCrhNdDIoAmuci/TNEqJgueiZTc4zP7zHjRdf4Mn37lBZS+wl3nrqyYSqHhPRSF2CLLDW0/cOKQ1FMQLlCD7gwoKr165yWUju3T/g7c89C1LzK7/xEXovsN6BLhh67k4ipXCSqpanP285ZASUQCiNF4I2+ATdV5qpFkgnUG4Q3Dk57lnrYEjHvd78Hep/vO4z/8OMB9fw0Gzx2oBKkbbr1IsZSS0y3qVak3KOtl9i3ZzImKQ95REyMaYjFAhLDA6lHRcvT5mMdtjZF+zsabT2CJFAYc4FogdigZYgpKZtHevWs1o7FscdR0cNh0cdB/dXHNxfsVpZQjCEqIihQckSLQ1Kqlx6ctloBmK0hKg2n/3XGm/ISMUY+cmf/El+8Rd/kd/4jd/gqaeeOvX4d33Xd2GM4dd//df5iZ/4CQC++MUv8tJLL/GhD30IgA996EP8o3/0j7hz5w4XL14E4Fd/9VeZzWa8613veiOXw/CRRhJLgPM9WnrKWlNWhsVhw7pZE2OCiyMCMQacS2SHIfOlKaMQUqKVABk3ipFaF2hTkKDmCh8Ehwcrbt26lzSApNnUfjZU/pvZFU+k5L+R4wyQw9ceJ3WtjNhPhxFf/yJ9NHDFttU+69ETpNNGGieXSRMbeu5ti4EQM6BBGIIvadY967alc2uadeR47jk8bHHO0KwjL798wPLwGKUCotJU44KqEhQKqqKmqg19UBTliMWyYaw048mIlVizWq2Zz+dEJOPJlElZ0juHnx/TrtusLusTK0YqlWFMwWy6x3gsuXPnAO89Skp2dnZYrVYsl0smk8lGtmOQguj7HlNpRqMJ67UnBKjqGikEPrJBlcaQ0FUyG8X0t0BwAaFkrs8mLkolBURLVU1YzJeMyxpiyZ2bt5HfYfF2QSEEs9kEXQeCTAzbLkBwHqULiqgJKhCURomA0ZJ5u2TdNXTWYbRGGcWFCxcoi4KutQiRjKSPifx3k1/ITBtKDnxxab1IISl1kRlDJEFKGhlYdw1F1BgKnBiaO7J0uhCJvJeBFutkiW1VrBicUjFETZsZd5I6f6NDxhTHDP/yuzt15pSWFtu/nKpJbdhXssecsnnpPYmt121fYSJaTs22ApvPndJlRVmkNKp0FGVEqg6hOqRKjyuZpDqE0HRuSYiOvf0Jk9GEUT1BFiuqKs1j7wTBCaJPznjXWvre0rQ9i7Xj8Ljj3t0FB/fWzOeOrlVYK3C9QagReI/tVxBShiHN8QBqaN5P9ybFAPGRN583ZKQ+/OEP8/M///P863/9r5lOp5sa0s7ODnVds7Ozw1/+y3+Zn/qpn2J/f5/ZbMZP/uRP8qEPfYgPfvCDAPzoj/4o73rXu/gLf+Ev8I//8T/m1q1b/J2/83f48Ic//NBo6WEjugJhJDJaCD0iRMoqbXKeyLr3IAUy9htYa+ITjbSdoJIapQMu9qm7Xyh89AhJ1voxgMR7hethMV9z5+6KVePxIiDokTKxSCeKD51IUgGBBWkTn9yAQHywSPqaSCj9lza+uNnEN94mZ2/5D4OLCwRCpYJ7QGSjOaQos9aTSEG4yPfnLADE9rHPOteZkdRgBTN5zHYqdCjkOm8pRGJuaLzES53Y0H3EhIgUgSQ27ljYnr4p8ErTrhoODg44Oj5iuVzhbMqdW5tSY40VLNZHvFIm5j+hJFVZMq5KCq2pqxGjSUPnJFJ0FNpRlIrOdqzWSzprkVJQlxWCgLMO7xzjqqIymvV6naU6TvQb6kpSnCspipLr12u+8tUXOV4sURlsMURNQ21mG1AQRUDomD3fyHRUEaOn1BLvLUIEUBmKbSRCZYmPEPGB1AArQGmJVJICDcywIRLCHEKBiYJZdRXfTamMpi4CZZFaR1xQBKFTM7FQpJxfYm/RZdLLUlqz0++yvDlHC/BRsFw3fOoPPs28s/Qi1QqJgVJIbISY0+Ehz4/BOAshICSCYCM0KkJw0AvHomtZNQ07xSgRoppIHx2KxMgRpEw0jHm7U16gNlNvwNylHjeVVbuHTVGICB6iSE7oRhLma9RXh+eoGIkiMc8EmY4nhQQXKYoKG8DFiOu7JOMoFQgNmW084RVTd59zPTEGotEEKbDeo1WSyYg+oEJaM9GIxHQSFDokqGmUPVG0xEzeq1WR2FJUko3RRkBUSCpiSCTbUmiMmuC8oK4do5FAsAKRGP6D07QNdK1gtbAsFi2L4zWL5ZKj4wXztWe+6FmvHMEagi8IQac0oo8E54jBYaJG+nS/lYGoEiVWuq0F1nv63hKEplDfhHTfP/tn/wyAH/zBHzz195/92Z/lL/2lvwTAP/kn/wQpJT/xEz9B13X82I/9GP/0n/7TzXOVUvzSL/0Sf/Wv/lU+9KEPMR6P+Yt/8S/yD/7BP3gjl5JGHNBfKYwcNsAQBL2NdH1Kh+DdJkXSdoH5XCPVGK1VapBUiXaGKBOLlZRIpXEZMdg2LcdHPceHDfN5iw8KdG6yzOJjiaNJbOh/RFb9FQzpjdOG6kEDBdvxztbP2VE77S1u/eF1R8q/R5IRipkKJkUsW9d06thnHOUh6bxHjuKGbvsNInL408kxjUjbSqoL534aGfBa0ATH4b0DutURnYNu6WnWSVzQWQcxIYcGR0RGiY+C3jmijGgk61XPcVwQfEQpQ1nXmLJEFwZd1gBYa0EkRhEpE8LPWo+1blMXquuE4Ou6PokbupDqlQz8jgVVVTIa1azaDuc9NkPRq6pKZKwZkp3ua0DppMHkXE9dlCmiz1x1hdbESiAzfLs0Ep0JlIOLBCWy7ExKGSqdEFROTllbR+iPCW7OE1cu8cz1ZynVCK0TLVgUIIQmCU0O85G0ecbUxKl1knew3tPZPgFW+sjNV+/y8X//h/zuH34WvbeT5laO+CQCrXTSioINknFI20qVHCQhBdG7VJEXCUHYtQ2lLjBCYgLo3NUxMJPEbJ42fnnMayxnCAIpMhmoqBAiEz+Lk6Bneyq/AQDQwM0ZRO7PE4lirRCK4APL9RpVVQRCUscVKoNGDIVJKE7rLUiFlzldKywr6zCjEX3wxM4xkiapSgeb6I8KkZxol7VjyMTKDI5kaqKeTsaMx3Vul8npwQzeGloVUlOuTJEWid2k61pWy56jg47V0nN4v+HocM38uKFtHW3bs+4FbZfafJTUieHc5r0upkyWCDEpbEedHAgpciYkgThAJuBEVCkqfsRm3jec7vtao6oqfuZnfoaf+ZmfeehznnjiCf7tv/23b+TUZw+RKGhiTKSFYqOzAt4G+s5BTGkGkaXEbe9Zrbq0UGIJVMm3iakpcuDL6lpPs25Zr3sWxx3LeUffARi0LnHR5WLkhjkuT4ghcy5zWD4Uxx8ttj1B372JXNzZRz75MacTtoF+qexxGjr+ZsERD70SMVDd5J6gCLWL2M4n0kudFnEvPWsVmHcdB3eOWQpPDJHKF5RFanxVUuGtQ21fa/bSlVagE/5ThrShQKoJufUaaXuq0ZjpeEoIIUPEe5RKvU22H/o6ErdhCAFlFHJA2hlD8Gyig/V6DYCUGUYuFc771LcUY4aum02qb0D2SSlZLhYUWrK7u4PRkpBlFYqiQBeCOqa0towu8dhFkRoiVWriVEKilSHmPholNDr2qT+pXfPcE+/h8Yt7VDoi8bgoiNGgREkYCH+HloRNnTHdK9t3iUWj6yirmmW34pUbN/jCF77AaDzGigEEkl8TfOInHHyTrWNuw9FDCETniT4QugCdpZaaaT1B954ySkwQyVhFsUH2ybwuTvVP5eUyNG5v5hqnl9GDM/rBtPXD67vJMKS/ZvaEmBhJQtcjVGA6HhGMYN16VCGIPlAgMTLlQlRhWHUWrzWxNPQBpBFcu/Y4xWzGvYNjVodL2lVCltaiQNqeaF3iGs0yLoOEe8yRTIwBqQPnL04Zz4qtNHpAiD7tSCEQci1Lytwqw0BdFSlKwXiaWHXq0YTJVHN0aDg+ajg89Hjp8dFjbRI4lKogBIF3ArmhfBKb2nxCmuZ5kdO9Q315cCYfdX95i3P3uVTDiD4DIhJYQUqJcwLvI1IaCBmOHBNCxXawOG6xvafvAtXIICUUxYnWT99ZVut1YlDvAn0XEBTJS4mkTmEUMSvBRhKr+DC2I5VHeitbxmnIm38jbIQ45TVmKMcZgdh2nv6bZZzyifLZ4sZKCiHQvSdan/j2SkMjI8sQOPKOo67jGIs3Eh0ktRKUZZkWng945zbw5s3CEBIfHL4PSWBZKow2md8vEJUgIPE+gRzars3S7x2QevNiENkT1pRlhZQS6yy+6wBBURRE4kbEcL1eZyqkpI+U6IGSAbPWAsmJG2iShMjHCAHXW2aTHSbjMc52maE6bXQ+RKxPi7s2IosWBnyUuBjxSJQpEKbK91QhZUQFGFcVO0rx3BNXGBcREztCBB8MIRoCZXLgwgkAZgB5eJ/kFoKPFGXB+XPnuXPPsZq3vO9970fXO3z805/hxvFR8oxJ0awnps1IhFOb/gAw2e6jG+DqznnGZYUpC0pliH2LQSa3M2ZIuxgiZZJaxcBEFpMSSxQnhusNTckHHLOH9geKkNHgCkHSbAohUuoa7xuaZklRlMgy6ZjFGBJyUgoWiyWiMOxcOsdBv6KRnieefZYf/sHv57nveDfFzowbt+7yy//ml/n87/4B7b1jEJqxMcguELzNbyzBw8nUYMELgnLsTA3nL06oRyJ9FIhEeC0cAk/EQfTZKSoQQm9AZMYkzbyqVkl3ygkuX93FdZqjw4Zbtw64dW/BvftLjo/X2K5LDp9ISr/OJph6EhpNoYIQItdPT9jjcwKTR2KE3xpvcSN10ocRgsB7cDYh9RJNSMxiegElDUpprPWEILB92ji6NlCWejPjnXOEkIxe8FnCI6QcL2KA1eZ8t5AoMfAsDxEUnF4mjx4ODRHGJtL4RkVSQ+Q0nCdPzs2C3tjH09Dyb1oklQ6ea8rZ61OSUEi8FLhSMHeO42A56nvW3hN1iXICRaCoU+3Se58iKqXom/YkrZQL5pIUbWipqHRFZZJshgsBj6APHm0MVTXiqG1zY6zJGaC06w0y8dbaFF0t0mZRlolnryorRvUoG6fIzs4O8/kitS5IRQjd5r62bYsxiRh3oApKaT+o65q6qgk+EJwDHwgxYDtLax02Q9RLTIKYB0FAEWImYZUGoQZQgkzCjqQN69LejCeunkeHFhUMQhpQBVHVeDlCxQiZDSClgOKWsUrGpdAFqqhwoadrLPP5mre94+28fHjMy0dHJ05anrtRnLQWbM+rAZYOybt3waf2AJlS70Im/sNCJU8/SIHTIL3A5UUhY0oDDll+L8l8i6fn+SPNxUec7ymVGFJ9DXIGRRG8Q+kkvTLZqXjvH3sv0ws7HM4XfOkzX+Tui7eQBiY7Y9oYOFgfc/XbnuWD/9kP857veR/7VUEbPUfWMXvqKj/4Ez/ObG+Pz/z679DdvM8EhZEKFz0+19IIJqGKo0RKUMpz7vyY3f2SovQMTftCOIRwIFJdU4mU8VHSQDQpGpSCJI/TY6QlmoBzEe0jVWWoRjMms4pL1zzHi5bDgzn37sy5ffuQ1aIDFM5lULwwm3KElEPULFP0JjKp8FB353VaTx4Yb20jRdikxQSSkOUApCwYmgSJEaWgqgxlMcZax2rZ4F1q60hNcan3wNoWspVPHnmxQaMMuXogNXWKFMLLwZ0LKc0jslZK8BElEzNwgl2ehsw+yNRwqhs+uziCIe1wElU9mL7YHq9JW8QThJUkh+Cb1GQ8WdRneJ8PQsxf18N8I9D3rfJALpkRBXSlYN0LGhmxwnEUWua2pfcBiaYIGhkEWqXG1iE9R4S6LCmnU7quo20avPMJACAEWipGVU1d1Egh6XtLHwK6KDDGMJpOKOuK7vgYHyLGFJt0XPBsFpJSiVOvEEWOVkSKvJp+U2/S2mzYIqqqwhQNohUbZgkpJV13YrSSwUrpxFFdUxZFUvvtLTF4fAiZWUJkxoWTIn4kRz2IlF6LAe+SJHyqP0ampaFfB564eokLuzNKleoTQhQIqQmiIKKQ0Z/6vIcU5/bw3uP7QJQy6V8h6HvLYrnA5XoTmUIqSZW/tuE71YvTexrIZrtcL65HI3wM9F2PIEGhrRSspCcIhZHJHTdRoBOuI615kWRYQp7LSYbmZC09Ks3X13LINnUVkc4ikESfWCBQCbjyPd/33bz/B97Pwjdc6Xqmk5qPLT9Kv+zxUXDl8Sf4wJ/8Qd7zJ76X8tIebexprKUXns54Gt9gZiO+7bvey/rGXf7o3r9DCIVvO4RKtGtxKCtkJolEJNuzs7fLaJzYcwYu0zQXswwP5KyTIYaS6E0iJxASZTxa6pTQDD2FCUQts5MeKWsQWjPd2ePKlV0OLy/ZfbnilRuH3Lm9oukyWYJMGlUJpHJSj0zx0zaFXNoI5Ne458N4ixupk5J/Kvzm+pCAJGfsUUYwrgum0xF1OWa96lmvG6IXCFIjqLMif/iZqiMm+O/AqyUzO7NUUJaGypTIjLmLMbES9L0lkuSTlcy1inxtj/ROhkU0xODxteqdbzSyGeoKw+SQWxNl6McYoqrXXMfXOO7w3K9nDB77YKmChLuhYU6DQ2B95Lhb43xAC40KAmMjtSowlULrnHbzPhuqSF2UG8qdvu0IMaCVoq5HVEWJd4F1s6a3DqE1QiXEmi4KiqpkNB7Tth1aa7quJ4SQWhC03gAjhtrS6feSNt2E3NOnHtdKb1R4h3pM13VUVbWJKJx1FDqTyYaQUpEh5NRsqqcikuIwMRWpyZyRUSRdKlMaYrDY1qJiQEuBCJ4qCOpS8cwT1wnB04dIoQuQmqTIKokh1Z1EHFJzJzXUE7CD3/ytaVpAcHB4xCc//Xm+9KUvZ0XfE7RoJLxmjpxV8xFSptcajTdJ8dhJ0EqBLugDHIaeZUzkwKUyjKNCS0mUAumz4HL+klvZgQeJi95snVXkNKoPEakF1jYUUlFUCi9a9i/t8m3f/e3Mruzj13PW9+4x3p9S7o6ox2P+5I/9aR575il2rlxC14rl+ginIuu2xSuBlSkaVkqwuzPl6aee4uVPfga/7jPQaUB9KE4kgTyBNeXIs7NnqEcGqRKF15DyFiLPKxeQokIywnWa9crTNl1upXGYMlLVClNUKBU21GBCRMpC4lyP1DAeVZTlFFMFRtMKbe7Su/s0a0sMOvGkok5/zumHrZJCnhOPeO/f4kYqyXMA+AE5JJN3iggoHakKxf65mt2dKUbXqccl+k1OFiRD47vWSZk3xhwViazpI0FpKErFZFozrWsKpVBC4kNgvVqxXAaalU0QdqGQKqtVvuEM+dc/XtMYOERIW/A9uWWUTqUW/yOOIOA49BzFDqWKxAUWPME7JJFCGGptGBcFutK0oaNt242x63P0UFd1bshVNE2DFIqqqFBCslwuaNsOIZIWsXA2RztVUs5FZBbpZEzKskSgNsZkE/lINtIFaSSE6VDLHLj0eus2IIGB2dw5d4qXLRmuVF9TmYoJKdBC5s7/mCKGKBJSLkak90iZBBSVkIn2KaZmWyMElRJEa1HRMTYFV69f4fHHriK0Aa2IpkKoCqlMeq8x4LMh2TgPnEQ+PvrU3Bkj7bqhrCrUnuHO3d/nN3/rdyh291KaTmmU1EgiUvvXRPtn0mjFxIcoqoI+M8tHAS4GLIEgoM91KCGhEgm6UArNKCPaPBGvJF6yUY2WkQ2A5BuXspbJQClwwRLpEyWViLjQ8p3veTfnH7+I3BkxHimKcU1dj/ngD30vT19/hutPPYsuCw5Wc9xhiysFTma6qKhx3uNDj+oEsnMY0jywwaGNwbkesalFCcASRYspOi5ennH+4oyqLkBktWoRiJmRwjuB7yMulLTryJ3b97l/d85q2eNsIGCpKsP5CzN290bs7Y8oa0nEMrRFaBUQ0iNVTz2CPVFgyn2Qks55bryyYLlYE0WBxCSew+28zwCciNl9EIJH3Xne2kYqDpIYEZ8JNUUuLiolGE1KJrVmMtNUIyCmpjeEzQYkeZPJICmGZl+pJFrJnPrw6EIzmZRMZiWjUcGkMpT5OUJI2k6xWpXcuzNnMe8gOiQFMZ6tbPvNGtsLMm2sW3Uo2DQXp3Sm2Eg/vF4K8T/EiICNgS54RjKxZ2sRCQIKLRmVJUYaggh0oWO9XtO27QmMO0T6rt+wVxRFkYr0AvCRtm8yg4JCaZM2NpcjIOcQSPb39jNtUao9hRAgyszcLRJpbE4tJ5aRrdRqvsuDhMeG6TynjgfDtM3bN5CtlmVFVVYQUi9WURi0SWlj61wyhdkrjiImFGNWdo5SIEIA7yiUQHmL6C0TY7h6fp93v/MZnnjicS5eOE89GSN06kWTskAiUdFvNg3nU4/ZYEuUOr01xJhVd1Wkdx1ve/vbee5tz3Hj4Dil7pRO938TIZ84QcPrt1PHg/Hvu55mtST6gFFqA1AJ3iOUgkLlnjqPFR7hYYIk5FS6jxEvUl1KZTCFilmVd0vS5M1PUoF3CeLv3Jr3feA97O2VHB3cZGdvyod+5HuwlWDlOs6fP093vECpkvFsl1JVrNwKIy2z3RFOBO4fH9C7jliUyLJOaEwgrDy3nn+Jz/67f896vqDWBZ5ACBoZU5sLg6K1aDFVz4VLI2Y7JUomhV2pEooPDIQRvlcc32+4f3fOq6/e4+ar91guWrwD71M0rbViNF5QjzQXLk64fG3GpStTJjNDxCc2dRGIsSXECMKiCzh3YcSz/jGcv0XT3suKSHlPlRIhAgMF2uDMbXpAvxWMVJLKSOkUH2LWPCHrPxlms+TV6CLiwhoRPWUlme2MWMxbYsgpgiGykBEtRKZhSlGXcx11bZjOaiYzQ1kpSh0pRGKzVjrJNozqAmKk7x3t2iOIiQkg51+/2eNBdNKQ6nvYuU+l/L5RC/nrHAKIPhKtQ7iA8AETBaaqUpShFZ2zLG1P6H1uhEwpjZBrNMTEMg5Ql1WOegRd29GsU+1KpG7TlHv3gd5amqZluVrRNAndZ2326HNNaoiEfIaS60IjVQLNSJk2ZWMK6rpOYphlmRGCAu9OS1MYY1LNaYv9XSlFBLxziOCRMqWSfbAE7xOQYsO+nVN8kDxRIZAik+56h3AdO3XJu597lve+8xne9vTjTHZntN6jqhG98yhZpB6lGBHBIcis5d5nA8vmmmNkkw0QQiC1ZrleUNcjRuMx168/zo3DTye6pm2PiFT/HK5xAGFs14cGYx6so0BQFBVlZnPXSuOCTzUq73HBY4PHlAVNDHR4vDQoLSGn/IbZK3M0NbBTPMwDe8OzXUjqqkKUkZ2LFX/qz/xJLl6suHv3FXRdcO6x8xzEAFXBcbOiFJJqOsUGsAEa18G64UK1S2EUY5lwwXeOj1GVQ6qS9bzl5c+/wJc/8VluPf8SMoJ1FlnknjOfmBvIQBchLdOZYf/8mKJIhL5C6iRUKATBabomcufmipdePODVVw64d/eIts3k2FEjKJFR43vJces5vNdx88Yxr7xyh6ee3eW5t19i91yZVApIURoyoHUE69CF4uLlXVaryOHhmsVBRLoBvZn31jjsT5mpY+MsP9qtf0sbqaG6knLFCueTXDiAVIHRWFGVEhETi7NWBeNxyf65KV1ncX3uFRhkNXzAmMh0WrK7N0msvcGhlKQsJYURGBXRJknP+5CbKE2isp/2AXNvzrpJypki6ozOOOPaz/iE4hZg4qTI+EBunYEI6uxjnkqrcDqSetBx2SR3HtFAnVmLGmoODzxn+C4jxExtI2VAhJB6lmSasI4UHSgZMTGiY+rjoFBok1CXnevorcUGh4y5B0rI3Frgs6eWIhXnLL2UKJ9QRavVkug8RVkSY4aEy9TD1ttA76DrPM6nTXTg5Ysx4l2kt5auT3BxpMQ6D86lYnT+SobNs7OrcS41/3a9xYaQWNdzxG+UzpGGTGhToTBS452j61u0VLgc4dqYelxjTOwDUnpClPSixuY0qIweGXtUsEzrkmvXH+c9z72N7/y2d3N5b0ro1tg+IosKIUuC8gnynWuvw2fvYyL7EVKgJRv+Nt+7tJ/ExGTh2p6xKpjPl9y6eYeud5TliM77BBNHJBAGPtdnTzarkBkUho0rZHi+UopxXaMH1V6f6M1UYbC9xfZdigmMRqkEVV8JwVqmvshITon61K8ThMQLucmKyWFdbPEHDrM3Dosinq5iDaRH21mGGDy2P8AHx9WnHme6X+FN5NwTV1h1La8c3qE8d46dvSndsiXm2qoeVxChny9YLRYE23Fhb5+RrOm9pS4k62bOwZ1jvvSHz/O5j32G5vaS86M9tBlxvDym0ol7VMqI92nPCQG0gceuX+DipV3KOt/vqAkukcJGb5gft3zlyzd46YUjjg56ulZgzAiIWAveSYTscz1VE2K63ps3lyxWPdZrnnvnHrs7AmMCQsZcEgm5FJKc+vMXzrF/7ojV8X2Ez+weeQdKXaPp1wApAyAGd/Frj7e0kdIqbUSpt1HTdJG+T4X1EBsK5YheETFordFS4GKgrBLb+cLa5C1GiRIapTxGWyZjwXTiE3NvVKmp01tUNJRKYYwABTIYfChxnaTvO1rrCHgCDknqMTmpPQzpw7MLyQPyKWkpyVNGSoiTGoEQYtP7dJbR2E6phAGEkcfQrAu5LTGGYaVuXvPgOAsmOlxX3DJQYoAbk7zolF4UGSINQaZNSsXkvaso8bn2IKRCikBVSpQISTtJZul1a+msxXmfah7Zoxdwcr+ycZZSEoi0tk9vOziESI2VUqbGboFAKUM0Ja0Do2qcl3S9xYUUPWgtcd7R5fkROZFwTymPB5wEKWjalqqzNG2X6HCkIKjUxyQQSDTOS6QoCH2iRPKdwxaWGNokXaA1DhIyS2r62KOJVEai8XgE952g91CJALGhoOPq+T3e9dxzvOtt7+D61ccZlSOs9xT1LsJonIDeC6RKPG8DoEdGkuyMS+wDw6cfQmJQ7K1NrAkhQNDQO9pmxb27B9y8eYebt++zbh1CKZQAJRNYCZkg/j4GpNB5LiajpI1Ka5ZAUaZoSCiR2dwzj6YQ9LbHuh5JpDQGqRS26+jajuNgqIzEq5oygHYCGRLiLihFr9KcU9kISeJmfg5jO/pCJCd14OUbvivEBlYfheXKtYK9i+e5v7zNZz/3+3zX938IXwjMbELZt3gRcN2KoqppG4cQqVXBdx2mkBRasZyv6JeOa5euUZoZRbyDs5YdLbH3DhHHLeeqGbJPpYZpOSK4AKFHakPfO4qiREQoS83e/pSqVggZUjN3NKlOHxMQZb1umc8XrJYtzmokQwN6j5QjoioI8jZRC7yrECJRFwlmHB1EvvRHPfV0TV1VFGXW1ApAZtKRQhGFpCw1++em3HrlgGB9ri3EE09ZJKZ7T0RoSVTp50cZb2kjlUYk5lRICBFrPTFqtDQkaqLhsYAPHiENdV1y7vwOtj+kaz1Ka2JwSAmjccloXGGMROnUi0Dey42W2YuJOA+2S4t2ftzSNC1d17JYrFP+WL4xBvSz0E9vOkv4uqc/yQn/hwFODDH+1u8CpFIoY1C+wgSHNqm5NPgOBwhdUKgCs9lwQIvU+7SRbQgxIfW03rDYJ8YJiSQRvRY688hFQZQF0tS0LlKNRjRNw+HRIT6kbnrn2k2aqzBF5nAcuvbDqX6sYX6prCslcie/UYpSOvrYo3zifUsbNngcwVq62CNjR2kCZQGVMhsuwxgjyhREL+lipPMBKaCMDTp2FM6yPyt55vpTvPfb3sGzTz7F7mwXEQVSOMgbdYghQdmDIPihNyUSXKrLbWiK4gmR78ChopTG6ALfeWzXc3h0wPH8mFfv3OcPPvNpXrl1G8p6E5Fv+DHJirxZHnxwdAb4+XbqTyl1mjQXTpHwJpqpagPNF4ATkYXrkEIwFQW10hkUnvlfEm5qk/Ebrm+T+ROZLDY/MWb5W8ngeKX3oRWZuBdme1P+m7/057j8xGV+/SP/G6oqEcZgqoIYPbvjCcv1iuXxismsxOiSZr1ChJCc6RCoyxLtJYd3D3ml91x57Cqz8RTb9oxme7z96ee4/0f36I5trh/HDfhJioRoRYAPHVJ5Ll85x7kLO5SVRMpAJCk3I3uU0QgbGY01k+kIqVYZqUmWyChykqfl3MUapRVHB4G+zZySpHU0n7e8eqPl8cefYBrL1KQdBOCIIWlPSdGhjGM0sYwmkXUTMCahML33qTUj39tBTfqNbG3/CRipkxEjtF3PyAoKozZ9JFIMKaeQ0kqFYjIpOX9xh6PDNetVn5gHgkfJUVL1zUGqGrqmkZmGR+CDoG08B/dXLOaO+dEK61LhOwJG64Twy9HTo1qbU8AHvonGYytf/Ojly2/GZQiUkhhjMNU5ajfbIO3aziajISRCqiTAlvveCm0wRm9qUsEnuLkxBpWNlHMOqVM6yChJqVVKOcSB300Tlw0+2I3q7HgyzmmP4foSoEbJE0Se8w7r7AZg4ZxP0vLxhKEhfY6eQjhKkcAPqZEyZiMWiMERnSAkKjcqqaiUoNDQ+0CI6bnSlEmbKUfntV1Ql3D5/C7vfNuTvPsdz3D5/D4KCM2cup6lhlgHUSlC9Pg4KOUmrScZBa53uL4nBlBVlRqCSRHqUENIP6cm5Pl8zss3b1KMaz73/PN84SvPI0c7SDPIwksST1u6d9GnuvAQ4Q7AkaH29WD/3RCVDwaq67pN/9nQWqDkJCURbcD2gaW3ICRRSWoEMiRDo0KCRBFF8thF+hqGyhu/DuBVIEif65rpMzIAgiS5nmsok8mIK08/iTSRH/jRH+W4WRGQKc0pNSJKdiY7HB8vWBwsqEczgot0ncXUJTuTKc1iCdqhVOSll76CUIG9x3eZ1lNc5wkus4bH8EAGJPWNeRdQCkLsGI0EFy/tMh4bIN1PZGruRbYEBKao2Nufsbs3p6wOaU3iG0yI5gT+GU8FTz9zCaUNXw73uXurSRY+JufC2o7lMsHLIYmLJmqjxE0qVSCKFql7xlPPbEfRHeZ0n2DTIzjQ1w1f5Jj1UcZ/UkYKoGssXa2pqgJy7nPY6BLFv0cKgTGCC+dnGKU40ktWq5bgPAifbt5Q2BMpNSGyd6gUBKdoVoE7t5bYXmH7AihQymfoZc7pO1DqjUVT2/DcbxaWYQBNsA0D/Y8AnJBCorROvRl1gQ4RbUzqtahDTrWlepP3gd4lVKZQkigTIzawIc91+e8RCCrSBggxoqKgC4nESsSQ054R6wOlkezuzSjq80SSCGbbdlhrWSyWOJtUbwdo+WQ2pa5HlGXIJLNdMlTWs8FwxJCoY2wP0aVGYOKmQdf55MxIbVCmQpmYO/+TgRXBI3MqNrhksGIIjErNYxfGPPfkNZ57+gmuXjpHZRTKO2bTHYQySYJGCJQR9HjCEMDGoWkdiJLY97imIwqByxuaKYokpeHTxuzo6K1n2TQcLxa03vPSy6/w8d//fbxSKKNwWUJki9VuAzVOqPmTHrEBQHESiZ7MuQ0iMj9/NpsxMH0kIl/PqCxSNKQEvtQ0LuK9xUeIskAJQeElOkZ0EARBekwk9F8kAytiirZUTlb4vKEmglSSxLkHfEBLlZqknaPpW6q6TmwasaRzlrB2zHZ303uznkk55rhrWBwsEASC6xG9ZWc8oioMsetZL49RKnLr1g2asGY6nnH3pbt85UtfZjlfYGIx3EkGB1fkTJFUkRAbzp3fYf98jSkgBJvbFlJ7QurjSoiSvveUZcX587sEv2S9tDjrUFJRjw1XH5/w5DN7SFlyfGxZLRyrxhFDTKm8wVFXOjkE0WewUurhKwz0zhJjy3ii2N+vWdzyBNujKIDMXCJ1Lq3EHIE9uvP+n4aRimnWBR9ofUfbKEa1QUWF1OLkJueURhQerSWCwGxWYMyEwkTmc5tDZp9hw2nDCZnZeUAx+QDLhWUxtxhVoUTWlQpdSi/ElONOEuFnfxiv1wm/SZuc8djXcXPy9weOs5V5E5BTpo94xDdr0HIEB2TGeUVroXUe0QecT707Uma2ZGIW+Evy0zKeNGwnFJnMmkWpPwTy5iNNiqRjxMRc1Pep2VVLsNGzU5dUo5rGdnRtm5R4m5au6wjhNEWQtZbFfI4pyg3MXUmNNBqt4oYGxjlH0/S0vcN6ECpJoAcPfe+S4VQKVIEqa7yOtESiV+DSPBbBYSJE11Noyf75PR6/coH3vu0xLp/foy40dVUwriu889iQG9KlSeKB0eMHMk8hkTn1F6xDilRcDy6AlLi+R+W0plIGLyLr9ZrFqqHvOw7nC45XK7701Rf4ld/5bRrrUeUIoTXWOsgaUZtSuGAT2Q6chQ/Onwch6cMYIlbvPcfH/z/2/uzXtixL6wR/s1tr7ea0t7PevLPwcDyiIiAzIaiiigRVJYlIkioqVQ8lAfWKxAvigTeEhGj+gSRKpaIQLxQppEwpVfGSSSYpSgQkkRAR7uFtuDVu3bXbnHZ3a63ZjHoYc+1z7jUzd3MiSLD0WqZj955z995n77XWnGOMb3zj+64opbBcLlks5jggxVF9trxjlEyf1V8pWEsrlpaM5AmwrPm6qT5Qt+/5GqjAIMZjSg1eUJW8CxTwLpCkMIyRPo9429GPI8ujAza7Hc41nD15ynKxoAkteYx4cVyurjCScUZYbVaEohv31cUZ69U1eUw4a3jrO28y9om3vvM2D9/6kGBaXHBILPX9ST1nRg0EQ8IhPHjxkJM7M0IrVVDc7EUHpLSkobBbCx89fMpuk3n1tZeYzy949PgJwy7RNB137x3z0utHnN5tGAYIQdePzvRpQDHo/Kh1GbERKRGYqiiVhjJR+72NV+PQ2WJgfdFjTKjQ4dT6qCS1+rE+6y7yuQ5SE54OGnxy1qb8et3jrKXMW9rOgQt4PM4KIolSEsEHDIn5zBF8Q/BLmsaDjeTSg+kwFnK6xUpCl6Fi+ULwHRRHjKIwU3Ha3n6GmffpGcMnycY8L21kq4LynjRBZcbceu6E+X9cDUGeCVGK0d9sCnILU3yGmPFjAtbvLEhVo0nnSBWmyKmwiom+Muym4CRGYQ9jBWM8WK96duVZQoqpgYqJYFKrxNE4jPVgdOjSSsHi8FYYxp6205mc7WZNnyKr9ZphGKs1h2o0Gm6cd2OMOvhqVCFCXZsLm42qn3fdnJQSQz8ypsIoHgmOUXzF+A2bMdI0gRAaxAYy1XMoKLW9jJFGMjNb6Gzh6KTj5Qd3+PpXv8prr72CbxyhCWpvHwLeBU3OSgWqTCBnAxQVREUgiwrVRq3KNjul5I8xUaRg5x7jMrGM7MYRZxqenF/gnOejp2dcXZ7zzW99k//v//RrnG13LI6OMU0glYxztiY4Glw1k/d4F/b6hFPlNJ3HCf4zRgeorbXMZrP9z3e7HavVCu898/lcxYRzJk1EJ2MYJVOcgBd6YCcZP/ZKsReHtR3ZQDR7H9sbR59bvcRCUMJFLtrrNJaSoip7WKFYRwIuVtf8i3/5a/zv/g9/CKwy7Wbzlu225+LpOa0NNASImdwPpH5g7LecHC+ZzWbs1ivSOPD08ROtJKSQx5HLjy55+80fcvn4UpNqjI4jyDP+CpQieO+IecXBERydBpYHHluZeWpuqHJEq0vD5Znw1g8e8ujhNaUUvv7zP8PXfu4lXroOpJQJYcbBwRG+y4RuIIvH2EwqCUUOPeNYmM0DJ3dnuDaRZECAWGLV4fOYSsTwqOzYYuZo23OGRhN05z0Wz5ireonUKtooU/CzHJ/rIHWrFQoo3l5Sod9FjGzJQ1YH1lSIKdO1jjZYQmUYqaKBIwRHcC1gKUSaVuVAiiRKmfpTSm3XzVGlYorkSnG15KTUZp5pCn78InyMJv4jAsLNv338MZ9KYf/Y3z9bd+tfp17716vyzLO/zEzotI4PFBGmIeuca3UkplJaIRuFxaiMO4xWEHuU9AanrRmcRaptiqDsP1VY0IHR3WZLP+wYJO+z/kkhQt+czrrdhqk2my3bzY6m6WiahqZpGYaB6+vrPTw4jolYVFTTO4fFqrtvTuSsJAbE4K1BjPpfSdE7sHVwPGt47e4xX/vKa3z1S69xenRAFojdAusaRQasI6KyQgaLWI84rxsxO7zRakGSMO5Gcsk4HNt+4Pp6g3VekQa/Y/3kipOTF9isI97N2I2Rp2ePeOfdt/ln/+yf8u5775JCYHZ4jG1axLhKK1figaloxqT+n0pWg9FbMN5Ukd42fFSyidmrdex2O66vrwkh0NU5OV1zVq97ZQFiqj2PN8RcuB63FDzOO+1BocGPypb1VNdhQa1OTDXfEEvOHkquM2jqseS8ZUg9/TjiZoF13vDNb/46P//v/SyHpyfkNBKaluWsIx0sefzwIV3TcnR4xG69QsaBYAxOZK8KHqMKB+chalWdEm9/920uz64xxSgbtmhrwVBZHzWpQ7Qfanzi8KTl+KSlm6leHghxhLZrGcfMk48G3vz+Ge+9c85um2k6Q8mJ5aHl4GRZfbwsPjhizlg3qaPUdlhdN84ZSuk5OFjSdgEbMnFUuM86bXGkaMgxUrLaOTahqB+aKTUYuz1yImL2bQVT1/1nOT7nQaoe5lYNiUGKYRwyZezZ9iPtMNCtPV1nmXcKBc67oA3tYAjOgrccHM4pRKwfMPZZFpK1U3UDofHM5l5nV5LKlpRnNM6ou8OnX4TbG/zvlnTLFJhuwyn/1lgRP+JQlt1k2lYHcqvlCVA14Ez9WdUf3AefKQeepHLtM7nANMk+WUAgdWAbW3+qTE7qBhpzVofYJhAnKnZlnXnfVMflm+a+sZ5xjPT9QN8PbLf9DT0dQ8nrStzIdRZIME4q1DjQucLMF+a+0JqRrmxpwhIcuDJwugh86aUXeOOVF/jSyw948e4xFiGnxGx5hDQzxAaMcRScwohokCuihp+52nZnyZislZQ6AliGUtiOmbPVlizCendNnx8SU88Pf3jG/XsvcXkxsN6M3H/wEufnZ/zGt79D0wQWy0P8bEEupgpbajXrbvVNTD3T09oRkb0yCKix5BSQgL224TTcu1qtMMZ8zHvLe0+WailiwWKxFBWCbizZwKofGWNi6WYch4bGGhpj8QIuqyeVohJQMHpjOBVZtR4cRYkXToh5h+0E8YXBDHzpZ1/lF37/GxgZyeOO2ayBPOpMEoU47OjXa3I/sN2NCmdJot9kAjOcMZSUiMPI1eWKxXzJe+++y+Z8SygNwQdSjORSTTRrn2xKMb33gI5TnJx2zBaGlHc4PNaGGgBaLs+f8s5bZ/zge0/YbQLezUhWIeyUNyyWBe91f3Q2gINiklZFRhmdOVtKcVgDcRy07YEF1IYmF6OqJVa/TzGqt1aA+SzQdhZjtB9qRIVrpdq4CApNGo27n+n4X0aQqkfOGYQ91CC5MA46uR7HSL8Tdq2wbS2LLrCYzwjLhZrslVjlkapj6OROaqovSpWcF1Hst5tZQgPbcQd4rPGoXEkFu+VGqPP545NmpOB3odfz/GuI7Df2f9eOffA302jyc+9T0HkxjGbDxu0XLUyb1LQl3uQDUw2lvQUBU/aPpRImJMsEqzPBsbvtll3fk7NuEorLF6xx9b7Q95ejEjpms3ndODRDjjEyDon1eoP3gabzxD4TDPjcY4rQSmSxaDiYBeaNJwSYtRkfBk5OT3ntpRd4/aX7vHTvhHtHh7ReP/Pi4JCmnbEdIlmmYe6J7l3Dr5k+S6KgG3vOhTQkSizkQRlxF5crfvjeB3zj29/l7OqaZmb4j/+Tn+fs7CG/+a1f52tfS/zKr/wTfvZn/1f83j/wS1zvtvQ5M18cqRQRytLT/b2K3u4hY+0/2CqHfps0sT9/t7QQb5Mn9qr2wMHBwT5ATb5bdiLEUJTUgM4xOQMpRTZDTx5HZr7BdnNEIgtrWBiLywZblPVn0f5rsQob5jqY6o0GlSIJ7EhyPaYxLO8ueePnf46f/fpX+Jk3XsEHRx8j/foa13Ts+oHdZsvp8SFxiFAMXesZ48hut2MzbnGSmLVK3+63AyVl2tCxXfdYqfbyojNHxleX4drfs9xA86VkusZycDijbQ2YjHMtznaUYrm63PD+e4/44IPH2mPyS7ybUYr2Qa01GjyKIgTKjlU7iBhjFaENSJn8+Qw+eIYxMvYOYzzbdaLvM/M5NI1WwCUPhODoOg/F0c3Uny9Tau9YF26ZhJOn3slPRyVV+0X1O1tzulLljqxVMVFrjDZyvRCcWndo4NHXKCUjGWIZMA4syvIz1OE1Z3UzlaImYwJNazk4bIlj1HL3YwFGl9SnlTLPB6jflbPxHNz32YC+fzvHbaFJao0Dt8HJGpHsc32yuilaFAa0Ul9jghHq60/woL6y3PwGURjCGd0YxpgZc6QvI2D2ahNqBe+fuT4iStQYU6Lf9XXzDFgfdL7LepxTIkLcrTnsDI13mFIwqdA2gaNFx6IJLGeew+WM+/dOePDiA1588QVeuHuHg4WOQDhjsb6hmS1J4uhHh2s6LEOtDFGIqgjWhz1jzUqlB4t6rKUxs77ecn254vJqzXe+/ya//dY7fO/Nt9kMA19+41Xe+D1v8KX8Mk8uNnz0cMMQDW987Wd4+fWX+MG7b2Gahov1hlfuvkAU7f2pu6uezxtVlTL9EOOetaN5Hupzzu1nofYuvSIsl0u898881lpbBVgzqUKu6kSsWnrbsacA7eGCLMKTcU2bR47DHONnNDQ05iZ50eF/UwfMC0jGOAtloDDSzh2z+YwXv/SAr/z8z/CFr32Zk9NDWhFyingLQx6hONrgGb2qYfiuwdVK2/aZcYA4juy2Qh4HdpuBtu340pd+hqePz1ldrZGkrEANuLYiDB+nZktNgLtOVXNCo7NRORckZxDL5fmK66sNkDk+OWK3Moxjj3WJnAQRBzIp9au2nhWtKodxZLtVs01QlmiMEWsj77/7Ad3M0s06zs4eY03htddbmtCRcwSTCK2hnWWsCXSdVyJH/UzTSEaRhNSeva3Oxp/l+FwHKeM06zXidPOhGpOVkWIL7ayh9Q1t07JcNrQdhJAJvjCfNdVzyJNzqBviQDFaLTlapsnAUgaKjNgyQ3JDKRbnA4fHczabCzZ5h3eHpNhQCojohbM2YfDVFVg+leBwe1bkk/pQt+PYbQjv+TmT51UttPr7lHN3i9xhrX32l9w6flR1J7ceY6iVzy2Fb6YAcjvI1MqpGDU3zkagFJJApmrTyWQjafZ4/P63mUIxUns9TX28/m6sDmiK0YUgLmjlYQxOMh2Z1kQEnY8aiyW6FnxLV3aUkvfW8Y3XuThqRokxtQ+ZCCbjrVP1CB/oETZppJSe04WndZm4uqLJiZPlIQezOQfdnNODY06PDlnOZxwdHHBycszpnRPmy5a2UzKEDwFrPcVYBE/CYXyDN16rpqIakcVacJClqKxRDRQl6d/TdkceB9bXKz46P+fxxRXfq8Hper0jWoNvZxQcvjvi9PguX/s9v49/8U//PzR2zslRIJsPwa8ZMDTtklj7a5PIbYxqC6F05UkNZfKiulFKSdU5eQo4t+noqosojEMkhEATdE5OJFeoVeNgLkoCSSnVoW0NZEaEbr6kqdT+cRiwRbXlostc5S3eQbaWWXAEjPalSiZYh201OU0SCZ3QLQJ3XjjhK7/nS7z65dc5vn/M4vgAFzzDZof3ntAGuiYwJGX9NbPAuIuQwLWexfEcGRQmDKMnDYl+zIyxkCJsxoH3333I+mqHp1X4a1J+QREc9q7GkxJGxLiRg8M5Tat9PLWCj4Ajp4QPwp17x5wcv0LsG9794WPef+8jbJWTIh8gKeHbHusGbLhkjFugQbL2lxCPKb5KjvXE3ZanDwXiOZBZbR8zOxDu3D1iedhWVwm0ChRwNjNfCN4WoMPbQJREdmtyuKYMO0ye4cc54TMm6J/rIDXJehsMRpwOSBbBe8vysOHgoGXedczbllnn8V4wNmJN1t5SUMwW8ZQsWDtSjMWgGK/kTMw9IjpYiCnkrGK2xljmi5aDo4aYBiRlDNWW2XgwPcaOn5QUfebq6aaC2LMCpn+5KaN/xOtOsMGnvPpneg/PH5O+YP3m5ue3X7Fu6rcn5qX+T8ztj6FBSSVqLLm+gr3Vn7o9ary3nrZS1Qyq91LtGRkEbB0UNKZWYaGaPVooCVLCkkglEsUzGk1Q5q7BkBiHEe+Dbqwp79XKdaC0sO3XuCqjZaRhMA5sIZVR4d/1Uw4cfO3LL/KFL73Ai/fucnJ4zLKbczBbYmq15n2DD56m1azYNapuYUOrlGiZNP/UuFFVOKplt6GK3BqEzBgjadRZGWssm9WatN2yurjkw7OnfHR9ybfeeodvvfkmfRYOlke0Ytlcbdj1ERMOOTo55fjkks0qczhfcuek42CZeO21I5yH0HaMMdE4VSooIpUF5qoUWIVYKwg5BffbSZRCkLf6tqjQbxxTnUXzSpBAX/dZqroGtklBXlmfdu9GfL1asdvtOD4+pgmB7XqDQfDdgqs8sE2JozCjE0vnLMFajCSGcU0zN7Szhvlxx1e//gZvfP0N5ocL2mXHbLGg6TquLi5oEGwTMEYFgbFe7/saeHPJxDGqysjMc3rnDpvLDdFkioFH77/Hb/3Gtzh/fMVmtcFlvc4GU0EX2RMMlDhRE1gENatMNK1TZrKx++svMoBxHBzNWCxneHPM6jpzdX3Bo8cZyQpJl2IpuRJe7EjMPSmPmNLRdh0PXjxiu77m7MkOjNrKkxv6leXRZkDMyCBb7oUGUPFbhRE9zga89fjWcXqnY95ZNhuDk4ZiImISxQwICVscrsyx5dl74dOOz3eQeua4yUC6ruHk5JDFsiH4RBsizmu2Z2t/w4jBTPRTkaq6rNTnSYkaIoWMsWrJPE1aiwjWw2wRODk9pN9dcX05IKbBiCoUiFFrb/Ps9v3/P26ij1Y4tfr6rM+VKkDrHZicCFbVHEqOmJK1qV4dDXIaENeRTQvWkwWGAh6L9Z6Zawl43fyL7K02mqrGPVlsTI3/qV/lghoh5ghIhhwh71h0gfm85Q/9ws/zC1/9Iocncw4WSxrnkajMulmjDr7GKSnEWItrHK5xGBfABYzx+96OiCFnwTqDWEttyChyIMpYs0UwudCPPSULq+trVhdXbDY7zq43fOt7b/Kb3/seF7ue2cEh1rd0c89um9iNkevrDTm9wKuvvcHJyZzF7JT/8D/8g7zy5bt8+Y2f41/82lv8D//kN7lz9ApxHIk10Eyw3cfn+W5VvreOSW1i/yhTNfpi5rbP1m004OaxN8SMqZ+l82g7hmEghMDp6Smgunyz40M8lnW/Y4yFo6ZlwxrjG0yw2OBpvOeFowccHMy498Jd3vjalzg8PcQEQzvvKozbgQ0q7pt6ihE6u0CMJTSW1nUUGchxYOwjY4mYYJnJnJILTenoguOjR4956zvv8N4P3ieYlrlbsN3u8FKUxLFfHFXe1tzaNSoiYYxVqaoqv6VVqUGKIiEhKNxYkmGzEuJgyLFTDcxhBAawIyKxJvVzWn8E0nJ4FPjKVx3rzSXX60ud75MWVxbEQaWrTACkZTY7pGuX6m6elQPQhIYQ1FJmtnAsD1rS2lOiIUVDoaXktjqYNzUZSXyW43MepKbLqDiusYXGO2bzlq5rdGDXDGBGsB1iWjANRhpyFFa7TE4rVKbDaD5oG5rQ0oZAaDyN1xNfUJFTb71mGKZgnefocMZ2PbJbrzWzyCovY53TeZV/R4kL//aOyU9GF5hzDus9jJ/16Qot2hwhDXStpzWFpgUkEhqHD0o5LyKYtuViSKyTwn8Kn4BlIFgDObLte66vLxAR7t69u4eSnodnRVDF8yKQVHg4Y3EBlg6a1PPVV1/ij//v/zAHrSM7ox5LBa2UXMAAwTf6mY3VXogDbPVIwiPGaTVlPKVAUa0MFU0Njpx11i/HTOxHSlJLj/XVtboHFxiy8GS15pvf/wG/8a3vsRpHTOgYk2G16TFoIrUbM+fnG0pacPn0I0Kb+PrPfYEvfOUVrImYkPi//Zk/yW/9+vdwRWGz6ZgC08TU+3HHFKBuB6KcFdby/sbFeOpHPXvX3DTgQQPeZrNBRJjNZsSoaiTHx8ds+x3bcSQ7R+MyjYen1485nXd86Y03eO3FBxwu55wcHtKFlvt37nFy55hiMuKEdt7Rzme4pkVwxATd4pAyQBwG6Ee62YJxlzFiSX1h2CQkqXuwjEJ/NnB9ueLs0RnXl2veffs9PnjnQ2bMkWTJu8zMzrlx2Z1g/OfgbT1jtZI0OOvxtZIBFGq1Fmuq3xkF40ZSGel3QokLMFmdw80W6yPWgbUdJXkwba1QC3fut9x/MfD++xu2GyElC3mBNQuc1SSumx9wenyP2eyAVDaUUmi9wwcllBmbmS2E5ZHj4mFPSg3WdpA6cux0zMJ6rK3mX5/h+HwHKTHcSIIXjCm0XWA2b9QZVxLWFVxQhl5JlnFQhtbmumccRmLsFf92GoywgcYXFrPMfOFpu0xojcIrsM/UCwVjEvNFy527S8Yenj6OSsKQynKyAZ2b+mwX46ft2LO26ozGZ32OM4KRxKJ1vHJ3ycxm5kGgRNrW07YeEZ3Yl/aQ7z/ZsbkaEdciLpBywsqIiZG46+nXG2Zdx2K5pO97rq6uOD09pWkaZe1VD6iUEoIOGxcdtqdtPLN5RxNmdAz84td+hldfus+wXZNDqz2ilHBYXA2SLrS4EBBrwKgVumDQnMaBcRgTVNQPFOLDqr+ZDJQckSzkMREHtY1HYLfTe3rXD3x4dslvfPt7/Mvf/BbbnGgWByRUQf1qvWXWzrDV8RUaSmo5Pn0BsQPHdzySesJiSb8+17UQhMa5ytiqyitVZ++Tg9THK6mpB9U0zc2ArzGq2FGr1eflkqZrrqi3YdbOEJF9gJp0/bquYzabaXW13WG8h5wJ3hKHNS+9coc/9kf+EF9744t0jUVKpnGWg/kxre8QKbig3nA2eCV/ToojOJpmzmp7wXq3ZfvknHv3XqRrFlydX3F9saLf7PDGk5oWJ55HHz7ht77xW7z91g9JQ6bxHQ0t/XbEAq2bKRnEpsrUfO4zP/d3VWmva8Y4pIoQMwUmM50nIZaecRzYbRJpaDA2sesHUt6h5jgeaxYYaSjFEVNkt91RisHZgKFauYiO84QQSGnDUNbcPz3gwQt38AHGftSRHQdmCjpW9QDv3Z/z9P2BcTdgTIuIRYoGWusKxg0/HUFqUm5WIljEmMxsNqPrPMboQC7WkbIg4unXmfVVYrsqDLtMSUo/LZKqMKOhkJS9M4d+cMzmhYNDmC1M1eFTvTCdtROcLyyXgTt3F6yvr8gxqVSOdVixHwtQzw/zftbjht3GfsE+/2+f9XVvlDAmtY7KfPuESPE8lPOTvH/DTQ9K+R43bC+qc66pfakf/V5v/0A3j+ANd0/mfPnVexz4jM8brCTaYNXqQ7QftqHh3SfXWBGSqPKAqcPApUQaZzg6WGDalrPzC6y13Llzh7Zt9/DfOGqZN6u+R4KKwPoizNqWWWNpSBw4w89+8YsEC6br6FFBYtcYbSrjKAKubVXh3BmM9eQq+QTKOjPGU4yrSVgdRi6iuoJpS46Dru8kpDETx4QUiLnQp8zbH3zAr33jO3z3nffY5sL88JhEldUxmRgzxnraecd2nTh7ckHwHY8fPsbYzJe/+jrNfK4UehuYN5Zf+PpX+ejMs9s8K3N0m3l5+z5UfTee+TloH7hpmj0V3TqHd89WUbdf+7YyxWQ4ud1uKaUwm81o25aLiwvu3r0LwEcffcTpyQnBOCT2xPWGL750l//r/+X/yBdfvc9i5pE84p2h6zqQFikO7yxNG8AYsgjeq35ezgoxZlFZ9ZSF9977kLd++32OD+4ybCK7661Sy6P2MdcXaz744UOuLq71sxFIveo1dn6GZKEM+jmTj5S9eYoGY0dV8ZgWjgjFKHNy4k2VUvBWGY6TeKueMwCVdytiMKZVCDBvGIahBh7AuqqHOXB+ds0H7z9h2DpWV4U0HGJEVAGfjJgV1m5YLISXXj3i3gsLrB/ADhh7oz6h5KKED4UXXj7i6lFmc71is1vve41q5TJi3JZiPhvM/zkPUkBtKopEnDc0rcc6lT9SzbKWvlcq7vV5z24N/VYIbgbicLah5KEGPK2CUha2m8g47uh3mRA62q5RDbaa7U38s5LVu2g+tyyXnmE3KqVVoFq7fmwR/6THPkvaf/9xGPEnDXx1fraOuOqNf3uTeT4wfVqv4JPew37jMtyimcoe2jBGdRBz/T1KfrAfe63n6d8Th0TqB/BG6Fxh7hPBZoJRlXuLCs4a47jarOm3a7xbMkhWy5Uq+uu9ZzGbsRsGnlyvaJqGo6Mj2rYF1Om373vm8zkHBweM40gcRlLJJKDpWnzrCQbm1nHnYM5LD14A53EuEMSpNbdxlKQVSImZKDrGoGLXqrCvPbp6DsxkbaGbtjEKiymTSs9jSYU8ZmIfSbGwWm+52mz56MlT/uVvfYfv/fBdRizdwSG2abFFGGPew2tg6LoZOQ381//Vf833v/k2Dz98lxdefJGvfe0XGHuh9Quscdy/+yp/5I/8Uf6L/+qf7Cug6VCl7KgW8vV6lVKY5mBuS2055zg8PMRay2azeSZYlVumhM/fb7GOeATjWa/X9H3PbDYDYLVasVgssNZycXFB27bMmhY/RvrdjpfuHvOf/sf/ET/7pdfpQsE78O2sbqhVhyRUMoa9GYXIuTJEq6rGGAeu1ysen53x5Mk577/9EURHGYTcJ/Kosk1xGIh9glgVJEQBZocmHXHUwVdEPbRSSWST9zqCzlhFh0qFiuv61OBkSUn29w6TQoVRJu+k3YcpFIkYo55WRTJDH1ldD9x9cKDDwjiMTaS85qNHD/nedz5gt15APmC3mpFG7f2K7ylc0c0i91+a8cLLc+bLQmaLsSPW1mtMwNlALj3WCMtFw917h3zw7pYhZXXcthNrcQTj9eszHJ/rIGWM+vjknMAU2q7Fe4MO5emilxzYrCKXF9dsViPBzXA+aLmM0dmqYmrSajBGfXBijKScyGVkHKpMfamz00aHQyWr/lTjPXbuuXM6Z7uK7DY92KY2uZ+lhf9uDOz+ZCepBiA9Ybcy3wnKuM2f+5//kMoS0/Py8erw+cMY9ZEqpSePPTltwSUCI8FIXeSGglqqbHajzq147TqqGrjOurShY+gjZxfX2OA5PjlWTcGUWK/XjOPI4eEhIQTW67VGx6ok4WYNzWKGsxaJI2kY+dLXv8bRyT3EA9bgiiNH9TQzVeTYSFLpIh/AaR+Kours9RPWDUip+VKNGEvOxDSy2m3VeiZm8pDptyPrTc/Tyysenp3xP33zm7z57rvYdoYPM4y1FJTCnXOipEwTAoaiLNj5nKuLS77z7V9nsWx46+33+M//8/83f+D3/yEOFoekceQ3fuPX+c3f+D7b1FV1gxs1c1s9g6Z5pz21PNwYRU7XchxHrLXM5/M9Lb3vB4K/1WO5FZgmNl8phcVysZeemuw7ttstxhgWiwWXl5cYYzg5OaGxFtJII5k//Af/AH/oD/z7BJexKiJVh2Y9xtaKtTIFVZy1ULJKppWk9O6ShIvLcx4+/ZD33n2P9z/4kJIdjIbN+ZYyZKY5MYlgKqxFRXqKsVijShlFilZS9TyNZkQ7mxqEpEK7GIdxuh9NHaoiQk6ZnBVOeWYW0sCkLC5FyCUiZodrGiTDbhtZX0NJS8QKiYjzhdAUIFMK9NtCHoQ4WqRAYqMBal6498IRX/zKHV54aYFvImnsVYcvW4ydkdOc2HswDalkvOlYLi3z+SUXqy1FqH5tpZqCTkKKP/74XAcp0GHbnNVnZTZr8MEq1mkKGE9KsFkXdjvtOy0PWkSg3/aqOmCrPJI1uMYTo2DFUgo4G+har9YMTQcMiBTUqdUhRedEfNDG7/GJ4+pyYBzWSIlqtSw3TO3bgep3c4j3U489I2qqxJ4djN3f5D9iTurf2CE3G5KqjVco47n39+xTpoCqun4pj5QcQTLWqgqCMVZllXAU19LnXskNzhGMDmNKGSglc7UaGTYDxXju3bmD846Li4u9ysFsNmMYBnLOWl0JpNzTNg3NwQHtwYLc96RdwojlS1/8Ct38gGjijeTLhNoYMMYrpGQtxjeIU4IHoir7CpOV/dqVUsgxUXKp/Z+EM15FbLcjaUisrja8/9ET3v3oEd/74Q95/+wMuzzANQ0lK2tVolrBp5gwGJ1zyupPhTPIkLl/f8ls0XC9nvNP/sm3+MY3PmA2m7NZ96yuNxwczTg41t7rdG2m/tHEzJvmn24P794Wls058+TJE+7du0fXdazX630v6jazb6rUjFEvq7Zt2Wy2CGqCOKmrW2s5PDwkxkiMkQcPHmhQSxFTEg/u3+E/+Pd/kfm8Zbe7ZtG1WikZj3EtzrdKozEaJKQkZU3mTBwi4xCRbOm3I4+efMgHTx/y/ocPubpccRhOSYMwbhNlyLXiyqQ0aj/UuMqFuHH8ddVvS73RVLZqzCNSe0quenJhXJWWMoitxAhR2DemtLfaMDbtV8aNcIBQivbcQhPp5oZ+J8Qxc3me2a0bujsekRGREecN9+6d8PoXHB8wcHmewELOI9gtoRMevHDAF16/y8uvHtHOhJR7tQ2hZdglrh5v9X4SqwaHRvBlYHPR0+90vKBknQCRErC06FDxZ9tzPtdBasJnBaFpPG1l9KlbpCpExLHQ9zrfNJ97FoeOnKPSRseCtYVAQ9d2LA7mnD29Jg0KPwnQdTNC06mKRaV86iy1xxjdHJ3TzXO+aDm9c8B61TP0iiGXOL3XHw2V/Zs6zE2atS9UlCVVo2eFEf9tVFOaHRZ1y/2MlZS6zdb5uOm9i/oxGZUZqTBCIJaGoehAbEoJsYU2ePJYGNJAGjJtt+Tu8SEpbzk/P9/3OkIIe2LAbDajaRp2Wx3m7BYqp0UboCRcCCxcy6uvfhFMgwmK5dsSVd2kzjiJtXjfaFPeai8u5YwtpfowCZLVc0qKZs3jMKg3Wc7EkhiNMPZj7YEUPnpyxpvvvMuvf/s7vH9xTndySrGeYbOFGOugrd0rUnjrq1qHMmGTRO7evcuf+TP/Ga9+4WX+X//P/5LvfutXODpe0C5OcCGw3j5hF1fMbcFUO/jbX9P1un3NiuS6IZd9gAohMAwDFxcXzOdzDTIHB4xj2jMppwpr0vILIeyHzZuuY2aoZpNpPyawXq85OjpiPp+z2WwgZyyZr379q7z8hVeJUmhmMwih3mMtxbbgGoxEjIxMm/z0nnOKjLsd/Xbg6nLNk8ePeHLxhOvVivl8iS+Bs/OnxD7jsg6sYBwOR5RMKhNdtaIzNuOyU7ZmVQIvUkgmIkZwonJsmgKzn28U0epOjO4f/W5gt9shsqgp2+09pT6nGOaLGa++fpeTk5ZHH6558rjn4QfXvHv3nG52j9kSjBUcnvv37xL8CYv5FU8f75RwkT0uNCwPAi+/cpe7dxZ0c8h5IFMoxZJGx8VZzwdvX9KvLbHPWmkbHe7xAttNBFGl/pwU8rRmVoPUTwEFXU0sNWh47/De6TyJUGXghZgSQz+Qs86/HBx2GOOYdZk06gBucDMWi0NEHGdnl6SSsKatDVthddWTk2E2tzRt9ZmypTq2ulpVCd4VlsuGrvMM/YAO9rJvav4kxzN7tNSb1uhEv3yMolofdqtSm8gQ5RbcN1VS02vWWejPFKA+NcDe+vlzXbL6fe1Tiavf1/duSh1EFKSYvXuqekTVoVXqJL7ozwxVWcEUnBH1ojK2XoPpPdibd6KWuBjjIRscDicFTGLWGsR2hDDHBs92vWG9vub09A4hBHa7HSE0LBYLnLOMww7nVFeumc1I3jPEDMkQXGB5sOTo9ISMxYQWkvYq1bbCkWKqJ7s6lOYKLcWEpITkor2unMilGh3mwjj05KiurSknpLHsthsuLtc8fXLBr/2rb/LDh4/56PIK08242u2Iu8yibVGjTujaQBtaVWapum2mQqPDOHL68j1evP8iloaXXvoCTVgwDiq1M8bEbH6Aax3bXcLaFjFWLddrAV5EIOvcFqIac9P9GkWvqUjBDD0H1uJipF9v8fMF2RZcraZM0Q3a5kJjHWMuLBZz1psN3XyO1ADV9z1NCLRNy2azxhrDyeEReYwVggeC5bWvfAHbWMQmXaPGYEyDmIAYR56QBGNwYqqVhyApE/ue7XbD5eUVZ08vObs8Y+wjxwcnjJeJh+8/JPdgi9URANGKLKaBRFLJpQkZQKXXEqbar+t6LhQQFTWWKpSsbtCyv4UnZ2ABcjHsdj3b7Y6cO0Q0AUICUnztw4L3jrt3GxaLA3brBmuest2MXF1u+eHbjzi9O+OeafFdQKwQGs/de47ZrOGV1xL9Tu1qrNPk//BoQWiEWLaqZ+lmSBLW1wNPH+14+mgHaUYeVAUjl0xAaL06ABe0/5xF6j7QYIr/zODN5zpIOWkgW4JpCN5VYVmIKWNQeRwxkCWBUVweAz54Dg+XNNZRsto/z7qW67X2tgoZbEKKY7srxNRzODZAQDC0nVDsiPUdlsreSapkMZ8bFgcNl1cjKQZVwZiCRr0qt+dvbmeibqK5TySJCSbUB7MfpbhBoj923KbwCqKat0b1C930LN1f9GfyI1/uY+QFpvd8qzK8/dR9QBTtAUHGYSn7AeoCtiC2wiNFiMUSrSMasCaDE6wYnAkKyeakZm92wKA6ZzOX6XwD1dfLErWvU0Rfwxqs2WBlw8xYsAts2zKM58xCRszALg204ZDV6pJd3HJ0eoBYYbVe421Q0WCBzeoaYwsnx0eEmSeJejM5HKao/cPJ6RHtLKiVCIGUClIi3hiMC0g1I1VUSAMUIvhSIBZKjqSSGCTTl6QWCnXjyjFis5CHnnEc2a63vP/wI37z22/xvfc+YJvALQ8Rb+lMwueIE+FgscRawQdLCC1jDykZclJNwVmzYLRrXnzhAe+++ZgnZytevvcajYd5FwgeFku4vL6g3xhO771AEovYHjA4p/Cpc35Pk9Z71GNKpHhLqSK5zgh3G0foB/Iwko5OWZvA5S6qlmHjsVJwSShR5x4f3DlhNewQB31JtOL31dWs7fDWsl1veHD/PnEcFTosBcFQrOOl118Bp6rfLhe8BLVIsYLxmUwkWhR+jVkrz36gDCPDbsdms+Jqu+bR+px17Ak0WBxnTx+yvdwRYqPvNRecAaxqfhbJpLo2vHVgSlWmnxictXdkpJK20OTFtxUJqPYtlaJdsDjT4kxhs9lwfb0m5xOkeIwNIA2giRhWcN5gmw1+3mNDxPodMY7sNokP3n3MwaHHli9x5/4xYZkpEoHEfAmzhSUlh4itShKeItCXHeu4xdDg05zry57HHwycfbRju1LhW+8DJWeMTZicoWhfMqZEJlIYK1GtQprup4A44axq9hkDXduqD5BRIzb1mwFEB+Emqw19nqH1Ld45TNG5g7YNlOu41x0D3ZTjmMgpgomUvOXwuKXtFnU+A2IsBAveeXKONG3DweGMpu3p+7gvNJ6HQz7L8W+2b/U7eO3niCA/+n3uuYO3vqoZn7nph00isPvKiwIlEVAPsNYLXWvpWnXEndnM8aKhteiC2BdQU80o2NxzMjd86cUjoj3Ctw0Gy26bGHp4ahPr3bWqUndqy7Hb7XCmYT5f0DQNQ78lpcz9B3eYz1rGnEgi5CpnY5NWPK+//pomGdYxZFUosdVVOO2rDA1OKaWqtSeUnMkxIkXVy3POlJhJ46gEBOMYx4RUI8az9TVvv/8Bv/prv8mTqx00HbN5i1iH2IKYpOc3gfVttZ0YyCUhEujHokrVXYtvWmwIvPPeQ/7Ef/IKb/yeV/lv/9E/JmHINiAuUKhsxOIpxahWnAw4awjek62qkKunV72WU78Rqey9jE8jh23DgXOsVlsu1xusKEVfimGxPMHmwtl2TZi1tE1DsZYxRoyzzFsVM00p0TYNBwcH7HY75pXlp72ovO/BzroFp8en2utLCnuKvWkQT0xREEoSJcSkRIojY9+z3vWs1ls2qzVxO2KTwUTD2UdnXJ1do3mvWs7oGEwlIKBCuLl+fv1d5Zl1Msl7TV1WnciwVf/wVh8ZU9+o6DySFVWyP9+xXQtNY7E2Y8yga8cEJu+0XBKQiKnQ9wNxFIKbk9KGN3/7A8at4ZUvvsjh3cDysGM268AoUQyx2psrjiJeFXlyIOeOOFi2qy3vv/mU995+yuXZjpwcxU3wb3XiNSBUEgil5tiTniPPrPUfd3yug5QxhVwiTaDOOMheS6pIUijQTGaFVQ+usv6makUtwPUxylK6KSsmM4RShH63I8aBLC3dTLBuRtfMcEZN8awVXJXZ72aB0BgwEapPy2169uf5mG6r5xmLn/lzTUhlfY6rg7yGghWtgqxYFWHImXnT8uDkgKNZRxtG5ou20rtHFq7QeTPpMezD7nT7O8kcdoblvAPn8VYI3tH3C4Y84zvpguurFc7OMM7T75RpdnR4ghFYra4wBu7fv08TPCnmugGIOjALSBVOfeWll5Ay0ZbTjWr+RDAoBclaPeWc9e+oBtw4Dgr+lMLY98Qh1p6FEE1GgE2MXG/WfPed9/gff+1fcbke6A5PkWQoFcrK6GiEJmktoOMY3kK/2zH2I4aG+bzj4GiGDUKSyDsfvM/jqyte/sJXeeeDDxkE8IHQzem3G8Q6XA143o0s28K2H4gDTI7I4CpZRFGCXIoaTKYCOWJTRHLieLHkuO0oFytKv8UuFmyHnt1uxeHhEeFgTi6ZwYCkEbxj2c1IMbLZrAlNIDTNnlQxm83IOdM0TXWcDTiExlsW3aKOilQYuMJ7pcLKYgSTCjaqmngBIjBIYRcTV1drrs5XjKseUwzr6y3nDy8Y1gNeGsY8UrKK3BoKxmQSOve0B7s/gdV7W8HEVJq5M766Nmi2te+37p+j90hOwuVZ5PpCODh0lKbH2gQuAktEWqRatRQx7DaZzSqTosfbDu8t2/UVb/72Ix4/3XB8v+PO3SNOTg6YL/UaWwc5iyIhRsk8u1K4vB44P1tz8WTL4w8uuXy6Q3JD4zukuFs+cKG+B/WSKsXVFoWt7uCKcn2isOknHJ/rICUknBVms5amdfUEK8toTOxPjG6iigvnorbgpehNaaxDRANUTsqs0qiv+LGygRPYgqUwjD3XqxVN6+nCAlun7YsI3uv8SvBWIQavWVopz1ZS/7oDvf+uHM8vvJ8k8E7Z4TT3pEKpajFhmSzeBVcKDphZz/2DhgenHZ4VXaPViiSDywmXk+Lb9vmKDUpJSByYz1pab7AkvIwsm8ROPK6MpBIxzZycM7vdjsPDlmHs6TdbwPDySy8SglMX0yGTcq4ZomJ3IoXDo0NOTo6VOSgCOBUhTurVk2LU+rEocyznsof7Ss70cdDcOhXG7QC5MPOBjKFPmbEIH5yd8/b77/HP/tU3ePTkkuPTe+yyQkF6Dyu93hrU9sFbhQY3G5wdMTnReoczgjVCHEfGITKfJSQY1uuniB3px2tgQOgxZqRr4fCwoe8zabxkPs842WBKjzUB5ztiqe4DInVzgmySbloFTIoEERbB4/KIF3j1cEHTR96/fAKzhvOzgWIydJ6SDeMYQYQmNHjvuHpyQcqZk9MTmqbZkzHatqXf7aqaeiZ4j8XixBL7iD1SiM7W0kmorMMsqssZCwyZUiIxZ3bjyPV2x9nVivPLFWlX8KMj7iIXH1ywu+ox2SpzMo010kxuurl+7ioQC3vW4m2H4tt/Tr5Ozuroi90n0LeIKQKFRCoDSGB97fjog57Tux2+G7F+p0w/aaF0lS1oyNFydTmwXRecnZOTJece62dQWi7PCk/Pz3hvdsVs1jBfNITG0bSOktO+Esw5s8mRq+sNV5dbhm1BooPU0vg53nYYnHpRSa597gx1vKeIkIthz42yUqv+n4JKylohBFgsG5rGITZWkoLqqo1joSQqDVbq/EOddapGdm5fSU0UYLgZLJ20xYS2bTg87AhNIQS/J03cUKcn2MPTtB4fFNbSPfnHs9Y+6fhRFcq/zcrseabiT/xeKhyEsVWhHA1OU+ASrYwa57BlxOYtMzy+bAnFYqRVin8Z8carKvS+xjP7P43x5LzBSGQeIlYGXEmMUrjYJYac8bM5I47NegPoNVxdX7OcL3jxxRcV8k1RM8qCkgZu9fGMEe6cHrNczLBGSFWNZBxGfE5IzgzDoAZzOZNiotS5IlN0ox1KVTDJQBFa1xJcYLXrGXPi0dUF3/jud/nu2+/w6GpDd3SH5Bp2Y6LtWr3ni5JJrIApAmVLYKBtR5zZgU90TUeOEe8jxq4o4xrLyBgj3lwRzCXkp3RhTWMDjoZ5Y3n5QYuUgCcyD4XDmQXbcL0eePT0Au8CSZR0kKQobFkZtqaAK0JjLa0zBFMIkukaj7eBXeoZc88glsePPmR+csL84BCx2i/N24HNesu46wmzDu+9Ek5Meca111qL8dRRA1v7VTu4twR0D1CTRiV25GTIEvGjUPrImAa2acfl9Yrz80uePDnn+mJDmxzj1cDZR2dsL7fIIBgcMcYaiLSHrUlWIetcCyrI+GkV1E2zWcORwxpPxQ+4MfTUB2lPORNLBJkzbD0fvr/i5dfmLE+MQrzGoIKtgpDr/WZYryLjYHGmQ0yuotcedX6wZCyblNiuExdnEev0dXKazDM1MYsGkhhK8kh2eJras+pU7sgYrK/JmZkATVdBk5uZLl2XCo3qDf/jj891kBKTadrAfNESGhhjxlRH1e02MvTKivJenTKbptvfIDkXXJiguFLFTgOIyscYo5L2TVAr57Z13L17jHEj84WKz6YUwWacsTQBpUAXIYRJn2y1p1Z/0vzPjwpAIjehcpojAar9xk0A+yxKEM8fEzmjAgs/+hzfeq8TcWKirT/zmrc+m3oHGWyZek9TBam/zxqL2Do5L5owWNSIcOonGaO03pIjedxBbvB2ZGYD1qsfVcq5EkOmz3HD7BMRYrYUCRjvKK5AVduOySK2YT2csxXPruhCci7UYdGW09NjmsbR7/r9ZiJF4WTfNAyjVkVWhLt3TjFSKGnUJnMaa6aupAdEKEkVCVJK+7/npEw+vHphSczMqpL1ejuw2u748OKc3/j+d/mN73yX1Rjx3ZJkPILFtx1DGuiaFlDSiKkVGWz44quH/J//9P+Je6cd5IHNakUb5linsyz4xDBsydny5a8c0vgL/rP/9A/yH/2R38PysCN0lrZpCWGBpVNILCWsbZgf3+Mb3/gu//f/x9/l0dm1DknX/oxec61YGjxeLLZolecbS1MKkgdeODhk+eCU8YP3eLLZ4r1jc3HBcnnA0cEhu/UWsZHt9hofHD7c0N93u51WVKWwXC5vKo6ccUGh2/PzK/Jr92m90p2lZFKsLDsvDHkg94L0iX7YserXXF9ec/H0itXlBumFfjOwOduyudhBNphiSUlZqUlGjDU6ZuBNrSD2HW2mxPf2Gr5NbNK73dVKz+Ocx1eyzvSAyfrEWkNJGWcCUgJnTzZcXSbu9RYbLM5p783ZUgfDhZwtcTTEsRJ2TKZpIJdISgbMHCTgrGpU4lyV3xoppSIcFozkOqunhrIUSxF16o2j0Hjwra9JfsJVRa+csyr7W0suqCGmUwbgzTn68cfnOkg5D7O5p+0c1glOjJrWDYXtZmSzHjTSi+CsYz6f19kKu2+gYqphl7F1qFR/OGVJUBeXd3SzFh8cs7lHyBirLjpT78GKYKzDUjO7TzAd/HHB5EcQ7SpUNj3qd1BN7V/mJ6vqbr8/4ZNhSw06t2jgN73q2iu6bTd+o36xD0+mUiiMJYshFlG2pjV4Z7WCyh5nUIFWtP8x9RVvuokGxGFdo4sEQzaOUgLZtWyjsImOUTx9LsQxQlYtxwf373Pn7im73Y4iGZWfof4pVf0h403D2PfcvXOKd5aS1KabovlxGjUjFZGbgdyoP5tUvoP32qe2BhX982zHyNPVFY/OL/itN9/iG9/7Ho/OLpgdHoHRQXNTCs4bgrcK9VGqjI5AyZS85YW7D/j9v/cNWt8TTKbpvgSDgAtq7ukK/bjB+xZshx3PeOXBHPvSgvmiwdR+mFrXdOBmjFGI0dAdnvDGl97gYHHIoycrpEzXUFOFYgymGBwGXxy2KNSWKDirwd2ZkdPFMT/z6kvsvv8Dcil417B+9JSx25FVpoCCsDxY1CpWySd93yMizOfzm/moooPFoWlxJvCDN9/if/0Hfp5+e44TofGhVpk6/5bGnmEXSbvIbujZbtZsLzcMVxvKNpN2md3Fhn414qQhFWXilVotFilVVqx+cqlr6pb81yetoT3sP1VRBA1U+Eq2mZLIGwJFLloBSVF0J8bCo4eXvPz6XbrFAZIEZz3IqL1wNABK8aSk/TLsjiRXGJtxwQB5D8OpsoVHst6/lEpGEoORNE3i1i1RK8VJcxHJ5BKrf5uSR6zTT1dM0TUwLc7aCxRzQyz5ccfnOki1rWWx7AiNoZisUAsatVMqxFEQJ+SS8cHStm2V1FFcfrpVvHfkLAzDiBqO3dxEuWRdWqIVlfZRNFO0TM3FadelZkuq+KsX8/NNlPhJjmf6bvqD+i9TpVcVOKxWndapT01RHK32qmoWhqdU2/A+CwWHDQ1SBqAa5DUd1qj9taVqnqGdByOF1jloW4JziLWI7Ug5kOyS8/UlfawK7LoVU0pisZhz//59vLfEOGrFOolyim5Ik5VECKrN9uD+fUQKQz9UXT+HmFBt1YWcVK08paiixjWbtkaVMIoUYkyMMbEqA+ttz3tPHvHN736P3/j2d4gCh8enxCyYUnRTiAnw+KDDuc5ZdTqtfa/QtIRGNQitMeQYGWIm2A4phoQgAVI2OCt8+M5bnJy8yPXVhsVyznze6NB7KTgMxulcS9PMCd0MiuPo4C5dOKgok55Hb6BYg44nW1x2am5XDH1KrGwkuUTnLdklXOk5mQVev3PKR2crQlJywLjbEOYdYdaBUVq+r5b0cRyVhenUkXZSnGh82CeHzbzjuz94kx++/wH3j1qkFBwZSQJZHZZTP7Dd9ezWO7abLeura67PLujP1+Trgc3Zht3VjhxBjCeXvrozZ4UbjRIkJt8vKxZbVET4k0STn9e2tBhcCTij0KfTM61rAx0b0TkoAfF4t6hi2dr7fO/dR7z4yoKTkwfgRu31MFJkrD0uVxPlDKbH+x02bJkvGmahYRgD55fKQjamykTVa4nUmCRQxFXr9xsURfNQTeKnmUcwWJ/AJSSpJqdAFamtz7VGK6qfFnafEiY8xgjGFOwUncXibECFZycGn5IbxmEkeA9VZFSqsGVKiaEf9eJAxZDk1sZrKjtokmzJtcGp9Ha7Z6k5Si6kpPjvbQDgf8nH8yoEZqIi13+XemJvF17OVYPIkve3rBhDNlpRZOtINrFNwiYW5jNPa0WlrJxXVXqDKnuYPYcLlWwtzIylCV4XhoHkPDEFNr1wdraBbPAmE4wwFK1EDg8Pmc06thv1GdNiTanGRm6a4KWSHo4ODzk6PNT5nJKYusOlJEwxlKyGc0PfI7nQNg04p/MkApKUbj6myDaOPFmteOvDh3zz+7/N937wFpth5ODwBO+CDiJXCR0d/8x44/DO0TiPM5Y8ZrIpiJmxHiwfnW05mgmtc9ii8GMxaA+pMQypUMYrDg5eYNMbfHvCejNwtX6E86J9s7giJUc2DUIAWh68+Drd7I5u4EkDlDUGnMWJqBqdOD1nxVIwDAI7MjYIbXCY1oDJuAxLaziyjlR0aLhtO4Jv6Q6PaKXj0cVjTNXxi1WNYtL1m7ykMDAMA8MQCbbh9MDzjW99iz/8S7+olP6hkGN1Ay6Rod+y2e24XK9ZX1yxO79me75ivOoZVyO7qw0lWTChWsxncklkkrLWjOCo0HsBIxab9do8D1I8z4TVfrjH41UFpGqGGgPOTHT0uoYMGAk4E8hmxLiEsYbrqy3vvn3Biy++wMndGdJudC7KqCyTqf127wx97FkuCvdfPODlV+5zevgqV1eBb337hzx6dFn7mhUJMM/C5qpFoMk6xlQ/KKt7boU7DUXnUfOIMRERi6PBWPWaqlPd+jw7Cfd+tuNzHaSWyzlNEzBWFXubJpCyBqWum7ELtdmNkHLi+uqK3Tbj3SHNYgYy0c4L4ziqYRzT5bnp9+h3twKWMcpisXUGyxms16yniA4Tj2MmJ8HZfztB6if9jT8KZvxJj+kccSthkvpLbnp0qrtorFGIgRvQT3N3RxSFQzZD5Hy1ZtF6fGvwRuE7a7QaE6MIha3V2vQqvhSCoyo5OEpR25bz8zWPHp3pQhlHGt/oBmvVviGlyDj0tWrWLLnkKhYKxKqjN8Qdd154pZJmRlzRiiaVor2PsZBiYtjtSDHpXF49R7kUxn5gHPRrtd3y8PyM3/7wQ7777g/53rvvsukjTTujrDf49UDbNIgkfAi44LBF8DYom9Q5yFJJGSCu4fvvPOW/+C//EburDyFuKWNm1h6SpWEUgzSWmHu210+JY+JwcYd+M7LZbuhmjsNDVX93pqPfZVIWmllHTpbf9+/9b/jqV38B71pFDShq514EnNqSCKo5p0PMBtM22KXFtgXXNCpL5C0+FhhHFqK9DgrEZJCxsF2t2YaMaQJN01XJIqWah+pN1YTAerUiTeMmFpq2Razw7e98lwcnc15/4QUacaReE8gh9VyvL3my3fD06or12SXlcktZj8Srge1Vr3x0MTpwLqq1lyvBXP9T8VhVi6jqKMVgzPNVwnO9aEydi3J1w3e6Fm6x+qy1N+tRRElAqVBKxtiolZtpePq4583vn/Ez7pST+zo3VSabogq9N61lNm94/cunvP7lhnv3j5iFOzz6KPPDDzyPngyQ1b/MTgHEyD6hLFLVMYyKIqinnvaOJwjPmEwTPM2swwSLE4+kwHZniNuKSNR+tK61/GzG+iOOz3WQ8k2H844iPYaMdYXUD3h/wKwLXBkhFUvKFuctq1WPcwMHi8DJwRxnlK7rRSCmag8NRgxWqOVqwtqxns+ivJscmEBBsUJxWSVJnEeSJY6ZFEe8VfuPaXOeJCABLX0nAoLcoLNm/298eqSRZ+G0aTBWRMdki8iEnt08xdxIJO3fizGVLqvHRJN93pH29vHM732OfXhbXNTceoIanjlAMKLDncZkEF+VJRxCQgVUTP1EQqxEgG0c2GxGytEcE3yFNZIq/FDABKwJxJQITnBGK51UNetsAZ8qVGcc758/5CL29FiyEWzRYd5JtWDod8RhRJXUlC2KMRRrGIywTpEuWOL1FfdPvorNo+pAOhUPHaNW5WOfiWMk9j1GDE07Y9hsKVLo48j1ZsOuH9gm4e0PH/G9N3/Ah0/OuFhvkNwRTKCMQqojEDmNyiwNQW3srdKtKfohsxRSiWSTaVygZMvjR9fIOGKzkHaZ67LBOBhyYXZ0wHqT2FxGLIYGS4qB9XXi/Oma7UnBv3LMcj5H8kiMA75VS4vvv/ltFocHiI1VocWrSoZRiSFrArlkbCikOOo9ulzS3F1gfSG7QnaGWCD3g3ZlhoTNsLCBlckM9JzvVuyS4fDeXY7bBU2GjdfeTBMaFvMFzljmzYx5O2c+m1VT0szq8ozvXHyINYU/+r/9Qxy0MyRmxs2GfrPhen3J2XbN+dUl/dUOu4OyTgzXI2kAyQr3pzSScyTWGirLJM+lN7jZMwyguGlU/QbCnrh6qgiqzgtOXAUKXQ1Wrs7WqTNBnpiuRsHoUjJUzzypLDtrWtaXlnfefMrxiWd57HFtr5UWjuAWBG+ZLTN37y34ylfv8uCllhA8ORbGtGUcd+SUMdLWnnwVPTbV3BJHKQZTGqzPCLva9zoE0yBmBLelmRfunp5w/94JBwdaxW23hQ8+2nIVB9gVbDL40mBLxLoekZ8CxYm+VxVfzIALqc7KgDXCrAt0rSUmNVZzFiDj6+KefGKc85CEcTuQUk8hgExzDwJEsOpnIyVhabASFMM1GWOUnqxDniBF6cw5Jrw1xDSV+UDRbBMmZs8nkw+m41MJETJ5K01BSv8uRllvxdxUJgb2xoP7p09f9TU+be7pEynwt3pOn/S+J6ahmJuArA9z00kAyZjqpEzNsIRpINdgRINHBpKFoRSGEUoEVyymZIxTeKeYuqhH8HhMVtpsEyy5mgw2IoSqD5hK5ny3ZnBqsS4oI6wYcN7inA7Yphj31BlQcdgkhh2FJCq75SVybzmjReGemDNjjqz7Hdt+YOyVxReMp/PNvpey3u7YxoFdiqz7gW++9S4/+PARwxDBzQiNZSkd4zgQszq5Nt5hvaWbLWjbDh/CPvNGRMcfRCWnSknkos7QKRUkCsRMGoU8Zrqu9kxTwEiLlQVGhHFX8D7Q+DlphNh7tivBSmIYIkNMGB8JnaePG/CR2dJTTBUWLVXxuzI8U4okZ0hmJJLYlIKPhpCt9t58Zhkc2Mq4E4MXRxHBlMjY7xhsJEbH6olllAvuHx6z22w5WB7wwoMHSC4MQ2Q+X2IKbLY7hnHDtr/UpgqF//E3fotH51f83p/7OY5nHTZG4nbL9cU5jy+estpsYTSE1JA3hdQXTDF79mXJSYVVRe+TSZRGwf56DYzeK8VSGY7VokU0OVONSassPlP7RTilm9fvb6/SG4cCTd0Uakt1lMaCNAgNOTs2q8I7bz3k5N4JD2a1wql37uFhy8uvzrn/4pzTe6G6RNgayLWXp64OHkqob6Emkfs1a3C2JcYVvtvRNh5JkSKO0BRO7wdefe2Al156idPDI+YNuMawGUfm91qYWbbfeIKcFbxUPkbOlJ8GP6nziwvWG8HaTGhhsZjRNC0ihrb1LA4aNv01kpXJYm2mmwWaJmg2YtT/ZNsXzq+3Vb5GN9FCxhv1xem6UAWU803/ywnO1ea/VXaMiKWI5fpqR4w1K9lPsP07dvzP+ZZuVYVTm85UqG6q/D4JcDRWSQVJHLuY6FNVOJeIKQXjtG+YsrDZbDHZYcgsl56mUQUSFeTV7DNLYdv3jDHqwjdWHVdFk4zg62B2dcHVntrENhTGpErkzkKKPfPiWDRz0i5SSqLvd/TjwKrfsh3H6iNksW3DLhd2W53D2Q0jfcmcXV3zvTff5K0PPyJaz3y2JAQVQG6aTEod/bDDmELTKEnCNw2haT7mZCtVHiw0QTfMnNlstsybQmcNXdsRnCEHj/ctznjarsMGizeGOAz4pqFpWrpUyKLjmKttTxKIMZGl0B0sGWPCBcds1lVHXL243nvEJCUl5KSEkKyJU84FMYbVao0jEYikBmTZYn2h90L0lUxgHHOrgc4Q2I2wubrgOo2s3GOatmV1ecl6veHg4FALSWcZx8h6tWY7rBEb932yHAdW3/suDz98yP2jQw6bBpcLu8srhjjifCCgihUMQDGUJOSsnzlJJsvNcCvc6sHW76WOZthaMTHR2SapKGNx1mNqQLLG4oxT9fP9iMYN0YiP/c2gQeOGrIBoL3ccMu+/d8nRnZGmvcfR6RJx2pO/96BjefgCh8cL5vNAEbVrEaPjMxPsaERnPktRRwERnWea5kCxI8buuH9vwfHJIZdPM9v1yPHpnC98ccmXv3KPu3fv4KTBpIhtI8yEe7bQi+FiVXgnrSEWLDMkzyv74scfn+sgdb1a4yxYByE4RDqODgPiwPlCNzd0XSZng3fQdS3HhzNm3QzrWqzrGIvn/PKapxcbhZeMIKYgknDBcHg44+h4SQgjobEYWyp7xj7jo2NqQ3nYCdfXPSkaHXK7RR34aTwUztS/P3MmrMU3vmamt5binmyhNFcBsmnZxMJq1MTCyYiRjMWTiyHFzGbT8/DDx1iEn/mZ15nPOwxJRVBzwThVxF9venb9QMaTjSEVgKJKJcAwjjgmyjm6SLHkYhiiYMQSvIF+IFgHyXB5dk0etbfUVwJEnyM0Dh8C17sLrq83bNZaYe1i4p0PPuSH73+ACQHbdrRm8mPSIVhXA9Hkj6YDkgqVplHlglSCSe0zpoy30rGIYySbQkoBtwgsFzNM9qTRIbSI88wPlsQSMdaz2221R2sdElqaA6dq5qFhxLGNA8Oux4eWxWFLjIkQGg4OFmqsWArWa5IGBucNxjqSJGwIGJN58OA+w3bFZnOt0Lh1RB8ojIwBkoO2oHTxmDntWo6sYYyF3ni2izm9zfi2ZdfvuHj0EevrK0LXsTw6xDiPW7SEprDaXqFyQ1qJXG12xN3I0w8+wsfM3fmS+ycneNPiksMUSxwSMhYNUiVXaScd0M3oKAHlBsqeRJonVMHuSQ52j5I4nFZOdfZyPxNldGTXOY/ZExXkEwOVfqtq52qkql/GqU5pzgkbPW9+7xxrGt742mscHjUYO9AuBnyX6LoExisBw1vIA85nXL2PKHUUxxmyqM2IVoQKqZey4cWXlvzi73uVO3ePeO+dC84er3n55Tt8+Y0jDo8tLkRM1kHqJAOJa8J8zcn9nle/ZDl/umP9FCyHWLMkMnymPeRzHaRKEShOsc1i2awEZxPzhcfYRNPByZ05JjtC8LStZzZrcb4hFce4zWxWW54+vmLbo2rIVrExYwrOO2bzwPHJDOc8beswoq6XAVfxOmUxSdHBtvOzNdvNSEnVc4pnM7CfukOeq4/MTTXlvNfl9ryVSYUrFfZ3YBvGMrJNlkKDtX2FBVVyZYyF1abngw+fYIzw8muvcJgNwSi0UUgUtAGuQSKSqxhnqm69nkLMmfVqjVkUUhEdrES/RLQawBTSGJExsTPw9OKKxlgoqv8WKYwps02R7eqKLIW+j1yvN2w2Ax89fsrji0vGJDTzJa5p2W1XWKMkiaZpMCaRs87gUGVyisTKShspVS/QOQ3idnT7PmKu81jGWGbzlq6bYazOwyy6Ob/0S3+Q4zsvkDA085ZihWE3kuIkGaauuClG+n7Ae08Igb7f8d7bP+Sbv/nrNDNPIfHRw4eqlWcNY1S1e5gYXI4shXFQ3yprPK+//gpxu+Lhh+9zdXnJqs+Eg5bg67pDQAo2a6AyY8ZbQ1MsS9txlQcOZzN2Y6RxDaMRrldryhiRlPCzDuM83lhm7ZztZq1U9VLoMKQYOexmHC87DkNL2So7rVDZuKlUqSvdmLOodE+xdQA33WRbdt9rqoCfTFiA9pwmfVDnvM4TWY/B73tQztbulJu8CW5D7TekhWcXjq33o8J5xqS9oSTSsLrMvPODDbOu54tfmTM/jIQmY/KAGE8pASk6aiEMdDND1zV7rT4AW50hYJK40nmw0Alf/sqLfPHL91gsA13juXtnyf17h5zes1i71WFrazHZUEokpZGY9c9Z5+hmjjHY2kf1t0wbf/Tx+Q5SWSEhyYGUDZtVwZiID06zBGc4OJjh8KrpZZVNE6OSItarnvOna1bXavc+zcsYa3FGrQggEYLFB4/zKBNNVGhUM1iLoDfAbps4e3JNHIRSVOIEdNh3Oj6JbADPIGI/0XEzf/Tpz/6U3Ozjj3uu//RJ30+kCPmUxz1D2X+uhDJ76Aw1/bOGYuvsoDG35yArTFepJtaTCYzZkWSqsCpclw1jKvSjsN4lrDVsoxBRWm+xhYxuEAlhNyaVdzFGmVliqkGfICmx2SlE5IzTIVdj9s1kEUvMI+OwQcaBsRTefvQQvMVPzE6B1XbHdtyy3l3x9OyMs8srrq/XXK42xAyHJ3fwsznRWBaLA5o2UOKOrmtpmw7nImAYx1HvVdSR13vLbujJJRJjJakAJUs1B3SULDjv8d7Rth3WqpNvdIKZt/z87/0P+PLP/pzO/Acw3lD97mGCDwWwhjhGrDH4Rme+vvON3+Kt336LoR8ow8D777/PK698EePYb+BK7NSeh2ShWEu2Dk/k1Zdf4GT2Mt/vhN/81pptEkIzo02JpDcBLqtcVOMsY45IAWcbHIY7vmO3HemsQ5xlVxKzZq49y9WOtO0Ra0hob+jQN9hZwKSMGSOL1nNgA7NsCdnodm+EVJTSbuzE3q327qZA9aUzExdcaidKpnvdVguaG3aereiAq15nzoYapG6IEs5Mgcx+bO2KfEo/mEpCElvnlDJCxBhDHA3OHXLxBL71jYfkkvjSVxsOQtLebw04IqooYVxkPg+cnC7oZudsYqJIJMeEsdrvlT2UHOlm8PKrd5gvhabtOb3rOTo8Zj73+GaDyIizgZyyzkEaA3FB6j27a8+4TXg5JDil6ecy1r7djz8+10FqavgZGygFUhZ2fSSsNXhZLzijahEF1bLKu0iMhd02sVklNpuRnC1WDMZ6JhzZGEuRyDAmSpmjc5Kl3oxaCuv34IwjJcN2Hbm+2iGi2ZHaFEwkhmdJCXBzI/6kgrPT5nRzHn70Y29HKeGTb374uM+V/QTMePKSuv1Zbv/5DFYvzwZhpezXPNCgNaY1ytKrRnoC1YuqYCflZNGNT7JCbr1YxKrlxXbMbHrok0Fsi2sDu6Gw2kUGC7nxWPEI6gPVj6XeLzeMSClazVlrKQhjHGl9S8yRSSw2ZiiSGdNIlIyxsIkj33/vHSRoj2G77dn0A4+enLHZrbm+ekrfD6QiGO8R62mXS4pzFAPz2VydaMceciTGkVm3QEQJPSF4UhqeuR5dq5TzkkvtGxjdCN0UaIz6Kln9sx8HGiuMURjGQp+FFDPNYsYgA5JzNQ59bqPMpYonG1IueOdZLA8JfkYfe0KnUjpt22pQd5NSgrLcDNq/bdsWqRv2LMCdo5Z7Ry1dA6N1mFKYZfbuzCYXEEsyBfEgThMKKwUTC3OqaWARZtYzWk80aqU0lMyQIkPOJCmIDFhj6FygtS0LF2gLdMUQRHAFsinkOjxbSqEYlD1qRDdroRpvTtC9RfYs1LpvmIk+Me0Nk1KEwxm//9JRLrt/riawH1+Pe5mzW+tnqp6UgafD1dZUgoSxONcomaJYLs97vv/d9+kWp7zsA/NF0Fksa+vIhqUAvjHcuTvn4DDQbyMIdQYwo1ZHGWsdkGmD4/h4gfcDIWSG7UDbHWJ9xJhRA6YkqOs4Dp7VVcPTM8uTx3D+ZMdm1ZHHhHEZ70V/z2c4PtdBCm6qFVDu/jiMXF4MxKjlpQ+O3o5Y60ixsNuMDLtIHIFsITuCCzjnKglaFJM2hXGM5Gz2TB3wmilVsgQYNdwzc7brkQ8/fMp2G5GiFPW9jtlP62FqZk2Na6JNdGcMpi6YUXTuZBrG1acV1fKblrNkHEKOIxeXG67SNZv+it24Yztm+tGy3gijeCiOdz94zNnlOc5ajg8WHC9bDg6WDOJVt08slLrZlGpAWCfzlUI+qlOuTzjTIHhiUjgwpZ6UBxyq0feDd3/IR2dPMMay3vSkYlQZwhjKOGrT3Huwjgw01tC2SlAwJZFz5N6dU3Ieub5aEYInhEP6XpU1rLOUpPN8mEzXOLSBrj0fazyTh08IjdrTZ6GP6mBrMRydHjHuBlIWhm2P9Q3F2OqLlbV5/0lMmlssT0FYHhxxcHjM7uk1pWQeP37C/QfnqhAfFRbS/oaAJCYtj5gSh3PPsrMs3MiDk5aXHhwwXgwYI3hBg0ZdKsUIxUK2+qe1yp4MWXD7GR719CJXuLZtOLAN0TuSLVjv9pu9s1b7hzETxNAYgxejXlbs1X80+bNVHaEGCSMaiCiqXKOfTU/NtPPYmkBMk00TJf2migo6VGsmKFCZfXp8fH/QRO4m4VNSxiTIakCcfunZVXzCsEd1coKzJ1t+6zd3DMNdvvLVBzRHc+3vyoB1VaPFCid3G+6/sOTq8ozNsKNpZ/S92mg4N6EhhSa0WFRmUsqAdeBcrvugQr3Oqk7fmEeePtnygzd3/PCdyOPHI+vrHbtN5HDmcUGQMmJ+GuakCk5zGlMQUyioMkAeC2UlbHdZaen1LpRskCRqCIfKkDg7NQ5LleuoGU7Rsb2cVStN9hmTMsigqFWB6+i3hadPrjg/uyaOgncG61TFuVSa809jrJryySn4VGCyMvss1lntoQClapa5Sv9HCiZHvHV4MiYNrC83vHnZs91esumvGdKoBn05kJLXa7rtub6+wPmEuIblfM6dg447p8c0iyPW24gh6GxW0d0monMpiOqypVIoRnX8CDpzE3MipoQlYZPqmM0ap1l/Ssq4axqFCUWtHMQ51euTQhZq30WVKTo/wwFjP9AFj+k811crdv2W4FVfshRV6S9VyquIBtEJZlKZJq1ytBfk8N5XgdDMMA4461gslqzGQhHLdjdinCcVqRXexKl+ti9ozFQV7J2RWMwWHCyPefzkA3KKPH78mIcPHxK8Z2fGmyUkgimpyvJATpkmBGYNtG7kxbtzXnvllEf9I7JENLcwZAvGaj8mGyHf3DrUiLG3d5gUTHy9z0zMSqCa+pC5Nv0n9KDkSnSo266r92fRDV6L9lLL+ClAoQG8VLufCQ2hUsqN7h/OuuqqfQPtmwnqM37P5NPzUVU4tNz8lGrilrzYNDBpMjCCCUBT6eLqY6VDtlr96HsDKZ7zxyNv2RUHy7t0bUM3T+S8RRC8D0Ch6RL3X1hy/nRHv92S44ixCg1aZ6qLrhKJ+t0IYkgp42xAFY705FlnsRIYo+H8YsUPfvspv/39LR89cqzXhbHf4czUn4RUVMHlsxyf6yCl/gZVVbdOQ+st6IjJ0A/KziEAYvFYgg0E53A41doSgTJ54Wh2asxef1yzsZo9IWY/dGeNYExg6BNnT7d89PAp45AxRi2ulaou/FRGp1vHpE4N7CEMM1VS3usUv6jID7c2AUMhWIdHKP2OzfaCYbhi6NdElECALWA9UudNTFWYAGHsExHH9WbF+dklH350zuzgiByW4Of18QkHpFIrPHSzKqJ9R2NUuFgkUUR127yA1w4Vi9mcbqakGt91XG96+iETMwxDVIjQJnIawUDTtLQhcHp0QGst12dnHC6W2JJ4dHbOZrNmuTykH3p1khVVlWaCaEX7VEpmcHivczegkGUpmXHUCqofByVajAodWue5Xm14/PhMRT/3095GZb0+qZLSV679uELTNCwWBzgfEDOyWm80SDUew+Slpdc7WFXzDi6QXGIWPJ0Hl7cs28LRQcD5RMqOaA1jMIxeDfd0DlbXjhWDL2jCp8BHDaoKuRurVVEpRYOK08+jM2MWcbZKGOmMnFSFCNWHrL0XmURPy/73GtF5PVsspjgogjVFtxzAGov3KrAavJIjjDE6c1fPg5oYTv9p0EI0Kb7ZGj65G214rr9rMiocq4kR+3nOWPuABWxGisW6ghCwsuDsUeLDH47cvSvMlzprl1OqKiGZ2RxeeuWENLTE4SlPPlojYoipKDGpWpyIGMY+YU1HzJOwtsKX4DHidGZrnfjw/S1v/+CMs6eWFGfoeHOP90kV+IupEmPuY5/7k47PdZCaJF710AaDJjJGe1Vo05kiehNVE66Y9aZ0FJAqhWl0Y1RNCV+H60aQdJMdUS+KMRQjDENicz3w5PGKq4s1pjSA3XtQMWVBn7AB/ERutvvPKxPx7dMfse+BPftbP/abbr+9T3u1Txsy/pTHfdLg717GV6pK/OSxVYUmc9KGdDFyM5ck6rYrJVJiZFhd4PprfNwxjpHiHWJVf1FEBYWbqsXYzuZ0M08ce1I/EuPILgtjGtmkNWHpcPMGi1fNQLkZzixWYRixOhCsfR0gC7qlqTZfsOBdwyy0NDZgvCc0Den6mpgiTTPHuxkbKXgcNhoyylSbty2tD5ShR1Li9OSIl197jSfXV+x2O0JQu/h+2CHokO7NdTW40Gj1bx1S+2XBO4xXBYNUZb5yyeB0DixllQe7uLjk0eOP1EqlafSzimivUNjDe/r7prtoqn8L1nq6pqUNLQkVc16vN6q/aLKmFjU7FvR3y3RfiPpdldRTUiSPEZJgnFWqvBOSE5zNGNHN3RVX+XOauBQDecLZRG9eKTp4u0dEkOrVVSrGXKMKk3ixwF4YdhrErWXTJ9zhUn+3gCZWtd/krNVek9Wv4LQVUIrVoV/AFKMzlMXUElM/iyZr5lNNCCa479k1p4K9+6rKTMy4iUU8PTBjnWe73WEaR7/t+fDDp5zcNzTzBUenyrycKLbWCgeHLa++PmfoVbboo4eXxKjCzSKq1bfb9Fxf7UhxTi5KRLtJKj3au1WLpCePtpydbYnjHMjEuCaXDVkgRUUxgu20Uv4Mx+c7SFmL1MDjRKOylQku0Mc440ASJqsytqkijlAb5VlFFY1q55BixLsFjk5fjw0lR7xVOrk3S2LRxvmwyzx5csnF2Q6Sw5sGEYuxFZqR/LGb7dOOT7O9mBxsleemlOvbBAdrJ220sm981hfU2RUz9S4Mkx7rFD+t1LXD82DPJ5zrT3lvt49SxXpB10A2BqnSR00xIFlhVMkU25BEFZYnuzisSljZYvAy4suOYXtB2l4xpqxinKEjyEDGMCZLMVZtO6RXeKVpyP6QZGBmnhL7Fdm1ZNuw3SU62TAXwXczjLFsCyTjMAVSdkgIKmeVdsSYWLSezjk2RmHjyFjpwy0lB0oJYByusTC3eO+wkiFlmplWOM47UhK6NnDv+JjGOc43O4wPXK422MePWK+vWCxnpDwyDD3GqhhySkkz9KoLWIpjyAVXdDbQOYvxjRpwFlXLmDbz0LZ4a9jsIk0zY4xPODv7iGG3YRYc3jb0EcTbPXFkUhafejQKb+uRUiSOQ9WnC7TNUnt1ZSSZEdfOSBkKnt6AbTvSKDgMEpP2/pzFu444GDpzQCmWYDYK3Nuk5WwUgpnpxiwgVkhWCQPUADYRgpTgUO936sYvhj0YUmp/B2iNEkGMmH08rkRrhaBRIoeCK1JHzqJWksYgNkANbbYmNA6PF48tQYOpOExNbHVOyhOqfFVJKrM1zUXdgODPr7Vav95KZI3MMdKA2WH9GuN3KK2yA+n03KDu42UM1d+rp50NXK2e8u67VywOX8b5O4TGYEzEeyUQGV84ugOvfrEBsyCmnvOnls0qYU0Ak+n7LevrxLCZYcIS21iMqyobxSu5xCR2acv51Y5YNJlQSTDB4wnGY82MUjxJ1FPusxyf6yDFHuKr2PJUOhutjLTNWKsgmdBAzQxT3cCbxuKdxTjLrgzIKDpHYAWylrrWVvvnIiokS2DoR87O1jx9esWwswQ/057X/ub7XfqIt6sTs//fJx7PB409+nnrJ9O7u1V/fkqt98nv4ydhIU60kSn7lJqVG3NDn5aq+OBsIZWMKdXqOyWG7Zp+syLFHoohWzuJ11PEYlwgNA3eWVxJGNFKwzZzTAJbGqzzFKOVlxF1xx22O1UpaGc4seSUVQjYGG3mioKPi65lFrz2q4rm3qlANEIwBUymSMQiON9irZrTEcEUaEKowdwjObCYK0s0xoj1riquzxhjqv2kSWi0zgAie9+pGJMmWE5ZmG1rCUGzXFAjPhVJTmoGSdVwFMN2s+OLr77Kmz/4AWdnT/a/w1tLcA2uiolK1mRHikJmJavqAqhivXeBxXLO1eUVy+MZJcN22+s1tq56gSlcmkrCZh2EdlhWqxVXqx3H9xYYD4vDI5pmQ8rgi0dyqZWtzhDZG+SwJv3CZCExwZTTfTk5E03Issavm37Hzb1++/6f7r+sQapM9/fNv2NEkbVJV0zLKb0OVuWNnFXY6oaKrpp9e5Bvbwf/yWvsx4AZzzxSxGrWY6vyjXVY58jRqL2HnWabVMoNO2L9gG8SMW/ZbFYMwxIfuor0VBZfHjAucHqvIYS7WBt4+80nPP7omhhHxrGnlJ7HTx6yWp1y50GDMdXGxXqM0c5gyiMxJtUuTdO8GRXsnJyH3c2F+ow75ec8SKmG2nRD7TdStES/0V67gTEAjFHs23vh6Lij6zzGCetBuGKkjD1FIIRE0zqs8/r6NuB8wzgKl5crHn54yWadcDKjFFOx4pvfw6138zv7nOZH3ug3v+km+9rT1H8XW2L71y0/ru567j1xA5VOPjvWKJmXkvAYOgNjifg61ZTjjn67IQ0jFPB1ESok61R5Isxo5guaYLEpMg4jRdTeXYkKrqpUgykFq/agDCmSEjQSmLU6TFrKqLprRGwpOCI2F6xYhSSzqCuqbZWUkEbmwTOfO2gSVgasCK1tAY9YIbu0Jx6YYFjM56qyHhPDOFJyYRgHxGo/SeeaLCEEROJeoR+m5ED2VcSkeGKM2fspDcO4J1a0TUNB6LpOVc27jtdee43zi3PGsUe2DpoWjGUcE64y1EoGZWFOhOsq4YM2vOfLBedXF7RLT4yRVb8hdI1W93XTLAVK2iGMWDvDSWC7Kbz/8JrXXvoC6/GaVT8wloFFt8SsDGkslGL2lO5pDWvlM+WW9ac/QaL04+/P6XWnH5gKhU/jErqmddJIA5SzTgk97rbM0VRx3qwNtbO4IUH8jt6nKOQs+zRYTQpL1n9rfEBMRMhk6QltYb6EO/dOePGVVzm503Jyp2O57AiNVTURifqcqqPZdIaj08BXwgmHx55HH3VcXa64vi6kZCls2Pbn3HOnuOowATDNe+Uke4r89KUZhtv3+m9aDJ+9X/+5DlIqUjrdY6pWfTMWVFvxctMX0ScpPOBrkDo47FgsAsZlwiAYHKuLSOwHmmAITYd3Xp0mjVd1g+uBx4+2XF9GPB3WtGrLYcwtbPt3vpBuGD77H3xqkJos5/fPnZ74O1zQt4Pe7STgsxzqsTM9ulYqRvuIquyRoSScGJqsVHOTR0pKjNs1se8pqexhSikjmYJ1DWIDvl3QdkuCN4RWSPGSVMDVgexiA8U4yNpgtoJWU1EYh56YYLaYE1oHLiPO1qqp0JhMaw0zryKbtoD2NzSLFNkxnwv373WMZLYx4gS8aylWqRVZqr+UMXWWyJFyppt1dLOOftcT1yN4Q2ga2rZVNmCZVCPMXnrL+6p8HnTjC03D5G0VY66PZ/94VfNINMFTSubi6pKXXnmZDz/8kPV6zQvHp5jQKqSVFJKb9lfndAB48lorZFJRyPv03ik+eNabDWOa4GylvxcxahMuGeekCsVmoAHT8d7Da7I/YrPZcXa1ZowDh92B2mf0pbLomOaKn72X0cp8CiD/Oj3dj92f9cvevrdlnwqwT3WNPqbU+UdbNRmNMRqcrLuxKbGWiZaoM2w/2Zr59EP7pLdrk6lPZdXjnWHYIKbHt5n7D4546ZUTXnjpkLv3O2YL8E3BVWKRtTpm46v+KGLJKZJlxAbhxVcbTu/dYXU9Z7M5RIpnu7tmvrTkslUY3/h63iZKvQ7Ad90c79aMSRmo2o67UeHQz/DZWyGf7yDFhDFTZ9puSut9Dm+od7xm0VOBXUSFMH3INK0FmzjuZszajtZtOTu7wnmDDzO8V/fMmC2b9YaHD1ecPdmSRo+1njFVCZ0fx0T41/mM5tlp9mecBJ8/nlnZ5jPPIfxE76UymH7sYwGpiufg606jzCqDKnpYBJujyulkpXensWe32TCsd1AEZ1uCBWc1QyxSwDqMb/HNDB/mGFMoeaQfM46RRVewXrUUcWoN4OupcDZgGovERNwNmJToZhbTiW7aBchJKeimxcy7vdyPYChJZ2661nJyHHhwr2PdD6TLkSAGbzwxu9rj0R7itBkao35VzjliSqSS1QeqVjxdp35JTQh7WMq5XM391I3Y+lpJVTbZNDDunKsVmFFh1BwJjWMcBhZdy6MnH5FOTpkvFvx3//1/xxe/8jMcHJ3qoG62jP3Aer0GYLlcqot17Ut571TyBsOTp0/oFnOMF4x4ytgzjBExKgY8KXh4J9gixDiCOIJf8NvvPObJVSGlButnLOdzTMrEbSb3YIpCskwoAM/C0tMPn7GE+R0Fqun5pQYTZQJq5aabr91DixZnp023rsU6q2as0t61CCuIqTtNTcp+d44Jk5jQIP2dpgZRIWLcyNFxw4OXl7z2+n3uPzhkceDwbcS6tIejvfeUYhBJmsQXtdIpWcWzfYjkvCZ0cBwc8+UCazqMXRLaiLGjuj6Lp6TpPGg11bUty4NZJQDdMKaV1Tjtv1UY899EkPrlX/5lfvmXf5l33nkHgK9//ev8lb/yV/jjf/yPA9D3PX/pL/0l/sE/+AcMw8Af+2N/jL/9t/82Dx482L/Gu+++y5//83+ef/yP/zHL5ZI/9+f+HH/zb/5NvP/J46UpUwOyjg2WqkFlDLayT3LRxmeRXEkEKsgokghzRxa1/G48hLbdbxDjuMJaw2zWkLMhZ0+OwtMn15ydrRl7i6VF8uSoWT1jKtHBWIvUbFhqo/bHLahn+083+LkiHbXXhpYVtyGPaWBYBwr3K1nPg70Jcvq63Pr+Bn8v8hxUeIux91n6UZMiwvMSSc5ayBXqqw1oqJuqtZhcM/aSieOOYVjRb9eUCN7OWS6PtRpIK1UTGNSfKzQtrunIRTeCvldtOy+CFO0x9WLABkQGgtUsvWk6vOsgJmRzBalHRiGWTDGDDmFKIcrIyEiaz7BhoeaH2WKM4Cx0LSw6YRYyQ5+QcaSxDaXokHKKkZJ11sqFQNM0VbrI7s+Vcw4XPMYZDg4OALOH+IwxhFCVMVCF8amkdk43z5xz7Vk9O1djrQrTNq26HscUiSUzPH6INY4n//1/S/jVX6VpZhjjmbmO3WbLhx9+iLWWe/fuUUphtVqxWq04OTmhaRpECpeX52x3G46OD0hZKd055bor65B7Yz0YR0xqdyI5ko3l0dk1v/X99/CuZ9hBZxrmpmU3Okg6ElKy7NsW092tFYsFq2aRt+/L5wk8z6ux/LhjWgE6ZlIloWRazzoLtQ8GVKLGpBpRtPkvoGMUOSsRFLtHVPZris+evk6fx7obJ2jZJ9rTtdb72VbPupS3LJaGl1895otv3OXwqGF+AO2sqDOuqfcQykBEPHEoiGkwtMTRVG3KREwDuaQKJyvM67z2Qa0XhEjOCW/DLbBGA6D1QtOYW+K3EWdbpuFka/Tc3Dgf/PjjJ4oMr7zyCn/rb/0t3njjDUSEv/f3/h5/6k/9KX7913+dr3/96/zFv/gX+ZVf+RX+4T/8hxwdHfEX/sJf4E//6T/NP/2n/xTQqfk/8Sf+BC+88AK/+qu/ysOHD/mzf/bPEkLgb/yNv/GTvJX6eqKkB2N0IrxSxZ3TBmvJKvFhPPuZBYQ6r5AqfjopTCvdN3jL4WFgHOZQoGk81jSMg+Xp40uePLlktzWIVPbRHhqQW183N7/eVDyz6X/i8VzlY24/9pOu5fRPU3dyeo1p4cJN63iKT+Z2cHo2IH4aLPi89NFPJN+0/yB1wdYfWOsoJZHGHUO/ZjeMSBJi3JLKhpIHrJ0RmhlNc0DTeHIoxGGDRFVOniwGpkZ3jlkbUaVQ0gilIYnDhhn0a0yJeNfSzjqiXzAOEenXlJSIQyTFAl50IUsixR3J6mvZdon1KjLrjKELsGgMrYvY1GNSwmSj6hTG1UFuQ4MnpgqI1bka770qljglGmQRGuto27aSI2pno25MU8DS4V2qU7CQSgYxVaDU1sfqhmWMsvxGktLT6+A0omoOKY4MMYHZYoznZHnEMIzshh3WGHb9lpQSV9eXPD07QyjaS8uR9XqlQ56mzpcVyEWbRsYWVA4JlB6fMExzZhZs4BvffpOvf/V1NleRpZtjtpnSG2zRDQ87zTLBfi3JpLrw4zPv24nWZ7tJZV+lTStXn689H4Wo3K1VLpUY4W6tCQ0COk4pt1oON5/hd3rIc/uK5qxCKRFjI8tDw8uvnfK1n3uJo9OAb4TQqKWQoL37nAoiXuXhciHnhpRh6C1jb2vClzDekkshhIC3Myg6rmGMYK1KjJWs2puTDJZe4wGRnqYrdDPYbkestepaPe0b+2T9s5+XnyhI/ck/+Sef+f6v//W/zi//8i/zz//5P+eVV17h7/ydv8Pf//t/nz/6R/8oAH/37/5dvva1r/HP//k/55d+6Zf4b/6b/4Zvf/vb/KN/9I948OABv/iLv8hf+2t/jb/8l/8yf/Wv/lWapvlJ3g5NIyzagDMK35RUtadIinhalSItdcaDorYNwRvFz5OA6JCdSNrPS1kHy4OGHBWfHwdYrTY8erxit81gOm5uQ9HmC1Pj5PY7/J1h5p//Q6f0nwnfxijjrmRSFEyOpH5L6jM594gfFFjzlqabg5uBDTgfISrcaUxRuHCKrUWQlCFnJI7kuMNEVTkPzVzVLNKA9zOMD2TbUILDzTpsWUFWewYyGGdonMeYhsm7x3qL9Y4cBS+Jg9bxwumS04OG1hqlxuNxpiFZAz5jrcJoOev25v5/7P1JrCVZet8J/s5kZnd4k89DjJmRU+QgUtTArFIDXdWkBHU10OoWGlpJREErQtCGOwLaSBsB2ghacKlNd0NoQAIENAQBhCBArOoCSxKlSg5JMplDZMbg4e7v+ZvuZGZn6sV3zO59PkR4JDOZjEqewI33/N3B7Jqdc77p//3/xhSG8+2Gq7XGOtE3qypHCFt28773hBAIQdB1uSD14sDNVxgnzMBqMYIsBgkZqaxYI02/OYMPnuh7Se9kXQyKoZ9MRYpCJZKWni4K805Siawz2hVJGqtKsqbcx74nUZSsB3CDgpCsZC8yosZMJKTMhw+Pefutt7hzeB+9WPDkySP8OmGpQIO2IiuuysyRhuYoWZMXGJ5nOCQ/wQwdcxUlWsojq8yWvmjIkuwq525TeVuHLykxWD/eVa8Gb6/IuGeU8dy4Nef1zxxy7YbBVBFjFc5pjAUKBVPwCrJlvfKcn61Yb3oulxuWl4YUGpGnZ4V2C6ZzRVVNmdSW+eQmewcGRUcKmTQw9WAZuPpS6ompRduew+uOo+sNZ2cXVPWUNqbtVSobwW4m5+PGD12TijHyL//lv2S1WvH1r3+d//Jf/gvee37hF35hfM0Xv/hFXnvtNX7zN3+Tn//5n+c3f/M3+epXv3ol/ffX/tpf45d/+Zf55je/yc/+7M8+91hd19F1W+2Ry8tLAPb2DUfzBqsNKiZ827FpW9ZtS4yBqqlQ1rHuemIMmOyIMRdKD1cIGoXJnKylF6rQ8kwnjuhEVPts4Tl+vGC9liKwGnCDV6KS8lC7f9/iC396x67VHq6RBFfWKKZ1xXq9ZiDfHiTutTZo15BUTShpoL5Q3WgFRkvfl4gWJghBGjijJ/cdufJgGowTBJvKQnmTgGgtGIeJE/Aa2gzJ0XdCWVRNLY1rMMqPTcfJKgKRqYXr+zX3bk25NkvkCDoadLZoXZNjIKiWpHuyZ2xbcNYyqRsp/islOj5BIiBhkKhIaT1GTkMUNUDQCzKeHCSqsdaRUy5GTI8RhBDTOnSJakL09D7gQ48PQVJE2aG1xRi5jiH29MnTJ49GE3LpzVJCD5V0HqnispL+oaxEakUpjRlg1lpLY7BW5GhJZKzyQBBFphiJseFbv/8dfvbV1+lOe9IiQa9xuiZn0aQam+dzLOULyYDsoMqfGU8bqpd11AeAxJBCk4T6joHCoEaAwFBLeWo+M7hjw88fl5l6emPPGAvNzPLKa9e5/+oB2i1R2qK1Y7ccpgrH4+Ky58EHpzz44IQnZ2csVxs2qxqV9vB9QtuOZrbh7iuHbNYLQrfg5nW4c2/KtZuGvYMp1hYpDp+wVgOhsJqLQvrhUcONWzPee/eUdtOitCu1xiEiHKD5L/etP7GR+t3f/V2+/vWv07Yt8/mcf/2v/zVvv/023/jGN6iqisPDwyuvv337Ng8fPgTg4cOHVwzU8Pzw3IvGP/7H/5h/+A//4TN/n04Vs7nGGYNTjug1baepV0KwKXxqE9JZYr3ysoloZGGZiqpSaCUwzoHWRHRawFUG30UWi0tOTz3LpSdFg9JWLnOJnvIQQT3NfgFD6MBLr5j/3Y1nv3fOmeADKQlDgrWKHDyFiEIeGpQxaONAOZKCto30QfLcShVST1XSHkkAwgapbZE8Kkvvkc5WPH2tCNGTQk+uQFmDrWtSXRG9JUXpoQpEujaBCUxq6H2PKQ3fSWWMSlgVcbocK1qsEmCNUpaYe/rUAaGQiQ5osBJBaSVSGs5hvCcWpmlrzBg5Se+JREmDAq/WuqimikGKMTIowBgj6Sl5vcOYgvhKmb7v6GNPSmFMaSXBrI0p5awRI5I9BgsGYhKhv1ToghKxMCmksT4qEvbipcs9kXuXlUZABwltIspIROSTxwdP1wbW5xvakxV+4bGqQPZTQFtFzEIaK424SepFT2382+1ajUkM1DaK2b7jBWtvB5mxC04aIqrRQFGQeyWfJ5nNNKYjr6IQhbT45cbuvvD0z496z/aRciSEwP7+nKNrE6omklWPsaagkfM2Ao+Jbp149wcPefzwAq1qKlcTwiVdmwmdIUbF4VHNa6/e5satPb733Xf58MEZTx5pHj3SvPrGHq9/5haH1yqMLeeQBgkQ4Q80NjGZGu7cPeL6zQuWl0uG3rLtd/hkKb9PbKS+8IUv8I1vfIOLiwv+1b/6V/zSL/0Sv/Ebv/FJP+YTjV/91V/lV37lV8Z/X15e8uqrr1JVGes8ziWc1tSNoplVTKbQtg3GOLCWttvQr3zxIB2EjNbQ1BVKq3FaJXqsNaAd7SZxerrh5KRlvcyEsJOHVkN2ehBrG1BcalSZLfI4z9R6XohI2ikAq7L5DqzSo6DaxyGanvmMl0fQ7H72i9gvxt+Rhs20c6ydDxpOhawsDLIGStBeIroUCW0iTkHpjM8dnkQ2IpXQJ0WlHVGBUgKUSL2ojxpjyGZCUk6K6ArIHSpsMKpHZYOOFp0iJgdIkWwrQqyEMXt1gcqWqpmBsvTVDUJlwK8wymNyIvlI20cyhqqPNFHSyJVWJAKrNrNpLUxrqqbCtpqYOzKaGPtCsyShT1bCrB9ixIdQ5gsS/WfGfpvoE6EPwj9nhQ8uFVi5kJUqMd5aovMYU+mpqiQ9pjLWapwrqZ0Q6PuOtm0JIYywdK20GDIrGQGlpe8nx4xGk1MaU4gqC5JToURSJAlRrhDzCrOKspoUSrSHGvcdW5aJQqGMk+ZmY0k+0C7WvLv6gNk6oZKD3Es6bYxkVNnstXBvFokKFAUiVeaRFjdxgDkPDo48nXftUFmyV+f0UKNWBXmmlUVlofhRhUBWK8sQkiSdJLOPKkxKQqKm8qCxJlG9ypE8lACGs1DD8igbdtbF2A0sFLtLaGet7a4xlcmI86aNBt3SzBM37tQcXq9AeYwtjkMeUpKZnA2+rbk8gw/eSfho+MLb13jVzXh8vMfjhyvWK6jrhpu3Drj/2k2Mtnz44JIYe04vNpxerji5POb47JLPff4+t+8csLdfk7LQdqEQwl0DxmYOjybcun3Iww9aQQ6GXMj7MxSihRfRQj09PrGRqqqKt956C4Cf+7mf4z//5//MP/tn/4y/9bf+Fn3fc35+fiWaevToEXfu3AHgzp07/Kf/9J+ufN6jR4/G51406rqmrutn/i6MxiWXXnRVrLWoWuSgjaqIWrjWVBZeP4OT+pOOVLUtN14mbFKBrDRtnzk785w86VmtFDGYbXVlpFYyJYoSGHxOg9QylOnKlUbWlyn6smtS5F+DoZE19nJGZ0ATfdJE49PIvOeeY85XHruvfdofTBSYrJLtRpHQKRP7TLcK2KnC7VfMj6Y8CWeCe1CGoDSVrYgkrOoEtJ4iJkhjtXZzqCYkZQS2HjbEsMEoAcMUtlUaq8jZkOqpoIyyB7+i8RZbaTZUZL2HbhSqXaO8RxEHmjVCgj4qXFIkH9BROvTXPrJse/pUy/zRgaxaAVYYsAWCHnMWeqic6HzPpt3I/PSCeqMYhEoZcZyypOvMcP8KvFxrhbFa4PeFuFiXplLnZC4OtSxyZLPZsNm0xCicH1pXBREoKZ+cNDEoQk7Uusz9ohmVUhKG+Ci0TL7zQnYbB15MTdagrUR+SqtRBwx21JJyIGchW9UYuU5Jot9u09GbijqWlGcxOnpHl2loH1G6rO0cGVsaMgwdvpJZ385DVbIXwrxQjNgYKW0Z3bcwcoPGiUHSDjXI/+RipLRE/GJKRMdsYKdQlOgxp2JkM4oopMAqlbk/EE3vAjL0uJ+oHWb38UOfs962lDkKAXRAwtPMFPtHGtfIGaZkC3PJQN4qjP3Ra85P4Mljx/7RlMNrFbNDw9GNA27fWdG2PXXTMJtPsM7SrsG6Bm0akdHJNZeLnu9+74SYwUfPG/Utmka+s9IKYypy8kSkJra3P2E2rwgh04UkPI0M5NuiWPEy448N4k8p0XUdP/dzP4dzjn//7//9+Ny3vvUt3n33Xb7+9a8D8PWvf53f/d3f5fHjx+Nr/t2/+3fs7+/z9ttvf+JjB6/xoZA6ilqZ5OSrSlB5WpWFaUv/hiBQbBWYzBSTqcLYQjKrDUo5+h7Oz1YcPz7j8mKD7+MIAwapEzwv/fDTNHabe1+IpFIwVEnz7h+VEGIGn+nWEYLj2t5N9qb7WC2Nt5VxOKMxRtBJaE9UPUl5ks5gRJ8pKUMfEquNcPnFbIoptEUuOxKj9COlsjhS6vFhTYwbcu4wNtFMHPW0RtdG4M9650EmB18ajWXj7YJntWlZbXp8TBhnSTngfYvVihwD0YfRiIsaaqBtW7quE0lzI7IaQnFUC5Kq/HvL2bjjsgys6KVGJak9XfqkEm3bcXp6ysNHDzk5ecJ6vQGgqRtmszmTyZSqEmaIGIVCaQBlDOdorR2dwZwzq9VqNH6TyaSgEwUAIqjCqxH2duQiniepwaGkJHK9gjz0wW/XVR7iqMLegMFqhzUOZyp52EqUbtXQpwSjUm5GuONKyUiun0RgeYhoS5fwIEQ47AtGiwaXszXWOHEStBlTrVrr8lAfseTzzuMTjiExU+o1L4OejSkSSgp3Oq05OtonEyXNp3eibpXI9MTcEvOGxfKM9WohNXgqrKmYzyfcvXeT1964x63bR8xmNXVtsFZR146qtqUBWEM2LBdLjk+EazKElphE8NBoVVLNTgi2ycznNfsHUzJeou7xXo8Jl5canyiS+tVf/VX++l//67z22mssFgv+xb/4F/yH//Af+PVf/3UODg74u3/37/Irv/IrXLt2jf39ff7+3//7fP3rX+fnf/7nAfirf/Wv8vbbb/O3//bf5p/8k3/Cw4cP+Qf/4B/w9/7e33tupPRxY7PJOAOVtWhXvHZtS3e/IJKNcRg9Qas1wmkVaKaOw2tTJjPhuhIGZUOKhuVyw5PjJctFh1K1SJBfmTfDRPrpNVRPR1zPSw/uXp6B3kamqQEsKRi6Dehlptnb5/Z1RXX5hNPlBRiNUQkIoHtS8kTVEnQrHHnOjICGkBJt31ErJdxxypKNyItLrUb2xqSllqB0pvdrUmtwc12kCzzNtCJ4Q/IlZZtF4E2RUKFnYhTKaSKBrus4Pu1wsWNS1/jc8ORixWXvUG5KSElktId+m3K9tNZUVUWMEedc4drrqet67BMUY+FGRds+BGKU2oMvRhLAOlsiHwqyL5djWKbT2diX5ZyQokq9y9N1XmqwVgAWTdOMXvfw+pwzfd+z2WyYFion4Rj0Y7/Wc+/51UlSwBRifrIqEhWJknVIY/bh6bk1ECjvgiFG4EIcNnNJ9eoroL+SFy8OCWPmQYzgQNEDQ91JY/SgeDCwjJd+Hj1EI/qHsD+D1dmtIe2c4wC6GlGMO8++MJ0/3F8FWVRzrYO9/RnzvSkpdQzbuaSIEyhhqcgqiFOX18TU07aW1SKwf+TQRsAXOusSfZa2HR2ZzCzNxKCU6EjlCJPJhDdee4V7929S1RmtilRIuZYZTYpe1lRjObo24b13j1HKiUEu1+eTNGF/IiP1+PFj/s7f+Tt8+OGHHBwc8LWvfY1f//Vf5xd/8RcB+Kf/9J+iteZv/s2/eaWZdxjGGP7Nv/k3/PIv/zJf//rXmc1m/NIv/RL/6B/9o09yGuNYLCJkT1VVWOvGwqeEx6I1k9Gluxq0KTf2oGa2l9G2F0SRtsSY6TaR89MNy0UnmielNVapYcEMn/1DeEz/OxlP164+8rW7l6m8NGdFiIB1pB7aS3DGMG32sIdaJC804GohulKBrCOYiK4yrlbF0wN0xlgxPOPGpDPaSvOhVkog5c4QvRYmfD3k6Xs0Xrx3E7HzCYp9CLWkqmKiqWtmzQRrDc4apjWoakYONTqsWSw9y0VPG1e0vbQ1dJslVT3BGEPXBYak6xB5DBFT0zRjvWjn8ozcfSghoh2AEwMbfs4D2rUfDRDAbDZjNp0XGXnRU0op0ffC5+d9KFGXGo3gELmZ0mvoStNxjJHlcon3nr29vWLItKQCjZF6ZEo7TaZP33gxJENVRoNcd9RWxbZEQyoJB0nOBWDCINNeoiM1GC6FwjHIvOfSHjCWiHcMVUZJTahEWlqJTI8uumO6SGwIKGInM1DO40qhP++CI1523b/IQO2sheLoqtIqcKXm+xxD9XRqXZtMVWsOD+dUlSnzmnLe5crnPBqslDtiakFFFpcrzk833H11CioUrZpyjbWi9wGlI7O5YzqzGJtIXoz63mzOa6+9yrWjCSqvRuFDhcjSF6ImYmqZTKbcun3AwUHNaR/Gr60y8r3Ty13PT2Sk/vk//+cf+XzTNPzar/0av/Zrv/bC17z++uv823/7bz/JYV841uuEVp7ZNNJMnJCLDgu05LRHJBQJbaCZaGZ7GlOFooppgJrgE4vLDetVT4rSfOlDD1k8Len+zoQw0CuVDbsgfEb01lNjd6q91MY+Pv/Jo7T8gt/HqGZoiMx55+PVlVe/MDJ67jm+uHY1HjoXnajBq1VgbIXWTlLFix5Sy8GRZba3T9M0eJXoM3QeYTRImWlT4V1DXWmsFoAEGIwOVFWmTllQfloMWVVJodlqSz3fQzUGkzqMAlc50VOqpihXC89f9PjZTLgESeQYsMZSVw3KOLIyklJ0mRA0prO4GElJeOrmexUmW9rzNbEPoBxkRUxbBokY4xW03hA9DaCEIfW3C0FXSNRjncPlSlB6QIyJqqpHg1O5Gq2N1KGyENaG4IsxkXsxov/0EGExSoHsPgbj5pxjb2+PyWTyzD0f4PHPu/85Q8iS7tO5QB9yErYBCmSdIU03xDnCIq4Lzc/YxMzAci4baMoSzY6Eu6Xms52tI/d+KcxLLU5IcisxUErozIRNYnBwCqPErnEZspE5j+v8ylrZXpCr6wPYUrA98+odgzP8fZsW/jiqJzE6Ga0TdW2Y7zUSCVk1sttnpMlaGPKdXMEExsrzy2XLk5MVm/U+9dxLU3wBWcgxItpkmollOnNYB32fIWmcrancBGtqoJNaYSqN9UmumVxjcBPFjZtTrt+YcXl6XkilNSqLSvLTQJYXjU83d58WGex127MXpHs6Fl2VofodvCdn8Qyq2jGdVVinUQSMKTdSYGQorZjOJjhXE3zG95kYoO9DQQ1lYurRumZo5ksxlQK4HSdYVjD0erADi31ZAzUAH4Z3DvDYYdG+cOyCGcq/UYMkQR4X08BIsS3eqvE8X8aQPi+Set77xrROVsVr2moB5SSOgFM1/bJjpQKKislehbaC1pxVtRiHHNifWEJajpFvUtJMqlzDjeYWNmzIsScrh5nsY6dCiqlRVGZGrSKWiDOqIDgN2VRkbclaE7yn1St8tyFHYZPOKePXseykEkG0SPrR+Ij3UutKjcanQHaa6XTK4rylaWqcU6RearZDw21VVZK6837sgdJK45wsxaZp2LSb8Zoaa7eksynS9x5rK5pGoh6hK1JyLmnLWCH8faEYElMiOFcMWBoRf0qLHLhSavxbXdeklJhMJjjnSlQofYqb0noy0DsJr2C6ythOlnVRig9XmNwLEo4B6fnU3B+M09MM4rKBDyk72WyHmpcqgqVybDEOA+ee0iLXLlFUcTi1Fa7Ngs5Vgy5IWTnD3qkK9ZDaiXzGfXVIZT834lE7dmvb9CuGLo7/Hr/DEDk+833zWKMUzJa81hpNJtJMKupayK8HQ5tzxhQ2+5wraZkpjBFaBVIEpSzHj894/Kjibj1lNquJuSAMlbQMoAQMUTe2pFQVwWc268APvvshpEP2DxWTqYB3RDhTE/oAWVPXjpA8dQ2TqXBQWqWxqiJF0ZjKLwmc+FQbqRQzMUT6IlNQ1UV0EJlYSSVCasmqZTIxXLt+wMH+hLpKaN3D2OskE3BvfyqF3ShsFCGI+u5m3dF3nk3r0TqhVcYHjzJKkFhqR2zwz8bOkIk7FM/JQnkz9EiI5ywKrO2yJ6cNvu8xlUJZhzYK6xomVYNxjqwmZHrZlLNAcZ2ZUNUNE70HMRAxeDMlmgk5ayyGykCtMxZh5U4+ElPGx54QO1JW9CGwWa3wfSfcjjHQda0YkrKZxhQIRqDZJmhMgqgzG9ujDyqqo0NizGjj6PtIM61HByHGyPn5OdPpFKUUN2/e5OzsjMlkQkyRppkwnU4xxjCbz1mv16zX6xFwEZMg5eq6oa7rbQouQteJjo9sasJZKb+bstmbcbNLSYxEjCVai2mUnR+IakOpgzVNw2w2226UCNXYrrcfQhjTfiNQBOkpK8mMQUT3mbhiFMR9Oi2sQBlVxAnVCIYYUoGinSQccLn0yO1+SFaJqERmZag9jTUoZccatBqira1V+pHM+d1HscvFuRzOcfj58ntGyomYgpBdG4W2wita1cIugh5SlJLiW606crDM5/vEVOHblsuzM2IQAc2LiwVnpxNuvzope5fcDAGGFWESLRIeEDE4UjJcPNnwB7/3LsePjrl5a8pbn7/H9ZsTtIGqsXS9h6QwWtCHxibmM01TW3K343B/gkLfp9pIoSjNhQL7TMkQk5awsrBLozqmM8W02WM6m0jvFAXumgNDsgGtqGwubM+GEBIxQEo1Kc5Yrz3nZ5csFiu61pOTyIwrLUJ1KSReJgr5aRrb9b+7SxWSzFyIOjPC66ktfesJocWYhNIWawPGJOkbqkVqQKlEiIFsKrCWoCMpeFLq0GSisvR0tDninMXoTJsSOkWIQeizYiQnJRxmWTq5Uml8jaEoBycRbkuFgUQrRUyJlAM6QQ4VCUuyGW8zpsnkrqfzlro+ICdDCAI0GHSftBbxP601N27coOs6mqah6zr6vh8jlpjEoC2XSy4vL4kpUTcN04mk9wai0BikX0qa02UpDyAIqcPGbfGfnVrHToPKaHyKk2WtHetkk4kYzsHIKqVGwMVQoxpY2K8wZQwtCuSBVphdJM1uQvuFq2VMUQ+vHchkt/9WSkNJw8OQChPDIDzTA6B9gJszQvcHo5FLc8R4zKu/DCmJl05NyTUtj0E2PjOmFUtY9kyK8GWHlBhkv6sbVyKdLD1jJX0YYuT0ySVnx0uODjVVZXly0nHyeANU5BRp6oa9/f3CfwkDXD6ngcS3EMaWFoMYPc5NsLahXXk+2Ky4OGtJwfL2lxtu3Z7j+x5nHJ3qkXa+jhATVZ2ZTitWXWnJURpU+Ois0M74lBsp6VvJSoEuefiocMYKZQsJpSJ1k9FYjIZCSEYMCKNxYbXWGhELMw6jraRxyFS6xpkpk2lD01RYqzk+Xhb+s/FEfoIX4U/zKJvSCEMu5DEl/60U0jAK5GzIhdHbYFHJkPssbAk5o03G1RmlhOpHuYS2QEoQWhqCwL81dMrTk9FmjdERo0BnMDGTQiyNq1aosUpTbfYeE6VekZHepuBXZV/JKAMmg44RHRQ6OsgVMSeslZ4YkpJIx87JUdPFJSEIyebR0RHz+XxMtbVtO0LB5wdTVqsV3nvW6zXL1Yonp09IKaGNYTKdUtVV2UjEoPpeINypFL2Hn6PqcYk+dlNtYijtOG93wQ/Da3fTbYNxjTEWUUUxoM650SBZK+KHV1O/bAnFh3pk3vYDjRFUmSNa7YAltHrGuAzpLq1lTUvEtxORq62BksBLo6KCUsgfT61EkUM6/YXrd0zpSRqNTwzvU+Q0pP2H4wxO2pg/3L0IHzu0KtyJpZSgVWY+n1BVlkwoPJZSL88JNuvAd7/zBOJChC+XPceP1pAnpNxy89ZNbt++RVNL2i0Ej4oIK0uRXBlVDXKWVGKSth+FKAmsLwPf+dYxTVUxaV6hngRcDcKHCiLc2VM3hum0Zn2ed2qQGfh4yR/4lBuplD3khMJAlubHFBSUNAcWbGVxWuNbufgpZ1ZrL/QhKqANOJMxOmAq0T5SWvoLJH9u0DoyaRpmkym1NYQelotMDnm8gbJKgHG5AcgNHuo+H1cU/SRDbXEIMj5hxiJnBvDTJxrPA1Q8/b12ExsqXz1G3mmoHKMq5EU5KigNwLlwtumsC/orFQohjaYheEXSEhHr6EhoklIkZUnaiIdsE0pHlC6fkbTUJwYW66xRqSCSVI1WkYEDIKeApSKhyClCTqUZXOpcZBGKI4HOlhygdg3N3iG+M2y6XsACWtM0DdPpFGstXdfhvefJkyd4LySy6ugaxyeP6b2n7z1932GMpqorVIGtG2tJWVB61lbFiMh13NaDhkh+lxU9jddZ0nZpvCFi8GKhWCow974ToIbRkBMpBlIMxBAIvkchCMXBwA5Gbfi87TzYaWfPjLWkMgso6lwSBWk99qrqwWgVwM2YNmOoy8h3ylGBKgbVDOm8QpWFKpIwJfXPAL8IBYm2NTry/6Hx9Tlz/TnrY/vnp5/ciciet652o8Onn89PvebpTx7QezoVZJ9lvjdHa1eMeCwyQRIFO1vRbQJnJ2dYWxODIXhNUzuUNhwc7GO0pe87SdlmqBsBQMQUJB06GP5SQkkpigtpakiGlHrWy57vv/OI6zcaXvvMAX0v0khDI7TRhum0oqpFeHQbTQ6Q/48fn2ojpY2kEyplcVgEqWy2G5sSrE9EoZyi6zesNh3dRgrEZCFIdEaQf9OmgqSZzZVo4PieWhsqNcFkj9XgDizp1ox312ds+ozVM+lA15qMJ5GIWeDIotuSdtIRH20Rrm72Owt/yOPuAieGRVyihJgzucB5hwmvUQVZl8hGlmYsiLFUohvpsJf3PQ+191yU35jPGCxj8ba4ur5U2ctlXg5esaRIsy4e5VBvyFn475IhhyGHv+NhoyAN4mmKCgVJF9/AgaqKX6ZxWbSqUnAoZUd2gfH75Z1tKqttlDdu4qIG3DhHTrqkkgMZTaDCa6SJKmeyzlhjIVuuT2/RZcUqrelyCzEVRvMeYOx3mk6nPH78eETRrds1m34tqSinyF2kaRwD7JwUIIozpItkx9icquQ7GyM1lu09E/68lAQAMoBVcvbkTGFSLyg939FUhna9IHpL6KGyitC3Iia5XhH9hpwDrmoAWK/XY2PwlgR3YEdQpak5F4dA78xdBSojAnyRkBIrnVAZKjRV1uQQMUpEpZJWCFVughwKyEHqzQqKBpUqxf2tdI7OeSz4yxsgpmK8dhxKeXiGFTMsvRG4gDgjuTislPLCYEuEsFpSj6pszknvRGxX1nOZ7+XQ4qblZx3FvDNfMyi07HUpkVWPMonpbMJstkeOE1SqMa5F6QXGBnyqMdZSNZDxdG1FChprKtabcyZ7CYVms1JcLFuWq5a9+QHqsKaeaLTqUKqTdHIfMLkmRS99h2RcpWk3PTlHajvh+Pic737/A26/NkXbHrDEaCBNcabGuYx1S1ztoe/JXpGiG2nVPm58qo3UkCvWWhRRNUmKrWnY0AfFyRrvE4vLNZtlJEfx1GOMOKsLtQzsT6cEH9HGYQ04qyVVVIqIVkcMmfnMsjeraDcbVEmTaFNy5kMlOJltCJEZo6mXHmrYqD/mZcWrG35u0+pPHe/p+VCiqMLwUjzbrWH62GbN3bGDHNz5+O0hFTufd/V1QzQ39EwMEhRXP294nzz0GAlQsicDue9YfZCaV9bl+WGzePZ6Do7MQI81nrIqUiCKsskaYUMfvPQ8dAJJncRkS+OmtGGNjx3KJFIUpokBAbcLLR+g303TlOutcZUwgUtdKCKILTnnlJLQDxXlWwYDxrahdYwRMmPKZagdyUNQhQApB5QC08F8YqmcRSvYrFfSWJ+TyNt3rTClFzi7Kim+qqpYLBbPRNFDLYokqFfZ6IcNV65VylkIbYdIb/B3ykQeGSrU7l3fmhSlhnzF7nGHJ0p7SM7jmhhm0NX5OTTRDqCB4Xf17Iu3b3o2dnrBvBqee9ZQ7Y7d0Op5z28PnKJFMSWnS6Dl6PqMvYOEq7pCJgsgTpU1DfM57O/PeGw8yWtSFGNrbQPJc3K8po+BxfqY5WrJm2++ysHha+Qc0MoSYyIUWr4QfBHZTGgdUCqgdI+1mmZiyMpw/OQx775X89obhUA8C7uHpPYjxgrXY1YRSt/aT0UkBRIGSx+JFu2o0o0dY5IO/VQResfF+YL1MtK3Scg9EWQU2oi3HAOXoSWEHldNmE0zzhnhrVICT0cljIO9vSnXrmfOLzpJh5Reqmcn9yfJYz87duHkH5MN+GOPYZP4xAbqR3kCzznunxQQZbCzW29fWAfEIAlsWOWhA6dEp1m6F1KK5Cx1gxATIUq0CEMflRm/V1VVo/RMVVXcuHGjFKjNmEYzRozUWM+h1IyQRJnSoQAiBsM81GfS+F1yjqPxE4JWSS0O5zHAzbsO2raiaYSh4vJygbXCWrFcLnnw4AFHR0cF1beVzRlYKYb61TDEGEoKkpwxxXgM6TEhyNWECEFnbFJUImcrzCA7VklqlmUrywKG+CTp6d1U5I9zPO0LPsdn+2OPFGqMnhNyi3GX3LhjmB0ucNMebSpQDlJDSuJQTKcNd+7e5uRx4uyxImpd0tMV3Sbx3g8uqB5pQvK0fsWdux1VXdosNgrf1izOO5aLDSn3QDXW1lJuObxW8ZnPvsJ8z+HTGRfLH7Bar4WfsdQVB0dbKVUouTZEBuP98ox8n3IjVWTInSDsckwlD28E/JA1KWguz5ZcnHXSxMe2KFg7w2w2QZFYr9aEpOi6RLcJVK7IKwx7AVkkBJRQ0uwfTJnNay7PPca450YJI335H/tblijnh4nIPslxfkIGAoYUyE/u+LL967KwBO2Z0tCkXVi2i3ceyeQUx4paUhIxbTYCFVdal+ZIOf9drrv5fM5yuRxBB7PZjM1mvU29FbTc06AHKCZIIcjEJCm2lLaLfjCwg3ETUTxTKkMDClbIUGMMBRQRWBgDzLGuJucF3kfm8zmTyYzj4ydkJLUZY+RyvcK545E5YzjP3b6mUWF6CH1yIg1FeKNBGQLgE1itqPoB9VUi27J/aSXVIpXApG3U/9J3dEjZDcf+MYwxUhocijzGez/a41ChcoMxFfsHM46u12i3RNsghLZ5jqYpmaMWYxQ3buxz8+aKi9MztNekKPx7iprYZ9qkCSkxPdhjf78h5RUpe7RqUKni/PQhpyfL0QlTSB00pA2H12Z84e07VE0kYVmsIOeOnLfzfgCyKNjyRsIOIOPlvvun2kgpBc4ZrDOlAEtBqkT6PtL2gcuLNetFT2VqXGXp2hWKgFaR6WzCwcGE4D3L5SXQEELGB0XMAk0dOtAzonejkiz4ybRh76Dh4nyDc4beC+XMmIP6EY3B+A2s0D+eOOrZY/6ogR4vcdAfvfv5cgfeeeyCDwqcO2+Nl6jMZkzOomBbEGxGGzrvWVwuSBONsxV98KVOJA26zgnDRl3XY11qPp9jjCnoOIP3kbbtiHG33sTOzyzaTLCTwhtYCkaFqG1tiDxGOQNVmB6QrEkQiSkHLhaXZAV7e3vYytHHwLpruXbzBov1iidnp9R1jXE1RmvOzs5wzgmfX9+Pm85AxpqzAFqkD1FqpRmhKUsKgoKOhFVQYbA7dZqkSgKuLCMDIxpQI5HrS9/ZYix/nPP4uc28P4Z0h1Ab9bjKcuf2HY4Or2F1JGdDlE4atIFMxNUQQ8fRjSlvfvYmbZt49GDN4mIFpcE3RVE7ns1q3nxrj/uv7dH5E5Qy9O2M8yeRRx+2LBdZ3qMsIWZcVqTUE/OKatKyf6hRxjA/OKLvZR7vrqEh1e8KBZf8SY2SNS8zPtVGKsUkvGpO6E20BrLAcTebjuVqw2KxwvvIZFIzmRReqxyo64qDPcfBQUW7ThidSFnjY6QPpc8EC8oQcx6zpzElwaWYQNMYjJEucl08b64AHZ4JDsbxdL56N53HuLiGP+aS2916bKMhYftvqVtsP3/4rOd5klsY7tYg5Z3nnmeodntqdps3PxJksfP87uuG7z5ECyIs9/Lj2Xz/y42nz1muwm7EUp7PW0yYKgtNpSxqsYBBk7VBp4zKkkLuuw5cAzZDyuW2baG8g2EZ0npHR0flWjIymj/9nXa/Z1Ylp89w/cSzHZkrRgb153/f3abcXRJXYfoH0BhXs1mvSRn2Dw6ZTucslgtS2zGzNZPJlLZrr6D72rYd+6eGz44pyvUaLHlJhWZ6XKVprKXP0IdENZxXgYIO1xwQxYHdks3O/NYM0eMwn7fz63m1smfmQTGEecx4DA7mzvuees/u5+yum7GPC6m5fRS6fNv0fOVQLxxKAaaHtEGbQFUdobmG3wT6TSgUVp7ZrMW6jDaeTKLSgbuvzPD+GtZmPnj/jNWiFRojZ5juTbj/+j5vfWGfybwn0ZNjxWYd+fDBgrMnPdHXxOBJUbgdU/a4yhFii49LTFWNx1OqIkXp44IyD0IRnzVbNpQ8Oi4v58x/qo0UufRLaMgEYMj/a0JIrNc9XdsBGesc87lmMq3RylE3FZPKMptLbUrpSPKyiUgzm2gXKW0kx65yoVoxGAuJQFUryeMG6e7PudCo7Jic583B3Y1nrP+MKZISUZQIalwIO4tja7u2nz/e8I/w4p71KHeMBs8apud5oJ+0VvU8I/K8z1Xjd97++2UN0A/rJYshF+aL3SSN3MOyI+ZUHISipkcuEcIgdqdRSeqi+Aw+UnhuR5DCADsfUk+vvvoqfd9zcHDA+fm5iA6mTAhRaj/FwAkzQjFyWhdtKqlma5WLpPu2R2q88ZlS+8lXPPucMzGEklobjKJGaxFk1MZQ1zXL5ZJ+tWa93lDVNXNguVwSU6Se1KS8BX7MZjNCCON3HNKVqCKMkUoEqhVBgzdGtKN0RcoGp4URROWhcRRULFzlpcCTEIdP+umeouTaNciSD3/GkMDVOffM/BvXzHbxXF2XO8jEnXHF2Oyu36fm2JX5duX5j15L2+8KqBZUSwiexw8XWNOgdcL7nrZfcHjN8fqbRxzdqDFOBDBj6JnuaV55fU49yVy7WbO87AleYW3D0Y09bt2dMtlvydmjlKPrLB8+OOfRww3rVSQFJ+DSmMQRjwqFI6dMSr4oBnSElMipIaWthMvoOI9O9s51Uy8f3X6qjZTSGmtLx3lOYyMgKLQyWF1JzSANIocizGVdprIGkjTF5ZxGuheULPqUBwoYhfC2KYQcU0mvghIj5SpNGwZW5vHMfkJX5M/GDzd249injbiCLLl8SKSx8VS8fqUUthAQ56wJXuDURiuiUqW3SRphh2jj2rVr9H3ParUq8HSJsoIPI2BCldrSMJ9VgZap/BQsX4G1W+i1MRZrhVVlmxLczs1k0xj99EGMirWOzaYdUXvDRtr3fqydDc29w88BNDGbzYgxslgsRMCxsKj74EXEUQswPiRp1I5kNr5DqwS6ojaKVdbYBJVW2AQmZWwJahSS+ovqqvEZHauhXltu30d557tR5Q8DDHrGOL5gmaunXvtxmYaXGZmA0oEYE48fXnB5HkpLQSakFYfXFa4yTKa3iuSKlu5zEnsHBm0n7B9W+F4Reo1zDc2sQrkOlCOlOZcXGx59uOC7337M6eNE31kUE7SqyHlTwDAacgU5QHalAiHy8SlFUlIYs9smwZU+Pnau/U+FkdKmiJFBSffp0Xob49jf22e9Cfizc8FAKdk8KiOtfzFlUoTQZQw1ASVQcgXK6NJACUKEoKQXKhWWdeWxzlBVmtXCFwdK/Zl9+tSOF20gO7UeBH6elCrwdomkRA9P4ftA7z3eKpLVtIQxglmtVjRNw6NHjzg5OeH8/JwYI3t7e8Qkm/xARLutiemnNraBh0+N5wQQvBgAbRzWVlRVLVFJToUVXVKKunDeCc+fpuu8ECZniflT3j60cVR1Q4iJ3rf4UFCLpQHZez8Ww3dTh0P/lTYGlTKV0lhtCDHgNXglrB9tCBJhKekunGrDXGkswok4bExRQyioPxEm3jFUJU2XS8QojeIvNkDPZAiGlN/LjKeW9sCK/tx6105K8kq25I8xcjIo3aBUou8Cvu9J0eCsQ+kZZ8dr3vmjBc7MeO2Na+wf1hiryNkTcwe6Ze+gAhwxSL9dxNP7SOhqzk413/mjUx5+eCHw9C6iaLC6EkJeY1BKC5KZBpUipBo1NFRrRdal/UcP/ZklgvaezXpT5rYdU6Ive00+1UZqrLuMOewhxARULrygptCpSN+SOGjDArfEoOk2GaUq8cmUcLb13tP1mXXYUOsJTTWhqS3JDJM8U1WWqnJAy7Z4/cebjJ90/Mke7eoxP8KZ/OHGUBL4kxwvdTy1/akKsWkBApBkPkQfCTHic090GjWtkchLGl9TTLhqW7NRSlHXNZeXl6zXG9brllDSg0OKTzjySuqvUFH6EBiK0YzQ80KZg8gl+F6g5jGFkvtn/FyycOsJG7YZe2Km0ynee9q2Hb91VVWsVivW67WwY/iA0lpSlwPycIdKCRgJShMinaKNYdI0KGPotRgk7z257fF9ZBl6AomsK2ol25HJYAuaLyKRVNCgUpbW89HIDLdwm2rbJuCePzOvtFioj468npkFT0VSL37vbhTF+HPclJ87z5/3Wdt5p6gAA9mjaMsOJs4HyeLbmpNHiZxOyUlz886Mg8MJk6kpGeuM0omhcXnTrliuejYbzfFDePwg8cG7Hau1IkSJnJQJZHpiykUFQkHS5CSGLnhDDEIrJ19NvsPQAhRjIMVE1/es1iuhXlKNOHspF4Xzjx+fbiNVUiIpJTCGNDRkWk3vey4XLav1WkAQSRe+Pcn/R6TO4L2n6ztC8BglDZjtCs6fRFaLSE6evWmGmaK2U3QSVgSjHdlW1LUj53UharRC4ZZE6kGpobn32SL/y3gRu/n3Z2pDbJfiQPaf1dWprsb/veT1fEH4/UwRevhvqJ/Ji65+FlfP5cqzu8dRJQVQrtMubdKIBdpJm2QEAi5b826M89Gtz88DgOyeq376D+Tiug/fOJVzk78nEkkLhVJMCaPBkFAx0EwnuNmE+d51UlJ478XzzQFFYLXasF6uaeoZ1jT00ROyJ4ZBxoGiQyXuaF1Lw682mhwD2mjp70PkSnyIxBCxeqD3ke8qtdVdyYvSj2UdsdQKJI2dqOqattSVgFFDqm1bLi4uqJ3It+eYyTFjtMEZR4qZzXJN9CKelwZHLYu3nJzGVBWuqamtUFdF7wmuI2w6+vWate+wZGbKErTG6C2rW86q3IbhDu/Uecc6UrlDhYViaNeAF9dVd4EzeQflIM+NH/7U+3YM085rhvTe8IQq6tNC8RVRWhSVs0qgDCQj+1DWIuhJKjUaEfDMRQNMGEaKcVIRiKRgidGhrERHWXWEYLF2QoqG40dLfFhz7UPH3Vfm3L67h7GDU+JIUdFues5OT3n4aMXpCVyeKdq1Y7PKpCwRm1aqUImVVHTMGJ3JpsenQBcSm7bH+5psamLqyPqSiCH7KT5Guj7Qh0TfR1brnpA0JlsUlShN5J+CZt6BQTtlRUJqU4lMSJnVas3lYknXJUBEzpR2hZhSir6VdXRtQJmEMZEUAjlpQmpYXGiUEYLaykTyLKJVFvJaMoqA1cKFJfIdmhCAbJB+lL6QLMJuB+JuCudKblZd3WSHTERK8tlPb7A5Z5IajBQjZHfIOiJOPoad9+26dU9fy48BKozHVXK8tH2iUNDoZwzk8L2uAEPUsNVcPbZkz4qhkg+GkqKlpNMGoEMamRjUzn8DJVT5jMyVa7aLJLx67Z/eZHaeV2lrg8vfdcrEnIg6E7XQ86RCpZRzxBhFzIHQbdgEz2x+SEiGmJToMKmO+bzCz+aQaoI31CYStEC5rbXifXa+9E0l6qqh7TpIicpa2r7D1U64CtFMJg0pRIxSEBMqSQTnS3QvUceQ3k4kpcjKYJ3FGI2xYJyl93IO0+mUvfmcdrNhvVyhUmY+m+GskxS4jySlqIwj9hKt6Vwsi9rOT20M2lqys1CY0ystG3jCEXXFIkU6IiFFehXxFnTS6AQqCWJWgCg793q8Zzv3uMjuDKzjager/jTw6Okx1LZ2pvSzSyRDJo0TQQ2beN5Gbds5Vei7AIhk5UEHka8oEWxSdlwXiiyUQxpQ4gBt53+JmZQHFcnsodVUZDTcAqV7UA2gCUGBbul7S0bqkt53bDaRi7PI+ZMlm5VitWo5OzthtVYkf4APEEM79uEp5Ri4LeXfkRgzkY56EglmTdCaZXtBiPfQaUpSS9ArPBGSaPuBJaZA6xObLpCpiAmsdtI6oX8ajBTbMHrQyen6yPKy5eK0pe/yeLNCDGMD5Oh/J9DK0DRTKufpvfBO5aTp2khMLbbqQFdYB0l5cvboAlnSCiYTy2Rq2WxaMtW4uekiU/7HGVv0UB4Xmi6b78d13v/IU3G7Y7AyP7YDfMIs3J/UGSjE4y3opOE6aKXwnQerUMYwm+3z1f/mL/IH777H8fE5hwfXuHfv8zx+9B57ewe88dqrpJC5fet1KjtHVZqoPdpoNuuWk5MTnjw5o207jh+fsFwusa4hx0jsO+q6wrqKUByyFKFpJpIU0gpSpg89tS1OQhoyDpkYk0inF4mG/f09rFMsFpfEEDBKj7pWx8fHPDl9wrXDo8KMIYhXsjBWVFVF3/eFu/CqM5BTwrgi61EamWVDRgBPzolESpxSGw1rLykgndHWgh8cr2J0dpL0Lxw/1vnwkkOB8HUGufYo4aOEkgJLWJPRRthIlIEQo6iBYwheol9rHShNH6LwHDp5XQwekXzoqGzk7v1rWL3P5XlP2605vDbj9Tevc//VIyZTcLXi8txzfnrCd751wdmJR1FhzJSsLL7oS+2m68TJ2xrelCPoFmU9d+9fwzWG+b7FuI4QO1xSaGbEmEmxJXqPDxFjRPH85PEFfdeTssKoFqxwrurYvdQl/VQbqSHkzrkQPSpL8IH1ytO2EZWl0z/EnhCkuz5ny0AY2flAZecc7DcszltyiuJFFGlzrTJWZ6wF47KE7aqX5aISWQeqiWE6d6w3rQAr8tDHMjBA//ArZ4hu9E7KT+eXSxX+2fhxjMLeraRXbri1WhsiWsAFwP7hdb74xS/z3pNTep959ZVXuX7tGqenj/mLf/Ev8wv/p/8j61WL7xW/+zvfZtO1ZJvRMTOZHvD5L9yhchXz+R7WOhaLJe+/9z7vvvse56ennJ+fSwOugfPLC2EoN8KVp62lsiJVI6tbFRmbPNLVKBAuNaWZzib0fUtKiaqqsEVBYLla8fjxY6qq4vr160W2QxdQkhkBEgCz2WyEn++q9DpXXZH1UKUWlwusv6oqdJ4RUfg2oUNJdRXJid2ktsrqT4cR+tiRQQcwiqwdZEtCk7NETsaI1HtKPZEN1lSQAilptK5xthZEpTFkFcm5BRUAj1IZ6zQ+iCTG/Vev8ZWvvUHt9jk5XrLeXHDz9oRXXjukmWpi9IAjBcV6oeg3DuIEpSekIKKEmTDWQJ/O8Gxh5JHeL7lzZ48vf+11pnueuklFwbcj5waVJwWCqQmpNKTnhuVl5OzJhtAl2V91B8rL3Iw/BVIdJRKWInFIBJVpN70YKCq0bkogH4mREkmJYJxSlt4Hou+wegrKEEszrqRuEsZCVWmMjpLesxZba7KJhBggG+ppzdHNA9ZtYL2O5KBKig/RLsrmedm1T/pNn/reQ1rrz8af+CgEwoOWHUpSUVpZYuipZ1PWred/+p//FxarS+qq4drRdXyI7O8fMZsf8PjkjOgT3/n2u3zzm99BWY12IsnhfWSz2ZBSZj7fQ2vL4cEht27f5hd+4at86Ytf5uHDD/n9b32T3/if/wObb38L3UCKgZzB+0gMCVWoGrYNlDKk+VfUVmezKdYqLi8FeWW0xjiRt39yckJKiYODA+q6lrpaEEaMAap+fn4+IvqGVOqw2VVVxXQ2ZTKd4uoKOzT6lotmlcaiyJ0ndAmdFJbC5L5bUFe7Z//pGEpLCUEiKQfJkbMSoAM9fb8mqxbXwGQOORv6ThH6CDi5j7FHm4Ct5ScqEjtFxqN15PCo4a3P3eLeKwdYM2H/0BFizWw/MZn2ZCK2arg87fj+O+/z4INT2k2FtVNIjr73JK1QRo3zZEBG76IRpYVBHO/ZvGE2t9y5PyXrFeSAUj1SMzPk5ABD1j2oivU6cnbc068dyRuMsuN+PTh8LzM+1UYKtf2iKUtfx3rd0rUeqyrIQvsCw8VG/lYKsX0XWFwsMFrUUSneoqBOEs7AbFrRVAaUpPiyyoSQCIXXzTUNB0eGxbKj75fEWJpDC8rwefbpoyCpT79eJg1j/jblLY/f9sUlHVh+52NABC9Kuj99Sk+f55XGRHaTAz96F/eleijKNdgWwod61MvTOg0lhU/yDVRJ9SkKI3vM1FVNT8YnqJXh9HKJtgprhDh2uVwznx1wcHCN6WyPyWRO3Rxy586bdCFgK4dzjvV6w3K5Yr1ac3Z+zmbdstl43nv3Q/oe+uD41rf+kC9+6S3e+uwX+MH3v482GZ8Tk8mE4EX6PZss8HJVah1ZInujTZFIyEwmNQPIQhfU3mwi8vbee65du0bTiDRHXde07SVt27K3t4dSivV6jbWWy8vLcXMT1WBo25YQA5uuRRmDMYZmMmE2mdAUPazQe/r1hrBusSFjtZGab1aUZSspQiXdUORBXuZlpoYUaK+Abl7Qn/PRCD+1/fG8DLAqTapXiqxRHiOrujCQK51RypNN4ODIcevOAUe39tDKcfak5+GDSxYXGwCMS+wdWK7fPGQyhb6PPP6w5fwkYR0cHDUcXqupJxGtOupJhdITlFmC7gkhkbPj9OyUk5NjUJHZXg0p0a5XZO+39eKyZoYIeJcQedjHtG5o15nj4zPuvnobY8FVBemZC/pQBTIeH9eECJcXidPjlrCuRbdNG1GNyOXe/DSIHgJbcksYIY3WWmpbk4KhDz0DTDdFyFmTYiRGz3qzYbVei8yxz0VrRosSLIm61kwby2za4Ix4y0pVdBFCAqsKHZNxHB4esTjvaduNoPzQGC34s2Gf310kzzAusLPpl4k/lLTy7nuf+hyBGu/QFI19Y1dpYlDPLs6r11Gig12wwTBhr5znEL4OxWsYQQ1X0Yuy+F/G2DzvWmw/p3xXvQseKecHwvqgBsYIuYova6DKEbYolZcYKQ9OwCCoV+DoSuNcjaqdgAWUYjKd8Nqrb/La66+zuPxDLhcbMo5v/Pbv88orr/J7v/ctTo8XdN6jnWF//4DpdEZV1Vy/cYs7917FGItSmq7ruXHjFklVTPcPCTGzXK3ZP9jHqsx6o/mFX/hF3vnO9/iDb/0RIXmskdSR0Yo+eHHASo1HUk/CGzg05mYYVYNRIiMym82YzWYsFovS+GvFGJaa1NAv5b0fU33D6PuePnhCSiitSU+eQErsT+fM6oYcItOkOXRTjErUmB2WCSSjses8qQH4oq7M02fnkHqhQXn27ucX1lf1sH7T85ljnv7cASiEEkCNVgWlWKJBYxJZdbgqcO/1m7zxmZtcvzVF64onj1tS3rDenJJD4ubda7zx5k3uv3pIM82sV4mmuuD89F0633F07TpVDYkNWkXR2dI9iQ2kjFEVXStG5+6969y925BCQ4o1l+cdH7z/hPPzjpiq8dyv8DzufK+UMkbNOT3xHD9acXG+Yf9awuQISmr9lQMdO/r1BZFA7xMX5y2L84iOM2zWqFj2p6wgO8jrj7iq2/EpN1IDCFmQN0rDbD5h0jicmrFc9MR1j6IiJ4FC+j4V1nSB3oXQQS6CPFq6+bXVNNYwn1Yc7E2oKyfS88rR9XBx4VlvOqyNTGqBiWY0qvCv5aQwWrxU2AYtu3Dy50LKd9BnLx4vcOl2nhnqDh/x0mff+5xV+LId4X+cQOqjPNyPOnelpGHwpc9x531/vFHYHbJCpyE1LA212mmUNUz2pvy5r/8cN28fMqn3yUXPrOsi73z/Pf7wD7/Jf/ff7/Pw0QlPTi4EKAAslmsUeoSCa21p6gmTyQSjNT/zc3+Bwxt3uHX3FjfvXGe9WZKip55NuHnzdf7vf+P/yv/vf/nPrDeB9z54F1drLheXgoBNivlsymq9JoRIXVtSynRdN7JSDJtU27YCfCge9SDO2PtekGts+RuH9wx1qsEjH/kKc8lilCblFALn5+csgImrmU0PCsuExqqhCbQYBZV20trPv28vMjxPR/cvNFAf8XkyNz9iKrxg5CI4KX2XGYiS5zQBbTtu39/nzbducfvuDFP3aKO46WrW/R7HZ+9iTcVnv3id116/znSe0Tbg6oq9g4rp3GL7yGTqqCcGCMV4F0RgBrDkbLGm4tatW9y4rjHG0XeZ6C3Hj1rabsnlckPsh/7OraF6Gg0pz1fkaHj44IIPP5hST+YMm4xS0Ps1vW9JBHyveHKy4vhRJPaG0IuasADKDKiG4A3hZbY7Pu1GqjjBOSWyjuScqCpDNZuikjQihihSyDFn2k2gn0actSiVqeuaZuLoux7vU7FVlsrU7M0aDg6nNI0Vv1lV5FyzuAw8frzm4nKDUgpnl4JuSqrAhsEah8big0zAIYr5qD6pHwUYYoSyDz8/2bs/9hz/tIwrnis/CsPz0keW1A1lX1ADMEbaGZbtgltv3uFn/tJf4PHFCb/9O/+Jptnj2sErXF4uCVHaIZrJjJgVfYg0szkAKUnNs2kmzPf2aNuOvvcsF0vWa/E4l6slf/Tef+T87Amf/+zrPHjwHiH0LJeBv/hzf4HKTQFDVc+Yzw/5/Bc+y2/9l9+i6zYoLKtVN2gRopSm7wOLxXqMflxhkBiiojFSL4rCQpFkniGqHSLu3TRRjFEcvkKVlEHQg87hlCH1hecvRDRgk8LogTA2M4LCd1LaL7wrT81ZdfWNf/IjD4KnmkwElVA6omzP/qHm1dcPuXFrgrY9tspkPNO55ebthuu3K/b39rn36pyDaxZtelCJHCPaeFAd2gRBGO9A1eWYCXBobQFHQlPXugiy9rhaKJHih61QXiVVWCCurqVdKi1BakrK1WjD5eU552cr+nYfbSRFrS30foP3PTkZ2g08ebzi4jShco3WAWM6tPVYV1FVjvU6k0P/Upfz022khmRLTpAjmoR1BueEekWa6JLoqKBoN4H1qsdZi7GZybQBdcBms2KzaXEG0JaprTiYNcxnFZPGUDuDMo7NKvD48YInJy29l8VJ3iDdKowT02hRyFTCADpOgl0j8IyR+pFcjqs1Iz4JwOI5hvRP49iNFvmxVMM+bmjG1t+iKksK+Bioa4erLD94/x0+OH3InZvXeO3Vz1HZQx48+B18kCjbuprziwUPHz3Gmoajo8NCZCyw5Om0YTKZknPm6OiInDKXiwUxBc4vz3ATSzUxuFozTTUTV/HVr31FxAgTXC7W3L33Grdu3WM23aNyE3zoWVxeiOFQ4mV7H+l7Twge5wQROERHu/pQgxGzxhb9NjemCOHZuT3Sk5WHKilpY61I3YTCJK8NGo2JCoPGoEf06nbWlt8+wbz8BNnbH9MwxZkpCEUVyGwwLnLvlVvcf/U6zQy0FoBJiJJqn+1VvPHmHfb25uwdVCgjirbgiNHT+yUpdYU/EflsCq+ksuVSOeHPU7bQYCkyPSn1pAxnZyvee/eEsxOPUTOc2xLBDjWp3Wgql3YLpT1KK7TOeJ/w3jClkfp7TKSQCH6D7xSblWVxuSEGR/SRnDdkdcHekeXWnT0ODq5zfNKz+c7JS13NT7mRkiHRVKFOJhJiT/SRlH0pcosuUN8FVqsWazWzmaWeVmgzYzJ1hOBpEY2dRtfMqlo6tVPE+0RoI6dnnUA9V4BqhJwWIEehbukjZCP9AingKie9VVyNa7dF/vIYOMjyUOXZNSxlIso7dz7k6jUYagpXUooff+XYJuSfffXzDNYnXvzPMZIfxf4wpno+4ojDdxvNlHr+ceCF5YaXOE25D1f/riQ1/BTSwliL94GUM6vlgmm6wc///F9Gp8RsdoTvLDFGZrM5OcPNm7e5uLjE2QplHW3fY618YNt12KrCWUHqHRwcyjUxhv2Dffp+TQiZ48cPWa4WpK7lzs1bfPUrX+Hb33mXzaYj+MTB/iEPPnwIGKbThsePH1E3UyaTGmPUaGhShLbtSvpbenGUUtgiaiiRVU/OaTRebue5qwX2NM49a40ILGotPH5KXhNCgJiwWgvWLXiyqjEIHZLKmViAPWpYHiCsEM+bj4NxHKZyuevDfZc1sZvae5HT9jKzZKeN/emJNabcClgCcVjluQjaM51Z7tw7YP/AEdOKqrZk1Fj3dZXizr3raG2oai3ce2RyVoSQ2LQtIXmcrdBXjJQYKik3arlXSsBk1oiAZ+wzp0+WfPfb53z/ewvOzxzWGtBe+rAMhetPlxYBiaBSBpsVkZ4+BSqCODZdwqgGlSBGTwwW3zzBj5IAAQAASURBVFsWi8jDD1suThOGGTGucc5z/9UZr3/2gNc+8xrOHdF9411c41/imn/qjZQqaQj5GjEGnK2AwmReWIJF5E1AE5suwmJDZkJISZjRncFZQ6UmZVp5suqIKrPyARMcm1Xi+GRN12WsaopdEQSP6KMYjKlJqahP2kxkQ06hbHSFiFNByhHnQJuI0RHoWW16MlOsrQgx4KyRED8rdNY7hXotwnBqWHw7I2eIZTlqoX3SFMJHDYx8c4N3qseFlhWkwTPmqpG7snw/Ycj3w0SIuxsMO5vgUCPYXouSSs2glNlGj+XnQGOUS/pT75zMzjeV5FJ+QYL8qd4RpSStnIBsZBPp+h7jKtpuyVfeeIvr91/jd/7rH/Lk9Jz791+jrmd0YcMrt14la5jPDzg5OWF+sEfTTOh9wLkKpRRVVdNMZtR1Tc5QVTVt22FcRVM3fPbuLVLqCW2H8pmm2uP//D/830g4npwtefeDB7jacnC0zzf/4Ae0viWrTOd7ZntzjGuYTqaEGDHOcXTN4h9/yHK1oapk3iWEUmkybUgx4HNAu0zoI0pJoX3ok1JKjQAMGHgJIedijKwhhJ7aCn0TGpEdSZk2eDrXsMGzj6EKQjXV6kS2hjpAVYh8e3XVLuThf6n8UurKiuKwmYEBZScqy2mYLOP8KUlLnprlV2ejSmQ8mVWpNzmgknmoMjl7hJUwANK+0lQTUlDy2gyTaeLOvT0Or1uwa1wlrTHJt7iqlr2h0hhdlZKBaJSRFUobuk6xXCv6AMZsSHlZMjkTspJeLHRH0p2cl7YYarp+Q9VA1xs+fKD43rcV56cVWSe0WwjgQgVcldk7aLBO+v580FxetGzWntUm0qWKmDO1q+k7T46eikDKkRBbQvT0OXO5iJyfJNZLaGxG28zhtZqvfu0V7r06YzKb0240/bplf16/4JpfHZ9qIzUUbQHZfAsXlNay2J2rUcqDTmgE2RRDZr3uCTEw7S3TeUXTGBFPRBeHLJN1wmvp0M/J03ayORmjSDmikse4jKssMUXadSRjUUbg6iG3ZHqUEj42hQPlySqhVGY6bTg8mlNVmT5cYs8Ti8uIjxucdRKmR3Vlx1ZlwTBGXB8xnldvHn8fvL1d91PvHKpwBu68WY2f+cMlJl8UOb1oZNiiG582FDuAiSvx4o6BGj9nN6LcSX8Of9WluJ+zfsEl3fXAReAQlUajnnQia8VyvcJNanwX+N/+8zdYRI/WNc1EoqdmUhOzMOefnZ3Rti0pRkLw9H1H7z3W2FIzkjqQcxUxRLq+RyvNerng+MH7/OzPfI0f/OBdZtMZb7zxFj/75/8iHz484ez8kj/81re4d/ceIQUeHT8i5cRyvSKR6boe52p8zKSk0LqibiquX4+cnj7h8nJN0zi8F8Xfy8sF1mhCLMS3WmDExhhhrjCGEEKJsLYo0JQzpEzXtvLaEDHaEgZNLSXoR7RmEz29bchJFI9Bk40mlZuvS935aRdiNFbFaZF5UebsDgJ1uH9D2kqe3jVc25j8+WOYL5SsTB7/nEtRPA+U32UFKYUwQ2SHc5aQOqbTijt3DpnNLcZILSYnhdaIkGbKkKOUDlRxnbawYNoust5k6fckk1MUNG4pMQxOWdZS9ggxkGNFzoa+95wcr/n+9855/NDjvcFUG5TzNLXl1dduc/P2PkfXJygjtcQQNOdnHU+eLHn3vWM+PA3EXnpJ+1aTvEYR0HoNqSUm2KwVp6eR89MNCoXvL7h2VPGFt1/j1u0D6hqsMTx8+CGXixPu3rv2gmt+dXyqjVRKiRgyvvegM85KD1TWomlijKD1BpiyLnn/4CFnyb/2PuKcwhhFbQNGKyAAAWuhri1N07A310wbhfeJ1WVHt47M9sTQgOL8fM3J8UpkFDSkUJR7tUDec4pEH7DGMZ3UHB413L1zxGSq6cOE+d6Khw/XHD++IGdD9BmVXBHkK6ajQHAH9NCfjZ/AGCJPhjSz1F2sc3Qx8t4H79NPLMEotBK9s5OTJ2w2a9arlaBMu47KiRZP2wr7ed/3khUooAbnKqwVjjNrLK+99jp9u2GxWPLw4SMWyyU3btzif/wf/zYA77zzDv/rf/xfSSlx7/59vvPOH5FLuq3btDTNhK7radsW52qscRhjSTlyeHiNylU8Pn4EwP7eISFMQFnOLy4hJ+q6Yr1uITu8D3gvmuUCwhDve2yd0IYQMnsHR4XxRaGUoa4npCj6Winn4rEHQSMzkN0OjkMeL3Ieflc7N+BPfGjINaM8pvIi28Igzlhk0xkQfRmls0DEbcvtuze5efuAqvZbRnF1VbV5EIzUI4BERoyi/7VedwSvScERvEEpoU7aGtDih6VACGtUchhbs157Pnj/nEcPTwmhwTgwruPG7YbPfvY+b7x5j9ncoYzHx44M+F4xndccXp9jG01+94KTJ57ceVKYYPSETMCni4Loqzh5GDj+oBcIvOtxuuO1Nw95881rzOcO6xSbTc/5xWP2DjN3Xpm91JX/VBupgaYlxozLqsBj1dhRD2kUhIulOKm1FQ0pL5LZwQuzhFaZBb3AYJFUntGK/b0pk1s1e3szKicUS+tpi29hMq/Y35+CUtSNYb1e03YtSmvqRnH9+j7zuSP0HZt1x+npBTn1TGY1B0cV07mirmGia5qpxVYNIfQsLgTG6XQN0pcPKkgUJiyeP8Gr/mcDKDVEAe3EFOm9x0wb+hAIWePqRiIPlWk3S9p2hVaZ4HuuX7vG8cmJQL1zpm3XElX5gFLCPKGSRiUKB4NGEzk9OWa93rC/f0jG8D/8X77ObO+Q3//9P+S3fuu3uLi45M6dO4QYOTk5ZTrbY7lckFHYqmK5WkPbUzcRYyupVXjhvZzND7geM13fMps01LVjtVown+5TNxXf++53Acum7VmuNmhj2bS+wMq3c1JIcg3GNvS+x2TQxoE2dJsNMQS6vpcm58qhrSFrMXYCgBpy2Fu9piG78VTc/Cc8NCrXkCPgyfQlKBdGcyFklbuVUxQnOHdk5Tk8Mtx7ZcZknoR4OsvepbXbMVBpTGkLTHt75JQifeeLxlNFjtB3mpyKBNGQQKCkOomgPEJ2YFleZB59sGa1CPT9ClfDnXt7fPlrd3j11Wvs7Wuy3pDxqBSEiSdktKuZ79fcurPH8UXP+bln00eMdhjniHlNUh1KK9p14vSxZ3kuAohaX3Ln/pTPvDVntudBGayZslpfMt+vObp5m3rmXurKf7qNFAYRdoOcDSkqzKj3E2maioNDje9huSyiW1KiBTQ5llpVEqRNiK0oiSqRBNdKcRk7ZpOOpqqw2lPXiqaaFi8lYasEWmFsw3I548GHT4gxM60brl/bY2/PIn0BCWs9q9WGvT3NfK5wTuhOjFVMrObOnT1UhO9/95hFUOhsydlBTmMUJfnxLRvzn40/2bGFtgxgF6nPxJTwMXA4nzG/f5N3PvyAmzdusFkviLHHaKgqQ4oBrWohFy0RmFWN9DgWAtgYIzH0xBzxPlC5imntOLp2xF/6S3+Zr3z1Z7h3/w4ZzR/8wbf49V//d/zgvfe5fuMGn/nMW3zjG9/g8OiAs/MnaC2S8MELk7XW0hullGY6Ff4+ZywoxXR+QFwq2i6AMlTVFOcsb77xJg8+eIwr1EbT6R537twFvst8Pue9994jxiR6WArquqFqGiKZtz77Bd5553v8lb/y3/Kd73yH73z72zTTilkzIefEzBiUsiIJgSzGVMIzlQtwRQ0/+Qn6ZxpFhaIHCv8cFLBTRU52NLApe0meq5aj6xWf/cJ17tyf4qpAJqKVKQ61KCbkvIV8b0UkdyKpIcoCtGogQ98ZYnByXqqwciiF7G0K5yyxT7Qbz6MP1xw/6onBklXH4bUJb3/1FT77uevU04gxrYDMNCQfCa3HmIqcYL3ecHFxwfJiw2axIeeO+SFUtSekjoRh08LJoxVnxwtyiFR15OadKV/68k1u39NMGo+hIcVMXTXcvn2IaXrW/qcAOOG90N+HIDorWDE+SkSdqGrRWbm42KC1wodUdJ8URtvRYyMNTAJWvJisCDFgFJLeW62ZTQ115agwOKdRKaJMFJkOa3GuZm+/wjyK4vuqjKsMxmac0+iJJadDlgvDpFGl50EJ4aSCjMKZzLXrU5aXBywuz0thVLx1aySWT8WjfB4q7hlGC7XzOzs1nedcy22OfsvYkMt7dEEODv8bNulB/mMAWvwoxrbWxNjcPABORhTXC8bTdEiS6mWsUY1gjOce+OXOb4TmqkRAake+78kK3vrCl/ir/4+/gbt5yP/z//P/ZjKxLBbn1JVFK8WkqZlOarzvuH3zJu2mxbmKFDqcKRBva7DGUVUN09kMpTR78z2++MUvcePmDfYPDwkx8ujRMb/xP/0Gv/8Hf8AP3n2Pm7du86W3v8z3v/8uj48fs38wF6Se1sSUiSmjjUUZTe+FfaJuGrQWhu6266kqx8H+IevVis1mw97ejMvLBYvFmhs37/D48THr9ZKqnrJ/cMT1G7f4whe+yOnpBTFK7cz7HuNqmtkBk/1rzPev8eZnHUfX7/Df3LrPkyfnhaHAFdZ1SFFkZ1CFkVtDJjEycStVyi7bGq00cz+FptjeJPmx/cOV+bH71+0yeuq5glYc695ZkZMpxlKiBXlvJbyNGbQGoxMpBoyLzPYsr3/2iM987jrTPTA2ilM8nHIxwtIYnRDV5VJXL/PYGAEEDYg9rQ2+i0RviH6A+wdSltKC8IsL/DyqTPCJ05M166X0elZ1y5tv3eTeKwfUk0xVgY8ipBlixnvwXpOSpmszx8cL3nnnIWcnEs/resP+tZZ6viaTSGHG+jJw8vCYzfKcuqq4fWfGl758jVderZhOM3WVyAFiSMz3JiQV6HML/uW6eT/VRkpuriYG6ajXRWhs22iI1IQKEZhs2EXkqRRMtxMzobQbt2BtLJVTzCaWpq6wRo96PVkJfb5SAaVFDEwpS1VJbUsVI5JjQpHRKmGMZf9gQl2psvlK34LClUx2Au2ZzabcvXfI5YXn4iziuw5lNMoooZdRMhlj2i66FxmIT5Qc2Sn8Cgz8qsZOeREDxdJYyf4hmlKe7ep/EYXRUIhWH/tdnjFQw+7zNHDkBVZqhLLvfN7TgA3KhjJ8SMrC2J3IuKpi//CQrOD3/uCbrNoVr71yi69+9Sv8zM/8eXxI7O0dUVU1603HfH7I8ckTmqbB9xsqq6lcJdBuYwpyTPSlclK0Xcfp2Rnvvv+ADx894nd+93d5/7338cHz9pe/wq3bt/nt3/lt3n//Aw6ODks2QRFiIoSINmaEAOjC3xejzKeEkEwO7NuuEgTfcrGmqhoeHz/h8PAmjx+fok1F7xMPH50w3zuk6wM3b93lgwcPyBi0qdCmYjLbx9YN3/rO9/lzX/sq3/yDb/N/+Cv/LW+8+Rbf/953AU1Oij4HvFIElUvarwgXJhjDJ1UAMErWzlVD8+wN3U0P7t7P3Tm1/f3pvz07B4aevMFobo8gRNUxlAWhevq4ANNz7eYBn3nrJm9+7pAbtyqU6ZAeNTPWozKyPwxR1JaCTJw/aaKV17pK4SoBhaVg6TsBvygFuRhNUXfQ5GiE6SN6+l6zuOzxvcH7jume5dXXjtg/rDB2EFcU0u2chO/PaM1mnfjg/TPeeecRD96/pF3uAz03bmruvmpwzRqVGtYLw8MHl6yXLXfuTbh79wZ3797g3isNdb3C6oA4AF5qoOXr56RJ8afASIEmxkwI8sh58EBkylmrpcepdNCPKqXPaG0NEUhFSAFnFLN5xf7csTdzzKeWSW1k206aUaNB5bFGpJR4h3VVsVknctL4vkzAnLBa4WqH04oQegq+ohxe8siZBKpjMqm4d3+frj0WAkflSDhSBmNsKdI+uzif3vw/7aWrp43TtofqR//FRg63p/9+xVCVFF9Bcw1nYYxs+g8fP+LJ2RkPHj4kK6Ho0kqUmmOMnJ0eY11DjCItU1cVRity6SlKQOcD3WJF2wqQYrlcFdLZJY8fH/P+g0d8+PgRVVVRNxO+8Jm3qScTfvu3f5vlcsnBwb5Et1oXfZ9c4O1C2SX6g46YsmQijCXkUPpqhDi5qkTiRmvN+dkZzla0bcdrr7/J9975HjFlPnjwkK997Wu8/8GH3L57n++/+35h1FCgDH0AO6lQpubJ2QKwvPf+h9x/5XWenJxyeXEuzb4p43UmZD36Pbv9UaNZUINZeCpr8AnmQi7O6bBM8gDKg7GP6+MzAoMzB2SDpiZnya6EfIl1K67fmvP5L97mrS/eZu8wokxLSgGtJD03xnkq7hz/qoLy7rxTQDNxuDqhVMJaAbHkAr/XmrFxOiUNuZFulBTYbALrdTfuMXfvH3Hr7j6uks+OBW3pY6b3mr6HrtWcHF/yzvdOePDBgr51OKOIac3de3vcvD0D7VFM6HrZE1999Ta37k65dWef2XSKtT06W1HiTQatM1F1YnxzJnpHDC9Xs/iUGynISRrd+s7T1wL5zDmhjPQHpRQkHZgGjZrxnYyTrayGlDUpgzYwmRkOj2pJ81mFUwqtDAaLQaNyGPtuhmldu4q6algtNpCg20RUMuPzCoGcWlP6lygGLyu0tlRVxveJuoncvbdHCD3vvXfK5cUaH2uMkW7y5y2j53Hg/Wlnj/j48TxPeLvJ/EhHfk7cuLNRjPICA8uERoyBUhhr6ZPUDKbzmci8K8gpkpLnO9/+I/7oj77Dat2VtEyFsY7KCdCiqoqMhdYYbfAh0nUdfdezWq6JKVFVtfQ2VQ2f//wXaZqGyWTCH3zrD/nBe+/RNPJ87jtmsxm998ScSCi0E085ochaoYwl54CPERMjVSXzkkKHo4yhbhxaw16YYZxl3W74zGc+y/vvf0AMma7taTcdvo/UVU1TT2iz9C2CIWZNVpa9g2s8Pjnjtfv3+Z3f+SY/9+f/HNdv3CKFyPn5OUYp+hSIWZHSgFRTW/j10/fomXaEl3fGBIW+06A92JqddfPiFokMFHbzIcLLjhg1zjhggzJrXnl9yufffpX7r11nvh+I6VJ06WwNqSJhEfBFDwRy1gUssSV4LWEtY1ZDK5qJYTrToHt0rlivN0XDK5dGcGn6zdlhVYXWAViz6db0nSD2tE7cuXsgZQkTSVmjSISUCAFydvgu8fDhBd/+ow94/70n+N6gsKCW3L8/5Qufe4OD2QGL1QU5Z6oaXnvzGvvzhvlcoUyL0iuSz2jVoJIASagTSgljek6aHBqCD8+70M+MT7WRkpSI8J51nafreiaTamcTK1QfO7NScs2xQM3Zum0oMQBakwj0fo2PCagkHFYilkgWnj6lBxr+YhCyNDVa44hhTSTTbQI5OXJOwqCj5ThaGQFnoCGJ8LnWGXIk5YBSmaq23Lm7L5uMvWC5iMVL0qVA+izN/dM0NcNV+rQOCQafTmeWxcs2e/ej+Ib5qQ96JtV35Qx2ansFnZXJ7O3NOXlywsPHjxl66rTKnJ894f3336PvE3U9x7iKlHRhVRJ2h1SEAOuqQSmRyrDWcfvePfb3Djg4OBBEXed5cnLC97//Ax4dP2az2WCcpW1b6kmNtVbg7FHQq8YOS3yAO2/TfhnwIVBXhb5LK8TTF3CODz03b91iuViytzdnsVhw9+49Hj58hNaWi4tL9vcPWC7XgCKEiLAjRDKKmBSHR9c5S5kHHz7k/r27/Nf/+g3+3Ne+QrvZsGlbfL8kxEhImoTCfJLYKD8/3fdRb8ijARju89X7Lbf0BanngfBWZUjSBpKiAW2IKbB/5Hjjs9e49+qc6TyRWKNtoG5qSI6UKxSGEa+YB1SkGiOpYcRUovZSE55OK67d2OPRDy4J64T3PZt2QwgNtto6wloZSLV0+2fwvieEnpwzdWM5OJqhdBR2/RyJRLG9SqL709Nz3nnnfd599yGXF4GmPiRnmO0F3v7qG7zyyn1Rd4i9UIFNDfvOMqkT1kjtLKsOUoXSNaGX+rtKHUm3oAyZCTlPSD8NLOha6bJJOPqY2XiYRqgcoGNJoYk3O7hNMjGkoTYXcUMljQ5orDT9hsR6nbhcKKrK4KzGaCHYTDETtZWplStGksfSpKvQ5Ch0J33oSGmQ1pYlaK0VRmgGEhWZoJmEj6L5I/Vhz3xvwn19iLWGxw+XLC6lT4JoSZgCDpANJamAJiJ9E8IdNnTEP72VjyCIEVQw9GIBpU/jI9d+lvMcgBNXc/s85/ePH08bgyGt91y2+J080K6h2mW/VjvnpZ5zOsPmloaN7ql9aYAGD+c2RFLiT4s3bnJJNxkLKXL65AmPHnxI7Hr2p3MuLlacni25d+8+/91//4t0rScrQ1VNSAk2m5bKNWStS9pFU9cNmUzfiUz4ZiNy8t/93ve5uFywXK0A6MdeI5GEscbQtz1tagVtmNMYlQweudEGXRqatRIUay513ZwS1lrRm4qJru2Yz/Y4PTtjbz5HoQkx8uqbb3D85Alaa9q24+6du7RdhzEWYyz1ZIKpHKiEMQmtE/t7M05P1jx88AFvfeYN3vnudzg62EMnz4N3z3Eh4JPCV47QRwwGFxUuCtN8UhqTZA1JjmtbH1JI9mNMb+edqf2CuXYVSKQ+4jl2fs+AhxF6LrkQV1m0SRinuHf/DrfvXmcyNaBbtM00dYPC0PURayTFp8qeMWjXDSWInV7z0Wsa2OabpuLGtTnT2ZLLTU+Kis1KEbz00hk7sKAbwBOTJyZF34GPoIxiuueYzgwpteRck1KWJi/liQkWl5r33t3w3vc7Ls9KiUJtqCcVX3r7Lm99/g62UrRtIEWN7wLTqWE2rbDaEkOm73q6AH5jcMqiVGK6p0ut0YKqUNmiVKB6Sevz6TZSGVIyZGXwKdFFy9onbKPBeLLyGKtJsRXIZxbPVjbuBASUShgjkuDCJuCI0RC9Zb2xLFZIp7TNaNWBCijtEAXNaWlA78iqB5WJScmNIBFTS4iWnIwILhbJbjUQOJKJOaKVJilFiLksvoQiAB3TpuLOrTmzynFxvuL8dC19VEnkQTKZpBJJtfJ9tUGlCTohu7nJJbIcUhS55Kdlg1ZJj8XZ3XBioEV6fiQxbBZ53BS2FYTE1YX/7CYwogdfmFopGbWnQSFlI0olK/J08vbp2FEcCSDLNUg7NYed2Ho8ryvHfyrVJ49E0sN1y5gMVil8iOztTVkvVhztHeAePcD3mZgci5XnN//jN4og5wbvA5PJhJs3bzOdTnlycsZi3Qp7RRyOKQ2cKYH3fjQ0IQSUFsoipRW5pLHbTVtIRw1WW3LM+OAxSuaZ1tI7qDJEH0hBPGlnLFvAnIKsUVmjlRJDnMAoQ44KbTXaOqrJBOMsTgmThO89zli00mhnSSqzvzcjm4zvL7k4W1PbGkPi5NExEwu3bl7n7MljPvfWmzRhTXd8jI6ZUNeky5a6z0yjwcZCB5Y1JlJoh0qja+EFGxtqyxxO5X7qncLzLgDiSt2W8hllMgzptsE5uZr+iyg6yB5iLuTRoFSHjz2zQ82de7eYTme4Oggn3qBWqw3OKXIqjObEcr0tmYjWAvJCJRSlz1OJQ51TUTo2hqP9CTdvNKwvl4SgWa80MUxIqccqL85pUiTWxNQTg8L7Ch8sPndgE9oGbNWQs0dlI9D/3LPpAh88yDx6YLh8MsMRqewTjDrjrdc/yxe/cJ+qUVgrytFdtybFhLMTFDUpG0L0PD7Z8PDROeuLDVptqCeeG3fg5p2G2XQfa6bk1KHVOdb+FIgeDntrGhaxj/R9IIYKnEMpmazOiQCYiL4JoiaElqrW1I08rNXo7Mg4Nq0Iv7Ubz4XuqN2Exk5FkgNkgyCWhIkwHQ9aLFoVskfSllk4bzflXSTPEInElASNw7aACpmYPCpl6rqivrnP/t6Mg/01p082HB+vWKw3KOWEya6kDbdF2VQoUz6d42PP/OkM4B9jfBxV02ikhteqbSpSqyKfnjN1M5EILArjd1XVLBZr3n33ffq+Z/CMj49P+OCDh9y8cZN7918Ba1itW/avHVBVlURRSrFebQhBwA3WOmJKbFrRfwohSN2q74s6aokMi+dNzkWiocCUdUGGpbBDZYR8bmwRBpYMZqsNFYIYVLJwCHbBc7m4RGuh2rl+bcJiseDg4ICMSN9UTUNMkU27JuVEZWsOZgc0TcO1a0ecnp2xXi947f5dHj9+zN/4W3+Lu9eP6NZrrIfz73/Iv/+X/1/ieVcQf5neJLwFHcUx+MkMDVgoEarMgUhSK4zr2Tuccngd6pk4sjlJyk6RR8Zy4c0MiAaZoPNEur0coqT3dtP2OQ1OXeDatTlvvXWf9fIDHn34hMXyAh8OMMbQtmuausJoRyp7f0rihKUkAA1hsS+cg1lq9j5E2tZydhL49h8+4MMPpeTQNJ5Jo/nMZ97kZ772RWYHBlsZfIysVkv60DKbTpjODM5Fgu8Iec2mv+DBBw959EEmhYbpHK6fwmp9jfv35xzu16ToMRqMebn96VNtpNBBvGQMzmhyCPgN9LWhcW4kmXS2YR2WWMsoyGasYjZ3TGeOZqKpaodOFUpVbDrP+Xlgubpgce6pbeBwPmXiamLwxBQxCjJSJB6h7WqQcSjpiLyNHJ5+GGPGDWU0YOTtjcuZnEPJpimM1UymBmunTPccuuqJH67ZbHJpPHbiRWYkfMihhBGfDvqknzTI47kR41PR3migMgypSK0Uyho8gFZcLhaEFDFYFssVe/v7VHU91q7W6xZjHKB4fHzC+eUl0/mMIOEZs9mc5XKNLhHaZr0BNFXlUMrQhy3TeF3XIxt5jJG+70fDlVNGGz0W5JVVOGsKF2UsaT9J9GqlCCkLt16QTbJ2Nb0PzKdTtDKjaCFIdOe7jr29OevVmtlsJv08ytBMGharRVECBu3kPdZarKs4PzvD9x0fPnrE/Xt3+X/9q3/Fzbu3+Nwbb3Jrsg+rFc3+PuvLx4AQzvYGegN1YeD4yQyFKuwvSkmZACXN+LbqqSYW12wEDo5D5NRVoYsqkh0MtGaS6B/7NQvqeHSCCjhobPcAEh7jLDdu7/H6mzfp+iWr9RM26yOUOigOuDT+5qRBWYRxR6GNUDUZ4zCmgkKCkHIgxMhmWfHwvTWrBYS4wFQrbJ35/Bdf5+0vfYaDgwld3BC8IkZP2/Wifl47qc2rDm0jdZOYzx3T6ZwYV7TryGbjWa1aVkvP6qLhrbf2OLw+AaU/1jkcxqfaSE1mQnHkQyQmYeTt28hmpamdRdci417XE3Jeo7Ul0OMqy2Ras3/Q0EwV1gWcy9SmImOZzg2TyQHHx57l5YLVZcviomPiJqJ/M3SUI/xlA/gipyGnXIzRDmJnEBIb2KNhq7szeOlC84SkHskoDc5oUoqQO4xzWKepZwlMRWTCe++uadeQc/H0hhqUDiUv9VEMz396x07Z6Scyrqb5dlBlO+emC9RbGSNqMMDx2RMGHKl1TgxISoLM04a9vf0ijpmZNA2T6QRlFKvFOT9491zYJaYzZrM53gdcZUYOv67dsOlDmWfbNOWu7Hdd10wmE3rfE3MoStF55AccBA0nzUS+TaF1kpqBEih8StL2g2hJVU3NZrNhfnjAZtNKVJhFC+n87JycM/v7+5ycnXJxfkHVVFKPjZGYEl3XCcmsdRweXePy8ozVpuWdH7zL9ft3+M7jY373j77LdTvh1XpOf37GJGcMmaQiQUNQGac1xJ+U06UE1qEioEXEUKXicMqaDaFHa9HqyqkutUKN0okYvUQ0O3IfkgkapEZ2a2F553dVwBMRbWA6c7z+5nV8WHJ2/oi2W9H3U2EDyRTtL4MxGms66omlbjR6CaIU4EhRo1ICI2dy8ijyg+9sWJwGUl5w/Vbgrc++ypc+/wZHh3tULuHbhA8B33tCBGMcWteCCPQBrRR1XXF4WHPjes379UNCq4kxsFllHj9ItItTrD7l8811mvkzfUAvHJ9qI3XjxiEpZpbLDZcXS3JKRJ/oN56+SThtMFrSLpLCMMSocM7QNBXNxFFVkawimYCr9vC+w1lNc61Gq0MssLhccnnRsj9P1I3AeIUfS5A+hXNBuuWHGojOJc+cr8hzi8e5kxe/gsLLpEKTovXQ8+UB8YZ0yWdnVhxcs4R8yNlZYNN6qc0l2XQYam4jeOAp0ATPMQAfVWn+Exzj9djtE9n921NF76F3prz7hz7u7nFe5OHlXJiph82l/D0VqLfSivV6g9KK3nu894QQS9OsEk/WOqytCnw4kaJQeF07OkJpxWq1IeVA128kgkmqIAU1rjJsOnmfQL13BAZ31FRFD0pTNY4YJWUEEs1sNhthJk+BrmvpO9j0K5TOVK6isiKf0HYds8lUKJrKQ2vDu+98jxgjk6qmqmrquqbrulKn6LB1aUj2SkQVuw4CNM0ErCajqJsJbd+SUXzw6Jg0bXjjrS/AxZK0DqiBuy6BykkIolEfm9Z9Wc/8hxt5XFdKjZUvyJqcDOuV4smxp64d+prFGkH9aa1JuagQkwpwCyiAqbENZXeNjuCQXH4v5NIqoa3m4Nqc19+8wfxUFH+7rsO5aalVanK2aJXQVurpdcMOGtkw4E+UgcViw8MPM8tL0du7cbvha3/+Gm999nUq46gnQobQxx6yJgThD1RqSggzNkuH93LOdeVoN5oYLO060HcW5yY4W5FC4PwJvPvOOfuHijuv9S+9Wj/VRmo6M1jlqCsh4Dw/vyTFRN9lNitBG01riS6q2uJ9J7n26IGaGIN03yO5+y70VJVBqx5rDdePJqQ+sl70bDaBtg9UUzvmkUU6uywMJR7eIBimVGIylbrYIAY3FMHrWjaCpyOqmIaUSjFYKeAz1FWDNYqcpA5mLWijmM1q5vMZ5+dL+l4Bg2AZgjR80SzIWSKAl0ixXWWEUBLVPedtuxv8jyp1N2Q7hkhT/lgWmBam7IGy6UdtX3POoyLtNtrNIwhjQM4JAEVMZc6JbBR1M2XZbdDOsW5bkW/JimoylTkTM7ZAzcXYKLq+Y29vnxs3ZlxcXJQeEoF0e+9xTjxWVWpJA49eLGm4YQ6FEIgx0PWJzYaCujMEL1pRVhtyTPiuB5dpu5asIjEHkctQEunHKNEfOWN0LynEnFmtVkynU3SG/f09npycYIxhtVrhnDCrxxTFqDorJLMY0clqGuq6ou8r2tahVCY7y3Ldc/zhMV95/U1uJsM7D05KZkHhlAEl1dYX1aMGI/1i1pJhHj///S8nIzNoSnkyhRIpW1KsSL7i/LjjHdvSbRw3by/YO7DUjWH/YIqg50SAVfaLwg+KLWk6IcDensuQGszbRy7RuLUoeq7fmjDbv4P3mwISEeWH4CM5VRingR5lWiYz0a7LORbybQc5kJJiseo5PVvTdj0HBxVf/eqbfPELM6YTg1YGHwTCnlCsVh3rZc/ivCWHlqbyAv6IuazVlpwijx+f0/fCwgOG4BNazVDZcfJ4w4P3M9fvNqOs3ceNT7WRCrGlmWjmxqHzDKsSi9W6eHaaZtKgpg3TqWNvf8LF+RIfAjYbLi8XhOTIucbVmsnECvAti4qm0QlbV1w7PGRxHlgu1yzXa5r9CVUOOLapPQqEVxa2B5VwtaJuNM5JimDwdHc3lKGeALu5aDEGxXwJI0GGEBM6G6EWSZaQNDGWXo00ADJ27/qOzPlHjE9iUF72lQOt0rDc/rhjPK7a9TYLddOP0Cjufvbz+qSuoAeHNI1S0rwLhb5K41MkApPpjM16I8B4JQq1dd2QUi6yHJm6aYgp4EPL+fklBweH3Lp5h7YVWY3Npi2CgkWdddMXOY/tPNp1dowxInJJJEWP71t8VqIcHHoqV/gtkahQIx13OQsDRa/7IhWhaTcbjNZoJSS16/Va0IRdx43DI5Grz5m2lRRgJFNpRWMbfJBNs3IN+7MDrl+/zny+j/eey4tzQgj0vsNE2HcTutWS3/+9b3KQNNb3OGtJIUokFTN20Ir6ITySj2rS3U6dj/vQzNjMi7SagEHlhhRqgofHDwLnp484utnz5uf2uHf/FiE4lPYlozKw02iUEs6/bZKglAzyEEkNzi/l3patOieUCuJMayuSKmRCEMkhaw2+Ax96suqpmkg9SSjdS7qx6JVJejKzWPScXjwka/iZn3ubL3/5kOl8SfA9PmyIsabzka6Fhw8uePD+CSePV8Te0tgDFBUpKpHnMBatA+vNGV2rcBZyDqQUQNXkoFnHlvPzhPc1unq51O2n3EhtyNlRuQo9r7B6hnOKyyUiAFaacp1VHBw2hOBZXK7JGTZrAUDkBNNZhTWWbLP0Q6UNBo21FZNmn/35IctlR+d7QraEFMjKEiOjEclJJkrft2Qik0nN3n5N3ThU1rKIYxQY8c6msivcOBCpythNI4LKSghClYOs6DaR5UWma1NRIJYITkjPBGE4iKF9mseWcPbZlOWPY+yiMJ/d2IoDoQoQutSkktYklZjPZ0QF63ZDszfHuoqTJx8QQmRvbx/vA9amspgzPgp60/tQRAgNZ6fntBvP9evX2d87pPee9WpN23as40YITNmCJ4boabhWxhhMYcJOKqFiIXBNIgUiLBgR3xd2By0IWJUlEgwhiDy8MZKyKhHlrVu3eHhyQoyR1XLBlz73Of7o29/m1fuv8N3vfpe+75kf7DPf32O+v8fB4ZwQenyfUGjWm462O8X3XhpMM4SU6ZcrLJrJpCb0HU82C2Y6U1eyLqqQ0UEg2j/ZmTyAnmRJlXhIkLtJo/UE361p2569I8VsNmM2m6I1hBSonCmJ6RJB4UbndvhiQxQ1zD0Rzh4YVjQpS0pfmYA2SDnD1MXoDB8jZYWYI0r11E1iNte4OjOoSgvCOdL3iicnS5S+5EtffYUvf+UG02kieU3fSWkhhsjiMvDddx7zzjsf8uRkSegsOle0NmN3Ut859eTcklKmchOUgpg2hNhT2wZjpaG53XSEPlNVPwXoPjXIayAy602lUPsNVW3wGbTVZOVRWtNUE/YPZvg+sl4HlHIEn9msxeNUePb2HXWtRvROzpJem0ymuKomxJ5EJGVB5qQA2sliijEQgiclT9PUHBxOme/V0s1feiqGlEmMEe/9yI82CJ9J4LMbSSlyhFy8yJCga3tChPNzz5MnHaulLzDjosczbuFFGPFPSa3phxlX6J0KUvLHharf7d16GiyxPRepiQ2pPqV1Sb9JVHP9+nX6qSMEy/3XXgNg0kxRtKRCbdT3PXUtKd+6bgDFhClnZ0/IWVFVDV3Xs7hcESaZyWTCfL4v0u6uYTqXuSP1rkDf9+O5D9D0lBMpdqTYo0tdRNBiiRgDMQ7fD4wzYLgitKeUqADEEJhOJgDUdc1isSDnzOHhIXfv3uPsye9x+/Ztfuu3fovpdMqtW7dwTY02AhYhSZS13nSoswV1PaWuaxEktRWp7/B9kF4zA5FEpxNRJyoACxqLjZlBXfEn53MJum9swVeFuimHgvIV/ahmYrl79xo3bl4v0U7CKo02EglrpTHaoagBjbGDVEcsjzAcjiHVJ9NQFxZ2SdtlNbQXCOrTGEAFQvQFsKWAiK0S+4c1BweTwpIu9e6cEm0L63Xi4JrmC1/ZY7q/gmCJ3qFyRUyZs/MF77xzzjvfO+XxY4/vGywTUnb4LHPH2Qw6klJLjF1h5FFAj60irlJE3yFoZU3oM5uNR1cvB574VBsp53TR3clYLYiWWmtM1eAzpKzQOgrgIAdms4mEpnnFZh2IHrqcCT5C9hgDVQWqUmQTGZp9J9PJ/5+8P4m1bcvuOuHfrFaxy3POPefWr4w6HEZhMpPP8ZEpfUoMTsk9LGUHgYVoWQZZmIZliQa1ER1oYCSEED1kiS4ggUEgJDCJZVKJcTjCL+IV9936nnpXa61ZfY0x1z73vQjbYdKkMuT1dN89d59q773WmmOO8a9wrsIPW8GFFOLiSyrtuS4EjhUQWR60LJYtWge0tnJRlrsrhHCzoPiI1kUIqRVZjV5WpVCN+qok3dSu33F9uWWzTVxeejabTLcrprdFtyXXtmLMzPq9LFCvF4j82izvu3U2ef86Xv+KccauP/Upcc4YCQnkXFhQr3WCN1vFT/28T5NDPs0L/PTX/NbPdv+v14rUp0kuozuFYHqii3PaQPao4iBe28xivmR1uaJtWyZti7GOSTth8KJRqusaZ+syAoamadhsNiVrSLDOvvd4L5lSqiSwaq1xzlFVVcFE056x93oHGGLH0G8JXmjG4jGoAUeMEqkBYLNDW4Wyel/MyJmmadhudsymM0KIXF+vOD09JWvNF7/yBXJO3Llzh8dPHmOsxlUVwXu23Q4fPcbIeHsYhF0oRCD25BdXVdSxga5n2G0wOqImFaHWoDNXnZckAm3RPsOQfxdiihu6983pLTTwrNhHwL+O+XxChK5eu9hzmVAAuRSp1+yRlIoySqMjs+bgaMbde4fUteA5rnZYLbZTzlVijxQ13gdiSBgbC4ZdLnWlxHaIhNikCeFCUxUMq3RyWa5TGfkW93hdDHhTLF0YOKs5Olpw69izW3sgYEyDj4nNRnLF3v7sHU7uVaR0jeKAFDQpWTbbFc+ev+L991/y6nmi21qMrkE1pKQwVpG1bMytCdSTgEZDrElRpkcoYV5ro0mD5GmFGAnhJon5dzq+r4uU1U5mqzFjnZHMHK3J3kNKOCtOYLrEYWAyk2lVupkVgxcmzNArtLISaFhbqsoR05qgdrhqix4qrK4IQ4VNlspoVHYoMjl78eeLmhQDbes5OEjMZlAVPUzKCaXBOk1ImRgkIiEmQwwVKldirWLLxVXGL0ppsFKgclKEPjIMPafnW66ugTwhp5ocBmSMIB6A2jhxXC5ivu9lQKaVJMAq5B5+fcc6Yi85ZzCCge05dVqRlSaPOrGi9E/7gkm5yQNS9HMhD2hyNpCsMJKUBDsmVYptpvgYaowqESxJEQmgE9oUNCWPm07xVRyd01XWKDWSWNQeR/puh6ydN93I/jXzaTBdfnZGkbRBY6iCaOKapmHtpbAo47h6eclsNuXR6Qclpn10S5eRXN00TKczJpMJ5ETTiMXW2ek5IUacrYCxu5PiGoLQgHNhcY2ZQ6EQPHQZ92ljhCJsGzQBZzIoB8qy2WxxTgktPCZchhg9OimqtiXGgaayxGGgdhVvvPEW9+49QCnDo0eP8b7nB774Bb7xG7/B8fEx7733m4QwEFPAOkM7ndC2LdpY/OAxamDjt0Q/gHOSBGBkUXUAbUWvevrYo3rZAHqduFQDk3nDepfIMdIaVa7LG63h66PyT7pJBDI7ZJJQQa6lwGSFZEF5JLlWLNKE3ZswWhwiQrAoKtkwGE9WW1KORN0SE8QsOLT48Gliv6NqBrTdMl3U1G3A2hbraow2WFfT9wMpa4YuiW5oNdD3A973GGNo21b+ntTM5hXGetABbQLGREgSGy9uN+UaVzKiHbt8uU4sKfcQMiov0DExa+DOiWNV9RjdoVng9JR+94qjw8TbD9/AqkamQX5HVImkI92wIYSBSaOYzRN9ty4KF4dKGk0ipx3KDdy+PWd5uGA2q4jR8+r5hufPelRekKMDNQWdCXFN1hBjDbr6Hdcl+D4vUrKzFLX/EIXJ5FPCB7nYtVb7DZUyovw2VmFtRUoNZ2db/JDRpibGzPpqi8oVdT1jMq8JbLFqQGnx3dPZoZIqQXrCsjJWdjWSeqo4OGw5PKppalUKjUEA17KGqyx0UC0FLqYyrlGZGCTBddxNa8qOKcn8u2o0y8Mpu2hYbVd02w6rK6w2olXQZQlVyMjyd9FF7UdY3/WT6pNfWD4QA+r9FvDmk2U8Jz3TuEuVgpEZWWPC/JEbTZUohiKSHLtCLYUz5ix2L2ncBUsQpCLjjIzciAXYLs9RfAvT/ut/u1HRb1XCvzvgLicyKVmobBnHGixdTFxstpgMeTtw8IXPoIHtZkMI8tyGIP6Kxtq9pqltG9q2wbmKxXLOer1mt9tCmXKNsoUYM7FYIb2+SIfiOLG3/tESexGyYKBhkPGgxHbUWC2EnWEQ1p6xCWUNOXg0MPQDKQ68+cbb3Llzh9lsQYown875X/7nP8o3vv51/DDQNLV4CJbzlVWkqi1VVVG5lk4PkLYM1hP8juB7YrAYXRivOZNVpksDw9BjYqCqK4wzTGaHNJMZ0x7s2Rqz9ujwW8+uX8fo5JyW6+71Zml/tkMpUoPs8LMEFcbR4V6Jw0NInpw6tO1RVpGj32+myEJMklFbLVEUSca1dV1hrGzGhj7gB8t6Fbk4X/Hy+RWnr1ZcX3X0w8CotarrlspVzBcTTm4vuXXScuukZTJriHFLCqoIsPXeEgoKgUiN12rJylMy0lW5RqdM6zz378xYTxWTVpOjpDQ7l7l3d8psMiEFJykQuiPTU1UVR/qIqlpysOx4+XzFo+aC81eB2CUwGo1nPjfcvnfEl770Boe3ptR1ZIgrjm5N0OaKZ49AMS1GvD1Z72jnc2aLJdr+PsiTylmSK402DH1k6IP4o4VBQEtlyASUGjDKoA1oo3GV4uBwwhAG1quBGAIhKHTQbDaJvmuYzCpi2JHUSHAQE0iZH0tXNuJJI85UVRXz+Zz5fErO5UZ83aoIVS7mSEw7cu7EMVg3AnbnXAB0JYCkHsFZ2fFZq1m6KbqZsO0Dzx9fE+NaWGWxFwHvSJ5QshO/Cc/69Fgsf+rv32voaiwO40ywjB9Lt6KVFVJIljm8D146pDIWEpF+ZLSxGgMAlbJkTGH3SYcZYyqejAnUALpHRogW9bsZEn0HFvXJAiUOE5CVLhY3NxT0RNkUISbEQ/aQYTab4UPca/V8zPvsH601IQSurq64vLxgOp1xdHTEycntPcnGD5Gu69hstvT9UPLTbjRSr48jxy6QJEGMSQlFveu6Gw/AlDFKvTYuDKACVSUTBmcrvA9Mpwu++tUf4vnzF9y794BvfOM3efez7/B//l//J5vthj/6R/8o/+lXfoXL1RXZyLjPOEdIidSLAeowhL2AXQxpu30xGfHYqqo4rI6kSCmFqyuU1TSVI+48fUjE4GmMRqXxnvqdDgNJ8D7Zqclr3Hf0ugc8qEBKNTFK56SSYDZKD+S8xTkj+qasUblidJlQKkJhQKIsSlUQFTnP6dYtVxeBqknUdcNm03Nxtub5s0tevVhxcdbT7TQqN0ALuivYd4/WA6fVjhfPrrl9d86bb51w78EB7fQAbWQN+B6vZCQ5WK6xqrYcnxwynTZUVbU33J4v5tRTyQ4LZWNvyqbPaKgqy2I5xeg5k/oE4hm79RM2gySSK+05vn3I5z5/lwdv3KKqQRtPmxfU9hbRH3Lx6hG7bbEEY4t1A4dHLU2rCob+Ox/f10UqoRBDWM2u82zWcjNbZ2maihCtsIKUL6CkQlgyGVcbbt+ZU1crrq7WbLcDMbZsN4n1tWc2b6gaMXGVEZX8uYFI1H5RGoHPphEtCEBK8bVxhLQVWmusc2QEwBZ5gyejCNnJbgPZDVsD1shMOSnKfDqhjWG2rLhzb856teH81QqFQ9txjEHBb/RvU6BGT4RPZ2z9Hh9KuiIpTiXqZF82ZKc76k7qxoHSqBxLsQlUVlKIVRbNWIyeEGUko7BYUyPu3B5tgSz0/6w8SSV0nux/52977Gm/qQDTI/38ZvQn5IiijdNl/Fmax0QGDdpaNBGdE1rJCLBpGpS63v9Ma8xeASOLtZbCm8XW6PT0tOiJ5HubesJkMqFtJ0KoWG32RSfGm67qEwVWKan0+pPheTllkUqUYiabLIc2Ql0fBi/ZbEPkB3/wMyil+epXv8p//s+/ymaz4fz8lIdv3ud/+x//N375l/8jHz99jLaWGDzKWJJSbPqeOHhyFHPakRZfVRUhBJqmYbFYMJ/PSTmx67ZshzUxDKQo+Fn0katth+p6cjRMU6aPgTrr72kjlbOB7Mq/Rvsij9KxfBzK41nGdrnG2gkpZny4wlQbprPI4dGCvqu5OM30vSHrkpyAjKEpNknDEKisxdpDXj0PfMOe8uJlRitYr3dcXa1YXXUEryDXTNoplZXcsXaKWBcVjHPwPSF2bDdbnj17jjIDd+8fMpuPiQu/46svxbgUHW1K0ZGJjvyeROUcc6ZgNDHJdWOtwAzOuMJU7snJSAFHCw6fEikFlI60E3j4xhFvvHWLdpqIaYexBp0Ni8WMe/dalkfP2W5XJJXRZuD2/RkP3zykaTPbwX8Pr+f7vEgpNMFnNpsdF+cbhj4Ro6FppqjcEIYkLuhGUnVRYlMCsoi0rcOoBU1tuLhYsV0phi6x3Qa6XaZuJP8l5iDz4eIiYV7roF4fB4mYUZZg+TsT0wC8tktRNWSDVhGyJkVF77NoVZRcMJqIsRlrEs6B1br4bskOPuSItUIcURpUzK/tStR+FHEzfnv9XfvU+OoTZITfayrgCDKX51IK1d73TEeMjViViHmDc4bZrGE2ndFOHG1jheKfEl3Xs9vu2G4j283A0A0oEka3YKy4EqjRciZ+5+v8bY4xduS3E3N+AgvZjzhl8oKWTsI1NVUCpQI2CwnBe18ExwrnnIDFhRU4dhNiAFqKOeB9oO+vub6+pq7a8nWGpmmZTGZst1u6rivC3bgvViFI55JyLu7g8p6MPpHDMGC1IRUZhFIizo4l3sNZh7OWw4MFf/j/+z+TUhlhHyy4e/c2f+iH/wc63/Fv/t2/4cnjpzSTlvOLC1xdoZ1FGRn12emMo/khs8l0/3s3m83e7cJaK9OHEPGhsBT7gW67Y/A9kcTgB6baErTGThpC6jFRXPF+5xOqSuc+jnsFD5VNE6WAKUgaZSpSVsQgFj6oxNGx4413l5ycHHJxCqHvCIMweMsFI0MKJSPp7Eu3pTSbzY7HH/W8ehnRJlNVmsl0zhtv3mIyqZnNp1SVeC5WzuIqhXVCnrLO4Yee9eaamHYo42knA4lLQpxgTc33dn/GsqFW5W8hfmgjkhnpuMV9PRbikrUGYyEMqcAMmZw1MUDXeZ49W/Hk8XO6rmcshEdHC+7cW9DOwFYep8EYiEGjsyazw7gB9BprFUfHE77wpQccHTco3WPU74MiBYbNtufycst65UlRFvMULH0/dhYRpYutjANnlajwm5ocM3VlqKxFYyDuJC8qgB8U4EhRTnLKwlQZoRdVWAGpuERIAbpJ2FRKwhizGojRl9l1i1E1ESF7RK8YhkTfDey8x+eBmCLkhNHiCVY5Q1PXTKctdVNhtOzahz6RksboihQsOZUYAyU7nzwCxVq6PFN2amk0F1XjKO5mtPW6H9zrx3ezDBqdttXYLe7fl9cZUrnkGuXXfpXYAOU8oHKPc4mm1SwO5jStZTmfMF+0TKcVdWWwxXA3eE/f9Ww3AxcXG14+X3F9vRJAnoacDTkrrK4hGbKKyOV9U1xef/6fxDDkvcj7bLD82uPlNUltwaAYBy9Za7LORAWbvqMZBjwel6WwOlfRti0XF5f7xXnXDXviw+hokVIkBBHsOjcyQRVN3dzgTiEUPZWM8JxzTCbi2RZCuClQ5c8QA50vmJPS5fulIOSR7WcMSoFztoxTqz0N/uLiCq015+evePHiBYPvefnLL4gpiih50nB5ecV8MSdmaOqGyXTKZDqlbSbomEsRlCK12+3YbDaFii/vi9aaIQ4ibvaREMqfLK7dSSl2IZDrFttqlO9Q8Ts3Ep++Xke6/c3oW95PrSqxiMqu3NuK5HcoM3ZYnoPDmnc+u+QzX5wzmzVUVeLVM8V6lRi2lpxFzzbmSikkN0uZvlxzYos1ny85uX3A0a0Jy8OKyVRRNRlXSdHMKu7XIjnFGa0DISQWwaG0QRsR7mYCWgWUar7jtX7HPVlev9ZqX6SEEJQLZJFFyp3jni0qGLhi3Ex7H/A+4b2i2wRePF/z6KNXvHp1jfdJ1hKdWB5OmC0cSg+geowZ7zNNCDvOL5/S9afUk557D+7zzrv3efOdWySzAt0j6cG/8/F9XaRCEN++7bZ412VDTJrtdmDwAymLylppI4wq56hrJ3HdKVNZqGuNNTWHh44QlNB2gyeGTIoQdcQQibHHmJJTk2GkSY8LndbjIjiOjUDypQZi9ljVkjHEYOi2sFlHNuue3TbS94HOdwxZWERyS8losakddeWYzXombSuOxiZzfb2l3yGAZzSorJGARwi+sAMBbJTRYhbn91EUKevuSGoo/m+FkffditR4pKJXGTGhm8+PHhPj92coOasyu8+kNAjGpCPWBao6i4bjoOH4ZErbaOra4KpMXXsqF7HFyZukCMESjwzHJ47j44qzVx0vnm+5ulxBaknRomhkbKoAE/eg8ncjQbxeuMaR7WuvuoRhjoF0pWC99nm0Kk2i5C+FFAkkbFYMg+fq6lKwpRiZ1A2z2QxXS1J03HvtZUIoAmEtzg7OVeV5FaGtEuxoGAZCSJ8Y8yklhW18bWOHD+zHbFbf4D9hEAdzYffJ+0OOKFWwMh+YzRa895vf5p133+aDDz/kvfd+g6apmS9nhCxOBUopZtMpw+CpXI0xEu45DJ4YNjTG4vsbOyVrxZ7Je0/Xdfvn2IWOPvbEfiCXQhtSpGoqUobOD6z1gEqKiQL3+hnKN7jw/pwiJCSlA/vRF7LhzFG0kTk5oVKjyWqDcR6jFIuDinc/f5vPfqHl4ChgrGI+t0xnoPSA1jUhSALC/hoAjM2kvCOGNcsjy5tvH/P2O7e5dbKkaTTaBlA91ilyHoCENkqKG7EUFF3GaAFjpUMTpqYum04xBfjEFfja9fwJwsjIcB3H0unG7SLnhDa2UNZv3G4kXTqglMEPO/o+MXSO89MdH77/kqePLxg6BVi0VVSVMKWrymBMlMmRGmUQgdVmS4hr7r9xyHx6wJ17dzi6NcfWnk034ENH/B4htu/rIjUMgd1uwA+ZnA3GVIWSG4g5kHIvIYQoINHpSOUClRtIPrOYNzitsU7RVJa79w5ISXF51tMPPd5bqkoz+B0pDbTTFmNsmUvnsoDc4AHf4V+X5aax1mG1IwyZ66stl+c9V5cdq+uevhOsLOJRbihFREFRhoedZ6thc7Wjqpx0QTYz+MzQWcg14v11s5Ci2HdzaOmuyFlowtYWLsOnSRTf+3jseztGtpEqXcrY1QbqBhYHFUe35hwdz1guWiaTJNZUxSVEG8oISogxCr2PWqnrzHK55OHDY549WfHRh2c8e7qm7yxZWZSuCCFjVOK3Mnwbb+qx84gx7IvU636FY8dcmqlPdGWj3a/PCVtJjlJIgSFkXNZMp9OSv6Tp+57NZsN0vkTvaeKmfK5jt9uWoENxDR+LUPBpvwlIKb8mxM37YjXmSY2MP+mk5LnElEghFnZfkniPsrD3fU8Iw/46GHqJ11guDul66X4+/PBDHjx4wGZ7TbfbyDZmZDcq2YQE74usJ6OHgMawy4lYMq+stcV7UJzYx+esi1NHHseo1mGVo9KZqq0hRny/4rrbobOh+V5GXSoXhts48pWdfc4aP8iGTCvIBPHTc1uM67l1q+Ldzxzx9mcOOTgJ4uqgNHVrqCeBrC8JaSJSEquJUQx0bSX6s5QCpvK89c4tvvQHDjg6CTh3Sc5xv3HQ2hVNY4VRtfgkjs87QY5JAiZ1XVKUdRkAKxKRT9gl/bZ33ji0GNc+bohcxa4/Jrl+okrsoztSJKbIMGSGXtHvFB9/dMaH3z6l31msbctGNO7vkRA8MUJdi4YsBHmOxiTuPzzm7XemTCaLApEnQh6wzqBzxeD/Hwg9/Jt/82/ycz/3c/z0T/80f+fv/B0Auq7jL/yFv8Av/uIv0vc9P/qjP8rf+3t/jzt37uy/79GjR/zkT/4k/+bf/Btmsxk/8RM/wc///M9j7e/u6YQIg0/ELMCgDJYiMm+Vf+mRlYkYkvb9wNAnVAxYnTBKQEGtNbYOHB1P6XaRvu/ITDBGs/M7lI7UjUNCxEoHooqSn9GtWLCHvO+FElqLmezQi5v62as1lxdbdtsgo5VGFqpMRjuLMRqtDaqAmRpZdIRTHPEp4vtASIYci6BUa5KW3bB1Y+eRSDGRsi8/U0BnYdbddD3/PQ+tyuxfibjT1YmqhoOjhtt3FxzdmtO2DmvBqICzEhtBkkU3mVzuM1NGEgZtVIk9CExax5tvL1gcNBwcXvDRhxdstxvRSGn7O77C1wWwr9sg3XTHev/vPR61p+mXPlRBiBHb1Gy8J6qI95GgBEcyxuCHgXYype97lN7g6hptzJ55JwVSrgegFKDSaWW9xzmF1HBjqzV+7esO6HtXdHni+6InvycWNZ18n4z7HD7I+73rOpbLKaAIPvD++x/ih4FXr14w+G1xQ9BoZXGukkW3FKuoI0PniRlSSPTdlqoS0fEYoPg6dd4YIxhubVHOkPqeHMV1YSjU+aaqyY2nu97QUZHU97o+vLbpysVjD8FwRTC/RumIc4nlkePew0MevnnC7bszmrYHJf6IIQn/ZDJLzA56+jAQAmTtIFmsscQgRdpViuXBnJM7BywPGlzVgQqonDFWcOgx50lRY1SDUZZMT6bgiIhoQ1Fcakpy7pik/VsVqU8IzpHzkfcFSpcChPwsJZurXNYX6bZA5REbpZAlHJcXPU8+vmToKqyeUNmWGD2kHj9EVtcbus6zVJPirG4KBibEs+VhQ06arttgjcMYRRiEIJQRx4vv5fhvLlK/8iu/wt//+3+fP/AH/sAnHv/zf/7P88/+2T/jn/yTf8JyueTP/tk/yx//43+cf//v/z0gO+Ef+7Ef4+7du/yH//AfePbsGX/qT/0pnHP8jb/xN35XzyHGvGfsoQwpjqJZg6sgK0MIiRADKSSJwy6C1b7f0XWKyQSUrkr2zo75/JDlckrXd2WULfqbpq1om6ZgPyM7i7JtkSJ1E2427nYVORpiyGw2HevVrmQECdBeVZamcSWUDFxVyyKiRxGylp1JcRlOMTMMA6thx3ob6CNC6lAGa8vuUQVyIU2oUphCCBitqUa84/e6afqtjmzKDTZgXWa2qFgeKu7eX3J41DKZihN2igFdQCujNZV15BTJSZGz6NOMrijDexKeLm5JaaBpHHfvtUxnFbY2fPTBFZfnl6Tc3BTJ8YR9t6f4KcLEp4Winxh9qjLU3L+F5Xu1pp20XMaAqQxGyUYgpcRut0OXFOYQAruuIwFVXe9HcH2fRNdSOnPxYrvBGQRzktRprc0nOvdPilhvXqqE2uU9JrR3pYhpX2jlZ4xdmsSGLOZLuk6cCD784AO6ruN6vaZtK4a+Y9JMUDqTQpDbrugUO98TfCoRZpqD5ZL5YspkIuzEGCV2fHweMDIlM13oRRAWRazchwGcwgdP1dQ4ZaiGjNrCXgv3yZP4iXN0c9wQiHKGTEdMa5RdszxwPHh4xFvv3Of4zpzZAly9Q2nBj1OsyLmlbgwP3zxCO8Wjj685fbVidbUh+QpjlhhqYhDN0XRqaZoWq6cYJqWoJ0iSvn2zPoiJtTKJlHZCmlEZtDACJUBVpBaiNNSFWPP6RTyyN177eH+YMgFQN0SlLO+BUjfFS+ydEPJHoowGFUo5UjCcna7ZrCJWzwErtkxJpgaogevrNZcX1yyWFqPbci1GMrGkl3vQhrrVDL7D2ApXOax3rK7XPH2y/s5z+V2O/6YitV6v+RN/4k/wD/7BP+Cv/bW/tn/86uqKf/gP/yH/+B//Y/7X//V/BeAf/aN/xJe+9CX+43/8j/zwD/8w//Jf/ku+/vWv86/+1b/izp07fPWrX+Wv/tW/ys/+7M/yl/7SX6KqvjcVMpRRTTSoXBcF9EBVRWZzy2w+wRhF7wfW6y2r68QwJNAGWynaiaJqAtYOaGWIIaItaJOZzUVoqZXsOIwxTCbgKtHJjJ54o+p7PG4WvFx240BWxCDWMM4aDg4mMp+3ptgwaYwFlMaYGrJcqEaDUZoYivu5dhBh8JFNCJxebXn5fMXVZS+prmS0FsC8chXT6YTpZILSiouLS7yPKCXAOFkVh4jXbH5URlN26fuFTwTJNzRuVV77uFBIRymWPSNde9QljWac4gZy66jm/htTDo8t7TRTN2C0JyM0e5ToehQabWvCMIh2DYNV8vpVYUOmZHA2gd2RzAYwNJOKL335IYeLI7759cecvlyT4gQKFij3cQLlyTmUzUVV/NAkryfvqeU33ZK8DlNeo6JEM2Fyuc1VFp1QW2PpqaqaFMQRervbcX29pm5aYoxYY9lut+y6DusclXNYZ2mbmtmkKeQaQ0rgg8f7UDAo+VNVkZDZa6hACoIw+tLNGcmZrCUOIheq+pjWK2vXTSHWSiyKej/gWsvBrUMSgeVsyfnlGXWtmS0OCbGnrRcMfaDvB7FbShmtjORjBcF+F4sly8NDptNJ0UdBCH5f1Ec38BETSyoTVZL3s9j7kBLJZ1brDbNKqPiZhO97ggmoLPeG2ru5F2xFISPmcu5yft2/sge94daR4s6DE+49WPLg4TGzRYu2AW13mGoAMiloFEKuqGvDnbuHLA4n3L1/h9NXa549uebZ4yvOXl6VjtcR+orrq4HLiw137tzC2QnKdGizwxjBIcmq6CBz2UzKtZhJJAaUSSg1Okc4FA3kwujLtkyJUhnrp/06I24s4z1nQEnEi4z8MikXuY5mf98LbjV2XPLzRA4yoJSmHzzr6x5yTQym4KTyvLXJxBy5ON/ywbdfYW3FW2/NaCeWnLcYqzFW2JIhir2VtUYw/uzotoYPPzjnv3795fe0zv83Famf+qmf4sd+7Mf4kR/5kU8UqV/91V/Fe8+P/MiP7B/74he/yJtvvskv//Iv88M//MP88i//Mj/4gz/4ifHfj/7oj/KTP/mT/Pqv/zo/9EM/9B2/ry9A73hcX18DoEkQKkyeycdmw3weWSwzs6nsaFI2TOtITc3ZENG6wrqByTwyP8ho3QE1Vk3IcaDfddSNoqkVxihSEKJEVYNCKLRysxesh5tR0R4H4oZlQ06oHKmdoq0n+12ftVYcFQojMGsN1qJUQquA0QGjInVjMDmic0YXVtKEBjetCdGzHa4ZNoGUNJWtSF46KFRmsahZHFiM2XB2NoBKxGBAWVCaqJQwknIQNw4l442kMjpLgZARRVmkk9zweRRG7m8SwRViTlhlyXuauccYz3RiODqquX17xmSWqFvxPKMUJZRiG4TVSFIlFba4xweFKTiAUUZIMKrCsyXrHmMLcxKN0/DgzhKXEt9I3+LZy56YJ7LgZGSMg9jcKKUx2UKeEqMnqmF/88reQoqSVjeYWEYRSuGtsuxxe5XoHSSraLWjqmouNzumB0u2/UDICh/EXHZ0GAfIMeKz6JZCtyOniLWWtp1gbIVGUVcNtVPEjBSqlOhTEhxsGAqoXvCxJEF8WqsStBj23VTV1PjiPBG8FAyr5ToOOZGrTEJhrGF5OGd1veJbH32TmAe8RxJZfSfYachlxCxjamlWMvOF2CFNp1PaiSPmUsTQDN1NJzeaK8c0nn8wWaFSFhw5BnQCYqRCsduu6bcblnVLZT0mC72/yRqNRmdV5EO6LMaGrGSjNy7AMXVUbc+de5Z3PrvkjbdvsTyYydjR9pgympMoC0MKRoqghpgGrM1ULnHrqGExnXG4mHGw1HzLfczpswtCPMaoJauLl7x6ecGDB4e0jaKabFDmEkxCU0Nc4L1DKQcq4/NADhXGaFJMWC1U+RRlQ0muyGFC8E7wUt2BGtA2Yu2oJ0TGgpgybjOiCc2JMcJnzG3SWiQsiXEcLBhZZpDOTm9J9MRoCcEKQQa7jxTJaoetdiR60JEwVDz5aKBxnkntOToW/z6VY9HOySYoBE9ONV2X2KwTT58NvP9ez9OP/zux+37xF3+R//yf/zO/8iu/8h2fe/78OVVVcXBw8InH79y5w/Pnz/df83qBGj8/fu67HT//8z/PX/7Lf/k7P6FEe5QGsWSpG8N85phOTGmbwRnDfFpjmdBtt3gPlYN2qnAuMA7WjKmIjJHQ+ca/LhVBnANXCWb0iYlCvhkRjc7SMs2IBQvTGOdwdY2zEggnQHeS3B9ji5O22e9y5OcZFOkmEkK9xtgjMpk65osGnmQR40VNVpJErJAcq8Wy4fbthqoWGv3VZQ/ZEWMqhQShpBoZLeasCDGhcjG5VKVzVGKCie6lkBTcb29iiyZF+SimsJ+daxNZHlY8eHiLkzsTplODNlG6rr2nXiajSclxdbWRhOUAlbYs5zPmM3Fj9mEHFoy2hQyTCcEQSTjnxF3aBtrDCZPmNkYrwtdf8PjJNUZPqdwM72UhV8WUUwYT5bXdYMyvDU/GM118FCk8kP25L84R1uLqCpcHfD/QNA3HJycl48ftr43XKeLAnvFmtJZMKS90bGMHMpqYEB9GXUxnoURxgHbs9TWfNsGV3yH4Tm8dKiasMkWP1LO+vmYInspVYseVEtY5FrMlwzAwnU157733GIaeoFLJKXIY41A4nJM/o5PEaHg7PmYri866kHbEyV8lAYczIksIBX8q767wHSi4YM6SJVVSr2OMrDZr5trSZkTcnRE/xPL9svcr9lpZ/C61EfJUMw3cezDjS1+5z/2HCyYzLSw6o0gFg9EGwMi4UqmyARDz2KwGsh4gRdp2TnN/wWQGSvdEf8rlqx5whCTEEuPWKJPEuFc1pKDwvUFhsdahbSQirhcJcGaKji3dJhCDZrvx+D4TwoahX+G9xM+jhPlnbCrTohptoGkqrNWgAwkR25bGSliC40RgT6IYXW8yqUxGVI5Isrh8rbVKNua2w1TCZK7rhKvl/IQARMNuG/n2t56yXp/z8K0ZDx4saGu5H6qmIgF979nuvGBcT654/Picjx9fstt+1+X+O47fVZH6+OOP+emf/ml+6Zd+ae+s8P/E8XM/93P8zM/8zP7f19fXvPHGG2XBTMTUYUparXM11mjx0iOhDLi6wpgprhnofSdef30iVhprHSFACh7TsO9upEjd0Hq1ulGFj/jJ6EhA2XED+9nviCFpnSGXnacxsoMsYw+lEYGwSWURKvRR5cqNm2E/x6ZoPTOkiPc9XbclJSWWLclBrkQXkSQ6oKrA2p7bJy1tfY/zsx1np1vWG1+YX8X2nwypFkDXOIyy4macM3tLGS3jAAiQjFTwUTScC0lBRVLyRRyamS5q7t6fcu/BlOlcY6sIOgq1W41dWJaiqCZ02x1PH12zutrglOXgYM69e4fcuTMXJXuh6wL4IZNSi2ZG0mBtJsYdMUHTLrl3/xa7pNkOH3B5tiJnXSCtSsZhxXIp5aGMUb4LaKVuNiCjVmrEIMcFN2fB0VKShderiHXVHo8aXRbGn7HdbvcFC0pRUUCO8gyUeNpZa7DOkrJgVN4PhJRAi81W8J7g7Q3JY7w+R1pxSqQQ8L3f41CjCN3VNV3Xsdpt5Ro3ia4baJsZFxcX5CyxMnXVUDlFO6lKeKdBqdG1/7ubu8YYSUNGWRldj8zJkCIxR2IRGmeNEIximUKUtmr0HoQbmydjDBbxrMtJNjXyA6S7VZ+IX8/lmoSY18wPIg/enPHuZ29z//4B7aQCRreXQTr5XJNjABWFqITDFzeErHoyOzIBYw0pbgHDbK558HBOt4t8229ZX18wmUQOb82YH0SqdktKDWloMHqGwRSj6QgMgMeYjKkU2+2G9bXi+kJxeerZbsTebb29pOsvSLkDxHdxOmupKsN0VrE8mLA8aJkvMu1ExMMyBTCM5VvO00g1h5xuWKFkgQhywfl0rrBKE5Sisob5XDOdCaHp9p1jFocTJhOHVYrTVyueP7mk20Z2G8/HH224uHjFi6dLDuZL2klLM2lIZHZdz6vTKzbbyPnZjvOLHf2uGnfzv+PxuypSv/qrv8rLly/5g3/wD+4fizHy7/7dv+Pv/t2/y7/4F/+CYRi4vLz8RDf14sUL7t69C8Ddu3f5T//pP33i57548WL/ue92SPZO/R2PG6up6kwYBulKyjxXYdBKOoSMeKnJAiOmkQyJ1SpSuYZqJsJX2SlrtBLhL4XBJ2wZAS5DCMKUs1I4MgJIyshqvFnlBpGOqiRxIvVUdvHjgie7dyExqzKXtqgiSs3KkNDopEhjJ5MjWQdC6ri6WnN+dkYYIpoJuTCGSB2YJONC68VZXcHBYcPhwTF37gSurzvJ0uo7ttsN292OzXrHMHhUqkiqJiM5NVoZyFL0UL6M+mIpnqOztIzhFAOoAesGFgeCQd172DJbZrQe5AbV8r17zKuM+zSGST3Hqhm7VccuaXarHcMOcsxYM8NaTXYdiQEfGrrtBFfNmGhDtlu02+D9Cp0NdTvlwRszNv0R3/j156yvLjF6hqLQ9guDMDOQdfzOGrUnSdwY045RHfKf2i/COWe22y199iQrnfF2u+X4+Jjnz5+z2+32Ltfz+XyPKe0XC62oa/FVU7pci0oc01UunpEoSKl0uuMFJsXeGStGqSnhO8F6yEI9H/qefrdjKBiWqyvqtmG9XnN5fSUdjY8sDw64e/cu0UdevToT89umxuqMNhSdVo9WkZFROnaCIz4Wo+hlTLaE2O0Tf8cx3966qfDYRg9DYbJS7l8ZRcjXR2zRetUoTJ9kHI7oAtUNV7GctBtWXwaaSebNdxs+96U5J7ctbT1+3lBXFUn1xCC2SCnLPZ6TJnjxAs05Y6xGGSumscYRsib4gHGJo5MW7zNXFwPr7TnTmePo1rykGSRUnpPTghgbQhwwTvRSolesiVFxdXbJ40fnvHrmuTzTXJwmYtCC/diOdqZYLFums5b57ID5fEFd1VhnxHWmEvs0pSJaR5SBGMeAxU8Sakaiz54opAphIydU1mhkg6pyIMaexYHh8188YjY95OTuLSbTFmdrdKr41nvPOH+1pdv2GFOjsuXqYsN2tabSHlc5XF2RVaIfPLt+IEZD30PoG7l28/Bd1/tPH7+rIvVH/sgf4dd+7dc+8dif/tN/mi9+8Yv87M/+LG+88QbOOf71v/7X/PiP/zgA3/zmN3n06BFf+9rXAPja177GX//rf52XL19y+/ZtAH7pl36JxWLBl7/85d/N06GqK+ZLRYrdXnXfdbqICwv3P0rOiuxUAykHhhjJ20BdWWoLlYKqMtIxjIVGpRs2TNGkxJRJSUZqo8npeCGMZp9KlTGaoJYSrZCF9qmt+OkpI5iNlMFUmDVIl5EtqHGObEhKoXIkq0BSHkUgK4/WeZ+equyEVPy1yBlroK7BuYgxQ9llG2rX0DQVt44mkA1DCOx2WzbrDZudZ70RsHSzHog+o3JVRMKmdFXFa2G0lxkHY1mXBV1GEfVEc3y75fbdibCmKi/EDKNI++5L7zcAIIaWi/mUg8WSl2aD9xofFK+e90R/jlKg9QELC8oEQoBnTzeEELhzb86tu5nF3KBUIocBbWqq2vPuu0esr1Z86NeEIZKjheyEkosn4WWjUDQ/rx+vu2d8h9K/sDfHQjX0A8nK+TYFd5pOp58gOcQYmU6ne1af/BjxC6wqR9u2+CQyCQnQHHfFilHnEnqPAlKMEqanNaqwAXNIhGEQEpBShYDg8f1A74f9mM06R1ZQT1rUMJA83Lt7nzffeItvvfctul2PQth+aE1dV0UblNDaMvRDEQJ/8n3ZU8zJxYC17A21Rhuz/9oQwh77Y+wCc8kUK2Jx5xxGyxjRaEPuxTFc4NbCbCzFir0b4shWzFS14f6DJZ/5fMudBwpjV0K4MbfISeFDR9Y7FI0MBRKsVz2XFx3r68huk0kJqlrj6sR84ZgvFG0jrFGVRZy7WFbcu3/AqxfXVLUkKGgMOSr6XhN2CesSynqU3YEZyLnh+hLOTjsef3DKk8evuLrw+N5RuTlHtw6ZL2uWh46jY8dsoWkmSij9boJzLSoLdJDxJc9qQ0phb4c0tv2f9m78pNQiE1Nf3nILSfz5QuhxlebNt08w2jCbzUlF1tPvOrabnu1Gpjhky9BnrKnQWIiaoYd+l1FWimBIgGoYQiJ4uZZjCKTwXaYX3+X4XRWp+XzOV77ylU88Np1OuXXr1v7xP/Nn/gw/8zM/w9HREYvFgj/35/4cX/va1/jhH/5hAP7YH/tjfPnLX+ZP/sk/yd/6W3+L58+f8xf/4l/kp37qp75rt/TbHZVzqKmi3/XsOuk2ttsdlVPM5zNkFJgx2tL3HTHJDidnCAEuL3dMmwXVxDKEHmM8Omkwo0hXgC2jLUpDGARLClGICnKSbqjDuYz6RKRpUSRC1xdDT4nSEPskiZCWIlowIZWlY1GpxFCI8DApQ86eHD3WgSLiqorlvObwUHN1uWHdFYcMBW2daVvNbG5xlSyA2lqcBaUHERV7T9tMmCrBfcJRjU8DfQhcXXScvRo4fSXuzZoarSvIlhQtWtdkNvgUsPuRj+B4KXdUNZzcnnP77oL50qG0UOKF1msAJwwnZfcUeQH8PcZqFssJTeXo1wmVa4Yuc5oiRm+wZs5kNqUykb7XvHq54uz0iq73aFdjVGTaCpaXs8caT9Mk3njriPOzLednA9ZNGfri4pATWQ2U8CpZ5sqiKUB82ttd7Y+c2dPQy/eQs2AYKpUdt2az2eydFUavOqUU19fXe/xGrJLKGDgnVttNueYKwF0cKfZdR8GztFLYQuAJMeCzvxElj9qvnCHGwgyM+8UpxigbJwUhyce2FM2vf/3rBJ94++23efniBS9ePmM+bdlsx0Jlqapm7/Ig/65eIw1JcanbhmwrVLGCGqNGchYJhYiIpZPMcWTzScBfDIHoPZCYtDU5Z9brNX7osZWhrSB10rENmx1KVVhjgYyzlj72ZAami5Y33j7g+I6inXTE5CGKMapWlkRCa0UMXhbqmDg7W/H+ey95+Wxgu9YoWoxRRdvnmC0Td+8o7t27Sz0RayTrMsuDGfP5ghASOcyxHLK73vDk6TnkHXcfHNK2HcZui09gxeMPd3zwrWuefbxls0nUjSvO53d58MYxdQ11Y6hbIyQj3WGduN6oLPcGUdJ++35AmSyMZK0IkX2h+rQO8HW2/j5hAEWOiRQhJYXVism8ZTJtxOA69+x8x65L9H3Ns2dbHj16xup6RwyukJwEOyVlYuhk+5oVWStiyrIxSqF0y4Jpjzjv73T8njtO/O2//bfRWvPjP/7jnxDzjocxhn/6T/8pP/mTP8nXvvY1ptMpP/ETP8Ff+St/5Xf9u3zwVFXD0a0pg6/JMWJNpnJV6WgyWlmgout3AkwjquuMIXgRR8Ymooy4SDCeyDziThlltLDWUpaLOka8lxworUYNTBHCZUWKoJQu9NRigSNtWbmZ854sARBiMXw0EWMy1ojHllIKjCEnEXuGWJiAXjFpFpzcann14jnb1bZEhySmM7nYj08a6koTs8LkQhDPMgZSRqF0j8oKbTJOJwwDjcm0dc1i3nJwEHnarjl9tcP3AaNrjG7woSMpMZnUWhXX8owyispkjm7NePjGkWThTITWnpMhBkvODoURQWR5f43RwiysFc4Y2qaibipS2mFQWDOBmLk8zzz+aMd0CvceTgjesllfsFr1PHlyjrYVWk2wJy1OKyqjqIzFWDg4yCwPKi4utnjfkWnJo/6EGzdz8icJE99t1DceMrYaIapM3/WsU09jNK6qqaqK6XSKtXbfdbwuYq2qClWYTzHJRmUcBack7CulNSEmEQeXRV0pjS6j43EBGgv9fpQj4AMpRoYgTLoYIzFLwUKJ3ZIpYZWVc1xdXZMTVLam63p+6If+IP/p//gPkMWIVExtexTiOWitZTKZ0DQN0+mU2Wy29+MjQ44yKs+IH588T4lnMCiMdWRjCV7IHEqpwqKUTimEgX4YGFdVpWE2t3zm7jEfv/+YuNpS1RWx67FWvBIlKcDjGrh9r+bWSUvdRFLuyLlsBJUf362CqWaxIcIwmy6pqx2b1Rmba7sX7GY815c7qnbD6XMI/YS3P7PE1I6q0rRtpmlatuvEsGu4Pmt4+vSUb73/mDv35tx9OJUYHRTbTebJRy/5+v+14tnjAd8pZvMDPvv5E958Z86t24rpXDK+RNhboVWFqxpCvsb3a6yBGDyr1Y7ddqCqLHXjCNoI21F/9w5FOqnRyw9GdlhOo/OKXNF1Y8WezObiPToQww4fFOdnOz54/5SzVxtyEjsshYEkQaaKmxBG4YEV5jIUMk8iJi/2b5+eRv4Wx//tIvVv/+2//cS/m6bhF37hF/iFX/iF3/J73nrrLf75P//n/3d/NcPQUU8t03lF7U2ZUYtruC7jM7D4QbNa7eiGAZQpYKslpoFdP7DIAaOKDX++mXGP83NFcTW3cvNLVksRJBoZExUckuAjffTEmPE+MIQeH2XkJyCm7NJHw9G6bsSqxjhSEqlxUllICDmSQmH66Qrvs1g/BY3F0dQ1TW3RRjC5+bTm3v0Zt09aFnOFdYqkWhJW8C4AlUX/RZCOTUkQpAaUATtRtI1jPmtpG7kJnz3dMPRgdU1KhqyqwqjKxNxJ4VSJ5WHLnXtLjo7m1LXsUlOS8ZofNJuV5Hf1fSiUZBE2V7VmMlNUVct2jeBcOdD7Tmbg2rLZDLx6uWW20LTTQ4bO4IOcqYuLDTlvMDpTuwm3DhtyTsQgjvWLecvdewe8ernl4nwHuSZlS0KT0GQ1Km4o2OII4Kt9lwzsiRKQRsgStDiZVEYzbadgDMMwUFUV9+/fZzKZSCz8a0SDfXy8c3R9x263wQfRbuUkjDNlhM6eQ9k8KYW2Io4G9qm8ZL3XP6lC6kgplZytSDJK2KVKYXPGSTsOCLU8Fw3ferWmcjU/8KWv8F/+y38VT76qpu+2TNopqampqp7dttt3ZtvtlvV6zdnZmbD6SpBj07Yo7XCuom6aGxE5SPdaONEpiXhXxPYyGsopEn0ghIG6ssxmM+qqZhN6qibwzuduodKGp998BkPCWAP4wgyEnD3t1HHngePwqMbZRI5BtiPKylSiyCdSski6s9j5LBcHvPnGhBePLf26w4cK7SpQjhRg6Dwvn3XU7hWzueXWXYW2Cuckn+uy73j0wRkvn2w4ffWS8+trDo4aUkyEwRJ9zdNHF3zz11/x8rknRMfxyZK33jniC1++xcFxQFXnGDeIcbDX5KjRuiUFS4pTcgycX6159vQ5q9Wa6XTK8fFt2rZGKyckHhVumJLlGBmLkIuxcRYHCgwpCrNPGLeatqlxlQPS3srKD4HtBl48X3P6QgqUcxNikJ8l155IcJQut0ZhCKdSBGOM+BiKm7zAFd/L8X3t3QcgOTEabZAZdSpMFqSg+JDYrAdWqx0hJIyzCJ/BQBZ3aMEkykU+LkTl/I7YkdYaZcuIrhg2hlDYQUjX5IdI33uxXhoCw+DJOhFSKG7qpsxjS7ihkviF+XzBpJ0yacQby+godG8VhX5sKmKwXF5tib5nMVlgMOSEhP3pnqZ23L4z4c7dGW0jjsoxG1AtIcoCbHTGFC+7WLAQEfGKWFajGJJH60g7Mdw6cWizZPCeF8930gkphVa1WFAlcWl2lYwX794/5PbtQ+rGoZWMMrfrnsvzS1ZXA6trz3YTGfpYBJ4B66CqFLaCtmnJqaLbiBGtNgGMQRnRAmy7jhfPNZVr8F6wG2MVcYDtBp5+vOVw4VnODJoBayT40dnMwcGUptXk3BULIisssUL1pwh4x05KXueIM95s+caORaVcWGWyAEwmU5bHC1b9wHa3K4vHMU3T0HXd3lNvDP/z3oumqG2ZziZCnEmR4BM+ShGUManFVjdjmr4bZEw6EnAyMjIsXfm4GITgGfoe3RmsdcQYJBrDexmplQJFiBjnMMYSY+Ly8pq2ndJ1Pbdv3+HjRx/KWCbBZDKhroTVO1qYjY7sox/fSHNXKpJClBTYMtpMUTAxGRCYPQKotZbbMUfiHuM14j7R97Rty2IxYzrfcHjL4b5wn+HympcfX2JNwz4bTck6MJ0ZYdg1GU1DzlaYb7lgOCXjLEcrJqdaRvooh1JBvOUMpNyJO732ZDVQaRl5P3tyztGxYXE8o7YJ6yx17Qh+y5PHpySfCKEnm0y3Gxg6w6Q94uK05/1vPOPJoy3bradpK95455jPfuGAo9sWbbeYSoE2aC3nxJgJioZhZ1itNE+ePOLJ0w8Z/Ib7D064f/8+s9lUxq5JNsklYX7fWY9El5xKhz2OkbMSxmQESFgj2tC61mgtOVlD5/E+AxVhCGzXiegryC0pCrauVBK3jPEOiqM5M4zYWEqy7sUoGytrNPrGqfe3Pb6vi1QIkcELkKyVWOmkMgoRvYBn10WuriLbbSdjDq3xPuG0YQwFFPbU62SAkV5cVPxlnquUonKOnBXRFxdpPErZ8lyEvKGUoa4sztWYWqyLUpIimpMqqaWZrhtYbwZW61OsWjFvFyyWNYtDUyjblojCJIPvDWcvO66uBpazgTvHt6jbtnQjcHx7ysmdKZOpxhmJ5vAh4mOWuHYCdSUFoa7kYoSMGUdGyaK0QyfJhFEmUlWR45OGXbdks+3YrDqMrQlRNB9KD9S15vCw4d79Q+7eO6RuDN4PXF1vWF2uuTrd8vLFNd1WkWJF8rbY/iiUNpI8uxUmlXMdOfd4L84X2gJ0ZBWkKyRzfbXjW7tTUh7Ydmu0lUI09IaLc8/zpyuOj1tOTiqMrmUx1pHZvGGxbHnxfLUXuoocVwTUYxcCpZOC7yhQcjHcMNByYSamGNls1rhaMyAY1HK5LOSdT5oPj1qiEALbrTjuN5OadiJhgK5u5IaOUqRiyoQwFoBISGnvbr0fTTOOIwWQ9n5ADRqfAqmXGPkxKj7HRBwGIRRlYQYqpfE+UFfNXgN1dXnJ/ft3+OiDb1PXNV0nQuSmtuXeC3u8bSSCjB9rrfFDJAbBxHJxzAgh0BeDWasNxhoRgRevybGTSjFirWboPev1mhgj80bjKmHsTeyc+KW3cfExZ09XpBjKKF2cKCZzy2Shii1IjVUzmUywlZwmkozpkyYFZFMQElcX53z04Smr60uyCrhaY10gph3kiPcN1lQMXswFlJpJMoJJhf4tVP7QR5yTc3J1teXp4xWb6zmPH235+IMB3zu02XHrdsXDtzVHdzy2DjKhSU6s1HJFThZlGvpd5umjNR+8f87Hjx8zmWrefOcd3n3nPpOZGLtCLsatwgZO+bWRtBrXtXFEXP5E2YznDMoojDO4Sgp9jomh8/RbT8oa5RyuaqhcLKxpS1ZSzCBDiuTkUaO8IxXcNqsikM7EoEhJiGPOVSj934GC/v+2Y72SaOl2omlriypplFlpUoz0Q2K99VxtdsQc5YYMnkaDuCQEWeSqimwMUe2IahCBJ1kuQMR7jgTOVgVTiaRxfKMFJzJoKjTWCVXVWie7DDPIDi0bDBUkiaomW/oQuVxvODs74/qyY1jBduPwfoIxExplSaHHuUiIkj21uu7ZrHpSbFguW3Y7S1M7jo4M9cSTqMhUcsP0O84uVgy9gNNKBWYTw/17S2qjihs2EEUUK2JBgymLhtPgTObW4YTlomW7HtDakgeJHNBqYDKBwyPF8XFNXStCjGx2O168OuPs5QWXL3t2G0VllsKqCwFrRVys0KjQkrNhyBuGOLrH28JqlNwbQpSsGg3eR4a+Q5wjpNDqXCjJWbG66ri86Dm6NS9EmYi2irppWCyXGLcm9x5yEMFp0uiCOzCyxlRxAlFFgrBnOItoPORYdDaJqLSo64fA5vISt5gTLbim2tsRjXjUyEA1xuxJQilFdrsNg9/R9x2T6QLnapSSEEFh6UX8MDAMnp3fyqqThEwRI1jrGIXRKSdCGATD9F5ICmXzNAwDKrMf1+kyAkpZQPexcJ6cHHP66hXL5YKqrmRioPkEQeJ1b8PXwxerqmIynTA/bMgpMwyerusZehGoiv+bkfctldA9VWzAtIye0ZZhiCjtUAoiinW3pRsSRjcYHXnj4RF64/GXO64uBDONKZFsj2kWeDuhMw6qYmeVDOQppAoTAyoG+m1Ht05cX8qfF893vHi5YtsJ7hrNgDZTYjZo5qTgyCqT1QafK4awwMaKnI1owFJfWnFN9IJ9b1aZb/3mS6xOvHo+sLoGUxnamebewxnLI4OpdqA1VlXCNtSJmFegO7re8vEHnq//2guePX9BO0m8/c5D3nznCFeJw0jOYJ0W7CgHkjLElMTXE3EXQQm+mZXCR0hRk4YNlfbiaG9asm1R1hF9JA+euPbkTaBq5gTV4CYVdrrDHRhCa+iGDMmgQ8L2Ay52aCCoCMrKRoCahMYPAyk2ZLy4uJiKxO+D0MPr64Fh0ISoC6NlpIyLjX7Xefoh0YUepTWTpqHSooXyYSBlcA5QikjRwKgkzg+vgeQpBbFH0sWNG73HKkYHc5RQ4pVSGCMUZO/D3pVcJy2AMQaVZNc7aVsm04q2dVy2Wy6ed+y2A6cvAz50LA4ty4MaV3yvUkyE8kJfvLzm8sLQ94nZgcNVQnW1tmEYDJv1NeeXV7x8uSUM0tZrArdvz7hzIl5fWWVUthjtyhw7EKMhBQR7UwIqTycVy+WMly+v6EMSumqO1E3i5GTCg/tTjg7F63DXdVxdXXF6esr55QofHbpa4oMjR01d1cBOtF9Zo7KIkKPywkQsRSGrm7GPzM8LWwhdSCjyvTlKMdNaY3Ki23k264AfNLXt0SaQtXgl1m2NtqqMfDw6O1QUNl/gJo5D87rbeZEiFGxyzN2SnbvQpnOEPHgmsznWOnY6c35xzn/45V/ex2547/dd1DiSE8dyII8msh6SYJkhBrSOpAi9j/SdPBaTL9eeXIdGiRu+4Iuym88p43txv2AUHucbHGg8BIO7KThaay4vLzk8vMXQD+KYYS0xBpq2gVLgxm5p7BJHV40xHXi1XmNDj2sb2tmEycGCnBXb7Y7tZkcIEnI4DB4VMs4YYtgR05qQAqI9FLaYcZqUPdthg8oOlXco3TNZOu69PeV6fYvdb55zue6p5jXLkwMWD+8wu/d5premuFoxDL0kxgdL2Ab8dsf15Qvef+99Xj27Zn3p6LcThq4Wkbj2VG3PfGEwynJ1rkjB4XRLiOdUbcdsaaibBnAMXrRAPoilkDVtIYlEhl3kbOjI8Zr1lSJmjXaZw8MZt+8cllHda3h4rsg54KqG3W7Fxx8+5Zu/0fPxo1dUreetd+/z8K0jDg7rAgeA1g7BhSJkL6dcCdaaU2YIsrnwIeOHzOCLBCQptA44NyFXLcpNxR4r9wybFf12i9GOpp2ym8y5vurZOYW+VWFCgxokSoZdT14FVBrQMfG6i3sxDBTSBELasU6hdUk8+B6O7+si5X0kZwHitluDtSMVXGaz3kfx8koyBmjblsWkRRdbn0TA1pbKZEKOhaFiycZhkJZXggAlM8iohLJCL7dqHAHqsg5khj4UhkyQxE1j8aFEzhetS0wDiiDdltZM64qqPmQxXeLyKc+ev2K36+lfbOmGBpAAv90u0vexUNxFpb6NmaqBtpkKCylZfK85P9vx6uUZF1dn9APkJIB7ZcE6h3YWDCQViHvtiRTCHGWxtsZg9LgIWaazFudW7LYDttJYBQeHLScnCw4PJlRGCCVNBcdHU+r6LoeHU54+u+L6fINSFco0+JxQBT9BKZlnp0iKovFKhc4+hjNKBADkQnQQnWsq4zihz4rrsyamSN/1xenBl7GYYD1KGaFRuxIrTrF3KoLGIrneM/o+OeQrY0AE/TAjFiXfgdXg+55lc8LOB4bkef9b3yJ4MZUd6b9VVe2xqXGB11qJFqmpmM3mVFXFUMgMMSf63uND2n+t07bMp/V+tL1/lgVTHUdrY2GSbLTioPAay3QEtssgaI+XtW1LTJHV6lowtX5D09af+l3fmZ820uozMHhPHwN9N9A0E5qmFYf7qqJpHM6WTjJmCWL0G3yweN+TQxYroUG6s5AHrErcPalo6ytC6Em2obrbsByOWCjQnebdL32Wz33lXe68cQdd1SUTqmOmIk47VHAM28huvWOVK7rJGc/DJafbS7JPVMZgGmjrmjffPOHhvVuEneK9X3/O5joR0xrYcHwy5d7dQzFGRkmy9rZnCLJhIeuCkukSnppJ0YuUA9n0TmdzJu0UaxvIZVSmFajI0Gein/Piac83f/0Zjz++pvdbHrx9wjvv3mexbEHFMk5GGMTe46oRqyySimSIQZOTww+Z66uO1WrDeHVP64Sdt9RugXKtYLCxJwwb1rtLdqmjmR+xq+Hj9YZvfHzG6WpLbyqGbIlT6ZaxFqNEdRi3kRRqVDbFJ7B0d6zJaicjxbouRjq/D4qUUk4MOr3cmAOhDGBVoZdaFAqdYxnbZOq6orLQNIasRdyrTYAQSFiIBoIR+5liu6SQ0YqPYkHvXKHvJvZkiBQVMUokx27bYU3FdL4A46hqy6RxZC3zbaMKm1DG8DSmopo5eLBgtb3k+iqRomZ1lYl+zWatGIbIduMLmythrJNZMWBtjTWWMBiurjY8f7Li6qqnHyCWqaRRmoQiZjEs9QVE9crjg9rnNZHB5NEoJYPJZCJVZbBOodRAwjOfKe7eXXB8PKV2YE2Q56U0ldPMpzOOTxoWy4oP3r/m4lXH0IE1LSmLsa10oAmlfBnZgaSDDmTKjjobVG5QqsIouTkzuxvcCFXID+KM4UMsHnhj7lIqHYNYDRmjuRElS2T4yIXde59/NyxqvOb2HNJijKokQG673hB7j2kqnDbsNltxB09+L+L9dO6TYDgS9jedTnCuYrPZEGJGGSfjvW1PHCPLVUa7cn0XASxalWtQRqNpZP+Vn9913T7LyWhDLjEir91EBYEVRbnEevTUdcV6tebBg4d845tfZ7ft9ouieq3IjbT6sShqLTE0rlKEnMt4PHB5eUW364gxY21N20TZyClD0zTMFzXGLEgpECN0Gy9EnmHHdncBfuDB7RO5Nq2jM5Y4n3H45Yf88A8eM5nd5ujkGGUy277HVBP8cMWkgtpl4uBRKVO1C9z0NvXxG9z+wlf5n7oLvv3e+7z39Se8enSBHnru3rrN5z9/lzvLGZfPr/joW0+5TtckFTk6tnzhC/e5d/cIozN9n1lfbdltPDkJ+ULuUeRjNLm4yEgkTyLpVAymLSRDCgqUwAsQqNycl08U3/p1xcfvB7Zdx+FxxZtvHXPreIaxoYSCiuZwsxGGrUM0lSmLO73KlvVV4NWLFacvr7m62nBxeY5zkIm88/YxVXtCpVq5/2Ik9lvC7lpGcZOKYVLzYr3m157seP/5BlKNti09lmwriAnbJlSeiA7Ne7Sv5V5K4lHo447IBuMCrnZoWwwPvsd1/vu6SN14xyG78Dy2zcgoxJRFV2lyCmw3O7ppgzGWECO1FUYRxb8sJWGsxRAxrjC7suh4tE4kRGtisYweY9K56aL3ESbZNnmuNlsur3rcZEE7mRDmMJ1IVpJWQaiwwrkrLLLIbK44Plmw214y9BbfZS67SNdt8WHA+yRebkR0cYFQ4wJNRQxwcbbl8qIjeofSE5QKiG+dI+XIajNwfrGhD2B0xChTxKGZ2jXUTsLJFJ6UfcGyJDW3qRXGBpRNHBxNuXXcMJkacbaQgRlZaYyTcMIAuAcLWjfjm/GCF08HrJnhfREaKjHNzCrjYxAMrA4YI39yhBwSKRiIlWhh9Nj1jJf4+PrLCGyv0Sh3wYgryQVTUGIpjjJri4XZN7pm/Pa3zmifSMHlM1A7J2EL2x1VU2MyxH4oZrg3Me97GyTYC2GVUsQsjFA/CMEgFwcOYzTayEhPNiWRIUp6ri6CX42RnXQUtmaIHu8l5iOO5IYS7U4pInsJ9ug+UID1GD0qay4uLjg6OuJ6teYLn/8M9tsFh82Z4AXneN0WafQmHBOCKaQYtBYTXG0Yhm6fqTQWNhl9Qtf1+BCxrnT1CFtx0rTE0KMRt4TF7B45O5rplNBMSO0BtTvE1Uc4OwVtIUR2qzWPv/0NdpvnNHrNnYOao+mcW8t7ZO3w0RB1hZ5Mmc4rfvDoFj/4B/8w67Mtm4szrF/R2g7td9iuY35vQXTQtpqHbxzwxtvHuEoYa/02cHm+KUXKABalxiDTRB7TkWMQyreNGKOFGJMs+xgYk9A2EMOAH1o+er/jyQeJ9ZXBTTMP31xy594S6yLaJKqq3O/na05PLzg+PsJaQ8aSiHSD5/zVjkfvX/PBt885e7UhJcX19SXtVKFN4N79Y3AO5STwkNjjt1uiD2Broq658o5vvjjng1PPNrcoVQsrUrsyZoxgE7lKROdAJUkryFFsvPDE3It+rRZZAkmXNen3AbtPa7MPl8tR4txHVl4e0QUleELOil3XcXl9hXUzlFHYZHAWrBOltY+JwYtwNmUwBXNAKZQBciCRCSljS0qoGn3UtegLJu2c2fSA8/MrXr4859XLS4zbcj13HB5UHB02NFVG54DLCRM11gBkXK24dTzn9KV41pEtMQjt00dRyI9YiEIRy47JGGEc9r1ndd3R7ZI0ClaTjdgahSxCu6vLHd9+v2M2UxibxExWOayxzCYTjg4POFpMcVa8+BRSwJvGCublAsujhuPbE2Yzg9GeFEXFL++DwmgRI7uS5GAOWvxDTdhccnmxxaoJUQnom3IvhI0qMp9VHB42LJYz2laK8G6TWV1Grs8jw24nmJTKe0qt0KNLT6UQzzQTUSrKmNcJQL+vT0rE1HKUbmrMy1I3ZrLfjXqu8o0j2uhOr4EwBEIOXF9dc3ywxBmzH/ONeM/Yabye/mtKOq9kRkWMSTTNBKUtIYrMQeuxa4GccqF+K1LMkugbx7wp6Q5vitSAL6SN0fGi73ucscKeM2aPjSmtGFmt2mi89zx88JCvv3iBQkybYww3aa7qddd/wdNGQkWMkRADra3xKeH9IO7pSuGs24/G+37A+4BWltpVoBJDECt9nYXRmHc7ri7O8cOKO0czbt/9IpNFg1suiM2EVDdE7cR5YbPh5ZNnPHv/Q168ekawAw8fzFnOAnZ1hd+e8+LVS7o0wUxOmN99Azefk1PEuIq6mdDWDcfHE5weyHHNsLmiPj4izmeszi6Z6MDh0jKZKXq/I3vD9dXA1UVPt8sCFWQgJUzOYFTp8MV1X2lxxVEatuuefid6tkwmJ09KHf3Q8/TJjm+/13NxXpHRHN6qeOezRxwcVihTLLZC5uJ8x29+42POTq+ov7KgdhO00yQCL56d8c2vv+DR+xuuzhX9rozE/YQUoKoy0/kS18pEKfqI6gP9LhK9YtA1Wzfn+cbw6GVm5ye4ZkkKmqGkEydd7NJG/AtdHM8iOUkAa8pJUguUw5oJRrX4IQux4vcDu0/m6IKlgNAdAbEkGu87wEcv0Q0Zrjcb5ouGunEMwe/jDjJBlNzJC706iyBXochlzq5UYcwU6qZWlqziHhfRRqK153MZ3aSs6J6dsdltiLFQsNPAwbJhPq3IOjOEAWtFFIgSduBkMuHqfIdWEkERk5eU2bKDV2OUujJCIkDiRHIeGHyPMVbGB86yOJyjTcV23eN9TwyefueL3U8kp1BiTQLrlWcYoHIVy7nDaAPKy3uiwVaJ2cJxcjLl1lFLVUsx0ll2cHLhGZSR71MpoVNi0lTcOWk5fzGwuVzTdzvRptQJrSKuBFUen0y5ddxysKxoW3Hk8INiew0vn3U8f3LF1ZUnJY1RwmCU/CsR7SqdsU5R1wZtxOXDGMsQJdohRpDyUnRIWXwdU45kJUy6fSzKWKReY/aNf4+lSxVyRUpRztPg8cNArGQn7epanNG93xMmRmuisROJUfAnW8lGo+t6lBaquda2jIVM+X2jiPfGCWO0uhGs0mCQDsUayS4bHSbG51pVFbvNRpxMiuuH0NeLdVISs1xrxTMwxsRiccDV1YV0Oa+N+l4v5q/bP6WY2GzWZKWxtiqdhRKBaJbJw0jx14VJahuHLSkBKVKiMwQf9UPHnZP7TG/dxk1bVDvBVA27Ycvl1WOeffhtzj7+gHB+Rbi8BuD2m7d5OJ0xrwIu77BZ8LbL0+dcDh9xeHnG5NYxtplRt3NC3dE0LXUreWs+1Gi3pJpPOZ61TC4PSRevyKqnV4GUDKGD09MN15cDcTAyuovSnWslhAGSKaPUQtVWqYinB9arwDAkbJWFBGEUXed59uyc7dYQYsN0Bg/eOODwVoNxZdOiLH5QXJ51PPrwjN02sllpFvMKkxIXqx0ff3jO04+vWF2B76U4hBBwFjSetq6ZTicoE+n6LWlQ+PXA9elAvxvY5oSfLznrDf2wgKSJA5A1Fk2ImRgHdE5kH0h9wPiEyomodhR0tESqGGFG5xqjJmBFl+bT6nta5b/vi9ToURVTvsnW2SO8gkdkrUm68PZNps8Zj0YVpblVutAle5pK0jNTShBNiQ0Qt4ZYcnqyThhXRi6v/c6cI6OZias0d+/eQhnFo8dP2Gy2XCuhBfshoVTFYuZQ2uPTgCvMHmctxgozKMVxfFKqU3F9zikQswCyowOCsQpjEjn3ZAKucsznlnffuc1sesDZ6SWvTk9JqefwqGE2r3DOYnRFjJbr9Zazs3O2j09pqoq6OqSqI05loY1aw+GR2N/cuzdnOlUohpIIWoGqidkRk0FHSErJWDRntHZM5zWThUWZnrqdyehDBZKKOBt48GDJye0JB4ct06lFm1RGtRW3T2Y8uKd5b5b4jd94wdWVIkQJ1JP3JhHSQA47pgvFZGpQ2qO1IwYk2C1p+i7Qd5EQBFgeiRAC8H4nFpX3Bal0WeyXmhvSAJR8KklFHrwn6ixJEmXhHq2QKN83dlPDMOyv0n2REZGaOEEgJBnrbIl5sfjYY0yF0Y6cNTFQuhIx8ZWEiSR+lZ1EhVC6l7qu9yawY9djrCHEoYhpFXVdsVqt2Gy2pePxLJcHnL56xWQqQl4ZbZt9odq7m4+dYnkLhfYeMKZ0U2jZQCHR8EYnbFMKsQJMcUXQEP1N50b0vP3WQ8xMs2LF9uqKF6fnfPjRe1ycfsDM9tydOe59dkHVH/H86StUvMJ2lsopjJbCEJNis12z2iZU3bDrt3TBklRN3VbMDxYsDhY0kwblRDeka0dTN1SLKZsqsXr1HB8NKlW8ennO448vub4K5FDJ6JWIQkTyKHmtwgYW89esMjlrdtvEsyfXvPlwQdMKZpWC4+o88Oijl2y2NQHDg7cO+PwXj5hMnHTTOaO04/qq58P3T3n2eAu54qP3r3B2Qd0q3nv/lPe+ccr5qYc0F8/MUdNmBPtqmpa6atDZA4719cDH3z7jyQdP8T1ssyYvIsPsFtBAlHt1ZL0auSVQOaFjAO/Jgyf7Hh/74mYh2FzKBmtqJHFa2K4oRTv5fUBBF8ffG/V7HjcsZca+/7/WZJ1BZ7JVDDmTtCXrUSwpWgJlZZEYgkIlhzGtGDh2EC2gqgLSZ6FemnLhZU/OxYhWGSTpI2Md3L83J+cDnjyNrNaDuAATcE7C8aqJJrKFFDHUZcOeEasXXgO1pYMSJpslRYU2cnPHGEh5oKphflDRdRuGsEa7CZNpx/ExTNo5i4Xs8iYzSzt1cpGqms3ak7Ll4mLH9fWWq+sdt4cF1uUxyRCITKc1TCzTxuB0IIVEUpaoHDlW9IOmC5GgPCH34sWRldg2qQ5vPbmJ+K4HJb56bVtzdDLj4FbDdKbQRsB/k2UBTMmTwop2NuPtdw/Z7gLf+MYlwyCaLRC2m9GKmAPttGIyrXAV5b3JSDKvEdZUoFBjx/HgmF/0KSNZChPuNdbfWKgo+6Bigk7MCZ8C2jbYusJnEXZfbba0bbsXuY5FomkklmOkpssNOxHjWVujrSkkHY2zEq0xuqb3oQcMMULfebqdF6q2McXfcSjd2ieNZUeT19XVNdO25eTkhPfeew9tdfneEpuhhIBRuYrJZMrz5y+4c+cYkMRfxm3Ya9T118McpWMTbz5tRYYxaqVSlEwkYypyUntMzliLrTSmlXTdvo94tZVpgNaQEpUzvLh4zOX1K54/u+DifMWk1rxx7xZv3G45rDNps0PtEvPDGYNPkrlFS1QOrxQ7W9O7wKB7rncena5QdgomM6SOrV9xevFSRKtty3Q+5+j4gHZSg00s7jxgte1YXVzQX+348NE5L19t6HYKrarCuixU8NFANbuyJIkBcTFZY+gzL5+vefJohatmtHPHNiSePOpYX2WGsObwZMa7nzvk8GgmeJ0SU+vgFeenG549uSL6FlLFxx9dEoPBuMijp2dcnUMKjXRyWTSSxhqUyWKyTST0kbgzrDeBb713yoffOuP6PJJCxmuFChsqPcNNXCm6CvTIrB2LVBBv0eglkysHshLnEIVg4QbZbCV6Qr7CVZk79w5546178F9+53X++7pIKZ2JKaCQHct38kWKs7VRArgbTbaykO58QCsjXdQ+jdahlBV8i5ah06zWvTBzdEJbqGpD2yRslVBWXM2FWZUFHI4Ja0dShaQA37szRyvDo8eXrDeZ7RbOLzqm85p2WiMJHhqSYdcNJRpchKPJjxHL48hHl9cr7u4piQ1PPwTm84aHbxxjtGN1fclkGrH2CqUsi+WU+WLKGOtuKzAmEcPAdnvJ6ek1m62nHzKbbU+ICW1cYb8ltM5MWoeiwjmorCXr8YaDy6s155cD56sN27Ah4MW8tKqpawkl7PtAmmSG6Ik+olPEOUuzmLA4mDCbmj2gbkfsxGpyimg9MF9q7txd8OxZz/n5mpIWJsUMcZI+PJwzmYr7espG4gPQ7HYD6/WWGMWdRMSGoEuul+b18RX7bkcK1E3sRNajy18mqaKTUkIjd85hrKXbbtn6gX4IxeHEF8zoprtaLBYsFguapsFYW8bDMioLKTGEgDYyJmnalqquyGTW2zU5i2uKkD0su12/L0h7N/Tg97jX+J7udju01iyXS6bT6f75gFh9aW0Zhp5Ju2DwnvliwZOPP+Jzn/sM0+mM7W6FMTed4Ph+jezBEYMb6ei2EqNn7yMxCg4lQaBiNOychHsOw0DMisrWaGdlbFvVqF6cHipnuL664De+eY6tFFU15/bRgsYqZk1g6He82m6YVFMm8wV1WGI213QpobxliIbtoLnaKi5ZEGcK70phdDUYi7KyiY2Ijmp13XF9tmF7sebe/RMOjg+Ik5aTtz/Lk+49Pnr2hEdPLwk7RU4VRjlyECNhU8wCbiY9ZVo8hqgqR0azvk588O0zJjPDw3rK1WrD00ee9ZWiaSxvf3bJnfuNdJdJi4m0smzWA69eXJcOriHHmvNXPZvVE7IZ6IOWzKbSaQsuKUnFqIGMZ72+4umjF3SbhsdPr3nv26ds1pa6OmaIO5RK4BMq7rCpiNGNZNyBpFqnDDl6UujQwUOMqJRGjg6SG2dRJuPDBvSKg2PFwzcX/MBX7rJYLL6ndf77ukjVjcH3yAkcwe9CGdeIOFXKvSFpjSRaG7oEl7seoTUbjJE3XAVVcoUAFKvVlrPTFbFoeIzN1K1jPjekuSZPxTlhFGVeXW7YbQdytEynNVUtXU4zUdy5tyRkzePH1+w6z+oqcPZKMW2nzOYBTYXvE9fXHevthiF2xGyIo4ZHIfouJSPFlCCbRAie7bZnu9FM25bloqWparabmroZaCeQ8rZQwxsGv8PYhDaGlCP9YDi/uOTsbE0INUZXBB8FSKWMaLSAv21jMLqiLXH0u21kdb3h9NWO0/Oei5Xnarsh6kAzdUwODjm894A79w5ZLhtmk5mMNE4Hzl9dc/rqBYO/ws4rjLNYV2FNwcIShCFiKo3KIk7VWjGdVEynFVeXwviShGMpvLODmlu3D5jMhKpOMijtIFm22w3XqxUherQwZfZMv6wUSYseTjbuBetMqRAkACVyXkmUFUxSjQzBFCXeO/hiuZQx1jKvWzEKDYHB93jvaNqGXbfh1StP33cslwcsDw5lHJYkOkFbyCgxX0X862KIZJULUy7Q7Xq2255uN7DbbcvosHijocUrEi0anJhQJtNtdzRNi6trTs/OSMkTBsGA0IpJXTMMHtrEyxfPOL51i7qWDq5parp+I+/3fsx9E14JNxHuKIUfwp46nzM466icjHy0ttRVS1VVVKYip0znN8TkyVGkGTFGQu8JMTGdTVAmk7Mheul6GzOFnLherVgRcbZmU7UYZSFMcU6xG9boFexSZNVHop6QqlbiRlTCVMKejESikvGqRrBQW9cYDKvLNU4bmnaCPZxh3Izl8UMOj6/5gFeknNA4KEQWTCz6wjFuJ5bzYApJQqOUQytFjIGXL66pv5lZr+ZcX205eyk2a+9+9haf+8Ixs4VsYDKeSECril0XWG8CIcjUxyqZqPR9j7aWlCqGriPloXjxWYyJoCVaPqfAdj3w4QcvePqx5Xod6bcVStXsOnm+KkZy15G3O5wzWFcRlAKimATnLOdqCMTeEwcvrMAkovycK8nGMwqlAs71HB5bfuAP3OOdzxwzn1sS/x1CD//fdlgXGDqFVi052UKcKMyu7Mmqw5iKaCzZGIIxDChUSgxDBNNjrMPqTI4DjZmgiwmr1gHYMfQb/FBBFreAoYt060y3qrlzz2JMxlWJbpe5Os2srhQ2gb0jGUmeiK401VTx8K0JOQ88f7wiDobdecd2YZm3Ao6HYFhvelbdhl0a0K5FG8dkMpH5fEx03TXJW3I2GL0j557dNrG7rkiLhnZiqGeBg2VLTGBqh3IT0DUJqBpLiCtQBh8V28Hy/DTgfSsjTh0JQ8APAUIN2ohDe4amdlirSUm0YBcXA48/vuD58xXrXWAym3Pn9jEP377LF3/gczz4zLvMTk6YThuhxxZzS+cqjLJstmtOz16wvb5gePUYhp2kycZACoGc4PT0kmlbc7BckkJk0iiaOmN0Zt0NuMZhbKZqApOTlnpZY9u5uGkg3WlMWsaY62u6tAY1oLRBUuwzMQsLMqbEpG7ZrNbM2ilDP2AwuGyxWpO1ERF0jHsGl84KkwKz2tKniM6Jpq4xQMyKpmkYfIf3gd5vcLU8ZrSiH3Z0fY3d1PR92rtrjF2R0kZ2prowO1H4GF/jcAgLTqGxxtEPHX4IKKWxdkLoMmG3xcTAsO5FoO1qsnFsujOcyVQ6EHSNjxk/DFjjiL5DEXhw/zaPPvwWp69e0DYN5+cZax1oi0/IxEErSZC2Fh88ymhQEnvfbXv6ridnaNsJk8l0P5qcL6Ys5kvaakKOidX2nGwjfYxc9R1k0QbGnKinjulBhSLjTIstHX4GkqrwIbMdEhe7TM47YWEmhdIL9E6SdbUzWG1BG4wWRuzI3jVKo3SFKRuRpBUhyd5X2YarIWDOLnljOUUpx2x5l6PbPbPlc85ePsOmDGnAmECyiWwUOhti7GUCoxpUtmgmorELnqw7tBJ38Y8/2PDqqWYYBpJSEnf/hRkHtzTWJYyBPnUktUNnh3YTtJ0zxAuRxLhM8jIe9j4xDBmVEsul4c69OQeHE7TWDH3k+mrLarWmHxTnZwMpKQYf0EaTc49WY/yLhg78y44mTjk8atigiHSSuhwjKhrYZeJ1wGx7ct+RQy8u87misq1Ig9KKw2PP/+cPvcW7nzmhbVqSV3j1+0DM20xahs4TfMTYihhFWBlku1aiuCWSXWFRCNicUxRjU6A3EGuD1TW9TxIlTkLnhHYaU9m9oWoetS4hk32PswPOthhds9t4rq8TfWe5uAhE5bmta1wzwSSDdoq2anjj/gGt7nj6+Iz16prVFcznNb1NdP2aq/UZykbeevc+t+895N79h8zmC7SC3XbN2ctXPP74lBcvzhi6LWHYQUhcXmsWa0c7nSOGqZGqqckxldgcAW0holImDAGjNcO2Jw4eqMh61HUE2c2rKONUbbDOEVKi9wPbfsfLF+ecnm3YDYr5nVv8wDuf4+13P8P9h3e4c/+Ew1tLdOUIegTWE6M42lUVVSVkiqPjJSpGhsu32V5fsr5esV6tuDh9xUcffsjLp09x1vKFzzYs5nNWfoN3MNhMah1mPiUqz+RkxuL+Ee3JMWYxFYp1EGuf3oNbznnzy5/ldif+b209YzGdMWkm2Lqmns/E5dvVfP3Xfo2r80suL65IQxSLoW7AB09UUC40KaiDJ+RMSBa0pqotue/ohgFj6k9Yvyil6PsOZy2uETxmxGxilK5EHBnaPRswhFASvpOMqxldrcfEXkE89iOW8neIkZiiLD7JlGiRTNM2NHXN9fU1INlV++uj/J6UIqvVFT74Pc7UlkiZhOBdSomVmBQdW76uGIcqTT8UUWnpSL0P7Ha7PYW+6zqqqsEqR1PVLBYLogmw29E0CZMSoXKsY+Dw6ABywuiqiM4pLttacOTidzfmKMkk5SacccTjxnNwI0R+TaZSYlnk3RSfSKMtCQgps9lu8X5HXbW4Sc3R8RF3793l6oNX0A9yXxV4IQSNfk0HFJMnpUyIuTjRpBIllDA24uOW3VWHc5oHby744pdPePBgStUIvpgJxStS3Gesg2biaJqGfpMYegCL0YGUd2AvePjGjM9/6R5vvH3EdGaJIeMH2Kw9l5fXvHjxgkePLri4iLJWKiNGvUiul1aGGDOhC2wvVpANpjUYG7AqEEMi+UzaZPLao3cBE7JMouqK3kuEjcoBawNf+cF3efudE2ZTSwpIVNL3VqO+v4vUcraA2LG+lrl0TkqMUo1Gm4aQLDrJCdA4lHKya85GdgxDpFsrtoMmash6oFFQ1UJLV3VFMpqBgFEWU8SHJkH0kcuzLVWdyNmwug50vSakisu1Z+M7TG25d2eOiZqYZO4+aVru3V9SVXMeP37KxdWarDPThSakjodv3+Xhm+/wzme/xMHRCW07xVpHXTlUTgx9z+nZJd/+9od8+MEHPPn4ERdnL7ncnMOzHl3d4eBgQlM1aCujMqMqVDbFqRhM0UWFaKito7aW6zSgrBMnCJvJRhE1VLXDB0+QdZkuBC66CLMFn7n/LncfvMU773yO+fKI6XxJ3U6EMRYC627D1eUlz54+5fT0FbtuhzWaN954yPHJMScnx0wmE7R2tAd3cJNDDu5C9J7Tly9pDu4yP37MB9/+Nh+8vOaz8xOa2zN+6P7b/LH//R20W9JOD8HBfA7zQ8dsqnEqY7RiWJ+iybhqSswO41rqaobCCgaVxoVLQge992ilefszx+SYIUEcAkPX0+96hsHT+8Cu79mt16wurrg8v+T8esX5tuMyRPo44JOnqmtiEL9FoWZbnBXnb2NGEaf47wUfUMrSNA1NU9+IfKP4so1MOoHd1R4T2zPquIkFV0oVJptniL14FtYLtps1hMDJ8S1SjKyu1iwmDcqqMq0Tck7KmRiC7Lb7HoCu65hPZ+I4UYLrRsPcEfMasbaRhk4ew/Vuco2slXyo6XTOZDKRot3t8EOPqTLZiPB6MmnZhQ6tAzkPHN86JMaMqQ03YmApdlqLfdfo7E0RhNjXKPKvsxCBT1DoRzG31lqICeU9ACUFBWH1DsPAdntNXVzg68Ywn7fsXcBHGYpSaNVAFKo3qiPlDltViA1QQPwg5bX54Yqq1pwcz7n/4Ji337nPreMpzipIGmUHwYUz5FSRCCizo5lEqlpBcoShoqo0MZwT0hUP32356v9wj8987gRXD8S8FbJQqjkIljt+ya07gXau+fgjz/PnV6SQhDGabPEp1ZBFctPtVhASuq5ENmIkhif3mrRJsA2YpKmVIxklI0jtIAeU7rl9Z8bDN0+Yziek3Ev3ny1d//ugk5o2NbVx1HbL5fWWvo/EPqNMhTY1IUlnZW3GKCVuvyhi0mgSIcBuiCQ8Og9gO+qt5vDWnNlshmsctt7CtjgFE4k5Ysoi2PUDp6dXbLvIZqNI1CTlSDnT+4HzlWe57Jm3hqwGfOihjmAdyxOHro+5uLTM5i1vvHXC8e0lJ3dvc3z7Hu10QUhIPlU3kHNNXVVUTc2Dt+5y++ExX/2fvsKrF6d8/NFHPHv6mLPTF7y63LD1icPDGfNpAz5QW4NVYqOjlcHYGkvFrtNU1YL5YsPp+pz10NFWino2Q7mKpCw+ZyIGayomsymzesLd6RHLw1vcf3CfZtKCMhhXgTas+y2rix1np+e8ePKEs+fPePnyJdvthiTGZnzrvW9x++SYO3fvMJ/P5ZxgxDYnBNG0+YHddsedu28yv3WXF8+f83K1A2f5Q//L/8gf/v/9GEpNybmSq1jtQHXktCshd7BbtUS/ResKFUDyhz0pDBhtRHSrNChRxpvWoFxF0Fu6bkf0kiJrW8d8WqPNhG4QBwGrblMZS44Q0Fz3kV/9jff4P/7rN+g2A1aLsDPGiKvELFWXHao8LvZEzhViRFVT1zXGaELpYEbCw0hf91Ho5NJhxZuxIGMHVKJlAOcMdev2Dhk7L9q4u8e3+OCDD6itRLNkbYQeXdwoxu6sqkSjt1gsiDFy+/ZtPnr8iOBTyRETwsSoARtj5FOSzKghekJxb5HPO+q6pm0nLJdL2rZFoYk+MnQdfRiIKgkZJUFKA96vaGvDdNKKg8FrrEKtzV76kRQ39OwC7OtCqHldz/W6EPnmsbJJGbVxiPedUbr4EKqSLdWTkULcbSTd1zohMOUMKhkZdaLRqiVGT9YDdZ3xcQdqS/SZlEXuUlUOV8NkNmN56Hjw8Ij7D24xnTqs0ZAtKkt4a87X4lChahIDWXXYaovSAzm3aDVB60SIQi768lfe5O13T7DVwBCuaScVZMF4VUxUteHk9hJbTWinW3zccXnmGTpFzlZyopLYOGmdUNnDdofqPFRZJi5Rkb1BDQYbLLVRVCaRlCdrhXEVKXqU3nH77h0WyxpUwIdAjI5hN/Dsxen3tM5/XxepWiVmM0tbtzR14GrdkS47Bh+IUZgwyiDRzdoXh4PX3ASiJhSsJ/mItpnVZoUPiRQNzmpiSUoll+huK44KtTEoMydmz9XO03tLAIYscQVJ11z7yNZvmc5qtAtEPaD0gKkck2bBrTeO+YHp57l16w6HR4c0TU07mdL5wKNnrzi/uOLq6pqL80tqV3Fy65j7d+4wO5zSzBqmh4csj+7y7me/zG7X8erFKx4/fsT5+Sn/f/L+48e2Lc/vAz/LbXPOCXf9fSaz0lQVqaJISuoWqW5w0IIAQq1BA/oDyDEBTUQOBM1IEGD9B5oJ0kgQpLEmQgFqNCCR3QJbarAqmZVZlZnPXh/umG2W+fXgt/aJuO+9rHwlkQIeuIG4YW7EMXuvvX7ua96+ecnl7UTjPavG0TWBxgUaDy5b0iwY02HMmtNHH/Lj84/58s0rulB4+LBH3Ir9nNlNs24KM8xi6GxDmD0vX93w+t01c5rUnlyEac6VTd4yj4Vpd4tNM6u258HZBdZWYrI1xGnmi0+/IISggATfVlKqSsjkFPFOlaYtEAuAoWk8rm+Vb0Kt+EpGLJQkanPv1TG02J5ZJqwYNU6s+nWNV7kskxNZFKyAVVFUbwqZhG8dvvE1g4UoSnyW1kBJpCLATHGGmA3JWSKR7WFLaFqMD4yjkhqb1tWKQn2bmkYUtdet2KxPabqOnDPjOKpnU6ettZzzkfy7+EUprF4tQFKKx+pgIebWbzCmEBqtNm63e6YUeXR2ws3laz77xR/TBYc6piofyEnBORWtBeVsjeNYvaRGzs/P7z2PViPL6yqlqChtJS7PMTLFSWWRfGC9XnN2dk7f96xWCibRysVVYeSIJKcMXhFimREZiXHP2WlH3wYa6yoCsxLZbeUMcheg1LV4sVl537DyfiX1dW3G5es7NXjvG6iK+9YaSlKzT2vb2galVnPamVFtUKeq/hisKzx8tOaj33qI2FtiOjBPqu8XQs/p6Rmbk471RticQbeK9KuMNTOm9KSo186JrcmdCgVks8f4Ed8eMH7AuBYvFpEZ42Y+/v4FH374AX23QcyOrjNVFR+M9EjtLK37M5pmxrobpvEJn9gbXn6RwHiM1YTDkhQcRMKJwaaiwCAKUhxOGgwtzju8B2NmRFI9mzO+ifQr4dGTDt9kFRPIhYLndrflpz//42+1z3+ng5Q1Ee9UNeD8vKHplN399t2BUhzBe6KJiMvgLVL9f7AW49SmYRojjTOIODAtRQrXtzNZtnRtYY4g1uvN7Ax937PZNKz7Bt9odnyYCjfbmds3B0qwzCg5sgktt3PhcXuC+EK38ip99PgRp2cPOH/4nLa5oA2nlOwZ5sjrL3e8evOWF69fcn1zoxI3U6RvLF988Qmvnk48+uCc88fntM1I51d413HYZ3I5I6w+5tw+ZphP8f1EzAWzakmmOhC76q+DoWk2zHNm8/Qx33/6ARevXpDnA61XJ9L9uNMWABljHUMCtjuSDGAEawti9XGVR+SBWubjCbbBet1YpVDnM6rr5p0qgntnl70FrGbRqQAIm75l3O+AQt+FCq1OdG2raF4LRTTwYEN1BxVtbdqClQYnDY2pOocUnJTqqisLK1eDJKZWLIrwzEKVXqLKBqm5oZDAQUwzvuuQnHFNQzkUEonQNowTSmwUYY4zXW6Uy1Y0yzfG0nUrVqsNzgVKLozjQNs29H1bRXClQuGrPQvoTBSqCOysgbiUCvc19bEXm3CtuKYEh0ndfC/OThi373Bxj4inPzvjkAH0/5d2GTXwXF1d4r3n1avX3NzcHCulZcaztPaWVt/RIjxGYko0bUvXdfR9T9u2hBBomubODBIhpVmpG6JCyaUkvDUMZaCUHRfn57Te0retOtV6j7MqTKtBRWpQthXybOvqrpbm3AWlhdd1/2dLYFpQiosQs7YSVcy5Mr/wbkWa1dE3xUmDRi44lBqyGA0WGXHhwMWjM370Ow9pVyuKjMqzkwZrG7xrcN5i7ETTxwrmmXCuJ8+F25stJ6c9MkfalSOJChZghVIiTQtNC8ZqO8+bRNsJFw839Ku+nodQ/cMi1nis7apuHirFVWb6rvDxRw+Ig+Pm7TsSgbm4imBNSF44mqren0tBrHZkxFhc7RiMZaIJGakcsbZzrNaW3/rBM54+P8HaTEyR4Fu89Vg/8vT5w2+1z3+ng1SUjKSC9Q4bApt2TTINYzTc3EamOBBdqvBtRSEVFLufciTgwAtTTFgKZQJrWpoAu2TZp5kcHSbozXZ2vubsrOPkvKVbBZwPrFbniGnZ7SMXb25JRQ3I1icrnIcz53nw+CnGwnqzou09J+drjIVZNuxuAyV3zGNmmiOHIbEfG8L6Yx6tP8I7x2a1wRS4enOFt443l3uuDrdI2UJRi47DfqJtuqPdtmk/YHPSMJWEdZkUd0BixoBo0C10RJewzjDbwOrsMTfvXkPoEWZyNgq2kIy1HqkyTLaIEqkLCnGukjrWeajWKJB0c3fqdSOV/CfoAHnZUDMGimBNAgRywWSFsnoLIokYU924CzkJJteMWMCo5XEVwqUybA2mOGyyMBZc63CgCCg4qoBrnNLXMGXV8Usp42xLkplhmGuLzi6TDr1JTcYGTzbCVJJK/wTDGCcOh4HQnilaz5ijbNUiX+R9oGtXtG2PNYFxnLFezf4WK5FFwijX+Y96RemGqvQDbe3JvbmUbtQVGFDP6XQ4kFxL268o88j5SY/ZH3h23nG5nZjigHG9XtMaNEwN6Clptfb0yVO++OJLDodDPWF3+oP3N/2l9aeV1IxzSl5er9f0fa9iuRXEwPIeRJjniZhmcK3yp0TldLwtWDNxcbbCG7BlacXdwd/1vN5VQfpzWOZS94PUctyvrPTz8h5q+89YBaocC1NtCTrX0LUniHhU0Fg4DDtFxDkUdk4hm4liZqzbYoLguxNOzi3OL1qfoQYMJYnHpKR/TEPTdOxuMl989inTaAnNU1ZBE+gUC+MccY3F2RWr3nJ2VnjTRQ7zSJaZ4NRWR7mNUJgUdejVBLakqVarhSIJzEhohYsHaz78sOH1l5G3rzJmXpwfliBuyVVWQIzBOIcxAcEz1esdWsH4gmFivYLf/p0P+N73H/H02QrfjGAmFrV+5wyPn53j198u/Hyng9TWOLzxbPpTnG/JxdK7zDlr3MmkvIpQMGtP6DuatqPttP8vBdbtik2/Jo0zwTW04QzvDOu1r3ur4WRzwao/pe1a1utA2xt8W5jjxG4XCeEEH07UyC2pS5UxwtnFGdZYLj+/xMTAPApFDLfzyLy1pDxSimEalDeRk6UQMPaE4nslFcYZ366RZsX2ake2FwiGVNSYMCf1jHG2wTQbfL9izHuicSTbgAmIgyHvmGdYNR6TLd50xAx59touSwOvry452ZwyCcic8Qac68iSEJwCUFD5H19UsFdv9HB3QazWaKVEVckw6pYL1BteUOY6R56Fqag/SXOFq5Yqujpj3Y5SMjlrwDNAsYqI0/JLH6+UCDYhUoOQGBDL4ebA68+/xEqBkojzoBOLGhxzgSSQRdiPI0WE25tbrq9vePPmLbvdnrbt6Oqa6fue0Oqsp20cm03PGCeaLrMfhcN+pGTBFQ2UOiyqb79ueN4FQmhV0HhOugEWWG1aQuOVX3NPKLnIHVDBWIOKS6uobCmLQoQsT1OfSyjzfBfARQPzzduXnJuBv/F//j3+n//kf+HlsKsiofmIEqRuRNYqJHoh/TZNw8nJKbtxgLL4W90BEoZhIMY6S7MWVw0el2CwvNZSCuM4HttzcxxBMsE5rGvwouhckRnvC+fnK5zTsGONv5M+w9xbU+8rhmiQf59M+1XR4LvAZY6PZyoukBro6kKtMz6tsuM8M6eBXA4cxjeEbsSTsbrcCa3HByGEgm8HUr5F6JWXWJM3jX+aPDuvPLWcGxwnvH39mk8/fcGDiwdYl/DBE2fL9iZyeT3gQ2G9WhHHlsZnjHkHdgZmEM9w0MBvrMFbYY5TJYk7pvEAYgmNxXlURCA5Gtfz6NGaBw9vuXr7DmMyUqXgEO1OqXeZwTivAgZYchVBdl7fB3bm/EHg9/7iB/zFv/h9VmtHkQFr1Q/POY9vWkLjKFJovh1N6rsdpP7t//v/A+9azs4f4W2rUkHGUcTQtA3r9QoJluQtxmmbKTSBpmkpRejbHm8c+9sdBs8Ugwq+NplSJkJoWPWnVSQTMDO5DBib8VNm/2rLMAWcXWPbgLQFS2KOI7eTYbPZkPqZ7WHGuhOcWRHLRMmZcb6l5EzOHmdXFMlYbxnjnjklFWm1HY8vnnJ7ecP2kPG09G2nSKZcEDH1va45WW04Oztntd/hvak3gSOmwjRdcnN1oAkCEYK0qktmLSbMzKLch9A/4PTxGdt3b8kl0zijLSXJOhQWo+oPRVSOnwCifXlXnXExEzFHRGbUkb22ZLjTGdRFn4+ZrpRSyad1gy2qpL2dEqXo8x/hxMEzxozYqjdhitq5m4wh1TmFtmAu313y5Wdf4qzQeKtto77DOE/wDcE3lKqk/8BqG2u33/P27TucNbzIid1hx4uXX3LYH5jnSBHL4bBHTOLf/Df/Cje7G95eXlNMx26weNuSpqSup46jwzBwDAQiMBwGrG2qYaWhbdvjpr5s/EvAXgICx/NTNSTVtKi2ZuQI1EgpkoaRzit3MM2RRw8uaMyWH330mB9//Jh319/n5p9/QXFCKUaRjsu8FkhJpYwWH6yUEjFFtbK51/ZbRHIXNQvnHE3b4NqGUFGKy+u3taVYSqogBkULLtqGC5xdKOQ8cHbaseo9FlF0ra2IyHvVz9IrPgYaY+61+szXgtTy9d3n+3+vJpCLFYwG//viubG+tgNi96w2kX/tL39ANyfIERMczcmKftUTXKLrEyenrnKQHNYEJbgaA5Q67xF8WEHpefMy8pM//Jx3797y9KkGKWsC4+w57GY++eUl4xhZtWeYsuLt68g8K63DOU+ODa+/nPnyyTXOn3FyGjB0xBhJUbi5PiBFOL9Y6/s0Dm+bum+KWvG4WY1Fi6DNc4tIQIy+XmvAiiUnpWZQ4OS0JzNg7cwPfusjfu8vPWe1jlg3UnLicBjxoVUrJWMwTshxoJTpW+3z3+kg9aN/6/9KjIZVe8o8g2NpJSRW65bVqgXnMF7be7kUnFdkjXOOJnTst3ukKUwRYt9zmC3Wq4xN2zZI648ZW6nMdFvAuh5ZNUwJ8qyDYEzGSKFpTxhSpjUN3cMNb7cvkBhw0lCcwTSKrHJiMFHN/qZRM2bfr1n7FUUiMY3YpuNq/4LNyRkmG6YpkQn4qvA4x5neBlzbMudMlKwDcYlInhVubiBNA8M0YyPMOWLptD3kR7LZsc+Z+DKzWXUkmXEk9uOErc62VjTDzCJ4Z8lHH6egyg6yqHyIDpZl0Ftd7uYWmpXeKUIvLSDBEqXmsraqOriE+AZBibO5giQKwpgT2ajwDBZVDHfLZKlgi37dr1Y8ePiIzbqjDY5139KvOjIG366w7QpxAUsmyMw4HhDzmB/81sf82//2v0XOwps3b7i6uianzBQTKSkN4dXrLzk9X3O9veJXn37GzXbm85e3xL2hSNVwY9kMuTsHddZRqh4igHXqYhpjrEN79W+6D+E+wstlkT66ezzgvaA2z7Pe2LmQSmYcRk6fPuPj8xXf/2BDPNzwg4+f8k9++gklTVjf6LUUbX+5On8oJSuwpT7/OAx3sPf6etTwMKoNSK2eQghqfNh1tE17tJfXe1OtSRRWb2pQU4CFNa7OTAXvDY8+eKrZPgpeWJyENRBVTpO5OweLpNVd4OH48+X4WiV1Lygt1wuzuBUrDFtEcMGCTQQvpLIll1vOHlgeP/mAdSmYkhFXsH3A2VbtysyIsVNtvzpkSeoMiIkYUbBWmuHytQaoT37xlqbPdL1Ke4mA5IChZ3crfPn5FlsKlIkUDTm65Z2RZs/lm8Ivf35NnISnz8/o14GcDVdXN7z48h0nJxsuzj9QaH2MNE1b+XdqmWNcqhKEqpIBFiMedcHOWAqSC3GKlLmuAWkIjbYNf+fHz1mvE/3aMYwDwzQyz4LMQtN0gCHnSC4Ti7Xqbzq+00Eq+QtwltL24AtDjGRRnX/TB+gbXLG4AtY4gheaoDpWTsnnzAKsTihTVoa7AfDgeqzrEBPwIVBKwhRoXEOaJ0SE09MTjMncXs8YA6HpyAlc45nyntvhlscPz3Dta8Z8QHcBmAqM05bGWkoyGDKTzExlxEwFGRPeWc5ONlxevub25pLHHz/AiuPF5QuMycwpqRvxnOhzS2bNIR3YjTu6Va8qxAIpRyQb5uixJanQUe1HW6OIN8HhbMcwWX7wg49VBd0J+5tL0jxqr6oOqnWTnLWVV9shSFHILQkR1RpU8rQKWWJ0C5Aq8VSqD5RgoRoVGqtVQf3jI1RbdRHrB4DToa+xIDnW/UhqwESDg9WKT1Dlb+MsxcAsgkdUk7CCE6RkchFF/bWdio2Oeq2scTgbCK4lOGHVwzTMrFYnPLhYUxA+/ugjfu93f4/dfuIP/l//H/7XP/qUyRiyM1gStuq1udrucV5tX1zj0d+ITFlgMARr8M7gdRinAAiTNbmyDmPuMvu7Sko5N0puVVfinDOrYJn3e+YpY00EP7A5vyDZQNuvCeZA10AYTJ3rmOP51xmMJaXMzc0NilBsKiBjMYtUJQRjRTNvK2qv4XR2gVGU3X2gxFKR5TpTVC80jzce64IiMCvsf+NXPDpZ4XQxIAHEmSNAQmclumbuqqZK8K2u18c503HHeP99YjTIFQqIUx80Y4+tWalzPkm5WsJkhEKaD9gy4W2i7T3r4NSiQgrGq3M16GMvvC7tODjtRojggyZgRXZc3xp+/seFT36xZ5wKD542dBvBN6bOQAXnCm0DeR6ZZqMO4tKCVIeGrCT8YYp89snMdjty+TaxOVkT48TV1RU3t1t++7cf0vgLVT83IyKxqmJESiqQOjXtZAIzgXRQNirObUbECXOaOKQDxja0bUfmQN8mPv7ogg+fr+nXE/thR86GOVo++fwFRSw/+uFvYaogd0kTcf5XQAXduB5jDFPti2q0F4y1JFOYcqavmWln1VywCUJowLeBIQrGW+bZMmQ1O7Q5H9XUixWSzOBLbUGpK6oz4BCCLwQXMQzk7EjDgEgmFcHYzDhGtreOs7Nzgt9jK4/D4Vi15/Rtr7I7oWEukZGRzWZFyRFvDGWa+fLTLznbrDk56ZkPM2enG7JMpDKSUsYGg2vA+Ix1nnbds1qfsNsfiCWyapuqgXeKzR2OjJWoKLg6KLes8K7FNz0pOt68viaYmXTYYo1gjg7Iynh3LoNRrbj7gxdjwFDwxmtLSOYatMz9q3bHccEcvcCcXfr/cqxcVVV52dCqXboYpHKMDBnEangShShLSdV2QjXKrK2mmMFjvA6AVZFDxWWtMYitwpmmIOmA9WrDEkdqlehBMt4aQu9I8RaLw/uenAoSI40IvbeIRBKB4jxWcs3ES7XgsDivnkk2aFWZZK4aaAbTBjxQcqokUavWCkZh4sY58jBXF97FiVcRh0USKUdtzRpUimmeIAdWDUi+4fJmgm1Pbyeyi3gjuAIxm+OVVJ1ITSRyyUzThDFGH6vq0RkDRtTYLkZ1rG66oHwwbzCe6sKqcHoV2c1387MFTMKSjCwVkkpOmQyNeDoJOAHjDfno2mu+Anb4aqW0PPZXAlL9/bvva91kF0K0Sk8tJppqplqtKYzgvcO6QMkzJWaImcNuS2wtuW1wFVHoPSTScbYIRhNnMt4LUgwpRoyoTP/l1YFf/GzPn/zMcnVV6E4aHj7taTqLsY6YEy5kulXhyZMVb18F3r0ZSdHjbaNtRKvtOF95TTl53r6auLl8Swg35JJIac/pectmc4a1qmLhLEhWgvE8jQy7hMwrTBYMA9gRS6Cg3M9slCC+H3eMJPquxa88RQ6cXjT81g8eIWVHnDLzlEnJ8fnn7/jpz3/Fs6fPEFDxbBMp85Jk/ebjOx2kcpnw3hOnSTM30Xabs46mGJrscMFAEHAqF98ES9sGXPDMKbNed0w50rZBbwa3ZFmFtm1oW08uCe8D86zM882qp6SZNrTEybBZq15WvzrBB8vhcEvTWsbxQNe2fPD0A6bDSBNatfMohvEw4m0gzzpoHuPIxMzDBxeMw4EvPvuULgSsNfRdxzSO7HYHfAiMhx0p323+yi1SK/hlOE0pBO/q0FSDYwgNJ11DHHbEeSTFhPOeWFS89OLshJvrK8bDAdvUofMCc7r3OaUERom5eiytH3ts4RRR7b079BXcbRB3f8ey4dzn+XCf+8MxUEn9Wkmrcjffvv8c9et7mAVdG3aBfxvu9YHuteSMAgPr8y7yQ3ctNd3IbW3X2SpobCvaKaVCF6qqgCh4RrLaX6h/jqLdrNVKSmdNRRMXV80rRWoAFw3uohYbzqt9fMpybAPqBliOCuRaQanyeRFVsg/GE5xHOCCHPZ+8esNlaTk/aXj+Wx9wcnLCi6uiKi1GjTOttYQKLXfVmNFaNQz0XlvfTq2kmeOsyEDv1JIk6Lyl69r3vdbgWEUtM7kjr0tPuM4ljbYrc041GDmsVaItxqqzwLHCuZvd/brj/hzqz/q999ekLo9FR1G92jxtq5YYOSbSbBm3E7vtwLheEVtXia+125C1FYnVdaptLSWBW+MJjSOnxDAkfvaHA3/8z/Zsr06Zp5GnH5/wwfMnrPrT2r3IGDvT9Zanzx+wvZmJ0yXXlwVDVhcdFJq+cNe0aoMpC3GeMDaSZeTxkwc8frrC+D3WTZSSqt+a4er6wNX1nlR6skCxFjWPrfN81PI9RiFlQ9f2dF2DMYW2dXzw4VOef/AUkRvGw4xkg7Mt25s9w24ifNCqFFJMzClRkqiyxbc4vtNBqvGqrGBlA7kQrMdjCcbSVFdT8RZaSxOgcYU+GELj2Y8jkrP+jRUar4ssay6LAG1jaRpDjHohtNWVCA0MU6bdNBx81NF1iZydrFivV7xMWlGt2o71quflixfsbrcEH5iGGU9gOAwEq5pawan0UDGF/eUtKU68fvmCJ0+e8PTJM67fXjOMI2cXFyCObuUZp111vYTz83POHzzAOs9uP9A0LZtVj/eBNEfiOBIPO1yeePz4IfubwPXVJaVAvzph3m7p+xXOws31DU0TMMzElNTcDFP3E6kZd6Hiz+uVuJuX+OrJtagBvIdyux9L7s1YvrqR3N9QvvozqWoLy98vGfg3bUFHqLRZeDL3huvH2cb7g/f33lPdEBH0b6XUlaEbZqnzNWt0QrJe9arJJkWh1PdeuzUcDRCBWg2Bccvmq5yv5blFauBEN+iSC9M4V8AMehUqFH0cR9X4q+cipUip6vVpmPjw+Zr/2//lX2MjI3ZQQEf/4IzLac3PPv1TFni8NYK9F5iW5wA1Vuz7HuD4HmLUOW8wzVEeyVTwhHMKGLgfSFLSGYu1yxyF2nKr75lyRC6aBbJe5Yrev171T+9VUF89vkri/bN+9xv++r016Zyj63qcaUlxxIrHGc/J+lQdsYt2XSymIviUx6V28XOdw2pQETF41/H28po//dlrfvZHmXevA21j6E8Kzz864+LhBc51SvvwA6kMZITTs1N+/DsfYkzHL//kkturAZInJcFScM5gjEeKq0CPRCoHjEw8fLzmh7/9jIePG4zfYuxAThBTz+525s2bA7udInmzRBBf73a1o08FDsNAzGPVSEykuKPven782x/xo9/+EONSrT61q1Ey5DnTh45HZw9pbIOkTElQkkFFI3/z8Z0OUuvG8PjBCc54lcFPygS1GFx1Xo1kSt1skxTlCVEgQ0lZddOKKk7klMkp6v+bQnQZXXq5IvEOGJOwRpF4vmmZ4xVzHCkFdttrpnHPcDhgKGzWPWmObG9umcaJ7Ett7wWij1gsucJ/Sy4EH9jf7BmHPaerM24vt/z2j3/M1ZtrUpZqI27JIqqKIXpDj+PEfrsnl8JhGOhXKw77A6UIq27NuN+y3+8p417tntNMSkVh80VnPOt1z+72knHY0lqQWPDOQVn8rO5BlKlkWLP8XG/mpTpYfn2ZJd3t+/WLujHdBao/IyjJ0kq8DxDI9bH+7I3n/t/eVVIcf6aVmDm2uJYXt1RSGGXrC/d8gYr6Rwl6zTSM6Ca0WjU4a7BFiDkpNmqBaXP3vPra1DzQWkcTPMYqqKCUXP2IFsFXOcbOnCGlTIyZGJXTlVKqm7+2pGOc9HGw5GJZd4Hn5w0PG8Ec9gS3oljHYb+ja1uCdyTuLhFwDFRxVoHTplEycgihXrv323bLkXMh1PlTyokyaXW2qLUv18D7++oPYJ0KukpdXcu1tXWeY6xqHB4Tn6+dy6+nKN8MN//zHcsczTsFg3jjGKKuvTZ42scXrFzCOd20j/PCOt9Snb6IOjOAwbLbZfbbG/74J5/z85++Y3/5ITklpNvy/CPP9394zuak0xmrqEZhQSHeXSN03RprPU1o+OyTK969ObDfjaScsKI2Q8Ooai3GZprW8uTZCT/88VMeP9lQGJE0IGZgmg3T4Pjyi2tevxoYR7T1LKDWIpVwXQaGeWaYbykMNKHQdYGLi44f/egD/tLvfczDR55UbknpQHCLsHfhyeOHnJ1e8OTxQ7yBKcVKSzG4b3ldvtNBqjWZ6bDjdj8iWJxTiR1rrGaFdZjqHYhYxIGrswtrrLrxkum7DmEmWUOypcLYtQUYgsWHoNIfAYpkgm/YbhPTHBmnmZQSm5MznLPsdlva0BC85fzsgjdv3uJDQwgtORUeXjxi3I/MV7eYYklzItnCPM0MeSKlyDwPtJ3n9OQEYx1zzIzTxOdffomznpwG5lkrJoD9fo93nrbrMFLogoeuYZ4jh90tu9sb+rYlkzkMByTNNCGAVXJd2/ecn224uXkFJak6wjwRHHWhasVQ6g7hDHVTvxe4jki0uhlV1NXCp1qG0FA3Xvvr2y9f3XTuf1+WdmOt7OzxddxrIR0roK9rtcG9TeveJmffG7C/9+xLQ/DoxMuxC6rtICoAow0eZ1DcWdUpvBMyfT/wClrZuYXgagWRXDPRu5mLyNJidFjriXFkmiLzrB9HNQoRYpyZ5wkQ1VKcBUkTpyFw6jO+98jsMf2anGZOVp3OpYxFilTU4d3saKlYFeFHhcjfU2gQrapUc1ArpyNQoj6mOigrGGFRVD8GKJYKlwoKEZDCwvq6g5XftWrvV1JfPY7Xt67J39Tu+8brLdxbyxzXkTUGyRNx2pHjDsdA0xSCL1iTkDKr4oTRFVNk1kSOWBOShnkQ3ryY+PyTHX/y0x23lw2SLNbPnD4c+OFfeMTDpxYXMkbUHsdi8KHDOrX2sM7w+FlD1z/m/EHPm1db3ry+5ub2lhQTOWdOLjzr9YrNpuf0bM3z5w958GiF84nD4YDzGTGGaYCrqz2ffXbJ61cTw+CgzDWgGgRPLpm53DKXPSaMrHvL2XnLR997yI9/9AE/+OFTui4zTq/oeksTHA5LSoWSJs7PVoTQs1k3SInkUpVvDCyixr/p+E4Hqc2qZ54nxBpM6BikaD5jsg7HgQZYG0eSgskgWYe9bbNijpnhMJGdkhGprRLnVeSzkabaWhTyMNC2nnlOzPPElIXtMOKaBvzE+cMHrPsNb9++U++hIhzGyJzgMEX6dqUWGK4hl4lxzkjOupeViGTwNqh3UGhZnWzwbYMPLT/67R/zi198otmocQTbc3NzSdd12uufZq7eXXJ6eso8j5T1mnkcmceJnIXxsOf5k4fcXk2M+0ErS6cD/JIibd9zOGwVBSZRuRDeEaeB4F2tPRf0lGiQ4f4C0yClmbJWVNZxVJVegBDHXFkKUqTOXu632Mx7We83VlgI4zQpBD2LCuN8rfri6IS7cHPu/x+8n4XfzUj0GZbNrdRqwVhFNVodVujvmqUFaDGi1XrwjsYZfBbmJPWxahCsLbJjBWLuP0/WtlYNgNYZnSOaO9PAnBR2nlIhRW0baSvOHANUylErkvp+fbAwTlxsHlCmLVSk5WGaEAeb3nO28kyjMJVC59wRKLEoWigaT4Nn0zTvqZ/nkum7ts7abFV3r/JSNhDjHRHZ1vO2zKnuq1ZoVZpIcieSW4c62vakcqPkPsT861X2XZC6W0t/ZruvzsKWJvb99aC6hHfrRXt6mVIGYMIwEudbjK9zM1d/p5Kji0So10FKIM2Ol1/u+dWf3PL5J3vevbIgK3xIiLvk2fc7nn5kCV1kTgPBBaWSkLE0iMxK2rUFGwr92vLsw5bTc88HH58wjrMmGs7ivTkqmLRNq39jFQkrxZFji7GBGCfeXl7y+s2B/cFTaBQ8JOpULjExxR3TfIttRk5PAh99+JiPPnzIhx9e8PTpitBcU8yMayOxqLllEaWMFANtq4FLyqwJkDWMUyS0Dud+fcJx//hOB6mUhJv5gLQrcs7sUwRnFF5utARX8Ioje0/vPJjK/LZKoot5xFiDdZ4pjoQuKF8lNAiOmEWhyUTGudCEE6YomNDgmjXFzfiuZzeM7A+RlIR3N9d88PwDfvXLX/Lm3SW5FOL4muAbrm8OdM2KOQFFtep0bq3iozEmVquOmIWbN28xViuyGBOH/Ujf9uzHAwbLYT+gKy8ThwMpTmy3W8bDQVtANZOP8cB+7xmGHSLazhymA0Xg5LSj61vevHnJNN5CjkxJ0YVN02ggNffqqFqt3NFT3t8o7g6jMjdZKzPnVNE55fuw019fTd3Put/Lgo1uLPqc35wh/x91aMdeW3fOGjZ9z/nphqs3e7z15HLXarT3QATvtUiLqmsYp3b29ys3PQdeZ1JF22mmiqwihpykknfTvfNQVA/RZubdjlOXuDjrcG7Q1nVY0TYdMLOaBh6uHW/HmRDCUVA2xqj8pabBe0/f96SU6NfVxE7KscVolqBdj+X9ijG0TVNpEjMqh3PngXUkJWfIRhQkcJwdWnKpVuzO431AjEL2f1OL91/EocHNktJcVexXOGeQMqkhpMwYMm3r1ZbdqL5fwVOykI9r1lOS4/Ym8ublDZ/84oovPxvY3TqQDc60ZLnh7KLw9PmK0/NO9QlNyzQeNHnxDlsczq/JeV/XflTesS9YHzl70PDInyjfDqMyaHmuXLyRo41JrrJEtgUxxBS52R7Y7hLDEJCioB1jC0VgmEaMjTx81vHB9x7y7IMLnjx6RN84Vr3gwwHrJ4zNWOMpEohJ56c5ibYMjWphjtWMM2bLHA2+7RQX8i2O73SQuhkjpWlJYqqhWNCsKM4YIs4WLI4knimLggCMIRVVWrahU5XzqG6wU4pszk6Y844khSQVYeRX9K3j+vqa0KyIeVattzlxcxjY7nZc3uxoXEuOmTwX1tsDb95tSeL40Y9/h88++ZScClfbka6BIlaBE3XDdcHjGoPpGsTBIc3cHg5c/eznPH30hNVqw247ME9zRVpZ9rs9Dx8+wOKJ86SK1cOggaSoYWGmgGg7wphM2zpyUtSZdYGT0zVFhGHYQR5VA2+Bz5Z7VYYVFjCWEamafsuVWG5KrZI0uKjemakbrGZNizUCvI/0uw9e4OuB6e5ZjrMvA7pBlv/jg9QCb5ZjUKnCthRWfUfJ1zhfg9SCBqxtP0X6SeWL3BFwvSjoAJb2qh6LTl0uRm/+XI4tL/3bZSZ1jxhpCpIm5vGWk9NTNusOsQP4Dt+f065WhLwlzzPfe3rKT9+8pO3XzNN0lEPq+x5rlGC8VOyr1eoIJNAKyR3Jw6WoUaFWmBYXLCGEWv2lY9vX2rukRuAo+4RUeS1T28LlbjbmXSCZbzdk/xd1GLMgMEWdlq1Xq42YkaSK+941qtiP4G3A2QZQtRehkKLl5iryq19c8skvL7l+F9ltgdLQVO6ldZnN6YqT0zOMWTFNLeMhMs5bVmuDtytS8tjSU4oQ44SU2o4sha53+KpCrklOIeWJUhT4pPeWrbyxRXeQWpVarHeMU2E/ZJxJuJAoZaZk5Wg9fXrBX/k/Pefxc0e/skiENB8wJtA0DuthTqLOw2bNMBfGOJNiwmYhzwXLiMFTSGz3A7th5IJeK/1vcXyng9R1nFltTpmikJO2fmxJdFZYO0uLIbrArghxmnVxafufUmZWvmdzdsFcChIbshNM8Er8jJk8TJydPeAwCm3j2e7UK+fyds/Vdsvm5IRpLqSqMJBjworl4eOnvHpzxe3ugG0abOhVg88kmA1TBmc8uEZbBAaKdQxpwjvLOI+cn62x1rC/vWE/DDx/+gE317cMuwPeq1r2NM6cnJyQ5olx0LacNerFFOeZGEeMzeQ0EqPThZt16O4b9X8SMlc315Q84+pMwDunhL5UpYuMaMCy2hi53xpbPt8FlvuKBEqItWZR2ObY9nm/ivpqu0WObSLuPZ/2yStgQQTjbLXM+JefXd8dX59dHdtXObNZr7T6tLXaq95HS6DKOal69EJiru/PGKmWE1mFfYsAWR2SoYIisvKyBJA75B2oMZ/OA5XTFMctNg188PyHtK1HnKXZnOJXF4RVj50jJ+vADz96jP/JC/bjiK+gB+rczzuVPNpsNrx68ZInz55gq1KE957QBFJNGqCaBdZE0Fdu3TLrut9mfd90sK4FUeHe5fo7744OscYo1J+vVev/co6FdrCsu65T76s0GfJscKbFSKM29lntJ4wNGNsyzUKcHbfbPS++fMuLz29582rP9iZRclCXcAvGDWSJOAv96owmPGTcB4YDvHjxgmZ14GnTEFoB0zMcVFHCOo9zICVW6bYFLZrIKMhp0REtxVTuVyUsg3YiqJWVUa8zEUfJy8YYKTKTs8U6y2rT8vDxhqY/UIjkLATvWPU9zqlOZ5oBGkRWXF7t2A4jw34gT5lxN5GnQt+tGefEzX7HMI9cvIucX2y+1fX4TgepsRjKpLBJiRHJmdMu8GR9woN1S2uFbYGXw8B2f2AumlmYYklTxLgZ13bM04FhmjmMI8M0Mg4j3gemsdD1mS+/fEkILdM0s07Cdj8wR4VCO+/VjycoSdfiaLuem9sv6FYbYi786lefsd/uKVmUWGuscmgayLGKjAZHkkipWmsPLx5RNjN/enXLYZ7Y7vd0fU9oAuNuR9s0eGuZx5ltHZpqIpV0EzdSh9nCQqkShP00YVBxSc34EnE+aE89322UhYq4KncNKEWayXHOpORpgEqKNXpjLFVGEaMgFRvIWY3i1LMosgiASv27e53Dr82Yjj+vwazcD1pSwLg6pNbfuv9Yd8efXXHdTbx+03Ecyx//Tid0As6yOTmpraKkgrsV+q6bsg6UvRHqiIoFNr6ABBb0YslCKWCdDrljrFb191t79wAhslxzaxnmmTiObDw8e3pKCAZvW7r+nOJbjPfYZGid4dHFio+ePeRnX1zi25WiDLPO3grCFCObVY+1sF6taEJgjqoM2rYtJinXbhHABV0neU7EMuO9q4i/mrmjdhjOmEpv0Fa3fKWKdt5hnKqUFJby+/355f3EZqne7+ZS2pJeLN2Re9d2qeSXuFeRlorofL+St9bQhKpg7tWOY54yh7c7ZjKtFUoslDyS8oHdduLq6pbrqx3v3u64vZoppcWalc5QrSGlqcoEFlI0kHrGXeDmas/rl5eksuPjsw5rhRQjtkRi9Iyj4XDYUSTTNo6m8Uix+GBw3tYEJ5OToZTaPq1q6xhNMlUCW5HB4zxzOERSzho4jVTlmKytbKvt+avrKy68w1hhPiQ2TUculhQBo9p/82zY3u7501+84M3lW8ZhwmSIh0iOgrOqmD7GRCyZy8uZ04v+N95t8B0PUkZ8zToTLk/0JvL89AEPTwIPLx6QorAqwknX8ssy8/nNLe36FCPQNz0xZrpGl/HN/gZjhMYHZiznJxfsdyPOekoqXN6+ZX12ws3+CsRy0rY0UpjmgYvTlmkcqhKFA5T5f3ZyznQYYcpswgoTHNGqpcEUR5wVokz0qwZjI/Nhz8PzxxyuC8PlQGM9rayxLpALPHj2iKubN9gxk6cBbzyH2xlTAt4VnDf4Vgemh/1ICGoJIE2H9R3FFiYp9G3DmBO9Eygjab7BGxWSNCahQrqq5gABU6oicom4YJitqNWJgdYZrEj1WjJgPMl4BIcpgneGplsxTjOQKPGAk4S3iWwt2XqMa9VESpSbZI+ILp33KKeoZuTGkrPOu0Q0rFizSPUoNN5k9YxKMVVVblNVwwvmHuHZ1M1pqYSy1HyzblSlBlGMIeWMr0o8xqhtiZilsSP4riMPkbZf4UODF0csqbbkRKHEudoeJIP3TmkTogZ7UlQsF6v8klI0oGPUJXWelBztjKHxjmkqBO8ZpxnJBW8stkCZEnbM2BQIK8PpWcExsuKENp4R+g2p7BWh6Sx95/j4ScdnL7eUHEnS4ZoTooXxcGBMM3YsjOMOjFbWd9Wwzi1znVE57/FG20SmFJ0rFV2P1li1HCkFcsLT4lDCs/EBYwKpJj5JIriCDYYoEWsD1usc7j1ujdwDNtSIo6tH1MlXSg3kx1+/C1TH8VaspFuDjvstxgamlGiahnk8sO6Cqp7LO6LdcXt9xT//n3+Cn4BsiElIyZAzzENSMFYWnSfSIcWSSlYQTG27RdUfwNjCu1c7/vgPP6ftI9068/zxGQ/Pe/qgM64YB6IU3u63/OqXn7PbTqy6Ux4/esLJ6YrNSr2bjFVx61yqknwphKYhRXXENcaQU8F7T8qZ169nXr81HOIEoWBoyHOqHYxEKonXbwb8TyOPH57iXSZ4uG0HsmQuHpxUkInj8vKKX/3yBZ9+csnNlSHOGSMqN2YxiKgHWvAeZwzxZuTdsP9W+/x3OkiJKPCgAN4IbeN4+PCUznreXV8zjMKqDbSt5fz8jDfzTDQ6N7E5IiXSdC0PH56zzwdiHDk9OUGKsF6vGcfI7nbLyekJTRuY88zF+Sm7mz2b1Zqz0zVfvvgUQ2bVt0zDzMnpBZ998gWIcHl1iRdDnlX0VQV8FihtYY4jJ6c9z54/ZrffMk57nj59xDWON69eYfLSUYZ5HrEzTGVikBnXtkjTILZVYMgcmYZIPERaGlzUzGcsI3OMuCYzzIkHD5/hrJDmPc+fnfP25edInDFBh6lCUXvoqhMHluA6mtAQ00gmYkO1Qc+K2LFGO4LAMUuVqvMnOJpuze1UWwvTjK0oM2cd6tGkRGm+UkHdF1eFJUsWlCa1lF/H1XD8yoi2fn9jF7Am6HIfxnU/Wf/Gw9z7WA7Vz3NG6ILnZNVyuDlo9ip3J0YRalpRHVtetm5WR8+qu3bTQiZeVCtyFp15FuXtLWTeUgoWi5FCiRGVDBBO1iuaRp2k16tTWr/SdnBOBO+Zqx7jRx8+Zf3zX7Cb1RtMjGgb1ToOw0AX1oRGLeBDCGx3u6O6QcmqOKGCsRq8Fv+tFKNKAIHKI9XEwy2W7mg7dNHLKzWw5ZwUHGLMUXw3i2AF7s/av7FhXGelSzUt3xSgvrYuagV1/E7BIaUYgl84T8IUM3MUXr244tNfvMIMgrMNWRwYjzUeklDKfc+rmgCVVHUw72gZqlk58vLVFb4944e//ZiPv3fK5tRhTGQeq/8HlhgLr19v+dM/fcXt9UTjd3y23nNysub8oufsPGD9TIwHSq0s53mmZGGao+pdGogxgyjf7mY38+ZqJuYDzjXkpIOtxTMNk9gOE599vuPqXU9w0HbQdsL1bsPjxw9wzjHPkaurHW/evGNKiXZzRodTxKrVJn0TAtbAZr2qiveQTIKf/vLPutmA73iQyqKCjyKa8TZ9jwkdb6+uefX6mjFaTvqWZ0/PWJ2dEm5vGYaoGpnWgrUcxi3nJ4HGKcx3GHYIiXHcqyp2UZbhqmsJyfLBoyd8Ob/k5uoSYxI5Ji6ePaFrO968esu6X1FS5sHFBdOYIWVyRTepmo8as100G0JjOTvb8PDRBe6d8PmLT7m6fqd8lzhCEoJzzHHg5jYizQmb0xVTnrCrNcZnTA7k/YSjZ9135P1Ib1d4sup5bSxpv6Vfbxinwtn5Bbuba07WZzgTuL26pW864lzhy0iFMBuKsRQcznW4/gRrNohEkgEfJ2TaY8uENYlCXHB+dWojGBs4TJn2wYZw0TDOB5wTJO4QmQliseIp+R6BlvfbfUugug+qSPm+NtqvPwzcbQbHjPp/51zjK39u6+ZJyQQKK194eNLx4vVr6NZ3v3gviN+1AOuUrc5yqLB3AzWAaSDIhaPjbUqq8pDz4spbVerroH+Ok9ppzBOPHzxjs15jbMKHBuvUGkMdpQNFPMU0+KAgGlM5gilFUk445xmGAf/gnJyFw364U5YwtdVaW3xK9L1D50kWxnE8fr9wqYwx7/lMLac0SybncoS8+6Duss6pj1lZKAtfvRDLp+PMytwFHPMNOYf56pdLdbYkPeaYr+ScWXftnfq6rPH2nO1tZhjAzSoIXAy1SpwxRQMvplSgSyLVTsDymAt6SKQQGsHYgdCfcfpgjfVGK9OcKDkDnmkYubzOvH5xw/W7A+MgDHLg5nLCB4sP4JpIaFJVyMk0oTt2H4xxzNNMqfNB59QFIptC1yU2H2ww2RNHBZqVIqoZ2RoSE8YUWufoQsN602ig6gO1D0Foei4uOs7OnmBdR7QVMBOVc9W2DX3bESf1EfNOHRV207czlPpOB6mCcheWG3y1OSFjeXu943qYSLSM2y3NyvPw/Fyz/zJCgWRmutAxx5F52rPpPM61HIaRVd+SS1KeQWjZ3m6xUmitY9pucSJ0bWA8HFRkc5qJU8TgePXlK8bDWAVrQWIip4SzjhgzItrLP794QNc3tF0gRhWW/eij50z7Awg8fvKQMmecMexHCyGz3vQ8//5TcidkPI0p2ElbRaExnJydkoYdq7BizpFsMqWBpiTWJ6dc3+x58eI1jTU8OL3gzYsvkSS0XUssEWNrBimC4MA2WLeCsGIkEGPB2oBfvIFspqRMlqQ3urmDpqu9gqfYQLQdFx9+yOevPqdkj1jBTAYn4MXjsiDWvodq++pxH1ChG7TOz5b/+yYezH3S7vuB6n/nYRTJZ8RoS0OnorROCCQen/W0HlKV9tHXWGqF4DFOEX6YgmAUol9UIw25s8AwUAMSdQPXmVRBKEqwA+SIRMupis+ihO4Pnz2hXzXK57IO5xVAURCmaca3G9r1ik/+f/8L41wBG043lyIOZywpRtarNdM4qSK6MXRdx8LhMt7dBd5F4qm2R3NWbtXSXvXeHz9goRlQqxbIVYdQRE0WTXXblRo4xMhxHnl3jalIwWUWejcTNdxVUpj74crc+3z/YwlW1ZeuRNp2rZVcEW6vBoZt4vpyQERV4TNqFZNypMwJs6xRyceZl4IXIKZYlTtcJUgXjBf1jWoKxST248xunJVnhUWK5fZmz+vXW25vrlmtLaenK6xRJ2PrDO3K4UMmtKoE4apP1KIW0oTFIiMfA1QpgthEtDPeNATbUmYw4pjmiUKiWXmyiaQ005qe1rd0vSfnkTmOqPCutmpLmclTplgwITJNA/txh/eWdnPOJDPb8ZbhsKdf9fRdz/YwfKvb7bsdpCSrJwtGUVTOEYtwmGfGDNkaxhiZK+ciGEvAkq2AFYrLBGdpGlitVry5OuBWgXkW5mkmeEvKMyebFZJU8mXeHzA58eHzpzhvubm+Is0R7xouTs/45O2XnJ+cA4E4JYI1jINmoDmraO3FxQXrdcd2e8s0Dmy3I6fnJ5yfn3KTb7jZ3uKcKgYjQiozwTlCYzm/OOX7/VOmmNheJuYtbNPItJ243F9ydbhBNlCMUKwQUR+km92OgrZdztYrvHXsbrZ0TcN4GGl8IJVZKyljEGOxrmG1ecB6/YRYDPP2mmKEmDLBOKzNFCKlLKrqilQ0okrjc8z0J09IvuO3f+cv0T97zqsv/pTx3ReUJCCZxjSILwwywXEOdUcOXr4+BqiU78kv/WaixVH+SL/7F7Hq4Dj3kLtKCqFxQusKzx+d8fj8hDezO/KIFGadsZYqTpsQsTXoQskOqcKt1lpC0HlrSbqBL0aQskj0c4ekU9j4RE4RU73PHz0448OnD5jHCTYBCUF9ukrGeQHjEN/yJ599wh/97JfMSRhntbkpRlUkcg2Kpycnx3bZAj9vGt2kSym44Ov1cvjgK1RaAR5d19G27fFaLEHqSCWwgi2ObKQiFLX1uXgPSTFIWbhhXxVwWoqS9wOQHD/fl75arv/SGKxfVwV2FqV/o21W4xx5RkVzRcEg3npKKdzcXrMbdpRxou0aXPDYYGlbw7rpaTuPDaYqcATaLtQZZKZIoutbuq45ojRzmXn05ITQeZJMpFxUsSEXRCzYlkdPDI+ebWpA8IgEum7FnCLGZeZ0ADPTrxqCCUyHmXEYCI3g7ExKqlrjfEPX9cR5ZkqJeU4kJpqVVdPV4cCcNWG1YYVYRQuTAcmI9RwOO65vLimlcHpyznp9xn4/cXOzJ5GREIk5ctjvWa06zjYdxcA07jnsbnAm4xEO+923uuO+00EKVEPLiKHEESfQel9FH2cl9jbKnTKl0GBgjoRGjcei5OqbM9Paltaq+m/nPXubMKZhtx047LacbU6Y9wfOT0/JKZLThBRDjpEYlUR8O+64vrrBux7yzDTMIIU4Tfo8OfL06VOQyBefv+LFi5e0bcN+v+fph09Yna3BwDgNOG/ZbbeUnOjXqnxxGHbc3Lzj8ZMekczbuGebMkNI7Bl4c7tnlB3TYaJvVqScsbMy6g+DKqifn5/z5OKCty8+w3lPmQ5Ijjjf1HNa22qoeV8plsMUicWAayhFNwoPOBcwXk0PVW5V81lXhVzFeYxvaFcnbC4e8uDjj0l55s1hixwGHKku/kU5Pb9XFS0Q6yOwIWeKFGKMVc9N5xu53InUvn8sxFHuNPTkXuV1nKhX9QeM6oodkWTfvObU6sMeAR6SM33TMOxuVRbGCScnK95ezsfnSnkxkxO8eG3RVSxAqaTYpT3pKmRbqvttSlo9WmMUmbWgscodtnBBT6rPVOaDp484W/U0IeOaFhsanTekicaANZ79VPhff/IL3t0eSEYTvWUallOtkmc1xusXQEitgo56iDUA65xBK8d5mpjnCefCcXZ1pzixGCUqXNrZqiAuVpMcUGHVAs7V56LaeVj3NfylMea9uRP19Ysxy3jqyKU7wthl+T/DEcK6KK1XlYvFqkOt0rWlWmQipgNNZ3j87IzTvqPtW1xVQV+3DSf9Cu8Br8lE8I7QeETU30wk03WNqtrMaqsxx5Gm84zzzDhuVc3eWpwNxDkr7LsFH4R5PrDfzVjbVs8n2N7ecHP7Dh/g4cNzet9xfXlzdFZumo79bs9hUCm19WrNPCdutgdu9yNt6PHPGxrXcn1zzZt3b2m6hifuKcbDzXaHicKm6+lLxzhP7A8jORX6XsjFMMXMfpgQyYQOJGd8sTTFY5PeYzYKjfHYbCBmeh9+zT32/vGdDlJWdEBsRTjpenwW0uHApg1wHki+2jh7gWlkbQwra5hSguAppupY54IthQ8fPmA/jiSxWCxjVHTayWZNnCdWq56T9Zq2a3l5+Za2bXn29ClvXr/jdH3O29fXtKGjCytygmBbdcXtZx1kxpGHD85p28C7t5GTzZrnzz/g3bt3eO/ZbDacrE6Y95HedLSuqRDrzPnTU7qThqZteXS+pjEF9hk5DGxbx74xbPcDySemMpGtkOZEJyr0WHKCohn3zc0VL15+ic2TIhK98mPuWnV3G3SRwjyMZLGErsF6p4KXVpBpUMJgijQeqLmrbhJWWRvOslpt6NsVz59/xOHyDX53xe2wg+0tiBA6T8xmMar92vFVcu8iWQPcBZo/x7G0iN5LwOEuLsmvD1GGUtFKS0VlsMZrotOtaMaMsXseP3nEi+GSudTqyNhjlSEo0dqWghWPtV5nL9ZqRVpbhAvv6DiDEiUOS0UzLmTemNTnDLu0zjIPzzYEk/DBYXxAqkWIkYKUBMbyi09f8PNPXzNli3iDtTr8F1TqqXGOnCLD4UBKKsB8enrKu3fvahVU/bns+2drqZic9UdC7uLO+74k0t33IgtoYhHKTaRU9PpYJdbnkjBHOdz7zynHqmkRpEWq/9jyG1IlkOQeRcGAcypDpX05pzFMDM5qixXRNmRKEzFuEQ48fX6GedBz0rdkUX7Sfr8l5ZEkCQGGcWC/3WIdnJ2d4rxjnicMQp87QNhu91y9VQPRs7MN1gm73TUxTpycntF1Ky7fXjMMEydnK84u1pQEV1cT3gnrORDnxDDNDIOhaTxD8ERb2G8h54bgGvLsGPaOaQqUqDSZkq06JEwTkjKH/Yx0jhgTwziTjWWYEo5AloAhEnPGzJGYtOIWa5liIcwR4xyr9UrfX6frmSKE4Fn5FdZCOAu4C8N6vabvO6ZUgP/3b7xfv9NByimQH2sczx8+5KzzNCXx/OIMmjX7YmkDhLKns+BPN3hj+PL6mmGBdlXJGm8sJ02DTZHdnGisMEkGkwltx3g40FjHMB7IkonzSNsGzk42TIeIM45pmAhW5VtyikgxxALzpM6pKakt/XY78O7yHYjaZj9+/IwXb77kzdu3nJ9cEFMmTXs1BiuZ0Hlev37Ls/4Jp2fntMFx2nvyk44uCH37gOfPPuAw3GKdClr2/Yo8J1YmqI1J0yNi2Kw2/PFP/ohUZqxEjMnkMuOKZ+nLS3U8ddbSNQ0xB7JUvogp7MeoltNGM0MfaivmXkWyDK4LhTjP7K9uuXSvePfZF2xfvSEeDniJxJKZc6HYr8+jfp0ChRQFdxinDry/TuX6biT168ATv6lq+obHpG6cRv111HrBM48jvl0xly3iAqVm5ababBh7j6BslHxpncUvpN57sknHWFmTsJKzBomcamDVmZQO5SM5qf+SeowJbdvw6ME5HoXfG+/Ae0yBENS5tmlafvnpS653kWK8phbGHwftFAjeQynqL2YMKSXW6/WxCgptc+ecK3fOu0oL0Mopxvg1oMRdtWyPXbciWT2lKopxHNQ/rQ0Onw2zYlzhG4OUHvf5aPfFZo9X+546yYJGLQVMrmonNh2TNHUBBussKau6fEoHhuGGYbph3u643Rb6dYdYuNldIvOIlQsaGraHW95evVVciYf1eq1z4pQRp69zmBOHecb7hlhUpHiYMykJbTbYBHOGJI4sHTFvkIIaikaPOwQsLb1f028eErylsx1SMqt2pQr7TUsuQt+u8Vbh5Z3vsY2jaWY2pwdSnGmbDu80Uf7Ae2zjWa03mOAR6yCOBGNwwRPann59gnMNXbei63q8U0qIKUIXAm3TKIoT7ay0bYNktRNpmgbvLNth/Fb33Hc6SFlU5GPdBJ6cndGXkZBnTGOh85gx03ogZuw8sDEt0na8LupXI3WgbKxaWPtcOGtbjHE4b3CN0K42jMPM6UfPmYeJru3Y7W558vgBRQzD4cCq7fj0V1/y7s07SrYY0VafFH2F8zRjXQGTjvYg8zAzDBPv3lzx4x/9DnNObOcbQmhompZxHI8ou6W/fnV5w2EYGfKaaTtztY1cXya++OKS/faWcX+NNRNpHunajjxPlDgwzzOYwDDMWOt4/PCctg8Mu1ucz1hnkGzuT5k1zJSMpIgpjpIKh2nPnEd8Y8lYiixW2eoSKxX6bY1BhSAKw35L2N6wf/eW/dt3vPyTX3J48wZfRlyAEpRY+E3yRvfbfkvrT44trQUhdVd5fP0wx7be/QD1VVV05Degzo+Ppq01s8zDpKIgsRQ8sViyCYTVCe9uviTlolb1xh7bXt67o3yNPmjB2HuvRxbKsty930rwzSkf0XylVhyL2kPOUV1PEc7PLzg73RCcBggXGoz3SFTF8ZwT+J43l7fY9gSTDxinzs7Ka9FntihvsGRYrTYYY+kraOI4ZzMapEtFFKacMViCbbVtVwPSnUfV+0CXJRC4oq6y1qoo8f5w4OZaWPUdIRZmdAYK71uOLwFpaT86Ra6T0RawpRpTAt5WmP/xYovymcpyHQrYcuwGWOuqtJMCIyxqIrjf7zjcXrPq2qMr/JwS5ELMBZMyBUfoVnjrMa4nlYZSLHOcYHR0bUvTNpyea4LRdD3GgAsdTaOuC8G3rDYXGBztuse3LVKEB0+e4cRDhtY1NC7QOItzihgtZLAc0ZQpZZzVJLTkokLA1iK2UIzyl7y1eKeaiVEKJnhs22CbQEyZPAzYUiriUvUUndOE3Dp7FBkuOet5NvZ43o0xCnCrzs6CUFLBdg3f5vhOB6kyJ1wD66ahtZYyDHirKCfB4otFYsGmSMATLHTOEaytrS1bNxA1MWud3jxTKhTr2U2Dyvo4RyqZpmsZp4n16YbDeGA6jGz6E0oWvKuoJeMwBCwOIw5rGuYwYayqs5+enBEax2effc48Z16+fEXwHeuLDTLB1dUNNzdbypCRJDx59Jh3V294+PycyMSr1+84fbLm9nbP6y933L5JfPHpa4abW9JwgysH0rBn1bSUEsl2IOVM269JWQ3ntjvLat0xjQbr1ViuzAZJmt2aBZmEaKpZIiQdcjsjnJ5tMBLJxULjIE4KYoG7gIBuzDFNxPHA2y++5PrdJeP1O5oiKjxrEtEkjDe/UbV/EZzF3PGnQFtivw4+sYwg7gMn7hB/y88XRNi3i1Tqo6WgCakbnmDBecRAuz5lf/WS3TBp8LS12vJeg4/Rm9o5U+HV2hEIweOdw5Z83FysVdUOqHD82rZd5k5S7kjMc5x1Ngcq7BpnGu9Uxb62+hY1CxBSzOz2EzFbjL+bJ9UzQvCenErlwag2X4wRjD3OpXLOOod09jgvnGPE+4D1Hu+bu78Dfb9LYnFcJ4pi/yryMsXMME54bxHjiUawtqoxf+0aL5B+bdUZqy6/Oq9Szp5FUXhmQfsvLd3lC6uzKXOcbwqN5aj6vog/Hw4jGMt6c8LpyQntqsMGy8nJKT4Lm9DiG89F6xFRRfiu7WsL0StfyTpCPecLlL/rmuruawjBE+OMMe4466MpmCbrvD0KTixlLrgCHkewDm8MSCa7rGaahuoAcDffy/lOwDiLkKTVNWjQtq2FJIJvG8Q7XNuSiiBTwiZRO5KynLIKNDGLEaYS4k0F1IBolY1A1vmjq4lLEcGN/wpYdcScMGWmsTOWA7EMSNsgxTFJJusOQFx8DK1jKoVsVJ9Pt1LB5UQbAt437A479sPMaODd1Y7dFOlXG158/jnPHj/i7cuX/PBHP+Tq+oY4J54+fs7N9TWPHp2z3x0o0UJWMcqUpCKdCoLyI2JONL6tdmiFPB349OWn/JUP/yoPuicctgeaVhFRVizn5w+5ur7m9YtLHjy9YHc98+rzA28vt+yuBuJed9bgHNa3mFhwjaXveqzNTMmQSqYNPcloGyYNkY8/fM726i3BG4bDLar1WLXTjEWKg2IppSrJA87oIou7W6SMlDjoULny1axBNxJfoFqiFGmRuOPy1a/YXl7SGHUL9UaO4IMciwaa+8MCOAYlncvJsX93X7MO+Wpk0eChm3Ll0C0STGRApWJM/YkOoKq6xMLVEg1YIsvD60pBMhiVxsnWI3iMyZicaK0wVTuLT1+9ZTsXCtrikCIUrzbk1hh1g/aaaTpRi/fG2SO031UFdayBYrE216oEYq2gJCdsyVhRoddpLnShQ+aRprXsD2+x/gHetgRpccVr8gEU25KkJRYhl6jitiJ6/Y3C+w0WJwZTxVR3h5GzCjpZNlfvnLam58g4jBinUHPnG4L39H2HSME5W0VQdSMrRcm6d4aQBbLgRLAKZVTngGJIUrAla6CVeyGqIiqN0XVXisHZAlLUFqXyzO5a2OpifZy9LqvMmHqeDcbWHRjB5EyzaklZE4F5zpTSELoVH/3g+1ysOs7XJzpr8wFjLN4ZrBHEgms8vgYjZ7V96l0D1SJTl5gQvAJGfN3kS9XOVGPPpdIXCBnX6UY/jxMlZkwGhyZ4Fos3BpFMkgTVRLKIwplcCDpBXYJzJRVn0cRVpdDuRiCuDdppcqpOgfN1Amvq30qtUutPDSCFpG/0eH0W9IpIxjuVwyr1vozyflX8647vdJAqxlMkAeq1UlzhIBl8w5vtwHaYefb0Ec57plll/4cpMolTZF819LM24U1hN4xsp0jxHRi14hhvr2h7h3UNu92ei4sLDocD4xgBwy8/+RXDfuTi5AHzPDDczhhpmSdVRsgSmeZRW1MIL9+85aEIq9MTttMBjCHZzG7cY53j9mbLbn9giCPDdmDcj0xTYpontuHA9773A778+SXX1wo6iONIntUx2DiIszr4jlLwAiIeiiFNhRwLYmHcTcSLTKAnTRPWtEBGln5/cZhqgd2Eewic2lIZby8xMmt7xggSbCU0KorL26wZXc543yJx4HC4Jsc9Q0m0vg7/sxr+mSLg5DgoMIbqN2XAVMX1OsJQMm+NmvdafgvS7BjjjtD1ghRTqw/VZzNGN7cFGae1gyhsv3qn2CVCabTDohsZNpCKIRNQG42MKYnGZaY4ErPn1eUNhwR22ewr58kZbT1ZY3EmYIpRK3IBUtS5nFGId0zaSkxZqpeXVjlJX4kGpxIxRf2lcA1zKQQDD85PcD5hXMKZQJCOgEeIyrGixYU16/UGay4J0us58tr+0ZmZozMrylRwNmg2fW/2pOdbK8t5nDjsdoQm6IYXFNjStg2h6t45t2gUAtwTI7ZCLlUgOgs2FchFCa1G1AeuJLw4irnD1iwKJRYURQ5187TYLJha2Wr7a0lGzHFd6DozFVVpj4nLgjBM88zJpmcYZ1pvmaaMsx0ffPAR3UdPOG0MHY7G91jbYJyn2EJ2iWIXx2aDw+Cqnbq+PhBr1bwzR4KtVbXV9nHOWaMp7rj2RFABW7HYYghNB6HOZUXPhUE1EUsphGVlL4EKOfLGTKm32r1Z3RILSyVLx5yPSYSIaqfjq1GK0cco9bmRjBV9j4ugcM6qFIKoNJO12v6XrPcY3B8t/ObjOx2kkm3INuiHqcTRYrBeOSYxigpZimq26c2RNHOxVls2pSBYxpg57G6J1iIhMOSZKWZC2/Py1TvW6zOG7Q0Pzx8xxZHV5oSLiwtefPEl6/Wa0DR8/L2P+fSXL/BmRdMUrAnMcWLNKcZAKrppW+v58IOPOTt/wDiNhKbBiGXcT+xv9phsWPVrfHG8evESEJrOsb25gpj57Be/Yp4yzoCkCDnhyMg8YnLELqTaoos+50JJsW6Yqn33xRdf8ODigi++/ITNpmc8XGs1c78wkUKKI+MwE2PGuoAPFskRtYZYMu98LzaUutEbvFdO2jwdSPNAShOWTMqCsUrkBXV0LebOERbu5lHvzY/q/8U5fk2J4hsPc/fx7Yi8cu/f+z+qEyK5V6Ud51OqsRdTwTUdN69quzb7o4fUN75G0faKrcCKGCPWFhTeLqSshOppSkxjPMK4g3cUschCFBblJPV9z/Xb1zx4eAI5supO8U4tJoy5g38LSrS1CB88f8g/++NfolJYhiwGsQEqmcB4x3xQHcrVqufy3SV945mqpccyDxuHsfLA9BzlammvII47pYnlNdhFLqe2upT3Zu5mj1WpO5dCzBlKIhujyt7VeNPU56JW8N6pDA9kDAVj8/G5luOrM7EFvm6sCjG7sFAVdB3P88R+vycHrV5MmjntWk77lrUXOhzetFjTIs5RXCFbRfuVyp+zx2Ld3gUMWzUGLYrwBG2rV97dsQi5t441JhdkkdNa+tVSVMjZmPo39+4XjYvH9ym1Si2lsNCfMVkr/Rq8F0SplIQYlUgqOWNKqXHFYOrvs3T0sIjTmdcshRwCoW0xVGJ4zvWa6f1CfY64/1eBzGsaraZMg5gGYwMUwRvPuu8xJtB7p6WxNdXmOdXo71QxwGhPfsiF7RyZixBNZpIK27WwH2Z8WHFy/pTdKCCWOSZSVE2+3TgyDpmL08cUEXaHPZaGWJXVU1Y9tJwzV9dbbm73bE5WWO8x4ujbNTeXN7x99ZZxe8AUQzaR1gc26xXDYcs8Tnz8vQ/4xc/+mDKMmFmIOeItmJLIacJKxBmVyAlUtezqfKsCqV6H5iJM04DIitVqzeGwwxuPlVhbEYIhU9LEsM+VWKjqymk2uKp/iClYk+uiX2YesoxJFIaK+g3N8wBFpZdypQ1kV/BGFRG0KDLfuKm/h/IDZcQXzY//LAuH+zfsHWji26+vpf232Fcs++ISoKiBOlYAhfEdX778Uw67Ad+d36vm7sjIzr0/QbPWvff+6sus33M0NVzUGe7+rsoP1f7Xfrfl7GTNj3/wPdJwxap7hvc91jU6JF9clQVtp6WJZ49P8W4mSQu+qTJjVQEDIKgKubVwdnrK9e1VbdvpXGGaJoBaMd/Bzb1XtOA0TXjvWa1WOlRfdAbvEZwFlVbS86DVjrGOaR4JvuCtIRkduGdjapDibpNFX1/wgq8Qcj0/i0ZiOZ5Qdy8LWxCVBUVeemMxlS6gszOtCuZ5VvJ1yYoQzpFymElOKKFToAQJliDlUm1xmQp4qee8Ij0zYLzAorqRM1QXZylyXDPq0mwqUZzKNbaKgKyoT0RqO3nhedUkT4d8St42pgLEVCk/xzpfFoCss+T6mAtEnzorlKKmnFKUouPqa9JRtdRkw1GsRbzUal8o/s5eRUQV8ZGsoCop5JhIMTIN/wqQebXjXIf0WBxWh83zxMpZ1SibJ5yU2qNVhQQpSSWHQsA0DWID22mAtifPM2MUxlIYZ2EYE93qjN1uItiO1geGQQPPFy9fc9gdKLHgbSb4A+vNCdvtJR7HHBPBdwgqHbQMzw/7kXlOnJyekCL07YZt3nP9+oY2NBiB63dXSMk8ujiHPDLHxIOzE37yRz9h3Z/iscwp461QSiQOe0zR9+asUCbdxE3TwQKJN2ozjmSsEbbbW9brDdfXl5yuGigZI6V28AVJscqfqDTuoghAaGtr7n66VzdwkSUpxBmhSKTkASljvV56cxWRqoNqMXIPMnwvSL03YDd3dulxnu84L+br/k7LcYeR0HJKH/fbR6n3ApRoy0Rh5wVY7MUzxRiS8bx9e8s/+8nPGcaIszOl2Iqq4jgAf0+z7jjwt3cVxj20h1R+VKqBKqakyhLzhJNEzqI/mybm4cCPPvw+zx6esX11zcPzC7zvcC7UjFpFg41A1zRMZD56dsaj88DlQTBtQ4pGZX7MSBadBzlvKSWrDblRuaKF87RAznPOqt1HNTx0qjyRc2aa1IwzhHCsvO7WS93El02RpYNrGce5BilLcUqyLs5S6vmzNeEwVHBAEYpTyP0iQ2TuR/z6fPfP/ZHA/dXM5V7CtARTIwUzHxBmxCeShd1hoHNrrOsUeOEyYtRoVIo9VnvarnPY0GiNag0GpyjYlI+B4F4WdNeZMDpHwlmM1+ro7vfqR/V608BS71FbRZ6Pv48i92KkxIQpteVdqSP1BNX+YKk0j7vKx9b2ZX0ofY2is1xjvCYbdb5nnKtt1LuKN09R52xFSeKSMsR/BWZSnoQTgydhJVNKwqPthlW3om8sJifNuYyhWMhG2wnBaGAzWA5z4vrmlsJMwZBNQwb2w4TzK9JhTxbL5fWttuGsZ05CEzyr9alyBJIwx8yDR4+5vhoo2dH5lmlQpnnOyrR31hDjzHZ7wzRGhkGt4HfXW2yxpFGz2CZ42qYHMqtVy5qG7fUNEhNJRtbtSom1Wa3erQ9L9Y+zgCj5s+lXivqqKyulWDPaTEyJtVuzXp8gZTqifo4CsdUvqhitlKwXdPCba1uqXoj3+hKqTK/sfcFIwpSIJWumjNybS0ARp04+ctcSWo77Xy/fl1oVLsPXr9qXf/VYwBe/ruUmy+tfdsn3//rrf2KqinWF00IhCuyj8Ed/8gl/+tkL8CudF3BXMaRqlfDVSuqrQVnQNuBiUaKafGrvEufIOI6UecSbTI6RKUaMMZxuNqzbhtt3rzHzgdariKyxDmw5jgCsseSUmdPI04cn/JW/9AP+5z98iQTPjCEWQ7ba1CyottycZkpBqRPzzDzP6iW1BIwamJbPS8C6r9K++GDd/z2gzmYUtp6LWq+nCpxQ4vMib1Q3XWwNToZFAkqJwMusUTUHv7kq/3oL2ZqqN3gvgSh1liLLmhOtABoKeVJfON83CnDJiZKj6i7mjNioFZypQYqKHhXIMZJqkPLOU5ZOZA005XifLq+2Vv41mKUUsc4pCtRUtY+lkqoJWylFAWPFIK6w2JtY4+4CS8mKppWMVPDCsTMu4GpFxL1AXkpUlymj10yxvJo0WnRPtVYotiZYyPEeVTmzSJ5mSpzxxtGGQLkvwPxnHN/pINUw40umsStIo5IXKbTBYUo6ci4yDWNBZ1XWYpxTQc9i1DEyRq6HCUzRKhrwjSc0LbvtgfVqzcub11ycXXB9s2WzadkdJjZrh6TM5fYWKeAJeLciZmEaBnI2jGMmzQUpGet0VVqriuvjODGOE69evkHmjK+WzKUknj59xNOnj/jZT3+Ct4anjx/z8sUX1TwzMpWDqhZIBitM04j36gHUNp4FicasoItpHHEO5jgSnCNnzcoPhwPr1Ybb6wOuBiXrrIri1kyfxeIbnd9lMtbX9kwdYIuod4wxtvon6Q0meVYIu6iqc0GwVZZKF3BCXHNE7Nl7QecohVQ3OrU8qIPtmKq00G9QQl82IrNk13ctvzt03zJPu0caNtpKXNTIDRZrNEhhwYqqnidTiGKYTcM//cOfk6QhJ/DBKhcP8N5/baNeNkRX1RgWAVrvrKp53Atu0zwfZzzWKn4jxsQ8TmrD4gLzuKcNFltGfvi959hcKn3CVD6MnmuLU9SZzZTxlh98/JA//dVLroYDjW1JxWFNUNdViViTiWnCtxsw9lgRTtN0tFdfgs5SMS2ttEUxfWlZ3tfsW/6vFFHEooAYJbePQ52JGVfXmSpIHMdQgFqd6g9MXTfWqnMtZkGA3gWlZT3p99z935Iz3Lv2OaWaOGmSgPNaVZQZbwrOaSDLKeFN0KQQqzwrc/d4LMUOgqDCvplCkEVSqtTCpZBiPLZ7DXXGVJNrQa95oqjvmtFEtFQNS0Ot+Or1KMvKzoCzFe14h6o7VmrWgNwlTQs+KS9keVF6RBHRVqutkH7RQFUA40ydKStpV5bko9xRQxZpMgzHlnDbdYpg/RbHdzpIORNV0gfBeA8SIOejI2yWqj9nHcUbkgvMRo3zDKb2oeHy+hbfrwne8+bNO55/8ITDfuKw3VISDGnHZtVze3ONtY63b9/hvHBx8RhnLd5fYQTyrL3d7//W9/n8s5fkBE2rBmClolwsSrw09aJSBFuzqFXX4byaqEVJHKY9U56JSbDeMwwzjV8xDntKSTUj0p56loJkVKPNOVISbTWKpWlafHXEjWkEim5eojbhq35NaFpinHHWkXLS6st7jFm4OoY7lWigqqUvaCjNnrRV431FeUltK6Aq4bWOqhy1RUfvzhrhm46vZsTGmOOmt2ST/0ccS5sjiW4qnow1Wa9pCPz0j3/Jn375milaTk7WeOdxTfNekLLW0jTNcYMOIaj4qqESt+XYElk2zVRBCCkl5jgTZ/VokvqznArzfOB01WFyZNhf8sG/9iGtV6i9LJwhFKxgiydHhY2bPHHSwl/44WP+v3/0BVf7AR8eMiZV8U7MOFOUHGpUS65tO0IIjONIjPE4j1rey9IOXGabC0/qPirwPidLYc9W5yWlwqWdp6TKyq2V1AJYwSxkZ47fLxWwGEWNVizm+9fvG6rypan21YpLK6FlxlKTGVGqhXdgluRXRP2unPojCaZqMerv30Hd7RF04K0nOIczlae0JGG1YjK16hIWXILWkWI18Mu9SlMRsDqCOlaEAqm20ZSTp+r3poJsVP1jAZOLXtvlfYue7Zz1tVtrqtJIRmzBuPoaqNwnlgpUdRWVN+WUFF5buN57bN9DCOQ0U2LCW0toWmz8V4AnVQxEgV1KHIqhb1U2pMg9EmQWjAskJwwZdnNiykLIhrbtMGI4jBMnDx7Q+BaRG3ICaxzjMLDq1+x3B5qm4/R0xYsXLzk5OWE/HHjz7grJmat3lwQfiGPEyjUfPP2Yq+sr4izMUWqQytovhyrnn0gpaj9Zig4zk2C9IaaJJCPDvOMwDXzw5Blv3l0yT5k2tFjvEaMDWjUqNZimIedE06201WYDrmnp255cIiKWeU44p7e3ra2BeY6sekPTd8x5R7Ha3ihG9ff0NlGzRm2uU5fo0hKpIrA1B7TW1cG5JaV8VAqXY6DTm1Z3fSW6lvLNgIZvAlAY9CacY1SE2Tf83r+o4/5MigqiKKhtAyaBUb+fORf++BefMGZL251garXivId7LT7v/T2ibq00rJ5jWz8vcz2BSiKNdxl+1Go056ybem0dkYXHDx7w+OE5F1jO1x2L4rrU1ylGjflKMcq9KgZyorGJ33q65vb6glevvgRzSpkjgwwkO9J43Ux1zqDXtmmaIyhiqaAWtfPl/R2z+1KOFddSdXnvj9JKRSVK3mvvWVsD1DFIoeffaCBawNOyRKoanI6JVAUuHJtYx6+P0Yyj+eCSdC3rqz7vskHXwSNUvlfjW5o+EHygZI8za4WgGwEza7BBkOKPM3O7JHcYxKliwyLtFZoAwR2TLYuei6XMUNi3VSkldwcbR9+2Jrl1lmnq/CrkRt/tMh/yrsLQrboXFNGWnjEkKh9rOQfUYCvleD68iNrxHNvm9f5l6WKY4zhLo+Zd8uiCAmksguSWUk0wnfVUdc/feHyng9SIw+K5GjOfXm7pQ4PHqrBk/XACTRCuZWZL4vIwkAU619D4huurGw7DwHxzS0BtOl6+fM1mtdYB83BgtWrYbrecn13w6OE506wn11qH8wGsEjx9aKGoKveDhw+5fHeLIuBU4dsaJd+pPIjjcMh0fVNbaxaTCy5YsCsePDpnvVmxH/b0mw2/+tkvMeKZo84XxjQphL72otum0dfiHDEWfNtzu98xHCZKnnBeyFlbNK6ifjTryhwOB/qTDhdD7Xv7Skq8W2xyXJCCEGtmWerNWfeTJXOsludlQVDIcnMtN8PSfqH+nq7rXxeo3qukMDqfibMGqZJ/41zqf+txDBjHVpAcIb2IHMmxl9cDX755R7c5pw1rynggxUQyE762v4DjPOYYoJyrCu4KY1fJo6WCytzebhnHAcOdvYWisBY+lzlWZ13fErzle08/oPWGrvG1Naj8N92Hqro4HmccJUZsnvBpy48/esj/+s9ekKwhti25xLrxUZXnC9M0H2drxqgG2/L8S5vvCDRwiw6gee/jPiS8FBV4LsZWZYh6bis6bbFuWa7FUkXdtWhNDU61zbbMUhAqtK1uwHfr7/7rWN7fe7Dt+hqcM3ek77oBh66laaBbNYSmw9sVpbS1ZVYQRq2wSqGITrydqbAuqcr2dRMvKBnaBn+crZnaGvSFCoCo/CenHDFjNYhp2055dyXlY4ACrchb34IIiYWkfld5WVn4h9TWnSYEi+rKwh4UY6sChSriG3G4JdkURQoeEZblbk0WA8VpGmuXKs9aRY5KVnSmCJTIOE/f6j78cwWpv//3/z7/4B/8g/d+9ru/+7v89Kc/BWAcR/7e3/t7/Nf/9X/NNE38zb/5N/nP/rP/TO0p6vHpp5/yd/7O3+F/+B/+BzabDX/7b/9tfv/3f/8otfLnOZKxSGjZxcKvXl3ijAp2KnFO5wi+CI23bGVk9spV6l2DDy1FDK/fvkOMYZpGdocDkmG/3zENB9Z9x2E+EJywXjfM8cD3f+tD/vk//xmlRFYna7xtaG/2dG1DiZk0J+Yy88HHz9nu9nUom5FSbw6AoiiknBKr9YrDfl/blJE0GzKJbtxjnfDw4WOub7ZkVLokVkUJqXBdEfXcafoNm/UJvsrZPHjwkC8//4zby1eIVXFYYcJkkLrIwSFF2O0PbB4+wrc9U0pY71Hy/b3N+b0zf8flAKpG110lgMjRBvzuDxfJnbuvRQyl2iZ802Tpm6HockS7GavQ4F9/3FVvd9/De94Ox+eQr/32V97t8TVIzZaLCEmEq5sbYhLaXteDRVFTw3iglf6997IEp6UKWarR92DZWWc+NzfXzHOi6zc1oS9QZZFy0UpK6kaw7lu64Fn1ndrIUKp+69LWqu0bb5GkiuMlZaxAYzNnK8/5Scv1nGmcxTQduagWoPMe6+0dOqxWR8t7OIIgqqSQ80E3eKsSUNYpVNkHX6Hm3M1aaqKi7SWLiNqb3yExKwm2Xi9j7q7Ve1bxy3VaoPb3LuZy9ZRfRH1tSjgV8/4cyRhbky5Xv1aAhkgm50iKMI2QxRGCTry1KqsE9pKJaSZlqfuRwakuBKZodaNebV4TUqGq2nOErFPXQcn1fJaCBFc1IoUUo2rwmRosjAEqND0XcgVJZFH7nGLMkQflBJQxqc7b+Xh+KgyoxvXQNqqMUzKHacLFqOIHIkgWJGVFVFsHRfUPRSp+OkilFdwlAzHPun4XFRgRpvFfQpAC+L3f+z3+4A/+4O4B7gWX//g//o/57/67/47/9r/9bzk7O+M/+o/+I/7D//A/5H/8H/9HQPkU/8F/8B/w7Nkz/qf/6X/ixYsX/K2/9bcIIfCP/tE/+vO+FMyctBoQMCGwG4ZaXmvP1xhHMZ7FP6bHcNq0pKgch6souPUZT9crur7h09dvGcYRBJq1ZbXxnJxdqH+RczRdT3IHHjxraW8nXr/8jCn13O4SYmdy2hJ8xmy/QOzHZLPj+nZPTkYFX1NhYWX/+Ec/4tXrL2lWPedPHvKrX/wMTCSYhyAT++2W+bDjwye/x88/+SnOZggjbfOQ+ZAJpVcZGgolqHeTazuurm4ILuBcy4PHT7ncqzlZv/KknSAuQ1FTNdV18wiOw2zJ4ZR9HHi02rC/ucYbCBYW8dilsjBBg2PBYSVAMVhv1E3UWmxjYJrBFAoaiARHkaLciVI3MKvKFkaZhsd2wn1eEfBelltKoXVqebEInN6XSVpaggvSSfv2CxueivNQZQKNp9W80BRs1cZcAxZQAACAcklEQVTzztbMVgEviFQvqII3lVtiHXPKSOgpxtN1LaNAGxy4hhyFVsB5Q5FE3/Wcnm1UPNQ5rF0+VFn+zg4ecooKNa8mh4fDFhFoG0seZoY4sS+CbzvmeeLROvDR0w3PLlaUmCjtmuI6CoKXBpsDtlQDSTeT/Iwxgjk0WNZ4JmLOnJ+1vHl5TWjPORwm2tBDzqxCT0kznTd0TaBtPN6pxpxzHmMcoe2O7blhnHClEFpVzbPWKD8OBYpYW2cYzlES+OJJkrBlxjuYJWHEgnj9WCqqXI68oQX8oEGn0hjEgziV9UKTJ3GqMiJ1jqOgBKWrGLRiwAjeCE21YUli8b6rs6aMkRHPTLp5S+gaYuwp2eE3qMrLdCBNA7bMWJkxKaukFOYot7WsSSmiDsbeIxZ8E7R1u4BQMCTRaGwq5F5nVgYXGhWxPcwwa9tMjRQLYqUSsgvTFLE1eC+BdkGIJNHAb60KzOaS7pzgrD22CFWuRpPAEkeYJiRGff3G6Mgi62jASAUZScVgzkllmLwGwbn6cS3VmkBVvP+XBEH33vPs2bOv/fzm5ob//D//z/mv/qv/in/33/13Afgv/ov/gr/4F/8i/+Sf/BP++l//6/z3//1/z09+8hP+4A/+gKdPn/JX/+pf5R/+w3/If/Kf/Cf8/b//92mab6eKuxynqx5vtS9fSj66aNoFAorRi+yhzYKLMx5P4zu6ruHq5kpdMKcRMYU0DcRppPWWk1VH6w2Nd/hNz2FUy2RLoW894XTNyxcT437ESksTWmgKzkxktBX29NlTcnzJZnNG36345BefcRj2CmMPhn7VYpyQZSY0cJhHGmcoMTNPO84ePWS/22nV4CK57Ci5p6SIk4gi7RQZVcjshi2XN+9ofYP9Qji9OGNzfs7V1WuGOdW+f8bXTJba9vC+ZZwyZ4+fEKfCMO7ouhUmR9I8Ykqq7Zb7cOnKT2Gp6CzeNbigWZ1x1UpjrtXegvBRSh9loVUsKFl3l9B+04zpPq9FkLtWIhxbnl8/6hxgGUW8J8Vyj19VM3SDKgTUbY1j62iZMyCQk6L8irapkhjGaWa16pmNECedBZlq5AcF75vjvOarkHRt4WVKlaSSYjSwlwyV15ZLreVKYtU6krTsh8QwZzKqXj1ub5jbQnh4hnFex+FG+TjIwnERCpFiFxV5hxSv3kK58ODhOeXFZ8Q40jRKjHfGMh4mus7hjJr43W9b3p8xpaQK21hLaNV7bOm64SyuUSWC45W2eqZJIDlTciKjVBItioxulGZRkhDt7FVwwXLJNaDZ2lauTpJG2+L3GoTHJSHL5+WjrgZHBZgYFTTKVZlfSqTEgTIfKrHYg1eNQ1AbjzyPmDzjJFVS7nKvVFHWqrZQSladvqSzuzKrtU6p3lXUIFWMIVe0nG0CNgS8dUgSUiyUUQWFnVH+kzjIDgoFm+ZjkFQSsUGJu1VxCVsBH4KQtOtR0XpK/rVY72j7DgNauc8TzPOx4l2QgG5JHusJ1na1Pl7OFUhi9Fqb5V6qt9V7Gpx/xvHnDlI///nP+eCDD+i6jn/n3/l3+P3f/32+973v8U//6T8lxsi/9+/9e8ff/Qt/4S/wve99j3/8j/8xf/2v/3X+8T/+x/zr//q//l7772/+zb/J3/k7f4c/+qM/4t/4N/6Nb3zOaZqO7HaA29tbAII1qj3nHfMcafq+VlLL5QFLxIihtxlfZjqg7wPzsGN7+QaDYz9m5p2hE5VUOt+sOOvXbG+uyBYeP95QLBrAmhbjDX04JT9MrDtLmg1IrglfoLgVJrc8vnjO9npPCND1jn6tVUvOBz7//BdM88A4DpyerHj69ILbDqbdTOOEbrXhydOH/OKnLxEmQjBYF7CpAi1KAaeyKlhwvnB6tuL21jPsd4jdkPLE97/3Q/q2ZT5cc8gzWQqNgWJLlcwB3zgSYMRxujnnehjA6oJrvK/VRw1GRlX+FiKqc57GeQyC93qzT9NcqwBYtoevKi7clzUyxik04ytzgW/iuiwVUowz9YF/bZBaiL7y3u98UzD79kcuKgpaorZZSk5cvnvD9dU7sj9lnmfWXYcRhxTtxTVNQ9d1+ve5HMnOCiQwpBxrkEI32TrLWa/XpFjIdRaU5oEiEz50POofMCXDsHOcrFrmYSbHmdBYrMtY/3ULk/vgBbl3LeZUwDZ4r5bmwzSy6tbqS9SvFU3Yo5qJ9x5DQRLVQt552q6tu77+3nFe1vUVuu6U0sAdeblYtYZYNqw7kEU+rpHfxIP7OgKUuwhWj/uzsGOiVc+4MffWClo1YxXSbY2FnJXngwYEK+WY1SyjMyXwJmKaa15zL6m61xmoRhoV4i7YVF+XHOtCTVKMkt3FCI1Rj69jJ8M5nG+wVT3G2CWW13NfxYiXs6ZBWD/n+vUyHhZMNZQsNRkyuNYr8Mq3ui7FMeeCZJ1YOdHZmDWmkquX6Lfw/JwG5qSK6Dh7lyDWuVspplZ1v/n4cwWpv/bX/hr/5X/5X/K7v/u7vHjxgn/wD/4Bf+Nv/A3+8A//kJcvX9I0Defn5+/9zdOnT3n58iUAL1++fC9ALf+//N+vO37/93//a7MwgAebDUNO4NUDJzi9kIal9FTdPoqqVAcLajXlmA6Rdd/TNj0lTpohF0NnPQ82Z6xXHeNur86nk5AT5CgctgP7ccL5juvrHdvLkTILJU1Yk2u/uyGmmenQgMCrl1/QNC0xqm6gs5DThCmRcX/DujOcnT3X8jcV2qanaQPv3r3jMNxibKqVg1pfOCKYGRbuRdEsOWZtsfnGsRu2mvG6nhyF/W5ie3PQCswbECGZQikTqRTwK169eMvD8xPOT88pccA2juCg5KhtgbpZJFId6kLjG9qmJUZ9/0gmLr50ou0G5cOUu4F11X1bgpY5klXuNpD7fKn3NiK7BKlv0yq4q/ru85/+tx+mVj/Lhlgqt6xw2G9xfVNfr759WzPSBXauqD3VaivFHINmzgr5XjADIuB84Pz8HIPjZrsl7/YYA1McGIYB01rE9LjieHTykCcPAuenQaW/bMb59XtadUvLbOGJFWMITUMTWrzvENdzu3urQI8E4zDQek/TePp1D8YcVS/iPU4PNWFJKdVWnMV6S9d1+LahaZrj/zurXLr7cPSUVLHAGBVZzUU33UUyaUGP3quFvn5VvhqozKI6cZfwfNPnZTkcW8lIVYNf1l0FqhUFPRnrKEbV6k0F7Xhrj9XYorJe2w4V1VfnONriAZxKKBkFQLgaIN0RQXuPm2cM4h3WN8pBZFl7yvWUKpCd6/Mu4KZilHag114D0RHaXqoor7lrBVpjVVRaFXnZnKkrsLOBYg1N25HGVgGHBqyrzVKpgXQJ7EvSGTzkeh6PkleGxbZDAOvkiGD8TcefK0j9+//+v3/8+i//5b/MX/trf43vf//7/Df/zX9D3/d/nof6cx3/6X/6n/J3/+7fPX5/e3vLxx9/TJxmnNdsrm9bnA3HHcKWuhBdCxY6m+hocMYRI3zy2f+/vT+PtuQs73vxzztU1Z7O2HNL6tYMSEIMAkQDBmxkzGA8EQdziUMSXzs4ONdOnNzljCS5vyy8kt8v+SW5vl7JTQIr17HxgHEcAzayMMIGJEBIgCQ0D93qeTrn7LP3ruEd7h/PW7VPC2HjCUnWeVjNUffeZ++qt6reZ/o+3+8J6pChtMfXJTp6YoCmqUArar9AwFKHwNFTZ4hKkff72KzAkuPJqOMmdRDdHqsNOkrBANNDK8us8Vx5xdUMhwXBQy8fsLK0TPSRc2fPEoNnsnO3TF/Xitz02LGaE3xDZmGzHEu5xzliWWONoppNySghVkSlqX3Eo+kPG9TmjOm0JM/y1KjO6BU9ZjpDYSiyATpovC8xOsnGew9K6G9QlkG/z7mNc6go5ZXN2YQYXOJ1i8LlRkjMFZHKGuq8kHNI5KiZtvjUuNXadQOdWxkHWj46SA9L3DKv8ZTRcQKeKE0TAs79YYCJ+efAvOTTRrZ/GjPaCrOJtl3/av+eXfRzy6Qu0abomNRb7aXWScvAcxuBt+cnpL9pliCVM2XTsdYwHA6pmobZrEQVGZUDHxz1dIqrK4oIk7UNRhdfTC/XRDwmsyiT1rWrb7XEqS24QJPnPXr9IUVVcfb8hLPn1hIZsbBdFHaIcw0LiyNmlZTT22FcmduSe8DagMkyRgsDiqJHbzBguDDABU9VCUMFQPCCEFRqDh6JUafOjcz7tagxAfe0umGxK41+M7Z1YLu1p8qkZL11RwMGbVFXjsdajVEQgkj5FHZInlnywYh8UAgkXAvXX5bnwhQeC1RXIZBrLXPFKpVfE0M4kpmqKNRPVtsE+JKjwggnXtAKnRlUJrNOwRpUv4fOC2LjhKkiirpBTAO7QlTcksZuyZ4CkPpyVgvoIWo5ewkALcpo6S8ivWOrLQujRfpZTnA1SikR7kwZYhs7dGuqEFRw0iNpg4B2NhIlwYCPETudflPX808FQV9eXubqq6/moYce4ju/8zup65q1tbULsqmTJ092Pay9e/fy+c9//oLPOHnyZPfaN7KiKGTo8Uk26I8ohn3h9ELhQpBIAyQyCRGnDRhLRi30SWjqaFHFIv1iSOMC/dESoakIoUFVJVMfGNgMlwWaEFFZwWw2I7MZ+WhANWsoZ55s1CevZwxMnpSnM8Dio0a5yHChz/m1Dc6cGtNUDSqu85h7QpzhrBRAQpDsqm5qfPQUWUZd1SwtLLKyvIxNjfWoCoIL9PMMnQQGfZQoLjMZRvfQ9PCNJuv12bG8k8zm1GXF+XPnqcsK34juk1EGVKKsiT41hjyLoz6T8Trra+fpZRFfT7AGnKtSSdEy522JxCADpRqPijIrkmcZeZYRQ6QJvsuctsKPn1y+g5YQtC2Bye+02Ve7OcmUvu8ejJZk9qmsQyVueZDaf5OSU+u0NKKf9NSfEdMGSWoOS6/HEIM0p2MMLC8MGfYKNtYrbFbgfSPNcTUvbbYs5lIWnSP52s3aapkrCz5tyCFQ1zXOCS9elmV45fBZRhEsvkxzV1XFuRPHCFetYuijdcRkLeIuUVShCF42rOBDYtIwGB0pegNsUXH2/AlqF2lcIoEFVJKo10pRNw3D0QJKqY6DL8ZIluWMRguMFhdZWlrGOc/mbMq5tbOCLguCmCuKgl7RZ6u8uyABDa6SY/JBWDd88Ai7uUqOqmVQ//pr9OSAZl5im8/5PJkzcX7tEXRlUGDkdxrXkOc9IAh1UVOSESmsYZANyPOcvD/AFkUCHSl0nlNYkxxAwCDwaxJSMKYSXpvVkI7JNQ5Fg1WaLDmp6KOMh2hN1EZ4C7UWqiNAZxnaWOkJJa2yCF3vJ4SAtmmMgZgg7yrx8QV0iGRa8IYxykAy6X5QWjj3YrpvQpTyX89KRhXDnJ9Rt9lnCF1ZOaRZEqdEukPFiHKJ/2/LccrsV8Tab8Gc1ObmJg8//DA//MM/zA033ECWZdxyyy28/e1vB+D+++/n8OHDHDp0CIBDhw7xL//lv+TUqVPs3r0bgJtvvpnFxUWuueaaP/b3Hz12mmgNVfD4INozwlMlEUAMkZoM8hxVTzF+xrDXY2FlL+fGJeVaRdN4+pnB1zOCSmzTxmBGi4ynU6w1KB9QeUblHdOzp5nMGnQ2ZFpNOD85z+lZTaF7xMZgdSEs3zqwtGR54vApTh49jYqafj6AoAiNw1VCYa+TtIAQbVppwjaeTVeyd2VIplSSY85wjceamuCSk3IBHY2QiDpxWCZacp2jvFS/z5x9gnK6wbCf05Cj0TRVYh/W0shtfE2eB1Ss2RyfxyqP1eCiIwaJ3HXioVOAzHmlRy9CjE5YPqJCISJvwgbx1FnRk/n5Qhrk1GYuKdHaXL00ie350G1CbZ+s/ewY2imPeZlv6/fMyzhbnKTWguB7Sotdr0ACQY2I6+l52cQ39IuMHatLnNw4AUrg98TYKdYKAat84pMHW01iBNAWYXBwMnTpQsS5kByBIAKDN2jTI88idR2xGqhKRgUMMsitOEBlLGhBtc7Pvz39Fkgim1+W50STs1l5orIoY7G21dMKNHXJxsY659Y2ca5hMpngnBN5miyHVM7d3Bxz6vRp6rpBW4PJDFkhvbgsk2HfPC+SMqusQ9M0Uvr2QnbqE1mtaxrJRhUCKumqQvqCjKi9rlv7VvP+4ze4pHCB80LJeIavS4pejsdRllOMHaFVRMdApmWjNMokTr5ITITNSlsMAu6IKWsK0aXO07xp1T4xxuYCGFEaF5sk6JgIbAME1+4FAlWPidJIGY216XvaLCaQKgoyvySyI4o66TYFIx5Bk+iMQhRnlXpfsSX3jbGDr6NEYr6tWkpWH7qAuuOXTNWAxrtEG5aCl8yi+n2sAe0CflYSagc+XOBMo4JpWX7ji7TF/lhO6u/9vb/H2972Ng4ePMixY8d43/vehzGGd77znSwtLfEjP/Ij/N2/+3dZXV1lcXGRv/23/zaHDh3ila98JQBvfOMbueaaa/jhH/5h/tW/+lecOHGCf/yP/zHvfe97nzJT+qPs/GZFk5p3AXBpcbXWZFq8dxkjwUQKPHmIzKZjdLFMvz+k3iypqynDfEhW9Ji6SkTWlKGOBh8t0UPTlIx6uWQ93hFmU3qmoJltsHfPDop8wOOPHqewQwpdEJpNCuvoqw02zp8iBoPRGd5FoQkKKkmFRBnuRYblMpPjfEmhLeW4ZHxunX27lrj/a/cw7K3gKo8qpphY0dQVg8ES40lDxKCcp+hpdq4s08tzys0xITryPKJUnaLUClKpzmZJjgBBl2U51NU6dTVGqZqmdmidBgq7mnvYMkwY6GZSYkhM5hpCGz0LxDry9dnQVqflnCNLjNmocEEWBVwwhxNjYliIdOi4rU7pydZVIDoH+acHTogyb0wcAlKeshp271zlsZPnaYJPEWiAIMffNA3GSNlPK3nkWuaGfr+PNmAykRr3TlgtGueptcfojCZlU8JkX2AzjTUzYjVjkAcu3rvMwlCTmUhmc6zuoVX29Yeu0mCo9/KcKI21OeicybRhMqtwTUgl0YB3NdOmZnOyyaycUdcV4/FYNJa8p64bnA+cPXueqBSDwZBe0aMJPtGFyTnmeSHX1Mv8WKsdJdmMBBYhzdVFAs43An0OXiDWbRZBm1E99TW8gHfxSffZN3p/K+wHQnHkypJpUzNcGGIUGCIER1PPmDloaoetHFpbImn90ohDi+LzTUkIdbrdDBFNUIYsLxiOMkFD+kBZ1YR6jCHKDJKPeOchIBmQUkkuSMqXOmWXbdkwotBKelPQBjwZjYrSy8otKjPisLzHNzXaOQKaLKjEydeCU0hZWZt9w1Y0rIpOqNgScq9FXjjvxYmqdE17BcYqeqqHTdyHrqqE9ZxUcdRSVm1mfw5O6oknnuCd73wnZ8+eZdeuXbzmNa/htttuY9euXQD823/7b9Fa8/a3v/2CYd7WjDH81m/9Fj/+4z/OoUOHGA6HvPvd7+Zf/It/8cc5jM5mjcKbDKzBR3BpwQ0GkfYGpa00+IJPMzqBydp5FlZ2MdnYYGgC1dppMqshGxK9xblIOfMU2YDJ5jqDImdy9jyDXLM86qENjE8fx8w2OXjFAU6cGbN3735CaVnMeugalnpTZhuP4Wdr2Gwn0dc410iWowAcOsqNrKIXwlvvxMH1hjgU504d46qrh1x95W7Wz5aM6xmF2URRE13Dvt37ccfPE5THNxsyWGwdhIpqNgEdGK4sEWNJ8KLM6rxL+3SkcQ2Na8gKizGB6WQD7yZYIiHUaJVYJVpF1hhRQYujjYlRTXlUVEkkTXpPvnHQOq0n9RNah9NuHj4JokWEZaEFGMB8E+l6OluufV0L+3fwXsqQT2nzRvoftln98SxJdUQpWUTfUM+mLC8O2bljhVPnJsyqhswKNU1b6qtrqecXRV/APclhWGsxVmGydJ4WAgpVNygd5O+zkizLaJoMowfUVUNwAUvNnh19Lj+4g6WRJs9kHs/YAaiMLbxBbHXmwhog9ELGWLJiwHhWsT6eUtYKtAHXEFWQnplVjBZHlFPTsUxsbm6SFz1Go0UWFmToswWUjEZDooqpH2e7ay6IT9uV+9pr6ztW+9BtdjGNS/gQuusWle+c1JPLeBf0L7f8fes13wp57u5HbfEpCFjfWOfoyROs7NwppKlRYPHNdEo12cAXVvoxJkMrnQAuSccOyXBCBO9Loq+6LCoqQ9CGXoBeb4ix4BLBdKwm0v/1gegjuBQkKMl+QjfzFdI3tOwQiREilas1wplpbIa3Oboo0Jn0cFuao+A9oW5k/jhIcNq0M5BppjDGREuVArq2h2sQUFQMvqNLVEYJujiVFIXwV4JXYaKJBN8Qmhq29pCVtGBDi9D9I+yP5aQ+9KEP/aGv93o9fu7nfo6f+7mf+4bvOXjwIB/72Mf+OF/7De38ZkU2zAje07TcOlFhtCIz0qzzvhZ0XxbBVxjfcPb4ESEB9SV1OWbf6gLHjx0nLhQoVTAdb3Jk8gR5ZmnKTYaFRjVT9h7Yy4lHHsVGyJThwOoy99/1JVSxwrTMUE3B+vQ4S3qD177hOoa9nTz02G2cmciAcKYligq1I8aKSJ0kxgMxmORgK3wT6ecLuHpMNZvxoz/yDn71lz7OA5OHefnLr+LARXv45Q99mLe8+bUcO7nBhz/ycYztc+rEhLosyWyE6NFWManXcWHGKF8En6QtgpQFfOrZaGto3AznJihVixMNQmMi2YvtEHIxZU7ifGLX5PYeYcGIDk2D1ln3sLVOauvGMt+4vGyEWqKyreWwFgHW/n5MzNYK1TFORM83dD6qrbY86d/+NKYUxJCcrpIZEllzS26zLoPI8gythCqo7Sm1CLatyLOtn9uVsrY0o2MMHZFr8KAohO3BGIZFzt69S+zevUBRyD1f5D3QiapHbXXsW0qtbdlWicPSNiMkRGGuND4IolOb+RxUbiyEyGhhgV6vR9M0VGWZuBozVlZX0coIMMJo8l6ekI1y7kKB1PYDVQck2frTeYfWQqqrQst879NMnZYMUM/vo63oT7mP1Jb0+cLSbuum2/uw+10c1ipm0xlnzp5iNp2yr9cTTsUYiC7NbzUN0ZpUQU0sFQHpY2uIyohTiXTSGVsvpkZ1KgExwQEFTBAFtJVQn0qoXggJSCMnDyQnISoNGtWCHhIoBqUJLn23EiSgTuVJGRnRXdaoQkiBZkCr0AGiWiYV7+uOb1AlwA3BoYIXHs5UrtPRdHuCjomdwyiUNSgd07rVuLpCNSmTSuU+rxBV8W/CntXcfdNasdpX6GbGoJczJRDynkxMK9C+IdcRGwK2PEuuHVdcfTWV05w6eYpLF3PuefwhvuMtf4VbPltxYm1MnlfYsE656VBmiKprNiZnuOry3dxwxX5+8757GC3uRON58VUXcfb0Y2S6YmgNKnqWdxfsGC5w7RW7efC+ezB+hnIlVmkslthkhKrGJpVMoyLOTclMhqYAPaOarbE4dBjT0OsvcOrU4zz4yBdRmWLHrgGveMUL+dhv/joPP3AXNl9gkE0oyw2UsvSsxhpF8A0xQK57uDAFb6mrUhimESirNhnWRqy2VLMZ0bl5z8kogoPOGSkHUUmvQjCMgEqy2NLcDihUDLgQMHgCXoaVnSMoLw9p2qBbppKt0HI8W1Ro1QWOqus7pIeiHeZVPLnHReeVVAucULLJiccyyNimmDB8xxaMlDYaeQrnHysbBzpK/w3pU+AbVJJs0BF8XWOUprAGoy02y1HKJtBAkdShTeK6yymKHGMNWs+Pv+sbdc7fdewTPnpqRGRxMFhkYKcsjAp6AyO9B9vD6J44feXT2am0gYIK0lcQZeUIyuBCIKAx1tDvWTJTMC0byqCxvT6zWUU0Bc3MMZuVVHWNNobRaAGUsIisj8eUruHiiy7h0osupqxKai/I2yzLUUrQnF5ygi6occ5jlGQB3jWpN+gERUbKrpB5GilvhUSoqtCJWDUEUQCwktomx9vqTskaEKX8rLBzjrrgCBFmviEPmnLtGM3GKfYtL7NzZLEqEHVGnZhBUEInJdg02fhJKLYYRC6ndZKSASXgSpcJyRobo9EGlBO+RudsInmVa2/0vN8UY9sPEkaZ2MLOI6mUrhK/oCKicS1QJYoCuYleyvBEyai0xRlD40VXLyolrjF58LZ63gp5qijFWI1KIIw4567Umpg4S1uAhVYaMLInhHTuWQZFgVNNCowSYEbB1tv+D7NntZMaWE0xPQ+Tc9S+Il9a4mTtyUcjekZhm5KmclDO2NkrmTVT7v3aFOwCTKfsWTIs1qfRzTrFwJBvnGMyXifH0TSelewgrq4Y9DSLapMsVoSqYWN9xrmzR6maY/jxGdy5swzsHjIyzh0/wku+/Xp8s85v//bNNFPL1QcvxdUTjh05wmiwwtLSCjuWVjn+xDGGA0PtGi6+5CIeeuAwBy69gtlswsMPP4Qxgd27L2ZabnDw8h0cOfI4By+/CKM1+/buopyucfyhB9B+ndceeiUvfNFL+MLtX+Crd99Dnme85S1v5rIrDvCVr97Dp37/drJMhlEDmszkBO8Y9RfpmYzNzU10YoaOWmO0QlmFc01yUlvBEm0UmtgA0kPTNoqjingaXHT0ix61bwQ9RSRqeeiEULUt10gt/slUSC1cPcuybpg7JmSZIBPbjaoros8JsGlnjjwKYWWX77OEJGsgjkA0qWLLnoGI75koDWQ5T3mfSpyHQggr/ajMCFKqnlWE2mOVxsc07IiVEhiC9NNqLg6Y51mSTQBtUg/IB7SyXe9Fyl3SBwDw0THx62TZAoYeTbmJ1uBDQxMLdLaAIic3ohQtIoKW2I5mBA+hJrOiGq1T9I/Wgi71FSYz2EwRrcaZjElTkfcWmJVjirwvxKo2x7nEgq41PZMxmU45dvw4ShuKXo9pNUMbzWCgKIoCa7IughB+uhrvAh6fUISN3F9JTNJ7AU94JahdQQLKhhtUFEerU8M/eEHwB0X0ER00wUVsFtFaHJUKGXVZy8yRVXhV4fGU5KxtjOlXZzi4otm9K0fHTYIeQDakrBVaQWE1xqT7VmmhWzO5ZBXpvjMarFUEk+N0L92TpI1ZHJuPLj1nDcaCVkOcy/Ha0c6zGSUgpBgkAGpnj5SdZ0KZMmkg2yaVa+HNi0ScAaUlSIyxJYBKpUeb0UQSl+hcUmOr0HbWFvkSRYX0pC0hBaedqKPSmJgg9knIkTxDOEE1UVnIk1zQKFVQlOoYgeLm+Jva55/VTsof+RTPf8mLeMlrXsTX7n+Ak2sb7O8V9Aaeo088wete9Wo+89nbuf4lL2LnSo+T545zdm3K5maJc5u89Ppv44XPv4JBntELJRctDnnd934nNtP85v+8mcfve4K3fsdNXHPlPqbVCWYukGU9Ns5PuPGGG9mzF7761S/wjh94N7EakqnIh3/9v/OKl7+MzCpe//rvYD1EXvGqb6MuZ/ziL/1XmmnJT/zYuzFxwCMP38fqjpydu5ZQquDoE2dZXVlFG8V/+S//ieGwz9t/4G3kheWa51/BB//bB7j6qqvo5wNe9e3fzq5du3nsscPoL32Zd//Yj1BWDde++EX8wv/ziywuLvGdb34j0+lpLr/qzUyqkls++TnKCvLeAgsLi6ydP8/i0jLVdIL3IkUgwWjokD3zmn/bypLNdGtfoC3hzG0uC25sTq+vqMomUVflibmZFEnWtCzgLb9YC57oSmRpY9+aMdV13X3jNxrObOHIW1/fGrw99X+rLX/7+vMCyQLLyZhR1mNWlhS9BdbWz1FWMshsTZ7KJWKtxHp7TlmWdfNTEn0GmsbhnKcoEvrNSR9rMpnhGilzNq5GpYHY8ZkNcjdF62XJ0LSor0of0HUl2bbfJ2cjmaf0gixNBGVzTp07welz66A0ZVnRJBmbzcmEIs+oZjNcXbK0OOp6hr1ejxAjRb9P0RswHI2o6prTZ86wZ88edu3eTVmW0jtMTtr7SJ7nWKupypq6rhLk3WO1xyoBz1hjKLIcoyLBCXOJMoJ8o0WUqsQJiAQEPnpUcAQ1h0MbG8htgOBxZaCwA3w5Y+ZKXJiArvG2YO/unVx1+RXsyAM+KDZ1hg+pXxoCo16PUW+JnjaYrABtCcoQdSY0UFF2aq0i1sixhQvuG7pnxTcV0QvD/GjQx8Wcbgw3zsuxJg3ABu/b5BplRHLeBChS+VWRMhlFR21URcAaMptJZhnE+2hjMbmiyGTo3Kh5z6mlOZLbXB7+SOLpA6AhxITuS5ltKwYa0xyYMVKCrBqpTiiEm7CfZW0bvHuiFND/JmnwntVO6qLiLG99/fVsjEve+l2v5UtfvIPzZ9Y4cPEuPvnQfbxgx07O7Fnhusv3ogd9Fncts/f8GhunTqKqBXbv3sPZ8+fYsbSC3jzHa17yaqrTJ5nompsOvYTfXfssN1x/OceOPMDqrgH1NDCd1Iz6qwxUxkU7ljm9uoOl4ZBHjpxh/57dXHrJAb5y1z288IXXMJtWvPyVL+auL9zGjuXdvO7Qy7n107/DcJhx712PMp1tsLKas7Fe8/hjp3nJS17O7Z+/jauuupLLL7+YLDMcOfIof/CZ3+edP/QOdu/cyZe/fBdXXPl8bv70rXz3d7+N4coK17/iZZyfjvn1D/8G3/7t38ELXnwd62sbPHz4YX7jwx/kb/zIj7J3/w6yQlE3khWUs5Je3kNHw2xSps3Sd30AYX4OSb8odOoJEBNp64WyC6110/tRgBCb41lSnM2IWh6yqOZibVluMFYJdDrM+wvtwOjWvsVWQEW5Bb56gZOKWwYItzSkts7Q/GkseI/Ne3hl8THSBIMyPdbHM3wUTsIWSr/V2kHm1kF1bBCyM9FKdOiWBUDLxh582+AXh1bkGW5SUs4mZMZ1Muc6oSCVShx9LWIrbTbteFurhhtCBGso68Anf/+znF4f0+sPiNqS5YJcWxhayU5chfI1mj6z2ZSqqoRBxTlsIT2yhYUFlq1lfWMsEvNVzcrKKt75pD2Vp2vqKcuSzcmYclaCtomM1KCR/sygX2BNJLcGrTwGTXurhYSlVzGhZBHkW/QxsX6La/bR42YzYihlbMFFlNMU2jIa5uxeKdizZydLO3fSzwt6zDChoQo5ShVonaODwhAZWM2CLYhZji16KJNLOa8t6XlPTIO5qIhFXRgBtfeAD6gENFBaCwNDjChrut5ry+uI1jLqkIIzpVOvJ5KYek3KOuUY5drKqIRJs2hEoeESwEpyGqkc3gI/LiiVS+1cZD3S/YrWhODTtUnK2B0aUKDnrdPy3klmHmLHTqPTubotveb2z+zPA4L+TLMbb7ieUmk+8D8+ymtf9Xp62RDtz9JsjDFNkFr3ZEwRJnzuS/dy19fu4y2vO4SenuXg/gN88Y47uP/hw7zzHd/DyM84cf89nN04w8reEZdefhWXX7SEL8/xiY//Otff8EL2Xfpist4C5UZFpiKunOJmE6rNDX77Y/+TN33XW9i7Zzdfe+CLXHrZQe6//wFe+JJrue1TX6DIlvlrP/omHtq/j9nE85Ff+yT3P3Ab7/9X7+HOL97Ng/cf5frrr+Uzn/ldduwcsmN1xCdu/gRF8Vqed9VV9Hs9mrrm1MlT7Nl/CYePHaa/0Gdazdh30R4OH32cT3/2Uzxx7Ah5VjCbziiKV/LW7/lOlpb7zMoxs3KDJuQEZwmTDXau7hY9rcmMwcAC0shsS010DsKDlo1Cbti5c9p6k2+dgxJJbE/VzGiamjyzQKRpHE1d4ZsKYzQ+NOQtTDc9HFVVdZ/RAinaPpV8gcjCoBKrdOrhdOneVqTXFpTXnwW6TylNU3syU6AM5L0eZ44e5dS5TRyZyC34gI4a7wM2zTi1SL4nrxEu1fq3lsKUxpqMPFdkWYXzIXEGZlRuymQ8xaDJrSUzUh4SCqy2MZ8Y35PD6hp1yQk631C5gM4MDz9+hAcfewKVDai8IjiHUhHnI0ujBVRUDAvL+pkpRi1R1/WcYNaYLZmZYbSwwHC0QNM0lGXJqjZkvbxzlsYYZrMZZ86coSxLer0Bw4Ul8v4AExt8vUGoHIUdkJlAnnp70ntJitGCfgBAd1mABD0qCEIwRFG29t7hXM3AalaWl9i3vIvl/pDlkWWQN+S2Io8TwnRdIO+2R+UDMwJFkWEjaOfAlzSuoo4BazRWt8KOAquPjSO4Bpxs5rZFvm65b9r7Qu7DlHwRaZAZKJ366KF1ItYKQXO7vlmGxRCdI1QNsxCJtUvAKzXXlNLSZ+pgGwmAIujYhA6UNCkxP4S2HUbnW5NjyXsFxlqaqkS5Gco3CXlJCv4So0n7J2VKRm0hlSZleQk4I6zwcg3/XOaknmm2tPNyHjvv2Mx3cp4Ri9pBf5WZ16jeiCmGoEGHhvWNMcoWWGMYWEXfKiaTGcoKk8PQKHLn+PZXHWKwapiUDYuDjPH6GdbOn6VuamZVBSpHG89gkOOaKYO+ZWPjDCGWGKtYG28yWBgwqyoWl5YpsoKNMzMWRiv0e4vEaPGh4Nx5R16sYvMhIeQEn9E0pcgy+JrZdMLzn/c8Xvrilwr9UNlQ5AOCi6JdFWryTOHrKYVd5vTp0+Q6cP7McUIIvPE738ihV95AWZ5mPN1gOOq3ICBCCOS5wWjDxvqaDPGFpDXUkmemm7mdL1JJH6YVYmvtyU5q7kjaR0JmSGazEudqej1BelV1hU1qo6IWPO9DtZ/7ZFRgl0kRca75uu+e88mlf3uqrEld8OOPtq3fAfTynNmkljTQQengwceOcnZ9hu7nApmOEZ1JRphtkYvfem4tGi0EkVuRzDXNf2lEBdcosiynrBqIDqUV1WxCXTUs2kWs0fR7BdbIALtWGroMrWU4aM9hPtsWg3CuNS5y/8OP0SAEoj44gg9YbfCNpzY5i6MRK0tLHD18mF6vYDybpWxXClpN44jMcM5R1TUXXXQxKysroDU2y5hMpjjnWV9f7waBIbJz5w5GoxE27wtEu4n4OuJdjTFBJEGsxZpMHC/gsbKpph5QF5O0oprJ8TchEKKibzXeKfrWsLq4zLBX0M80ma9Rs00CY0ovpNHRZKxtlDT9neQLQ3HoAE1DXU6IsSQuaqLJ0TpgtPTEaAKx8UJR1Ajop07aUhfed/OB89B6bVJZUClhdEigCxTEpBgYAZtlZAMIVtM0Nc10SqwdoazJU39Hd9l3chBtma4LitLwe2z7uQKyCC1oSNFxEKIUJrOYzBKAaVUSpmO0rzuYOrSzaELj3d7XOoLtmNfp2BcjENScdQLA/3lA0J9pdu89x7nmtddw+swGWW+An06oPehhQaMipm/wymFMRt0EtO2B6TFrIKqMWe2pnKd2DY2recGLX8DDDz9E8/iMg5dfSVU15MUAj2ZxeQc2G1I3Ih8edQQbqcKMaAKTahNPIxotMRK1pqyl1KF0YPfeHczqKbrQrE02INfovmXqSiZNRTQGpTOyrEeIhtHSChddcimPPn6Uj3/8Y/zET/xvLC/vIi9ygZI3DfVkE1/N2Dx/htXRgKHV/NDbv58ik83lxJHH+cAv/N/87f/t72KzgjzvM5s1KIKgzfC4pmTY61NX07RRxnk6v6XEdkEPKgpaa6vj2Mpu3k7yK6DxLgkx1pIZBU+Wyl2tTFDTNGRZ3n3f1vmXrSjAsiyFWFYJBD2m7Mon+qWEahD6lwSMANWVwqRvM6dp2trTkuqIgajTcKScv3MulUKltl/VM7IsJ9OWqnac35xyzwOP4lROcJHgPBGPUgb0nLOwXZutPyHBzjVAaq775OSUCABmWY7RFSFUopAaAoMipx5PWNq5zCBxZhZ5JjM8KcMR1gNoJSPStAzRC6DCZn1OjWecPr+OyXr0M0M5m4KJQg6qIuV0ys7llY6XczAYcPLsWbTWNE1D3usRYmA6naK1ZjgcdnI76xtjNjcnrK+vobXuqM1Go1Ea8JUM08dA42p0bIi+ITOQZwaroN/LkzaaZGNeJVa9xLitkDGTFsgTk2CgU5GejkRqoMD4wKysOF8GVL8g70Gv8OArVDMhhIpGD4lmGR8NvnH0C8gINL6ZD7ZXNcFPUE5R5AOMhuC8MCq4dtbJ4YPDd4rVqcSs5n0eARrJvWidBFPioJD5oRhEkJGYSGgzjLKCe/ER76PMyRkrdFchysBz8BIWaiO94zTP17ZZL3iWoziuxDLZiSIGlY6tC86ilAwbh3Lze1k+NAGJmFNdaSC4psvqVBJ59Am2H9JzFYgdvdYfZc9qJ+XGNXtHBW9//ct4wd4Bxx46RVCBvXt2ccOLX8DySKENlCFnYWEHTbFEpXuU2RJH12ued811jE6eZLC4gMt6mIVFjp09y/NefBXeDnjkyGle8237eeWr38Dznvdi7j+ywXhSstAb4kxGoxqcNlQh0ihRM501YPIFlBnx0CNHCSry/W9/I3svupJjpx/hiVNPQBHQC14cxbDAjAyNqvHBsjFugD7OzSgrxXC4yhve8FYWFnZh7BClMnbs2Mtf+oEfYtfqPk4cOcX99z7I27//B/jf//4/YNQf8MjDD1NPSg5efSVvefPb2bnzEkajDarKk+d9XC0bwWy6QS/XaD0v831DSy99MyWz1gEordAxJGckJRnvPZmRerlrhNg2BvV1vw8XMqF3+kVK42Po0IC0zukbHcc3nTI99Ruf/Mk6yZVXjacO8OiRJxhXDpcP0CZL7AGieKvSjNEFPagtG0X7s4XJS0kwA2WoG09dCzeiaZnUlUbo+AO9LOeyg5cwGg7Qetb1o9JKd9FrTKWnlFtJv8x5PAqP5vzGhJiQWb3YR3kpIymbCxN60ePUmTPUzlP0e3jfDlxLKal2jiwr2L17N4tLS5w8eZLTp89QNo5+f5BYJ3oMBv1uXgpiyiw10TVkBKpqgqsmmCDSO0VekNsMrS1aCWu4FkLBpPmVsvYUVKlUQopRrpFK0icRgzYR7RXeKTbLBqoZYegZ5SKDUdcNEyqaPiiTYY1GxZrgKpq6xDUOL3TTGAuenEAujPwu4OqGUNeo4FBROPO8jl2gplQ7XzjnvXM+EL2nkDPplIzl9oqQmF4Uwn+HC5CZ5Fxiysjkvm1xS2325H3TPRMtEi/GgEv0Xybdiz5GmlYplznEJsaIjVlyOkLL5lPW16kHk74iAq2rizKCopG5LKkISqaobZKpT78in/PNPZnPaif1+COPcuahu/iuF19K4zc54zZ57PQ5Xvf672J5717KcgOnCs7NMiKZsE2EHut2B/fe/TB/9QdvYN8l+zi3cZ5ZNuDBkyd43Xe/jdMbpxm7jLVZxhe/8gTf/oa3cPTUKcoGRksrbE4qTmw0xJFi7DPOTB27L76Ktc2a8UzxxBMbXHqp5tixks9+9m6+843fQekiH/3onZzZiJyaTggDg1cDHj6yzvlZYLMJHD+5SVkVHDsx5vjxs0w2D/NDP/QORgt7+NxtdzGr4IGv3ssLrr2el73iDTz6yCOMN+GTn/oiV1/9Uq677oUcfexxPvo/f49dO3ey7+Kr2b37Cm655TZGCzsgFNSVZ9gfkWWG82tnybKIb6ZkmQFa3rOE3kETlAxTtj2T7n9bEXNxy+9dgPpLEtdRyllKycyUKgq0zqjrMmVCsfMzWz+jzTi2fr42GhqfGLiDEJR+g7u9dWpsyQj/dLiJKHBxJYq9Nu9x/MxZXGpwq8xglSHzCmukId7y7m2d+9p6nl3Gp+YIPRdksNk5x2QyQeuMhYVFen1LZI3DZ0+QKc1wMECrSJFZsmzuCOcOinRN51D69OUobWi8YzwtJQs20vdwvqFxDqMNg/6QaVky3pwRlKg413XNdDpFKelBjRYXyfIea2trHD58BG0MCwuLjIYLLC0toxTSS/IBa0EnqZW6qTBBi1OPNc10g1jPQDdYnVQFtLDDB6Vldk1pVMqmfIhJEVZfEIgoBUZFjNaJrUEaKDoIn2BoaoHVO4/JNDLRp6hVLuw1CiwNNhqiK/HeAbLB6sRPGWM7GxTxQBMjLnqZ/VEiVuiQspZiHii1t2AM7f0YccHJuELUAoTQWwe+2/MTcAZOxAY1AoOPMQo8P93XrZPSidi2ew5UTKq9ifNSy/0XdFs1UF1nCQSEU2QZhUnM61mB7g/xLk96aCFlham0GBLIKsjdFxPqMqgtwVgaV+hKkkDUz4GelBkucuzI/dz2+7/IG9/6A0QGfOne44x/7feZlucwrHP8zBqPn/88yyt96BXcettXaKLFTTW/9YnfZSlvqJVn54HL+drRYzy2fpqHHn8Uo5c5NzN86rN3c/sXv8SkXKPRBbXfQdQFt9/1IIOH15lOT3Pi9B3sGF3GL/7qJ1E0VLMNHnv4f2LsPn79w7dz9z3HmfqGk+PTZAvL/OpHPsekGeBjxsdvfohmNiZOHf/+P3yQc2dn/NqHf4fpdEpVlTzw0BOUZcl4PGY0GjGdTvi5//QLPPHEUYiBIi84v6n5+f/8K1j1a2RacebkaRYX13jo8f+TSTNjY3PCYLiENn2c26QoeknxtUJrj3MTjO2j41ZdpzaLkFpBFwk+CSH3VNnX3NEIbVIMEWXARJ1oboTzzDUiqBa9mhequXADf/LclAmBUNc0dS3MC+obw1ifzH7d9tf+VBa8UAAhvYMmBDAWrAYji2YUWDNHZrUAkPaYtvbZ2tJo61S8D9SNo65qmsaxuTklBMiLgqKA/fv3snl2RlZl9HsFw4Fi2PdJVLBlrEilm9SXUvJ/EOezZUob1sZj6sbhHOADhc4kos9yjMmIwJ49FzGtK7L+kGlZM53OAMgySwiBWVly/MQpqqpiYXGRxcUl8rxgYWGB4XAkvbem7LJJYyDGRDkUPFZH6nJMPd1AU6eNnjkzhWy7wmEnJycbLSTEokqIUTpmbq1a4ILIXUQM6IyqiQQDPTOAvod+jatBZQaTLdCYDO8dqimJJkAzlZJdb4AxitxKtquzjGBlwNcbiLkF0wMd59eg0+9qf8bu+sYQurEBvJNjVW1YKECK9r+11igjxVp8xCqDygsJGiCxsNBx/aEQ5V8uLNVrLc9eaNn4lcyf+cRo0UKh2gC0yHP5nAi5zbCjRWQIO3aI0uQZEzI1iXkSiCaV3UmBRLpGRhusMQl9qIh28k09cs9qJ6V37OGl3/YyBkuBXZdcwd0nz+CXL+eLj5VobVnsD/BZn7WzJSu7dtDrj1g7cRK7uMzqvhW8OU/e1+zcvZPBvotZ3L2HI0cfYffBK3ji8JjByi5maw3nTq+jcwgmMHMzev1dNC6wNt1E60VMbzenzkfWxhbflGRmQF0qfDOkyK/krjtP0l8d0GR7uOLSF3F+o8Rk4ig2NjyZWqapjrF+8jRaFZw+MxX6JPocPnq2q2iV5yb0BwPGU03NiI3xOjpWxDBkUuUU1nLszBlWV/axPptShilKB8oSxuPzjEaL9PIBmcnY3FyXQdDYEKND0nW5uVUKzZ6cLQl8JzVK1byI1JZZlNrioLRkHNJAjlImS0OrAFmW09QuZUztt6TiOa1TSjNYEdGoiUlaIPWK5uCKdIztsbbgiFQTn1tb+qItqf8JLA0A2xynoOgVoj6qddpsJNuymaFJjOitSCBwgdPtJEyMTrDfQExidc57XOOwNqOqas6dO4/SDaNRzcUXXQQT2LNnN1afE90jY+YZRRQmkPYE2wAjkuiDTE4IgZPJubggG43OAtElDjflWVxa4aKLL+Ezt9/Oi176Eh5+9NFElSRrfu78Ocq6oSh6LC0tsbyyirUZeVEwGC7Q6/UJvsEaDarlgJRNMc9yYeAvx0zWz1LN1ukXwlYQvKADhQsvaWNpKzxzqRelteghhRBlSFkpTLpntQpY3d2QCHO4ERYVpfDR4jJDyKW0l+c9gu5TzSTTt5n0UPEObRR5MaTILYM8lZ5tTmz5QgkEpTFFQWa1ONioyVrkWyo5hyBcmVk2D5yiivhYz3u/QYZyjZZzCUphE6goBg+1zJBZY0SpQWnh1twCuJDrHdoHgFZA0RqbmOfrud5V8JCGhTUpAE3AihgC1ayUHqYPaJsGvxFQj0oOKqagglR5DyrSaJ9aYVEkP9Jno6RcGJ287ppvgVTH021HTpzh9vvHvORl7+LuY2MeOuEINsegyLJF1jchHxqcnTIOQzanGWVtGLrAJDRMRgV1L8f0BjTTDexCztLOVdjw7Nm/wtmTHkxksHsV56dEA4OoZKAv9ilnA0YLil6xzMOPHKU2y/IwKMNsVtLvBUoXsINFyiBUIxNXEXOFiwFdaHxdk2WaOoDWAxlYjIrgISpHRMovIVhizAiTAf2lHoPhIr3eAtEH8qygqSpUDOw9MEIRyYZD8ixiaOg3fbSy8kAPehAbociJktVkRS8VimUeSkycwVzum84p+aBB99J8e0CpgAsx3Uztk9JSyMhgn+hXeQFReEduZKiz1RtqmqQj1SZzwSegWkyNZwMqUvvAIM8JdY3WBu+CyJ4j2UJIzWatIzGzVM4xspYMMFGYM0SfS2rmOsgDFA24OB98bcs51tpExSOS61oFMqspnUP1DXVTUxgIyqF9UlpNCq5KI8PKRGE5CIqmkUFZEQsUwcNATVAO5yK9bIF61uAaT0TjvYAvtcmonePsuKbwjp35gI3zZ9i/ukTRjwQNXjXYoNHOYpQDHCFKFO4VeBfJUsSTZxqrGka59GrqJlJVs05HwfnA7v17OHXmJIN+weryEl+56yw2N/gYqcoptfPkuZDM9voDtM3Jih5ZMaB0HtNUaFeiQwMKvFdEkxG1JlMaqwLjcszm9CQhllg7EqLiYOn3chYXR/QHI3yEqnFsThp8ywLiIzFRv0kJKhITDD9EYTYJCkHN6YjSHgPE2OBixayGfp5JSc5Exr7kXBMw+QJEiyYnNiXNbAbUKAzrLmU4ukwaSrLpooRxxdvExBBAB90BBUJMbkMpbF6QZTk+Rupa5s9icgrtji4dNRmtcEpjle6Cq6C1lNOMTrFiCupi6l9FhN1FKRwGkw/QxlAH6Z/5xmFCg4lO+l7JQfoILrZgId8+/oBIlKgwz7JUuz10QYE4oBgiDVBnLTt8IAYHXoILH+eMNYpI/efBgv5MM29HfPh37uR3PvsQyys7WV7dDbakLkuizan1gOAbsIYNF1kYLZD3xzLFXij0wgpukFGiWC4EhqqzRUKYyYyCKfF5ZFoGvM/REfr9Ah8qkfD2BZubUwglVe0oa5lQdxiyYoHKn0Q5wX030WMzg7Iya+S8KOMG53FRCHJ9VElYzBCDIlARtQix9XoFTWNwTiKRpioxylCVNeWsRIUoUiJpE1YEqsrTywLBB4JLaKhE5qpV7BqvaNPNLmxJZpKlSC7Oy39RtSzJbYtemrxtKD/vvUTaaF4bjfYh9SQ8Qc+F86QJn0oWcV5eNMwzOKMsHon0Mq3B+y1ULoYO6JqYsqOS0C5EUFGl3kci81Wtoo4SJ6VFGzY9eXOLF/5HRCJabTPQIqcxnc0g+vTQG8l60bjW6RuNsEIrssxS5L2krdRKygviMYpqJlHJMGdZ1ZRVhVKW4ahHLwTGE5i6mqqecvzE4zzS91x14AYgJyiPVp6oRGNMI/0eDfgoZ6tNhjEyY6ZUw8FLLqKwCuqkG+bnGkhaiwz8kScOc/llV7J27ix5ZqldQ1lVeB/o9wcMR4sMBiOKwYDMFlibkeUFmExKSaEhx0nkHDUo4fILIaKaWrTNVEWWRZwruWT/RVy072IOXHyJBB9KJbofRZTHi+ADTeM7Jo+mbigrEYj0zuOc6FS5GGhiQqf5lsTVgfI0XlN7zWA4ImhYO7/O+tixuDrCaIsrHc3GhFBNBYLhFXUUhWuB+9OhPtvKgUpzajoqAUCkaoOP4InCmI7CKMmc62mJDTV4GaJXCQAiHJjyXIgMkSJrCWKNJhqFb8nvlAw2G6Uwqapb4whK4VROrgvJgqIEKa5qCM1EaKeCp8NpxNjxAoZAN1wuTkjk4FuWiXZDaAerRcxTeq7OGKIaImNfSoQ8m6bjuRSBVPm9elZ9U/v8s9pJrdd9BsOCoC1V42WGQkdiZqgV+F6OCyWLPYuwhDVUriLTGdpDGQLjqmF1xwqzoNg85zm3VnH82Brnz5acOLZGXSrqMojAoFLkeUbR01TVJtPNhqwYs3f3TnavrnJiclaE6JqIbxzBeawuCGj5/iBzG9GLgJ0ig1CA9oSoCSnjIAp5JBiiDxgCoZmQG4lUraoZnz9NOasoen1mkxm9ooDo0TqiE7ecV5HQiJZM8FHmSZSm38vn5ac4p2RBtWU71TmHuHXXjq0fm5NSpmpfKiuornTROh8BXYT5DZ7KCd75zpGFNNeitvalLrjSKu2dqnsgfEhT/szRcU82bfQcPt5V+WTjEDaKuTZRe7ykZjdqfi4XVAijRLjGWDarisl0Sgvbl0xOd6inGAJ5YdFp+LMoikQuazv9tKYReietTSqHirPwwSc4viLPc6q63YQdPa2ZzaY4V2KM6nS+5p2FLf3EVPWSeCFSuZpe0We9rEWBVlmcq6VXEiMk6YfgG6qqYnO8iVKK48dPEHzANQ29oiDPe2hjIZHgeucx2hOCEUee9K8MMucjA53Sp0MrYmjw9YxMRxZHAwyRvTt3c8WlV1DkfYIXHTilhW9Ra43XAZsg9UVUSZAzdPpYLRQ64uWc0vVyXhgogmsgNuAqTPRkuSYqT11X1DMwQTNSmlEMxHJCPdkgUw06WlRDQhVKxkJ7/0S6gEjpkAazW7aTFArFmAAQkSyaBMoIGA/GS5lPt0CQNk5M5b/2zgvExLaexAyNSt8l2Xtsy+9KAe3wfcD6SEEqJ/tI9Gmuy8tMnGRP6eEJUQjeI5huaAog0ERP0AoV1PyZS8+R2qKC7NPnCEdolGCialD4xJAR0Slwbbrz+8PtWe2kYr4Dh2daThkOcupqwmSyRrA9Jk3E9hfoaUNTbTBZVwxHIwwe7wJlCDRugVPnxgyHObt37mBj07E5ySnLDOcaQpAd2KDpFQM0ucwolI5q09HTwpa8dupxrjq4wnm9SV2OUX5AqAtGwz6zKpUdEJVPgQQbVJBZo+hBZRnKGCnvKUXH1hwUuRWS0hCmqDAjNw1nT58huClFZojNBKMcVmnRgIox1cXlZwxpeC+0cyUiwqdTmSCGSNBzNnGl9NxBpf05ttlNuqHn9ERy03XgiTYrivPNvy3FiAJBxOMJJhDaDEtL7yQGNZceiMwL3WzpdbUw9DTpH9qB2HYE/kmOqkVGpYO7ADnYUiZtdUhb06gWXRgTkqn9lLYPopSiqRuRptDS92ib31GljLVjmdAdK4PiQtQiSua4ZOiGbuONibrIOYefehrn8K4BF6jrGdZGVpaG0rNoB2yUBDdBSWDTOar2BMTLEmLEZDnn19eYlHXSc6LrK0IbJSuWV5Y5eeokCoW1hpXhIj4FO7FVOFIk8l2PNojmVJ4RXSBXOSihudJGgAwQiK6Se9hG+jZnOOizd/dO0v6Lcw1V01B7jwsKlchljdFbqKWszCumax1CFH45AthIpq2UXmkHvds5HtFjsxqsihRasd+u4HzDYq+HqSrK2QammZIXWsAc2pA5i0LKzskjdLx40UeCkmAhKgXGzOffkABMB43BoAMoDzYatEtxaWhBH7LnqOSE23tRpe8KWkESSCTNNW4dxJUSZyTadD8HT6hreV7qitA4Kd0l4uNUh5SeUltZSd+v0jMbosxPORW6kt88eFUd4lB6YzZVZlSai0xM6zHIGoD8fcvPP8qe3U4qanJrGOUR5SbsWd7J5tgy2LWLDWchH5K7Tfo1DBcWmZVjMldi8gIVI9O1NVaX+5w+cYZRb8RkMzCbNFRlRV3NcM0EaakYCtMjVxYXQWtLNlyhnGywOuxxxaUXce7kSRaKkudf/3yOHZ5w7PAGytcEX+OMJqoaoyOZqQlO44JEK0qLNDuxJOpaIs0gImpKBYyJED3XXncV3/76VzMrS2755K185e6vibpw7dAmYFVN0E6QTSpgtvRyopaHSjIpKTe2gIJWwE924TnDQ+uYuieAtBEmNE9KFboyW4ito5Nro7TGkKFdIyzeSprmIUKrCLyVSUL+BGJsqVbY4jgS8qlF/Sk9R8wpJVmi2Yo5FOvQfW2WJKfIBe/c4ts6bIhqhx3bceC5I9bW0jQBr+f8eNpk8mAmdnWjxfHkRZGGnFOU6T15Np/9ammgVOp3Oe8JTlB9W4eAG1dT1ULESxQg4a49q+zdtwOjWxJQgwBfFDCP6Lc8LUKA2sup6gZT9LnvwYeZ1Y4W/LKVKNgaQ68nsu9EWF5Z5sy5U5hswOLCAsbmkv0qg81ycY4h4usGX9SoJBlT2JzQVKnBr/HOEUMD1SbUmxSZZ2lhyMrSElZFfF1SOcdkWtNE0jxakB5MFGkPoYASZnutxGkVRb8jzjVWY/O0DkETPDgvAVhmLFpn6DzDaEPjPEGD7Rlyakx0NLOxMMwnhnxPQBtLaOZgAdnPU0+qy7CQUpYWj69NYtpvAQcqk5K+j7hEwOxDSHROKbCLMszbDpQrJfp4Qrg0VxroyuharnPbQwWofESbFAAqAUf5GIlK7guUImjp3Xkzd6KSjSqiS0rbCbIe8ILCt3MwlaINftNxKDBKJw2rlllFnnWT5USvt2RR7bP0zSGXntVOKvclcVrSzMaMRpHX3PB8VFhjo97A5n0oNMaXPO/AXnbt2c3vffoL2PEatugL0sdPedW33cBDD9zP0Qcf5vRGYFo2bK6vMZtuYkJN8B4axayaQLZIPYtoa0XbZzLhqhsu5nWvuoZf/u8fYe/KkDe/4WXc+cUjrJ/6EpvlGlpLs93m4OoNQr1MaDS5KohKURSa6eZ5ytlJMtswnTl6NiM6h1EBwoz9+5Z5+9vfwrUvuJIQAgcPXsz/8f/5WdbOrREiFFmBqydyw5IkpvHCnm16KG1lKFTLrJjVZs6yHFKpyMwdFLQlvxT1xtZpGGAOUyf1kGJ6qGLHnNDu/BqjM4Hsegf4lKnBPBtLP5k7OPmUraa6H8YYSlcJZOOCmaM2C1Dd39seWcdd1s13yCZyQamPVpKg7Ym1nyuRq2RschjymMkG4xLwI6YZJ52a2k9mbt/KnNEGA+17hKNCijp1lQQO236AUYRaCH+HwyEHLt5L5scsqk2GA0tTTyl6i7IZKyNXR/m0OW5ZwSjEoK52aFtwfjzh7vseovYi3yLrp9P6ydr1ej1CWGM4GJLnIkc/m04pZ8K6sbpzF6urOzAmp24cm5sTvGtomhpbZNRVzdAOMTaTKF1bqtkYFWvcZI2FvKGfRxYGPXIj9GVrZ9c5fuwkRW9I0R9SDIYM8gJlTUK6JdaOKH204AO1VzTlJmVZUZaVBEU6JJaLHkbnRDRF3kdjsTbH2lyEA43BFuLYCpMBkXzQox5rlNPoIkMPBPKtQ47GJH68+eCrLJfGkGiPEOmQqNsSrBLoW27xGtCRaBRgUUUuyrzp3tBKS/bTMpcndCLKEqLpgArRe4QFS3XOMcYtLY/coosCckM0ShxUUFBYlE33Q4BW3FCjMKRyfCOlxtbf2hjBBIKZ82dudVAglGlaG9AWTFqXKGzuqDk3oU59UpQANb4Ze1Y7qfrcoyytFCwPoRdLCj+mcOv4tXXy/iKbaw4zq7ELV7LD7CabnGcp1igXCE0gJ+OLt/wuVV3io9zsoXHUG+fwZcmgKHDKYYoMV5ZcvGeFw48dxeolap9jVWRx1GPUs0zXTrO0K2OYG5YXDXV9lryoWFoacfzMCZrZlMFin/VT9zPor+CcYTapqHQgyyKrC57TR8+yY2UP0/GEXq+HUY7gpxx65as5eGAfH/2t3wQUr/uO7+RVh27gE5/4XQaDEYujRc6eOUNT1aysLjKdjVlcGDKrKma1l8wvN5IFCUOnyK4beYhCkJLkvOS31UW0RZL5A9eW39omVXgSY0RrEkmJ5HbtIcY6Nc0vvNmlz9T+joCMOzih/GtXrmnlxjtwRipRto6sm4VqHVD63U5/qs2KYssMvrWnpZiflny5SfMlbfblvMxIhRjZnEyp6pqgeuLQEpUNtP23+bq0c0JNUxOjONs8F1RiXdfU3hGjcOJlNoOeISS9rQVGSUDQsnH2DOO1MyzvsiwMc/JMNhjR79EJwh67TEqcbezQX21p9Njxk5xb26BMO0U7s9WW/NpSarvWznlh5U6cdM47zp87y2QyZWVlJzt27WLQ7zMeT3CuYTrdRBOoiwwVInUtFFxlVZEbh3dT+gsZw56ml2k0HkPEV1P6BqKb4aeOylW4QmTRVS5zVpDKS+meFNkTRa9vcFkhOlQ4ssyQGZBZPY8rHVFlTDYjs7LBRXBG0ajAaKHHvj07UD1Dr99juGMn1SQjH2Tki30Cmtz1UdHgVcSrBIRM91GmDbkS9WDJPNrmkuruZ60tOpMNO7PSuzOFQqU1jckBtRRFUvVO97LJpB+kNLnRqd+tsMbIsG66Zj566lCB1RibEZXGiTdC51YAHtGmrEajQ4KRd8KSSpCTLvWZ0KgggIeA2/IcCE9hy9qvUoUiolNFhBT4ybm0kh/CMwgoRWafA1Id+xc9F+3u8QPf92bq6jy5cRg/47orLuKlL7uRU2fO8au/8EvYA3sI0zXU9Bw//P1/ieXVVT73+dt46KGHedEVL+Azn/0DDlx+kFd/++upa8ev/NqvELzhe777e7A65/O3fZ7lxRUO3fgqzp09yy/80sc5teZBNaggcG4bI+O1s7hmQgxjlpY13/eD38clBw/we5/+NL97y0f5wbe9DWMznnf1dXzxC1/mE79zM4srQ370x96N1YoP//JHOHDx5eiY8/GP/TZvevMbGA0U+/fv4Pjxo3zkN36TqvSs7t7Ljl0rrK4u8jf/5o9z8JJL+eQtt/DR3/pN3vLdb2LH6hJXXHkps7Lm//f//784evQERT6QOjYS3TfeobVoGzVNRTu/AvNGquzTmq4e2JX+nioEmpfUWioek0pgIJGmwkBQRD3/nXZ+ZmuJrwUxtIWFC3pISnUzH3yDI2mtfXC6PtQf8/6KMXblnFbrIiQ2Th8CZ8+dF4LVXKLD1sG2RcqQkCPG2C7yDL7BudBxH3rvaXwlEt8YohIl2Dw3VLVjOp1Q1jXT2SazyZR6OsXUp7nu4ivIbCTEJuV+qV8SWx6Elqq6XUUpzxpjcMDREyfZmM4gX8Do0A1ppwoqJrOdk2rRiLLeAZu49Kqyoiob6rphfX2d/RddzJ69u6nrhso3VOWU8+fP0cv7NB7GZSlKzVQY7cmtpl8YrAF8g2sCC72M5X27unumTZGjBq1bdgWV6KlSfy84DBKxq0x6QpOqxgaPxac+jyJDU9VTCtNjuNiniQpvI42JlK7mzPmzhIURO3oFvcEyhTKgayKq42v0Lm2+VpR2W4BDC0qyJlEH6S2lrFQmiLEReLqWc2gfpZD6Ny3ziFzBrcGDEtBEZsWJIRRRRm35PaQXBYo863UlfgGVhA4JyxameJgj+1zqPcmhqtRHtRA9ja/RPqHyUhDrU2XCqwtLdikETqXzOfComwlUc4Rg+VyAoL/4+Xs4eNlBVlb6nDo7ZnXnLsbjTV594yEO3/dVDh44wKGXXguxYjI9y/OuvpjdOwoef/xrfMdrXsqjD97FtVdfzNe+anjNy69levZRjM5406tv4Mt33cM1Bw4wm1Xwwhdw8cX7OXL4Xg4euJgbXno5v/k7X0npeOSiffv4O3/n7xAaz769K9x555e59oWX8tIbruShBx7nB9/2Fg4/eBdXH9jHpQcOMt6Y8ubXvpy7b7+V/+Wd38u+RcvJ06f5K3/5+zl+9DT791/EF277BNdesx+bBVZ3rHL48WNMZp5yGvnlX/4wRV/x+je8nquedxVr59b43u//Ho4eP8yOXTt43etezYnjT7B7aRdvetMb+eVf+TCulsK5d0nZ1ifVzo6VYb7di5PoXATz4lubsXy9a4itH9tSvlNamsTC+C36SNKbIslQz53I1o+U8qFqZ4ZpG0dtScRmUr5sB3svHNidW/fZasvPP4ar6nSstraJ2/JL0Iw3NwUMoFKjuO35yWHRSn+3zkgplRrk4rBE2ynM+xshiJy7dzgX2JzMmE6nBMSpyYYcyI1lYaGP1lIGlOunISbwjYjGQ5ttRPGxojQcUUZTNw5Mjs4LTBRV3NhuoCgG/T4twW6RNKOM1pioUdETo/RKlBblV+8DJ0+cYDadsWPHLnasrlDVBafTwHDUOcHL87IxXmOl5+jlKRNUiqapqSczsiggBefqToLEGIOyrfRDW4ZNyrDppwoib6K1JsSIzU3qk7jUc4GoNMZ5+oMhO/fupjcc4XxFg+PstGTqYDRcwmLwborWnqZqcPWMLGtwvsQHcAZMkWP7Ba5xuLpBOU9DUqrFEVU7qNr2e2TDbrTFGNvdhyExUMgsVeuk6MqJxgr4xg76ZAOZC6zLChNSXhPTxZU05YI+b3AiV9JWHEjZdEwQ81Y6I4SYStcipxGVwWYZNitwXqi5Mg/aJxBRO2DPFo6+9tkgEILr9oiQNgMp+6VgNbGs1NVzgAV9x1LOrl0L/MFtn+HeBx/kr7zrXcyawD1f+xpHHryPPYsj9uxcYjwrQdWcOPU4t99+K+fOneeaay9n584B1jaUs/McP/oQ93zlDl720pezOtrFUCmq8+v8tw/+AkpHXnnoBm7//K289W1vZMeOHGUaDJK2G2PZt2cfoWmwtibLFS968fN44MGv8IH/+Ev873/nZ/i2l7+CWJY8dPdXufl3buHHfuzHedl1z+ei3St8/rOf5N6vPcCP/ujf5fjhI4yGhuEQdu0ecPe9d7K68yWcO3eOyaRhuqm4994HGSzAX/rBv8zX7ruX/+e//QJ/76d/mpe89MVkecbJkyf5j//pP/Ij/+uPsnvPLmJ0VFVNkQ9kJsiFebks1ZMFVt4CBOZZ0bzyt6W+/pSOao7sa+v0IA+DwJtVV9aLrZdCbvgLWCPSBh9i7BgE5s5snkk553ApirwQbbTF1Ny5yV+3/OWbsK1ZXdcWS8eqjcU5oSOq4hzKnwh7JBpODqjd7OUzZa3bzTfLsxQ5e7yL+EoUehvnu5KgSxLyxmjyXp++qhgMegwHOYogkbyWqag2kmXLioifT6WXRIVj84K816fWBkIr2Ee3yS0uLXUlwH6/x/nza6L/5aRUqaKicQ5Cw2i0AMqQZzlaa9Y31qh8yeLSAsvLS6yd26CuHSGCqxvW1s6z7+CQYT9HI/MzdVVSldM07B0xQcA/goRT4NT8vkm0Tkq3QAKwtqCfJN5dCMyaGpWol1qdKWv7LBY9QpixfuYJQrPKrpURxaBg985V8pV9TGaRJx55Ah1yMh2wupaBbFcTvQOlMZlGZ0ayC++JdYWvaqITUUFtPMrENA+UnpcgelIoGfTW7X3O3PnGVAZTZo56EyFQgw4y5+ebhno6wfhEMJsCDzQinmgE/Rp9kHnQRHoL7VyXZJWqHR6OrQOT/44RUTdWCm0twTvqsiS4iHapdKfnwapkXC17ioC9Ymhou7stLVSIKQvWmhjEYbmm+aaew2e1k6rqCXlhOHXqONPJmLKcUs1K8izjHe/8X1ga9Dhy/BiRQOUbJlXNtS9+CYOioN/vYWKgqWZoEzlx4jh/+e0/SG5zTp44z/JogfPnznP08FG0UWSvzvnrf/Wv0esrjp55nOBL6pmjqRsOP/oEv/NbN9OUE/7Ku78frRwLQ80jh49w/vwpzpw/xb79+6mrGdXMsblZMpuW7Ny5C6PgpjfcxMte9gr6PctDDz7M5Vce5HXffojl1QU+f/s9XH3ly4jRsDAqqKYV3/22N1M2Z1lY6HPP449w+PDDPHHkUS6//CAnT56grEruvede1tbWpUyR5WjrhOjTRakzJyBA8BGtLEp7WjLOti+xtSckFqCdkeqshSNveSC3lu6C9AOISd13/mvd+0ROokX9pJJiSDMyKKmdiyaDZA4aXPCCgiJtx1s/O4IKGhW1ZIQ6orSUFmP68tB6Xy3lms4bX5DRzWe+usOOUaYzNcRoQeUQhM1CB9/xxwUPvq4SXZJoahnjyYs+CmhcAOXAI5G1tSINbxRaR0KoRdHYGoySc4jOoULDRXt2sTAY0JQ1/eEQoxVB+VRqjMgkV0jZlJSVVNQobVEq0iQGDauNSMiTnKyyqTSTUeQ9mtp1KsnT2UTKgAmx5oOws1tjCbFhYThkMOiDSkjFuuT0qRlFMURnA6aTdeqqRMcJfrbO0mgHRVFIJqENdd3g6hJUIf0wtPR80iauIwTnkKDKEHRAKYG1a2METm6U9GeCZ6gV3klUH7xsxFY3hCpgi0iOJUzOc2Z6FmU1m07RZI/h1ZByFhnkhdATGYMJmtjUZMp0oBkdIsYnBxgCvvFoF2TeyQQwbssTIR20rO3pBYdKfdzStzByNWdCj6pt6EpZzyui0/hG4ZoaX00Fuk5yNorE9xcw0YCXQHQ+QNsifUUIljTmoKMTSZeYxlYAh8KpQKYimYaGgAqNZIuNBIUt6KpDvCaqpq1EyvKwzFGypCwxxHbwX//htfot9qx2UrNaGIRVU7FoNb3oOLB3F9dfdx2fu/0LHDx4gLw/wJdTjO3z6te/idLlfPmuL3PTaw9hg2aQ9bhoz8W86pWv48t33UuvyFnZuZP1cgyZwivFK298LVde8UK+cufnuOzSPZioKayidFOZnQqau75yF4UJlGVFYRXKlxivsD1odIk1A8iHTMaOtVkgFkOqqFDFgLvuvZuzZ05R5A/zhTu+yo2vOcRLXv4SNqc1J4/BxjnLJfsPUlenOXjxRbz2NTcwc2tY48iyiDWeXk9jEuv4dDxhNFgkeIWPgclslm7SiM0EkisBuDwoWllCTMwLqUxljU5KonOgAchmprbMMwmDheg7KaNwQZqwVinhPgseFVxS0JVo0lqRX5iXGVWXxYmqbIL5hjQbpVSC1Edp4EYnoofBExW40MwRZAG0B+VBqYzGB6IFbQJ0GDpBSnkVMSbRL215mLrNnXihowoRFQMmKMqgcN5QVR5jLNo7shjR2oqkQXqgY4S69lhr8EEREa2gzCTAQxR9IBWRYV0f0uCrp3E1Td2gtCLLMpwOhLhBL1slQxNrTza0qOhAzVAqS4CJDGiSoxKGkNhmq8Fjsh6ucpgYsMildY30nlwjPSetCsbjGTEofGIy8cFjrCgs+6aUa6EDigyFk96QlVKRtoHKK+pgODueUlaeInqqtZMsqJrVYQ/nI1mxQOk83kd6xlCkK9D4SFQyimG1zBgqkrKxFu46lEoSHomEVScuPRzWO5R3OC+BgzYZmc3EGURP5ip6mcYbQ4PCBs/03GmquIHqLxNMTpnJjFQvcfLRIIO3UTqA1gM+CjuMlixGRbk/fXTJz+gUnCmRl4EWHkpESe/JJOekxdGkx0EyFOVltjM2zBphb2iailA5jLaYmFjTFYmRIxJrR3SRgO96Ty0gykShAotedIGjcpLxt9mpgsxaMi04Xh1kmql2pQRJQEzEsy1voAkGoiVG0cSLxhIDZErYOUIqFctxpEzYGHHm34Q9q51Urxhw/OgJXvOq13D+/Bq7VnaxvLiMbwJHDh/lhhtewXhjkxgLlC5EUmBjgxgdw0GPZjYhVxo8LIxWeOyJkxw6dIhJNSVmOVWM7LzoYuywjy4KvnzvAzzvuquZHd1gY2OCsQWz0oOyDEY7iM2EWRmZloqTpza44ooX8vKXHuXKy6/gDz79OfbsuojppKSXDyiygicOP8H42is5c+o8n/vc5/ihd/4Vhgt9HnjoPt5yzWu5/fYvsTmZctdd9/IDb38tb3rTTexZPcDll1/Ghz78S7zwuoyL9l/CDTe8nMsuu5IH7n8AowwhKGazhuhlTmXUHzLe2ETr9KC00KSUORmjMTYn4hL0OTWhdUtQ2g6fAiSYbZwPuQYdO0RYbGviSLTWpf1p478QOSifB7Tb6QX/Pmd8SIPItOSi7ebuunLcUwVlbf07EDon23122jiiaoEe35wpJVQvWMXZc+cFFOFDmk9rEUyitKpicrK61YmyAiZBBjOd84QoG5DWtkPStT9bGY+Yhnqda8h1YMfKYpre17jGiwPWQk7bdhJTnREpw7ZppvTTnHNUZUVTNwSboYhkWU5d12S2QCnFcDhkMpngvWfXrl0cPXpE+AaVJgS/Zf0DWZbL8HtyesQovU+l2ZxOcF5KSbPJOutnT3LFgWU0wmFo8owYS1GK9U4GYpVBmwwvwz6ghB9StUPPxsimqpSwVxhNY6NEJzESaKiDzJVFK+wgWCH8jchAsM4C3niiNRJ84LEmSE/IilpyQKG0JYYMk+UY25M1tRoySzAy2Bu90FtFHYla4WIkaIOxVrScAO8jzoU03C3PYeMDMTMydN6KcqaB79g+N9oQrCFaS7QGHT2m0IRQUiVH4I04mJjmoqKKROMJynbZWYip/NjOQwUJZjxSkZDBKvluZTOi7uNVgc41vQWN1jmxaaTTmSQ+WgkY6aMJP2Q0hmiNKB+kkqwt8o75RVD5wk5jvsmH7lntpPrDHXzxjq/xnve8josvDmyMpzz40HGuvfYV/NV3v4dz587jw4DaKapJ4NgjD/B93/tWrrpsH+PNNVZWV9gcTygnDSePrfP2v/zXmJRT4niNSfMgwRSc3pjytUeP8+rXa971v76H4Ces7A4UwyXOnj5H6RSVg/Mbwi5ssiFl3eOhLz/O8655OX/zx36SjY11bv/cl/ie7z5ANWlYO7tBU3rqmeeO27/Cm9/8nbzuNa9lUs7Y2FznyNEnqGrH4SNHiTry+S/exhvf9DL+xo/8KE0J58djvnTH3Zw+tc5P/9RPc+Xl12B0xpe+dA/XvuBadu4Y0dSKzPZZ21ijnMwkcgqeTFtck2aGkoKsBiGpDQI3bTfbmHoYqq2ltdo2HfaIrsymtUBqW0kNAJotParknL7eSW0xdaGbCjGVJdJDoLQw0mU6wyWUotaqBd59nWmzhXGa1tHNv1/BN/zdP8xCFCe9vrGG1hrXOEKqXojskZSksuSY8kQjhLKJQ7QdmBaWdO8jUaeeBUhvIPg0+CrZX1SK6B1FblleXMC7BtXLaRmw49w90bbd215H56hi2yeQ0lLbN1PRUxQFrmnQWjOblayu7mBzcxOAPM9ErDLL5r3EpBzcNE3Sl8rQOoNoMCZgcoFFV7OSEDTR15SzTZpqxs6Vy9BKYU0mTt4aijyjZ/rYKKU+Y4TuDKWwyssAt1VgdKe0rLpGvETnoaWVyw3aZoInSKMBKBHtk7KaweeaxoJSCSyAF7FDrQgmBTHKYm0PExyZtaAMKgSCVgSjBYaOzD9pI6S5CoVxgkDJsrxjuPc+kqUgISLlSwPJKektCNa299Z2N4WJhUz6l9pCoUaEohYuTFTnvIORyoQZVsToJThTiqglKFIxYtFYrbFoooLaOQkitAaknOmjApOBsVgDI7tA6C/PxRSV6u5Vpdo+sgQATnlK6sQloYWeCU1uM0H7dfefxmVbZi7/EHtWO6n/+dufBaV5/7/5z5RlyaA/YH1jzH/4Tx/ikosv4aGHH2ZldZXz4zFLO3dybv0sa7NfIwsTJqePsnthid5wJ2fPef7LBz/CngMHuf+RB1nducLa5pjz09uZ+B5ffeAo/+b/+kWuu+5KvvLl21ndczEb05qsv8BX732E82c3QY9wruZXPvz7rG+sMyun/PdfvpnLL93Dvfd8mUceOcVtt9/LxvqYc2s1H/3ordx73xF+95O/z3QaOHDZfj79mU9x6vQ5xpszGpdx9Ng5QogcOXqMf/3//Xd891tez7C/wCdu+RQPPXCUxx49yZ6dv8b1L3wR933tPn735t9nY63i6BOnKcvAp2/9LP1BnurhBu+S00mblZQhInifIr6EjNICmZa5mghs2YGDnpPDdmUxQKUHboszUloljZlk6SEkvX9rp0s+j85RtQwGKDCt7EICX2Q6T/2GICUS/9SeRkoK815TS5zRfdn8UP5YprWwnzsnKLdWeG7OZ6bnRJwpUwuJQkocbZvZzGe4WiG89u+tg2p7XN411FVJ3lMUmUEhG6dOpKYXnDfSO9taruyOL6EhTRro1lqy6hhb56rxvibLMsqyJM9z1tbWKMsS0zr9KDM/MZIyPEdZTsmzgjwTlg3nHKWrxIEHQ1OO8fWUxVGfpYUhRmmMlsFaV1dkmaWX97CulmzT5AQl25NVsmbOQLDJSSWEmDUC2SdlSEopsAqjMulhJrBPUDLLRIsGbDf1lOUZHclzjVMyN+VbCjOTEWMPY3OwEjyIK4ipcoDMJBkj/V9jIBgUKXvWisYHXBTQhA8CeAg6kcaCZDe0JfULb8o2QIxGi/PWGtMrUDakY48d6ay0eSK57kGqigQ1D4hI9GSto4pKUKex8YQuwyKBBQ0xCqOHtuCUIWorjO0RIsKU3iJrFdLTCrpJvklDIgIO0aOj6RjXpVcVOjDRH2XPaid1vuqhbcb4+FQiq3FJv7dMPa0588BJrF3mzLEpKutx5sSU/miROx84zME9C0w2Gt785u9EDXZydmJ47OiU+594gCbUHDtziplrWJ+eIMuXOT87w/ihU3zlvsfYv2+JJ849TlAZdV1z5Ohpjhw+ToYiN5YvfeUhQghkRU7pT/PJT30GpQK93io3f/pLFFlOE/p87JbbGI/XWFjcxS9++BMYHUDVvPglN/Bt33YT4/XIubM1tVM0TnH/fU/w6MMfoJpN6Q0WqBuZQv/Qh36D3/jIx9PwZcbtt32J2267A2t7fPxjn2AwsAKTbTyZzYk+pJtQi2pugjx7H3AuSE8EkbZuYcvC+wexhR8nXmpSlhW0lNxyK5LTjXepwS49rK3MBzFVGhNJtJgCUrO/BTa0A7PyvfNNlKBS9BZlsDaIA3iqmKzLMtJ3RtV9mWxdf4wyH7QVtIixlrps0Nbg63nvKRClhJH+tEjAGCVLikgfodO7UlscUmwh7yFdC0entBsCTdMwm05QowwdPb0861ggYjrPlhltPqk1P2669Zb+YZ00rqzNoKWYQjaXXq+XFHhn7N69k8lkmvS7DHlu02ZpUulHPqdpauq6IgSH0tB4x3Q6wzsl+lCzDWIzY3lhQJ7KYNYW5DanDBs0jcNphyHKiEGa29Hp/FVHAyTgCFKzv6XmiiF0IIoYA3Vs5iwIqeSmbboXCODA0Ujf08v3KGUJUeGCJUTJnIIy+GAIGKKbybBulABJ9JDk2noUOI83BhMNGovXFQFofMATJbuzwssZXKAJXlj42Tog33I7tuS6KZrTJGQchNRbajMTWjmW0FYMojxLSqGsTiVTZKDZeRrXCJGt0TgVqGufSIXTfRoUMsyYpO2VMFZ47zriY+9815NqZ5+01jgTCNZBlhG8x5Ul1J5oKjneLXRPm+VzYE6q2HGAWdWQWUsVAoN+n0opTN90KeXSSs7GdEZ/1KeJM0ZLK9jFjPXj51h3Pb503xGOryumLKNNQYwV2orA2dLqQcaTBkdFjCK/vFHm7N13MbP6GIQpJoIxOTZpGzWN1HedMyzoAdloL947yqhQvQW8MQRVM/ENFDuZuIjKevjQYPyMV77y23nhC1/GHXfew6mTDeOJx2QL6BDwbkZWWFxQ5MVAom8idd3eLBLl58Z2SUtTO0CjdYvgSigilEQ4ifCzrGaYXgFa4ZrUIA0tKStAqwdDKgWCtiaxHTjQmiY4rE5T7MmJiPLnvL/Ubpje++7G7jrFyKyRh+6h7bIq0ryJkvkcEDaIEDxGP8VtnJzTViXcNrvTCEAPxFHJCiTbEsxu+aj0H6nPphWT6VTOI8zXEJXKTsQu4kS1yqWSFXrvQatOnZQ2Lg9eUHFOIOhaSfYkmcwGoKjLGZky0JTkdhGIHatA28ObAz/mbbiYonejwDeOOgRhX2/LuogjbbO2fr9Pr1egFAyHQ5qmTuU1IXHV2ogjagJaW5wTKqeymqWNS5xeVc6YVF5UlKtNYrXJzgP7CE1Jka0ImhBDCEJEPK0rTGGlFKUN3onIpVbCJWmUQjmF9om/ValuwJQIKkmVyBkJNZG2KinbQnQyV9ap5mpF083wRVw9w0VPzHIcFcoUhGhpgqJqPNo3WBVxZRp+b5zAqKPoMfm0YVuluhF4n54bp8DYnNHiAjbLaeqKpqywMUnmdPfcnIC4dbKtIwBZDx9Fsp4YE2me6TSkIopWWh6lMJmUm4P3lLMZvmrAB1SI+NjgtOvAHELaDDEg6Ng00Gu1IaiA83XS82r7qS3hrFQPjDHETGF6FqssrmxwmzOMi9SxQoWYAEpyfu65MCe1tHMfy1pKHt4HsmzOj6a17pqWdlRTjIbYwpBbxxOP3cfG1PB/f/DXMWrAeGoIdoQOGUZZiJHBcEBvsMSk3CSqjNp7jCmIKicr+iwuLdJUFbHx3SaslELZRNwYFbWP9Bd3MCtLvPOkKSGsyQQpFUS1NhLIAd1MuPl3b+WBRx7n8cdPceLEJs7JTR99jgoKY5q0F+quUd6V7toeTSeVmeDh7bEh5QPvAzrOS3WC+E4wcY3wikUBTGg9Z0qWtlR6KNJrkv+EroSklb6A1qVt/MO8HNZCbulQc9L/UlpIKtvZKdK5yVMgJTQdg2wk6bOszfBKzZ3MFpNzS9lMl6O1/x87/Z4nZ1MXYCzav7ebAuLsq7qmcW5eokzgjZDeF0k8gUpmaZRy0rTXMsgZO5bSKLo+XgT9vHMEL2qpMUTqymG0Yn19neBqdiyOGBQZhdXYJPAn36e60mKXSc0rndCWk5Q4rclk0pWBQpQMTqXy2uLiIlVVYa1leXmZM2dPpoFeYcVIF6zrP4bgUAq8byjLGYNBXzj+yjINu1bEZkquRS7eakVmBeaOFrSp92Ci8A8GZVBatJd0iBgVMD7df1EA3SbIIG/wnuhCR5Ik1cgk3pk8hepmWRPBaurgBRVQNgcj4pRNXVEHRyBDZwOUEgcjvVHIokJ5h6od0XmoG5Sbqy771P8RqLfv7j9IzkuDDQ3aRXQ1I5azp7hrgbT5p6hTMkE1v09bFgeQmbUYILrUiQwQEeUEpTUqz+QcnCfMKkLdoLzM1gVqvCols/cyjhIDaIwgB1Um7E7Bo/BELw4uRoHf412HHkRLYEE0ZNkQ2wRiE8iaJEOSKjjt8wMR3HMA3dc0JZNplTSeeoQgQl5E2cSNNVgVia5ifG6TYjBC9QoMA5ZGe7E+MJ3ULCwsMaugoICYU8cJo2FBZmE0ytm3b0eCTieotwGjIr1eRj7ogQu4usYoizKaJkXLykaG+QCjDd47iiLDKNKmJH9ko/bE2jOwC0xm5/nSXV9iZeUgeW+Ej6XMCfkCHTO0neB8g0rEpioJ+IlMj9S4tZV5IrwCZbu6O6kkhVZdKQUNKtMoLczJRhu0acuASdAsRUDy4ABWpdmLtkQhsw9ZlqGVzHK0Q7Zz4AJzR7klq5FzoCtttNmTD1I6C8wZHBSC1AoIW0OTatrepdD6Saa0FpaNEOcPU3I4nXZV50y39GzUPDrvEHLpdW000SP6TsGnBn9MJZt2qLjFZjFH69GII8jSdpoEi1uxO1KzXObJ1BaGiog1mvHGOjZGRoOCXqbJjBZZ9sR0IRQ76btjO0h6obXlUx8CGxvjbq2ttXg8ROlRLC0tsba2RpZlLCws8OBD98nvh4DRVqJtWhZ70zG9O9ewOdlgNBoxmUwoy5n0YFwFriK3keAqBP+gyfM+Lga8g3LmMJnCOUXjE5YzyvxNphWZEXB5VC3btrzH6Ag2kOAHKaiJRCMZrzUGpa3w+fmEBG0z2Kgo8iFBRaq6oakaymZG0yj62QjbWwAV0cYKiMgF6qqWeS0n7OUmdIjyNuaQ48Rvub9T1uw9zWwmQ8je0zMG11Sdk9tqUYEKihh116dNkWNXjYhEnKMb01AJUSoPm7COq6DBNeJUfSMzWjE9xkRaHSpUFIHFlO0bYzBW1tS3g79BlHZFWFJ6kV3wpxRea/BWqiumIVQ1sXGIpEnL3tIGj+3D+Efbs9pJ5dQ4XaODI1Y12lps2ui0EgoXS42OFZoc21hijDzvwBWcP/YE1BUbahOvLL3CkiflzVp5FpcyFhYU/WGf1Z2jRIzoCLEkzwxNOSS6Gps6AcQeRmnQMptkMovNc6Ybm/hyig+OxstsDtEnJyCZUAgBFQxVUFTlGWyRM55ssGvvTjY2psQmoH0fHSNRWXzURIpECTOPnGMUiWxrjQx4RnBexM5aFnDFvKyjorw3y3KiUWSFEKWGFC35NBehQovKSU6pFdpLn+OcwWpFnmVCyOozYlJCDT7vIMtdhqtbPr8tkPRUvtEkqhjvRFsIOl0may1oEQTs9Sze+e4znyomU1p1mVR4kjNqa/dtWUSsBRts/VubRKXHMU3j+yA9HGMN+KSMo+ZRbgttF0LXAEpYN+q6JhDRRhjOfXBJgM531EcteKItVTrn0nURBgGtogQlqVMT28xMzbO+b/T4q9SHbJqGtlnfXu+2BLlz5w6OHTtJv98HWsXetlQz751IGTl2QAnvPWVZMp1O5fMTbxy+QSuP1dBUpfyO1lhjaeqmc1I5mkoHonI0Qea+gi3QRkEM+AyRTiemXg5JJFDjI8JQImeZAEKp9xljAvBouR/SzRJQuEp6NNVkSjmdsFlVuMyTLaxKVYEomXtTEaqKenNTrneIUjJrGqmcSGQskHjlEdi8Sv+UntDomZRNt94yYvD1d24X/LXBXPustByXW1J/AeGkQKft41nTDQdrb9CNxXlHU1ZE52XPijIA7nXo7nHvE0WSi7hocEmbK3iPCh7vm3SdHU3jtrCgS1VGa0WsHW5WyTPlPMpHaQG0B61Vx6wxbZ4D5b5h5ti9ukIIYV76gE4CAaJMTivDpFagM4LTrPYGmNGIega7V5aYBXBRJstDbMD2yIaGhdWM2itQSerbV6Agtz1sVAyKHJyTkoQRck8fPFjNYDSiaWpKE1ELuURkKXuPwUstO8Tugfde42NkuGKpGodmBW16LK/sxtce6j6EiGeCqHwPZb4pZTIxOOnPAFlmU+lTU9VeMgmXiCYJ0vROYAibGYpcelHGSsTpnJOIMIEnOpLIVFfs5i7SdXCuJjMaY4TFwBhF0zR4V8s0fppnah2Ueaqsxwi9ilGpNu4agcmHgNWKQb9HnmWgA02o8AmZFoJvc7qv/8wOMv/k+t387VJCmjsjee3CId6t81oh8Qq2s0yq6yEEkRmPChEgFOhxQKh6DEmiJJWQVAAdFCEpll543AprLVmWMZvNUEqxb98+jj+6TnCC6rPGEuO8fBWJwrDR/vdTPC+SbMlGpFMwglHJ2esE2dcsLCxSVY9jrWU8HpPnBdPpJllWoNBYa9L5kZSX5yrLztXMygktE7Y434Y8eoxOmZTRXdARS5nnqytHYwyVirhYE1UByqODQytofE1lPI2Rjbl1UDoJ6RmUOCyVenxKhmJ1GpL1oQ0c5H6Q7FzhmdA0NTRjoptS1hVTauifo7ewi6wwaCJ1cMxmm0w21qR05RJKtuPAEwcajWphs3Qs4inrswhUPfiWKixImf1JJK2dWKekhV0PGDX/XLaU72WIPUIrn5HJfRa7PoBk5L5piC6QtbIiCgT6Ic+zT+U+H0FrhzJlYqUJ6OCJrukqIh0qNc7RoxLAasi0gLEaBz5I5ktbCk3rpBR1/ReYFqlNj3csFYwWhfyyFcITqpY0EBdDYoewDBoDdojCMuxr7OqQ6WaNMpHcWILOMD4nRIsDbF8x6Gmsl4XVSqFVBukBGRYGu9jHANFLiTEGL+zImSXv5ZQV5D4jU1nix0u7YIxpbinVzhWEmOGVRuVQuAZFRj/vg1qhqT24gZRx44xQR2DQzYpASFG2x2hFkSTKI4raiZSzcw5aSXJk+FZk0LUMHRqNsiKDQUQysUTX35WPUoagWjBCuh7e1WRWBvyMMeSZEKc21Qzv5gJ+uuX5MtLoT8+gWAK6GKMhSiYVGskyrDH0e3JOykRcaJglPsCNjXHqSSksqS/nvQBNfM3mZIoqJ2TB4QOYRuGUFbZxIiZKydABzs2ABk0kes14MpXfR6FoCGGGIlJ5w3Q6kzo/NU3TymMDyhFNmuD3HjAY47HWEzFYkyUSz8RLp8CkLFgyznb+RBGjp64EAbW4tMRh75g1gcpB6TzOBaIGb8ApLxsWjjzWKDzSSTD4xI6uYyD6wLR0snF7L/NW6b4MQZzVdDqhqkqU6nPmzCmqqsR7l1hC0kVTHh8aoR1KVQHvPSFAVdXSi3INta8JwWORbKMKniYEGueo6oayLJmVFWVZUxgLQaMqYQmJOBrjaADtG5zxuLbPhFQCVIziqJTCpm07EvBKaFVadF/oZoHm2MeIoomK4GqML1GuonIN47qmMecYrY7JvVBBhaqk2pyyuTkF58F5AWKkzwqIei3JKbZ8mPL9qisdC1x+ns3H+BQ1AJWeji0PSOuYSNWGNvuPzmOQ70u7I37mElktHbq1XStCFLBXWocqekjF+5AyKSmxl4mRRv6YNLvXOn5JrGN3Lu3xqqQU7V1DaHx3fUJih5HelZyHS07qqcqdFyxH/KPe8Qy0Rx55hCuuuOLpPoxt27Zt27Zt+1PakSNHuPjii7/h68/KTGp1dRWAw4cPs7S09DQfzdNnGxsbXHLJJRw5coTFxcWn+3CeNtteB7HtdRDbXgexZ/o6xBgZj8fs37//D33fs9JJtY33paWlZ+Tif6ttcXFxex3YXofWttdBbHsdxJ7J6/DNJBn6j3zHtm3btm3btm3b02TbTmrbtm3btm3bnrH2rHRSRVHwvve9j6Ionu5DeVptex3EttdBbHsdxLbXQewvyjo8K9F927Zt27Zt2/bcsGdlJrVt27Zt27Ztzw3bdlLbtm3btm3b9oy1bSe1bdu2bdu2bc9Y23ZS27Zt27Zt2/aMtWelk/q5n/s5Lr30Unq9HjfeeCOf//znn+5D+jO1T3/607ztbW9j//79KKX4jd/4jQtejzHyT//pP2Xfvn30+31uuukmHnzwwQvec+7cOd71rnexuLjI8vIyP/IjP8Lm5ua38Cz+dPb+97+fl7/85SwsLLB7926+7/u+j/vvv/+C95RlyXvf+1527NjBaDTi7W9/OydPnrzgPYcPH+atb30rg8GA3bt38/f//t//pmWrnwn28z//81x//fXdQOahQ4f4+Mc/3r3+XFiDp7Kf/dmfRSnFT/3UT3X/9lxYi3/2z/7ZXOom/Xn+85/fvf4Xcg3is8w+9KEPxTzP43/9r/813nPPPfFHf/RH4/Lycjx58uTTfWh/Zvaxj30s/qN/9I/ir//6r0cgfuQjH7ng9Z/92Z+NS0tL8Td+4zfil7/85fg93/M98bLLLouz2ax7z5ve9Kb4ohe9KN52223x93//9+OVV14Z3/nOd36Lz+RPbt/1Xd8VP/CBD8S777473nXXXfEtb3lLPHDgQNzc3Oze8573vCdecskl8ZZbbolf/OIX4ytf+cr4qle9qnvdORevu+66eNNNN8U777wzfuxjH4s7d+6M/+Af/IOn45T+RPabv/mb8aMf/Wh84IEH4v333x//4T/8hzHLsnj33XfHGJ8ba/Bk+/znPx8vvfTSeP3118ef/Mmf7P79ubAW73vf++K1114bjx8/3v05ffp09/pfxDV41jmpV7ziFfG9731v93fvfdy/f398//vf/zQe1Z+fPdlJhRDi3r1747/+1/+6+7e1tbVYFEX8pV/6pRhjjPfee28E4he+8IXuPR//+MejUioePXr0W3bsf5Z26tSpCMRbb701xijnnGVZ/NVf/dXuPV/72tciED/3uc/FGMXZa63jiRMnuvf8/M//fFxcXIxVVX1rT+DP0FZWVuJ//s//+Tm5BuPxOF511VXx5ptvjq973es6J/VcWYv3ve998UUvetFTvvYXdQ2eVeW+uq654447uOmmm7p/01pz00038bnPfe5pPLJvnT366KOcOHHigjVYWlrixhtv7Nbgc5/7HMvLy7zsZS/r3nPTTTehteb222//lh/zn4Wtr68Dc3LhO+64g6ZpLliH5z//+Rw4cOCCdXjhC1/Inj17uvd813d9FxsbG9xzzz3fwqP/szHvPR/60IeYTCYcOnToObkG733ve3nrW996wTnDc+t+ePDBB9m/fz+XX34573rXuzh8+DDwF3cNnlUEs2fOnMF7f8ECA+zZs4f77rvvaTqqb62dOHEC4CnXoH3txIkT7N69+4LXrbWsrq5273k2WQiBn/qpn+LVr3411113HSDnmOc5y8vLF7z3yevwVOvUvvZssa9+9ascOnSIsiwZjUZ85CMf4ZprruGuu+56zqwBwIc+9CG+9KUv8YUvfOHrXnuu3A833ngjH/zgB3ne857H8ePH+ef//J/zbd/2bdx9991/YdfgWeWktu25ae9973u5++67+YM/+IOn+1CeFnve857HXXfdxfr6Or/2a7/Gu9/9bm699dan+7C+pXbkyBF+8id/kptvvpler/d0H87TZm9+85u7/77++uu58cYbOXjwIL/yK79Cv99/Go/sz8+eVeW+nTt3Yoz5OrTKyZMn2bt379N0VN9aa8/zD1uDvXv3curUqQted85x7ty5Z906/cRP/AS/9Vu/xe/93u9dIIy2d+9e6rpmbW3tgvc/eR2eap3a154tluc5V155JTfccAPvf//7edGLXsS/+3f/7jm1BnfccQenTp3ipS9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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from mtcnn.utils.plotting import plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.imshow(plot(image, result))" + ] + }, + { + "cell_type": "markdown", + "id": "820648d8-bc52-44c4-9000-12ebef684ffc", + "metadata": {}, + "source": [ + "As can be seen, the ONet is not only refining proposals by discarding those that do not match the thresholds and adjusting those that matched, but also proposing landmarks in the accepted bboxes." + ] + }, + { + "cell_type": "markdown", + "id": "b2f0227a-4437-4e07-8661-9239ae88988d", + "metadata": {}, + "source": [ + "### Accessing ONet's model\n", + "\n", + "The network can be accessed by instantiating StageRNet and reading the attribute `model`, which is a TensorFlow model." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "85692cac-f01a-4e51-812d-6697c4b4eb95", + "metadata": {}, + "outputs": [], + "source": [ + "stage = StageONet()\n", + "model = stage.model" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b5b0d71f-c4f4-4df2-89dd-66091cd3f9fc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"o_net_1\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"o_net_1\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ (None, 46, 46, 32)     │           896 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu1 (PReLU)                  │ (None, 46, 46, 32)     │            32 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ (None, 23, 23, 32)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ (None, 21, 21, 64)     │        18,496 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ (None, 21, 21, 64)     │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling2 (MaxPooling2D)      │ (None, 10, 10, 64)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ (None, 8, 8, 64)       │        36,928 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ (None, 8, 8, 64)       │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling3 (MaxPooling2D)      │ (None, 4, 4, 64)       │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4 (Conv2D)                  │ (None, 3, 3, 128)      │        32,896 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu4 (PReLU)                  │ (None, 3, 3, 128)      │           128 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ permute (Permute)               │ (None, 3, 3, 128)      │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ flatten4 (Flatten)              │ (None, 1152)           │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc5 (Dense)                     │ (None, 256)            │       295,168 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu5 (PReLU)                  │ (None, 256)            │           256 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-1 (Dense)                   │ (None, 4)              │         1,028 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-2 (Dense)                   │ (None, 10)             │         2,570 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-3 (Dense)                   │ (None, 2)              │           514 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n", + "│ conv1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m896\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu1 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m32\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling1 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m23\u001b[0m, \u001b[38;5;34m23\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ conv2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m18,496\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu2 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m64\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling2 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m, \u001b[38;5;34m10\u001b[0m, 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conv4 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m32,896\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu4 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m128\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ permute (\u001b[38;5;33mPermute\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ flatten4 (\u001b[38;5;33mFlatten\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m1152\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + 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(\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m2\u001b[0m) │ \u001b[38;5;34m514\u001b[0m │\n", + "└─────────────────────────────────┴────────────────────────┴───────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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It can be loaded with `joblib`." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "cfe6688e-1bc8-46ad-920a-7c338419e4a2", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib\n", + "\n", + "onet_weights = joblib.load(\"../mtcnn/assets/weights/onet.lz4\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "79400bef-8b41-481a-b375-3179732f8263", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "21" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(onet_weights)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "27d8782a-4dfd-4bde-8006-51b9124fda9e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(3, 3, 3, 32),\n", + " (32,),\n", + " (1, 1, 32),\n", + " (3, 3, 32, 64),\n", + " (64,),\n", + " (1, 1, 64),\n", + " (3, 3, 64, 64),\n", + " (64,),\n", + " (1, 1, 64),\n", + " (2, 2, 64, 128),\n", + " (128,),\n", + " (1, 1, 128),\n", + " (1152, 256),\n", + " (256,),\n", + " (256,),\n", + " (256, 4),\n", + " (4,),\n", + " (256, 10),\n", + " (10,),\n", + " (256, 2),\n", + " (2,)]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[w.shape for w in onet_weights]" + ] + }, + { + "cell_type": "markdown", + "id": "14a82ac3-d289-4cbb-9cc4-58603dc6c543", + "metadata": {}, + "source": [ + "Further stage ablation can be performed by looking at `mtcnn/stages/stage_onet.py`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f96a7b5-f738-4b04-afcc-025129b14ca0", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/notebooks-docs/pnet_ablation.ipynb b/docs/notebooks-docs/pnet_ablation.ipynb new file mode 100644 index 0000000..9eb1982 --- /dev/null +++ b/docs/notebooks-docs/pnet_ablation.ipynb @@ -0,0 +1,642 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "d5a329e6-de92-4f55-bd24-ed7eddacf86c", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"..\")" + ] + }, + { + "cell_type": "markdown", + "id": "3036aa7d-338b-4bfb-b3ce-8f846b884c5c", + "metadata": {}, + "source": [ + "# MTCNN PNet\n", + "\n", + "This notebook demonstrates the PNet architecture and its corresponding weights.\n", + "\n", + "PNet is a fully convolutional neural network (CNN) used in the first stage of MTCNN. This network processes inputs of variable size and generates bounding box proposals. It produces two outputs:\n", + "\n", + "* Regression of the bounding box coordinates within the convolutional receptive field.\n", + "* Classification of the receptive field into two categories: no-face or face.\n", + "\n", + "The outputs are generated for each receptive field, meaning that with every convolutional pass, a corresponding output is produced.\n", + "\n", + "In the following sections, we will run the MTCNN model, focusing solely on the PNet stage. We will examine the intermediate inputs, observe the output shapes, and visualize the results." + ] + }, + { + "cell_type": "markdown", + "id": "371e7036-e5fa-4be6-a684-a44b108abb87", + "metadata": {}, + "source": [ + "## MTCNN on PNet Stage\n", + "\n", + "MTCNN can be configured to run only up to the first stage, which will provide the direct output of the PNet stage." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d04a7b43-d6e1-4a9e-9d7f-2db3068a0ff3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:38:21.331861: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-10-02 19:38:21.342042: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-10-02 19:38:21.354494: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-10-02 19:38:21.358349: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-10-02 19:38:21.367690: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-10-02 19:38:22.024220: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn import MTCNN\n", + "from mtcnn.utils.images import load_image\n", + "from mtcnn.utils.tensorflow import set_gpu_memory_growth\n", + "from mtcnn.stages import StagePNet" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f62dad3d-2a1c-4d66-90ce-ce486b430752", + "metadata": {}, + "outputs": [], + "source": [ + "# To avoid using excessive GPU memory (In case of using GPU)\n", + "set_gpu_memory_growth()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "82387e10-293f-44d2-b1f3-108018f5d41d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:38:22.806604: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 1312 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-10-02 19:38:22.807033: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7363 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + } + ], + "source": [ + "image = load_image(\"../resources/ivan.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c80dcac6-ddbf-4a3c-b896-61fa81f7f558", + "metadata": {}, + "outputs": [], + "source": [ + "mtcnn = MTCNN(stages=[StagePNet], device=\"CPU:0\") # other devices: GPU:0 , GPU:1 , ..." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "36b38d7a-6241-467a-b09a-5ce9dac91d23", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 413 ms, sys: 111 ms, total: 524 ms\n", + "Wall time: 310 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "result = mtcnn.detect_faces(image, postprocess=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "6b77291f-c123-4a81-aa18-3da6d9b5f190", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'box': [270, 89, 61, 61], 'confidence': 0.9999668598175049},\n", + " {'box': [271, 89, 71, 71], 'confidence': 0.9997212290763855},\n", + " {'box': [490, 209, 54, 54], 'confidence': 0.9992153644561768},\n", + " {'box': [187, 243, 38, 38], 'confidence': 0.998630166053772},\n", + " {'box': [480, 285, 57, 57], 'confidence': 0.9982782602310181},\n", + " {'box': [296, 100, 32, 32], 'confidence': 0.9957242012023926},\n", + " {'box': [192, 43, 108, 108], 'confidence': 0.9916715025901794},\n", + " {'box': [101, 408, 42, 42], 'confidence': 0.9912404417991638},\n", + " {'box': [97, 405, 52, 52], 'confidence': 0.9852192401885986},\n", + " {'box': [11, 180, 43, 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We can see a plot of the output in the following cell:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "7bf61a0e-951f-4739-9b40-b5f1f65d10dc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from mtcnn.utils.plotting import plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.imshow(plot(image, result))" + ] + }, + { + "cell_type": "markdown", + "id": "cff2a205-6ae5-484c-a152-fbff0c0d4323", + "metadata": {}, + "source": [ + "As can be seen, the PNet is proposing several bounding boxes, which must be \"refined\" to discard those that do not fit. This is part of the RNet functionality." + ] + }, + { + "cell_type": "markdown", + "id": "4ff0002c-4075-488f-a61b-d1ca0f8af5f7", + "metadata": {}, + "source": [ + "### Accessing PNet's model\n", + "\n", + "The network can be accessed by instantiating StagePNet and reading the attribute `model`, which is a TensorFlow model." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "e9d020f1-f6b0-4dc6-aed0-06deefb4b6ed", + "metadata": {}, + "outputs": [], + "source": [ + "stage = StagePNet()\n", + "model = stage.model" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "c54f29b1-e00c-4631-bfa4-c2b5b119c260", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"p_net_1\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"p_net_1\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ (None, None, None, 10) │           280 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu1 (PReLU)                  │ (None, None, None, 10) │            10 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ (None, None, None, 10) │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ (None, None, None, 16) │         1,456 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ (None, None, None, 16) │            16 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ (None, None, None, 32) │         4,640 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ (None, None, None, 32) │            32 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4-1 (Conv2D)                │ (None, None, None, 4)  │           132 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4-2 (Conv2D)                │ (None, None, None, 2)  │            66 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
+       "
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It can be loaded with `joblib`." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e2f87908-6030-4d15-8b2c-958eb14a9224", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib\n", + "\n", + "pnet_weights = joblib.load(\"../mtcnn/assets/weights/pnet.lz4\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "0d971b38-2bbc-4f02-b512-329fd57c43ff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "13" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(pnet_weights)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "69ba99a3-efe9-4792-a968-15e5d73e4457", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(3, 3, 3, 10),\n", + " (10,),\n", + " (1, 1, 10),\n", + " (3, 3, 10, 16),\n", + " (16,),\n", + " (1, 1, 16),\n", + " (3, 3, 16, 32),\n", + " (32,),\n", + " (1, 1, 32),\n", + " (1, 1, 32, 4),\n", + " (4,),\n", + " (1, 1, 32, 2),\n", + " (2,)]" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[w.shape for w in pnet_weights]" + ] + }, + { + "cell_type": "markdown", + "id": "533da567-99e6-4c0b-beab-93a58c6d0e4c", + "metadata": {}, + "source": [ + "Further stage ablation can be performed by looking at `mtcnn/stages/stage_pnet.py`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3fb18783-1d83-4544-9c94-b3807be4b12b", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/notebooks-docs/rnet_ablation.ipynb b/docs/notebooks-docs/rnet_ablation.ipynb new file mode 100644 index 0000000..226b08f --- /dev/null +++ b/docs/notebooks-docs/rnet_ablation.ipynb @@ -0,0 +1,465 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "78ccfbad-54da-4945-b4a3-45b0eb9fc364", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"..\")" + ] + }, + { + "cell_type": "markdown", + "id": "ef4362f8-1bbb-46c5-b5f7-b5186b392051", + "metadata": {}, + "source": [ + "# MTCNN RNet\n", + "\n", + "This notebook demonstrates the RNet architecture and its corresponding weights.\n", + "\n", + "RNet is a convolutional neural network (CNN) with fully connected layers (FC) used in the second stage of MTCNN. This network refines the bounding box proposals generated by the previous PNet stage. It produces two outputs:\n", + "\n", + "* Regression of the bounding box coordinates to further refine the initial proposals.\n", + "* Classification of the proposals into two categories: no-face or face.\n", + "\n", + "The outputs are generated for each bounding box proposal, refining the results from the previous stage. \n", + "While RNet has the same functionality as PNet, it processes each proposal individually, with a fixed-size input, using the crops from the output of the previous stage as input.\n", + "\n", + "In the following sections, we will run the MTCNN model, focusing solely on the RNet stage. We will examine the intermediate inputs, observe the output shapes, and visualize the results." + ] + }, + { + "cell_type": "markdown", + "id": "b43678c3-225a-4f03-84c4-130c4c62a2bb", + "metadata": {}, + "source": [ + "## MTCNN on RNet Stage\n", + "\n", + "MTCNN can be configured to run up to the second stage, which will provide the direct output of the RNet stage." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3431815e-6a07-4a8b-8a2d-d454d4a3a4b9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:09:03.399323: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-10-02 19:09:03.409085: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-10-02 19:09:03.421049: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-10-02 19:09:03.424652: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-10-02 19:09:03.433483: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-10-02 19:09:04.112111: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn import MTCNN\n", + "from mtcnn.utils.images import load_image\n", + "from mtcnn.stages import StagePNet, StageRNet" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8f9b8423-64ec-4f23-91f7-9dcd85e85682", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:09:04.860887: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 1044 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-10-02 19:09:04.861271: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7363 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + } + ], + "source": [ + "image = load_image(\"../resources/ivan.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "85710efe-fac4-472f-91b7-dceb211d9965", + "metadata": {}, + "outputs": [], + "source": [ + "mtcnn = MTCNN(stages=[StagePNet, StageRNet], device=\"CPU:0\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1516fdd4-794e-4e81-bcdd-6be6a45cb570", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 614 ms, sys: 163 ms, total: 776 ms\n", + "Wall time: 415 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "result = mtcnn.detect_faces(image, postprocess=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "57c31ee3-ef28-4010-a903-38173ac9364a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'box': [269, 92, 67, 67], 'confidence': 0.9900748133659363},\n", + " {'box': [478, 280, 60, 60], 'confidence': 0.9535849094390869},\n", + " {'box': [100, 407, 42, 42], 'confidence': 0.9220193028450012},\n", + " {'box': [9, 72, 30, 30], 'confidence': 0.9089504480361938},\n", + " {'box': [486, 205, 61, 61], 'confidence': 0.8844603896141052},\n", + " {'box': [7, 71, 43, 43], 'confidence': 0.8773281574249268},\n", + " {'box': [187, 119, 32, 32], 'confidence': 0.7967076897621155},\n", + " {'box': [305, 181, 48, 48], 'confidence': 0.7636563181877136},\n", + " {'box': [279, 104, 50, 50], 'confidence': 0.7341133952140808},\n", + " {'box': [176, 134, 58, 58], 'confidence': 0.7229615449905396}]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1e361a8b-ea17-41b3-950b-8a30c89040db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from mtcnn.utils.plotting import plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.imshow(plot(image, result))" + ] + }, + { + "cell_type": "markdown", + "id": "820648d8-bc52-44c4-9000-12ebef684ffc", + "metadata": {}, + "source": [ + "As can be seen, the RNet is refining proposals by discarding those that do not match the thresholds, and adjusting those that matched." + ] + }, + { + "cell_type": "markdown", + "id": "b2f0227a-4437-4e07-8661-9239ae88988d", + "metadata": {}, + "source": [ + "### Accessing RNet's model\n", + "\n", + "The network can be accessed by instantiating StageRNet and reading the attribute `model`, which is a TensorFlow model." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "85692cac-f01a-4e51-812d-6697c4b4eb95", + "metadata": {}, + "outputs": [], + "source": [ + "stage = StageRNet()\n", + "model = stage.model" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b5b0d71f-c4f4-4df2-89dd-66091cd3f9fc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"r_net_1\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"r_net_1\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ (None, 22, 22, 28)     │           784 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu1 (PReLU)                  │ (None, 22, 22, 28)     │            28 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ (None, 11, 11, 28)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ (None, 9, 9, 48)       │        12,144 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ (None, 9, 9, 48)       │            48 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling2 (MaxPooling2D)      │ (None, 4, 4, 48)       │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ (None, 3, 3, 64)       │        12,352 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ (None, 3, 3, 64)       │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ permute (Permute)               │ (None, 3, 3, 64)       │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ flatten3 (Flatten)              │ (None, 576)            │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc4 (Dense)                     │ (None, 128)            │        73,856 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu4 (PReLU)                  │ (None, 128)            │           128 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc5-1 (Dense)                   │ (None, 4)              │           516 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc5-2 (Dense)                   │ (None, 2)              │           258 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
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It can be loaded with `joblib`." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "cfe6688e-1bc8-46ad-920a-7c338419e4a2", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib\n", + "\n", + "rnet_weights = joblib.load(\"../mtcnn/assets/weights/rnet.lz4\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "79400bef-8b41-481a-b375-3179732f8263", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "16" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(rnet_weights)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "27d8782a-4dfd-4bde-8006-51b9124fda9e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(3, 3, 3, 28),\n", + " (28,),\n", + " (1, 1, 28),\n", + " (3, 3, 28, 48),\n", + " (48,),\n", + " (1, 1, 48),\n", + " (2, 2, 48, 64),\n", + " (64,),\n", + " (1, 1, 64),\n", + " (576, 128),\n", + " (128,),\n", + " (128,),\n", + " (128, 4),\n", + " (4,),\n", + " (128, 2),\n", + " (2,)]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[w.shape for w in rnet_weights]" + ] + }, + { + "cell_type": "markdown", + "id": "14a82ac3-d289-4cbb-9cc4-58603dc6c543", + "metadata": {}, + "source": [ + "Further stage ablation can be performed by looking at `mtcnn/stages/stage_rnet.py`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f96a7b5-f738-4b04-afcc-025129b14ca0", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/references.md b/docs/references.md new file mode 100644 index 0000000..9cd40b6 --- /dev/null +++ b/docs/references.md @@ -0,0 +1,58 @@ +# References + +This document provides a detailed list of references, including the original research papers and projects that served as the foundation for this MTCNN implementation. Additionally, it includes information on how to properly cite this work if used in your research or projects. + +## Citation + +If you use this library in your research or projects, please consider citing the original paper where the MTCNN model was introduced. This paper presents the Joint Face Detection and Alignment using Multitask Cascaded Convolutional Networks, a groundbreaking approach for face detection and landmark alignment. + +### Original Paper: + +- **Authors**: K. Zhang, Z. Zhang, Z. Li, and Y. Qiao +- **Journal**: IEEE Signal Processing Letters +- **Title**: Joint Face Detection and Alignment Using Multitask Cascaded Convolutional Networks +- **Year**: 2016 +- **Volume**: 23 +- **Number**: 10 +- **Pages**: 1499-1503 +- **Keywords**: Benchmark testing, Computer architecture, Convolution, Detectors, Face, Face detection, Training, Cascaded convolutional neural network (CNN), Face alignment +- **DOI**: [10.1109/LSP.2016.2603342](https://doi.org/10.1109/LSP.2016.2603342) + +```bibtex +@article{7553523, + author={K. Zhang and Z. Zhang and Z. Li and Y. Qiao}, + journal={IEEE Signal Processing Letters}, + title={Joint Face Detection and Alignment Using Multitask Cascaded Convolutional Networks}, + year={2016}, + volume={23}, + number={10}, + pages={1499-1503}, + keywords={Benchmark testing;Computer architecture;Convolution;Detectors;Face;Face detection;Training;Cascaded convolutional neural network (CNN);face alignment;face detection}, + doi={10.1109/LSP.2016.2603342}, + ISSN={1070-9908}, + month={Oct} +} +``` + +### Abstract of the Original Paper: +The paper presents a multitask cascaded convolutional network (MTCNN) for joint face detection and alignment. This method integrates the detection and alignment process into a unified architecture, which significantly enhances the accuracy and speed of facial landmark localization. The system uses a three-stage network to predict face locations and landmarks iteratively, improving the results progressively across each stage. + +## Original MTCNN Repository + +This library is based on the original implementation by Kaipeng Zhang, who made the pretrained networks and the code available for the research community. If you are using the models or weights provided in this library, you may also consider citing the original GitHub repository: + +- **[Original MTCNN Implementation by Kaipeng Zhang](https://github.com/kpzhang93/MTCNN_face_detection_alignment/tree/master/code)** + +This repository includes the source code, pre-trained weights, and additional information related to the original MTCNN framework, all released under the MIT license. + +## Related Work + +This project also draws inspiration from the **FaceNet's MTCNN implementation** by David Sandberg. This implementation is part of a larger face recognition framework called FaceNet, which uses the MTCNN architecture to handle the task of face alignment prior to recognition. You may also want to refer to this project if you are using concepts from this work: + +- **[Facenet's MTCNN implementation](https://github.com/davidsandberg/facenet/tree/master/src/align)** + + +## About this project + +The code for this project was created to standardize face detection and provide an easy-to-use framework that helps the research community push the boundaries of AI knowledge. Learn more about the author of this code on [Iván de Paz Centeno's website](https://ipazc.com) + diff --git a/docs/stages.md b/docs/stages.md new file mode 100644 index 0000000..83f05f2 --- /dev/null +++ b/docs/stages.md @@ -0,0 +1,121 @@ +## Networks and Stages in MTCNN + +MTCNN (Multitask Cascaded Convolutional Networks) is a powerful framework for face detection and alignment, built around three main networks: **PNet**, **RNet**, and **ONet**. These networks are organized into distinct *stages*, each refining the output of the previous one. Together, they enable MTCNN to achieve high accuracy in face detection and landmark alignment. + +### Overview of Stages and Networks + +The MTCNN pipeline consists of three stages: + +- **Stage 1 (PNet)**: The Proposal Network stage, where initial candidate face regions are generated. +- **Stage 2 (RNet)**: The Refinement Network stage, where these proposals are refined and filtered. +- **Stage 3 (ONet)**: The Output Network stage, where the final bounding boxes and facial landmarks are predicted. + +Each stage includes the following key operations: + +1. **Image pyramid scaling** (in Stage 1 only). +2. **Face detection and bounding box regression**. +3. **Non-Maximum Suppression (NMS)** with thresholds to filter out overlapping and low-confidence boxes. +4. **Landmark regression** (in Stage 3). + +Now, let’s break down each stage and its corresponding network. + +--- + +### 1. Stage 1: PNet and Image Pyramid Construction + +#### Function of Stage 1 + +The first stage of MTCNN uses the **Proposal Network (PNet)** to scan the image at multiple scales. Since faces can appear at different sizes, the input image is **scaled down progressively** to create an *image pyramid*. This allows PNet to detect faces at various sizes across the image. + +At each scale, PNet slides over the image and generates **bounding box proposals** for regions that might contain faces. These proposals include: + +- **Bounding Box Regressions**: Initial estimates for the bounding boxes. +- **Face/Non-Face Classification**: A score indicating whether a region contains a face or not. + +#### Image Pyramid and Proposal Generation + +1. **Image Pyramid Construction**: The input image is scaled down multiple times, forming an image pyramid. Each scale produces a resized image, and the smallest scale ensures that even small faces are detected. + +2. **PNet Processing**: For each scaled image, PNet scans regions using a sliding window, proposing candidate face regions and outputting bounding boxes and confidence scores. + +3. **Scale-Specific NMS**: For each scale, PNet outputs a set of candidate regions. These are processed with **Non-Maximum Suppression (NMS)** to remove overlapping boxes that likely represent the same face. A **threshold** controls how aggressive the NMS is at filtering boxes. + +4. **Aggregate Proposals Across Scales**: The candidate boxes from all scales are combined into a single list. NMS is applied again to merge overlapping detections across scales, ensuring that only the best bounding boxes remain. + +#### Strengths of PNet +- The image pyramid ensures detection of faces at multiple scales. +- PNet is fast and efficient, generating many face proposals in a short amount of time. + +```text +Input Image -> Image Pyramid -> PNet -> Scale-specific NMS -> Combined Proposals -> Final NMS +``` + +--- + +### 2. Stage 2: RNet (Refinement Network) + +#### Function of Stage 2 + +After the proposals from PNet are filtered through NMS, they are passed to the **Refinement Network (RNet)**. The purpose of RNet is to further refine these bounding boxes, rejecting **false positives** and improving the precision of the face regions. Like PNet, RNet performs: + +- **Bounding Box Regression**: Adjusts the bounding boxes to better fit the faces. +- **Face/Non-Face Classification**: Classifies whether each region contains a face or not. + +#### Key Operations in RNet + +1. **Input from PNet**: The refined proposals from PNet are cropped from the original image and resized to a standard size before being fed into RNet. + +2. **Bounding Box Refinement**: RNet processes these regions and further refines the bounding box coordinates, producing a more accurate estimate of where the face is located. + +3. **Face Classification and NMS**: RNet classifies each region as face or non-face and applies another round of **NMS** to filter out overlapping or low-confidence detections. This stage also has a specific **NMS threshold**, which controls how strictly overlapping boxes are filtered. + +#### Strengths of RNet +- RNet provides more accurate bounding box predictions and reduces false positives. +- The additional round of NMS refines the proposals from PNet, resulting in better precision. + +```text +Refined Proposals -> RNet -> Bounding Box Refinement -> NMS -> Refined Detections +``` + +--- + +### 3. Stage 3: ONet (Output Network) + +#### Function of Stage 3 + +In the final stage, the **Output Network (ONet)** refines the bounding boxes even further and detects **five facial landmarks** (eyes, nose, and mouth corners). ONet provides three outputs: + +- **Bounding Box Regression**: Final adjustments to the bounding boxes. +- **Face/Non-Face Classification**: Classifies whether a region contains a face or not. +- **Landmark Regression**: Predicts the positions of five facial landmarks for each face. + +#### Key Operations in ONet + +1. **Input from RNet**: The refined regions from RNet are again cropped and resized to the appropriate input size for ONet. + +2. **Final Bounding Box Refinement**: ONet produces the final adjustments to the bounding boxes, ensuring maximum accuracy in detecting the face regions. + +3. **Facial Landmark Detection**: In addition to bounding boxes, ONet predicts the coordinates of five key landmarks (left eye, right eye, nose, left mouth corner, right mouth corner). + +4. **NMS with Landmark Consideration**: The final round of **NMS** is applied, but this time the landmark predictions are also taken into account when merging overlapping boxes. The NMS threshold is tuned to preserve the best bounding boxes and corresponding landmarks. + +#### Strengths of ONet +- ONet provides highly accurate face detection results, as well as landmark predictions that are essential for facial alignment tasks. +- The final NMS ensures that the best bounding boxes and landmarks are kept while filtering redundant detections. + +```text +Final Proposals -> ONet -> Bounding Box Refinement -> Landmark Detection -> NMS -> Final Bounding Boxes + Landmarks +``` + +--- + +### Thresholds and Non-Maximum Suppression (NMS) + +Throughout the MTCNN pipeline, **Non-Maximum Suppression (NMS)** is a key operation used to filter overlapping bounding boxes. Each stage of the network applies NMS after detecting face proposals. NMS removes redundant boxes by keeping only the box with the highest confidence score when there are multiple overlapping boxes representing the same face. + +At each stage, a **threshold** is applied to control how aggressively NMS filters the proposals: + +- **PNet NMS Threshold**: This threshold is more lenient to keep as many proposals as possible in the early stage. +- **RNet NMS Threshold**: A stricter threshold is used to discard false positives and refine the bounding boxes. +- **ONet NMS Threshold**: The strictest threshold is used to produce the final high-confidence detections. + diff --git a/docs/training.md b/docs/training.md new file mode 100644 index 0000000..3b09e8f --- /dev/null +++ b/docs/training.md @@ -0,0 +1,349 @@ +## Training MTCNN Networks: PNet, RNet, ONet + +MTCNN consists of three convolutional neural networks: **PNet**, **RNet**, and **ONet**, each responsible for different stages of face detection and landmark prediction. In this guide, we will explain the following: + +- The architecture of each model (PNet, RNet, ONet). +- How to generate a dataset to train each network. +- The process for training the networks. +- How to save and load the trained weights. + +### 1. Model Architectures + +The three networks that make up MTCNN are progressively more complex, each building upon the output of the previous network. Below are the detailed architectures for PNet, RNet, and ONet. + +#### PNet (Proposal Network) +PNet is responsible for generating initial face region proposals. It works by sliding over an image and outputting bounding boxes and a face/non-face classification score. + +``` +Model: "p_net_1" +┏━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓ +┃ Layer (type) ┃ Output Shape ┃ Param # ┃ +┡━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩ +│ conv1 (Conv2D) │ (None, None, None, 10) │ 280 │ +│ prelu1 (PReLU) │ (None, None, None, 10) │ 10 │ +│ maxpooling1 (MaxPooling)│ (None, None, None, 10) │ 0 │ +│ conv2 (Conv2D) │ (None, None, None, 16) │ 1,456 │ +│ prelu2 (PReLU) │ (None, None, None, 16) │ 16 │ +│ conv3 (Conv2D) │ (None, None, None, 32) │ 4,640 │ +│ prelu3 (PReLU) │ (None, None, None, 32) │ 32 │ +│ conv4-1 (Conv2D) │ (None, None, None, 4) │ 132 │ +│ conv4-2 (Conv2D) │ (None, None, None, 2) │ 66 │ +└─────────────────────────┴─────────────────────────┴───────────────┘ +Total params: 6,632 +``` + +The tensorflow model can be directly loaded with: + +```python +from mtcnn.network import PNet +import tensorflow as tf + +inp_layer = tf.keras.layers.Input((None, None, 3)) +out_layer = PNet()(inp_layer) +pnet = tf.keras.models.Model(inp_layer, out_layer) +``` + +#### RNet (Refinement Network) +RNet refines the face proposals generated by PNet and rejects false positives. It also outputs refined bounding boxes and face/non-face classification scores. + +``` +Model: "r_net_1" +┏━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓ +┃ Layer (type) ┃ Output Shape ┃ Param # ┃ +┡━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩ +│ conv1 (Conv2D) │ (None, 22, 22, 28) │ 784 │ +│ prelu1 (PReLU) │ (None, 22, 22, 28) │ 28 │ +│ maxpooling1 (MaxPooling)│ (None, 11, 11, 28) │ 0 │ +│ conv2 (Conv2D) │ (None, 9, 9, 48) │ 12,144 │ +│ prelu2 (PReLU) │ (None, 9, 9, 48) │ 48 │ +│ maxpooling2 (MaxPooling)│ (None, 4, 4, 48) │ 0 │ +│ conv3 (Conv2D) │ (None, 3, 3, 64) │ 12,352 │ +│ prelu3 (PReLU) │ (None, 3, 3, 64) │ 64 │ +│ flatten3 (Flatten) │ (None, 576) │ 0 │ +│ fc4 (Dense) │ (None, 128) │ 73,856 │ +│ prelu4 (PReLU) │ (None, 128) │ 128 │ +│ fc5-1 (Dense) │ (None, 4) │ 516 │ +│ fc5-2 (Dense) │ (None, 2) │ 258 │ +└─────────────────────────┴─────────────────────────┴───────────────┘ +Total params: 100,178 +``` + +The tensorflow model can be directly loaded with: + +```python +from mtcnn.network import RNet +import tensorflow as tf + +inp_layer = tf.keras.layers.Input((24, 24, 3)) +out_layer = RNet()(inp_layer) +rnet = tf.keras.models.Model(inp_layer, out_layer) +``` + + +#### ONet (Output Network) +ONet is the final stage, responsible for providing the most precise bounding boxes and detecting facial landmarks. + +``` +Model: "o_net_1" +┏━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓ +┃ Layer (type) ┃ Output Shape ┃ Param # ┃ +┡━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩ +│ conv1 (Conv2D) │ (None, 46, 46, 32) │ 896 │ +│ prelu1 (PReLU) │ (None, 46, 46, 32) │ 32 │ +│ maxpooling1 (MaxPooling)│ (None, 23, 23, 32) │ 0 │ +│ conv2 (Conv2D) │ (None, 21, 21, 64) │ 18,496 │ +│ prelu2 (PReLU) │ (None, 21, 21, 64) │ 64 │ +│ conv3 (Conv2D) │ (None, 8, 8, 64) │ 36,928 │ +│ flatten4 (Flatten) │ (None, 1152) │ 0 │ +│ fc5 (Dense) │ (None, 256) │ 295,168 │ +│ prelu5 (PReLU) │ (None, 256) │ 256 │ +│ fc6-1 (Dense) │ (None, 4) │ 1,028 │ +│ fc6-2 (Dense) │ (None, 10) │ 2,570 │ +│ fc6-3 (Dense) │ (None, 2) │ 514 │ +└─────────────────────────┴─────────────────────────┴───────────────┘ +Total params: 389,040 +``` + +The tensorflow model can be directly loaded with: + +```python +from mtcnn.network import ONet +import tensorflow as tf + +inp_layer = tf.keras.layers.Input((48, 48, 3)) +out_layer = ONet()(inp_layer) +onet = tf.keras.models.Model(inp_layer, out_layer) +``` + + +#### Feeding the networks + +You can try to feed the networks with random inputs and check the result tensor shapes: + +```python +>>> import numpy as np + +>>> # PNET +>>> dummy_input = np.random.randn(1, 100, 100, 3) # batch of 1 image with 100x100 pixels and 3 channels +>>> result = onet(dummy_input) +>>> print(result[0].shape) # BBOX regression +(1, 45, 45, 4) +>>> print(result[1].shape) # Face classification +(1, 45, 45, 2) + +# RNET +>>> dummy_input = np.random.randn(10, 24, 24, 3) # batch of 10 images with 24x24 pixels and 3 channels (crops, fixed-size) +>>> result = rnet(dummy_input)) +>>> print(result[0].shape) # BBOX regression +(10, 4) +>>> print(result[1].shape) # Face classification +(10, 2) + +# ONET +dummy_input = np.random.randn(10, 48, 48, 3) # batch of 10 images with 48x48 pixels and 3 channels (crops, fixed-size) +result = onet(np.random.randn(10, 48, 48, 3)) +print(result[0].shape) # BBOX regression +(10, 4) +print(result[1].shape) # Landmarks regression +(10, 10) +print(result[2].shape) # Face classification +(10, 2) +``` + + +--- + +### 2. Preparing the Dataset for Training + +Each network in MTCNN (PNet, RNet, ONet) requires specific formats for the input and output data. Below, we describe how to structure the dataset for each network, including the expected shapes for the bounding boxes, classifications, and facial landmarks. Additionally, we explain the preprocessing steps required to prepare images for each network. + +#### Input and Output Formats + +- **Bounding Boxes**: + + - Format: `(x1, y1, x2, y2)` + - `x1, y1`: Coordinates of the top-left corner of the bounding box. + - `x2, y2`: Coordinates of the bottom-right corner of the bounding box. + + - Shape: For each image, the output bounding boxes are structured as a 4-element array `[x1, y1, x2, y2]`. Hence, expected result is a vector of shape (batch_size, 4) + +2. **Classifications**: + - MTCNN uses a **multiclass classification** output with 2 categories: + - `0`: Non-face region. + - `1`: Face region. + - The classification is encoded as a **one-hot vector** of two categories: + - For non-face: `[1, 0]`. + - For face: `[0, 1]`. + - Shape: For each image, the classification is a 2-element array, `[non-face, face]`. Hence, expected result is a one-hot-vector of shape (batch_size, 2) + +3. **Landmarks** (for ONet only): + - Format: `5` landmarks, where each landmark has two coordinates `(x, y)`. The order is: + 1. Left eye. + 2. Right eye. + 3. Nose. + 4. Left mouth corner. + 5. Right mouth corner. + + - The predicted landmarks are structured as two consecutive arrays: first the `x` coordinates, then the `y` coordinates. + - Example: `[x_left_eye, x_right_eye, x_nose, x_mouth_left, x_mouth_right, y_left_eye, y_right_eye, y_nose, y_mouth_left, y_mouth_right]` + + - Shape: A 10-element array for each image. Hence, expected result is vector of shape (batch_size, 10) + +--- + +### 3. Dataset Preparation for Each Network + +Since each network (PNet, RNet, ONet) performs progressively more refined tasks, the dataset and preprocessing required differ for each stage. Below is the dataset preparation workflow for each network. + +#### A. PNet (Proposal Network) + +**Task**: Generate initial face region proposals from multiple image scales. + +**Input**: + +- **Images**: Input images are resized to multiple scales (image pyramid) to detect faces of various sizes. +- **Labels**: + - **Bounding Boxes**: For each image, annotate face regions with bounding boxes in the format `[x1, y1, x2, y2]`. + - **Classifications**: For each bounding box, generate one-hot encoded labels `[non-face, face]`. + +**Output**: + +- PNet outputs: + - **Bounding Box Regression**: The predicted bounding boxes for face regions. + - **Classifications**: Whether a region contains a face (one-hot encoding). + +**Preprocessing**: + +1. **Image Pyramid**: Scale each image to multiple resolutions (typically downsampled by a factor of 0.709) to create an image pyramid. +2. **Sliding Window Detection**: For each scale, PNet slides a window over the image, generating bounding boxes and classifications. +3. **Dataset**: + - Prepare multiple scales of each image. + - Annotate each scale with the corresponding bounding boxes and classifications. + +**Training**: + +- Input: Image scales. +- Output: Bounding boxes and face/non-face classifications. +- The network learns to propose candidate face regions from different scales of the input image. + +--- + +#### B. RNet (Refinement Network) + +**Task**: Refine the bounding box proposals from PNet and reject false positives. + +**Input**: + +- **Cropped Face Proposals**: After PNet generates bounding boxes, use them to crop the face regions from the original images. +- **Labels**: + + - **Refined Bounding Boxes**: Provide corrections for the bounding boxes proposed by PNet. This involves calculating the difference between the proposed bounding box and the ground truth bounding box in the format `[x1, y1, x2, y2]`. + - **Classifications**: One-hot encoded labels `[non-face, face]` for each proposed region. + +**Output**: + +- RNet outputs: + + - **Refined Bounding Boxes**: The improved coordinates of the face regions. + - **Classifications**: Whether the refined region contains a face (one-hot encoding). + +**Preprocessing**: + +1. **Cropped Face Regions**: Use the bounding box proposals from PNet to crop the face regions from the original image. +2. **Scale and Align**: Resize the cropped regions to the required input size for RNet. +3. **Bounding Box Regression**: For each cropped face, calculate the adjustment needed to align the PNet bounding box with the ground truth bounding box. +4. **Dataset**: + + - For each cropped region, provide the bounding box adjustments and the one-hot encoded face/non-face label. + +**Training**: + +- Input: Cropped face proposals (resized to the input size of RNet). +- Output: Refined bounding boxes and face classifications. + +--- + +#### C. ONet (Output Network) + +**Task**: Further refine bounding boxes and predict facial landmarks. + +**Input**: + +- **Cropped Face Proposals**: Similar to RNet, but the crops are passed from RNet’s refined bounding boxes. +- **Labels**: + - **Final Bounding Boxes**: Provide final bounding box corrections based on the ground truth in the format `[x1, y1, x2, y2]`. + - **Landmarks**: For each face region, provide the coordinates of the 5 landmarks (left eye, right eye, nose, left mouth corner, right mouth corner) in the format `[x_left_eye, x_right_eye, x_nose, x_mouth_left, x_mouth_right, y_left_eye, y_right_eye, y_nose, y_mouth_left, y_mouth_right]`. + - **Classifications**: One-hot encoded labels `[non-face, face]` for each proposed region. + +**Output**: + +- ONet outputs: + + - **Final Bounding Boxes**: The precise coordinates of the face regions. + - **Landmarks**: The `(x, y)` coordinates for the 5 key facial landmarks. + - **Classifications**: Whether the region contains a face (one-hot encoding). + +**Preprocessing**: + +1. **Cropped Face Regions**: Use RNet’s output to crop the face regions from the original image. +2. **Scale and Align**: Resize the cropped regions to ONet’s input size. +3. **Bounding Box Regression**: For each cropped face, calculate the adjustment needed for the bounding box. +4. **Landmark Annotation**: Provide the coordinates for the 5 key facial landmarks. +5. **Dataset**: + - Each image must have final bounding box adjustments, face classifications, and landmark annotations. + +**Training**: + +- Input: Cropped face regions. +- Output: Final bounding boxes, face classifications, and landmarks. + +--- + +### 4. Training Process + +Once the dataset is prepared, the training process involves: + +1. **Loading the Dataset**: Use the prepared dataset (images, bounding boxes, classifications, and landmarks). +2. **Model Compilation**: Each network is compiled with appropriate loss functions: + - **Bounding Box Loss**: Mean squared error (MSE) or smooth L1 loss for bounding box regression. + - **Classification Loss**: Categorical cross-entropy for face/non-face classification. + - **Landmark Loss** (for ONet): Mean squared error for landmark regression. +3. **Training**: Call `.fit()` on the model, passing the input data and the corresponding outputs. + +--- + +### 5. Saving and Loading Weights + +After training, you should save the model weights in a compressed format using `joblib` with LZ4 compression. Here’s how you can do it: + +```python +import joblib + +# Saving the weights +joblib.dump(pnet.get_weights(), "pnet.lz4", compress=("lz4", 1)) +joblib.dump(rnet.get_weights(), "rnet.lz4", compress=("lz4", 1)) +joblib.dump(onet.get_weights(), "onet.lz4", compress=("lz4", 1)) +``` + +To load the weights into the models: + +```python +from mtcnn.stages import StagePNet, StageRNet, StageONet + +stage_pnet = StagePNet(weights="pnet.lz4") +stage_rnet = StageRNet(weights="rnet.lz4") +stage_onet = StageONet(weights="onet.lz4") + +from mtcnn import MTCNN + +mtcnn = MTCNN(stages=[stage_pnet, stage_rnet, stage_onet]) +``` + +--- + +### Conclusion + +This guide covers the preparation of datasets, the specific formats required for each network, and the training process for PNet, RNet, and ONet. Each network performs progressively refined tasks, requiring different preprocessing steps and annotations. By following this guide, +you can train MTCNN models on your custom datasets and use them for +accurate face detection and landmark prediction. + diff --git a/docs/usage.md b/docs/usage.md new file mode 100644 index 0000000..e676baf --- /dev/null +++ b/docs/usage.md @@ -0,0 +1,105 @@ +## Usage Guide for MTCNN + +This guide demonstrates how to use the MTCNN package for face detection and facial landmark recognition, along with image plotting for visualization. In this example, we will: + +- Load an image. +- Detect faces and landmarks using the MTCNN detector. +- Plot the results, including bounding boxes and facial landmarks. + +### 1. Importing Required Modules + +To begin, we need to import the MTCNN detector, image loading utility, and plotting functionality: + +```python +from mtcnn import MTCNN +from mtcnn.utils.images import load_image +from mtcnn.utils.plotting import plot +import matplotlib.pyplot as plt +``` + +### 2. Loading an Image + +We load an image from a file using the `load_image` utility function. In this example, the image is located in the `resources` directory: + +```python +image = load_image("../resources/ivan.jpg") +``` + +This will load the image as a tensor, ready to be processed by the MTCNN detector. + +### 3. Initializing the MTCNN Detector + +Next, we initialize the MTCNN detector. You can specify the device where the models should be loaded. In this case, we are loading the models on the CPU: + +```python +mtcnn = MTCNN(device="CPU:0") +``` + +### 4. Detecting Faces + +Once the image is loaded and the detector is initialized, we can detect faces in the image. The `detect_faces` method returns a list of dictionaries, each containing the bounding box, facial landmarks, and confidence score for each detected face. + +```python +result = mtcnn.detect_faces(image) +``` + +The `result` will contain the bounding box and facial landmarks for each detected face, similar to the following format: + +```json +[ + { + "box": [277, 90, 48, 63], + "keypoints": { + "nose": (303, 131), + "mouth_right": (313, 141), + "right_eye": (314, 114), + "left_eye": (291, 117), + "mouth_left": (296, 143) + }, + "confidence": 0.9985 + } +] +``` + +### 5. Plotting the Results + +To visualize the results, including the bounding boxes and facial landmarks, we can use the `plot` function from `mtcnn.utils.plotting`, which overlays the detection results on the original image. We then display the image using `matplotlib`: + +```python +plt.imshow(plot(image, result)) +plt.show() +``` + +This will display the image with the detected faces, drawing bounding boxes and marking the facial landmarks. + +### Full Example Code + +Here’s the full code for loading an image, detecting faces, and plotting the results: + +```python +from mtcnn import MTCNN +from mtcnn.utils.images import load_image +from mtcnn.utils.plotting import plot +import matplotlib.pyplot as plt + +# Load the image +image = load_image("../resources/ivan.jpg") + +# Initialize MTCNN detector +mtcnn = MTCNN(device="CPU:0") + +# Detect faces and landmarks +result = mtcnn.detect_faces(image, threshold_onet=0.85) + +# Plot the results +plt.imshow(plot(image, result)) +plt.show() +``` +![Detection result](images/ivan_detection.png) + + +### Conclusion + +In this example, we have successfully loaded an image, detected faces and their landmarks using MTCNN, and visualized the results with bounding boxes and keypoints. MTCNN provides a simple and efficient interface for multitask face detection and alignment, with easy-to-use utilities for image processing and result visualization. + +For further customization, you can explore additional options such as adjusting detection thresholds or using different devices (e.g., GPU) for faster processing. diff --git a/docs/usage_advanced.md b/docs/usage_advanced.md new file mode 100644 index 0000000..4ddf316 --- /dev/null +++ b/docs/usage_advanced.md @@ -0,0 +1,147 @@ +## Advanced Usage: Batch Processing with MTCNN + +MTCNN supports batch processing, allowing you to detect faces in multiple images at once. This feature is especially useful for speeding up detection when processing a large number of images. In batch mode, MTCNN handles the padding and justification of smaller images internally, allowing the user to input a list of images directly or load them from URIs. + +### Key Differences in Batch Processing + +1. **Image Loading and Padding**: Images are passed as a list and then internally padded by MTCNN to match the size of the largest image in the batch. By default, smaller images are **centered** within the padded tensor, but this behavior can be customized using the `batch_stack_justification` parameter. +2. **Batching Across Scales**: When processing multiple images, MTCNN applies the same set of scales across all images in the batch. For example, if there are 10 images and 5 scales, MTCNN processes 10 images at a time for each scale. +3. **NMS and Postprocessing**: Non-Maximum Suppression (NMS) operates on each batch of images independently, filtering overlapping and low-confidence detections per image. Postprocessing ensures that bounding boxes are correctly adjusted to account for the padding added during tensor construction. + +### Workflow Overview + +1. Load a batch of images using `load_images_batch` or pass a list of image URIs directly to MTCNN. +2. MTCNN automatically standardizes the images by padding them and applying justification. +3. The detector processes each batch of images through the three stages (PNet, RNet, ONet) while applying NMS after each stage. +4. The final results include face detections and landmarks for all images in the batch, with postprocessing to adjust bounding box coordinates for padding. + +### Example: Detecting Faces in a Batch of Images + +In this example, we will: + +- Load a batch of images from disk. +- Detect faces and landmarks across the entire batch using MTCNN. +- Plot the results for each image in the batch. + +#### 1. Importing Required Modules + +First, import the necessary functions for loading images in batches, initializing the detector, and plotting the results: + +```python +from mtcnn import MTCNN +from mtcnn.utils.images import load_images_batch +from mtcnn.utils.plotting import plot +import matplotlib.pyplot as plt +``` + +#### 2. Loading a Batch of Images + +You can load multiple images into a list using `load_images_batch`. This function simply reads and returns the images without padding or standardizing them: + +```python +image_paths = ["../resources/image1.jpg", "../resources/image2.jpg", "../resources/image3.jpg"] +images = load_images_batch(image_paths) +``` + +At this point, `images` is just a list of loaded image tensors, with no padding or justification applied. + +#### 3. Initializing the MTCNN Detector + +As in single image processing, we initialize the MTCNN detector. The detector will automatically handle batch processing if you pass a list of images: + +```python +mtcnn = MTCNN(device="CPU:0") +``` + +You can specify `"GPU:0"` or another device if you want to leverage GPU acceleration. + +#### 4. Detecting Faces in Batch Mode + +The `detect_faces` method supports batch input and performs all necessary padding and justification internally. You can control how smaller images are aligned within the padded tensor using the `batch_stack_justification` parameter. The default is `"center"`, which centers smaller images within the padded tensor. + +```python +results = mtcnn.detect_faces(images, batch_stack_justification="center") +``` + +MTCNN will: + +- Pad each image to match the size of the largest image in the batch. +- Group images by scale and process them through PNet, RNet, and ONet. +- Apply Non-Maximum Suppression (NMS) after each stage. + +The `results` will be a list where each element corresponds to the detection result of one image in the batch. Each result will contain bounding boxes, landmarks, and confidence scores, as in single-image detection. + +#### 5. Plotting Results for Each Image + +To visualize the detections for each image, you can loop through the results and plot the bounding boxes and landmarks on each image: + +```python +for i, image in enumerate(images): + plt.figure() + plt.imshow(plot(image, results[i])) + plt.title(f"Results for image {i+1}") + plt.show() +``` + +This will display each image with its corresponding detections, including bounding boxes around the faces and landmarks for each facial feature. + +--- + +### Using URIs Instead of Loading Images Manually + +MTCNN also supports passing image URIs directly to the `detect_faces` function, bypassing the need for manual image loading. This method is especially useful when you do not need to manipulate or plot the original image tensors. + +Here’s how you can detect faces by providing image paths or URIs directly to MTCNN: + +```python +image_uris = ["../resources/image1.jpg", "../resources/image2.jpg", "../resources/image3.jpg"] +results = mtcnn.detect_faces(image_uris) +``` + +In this case, MTCNN will automatically load the images from the URIs, standardize them (by padding smaller images), and perform face detection. However, since the original image tensors are not returned, plotting the results using the original images won’t be possible without loading them manually. + +### How Batch Processing Works Internally + +The following steps describe the internal workings of MTCNN during batch processing: + +1. **Padding and Justification**: After loading a list of images, MTCNN pads them internally to match the size of the largest image in the batch. The smaller images are aligned within the tensor according to the `batch_stack_justification` parameter (default is `"center"`). + +2. **Image Scaling (Image Pyramid)**: MTCNN applies a set of scales to each image in the batch, creating a pyramid of resized images. The images are processed in groups by scale, with the same set of scales applied to all images. + +3. **PNet Stage**: For each scale, PNet processes the batch of images, generating bounding box proposals and confidence scores. After this, **Non-Maximum Suppression (NMS)** is applied to each image independently to remove overlapping or low-confidence proposals. + +4. **RNet and ONet Stages**: The bounding boxes from PNet are processed by RNet and then ONet. For each batch of images, the networks refine the proposals and detect facial landmarks. NMS is applied after each stage to refine the results. + +5. **Postprocessing**: After the final stage, MTCNN adjusts the bounding box coordinates to account for the padding applied during tensor creation. This ensures that bounding boxes are accurate relative to the original image dimensions. + +--- + +### Full Batch Processing Code Example + +```python +from mtcnn import MTCNN +from mtcnn.utils.images import load_images_batch +from mtcnn.utils.plotting import plot +import matplotlib.pyplot as plt + +# Load a batch of images +image_paths = ["../resources/image1.jpg", "../resources/image2.jpg", "../resources/image3.jpg"] +images = load_images_batch(image_paths) + +# Initialize MTCNN detector for batch processing +mtcnn = MTCNN(device="CPU:0") + +# Detect faces and landmarks in the batch +results = mtcnn.detect_faces(images, batch_stack_justification="center") + +# Plot results for each image in the batch +for i, image in enumerate(images): + plt.figure() + plt.imshow(plot(image, results[i])) + plt.title(f"Results for image {i+1}") + plt.show() +``` + +### Conclusion + +Batch processing in MTCNN allows you to efficiently detect faces and facial landmarks across multiple images. By passing a list of images or URIs directly to the detector, MTCNN handles padding and justification internally, making the process seamless. This feature is ideal for applications that require large-scale face detection, such as video processing or image batch analysis. diff --git a/docs/usage_params.md b/docs/usage_params.md new file mode 100644 index 0000000..d43be47 --- /dev/null +++ b/docs/usage_params.md @@ -0,0 +1,178 @@ +The `mtcnn.detect_faces()` method in MTCNN provides a powerful and flexible way to detect faces and facial landmarks. While the method is easy to use out of the box, it also offers a variety of parameters that allow you to fine-tune the detection process based on your specific needs. This guide explains each parameter in detail, how they influence the results, and the impact of adjusting them. + +--- + +## Key Parameters + +### `image` (Required) + +This is the primary input to the method. You can provide: + +- A single image. +- A batch of images (as a list). +- URIs or paths to image files. + +The `mtcnn.detect_faces()` method is capable of working with individual images or batches of images, allowing flexible input types. + +### `fit_to_image` (Default: `True`) + +This option ensures that the detected bounding boxes fit within the boundaries of the image. When set to `True`, any bounding box that extends beyond the edges of the image will be adjusted to stay within the visible area. This is useful when faces near the edges of the image are detected. + +**When to adjust**: Set this to `False` if you want to allow detections that might go beyond the image (for example, when faces are partially outside the frame). + +### `limit_boundaries_landmarks` (Default: `False`) + +Similar to `fit_to_image`, but specific to facial landmarks. When enabled, landmarks (like eyes, nose, mouth corners) are adjusted so that they remain within the image boundaries. + +**When to adjust**: If you're working with images where facial features could be near or beyond the edge of the image, set this to `True` to ensure all landmarks stay visible. + +### `box_format` (Default: `"xywh"`) + +Determines the format of the bounding boxes in the output. You can choose between: + +- `"xywh"`: `[X1, Y1, width, height]`, where `X1, Y1` are the top-left corner coordinates and `width, height` represent the size. +- `"xyxy"`: `[X1, Y1, X2, Y2]`, where `X1, Y1` are the top-left corner coordinates, and `X2, Y2` are the bottom-right corner coordinates. + +**When to adjust**: Change to `"xyxy"` if you need to work with absolute coordinates for both corners of the box instead of width and height. + +### `output_type` (Default: `"json"`) + +This defines the format in which the detection results are returned. You can choose between: + +- `"json"`: The output is a list of dictionaries, each containing: + - `"box"`: The bounding box coordinates. + - `"keypoints"`: A dictionary with the detected landmarks. + - `"confidence"`: The confidence score of the detection. +- `"numpy"`: The output is a NumPy array with structured data. + +**When to adjust**: Use `"numpy"` if you are processing the results programmatically and prefer working with NumPy arrays. + +### `postprocess` (Default: `True`) + +Enabling this option ensures that several postprocessing steps are applied to the results: + +- Bounding boxes and landmarks are adjusted to fit within the image, based on the `fit_to_image` and `limit_boundaries_landmarks` settings. +- Padding from batch processing is removed, ensuring clean output for images of different sizes. + +**When to adjust**: Set this to `False` if you want raw outputs from each stage of the network without any adjustments. + +### `batch_stack_justification` (Default: `"center"`) + +When processing a batch of images, smaller images are padded to match the largest image in the batch. This parameter controls how these smaller images are aligned in the padded tensor: + +- **`"top"`**: Aligns smaller images to the top edge of the padded area, centered horizontally. +- **`"topleft"`**: Aligns smaller images to the top-left corner of the padded area. +- **`"topright"`**: Aligns smaller images to the top-right corner of the padded area. +- **`"bottom"`**: Aligns smaller images to the bottom edge of the padded area, centered horizontally. +- **`"bottomleft"`**: Aligns smaller images to the bottom-left corner of the padded area. +- **`"bottomright"`**: Aligns smaller images to the bottom-right corner of the padded area. +- **`"left"`**: Aligns smaller images to the left edge of the padded area, centered vertically. +- **`"right"`**: Aligns smaller images to the right edge of the padded area, centered vertically. +- **`"center"`**: Centers smaller images both vertically and horizontally within the padded area. + +**When to adjust**: Use different justifications if you want to control how images are aligned during batch processing. + +--- + +## Fine-Tuning Parameters for Each Detection Stage + +MTCNN detects faces through three stages: **PNet**, **RNet**, and **ONet**. Each stage has its own set of parameters that you can adjust to control detection sensitivity, scaling, and thresholds. + +### StagePNet (Proposal Network) + +**PNet** is the first network in the MTCNN pipeline. It quickly scans the image at multiple scales to propose candidate face regions. + +- **`min_face_size`** *(Default: 20)*: This controls the minimum size of the face (in pixels) that the detector will consider. Faces smaller than this will be ignored. + - **When to adjust**: Lower this value if you're working with images where faces are very small, or increase it if you want to ignore smaller faces for performance reasons. +- **`min_size`** *(Default: 12)*: Defines the minimum size for the smallest scale in the image pyramid. Smaller values will lead to a finer scan at smaller face sizes. + - **When to adjust**: Lowering this can detect smaller faces but may slow down detection. +- **`scale_factor`** *(Default: 0.709)*: This controls the scaling factor for the image pyramid, determining how much the image is resized at each level. + - **When to adjust**: A smaller value creates more image scales, leading to more detailed detections but slower performance. +- **`threshold_pnet`** *(Default: 0.6)*: The confidence threshold for accepting face proposals from PNet. Lower thresholds result in more proposals, while higher thresholds discard more uncertain detections. + - **When to adjust**: Lower it to catch more potential face candidates (at the cost of more false positives). +- **`nms_pnet1`** *(Default: 0.5)* and **`nms_pnet2`** *(Default: 0.7)*: These are the IoU (Intersection over Union) thresholds for Non-Maximum Suppression (NMS), a technique used to remove overlapping bounding boxes. + - **nms_pnet1**: Applied per scale. + - **nms_pnet2**: Applied across all scales. + - **When to adjust**: Increase if too many boxes overlap, decrease to retain more overlapping proposals. + +### StageRNet (Refinement Network) + +**RNet** refines the face proposals from PNet, removing false positives and further improving the bounding box quality. + +- **`threshold_rnet`** *(Default: 0.7)*: The confidence threshold for accepting face proposals in RNet. Higher values make the network more conservative. + - **When to adjust**: Lower if RNet is rejecting too many proposals, raise if it’s accepting too many false positives. + +- **`nms_rnet`** *(Default: 0.7)*: The IoU threshold for NMS after RNet processing. + - **When to adjust**: Adjust as needed to control overlap in bounding boxes. + +### StageONet (Output Network) + +**ONet** is the final stage of the MTCNN pipeline. It provides the most refined bounding boxes and predicts facial landmarks (eyes, nose, mouth corners). + +- **`threshold_onet`** *(Default: 0.8)*: The confidence threshold for face proposals in ONet. Like the earlier thresholds, higher values make the detector more conservative. + - **When to adjust**: If landmarks are too sparse, lower this value. If you're getting too many incorrect faces, raise it. + +- **`nms_onet`** *(Default: 0.7)*: The IoU threshold for NMS after ONet. + - **When to adjust**: Fine-tune to remove overlapping boxes while keeping enough valid face detections. + +--- + +## Practical Examples + +### Adjusting Detection Sensitivity + +If you're looking to detect smaller faces or fine-tune the detection sensitivity, adjusting `min_face_size` and the stage thresholds can help. + +```python +results = mtcnn.detect_faces( + image, + min_face_size=15, # Detect smaller faces + threshold_pnet=0.5, # More proposals from PNet + threshold_rnet=0.6, # Loosen RNet filtering + threshold_onet=0.7 # More final faces accepted by ONet +) +``` + +### Batch Processing with Custom Padding + +When processing a batch of images, you can control how smaller images are padded relative to larger ones. + +```python +results = mtcnn.detect_faces( + images_list, + batch_stack_justification="topleft" # Align smaller images to the top-left +) +``` + +### Disabling Postprocessing + +If you need the raw output directly from the network stages without any adjustments, you can disable postprocessing. + +```python +results = mtcnn.detect_faces( + image, + postprocess=False # Get raw detection results +) +``` + +### Changing Bounding Box Format + +To return bounding boxes in `[X1, Y1, X2, Y2]` format instead of the default `[X1, Y1, width, height]`: + +```python +results = mtcnn.detect_faces( + image, + box_format="xyxy" +) +``` + +--- + +## Summary + +- **Single Image**: Returns a list of detected faces, with each face represented by a dictionary containing the bounding box, landmarks, and confidence score. +- **Batch of Images**: Returns a list of lists, where each sublist contains the detections for one image. +- The default parameters provide good results in most cases, but you may need to adjust thresholds, face size settings, and scaling factors depending on the specifics of your task. Fine-tuning these parameters will allow you to balance detection accuracy, speed, and sensitivity. +- Increasing thresholds generally makes the detector more conservative (fewer false positives but potentially missing some faces), while decreasing thresholds makes it more aggressive (detecting more faces but possibly increasing false positives). +- Adjusting the `scale_factor` affects the number of scales in the image pyramid and can impact detection performance and speed. +- When processing large batches or high-resolution images, consider running the detector on a GPU for better performance. diff --git a/example.ipynb b/example.ipynb deleted file mode 100644 index 7e72d21..0000000 --- a/example.ipynb +++ /dev/null @@ -1,149 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "pyfC1sAQPXxh" - }, - "source": [ - "# Running MTCNN" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "tmndvAtPKS-c", - "outputId": "4e076d6e-29ba-40f1-901e-c8122041a50e" - }, - "outputs": [ - { - "data": { - "text/plain": [ - "[{'box': [277, 93, 49, 62],\n", - " 'confidence': 0.9999747276306152,\n", - " 'keypoints': {'left_eye': (291, 117),\n", - " 'right_eye': (314, 115),\n", - " 'nose': (304, 130),\n", - " 'mouth_left': (296, 143),\n", - " 'mouth_right': (313, 142)}},\n", - " {'box': [307, 173, 37, 55],\n", - " 'confidence': 0.8657229542732239,\n", - " 'keypoints': {'left_eye': (327, 194),\n", - " 'right_eye': (339, 191),\n", - " 'nose': (341, 199),\n", - " 'mouth_left': (334, 215),\n", - " 'mouth_right': (342, 213)}}]" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from mtcnn import MTCNN\n", - "import cv2\n", - "\n", - "image_path = 'ivan.jpg'\n", - "img = cv2.cvtColor(cv2.imread(image_path), cv2.COLOR_BGR2RGB)\n", - "detector = MTCNN()\n", - "detections = detector.detect_faces(img)\n", - "detections" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "OwdD-rX6O8ZN" - }, - "source": [ - "Filtering detections with confidence greater than the confidence threshold and plotting detections" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 592 - }, - "id": "s2kP_pHGMDXe", - "outputId": "f34e1f35-0e7b-4633-b008-53c141e7dd69" - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(-0.5, 560.5, 560.5, -0.5)" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "\n", - "img_with_dets = img.copy()\n", - "min_conf = 0.9\n", - "for det in detections:\n", - " if det['confidence'] >= min_conf:\n", - " x, y, width, height = det['box']\n", - " keypoints = det['keypoints']\n", - " cv2.rectangle(img_with_dets, (x,y), (x+width,y+height), (0,155,255), 2)\n", - " cv2.circle(img_with_dets, (keypoints['left_eye']), 2, (0,155,255), 2)\n", - " cv2.circle(img_with_dets, (keypoints['right_eye']), 2, (0,155,255), 2)\n", - " cv2.circle(img_with_dets, (keypoints['nose']), 2, (0,155,255), 2)\n", - " cv2.circle(img_with_dets, (keypoints['mouth_left']), 2, (0,155,255), 2)\n", - " cv2.circle(img_with_dets, (keypoints['mouth_right']), 2, (0,155,255), 2)\n", - "plt.figure(figsize = (10,10))\n", - "plt.imshow(img_with_dets)\n", - "plt.axis('off')" - ] - } - ], - "metadata": { - "colab": { - "collapsed_sections": [], - "name": "MTCCN Example.ipynb", - "provenance": [] - }, - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.3" - } - }, - "nbformat": 4, - "nbformat_minor": 1 -} \ No newline at end of file diff --git a/ivan_drawn.jpg b/ivan_drawn.jpg deleted file mode 100755 index b671393..0000000 Binary files a/ivan_drawn.jpg and /dev/null differ diff --git a/mkdocs.yml b/mkdocs.yml new file mode 100644 index 0000000..fed6dad --- /dev/null +++ b/mkdocs.yml @@ -0,0 +1,44 @@ +site_name: MTCNN Documentation +site_description: "Detailed Documentation for MTCNN Package" +site_url: https://mtcnn.readthedocs.io/en/latest/ +repo_url: https://github.com/ipazc/mtcnn + +theme: + name: material + +nav: + - Home: index.md + - Introduction: introduction.md + - Networks: stages.md + - Usage: + - Basic Usage: usage.md + - Advanced Usage: usage_advanced.md + - Detection Parameters: usage_params.md + - Ablation Study: + - Ablation Overview: ablation.md + - PNet ablation: notebooks-docs/pnet_ablation.ipynb + - RNet ablation: notebooks-docs/rnet_ablation.ipynb + - ONet ablation: notebooks-docs/onet_ablation.ipynb + - Training Guide: training.md + - References: references.md + + +plugins: + - search + - mkdocs-jupyter + +markdown_extensions: + - toc: + permalink: True + - pymdownx.highlight: + anchor_linenums: true + line_spans: __span + pygments_lang_class: true + - pymdownx.inlinehilite + - pymdownx.snippets + - pymdownx.superfences + +extra_css: + - css/custom.css + +docs_dir: docs diff --git a/mtcnn/__init__.py b/mtcnn/__init__.py index 5c0a219..1c0bffa 100644 --- a/mtcnn/__init__.py +++ b/mtcnn/__init__.py @@ -1,30 +1,25 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -# MIT License -# -# Copyright (c) 2019 Iván de Paz Centeno -# -# Permission is hereby granted, free of charge, to any person obtaining a copy -# of this software and associated documentation files (the "Software"), to deal -# in the Software without restriction, including without limitation the rights -# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -# copies of the Software, and to permit persons to whom the Software is -# furnished to do so, subject to the following conditions: -# -# The above copyright notice and this permission notice shall be included in all -# copies or substantial portions of the Software. -# -# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -# SOFTWARE. - -from mtcnn.mtcnn import MTCNN - - -__author__ = "Iván de Paz Centeno" -__version__= "0.1.0" +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +from mtcnn.mtcnn import MTCNN + +__all__ = ["MTCNN"] diff --git a/mtcnn/assets/weights/onet.lz4 b/mtcnn/assets/weights/onet.lz4 new file mode 100644 index 0000000..62d25c1 Binary files /dev/null and b/mtcnn/assets/weights/onet.lz4 differ diff --git a/mtcnn/assets/weights/pnet.lz4 b/mtcnn/assets/weights/pnet.lz4 new file mode 100644 index 0000000..a526512 Binary files /dev/null and b/mtcnn/assets/weights/pnet.lz4 differ diff --git a/mtcnn/assets/weights/rnet.lz4 b/mtcnn/assets/weights/rnet.lz4 new file mode 100644 index 0000000..7dc7a97 Binary files /dev/null and b/mtcnn/assets/weights/rnet.lz4 differ diff --git a/mtcnn/data/mtcnn_weights.npy b/mtcnn/data/mtcnn_weights.npy deleted file mode 100644 index adef02b..0000000 Binary files a/mtcnn/data/mtcnn_weights.npy and /dev/null differ diff --git a/mtcnn/layer_factory.py b/mtcnn/layer_factory.py deleted file mode 100644 index 89c39d5..0000000 --- a/mtcnn/layer_factory.py +++ /dev/null @@ -1,227 +0,0 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -#MIT License -# -#Copyright (c) 2018 Iván de Paz Centeno -# -#Permission is hereby granted, free of charge, to any person obtaining a copy -#of this software and associated documentation files (the "Software"), to deal -#in the Software without restriction, including without limitation the rights -#to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -#copies of the Software, and to permit persons to whom the Software is -#furnished to do so, subject to the following conditions: -# -#The above copyright notice and this permission notice shall be included in all -#copies or substantial portions of the Software. -# -#THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -#IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -#FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -#AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -#LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -#OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -#SOFTWARE. - -import tensorflow as tf -from distutils.version import LooseVersion - -__author__ = "Iván de Paz Centeno" - - -class LayerFactory(object): - """ - Allows to create stack layers for a given network. - """ - - AVAILABLE_PADDINGS = ('SAME', 'VALID') - - def __init__(self, network): - self.__network = network - - @staticmethod - def __validate_padding(padding): - if padding not in LayerFactory.AVAILABLE_PADDINGS: - raise Exception("Padding {} not valid".format(padding)) - - @staticmethod - def __validate_grouping(channels_input: int, channels_output: int, group: int): - if channels_input % group != 0: - raise Exception("The number of channels in the input does not match the group") - - if channels_output % group != 0: - raise Exception("The number of channels in the output does not match the group") - - @staticmethod - def vectorize_input(input_layer): - input_shape = input_layer.get_shape() - - if input_shape.ndims == 4: - # Spatial input, must be vectorized. - dim = 1 - for x in input_shape[1:].as_list(): - dim *= int(x) - - #dim = operator.mul(*(input_shape[1:].as_list())) - vectorized_input = tf.reshape(input_layer, [-1, dim]) - else: - vectorized_input, dim = (input_layer, input_shape[-1]) - - return vectorized_input, dim - - def __make_var(self, name: str, shape: list): - """ - Creates a tensorflow variable with the given name and shape. - :param name: name to set for the variable. - :param shape: list defining the shape of the variable. - :return: created TF variable. - """ - return tf.compat.v1.get_variable(name, shape, trainable=self.__network.is_trainable(), - use_resource=False) - - def new_feed(self, name: str, layer_shape: tuple): - """ - Creates a feed layer. This is usually the first layer in the network. - :param name: name of the layer - :return: - """ - - feed_data = tf.compat.v1.placeholder(tf.float32, layer_shape, 'input') - self.__network.add_layer(name, layer_output=feed_data) - - def new_conv(self, name: str, kernel_size: tuple, channels_output: int, - stride_size: tuple, padding: str='SAME', - group: int=1, biased: bool=True, relu: bool=True, input_layer_name: str=None): - """ - Creates a convolution layer for the network. - :param name: name for the layer - :param kernel_size: tuple containing the size of the kernel (Width, Height) - :param channels_output: ¿? Perhaps number of channels in the output? it is used as the bias size. - :param stride_size: tuple containing the size of the stride (Width, Height) - :param padding: Type of padding. Available values are: ('SAME', 'VALID') - :param group: groups for the kernel operation. More info required. - :param biased: boolean flag to set if biased or not. - :param relu: boolean flag to set if ReLu should be applied at the end of the layer or not. - :param input_layer_name: name of the input layer for this layer. If None, it will take the last added layer of - the network. - """ - - # Verify that the padding is acceptable - self.__validate_padding(padding) - - input_layer = self.__network.get_layer(input_layer_name) - - # Get the number of channels in the input - channels_input = int(input_layer.get_shape()[-1]) - - # Verify that the grouping parameter is valid - self.__validate_grouping(channels_input, channels_output, group) - - # Convolution for a given input and kernel - convolve = lambda input_val, kernel: tf.nn.conv2d(input=input_val, - filters=kernel, - strides=[1, stride_size[1], stride_size[0], 1], - padding=padding) - - with tf.compat.v1.variable_scope(name) as scope: - kernel = self.__make_var('weights', shape=[kernel_size[1], kernel_size[0], channels_input // group, channels_output]) - - output = convolve(input_layer, kernel) - - # Add the biases, if required - if biased: - biases = self.__make_var('biases', [channels_output]) - output = tf.nn.bias_add(output, biases) - - # Apply ReLU non-linearity, if required - if relu: - output = tf.nn.relu(output, name=scope.name) - - - self.__network.add_layer(name, layer_output=output) - - def new_prelu(self, name: str, input_layer_name: str=None): - """ - Creates a new prelu layer with the given name and input. - :param name: name for this layer. - :param input_layer_name: name of the layer that serves as input for this one. - """ - input_layer = self.__network.get_layer(input_layer_name) - - with tf.compat.v1.variable_scope(name): - channels_input = int(input_layer.get_shape()[-1]) - alpha = self.__make_var('alpha', shape=[channels_input]) - output = tf.nn.relu(input_layer) + tf.multiply(alpha, -tf.nn.relu(-input_layer)) - - self.__network.add_layer(name, layer_output=output) - - def new_max_pool(self, name:str, kernel_size: tuple, stride_size: tuple, padding='SAME', - input_layer_name: str=None): - """ - Creates a new max pooling layer. - :param name: name for the layer. - :param kernel_size: tuple containing the size of the kernel (Width, Height) - :param stride_size: tuple containing the size of the stride (Width, Height) - :param padding: Type of padding. Available values are: ('SAME', 'VALID') - :param input_layer_name: name of the input layer for this layer. If None, it will take the last added layer of - the network. - """ - - self.__validate_padding(padding) - - input_layer = self.__network.get_layer(input_layer_name) - - output = tf.nn.max_pool2d(input=input_layer, - ksize=[1, kernel_size[1], kernel_size[0], 1], - strides=[1, stride_size[1], stride_size[0], 1], - padding=padding, - name=name) - - self.__network.add_layer(name, layer_output=output) - - def new_fully_connected(self, name: str, output_count: int, relu=True, input_layer_name: str=None): - """ - Creates a new fully connected layer. - - :param name: name for the layer. - :param output_count: number of outputs of the fully connected layer. - :param relu: boolean flag to set if ReLu should be applied at the end of this layer. - :param input_layer_name: name of the input layer for this layer. If None, it will take the last added layer of - the network. - """ - - with tf.compat.v1.variable_scope(name): - input_layer = self.__network.get_layer(input_layer_name) - vectorized_input, dimension = self.vectorize_input(input_layer) - - weights = self.__make_var('weights', shape=[dimension, output_count]) - biases = self.__make_var('biases', shape=[output_count]) - operation = tf.compat.v1.nn.relu_layer if relu else tf.compat.v1.nn.xw_plus_b - - fc = operation(vectorized_input, weights, biases, name=name) - - self.__network.add_layer(name, layer_output=fc) - - def new_softmax(self, name, axis, input_layer_name: str=None): - """ - Creates a new softmax layer - :param name: name to set for the layer - :param axis: - :param input_layer_name: name of the input layer for this layer. If None, it will take the last added layer of - the network. - """ - input_layer = self.__network.get_layer(input_layer_name) - - if LooseVersion(tf.__version__) < LooseVersion("1.5.0"): - max_axis = tf.reduce_max(input_tensor=input_layer, axis=axis, keepdims=True) - target_exp = tf.exp(input_layer - max_axis) - normalize = tf.reduce_sum(input_tensor=target_exp, axis=axis, keepdims=True) - else: - max_axis = tf.reduce_max(input_tensor=input_layer, axis=axis, keepdims=True) - target_exp = tf.exp(input_layer - max_axis) - normalize = tf.reduce_sum(input_tensor=target_exp, axis=axis, keepdims=True) - - softmax = tf.math.divide(target_exp, normalize, name) - - self.__network.add_layer(name, layer_output=softmax) - diff --git a/mtcnn/exceptions/__init__.py b/mtcnn/metadata.py similarity index 86% rename from mtcnn/exceptions/__init__.py rename to mtcnn/metadata.py index 6464e50..4f3196e 100644 --- a/mtcnn/exceptions/__init__.py +++ b/mtcnn/metadata.py @@ -1,26 +1,23 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -# MIT License -# -# Copyright (c) 2019 Iván de Paz Centeno -# -# Permission is hereby granted, free of charge, to any person obtaining a copy -# of this software and associated documentation files (the "Software"), to deal -# in the Software without restriction, including without limitation the rights -# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -# copies of the Software, and to permit persons to whom the Software is -# furnished to do so, subject to the following conditions: -# -# The above copyright notice and this permission notice shall be included in all -# copies or substantial portions of the Software. -# -# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -# SOFTWARE. - -from mtcnn.exceptions.invalid_image import InvalidImage +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +__version__ = "1.0.0" diff --git a/mtcnn/mtcnn.py b/mtcnn/mtcnn.py index aa3f141..3b0a6a6 100644 --- a/mtcnn/mtcnn.py +++ b/mtcnn/mtcnn.py @@ -1,495 +1,188 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -# MIT License -# -# Copyright (c) 2019 Iván de Paz Centeno -# -# Permission is hereby granted, free of charge, to any person obtaining a copy -# of this software and associated documentation files (the "Software"), to deal -# in the Software without restriction, including without limitation the rights -# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -# copies of the Software, and to permit persons to whom the Software is -# furnished to do so, subject to the following conditions: -# -# The above copyright notice and this permission notice shall be included in all -# copies or substantial portions of the Software. -# -# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -# SOFTWARE. - -# -# This code is derived from the MTCNN implementation of David Sandberg for Facenet -# (https://github.com/davidsandberg/facenet/) -# It has been rebuilt from scratch, taking the David Sandberg's implementation as a reference. -# - -import cv2 -import numpy as np -import pkg_resources - -from mtcnn.exceptions import InvalidImage -from mtcnn.network.factory import NetworkFactory - -__author__ = "Iván de Paz Centeno" - - -class StageStatus(object): - """ - Keeps status between MTCNN stages - """ - - def __init__(self, pad_result: tuple = None, width=0, height=0): - self.width = width - self.height = height - self.dy = self.edy = self.dx = self.edx = self.y = self.ey = self.x = self.ex = self.tmpw = self.tmph = [] - - if pad_result is not None: - self.update(pad_result) - - def update(self, pad_result: tuple): - s = self - s.dy, s.edy, s.dx, s.edx, s.y, s.ey, s.x, s.ex, s.tmpw, s.tmph = pad_result - - -class MTCNN(object): - """ - Allows to perform MTCNN Detection -> - a) Detection of faces (with the confidence probability) - b) Detection of keypoints (left eye, right eye, nose, mouth_left, mouth_right) - """ - - def __init__(self, weights_file: str = None, min_face_size: int = 20, steps_threshold: list = None, - scale_factor: float = 0.709): - """ - Initializes the MTCNN. - :param weights_file: file uri with the weights of the P, R and O networks from MTCNN. By default it will load - the ones bundled with the package. - :param min_face_size: minimum size of the face to detect - :param steps_threshold: step's thresholds values - :param scale_factor: scale factor - """ - if steps_threshold is None: - steps_threshold = [0.6, 0.7, 0.7] - - if weights_file is None: - weights_file = pkg_resources.resource_stream('mtcnn', 'data/mtcnn_weights.npy') - - self._min_face_size = min_face_size - self._steps_threshold = steps_threshold - self._scale_factor = scale_factor - - self._pnet, self._rnet, self._onet = NetworkFactory().build_P_R_O_nets_from_file(weights_file) - - @property - def min_face_size(self): - return self._min_face_size - - @min_face_size.setter - def min_face_size(self, mfc=20): - try: - self._min_face_size = int(mfc) - except ValueError: - self._min_face_size = 20 - - def __compute_scale_pyramid(self, m, min_layer): - scales = [] - factor_count = 0 - - while min_layer >= 12: - scales += [m * np.power(self._scale_factor, factor_count)] - min_layer = min_layer * self._scale_factor - factor_count += 1 - - return scales - - @staticmethod - def __scale_image(image, scale: float): - """ - Scales the image to a given scale. - :param image: - :param scale: - :return: - """ - height, width, _ = image.shape - - width_scaled = int(np.ceil(width * scale)) - height_scaled = int(np.ceil(height * scale)) - - im_data = cv2.resize(image, (width_scaled, height_scaled), interpolation=cv2.INTER_AREA) - - # Normalize the image's pixels - im_data_normalized = (im_data - 127.5) * 0.0078125 - - return im_data_normalized - - @staticmethod - def __generate_bounding_box(imap, reg, scale, t): - - # use heatmap to generate bounding boxes - stride = 2 - cellsize = 12 - - imap = np.transpose(imap) - dx1 = np.transpose(reg[:, :, 0]) - dy1 = np.transpose(reg[:, :, 1]) - dx2 = np.transpose(reg[:, :, 2]) - dy2 = np.transpose(reg[:, :, 3]) - - y, x = np.where(imap >= t) - - if y.shape[0] == 1: - dx1 = np.flipud(dx1) - dy1 = np.flipud(dy1) - dx2 = np.flipud(dx2) - dy2 = np.flipud(dy2) - - score = imap[(y, x)] - reg = np.transpose(np.vstack([dx1[(y, x)], dy1[(y, x)], dx2[(y, x)], dy2[(y, x)]])) - - if reg.size == 0: - reg = np.empty(shape=(0, 3)) - - bb = np.transpose(np.vstack([y, x])) - - q1 = np.fix((stride * bb + 1) / scale) - q2 = np.fix((stride * bb + cellsize) / scale) - boundingbox = np.hstack([q1, q2, np.expand_dims(score, 1), reg]) - - return boundingbox, reg - - @staticmethod - def __nms(boxes, threshold, method): - """ - Non Maximum Suppression. - - :param boxes: np array with bounding boxes. - :param threshold: - :param method: NMS method to apply. Available values ('Min', 'Union') - :return: - """ - if boxes.size == 0: - return np.empty((0, 3)) - - x1 = boxes[:, 0] - y1 = boxes[:, 1] - x2 = boxes[:, 2] - y2 = boxes[:, 3] - s = boxes[:, 4] - - area = (x2 - x1 + 1) * (y2 - y1 + 1) - sorted_s = np.argsort(s) - - pick = np.zeros_like(s, dtype=np.int16) - counter = 0 - while sorted_s.size > 0: - i = sorted_s[-1] - pick[counter] = i - counter += 1 - idx = sorted_s[0:-1] - - xx1 = np.maximum(x1[i], x1[idx]) - yy1 = np.maximum(y1[i], y1[idx]) - xx2 = np.minimum(x2[i], x2[idx]) - yy2 = np.minimum(y2[i], y2[idx]) - - w = np.maximum(0.0, xx2 - xx1 + 1) - h = np.maximum(0.0, yy2 - yy1 + 1) - - inter = w * h - - if method is 'Min': - o = inter / np.minimum(area[i], area[idx]) - else: - o = inter / (area[i] + area[idx] - inter) - - sorted_s = sorted_s[np.where(o <= threshold)] - - pick = pick[0:counter] - - return pick - - @staticmethod - def __pad(total_boxes, w, h): - # compute the padding coordinates (pad the bounding boxes to square) - tmpw = (total_boxes[:, 2] - total_boxes[:, 0] + 1).astype(np.int32) - tmph = (total_boxes[:, 3] - total_boxes[:, 1] + 1).astype(np.int32) - numbox = total_boxes.shape[0] - - dx = np.ones(numbox, dtype=np.int32) - dy = np.ones(numbox, dtype=np.int32) - edx = tmpw.copy().astype(np.int32) - edy = tmph.copy().astype(np.int32) - - x = total_boxes[:, 0].copy().astype(np.int32) - y = total_boxes[:, 1].copy().astype(np.int32) - ex = total_boxes[:, 2].copy().astype(np.int32) - ey = total_boxes[:, 3].copy().astype(np.int32) - - tmp = np.where(ex > w) - edx.flat[tmp] = np.expand_dims(-ex[tmp] + w + tmpw[tmp], 1) - ex[tmp] = w - - tmp = np.where(ey > h) - edy.flat[tmp] = np.expand_dims(-ey[tmp] + h + tmph[tmp], 1) - ey[tmp] = h - - tmp = np.where(x < 1) - dx.flat[tmp] = np.expand_dims(2 - x[tmp], 1) - x[tmp] = 1 - - tmp = np.where(y < 1) - dy.flat[tmp] = np.expand_dims(2 - y[tmp], 1) - y[tmp] = 1 - - return dy, edy, dx, edx, y, ey, x, ex, tmpw, tmph - - @staticmethod - def __rerec(bbox): - # convert bbox to square - height = bbox[:, 3] - bbox[:, 1] - width = bbox[:, 2] - bbox[:, 0] - max_side_length = np.maximum(width, height) - bbox[:, 0] = bbox[:, 0] + width * 0.5 - max_side_length * 0.5 - bbox[:, 1] = bbox[:, 1] + height * 0.5 - max_side_length * 0.5 - bbox[:, 2:4] = bbox[:, 0:2] + np.transpose(np.tile(max_side_length, (2, 1))) - return bbox - - @staticmethod - def __bbreg(boundingbox, reg): - # calibrate bounding boxes - if reg.shape[1] == 1: - reg = np.reshape(reg, (reg.shape[2], reg.shape[3])) - - w = boundingbox[:, 2] - boundingbox[:, 0] + 1 - h = boundingbox[:, 3] - boundingbox[:, 1] + 1 - b1 = boundingbox[:, 0] + reg[:, 0] * w - b2 = boundingbox[:, 1] + reg[:, 1] * h - b3 = boundingbox[:, 2] + reg[:, 2] * w - b4 = boundingbox[:, 3] + reg[:, 3] * h - boundingbox[:, 0:4] = np.transpose(np.vstack([b1, b2, b3, b4])) - return boundingbox - - def detect_faces(self, img) -> list: - """ - Detects bounding boxes from the specified image. - :param img: image to process - :return: list containing all the bounding boxes detected with their keypoints. - """ - if img is None or not hasattr(img, "shape"): - raise InvalidImage("Image not valid.") - - height, width, _ = img.shape - stage_status = StageStatus(width=width, height=height) - - m = 12 / self._min_face_size - min_layer = np.amin([height, width]) * m - - scales = self.__compute_scale_pyramid(m, min_layer) - - stages = [self.__stage1, self.__stage2, self.__stage3] - result = [scales, stage_status] - - # We pipe here each of the stages - for stage in stages: - result = stage(img, result[0], result[1]) - - [total_boxes, points] = result - - bounding_boxes = [] - - for bounding_box, keypoints in zip(total_boxes, points.T): - x = max(0, int(bounding_box[0])) - y = max(0, int(bounding_box[1])) - width = int(bounding_box[2] - x) - height = int(bounding_box[3] - y) - bounding_boxes.append({ - 'box': [x, y, width, height], - 'confidence': bounding_box[-1], - 'keypoints': { - 'left_eye': (int(keypoints[0]), int(keypoints[5])), - 'right_eye': (int(keypoints[1]), int(keypoints[6])), - 'nose': (int(keypoints[2]), int(keypoints[7])), - 'mouth_left': (int(keypoints[3]), int(keypoints[8])), - 'mouth_right': (int(keypoints[4]), int(keypoints[9])), - } - }) - - return bounding_boxes - - def __stage1(self, image, scales: list, stage_status: StageStatus): - """ - First stage of the MTCNN. - :param image: - :param scales: - :param stage_status: - :return: - """ - total_boxes = np.empty((0, 9)) - status = stage_status - - for scale in scales: - scaled_image = self.__scale_image(image, scale) - - img_x = np.expand_dims(scaled_image, 0) - img_y = np.transpose(img_x, (0, 2, 1, 3)) - - out = self._pnet.predict(img_y) - - out0 = np.transpose(out[0], (0, 2, 1, 3)) - out1 = np.transpose(out[1], (0, 2, 1, 3)) - - boxes, _ = self.__generate_bounding_box(out1[0, :, :, 1].copy(), - out0[0, :, :, :].copy(), scale, self._steps_threshold[0]) - - # inter-scale nms - pick = self.__nms(boxes.copy(), 0.5, 'Union') - if boxes.size > 0 and pick.size > 0: - boxes = boxes[pick, :] - total_boxes = np.append(total_boxes, boxes, axis=0) - - numboxes = total_boxes.shape[0] - - if numboxes > 0: - pick = self.__nms(total_boxes.copy(), 0.7, 'Union') - total_boxes = total_boxes[pick, :] - - regw = total_boxes[:, 2] - total_boxes[:, 0] - regh = total_boxes[:, 3] - total_boxes[:, 1] - - qq1 = total_boxes[:, 0] + total_boxes[:, 5] * regw - qq2 = total_boxes[:, 1] + total_boxes[:, 6] * regh - qq3 = total_boxes[:, 2] + total_boxes[:, 7] * regw - qq4 = total_boxes[:, 3] + total_boxes[:, 8] * regh - - total_boxes = np.transpose(np.vstack([qq1, qq2, qq3, qq4, total_boxes[:, 4]])) - total_boxes = self.__rerec(total_boxes.copy()) - - total_boxes[:, 0:4] = np.fix(total_boxes[:, 0:4]).astype(np.int32) - status = StageStatus(self.__pad(total_boxes.copy(), stage_status.width, stage_status.height), - width=stage_status.width, height=stage_status.height) - - return total_boxes, status - - def __stage2(self, img, total_boxes, stage_status: StageStatus): - """ - Second stage of the MTCNN. - :param img: - :param total_boxes: - :param stage_status: - :return: - """ - - num_boxes = total_boxes.shape[0] - if num_boxes == 0: - return total_boxes, stage_status - - # second stage - tempimg = np.zeros(shape=(24, 24, 3, num_boxes)) - - for k in range(0, num_boxes): - tmp = np.zeros((int(stage_status.tmph[k]), int(stage_status.tmpw[k]), 3)) - - tmp[stage_status.dy[k] - 1:stage_status.edy[k], stage_status.dx[k] - 1:stage_status.edx[k], :] = \ - img[stage_status.y[k] - 1:stage_status.ey[k], stage_status.x[k] - 1:stage_status.ex[k], :] - - if tmp.shape[0] > 0 and tmp.shape[1] > 0 or tmp.shape[0] == 0 and tmp.shape[1] == 0: - tempimg[:, :, :, k] = cv2.resize(tmp, (24, 24), interpolation=cv2.INTER_AREA) - - else: - return np.empty(shape=(0,)), stage_status - - tempimg = (tempimg - 127.5) * 0.0078125 - tempimg1 = np.transpose(tempimg, (3, 1, 0, 2)) - - out = self._rnet.predict(tempimg1) - - out0 = np.transpose(out[0]) - out1 = np.transpose(out[1]) - - score = out1[1, :] - - ipass = np.where(score > self._steps_threshold[1]) - - total_boxes = np.hstack([total_boxes[ipass[0], 0:4].copy(), np.expand_dims(score[ipass].copy(), 1)]) - - mv = out0[:, ipass[0]] - - if total_boxes.shape[0] > 0: - pick = self.__nms(total_boxes, 0.7, 'Union') - total_boxes = total_boxes[pick, :] - total_boxes = self.__bbreg(total_boxes.copy(), np.transpose(mv[:, pick])) - total_boxes = self.__rerec(total_boxes.copy()) - - return total_boxes, stage_status - - def __stage3(self, img, total_boxes, stage_status: StageStatus): - """ - Third stage of the MTCNN. - - :param img: - :param total_boxes: - :param stage_status: - :return: - """ - num_boxes = total_boxes.shape[0] - if num_boxes == 0: - return total_boxes, np.empty(shape=(0,)) - - total_boxes = np.fix(total_boxes).astype(np.int32) - - status = StageStatus(self.__pad(total_boxes.copy(), stage_status.width, stage_status.height), - width=stage_status.width, height=stage_status.height) - - tempimg = np.zeros((48, 48, 3, num_boxes)) - - for k in range(0, num_boxes): - - tmp = np.zeros((int(status.tmph[k]), int(status.tmpw[k]), 3)) - - tmp[status.dy[k] - 1:status.edy[k], status.dx[k] - 1:status.edx[k], :] = \ - img[status.y[k] - 1:status.ey[k], status.x[k] - 1:status.ex[k], :] - - if tmp.shape[0] > 0 and tmp.shape[1] > 0 or tmp.shape[0] == 0 and tmp.shape[1] == 0: - tempimg[:, :, :, k] = cv2.resize(tmp, (48, 48), interpolation=cv2.INTER_AREA) - else: - return np.empty(shape=(0,)), np.empty(shape=(0,)) - - tempimg = (tempimg - 127.5) * 0.0078125 - tempimg1 = np.transpose(tempimg, (3, 1, 0, 2)) - - out = self._onet.predict(tempimg1) - out0 = np.transpose(out[0]) - out1 = np.transpose(out[1]) - out2 = np.transpose(out[2]) - - score = out2[1, :] - - points = out1 - - ipass = np.where(score > self._steps_threshold[2]) - - points = points[:, ipass[0]] - - total_boxes = np.hstack([total_boxes[ipass[0], 0:4].copy(), np.expand_dims(score[ipass].copy(), 1)]) - - mv = out0[:, ipass[0]] - - w = total_boxes[:, 2] - total_boxes[:, 0] + 1 - h = total_boxes[:, 3] - total_boxes[:, 1] + 1 - - points[0:5, :] = np.tile(w, (5, 1)) * points[0:5, :] + np.tile(total_boxes[:, 0], (5, 1)) - 1 - points[5:10, :] = np.tile(h, (5, 1)) * points[5:10, :] + np.tile(total_boxes[:, 1], (5, 1)) - 1 - - if total_boxes.shape[0] > 0: - total_boxes = self.__bbreg(total_boxes.copy(), np.transpose(mv)) - pick = self.__nms(total_boxes.copy(), 0.7, 'Min') - total_boxes = total_boxes[pick, :] - points = points[:, pick] - - return total_boxes, points +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +import tensorflow as tf +import numpy as np + +from mtcnn.stages import StagePNet, StageRNet, StageONet + +from mtcnn.utils.images import load_images_batch, standarize_batch +from mtcnn.utils.bboxes import fix_bboxes_offsets, limit_bboxes, to_json + + +COMMON_STAGES = { + "face_detection_only": [StagePNet, StageRNet], + "face_and_landmarks_detection": [StagePNet, StageRNet, StageONet], +} + + +class MTCNN: + """ + MTCNN class for detecting faces and landmarks through configurable stages. + This structure allows skipping certain stages to optimize performance based on the user's needs. + + Args: + stages (str or list, optional): Defines the pipeline stages. It can be a string to choose from predefined + configurations or a list of stage classes or instances. + Options: "face_detection_only", "face_and_landmarks_detection". + Default is "face_and_landmarks_detection". + device (str, optional): The device where the model will be run. Can be "CPU:0", "GPU:0", "GPU:1", ... + Default is "CPU:0". + + """ + + def __init__(self, stages="face_and_landmarks_detection", device="CPU:0"): + if isinstance(stages, str): + if stages not in COMMON_STAGES: + raise ValueError(f"Invalid stages option: {stages}. Must be one of {list(COMMON_STAGES.keys())}.") + stages = COMMON_STAGES[stages] + + # Instantiate stages if necessary (can pass already instantiated stages too) + self._stages = [stage() if isinstance(stage, type) else stage for stage in stages] + self._device = device + + @property + def device(self): + """Returns the device where the algorithm is executed""" + return self._device + + @property + def stages(self): + """Returns the list of pipeline stages.""" + return self._stages + + def get_stage(self, stage_id=None, stage_name=None): + """ + Retrieves a stage by its ID or name. + + Args: + stage_id (int, optional): The ID of the stage. + stage_name (str, optional): The name of the stage. + + Returns: + The matching stage if found, otherwise None. + """ + for stage in self._stages: + if stage.id == stage_id or stage.name == stage_name: + return stage + + return None + + def predict(self, image, fit_to_image=True, limit_boundaries_landmarks=False, box_format="xywh", output_type="json", postprocess=True, + **kwargs): + """ + Alias for detect_faces(). + """ + return self.detect_faces(image, fit_to_image=fit_to_image, limit_boundaries_landmarks=limit_boundaries_landmarks, + box_format=box_format, output_type=output_type, postprocess=postprocess, **kwargs) + + def detect_faces(self, image, fit_to_image=True, limit_boundaries_landmarks=False, box_format="xywh", output_type="json", + postprocess=True, batch_stack_justification="center", **kwargs): + """ + Runs face detection on a single image or batch of images through the configured stages. + + Args: + image (str, bytes, np.ndarray or tf.Tensor or list): The input image or batch of images. + It can be a file path, a tensor, or raw bytes. + fit_to_image (bool, optional): Whether to fit bounding boxes and landmarks within image boundaries. Default is True. + limit_boundaries_landmarks (bool, optional): Whether to ensure landmarks stay within image boundaries. Default is False. + box_format (str, optional): The format of the bounding box. Can be "xywh" for [X1, Y1, width, height] or "xyxy" for [X1, Y1, X2, Y2]. + Default is "xywh". + output_type (str, optional): The output format. Can be "json" for dictionary output or "numpy" for numpy array output. Default is "json". + postprocess (bool, optional): Flag to enable postprocessing. The postprocessing includes functionality affected by `fit_to_image`, + `limit_boundaries_landmarks` and removing padding effects caused by batching images with different shapes. + batch_stack_justification (str, optional): The justification of the smaller images w.r.t. the largest images when + stacking in batch processing, which requires padding smaller images to the size of the + biggest one. + **kwargs: Additional parameters passed to the stages. The following parameters are used: + + - **StagePNet**: + - min_face_size (int, optional): The minimum size of a face to detect. Default is 20. + - min_size (int, optional): The minimum size to start the image pyramid. Default is 12. + - scale_factor (float, optional): The scaling factor for the image pyramid. Default is 0.709. + - threshold_pnet (float, optional): The confidence threshold for proposals from PNet. Default is 0.6. + - nms_pnet1 (float, optional): The IoU threshold for the first round of NMS per scale. Default is 0.5. + - nms_pnet2 (float, optional): The IoU threshold for the second round of NMS across all scales. Default is 0.7. + + - **StageRNet**: + - threshold_rnet (float, optional): Confidence threshold for RNet proposals. Default is 0.7. + - nms_rnet (float, optional): IoU threshold for Non-Maximum Suppression in RNet. Default is 0.7. + + - **StageONet**: + - threshold_onet (float, optional): Confidence threshold for ONet proposals. Default is 0.8. + - nms_onet (float, optional): IoU threshold for Non-Maximum Suppression in ONet. Default is 0.7. + + Returns: + list or list of lists: A list of detected faces (in case a single image) or a list of lists of detected faces + (one per image in the batch). If the stages are `face_and_landmarks_detection`, + the output will have the detected faces and landmarks in JSON format. + In case of `face_detection_only`, only the bounding boxes will be provided in + JSON format. + """ + return_tensor = output_type == "numpy" + as_width_height = box_format == "xywh" + + is_batch = isinstance(image, list) + images = image if is_batch else [image] + + with tf.device(self._device): + # Load the images into memory and normalize them into a single tensor + try: + images_raw = load_images_batch(images) + images_normalized, images_oshapes, pad_param = standarize_batch(images_raw, + justification=batch_stack_justification, + normalize=True) + + bboxes_batch = None + + # Process images through each stage (PNet, RNet, ONet) + for stage in self.stages: + bboxes_batch = stage(bboxes_batch=bboxes_batch, images_normalized=images_normalized, images_oshapes=images_oshapes, **kwargs) + + except tf.errors.InvalidArgumentError: # No faces found + bboxes_batch = np.empty((0, 16)) + pad_param = None + + if postprocess and pad_param is not None: + # Adjust bounding boxes and landmarks to account for padding offsets + bboxes_batch = fix_bboxes_offsets(bboxes_batch, pad_param) + + # Optionally, limit the bounding boxes and landmarks to stay within image boundaries + if fit_to_image: + bboxes_batch = limit_bboxes(bboxes_batch, images_shapes=images_oshapes, limit_landmarks=limit_boundaries_landmarks) + + # Convert bounding boxes and landmarks to JSON format if required + if return_tensor: + result = bboxes_batch + + if as_width_height: + result[:, 3] = result[:, 3] - result[:, 1] + result[:, 4] = result[:, 4] - result[:, 2] + + else: + result = to_json(bboxes_batch, + images_count=len(images), + output_as_width_height=as_width_height, + input_as_width_height=False) + result = result[0] if (not is_batch and len(result) > 0) else result + + return result diff --git a/mtcnn/network.py b/mtcnn/network.py deleted file mode 100644 index 7c5f314..0000000 --- a/mtcnn/network.py +++ /dev/null @@ -1,111 +0,0 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -#MIT License -# -#Copyright (c) 2018 Iván de Paz Centeno -# -#Permission is hereby granted, free of charge, to any person obtaining a copy -#of this software and associated documentation files (the "Software"), to deal -#in the Software without restriction, including without limitation the rights -#to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -#copies of the Software, and to permit persons to whom the Software is -#furnished to do so, subject to the following conditions: -# -#The above copyright notice and this permission notice shall be included in all -#copies or substantial portions of the Software. -# -#THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -#IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -#FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -#AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -#LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -#OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -#SOFTWARE. - -import tensorflow as tf - -__author__ = "Iván de Paz Centeno" - - -class Network(object): - - def __init__(self, session, trainable: bool=True): - """ - Initializes the network. - :param trainable: flag to determine if this network should be trainable or not. - """ - self._session = session - self.__trainable = trainable - self.__layers = {} - self.__last_layer_name = None - - with tf.compat.v1.variable_scope(self.__class__.__name__.lower()): - self._config() - - def _config(self): - """ - Configures the network layers. - It is usually done using the LayerFactory() class. - """ - raise NotImplementedError("This method must be implemented by the network.") - - def add_layer(self, name: str, layer_output): - """ - Adds a layer to the network. - :param name: name of the layer to add - :param layer_output: output layer. - """ - self.__layers[name] = layer_output - self.__last_layer_name = name - - def get_layer(self, name: str=None): - """ - Retrieves the layer by its name. - :param name: name of the layer to retrieve. If name is None, it will retrieve the last added layer to the - network. - :return: layer output - """ - if name is None: - name = self.__last_layer_name - - return self.__layers[name] - - def is_trainable(self): - """ - Getter for the trainable flag. - """ - return self.__trainable - - def set_weights(self, weights_values: dict, ignore_missing=False): - """ - Sets the weights values of the network. - :param weights_values: dictionary with weights for each layer - """ - network_name = self.__class__.__name__.lower() - - with tf.compat.v1.variable_scope(network_name): - for layer_name in weights_values: - with tf.compat.v1.variable_scope(layer_name, reuse=True): - for param_name, data in weights_values[layer_name].items(): - try: - var = tf.compat.v1.get_variable(param_name, use_resource=False) - self._session.run(var.assign(data)) - - except ValueError: - if not ignore_missing: - raise - - def feed(self, image): - """ - Feeds the network with an image - :param image: image (perhaps loaded with CV2) - :return: network result - """ - network_name = self.__class__.__name__.lower() - - with tf.compat.v1.variable_scope(network_name): - return self._feed(image) - - def _feed(self, image): - raise NotImplementedError("Method not implemented.") \ No newline at end of file diff --git a/mtcnn/network/__init__.py b/mtcnn/network/__init__.py old mode 100755 new mode 100644 index 48d3830..51fec9d --- a/mtcnn/network/__init__.py +++ b/mtcnn/network/__init__.py @@ -1,24 +1,22 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -# MIT License -# -# Copyright (c) 2019 Iván de Paz Centeno -# -# Permission is hereby granted, free of charge, to any person obtaining a copy -# of this software and associated documentation files (the "Software"), to deal -# in the Software without restriction, including without limitation the rights -# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -# copies of the Software, and to permit persons to whom the Software is -# furnished to do so, subject to the following conditions: -# -# The above copyright notice and this permission notice shall be included in all -# copies or substantial portions of the Software. -# -# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -# SOFTWARE. +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + diff --git a/mtcnn/network/factory.py b/mtcnn/network/factory.py deleted file mode 100755 index 27dd477..0000000 --- a/mtcnn/network/factory.py +++ /dev/null @@ -1,131 +0,0 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -# MIT License -# -# Copyright (c) 2019 Iván de Paz Centeno -# -# Permission is hereby granted, free of charge, to any person obtaining a copy -# of this software and associated documentation files (the "Software"), to deal -# in the Software without restriction, including without limitation the rights -# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -# copies of the Software, and to permit persons to whom the Software is -# furnished to do so, subject to the following conditions: -# -# The above copyright notice and this permission notice shall be included in all -# copies or substantial portions of the Software. -# -# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -# SOFTWARE. - -from tensorflow.keras.layers import Input, Dense, Conv2D, MaxPooling2D, PReLU, Flatten, Softmax -from tensorflow.keras.models import Model - -import numpy as np - - -class NetworkFactory: - - def build_pnet(self, input_shape=None): - if input_shape is None: - input_shape = (None, None, 3) - - p_inp = Input(input_shape) - - p_layer = Conv2D(10, kernel_size=(3, 3), strides=(1, 1), padding="valid")(p_inp) - p_layer = PReLU(shared_axes=[1, 2])(p_layer) - p_layer = MaxPooling2D(pool_size=(2, 2), strides=(2, 2), padding="same")(p_layer) - - p_layer = Conv2D(16, kernel_size=(3, 3), strides=(1, 1), padding="valid")(p_layer) - p_layer = PReLU(shared_axes=[1, 2])(p_layer) - - p_layer = Conv2D(32, kernel_size=(3, 3), strides=(1, 1), padding="valid")(p_layer) - p_layer = PReLU(shared_axes=[1, 2])(p_layer) - - p_layer_out1 = Conv2D(2, kernel_size=(1, 1), strides=(1, 1))(p_layer) - p_layer_out1 = Softmax(axis=3)(p_layer_out1) - - p_layer_out2 = Conv2D(4, kernel_size=(1, 1), strides=(1, 1))(p_layer) - - p_net = Model(p_inp, [p_layer_out2, p_layer_out1]) - - return p_net - - def build_rnet(self, input_shape=None): - if input_shape is None: - input_shape = (24, 24, 3) - - r_inp = Input(input_shape) - - r_layer = Conv2D(28, kernel_size=(3, 3), strides=(1, 1), padding="valid")(r_inp) - r_layer = PReLU(shared_axes=[1, 2])(r_layer) - r_layer = MaxPooling2D(pool_size=(3, 3), strides=(2, 2), padding="same")(r_layer) - - r_layer = Conv2D(48, kernel_size=(3, 3), strides=(1, 1), padding="valid")(r_layer) - r_layer = PReLU(shared_axes=[1, 2])(r_layer) - r_layer = MaxPooling2D(pool_size=(3, 3), strides=(2, 2), padding="valid")(r_layer) - - r_layer = Conv2D(64, kernel_size=(2, 2), strides=(1, 1), padding="valid")(r_layer) - r_layer = PReLU(shared_axes=[1, 2])(r_layer) - r_layer = Flatten()(r_layer) - r_layer = Dense(128)(r_layer) - r_layer = PReLU()(r_layer) - - r_layer_out1 = Dense(2)(r_layer) - r_layer_out1 = Softmax(axis=1)(r_layer_out1) - - r_layer_out2 = Dense(4)(r_layer) - - r_net = Model(r_inp, [r_layer_out2, r_layer_out1]) - - return r_net - - def build_onet(self, input_shape=None): - if input_shape is None: - input_shape = (48, 48, 3) - - o_inp = Input(input_shape) - o_layer = Conv2D(32, kernel_size=(3, 3), strides=(1, 1), padding="valid")(o_inp) - o_layer = PReLU(shared_axes=[1, 2])(o_layer) - o_layer = MaxPooling2D(pool_size=(3, 3), strides=(2, 2), padding="same")(o_layer) - - o_layer = Conv2D(64, kernel_size=(3, 3), strides=(1, 1), padding="valid")(o_layer) - o_layer = PReLU(shared_axes=[1, 2])(o_layer) - o_layer = MaxPooling2D(pool_size=(3, 3), strides=(2, 2), padding="valid")(o_layer) - - o_layer = Conv2D(64, kernel_size=(3, 3), strides=(1, 1), padding="valid")(o_layer) - o_layer = PReLU(shared_axes=[1, 2])(o_layer) - o_layer = MaxPooling2D(pool_size=(2, 2), strides=(2, 2), padding="same")(o_layer) - - o_layer = Conv2D(128, kernel_size=(2, 2), strides=(1, 1), padding="valid")(o_layer) - o_layer = PReLU(shared_axes=[1, 2])(o_layer) - - o_layer = Flatten()(o_layer) - o_layer = Dense(256)(o_layer) - o_layer = PReLU()(o_layer) - - o_layer_out1 = Dense(2)(o_layer) - o_layer_out1 = Softmax(axis=1)(o_layer_out1) - o_layer_out2 = Dense(4)(o_layer) - o_layer_out3 = Dense(10)(o_layer) - - o_net = Model(o_inp, [o_layer_out2, o_layer_out3, o_layer_out1]) - return o_net - - def build_P_R_O_nets_from_file(self, weights_file): - weights = np.load(weights_file, allow_pickle=True).tolist() - - p_net = self.build_pnet() - r_net = self.build_rnet() - o_net = self.build_onet() - - p_net.set_weights(weights['pnet']) - r_net.set_weights(weights['rnet']) - o_net.set_weights(weights['onet']) - - return p_net, r_net, o_net diff --git a/mtcnn/network/onet.py b/mtcnn/network/onet.py new file mode 100644 index 0000000..5defaf7 --- /dev/null +++ b/mtcnn/network/onet.py @@ -0,0 +1,157 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +# pylint: disable=duplicate-code + +import tensorflow as tf + +L = tf.keras.layers + + +class ONet(tf.keras.Model): + """ + Definition of ONet (Output Network) for MTCNN. + + This network takes as input an image of size 48x48 with 3 channels, and outputs: + + * The regression of the bounding boxes (x1, y1, x2, y2) with a linear activation. + * The regression of 5 facial landmarks (10 points total). + * The classification of the area as a softmax operation ([1, 0] -> Not face; [0, 1] -> Face). + """ + def __init__(self, **kwargs): + super(ONet, self).__init__(**kwargs) + + # Defining the layers according to the provided architecture + self.conv1 = L.Conv2D(32, kernel_size=(3, 3), strides=(1, 1), padding="valid", activation="linear", name="conv1") + self.prelu1 = L.PReLU(shared_axes=[1, 2], name="prelu1") + self.maxpool1 = L.MaxPooling2D(pool_size=(3, 3), strides=(2, 2), padding="same", name="maxpooling1") + + self.conv2 = L.Conv2D(64, kernel_size=(3, 3), strides=(1, 1), padding="valid", activation="linear", name="conv2") + self.prelu2 = L.PReLU(shared_axes=[1, 2], name="prelu2") + self.maxpool2 = L.MaxPooling2D(pool_size=(3, 3), strides=(2, 2), padding="valid", name="maxpooling2") + + self.conv3 = L.Conv2D(64, kernel_size=(3, 3), strides=(1, 1), padding="valid", activation="linear", name="conv3") + self.prelu3 = L.PReLU(shared_axes=[1, 2], name="prelu3") + self.maxpool3 = L.MaxPooling2D(pool_size=(2, 2), strides=(2, 2), padding="same", name="maxpooling3") + + self.conv4 = L.Conv2D(128, kernel_size=(2, 2), strides=(1, 1), padding="valid", activation="linear", name="conv4") + self.prelu4 = L.PReLU(shared_axes=[1, 2], name="prelu4") + + self.permute = L.Permute((2, 1, 3), name="permute") + self.flatten = L.Flatten(name="flatten4") + + self.fc5 = L.Dense(256, activation="linear", name="fc5") + self.prelu5 = L.PReLU(name="prelu5") + + self.fc6_1 = L.Dense(4, activation="linear", name="fc6-1") # Bounding box regression + self.fc6_2 = L.Dense(10, activation="linear", name="fc6-2") # Landmark regression (5 landmarks, 10 points total) + self.fc6_3 = L.Dense(2, activation="softmax", name="fc6-3") # Classification (face or not) + + def build(self, input_shape=(None, 48, 48, 3)): + """ + Build the network by defining the input and manually creating each layer step by step, computing output shapes. + This method mirrors the layer initialization in the functional API. + """ + # Build conv1 block + self.conv1.build(input_shape) + output_shape = self.conv1.compute_output_shape(input_shape) + self.prelu1.build(output_shape) + output_shape = self.prelu1.compute_output_shape(output_shape) + self.maxpool1.build(output_shape) + output_shape = self.maxpool1.compute_output_shape(output_shape) + + # Build conv2 block + self.conv2.build(output_shape) + output_shape = self.conv2.compute_output_shape(output_shape) + self.prelu2.build(output_shape) + output_shape = self.prelu2.compute_output_shape(output_shape) + self.maxpool2.build(output_shape) + output_shape = self.maxpool2.compute_output_shape(output_shape) + + # Build conv3 block + self.conv3.build(output_shape) + output_shape = self.conv3.compute_output_shape(output_shape) + self.prelu3.build(output_shape) + output_shape = self.prelu3.compute_output_shape(output_shape) + self.maxpool3.build(output_shape) + output_shape = self.maxpool3.compute_output_shape(output_shape) + + # Build conv4 block + self.conv4.build(output_shape) + output_shape = self.conv4.compute_output_shape(output_shape) + self.prelu4.build(output_shape) + output_shape = self.prelu4.compute_output_shape(output_shape) + + # Permute and flatten + self.permute.build(output_shape) + output_shape = self.permute.compute_output_shape(output_shape) + self.flatten.build(output_shape) + output_shape = self.flatten.compute_output_shape(output_shape) + + # Fully connected layers + self.fc5.build(output_shape) + output_shape = self.fc5.compute_output_shape(output_shape) + self.prelu5.build(output_shape) + output_shape = self.prelu5.compute_output_shape(output_shape) + + # Outputs (classification, bounding box regression, and landmark regression) + self.fc6_1.build(output_shape) + self.fc6_2.build(output_shape) + self.fc6_3.build(output_shape) + + # Call the super build to finalize the model building + super(ONet, self).build(input_shape) + + def call(self, inputs, *args, **kwargs): + x = inputs + + # First conv block + x = self.conv1(x) + x = self.prelu1(x) + x = self.maxpool1(x) + + # Second conv block + x = self.conv2(x) + x = self.prelu2(x) + x = self.maxpool2(x) + + # Third conv block + x = self.conv3(x) + x = self.prelu3(x) + x = self.maxpool3(x) + + # Fourth conv block + x = self.conv4(x) + x = self.prelu4(x) + + # Permute, flatten, and fully connected layers + x = self.permute(x) + x = self.flatten(x) + x = self.fc5(x) + x = self.prelu5(x) + + # Outputs + bbox_reg = self.fc6_1(x) # Regression of bounding boxes + landmarks = self.fc6_2(x) # Regression of facial landmarks + bbox_class = self.fc6_3(x) # Classification (face or not) + + return [bbox_reg, landmarks, bbox_class] diff --git a/mtcnn/network/pnet.py b/mtcnn/network/pnet.py new file mode 100644 index 0000000..f3134ec --- /dev/null +++ b/mtcnn/network/pnet.py @@ -0,0 +1,101 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +# pylint: disable=duplicate-code + +import tensorflow as tf + + +L = tf.keras.layers + + +class PNet(tf.keras.Model): + """ + Definition of PNet (Proposal Network) + + This network takes as input an image with variable width and height, and generates two outputs: + + * The regression of the bounding boxes (x1, y1, x2, y2) with a linear activation. + * The classification of the area as a softmax operation ([1,0] -> Not face; [0,1] -> Face) + """ + def __init__(self, **kwargs): + super(PNet, self).__init__(**kwargs) + + # Definir las capas + self.conv1 = L.Conv2D(10, kernel_size=(3,3), strides=(1,1), padding="valid", activation="linear", name="conv1") + self.prelu1 = L.PReLU(shared_axes=[1, 2], name="prelu1") + self.maxpool1 = L.MaxPooling2D(pool_size=(2,2), strides=(2,2), padding="same", name="maxpooling1") + self.conv2 = L.Conv2D(16, kernel_size=(3,3), strides=(1,1), padding="valid", activation="linear", name="conv2") + self.prelu2 = L.PReLU(shared_axes=[1, 2], name="prelu2") + self.conv3 = L.Conv2D(32, kernel_size=(3,3), strides=(1,1), padding="valid", activation="linear", name="conv3") + self.prelu3 = L.PReLU(shared_axes=[1, 2], name="prelu3") + self.conv4_1 = L.Conv2D(4, kernel_size=(1,1), strides=(1,1), padding="valid", activation="linear", name="conv4-1") + self.conv4_2 = L.Conv2D(2, kernel_size=(1,1), strides=(1,1), padding="valid", activation="softmax", name="conv4-2") + + def build(self, input_shape=(None, None, None, 3)): + self.conv1.build(input_shape) + output_shape = self.conv1.compute_output_shape(input_shape) + + self.prelu1.build(output_shape) + output_shape = self.prelu1.compute_output_shape(output_shape) + + self.maxpool1.build(output_shape) + output_shape = self.maxpool1.compute_output_shape(output_shape) + + self.conv2.build(output_shape) + output_shape = self.conv2.compute_output_shape(output_shape) + + self.prelu2.build(output_shape) + output_shape = self.prelu2.compute_output_shape(output_shape) + + self.conv3.build(output_shape) + output_shape = self.conv3.compute_output_shape(output_shape) + + self.prelu3.build(output_shape) + output_shape = self.prelu3.compute_output_shape(output_shape) + + self.conv4_1.build(output_shape) + self.conv4_2.build(output_shape) + + super(PNet, self).build(input_shape) + + def call(self, inputs, *args, **kwargs): + x = inputs + + # First conv block + x = self.conv1(x) + x = self.prelu1(x) + x = self.maxpool1(x) + + # Second conv block + x = self.conv2(x) + x = self.prelu2(x) + + # Third conv block + x = self.conv3(x) + x = self.prelu3(x) + + # Outputs + bbox_reg = self.conv4_1(x) + bbox_class = self.conv4_2(x) + + return [bbox_reg, bbox_class] diff --git a/mtcnn/network/rnet.py b/mtcnn/network/rnet.py new file mode 100644 index 0000000..6b1b6ea --- /dev/null +++ b/mtcnn/network/rnet.py @@ -0,0 +1,137 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +# pylint: disable=duplicate-code + +import tensorflow as tf + + +L = tf.keras.layers + + +class RNet(tf.keras.Model): + """ + Definition of RNet (Refinement Network) for MTCNN. + + This network takes as input an image of size 24x24 with 3 channels, and outputs: + + * The regression of the bounding boxes (x1, y1, x2, y2) with a linear activation. + * The classification of the area as a softmax operation ([1, 0] -> Not face; [0, 1] -> Face). + """ + def __init__(self, **kwargs): + super(RNet, self).__init__(**kwargs) + + # Defining the layers according to the provided architecture + self.conv1 = L.Conv2D(28, kernel_size=(3,3), strides=(1,1), padding="valid", activation="linear", name="conv1") + self.prelu1 = L.PReLU(shared_axes=[1, 2], name="prelu1") + self.maxpool1 = L.MaxPooling2D(pool_size=(3,3), strides=(2,2), padding="same", name="maxpooling1") + + self.conv2 = L.Conv2D(48, kernel_size=(3,3), strides=(1,1), padding="valid", activation="linear", name="conv2") + self.prelu2 = L.PReLU(shared_axes=[1, 2], name="prelu2") + self.maxpool2 = L.MaxPooling2D(pool_size=(3,3), strides=(2,2), padding="valid", name="maxpooling2") + + self.conv3 = L.Conv2D(64, kernel_size=(2,2), strides=(1,1), padding="valid", activation="linear", name="conv3") + self.prelu3 = L.PReLU(shared_axes=[1, 2], name="prelu3") + + self.permute = L.Permute((2, 1, 3), name="permute") + self.flatten = L.Flatten(name="flatten3") + + self.fc4 = L.Dense(128, activation="linear", name="fc4") + self.prelu4 = L.PReLU(name="prelu4") + + self.fc5_1 = L.Dense(4, activation="linear", name="fc5-1") + self.fc5_2 = L.Dense(2, activation="softmax", name="fc5-2") + + def build(self, input_shape=(None, 24, 24, 3)): + """ + Build the network by defining the input and manually creating each layer step by step, computing output shapes. + This method mirrors the layer initialization in the functional API. + """ + # Build conv1 block + self.conv1.build(input_shape) + output_shape = self.conv1.compute_output_shape(input_shape) + self.prelu1.build(output_shape) + output_shape = self.prelu1.compute_output_shape(output_shape) + self.maxpool1.build(output_shape) + output_shape = self.maxpool1.compute_output_shape(output_shape) + + # Build conv2 block + self.conv2.build(output_shape) + output_shape = self.conv2.compute_output_shape(output_shape) + self.prelu2.build(output_shape) + output_shape = self.prelu2.compute_output_shape(output_shape) + self.maxpool2.build(output_shape) + output_shape = self.maxpool2.compute_output_shape(output_shape) + + # Build conv3 block + self.conv3.build(output_shape) + output_shape = self.conv3.compute_output_shape(output_shape) + self.prelu3.build(output_shape) + output_shape = self.prelu3.compute_output_shape(output_shape) + + # Permute and flatten + self.permute.build(output_shape) + output_shape = self.permute.compute_output_shape(output_shape) + self.flatten.build(output_shape) + output_shape = self.flatten.compute_output_shape(output_shape) + + # Fully connected layers + self.fc4.build(output_shape) + output_shape = self.fc4.compute_output_shape(output_shape) + self.prelu4.build(output_shape) + output_shape = self.prelu4.compute_output_shape(output_shape) + + # Outputs (classification and regression) + self.fc5_1.build(output_shape) + self.fc5_2.build(output_shape) + + # Call the super build to finalize the model building + super(RNet, self).build(input_shape) + + def call(self, inputs, *args, **kwargs): + x = inputs + + # First conv block + x = self.conv1(x) + x = self.prelu1(x) + x = self.maxpool1(x) + + # Second conv block + x = self.conv2(x) + x = self.prelu2(x) + x = self.maxpool2(x) + + # Third conv block + x = self.conv3(x) + x = self.prelu3(x) + + # Permute, flatten, and fully connected layers + x = self.permute(x) + x = self.flatten(x) + x = self.fc4(x) + x = self.prelu4(x) + + # Outputs + bbox_reg = self.fc5_1(x) # Regression of bounding boxes + bbox_class = self.fc5_2(x) # Classification (face or not) + + return [bbox_reg, bbox_class] diff --git a/example.py b/mtcnn/stages/__init__.py similarity index 51% rename from example.py rename to mtcnn/stages/__init__.py index 9da97b9..65bcddf 100644 --- a/example.py +++ b/mtcnn/stages/__init__.py @@ -1,9 +1,6 @@ -#!/usr/bin/env python3 -# -*- coding: utf-8 -*- - # MIT License # -# Copyright (c) 2019 Iván de Paz Centeno +# Copyright (c) 2019-2024 Iván de Paz Centeno # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal @@ -23,30 +20,8 @@ # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE # SOFTWARE. -import cv2 -from mtcnn import MTCNN - -detector = MTCNN() - -image = cv2.cvtColor(cv2.imread("ivan.jpg"), cv2.COLOR_BGR2RGB) -result = detector.detect_faces(image) - -# Result is an array with all the bounding boxes detected. We know that for 'ivan.jpg' there is only one. -bounding_box = result[0]['box'] -keypoints = result[0]['keypoints'] - -cv2.rectangle(image, - (bounding_box[0], bounding_box[1]), - (bounding_box[0]+bounding_box[2], bounding_box[1] + bounding_box[3]), - (0,155,255), - 2) - -cv2.circle(image,(keypoints['left_eye']), 2, (0,155,255), 2) -cv2.circle(image,(keypoints['right_eye']), 2, (0,155,255), 2) -cv2.circle(image,(keypoints['nose']), 2, (0,155,255), 2) -cv2.circle(image,(keypoints['mouth_left']), 2, (0,155,255), 2) -cv2.circle(image,(keypoints['mouth_right']), 2, (0,155,255), 2) - -cv2.imwrite("ivan_drawn.jpg", cv2.cvtColor(image, cv2.COLOR_RGB2BGR)) +from mtcnn.stages.stage_pnet import StagePNet +from mtcnn.stages.stage_rnet import StageRNet +from mtcnn.stages.stage_onet import StageONet -print(result) +__all__ = ["StagePNet", "StageRNet", "StageONet"] diff --git a/mtcnn/stages/base.py b/mtcnn/stages/base.py new file mode 100644 index 0000000..b202ac8 --- /dev/null +++ b/mtcnn/stages/base.py @@ -0,0 +1,91 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +from abc import ABC, abstractmethod + + +class StageBase(ABC): + """ + Base class for defining a stage in a processing pipeline. + + This class serves as an abstract base for stages in a model's processing pipeline. Each stage + is defined by a name, an identifier, and an optional model associated with it. Subclasses must + implement the `__call__` method to define the specific functionality of the stage. + """ + + def __init__(self, stage_name, stage_id, model=None, **kwargs): + """ + Initializes a StageBase object with a name, ID, and optional model. + + Args: + stage_name (str): The name of the stage. + stage_id (str or int): The identifier of the stage. + model (object, optional): The model associated with this stage. + *args: Additional positional arguments. + **kwargs: Additional keyword arguments. + """ + self._name = stage_name + self._id = stage_id + self._model = model + + @property + def model(self): + """ + Returns the model associated with this stage. + + Returns: + object: The model associated with this stage, or None if no model is set. + """ + return self._model + + @property + def id(self): + """ + Returns the identifier of the stage. + + Returns: + str or int: The identifier of the stage. + """ + return self._id + + @property + def name(self): + """ + Returns the name of the stage. + + Returns: + str: The name of the stage. + """ + return self._name + + @abstractmethod + def __call__(self, *args, **kwargs): + """ + Abstract method that must be implemented by subclasses to define the functionality of the stage. + + Args: + *args: Positional arguments for the stage's functionality. + **kwargs: Keyword arguments for the stage's functionality. + + Raises: + NotImplementedError: If the method is not implemented in a subclass. + """ diff --git a/mtcnn/stages/stage_onet.py b/mtcnn/stages/stage_onet.py new file mode 100644 index 0000000..ab8b9cf --- /dev/null +++ b/mtcnn/stages/stage_onet.py @@ -0,0 +1,105 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +# pylint: disable=duplicate-code + +import numpy as np + +from mtcnn.network.onet import ONet + +from mtcnn.utils.tensorflow import load_weights +from mtcnn.utils.images import extract_patches +from mtcnn.utils.bboxes import replace_confidence, adjust_bboxes, pick_matches, smart_nms_from_bboxes +from mtcnn.utils.landmarks import adjust_landmarks + +from mtcnn.stages.base import StageBase + + +class StageONet(StageBase): + """ + Stage for running the Output Network (ONet) of the MTCNN model. This stage refines the bounding box proposals + generated by the RNet stage, adjusts the bounding boxes, predicts facial landmarks, and filters the results + using ONet's output. + + Args: + stage_name (str): Name of the stage. Defaults to "Stage ONET". + stage_id (int): Unique identifier for the stage. Defaults to 3. + weights (str): Path to the weights file to load the model. Defaults to "onet.lz4". + """ + + def __init__(self, stage_name="Stage ONET", stage_id=3, weights="onet.lz4"): + """ + Initializes the StageONet by loading the ONet model and setting the specified weights. + + Args: + stage_name (str, optional): The name of the stage. Default is "Stage ONET". + stage_id (int, optional): The ID for the stage. Default is 3. + weights (str, optional): The file path to the weights for the ONet model. Default is "onet.lz4". + """ + model = ONet() + model.build() # Building the ONet model + model.set_weights(load_weights(weights)) # Load pre-trained weights + + super().__init__(stage_name=stage_name, stage_id=stage_id, model=model) + + def __call__(self, images_normalized, bboxes_batch, threshold_onet=0.8, nms_onet=0.7, **kwargs): + """ + Runs the ONet stage on the input images and bounding boxes, refining the proposals generated by the RNet stage + and adding facial landmarks prediction. + + Args: + images_normalized (tf.Tensor): A tensor of normalized images with shape (batch_size, width, height, 3). + bboxes_batch (np.ndarray): An array of bounding boxes produced by the RNet stage, each row representing + [image_id, x1, y1, x2, y2, confidence, landmark_x1, landmark_y1, ...]. + threshold_onet (float, optional): The confidence threshold for keeping bounding boxes after ONet refinement. Default is 0.8. + nms_onet (float, optional): The IoU threshold for Non-Maximum Suppression after ONet refinement. Default is 0.7. + **kwargs: Additional arguments passed to the function. + + Returns: + np.ndarray: A numpy array of refined bounding boxes and landmarks after ONet processing, ready for the final stage. + """ + # 1. Extract patches for each bounding box from the normalized images. + # These patches are resized to the expected input size for ONet (48x48). + patches = extract_patches(images_normalized, bboxes_batch, expected_size=(48, 48)) + + # 2. Pass the extracted patches through ONet to get bounding box offsets, facial landmarks, and confidence scores. + bboxes_offsets, face_landmarks, scores = self._model(patches) + + # 3. Adjust the landmarks to match the bounding box coordinates relative to the original image. + face_landmarks = adjust_landmarks(face_landmarks, bboxes_batch) + + # 4. Replace the confidence of the bounding boxes with the ones provided by ONet. + bboxes_batch = replace_confidence(bboxes_batch, scores) + + # 5. Adjust the bounding boxes using the offsets predicted by ONet (refinement of the proposals). + bboxes_batch = adjust_bboxes(bboxes_batch, bboxes_offsets) + + # 6. Combine the facial landmarks with the bounding boxes batch tensor. + bboxes_batch = np.concatenate([bboxes_batch, face_landmarks], axis=-1) + + # 7. Filter out bounding boxes based on the new confidence scores and the threshold set for ONet. + bboxes_batch = pick_matches(bboxes_batch, scores_column=5, score_threshold=threshold_onet) + + # 8. Apply Non-Maximum Suppression (NMS) to remove overlapping boxes based on the refined boxes, scores, and landmarks. + bboxes_batch = smart_nms_from_bboxes(bboxes_batch, threshold=nms_onet, method="min", initial_sort=True) + + return bboxes_batch diff --git a/mtcnn/stages/stage_pnet.py b/mtcnn/stages/stage_pnet.py new file mode 100644 index 0000000..0138886 --- /dev/null +++ b/mtcnn/stages/stage_pnet.py @@ -0,0 +1,108 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +# pylint: disable=duplicate-code + +import numpy as np + +from mtcnn.network.pnet import PNet + +from mtcnn.utils.tensorflow import load_weights +from mtcnn.utils.images import build_scale_pyramid, apply_scales +from mtcnn.utils.bboxes import generate_bounding_box, upscale_bboxes, smart_nms_from_bboxes, resize_to_square + +from mtcnn.stages.base import StageBase + + +class StagePNet(StageBase): + """ + Stage for running the Proposal Network (PNet) of the MTCNN model. This stage takes images, builds + image pyramids for different scales, and runs PNet to generate bounding box proposals, applying + Non-Maximum Suppression (NMS) to filter overlapping boxes. + + Args: + stage_name (str): Name of the stage. Defaults to "Stage PNET". + stage_id (int): Unique identifier for the stage. Defaults to 1. + weights (str): Path to the weights file to load the model. Defaults to "pnet.lz4". + """ + + def __init__(self, stage_name="Stage PNET", stage_id=1, weights="pnet.lz4"): + """ + Initializes the StagePNet by loading the PNet model and setting the specified weights. + + Args: + stage_name (str, optional): The name of the stage. Default is "Stage PNET". + stage_id (int, optional): The ID for the stage. Default is 1. + weights (str, optional): The file path to the weights for the PNet model. Default is "pnet.lz4". + """ + model = PNet() + model.build() # Building the model (no need to specify input shape if default is provided) + model.set_weights(load_weights(weights)) # Load pre-trained weights + + super().__init__(stage_name=stage_name, stage_id=stage_id, model=model) + + def __call__(self, images_normalized, images_oshapes, min_face_size=20, min_size=12, scale_factor=0.709, + threshold_pnet=0.6, nms_pnet1=0.5, nms_pnet2=0.7, **kwargs): + """ + Runs the PNet stage on a batch of images to generate bounding box proposals. + + Args: + images_normalized (tf.Tensor): A tensor of normalized images with shape (batch_size, width, height, 3). + These images are padded to match the size of the largest image in the batch. + images_oshapes (tf.Tensor): A tensor containing the original shapes of the images, with shape (batch_size, 3). + min_face_size (int, optional): The minimum size of a face to detect. Default is 20. + min_size (int, optional): The minimum size to start the image pyramid. Default is 12. + scale_factor (float, optional): The scaling factor for the image pyramid. Default is 0.709. + threshold_pnet (float, optional): The confidence threshold for proposals from PNet. Default is 0.6. + nms_pnet1 (float, optional): The IoU threshold for the first round of NMS per scale. Default is 0.5. + nms_pnet2 (float, optional): The IoU threshold for the second round of NMS across all scales. Default is 0.7. + **kwargs: Additional arguments passed to the function. + + Returns: + np.ndarray: A numpy array of bounding boxes after NMS and resizing to square, ready for the next stage. + """ + # 1. Build the pyramid scale for every image based on the size and scale factor + scales_groups = [build_scale_pyramid(shape[1], shape[0], min_face_size=min_face_size, scale_factor=scale_factor) + for shape in images_oshapes] + + # 2. Apply the scales to normalized images + scales_result, scales_index = apply_scales(images_normalized, scales_groups) + batch_size = images_normalized.shape[0] + + # 3. Get proposals bounding boxes and confidence from the model (PNet) + pnet_result = [self._model(s) for s in scales_result] + + # 4. Generate bounding boxes per scale group + bboxes_proposals = [generate_bounding_box(result[0], result[1], threshold_pnet) for result in pnet_result] + bboxes_batch_upscaled = [upscale_bboxes(bbox, np.asarray([scale] * batch_size)) for bbox, scale in zip(bboxes_proposals, scales_index)] + + # 5. Apply Non-Maximum Suppression (NMS) per scale group + bboxes_nms = [smart_nms_from_bboxes(b, threshold=nms_pnet1, method="union", initial_sort=False) for b in bboxes_batch_upscaled] + + # 6. Concatenate and apply NMS again across all scales + bboxes_batch = np.concatenate(bboxes_nms, axis=0) if len(bboxes_nms) > 0 else np.empty((0, 6)) + bboxes_batch = smart_nms_from_bboxes(bboxes_batch, threshold=nms_pnet2, method="union", initial_sort=True) + + # 7. Resize bounding boxes to square format + bboxes_batch = resize_to_square(bboxes_batch) + + return bboxes_batch diff --git a/mtcnn/stages/stage_rnet.py b/mtcnn/stages/stage_rnet.py new file mode 100644 index 0000000..4a3b296 --- /dev/null +++ b/mtcnn/stages/stage_rnet.py @@ -0,0 +1,97 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +# pylint: disable=duplicate-code + +from mtcnn.network.rnet import RNet + +from mtcnn.utils.tensorflow import load_weights +from mtcnn.utils.images import extract_patches +from mtcnn.utils.bboxes import replace_confidence, adjust_bboxes, pick_matches, smart_nms_from_bboxes, resize_to_square + +from mtcnn.stages.base import StageBase + + +class StageRNet(StageBase): + """ + Stage for running the Refinement Network (RNet) of the MTCNN model. This stage refines the bounding box + proposals generated by the PNet stage, adjusts the bounding boxes, and filters them using RNet's output. + + Args: + stage_name (str): Name of the stage. Defaults to "Stage RNET". + stage_id (int): Unique identifier for the stage. Defaults to 2. + weights (str): Path to the weights file to load the model. Defaults to "rnet.lz4". + """ + + def __init__(self, stage_name="Stage RNET", stage_id=2, weights="rnet.lz4"): + """ + Initializes the StageRNet by loading the RNet model and setting the specified weights. + + Args: + stage_name (str, optional): The name of the stage. Default is "Stage RNET". + stage_id (int, optional): The ID for the stage. Default is 2. + weights (str, optional): The file path to the weights for the RNet model. Default is "rnet.lz4". + """ + model = RNet() + model.build() # Building the RNet model + model.set_weights(load_weights(weights)) # Load pre-trained weights + + super().__init__(stage_name=stage_name, stage_id=stage_id, model=model) + + def __call__(self, images_normalized, bboxes_batch, threshold_rnet=0.7, nms_rnet=0.7, **kwargs): + """ + Runs the RNet stage on the input images and bounding boxes, refining the proposals generated by the PNet stage. + + Args: + images_normalized (tf.Tensor): A tensor of normalized images with shape (batch_size, width, height, 3). + bboxes_batch (np.ndarray): An array of bounding boxes produced by the PNet stage, each row representing + [image_id, x1, y1, x2, y2, confidence, landmark_x1, landmark_y1, ...]. + threshold_rnet (float, optional): The confidence threshold for keeping bounding boxes after RNet refinement. Default is 0.7. + nms_rnet (float, optional): The IoU threshold for Non-Maximum Suppression after RNet refinement. Default is 0.7. + **kwargs: Additional arguments passed to the function. + + Returns: + np.ndarray: A numpy array of refined bounding boxes after RNet processing, ready for the next stage. + """ + # 1. Extract patches for each bounding box from the normalized images. + # These patches are resized to the expected input size for RNet (24x24). + patches = extract_patches(images_normalized, bboxes_batch, expected_size=(24, 24)) + + # 2. Pass the extracted patches through RNet to get bounding box offsets and confidence scores. + bboxes_offsets, scores = self._model(patches) + + # 3. Replace the confidence of the bounding boxes with the ones provided by RNet. + bboxes_batch = replace_confidence(bboxes_batch, scores) + + # 4. Adjust the bounding boxes using the offsets predicted by RNet (refinement of the proposals). + bboxes_batch = adjust_bboxes(bboxes_batch, bboxes_offsets) + + # 5. Filter out bounding boxes based on the new confidence scores and the threshold set for RNet. + bboxes_batch = pick_matches(bboxes_batch, score_threshold=threshold_rnet) + + # 6. Apply Non-Maximum Suppression (NMS) to remove overlapping boxes based on the refined boxes and scores. + bboxes_batch = smart_nms_from_bboxes(bboxes_batch, threshold=nms_rnet, method="union", initial_sort=True) + + # 7. Resize bounding boxes to a square format to prepare them for the next stage. + bboxes_batch = resize_to_square(bboxes_batch) + + return bboxes_batch diff --git a/mtcnn/exceptions/invalid_image.py b/mtcnn/utils/__init__.py old mode 100755 new mode 100644 similarity index 84% rename from mtcnn/exceptions/invalid_image.py rename to mtcnn/utils/__init__.py index fbb558e..02a9a4b --- a/mtcnn/exceptions/invalid_image.py +++ b/mtcnn/utils/__init__.py @@ -1,30 +1,21 @@ -#!/usr/bin/python3 -# -*- coding: utf-8 -*- - -# MIT License -# -# Copyright (c) 2019 Iván de Paz Centeno -# -# Permission is hereby granted, free of charge, to any person obtaining a copy -# of this software and associated documentation files (the "Software"), to deal -# in the Software without restriction, including without limitation the rights -# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -# copies of the Software, and to permit persons to whom the Software is -# furnished to do so, subject to the following conditions: -# -# The above copyright notice and this permission notice shall be included in all -# copies or substantial portions of the Software. -# -# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -# SOFTWARE. - - -__author__ = "Iván de Paz Centeno" - -class InvalidImage(Exception): - pass +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. diff --git a/mtcnn/utils/bboxes.py b/mtcnn/utils/bboxes.py new file mode 100644 index 0000000..f97d111 --- /dev/null +++ b/mtcnn/utils/bboxes.py @@ -0,0 +1,565 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +import numpy as np + +from mtcnn.utils.landmarks import parse_landmarks + + +def generate_bounding_box(bbox_reg, bbox_class, threshold_face, strides=2, cell_size=12): + """ + Generates bounding boxes for detected objects (e.g., faces) based on the class and regression outputs of a model, + supporting batch input. + + Args: + bbox_reg (tf.Tensor): Bounding box regression predictions with shape (batch_size, height, width, 4). + This contains adjustments to apply to the initial bounding box positions for each image in the batch. + bbox_class (tf.Tensor): Class predictions (e.g., face/non-face) of shape (batch_size, height, width, 2), + where the second channel corresponds to the probability of a face being present. + threshold_face (float): A threshold between 0 and 1 that determines if a detection is considered a face or not. + Bounding boxes are only generated for detections with probabilities greater than this value. + strides (int, optional): The step size (in pixels) used to slide the detection window over the image. Default is 2. + cell_size (int, optional): The size of the sliding window (in pixels) used to detect faces. Default is 12. + + Returns: + np.ndarray: An array of bounding boxes for the entire batch, where each box is represented as + [batch_index, x1, y1, x2, y2, confidence]. + The `batch_index` indicates which image in the batch the bounding box belongs to. + """ + bbox_reg = bbox_reg.numpy() + bbox_class = bbox_class.numpy() + + # Create a mask for detected faces based on the threshold for face probability + confidence_score = bbox_class[:,:,:,1] + + # Find the indices where the detection mask is true (i.e., face detected) + index_bboxes = np.stack(np.where(confidence_score > threshold_face)) # batch_size, y, x + filtered_bbox_reg = np.transpose(bbox_reg[index_bboxes[0], index_bboxes[1], index_bboxes[2]], (1,0)) + + # Extract the regression values + reg_x1, reg_y1, reg_x2, reg_y2 = filtered_bbox_reg + + # Convert strides and cell size into arrays for easy broadcasting + strides = np.asarray([[1], [strides], [strides]]) + cellsize = [np.asarray([[0], [1], [1]]), np.asarray([[0], [cell_size], [cell_size]])] + + # Calculate the top-left and bottom-right corners of the bounding boxes + bbox_up_left = index_bboxes * strides + cellsize[0] + bbox_bottom_right = index_bboxes * strides + cellsize[1] + + # Calculate width and height for the bounding boxes + reg_w = bbox_bottom_right[2] - bbox_up_left[2] # width of bounding box + reg_h = bbox_bottom_right[1] - bbox_up_left[1] # height of bounding box + + # Apply the regression to adjust the bounding box coordinates + x1 = bbox_up_left[2] + reg_x1 * reg_w # Adjusted x1 + y1 = bbox_up_left[1] + reg_y1 * reg_h # Adjusted y1 + x2 = bbox_bottom_right[2] + reg_x2 * reg_w # Adjusted x2 + y2 = bbox_bottom_right[1] + reg_y2 * reg_h # Adjusted y2 + + # Concatenate the bounding box coordinates and detection information, keeping batch index + bboxes_result = np.stack([ + index_bboxes[0], x1, y1, x2, y2, confidence_score[index_bboxes[0], index_bboxes[1], index_bboxes[2]] + ], axis=0).T + + # Sort bounding boxes by score in descending order + bboxes_result = sort_by_scores(bboxes_result, scores=bboxes_result[:, -1], ascending=False) + + return bboxes_result + + +def upscale_bboxes(bboxes_result, scales): + """ + Upscales bounding boxes to their original size based on the scaling factors applied during image resizing, + supporting batch input. + + Args: + bboxes_result (np.ndarray): Array of bounding boxes, where each box is represented as + [batch_index, x1, y1, x2, y2, confidence, reg_x1, reg_y1, reg_x2, reg_y2]. + scales (np.ndarray): Array of scaling factors used during image resizing, typically one scale per image or detection. + The shape of `scales` should be (batch_size,), where each entry corresponds to the scale applied to an + image in the batch. + + Returns: + np.ndarray: The input bounding boxes, but with the coordinates scaled back to the original image dimensions, + adjusted for each image in the batch according to its respective scale. + """ + + # Broadcast the scales to match the shape of the bounding boxes, ensuring the correct scale is applied to each batch entry + scales_bcast = np.expand_dims(scales[bboxes_result[:,0].astype(int)], axis=-1) + + # Scale the bounding box coordinates (x1, y1, x2, y2) back to the original image size + bboxes_result[:,1:5] = bboxes_result[:,1:5] / scales_bcast + + return bboxes_result + + +def iou(bboxes, method="union"): + """ + Computes the Intersection over Union (IoU) for a set of bounding boxes based on the specified method ("union" or "min"). + + Args: + bboxes (list or np.ndarray): List or array of bounding boxes, where each bounding box is represented as + [row1, col1, row2, col2] (coordinates of the top-left and bottom-right corners). + method (str, optional): Method to compute the IoU. Options are: + - "union": Computes IoU based on the union of the bounding boxes. + - "min": Computes IoU based on the minimum area of the bounding boxes. + Default is "union". + + Returns: + np.ndarray: A matrix of shape (N, N) where each element [i, j] represents the IoU between the i-th and j-th bounding box. + The matrix is symmetric, with diagonal elements equal to 1 (IoU of a box with itself). + """ + + # Convert the list of bounding boxes to a NumPy array + bboxes = np.stack(bboxes, axis=0) + + # Calculate the area of each bounding box + area_bboxes = (bboxes[:, 2] - bboxes[:, 0]) * (bboxes[:, 3] - bboxes[:, 1]) + + # Expand dimensions to compute pairwise IoU (N x N matrix) + bboxes_a = np.expand_dims(bboxes, axis=0) + bboxes_b = np.expand_dims(bboxes, axis=1) + + # Calculate the intersection coordinates + row_inter_top = np.maximum(bboxes_a[:, :, 0], bboxes_b[:, :, 0]) + col_inter_left = np.maximum(bboxes_a[:, :, 1], bboxes_b[:, :, 1]) + row_inter_bottom = np.minimum(bboxes_a[:, :, 2], bboxes_b[:, :, 2]) + col_inter_right = np.minimum(bboxes_a[:, :, 3], bboxes_b[:, :, 3]) + + # Calculate the intersection area + height_inter = np.maximum(0, row_inter_bottom - row_inter_top) + width_inter = np.maximum(0, col_inter_right - col_inter_left) + area_inter = height_inter * width_inter + + # Compute IoU based on the specified method + if method == "union": + # Union: Area of A + Area of B - Intersection + area_union = area_bboxes[:, None] + area_bboxes[None, :] - area_inter + iou_matrix = area_inter / area_union + elif method == "min": + # Minimum: Area of the smaller box between A and B + area_min = np.minimum(area_bboxes[:, None], area_bboxes[None, :]) + iou_matrix = area_inter / area_min + else: + raise ValueError("Method should be either 'union' or 'min'.") + + return iou_matrix + + +def sort_by_scores(tensor, scores, ascending=True): + """ + Sorts a tensor based on an array of scores, either in ascending or descending order. + + Args: + tensor (np.ndarray): Tensor of shape (N, ...) where N is the number of elements to sort. + scores (np.ndarray): Array of shape (N,) containing scores associated with each element in the tensor. + ascending (bool, optional): Whether to sort in ascending order. Default is True (ascending). + + Returns: + np.ndarray: The tensor sorted according to the scores. + """ + + # Get the sorted indices based on the scores + sorted_indices = np.argsort(scores) + + # Sort the tensor using the sorted indices, reversing if descending + sorted_tensor = tensor[sorted_indices[::(-2 * int(not ascending) + 1)]] + + return sorted_tensor + + +def nms(target_iou, threshold): + """ + Performs Non-Maximum Suppression (NMS) to filter out overlapping bounding boxes based on the IoU threshold. + + Args: + target_iou (np.ndarray): A square IoU matrix of shape (N, N) where each element [i, j] represents the IoU + between the i-th and j-th bounding box. + threshold (float): IoU threshold above which boxes are considered to overlap too much and will be suppressed. + + Returns: + np.ndarray: Array of indices of bounding boxes that are kept after NMS. + """ + + # Step 1: Create a mask for allowed comparisons (upper triangular part of the IoU matrix, excluding the diagonal) + allowed_mask = np.triu(np.ones((target_iou.shape[0], target_iou.shape[0])), k=1) + + # Step 2: Create a mask for failed comparisons (IoU above the threshold) + failed_mask = (target_iou > threshold).astype(int) + + # Step 3: Combine the masks and get the indices of the remaining boxes + result_indexes = np.where((failed_mask * allowed_mask).sum(axis=0) == 0)[0] + + return result_indexes + + +def smart_nms_from_bboxes(bboxes, threshold, column_image_id=0, columns_bbox=slice(1, 5, None), column_confidence=5, + method="union", initial_sort=True): + """ + Applies Non-Maximum Suppression (NMS) to a set of bounding boxes grouped by image ID. + + Args: + bboxes (np.ndarray): Array of bounding boxes, where each box is represented as + [image_id, row1, col1, row2, col2, score]. + threshold (float): IoU threshold for NMS. Bounding boxes with IoU higher than this value will be suppressed. + column_image_id (int): Column position in the array indicating the image id. + columns_bbox (slice): Slice of columns containing the BBox coords. + method (str, optional): Method for IoU calculation. Can be "union" or "min". Default is "union". + column_confidence (int): Column containing the value of confidence for each bbox. + initial_sort (bool): True to sort bboxes by confidence value. False otherwise. + + Returns: + A np.ndarray containing the filtered bboxes, image-wise. + dict: A dictionary where keys are `image_id` and values are arrays of indices of bounding boxes that are + kept after NMS for each image. + """ + # Step 0: Sort if required + if initial_sort: + bboxes = sort_by_scores(bboxes, scores=bboxes[:, column_confidence], ascending=False) + + # Step 1: Get unique image IDs + image_ids = np.unique(bboxes[:, 0]) + + result = [] + + # Step 2: Apply NMS per image + for image_id in image_ids: + # Filter bounding boxes for the current image + target_bboxes = bboxes[bboxes[:, column_image_id] == image_id] + + # Compute the IoU matrix for the bounding boxes + target_iou = iou(target_bboxes[:, columns_bbox], method=method) + + # Perform NMS and get the indices of the boxes to keep + target_indexes = nms(target_iou, threshold) + + # Filter the boxes for the image + target_filtered_bboxes = target_bboxes[target_indexes.astype(int)] + + # Store the result + result.append(target_filtered_bboxes) + + result = np.concatenate(result, axis=0) if len(result) > 0 else np.empty((0, 6)) + + return result + + +def resize_to_square(bboxes): + """ + Adjusts bounding boxes to be square by resizing them based on their largest dimension + (width or height). The bounding boxes are resized by expanding the smaller dimension + to match the larger one while keeping the center of the box intact. + + Args: + bboxes (np.ndarray): An array of bounding boxes of shape (n, 5), where each row + represents [batch_index, x1, y1, x2, y2]. + + Returns: + np.ndarray: An array of bounding boxes adjusted to be square, maintaining their center positions. + """ + bboxes = bboxes.copy() + h = bboxes[:, 4] - bboxes[:, 2] # Height of each bounding box + w = bboxes[:, 3] - bboxes[:, 1] # Width of each bounding box + largest_size = np.maximum(w, h) # Largest dimension (width or height) + + # Adjust x1 and y1 to center the bounding box and resize to square + bboxes[:, 1] = bboxes[:, 1] + w * 0.5 - largest_size * 0.5 + bboxes[:, 2] = bboxes[:, 2] + h * 0.5 - largest_size * 0.5 + bboxes[:, 3:5] = bboxes[:, 1:3] + np.tile(largest_size, (2, 1)).T # Resize x2, y2 + + return bboxes + + +def replace_confidence(bboxes_batch, new_scores): + """ + Replaces the confidence scores of bounding boxes with new scores provided. + + Args: + bboxes_batch (np.ndarray): An array of bounding boxes of shape (n, m), where each row + contains the bounding box coordinates and the confidence score. + The confidence score is expected to be in the last column. + new_scores (np.ndarray): An array of new confidence scores of shape (n, m), where the + confidence score is also expected to be in the last column. + + Returns: + np.ndarray: The bounding boxes array with updated confidence scores from `new_scores`. + """ + bboxes_batch[:, -1] = new_scores[:, -1] + return bboxes_batch + + +def adjust_bboxes(bboxes_batch, bboxes_offsets): + """ + Adjusts the bounding box coordinates by applying the provided offsets. + + The offsets are applied to resize and shift the bounding boxes based on their width and height. + + Args: + bboxes_batch (np.ndarray): An array of bounding boxes of shape (n, m), where each row contains + the batch index, bounding box coordinates [x1, y1, x2, y2], and + potentially additional data such as scores. + bboxes_offsets (np.ndarray): An array of offsets for adjusting the bounding boxes. The shape should be + (n, 4), where each row contains offsets for [dx1, dy1, dx2, dy2]. + + Returns: + np.ndarray: The adjusted bounding boxes with updated coordinates, maintaining any additional columns + beyond the bounding box coordinates (such as scores). + """ + bboxes_batch = bboxes_batch.copy() + w = bboxes_batch[:, 3] - bboxes_batch[:, 1] + 1 # Calculate width of each bounding box + h = bboxes_batch[:, 4] - bboxes_batch[:, 2] + 1 # Calculate height of each bounding box + + sizes = np.stack([w, h, w, h], axis=-1) # Stack width and height to match bbox_offsets + bboxes_batch[:, 1:5] += bboxes_offsets * sizes # Apply offsets to the coordinates + + return bboxes_batch + + +def pick_matches(bboxes_batch, scores_column=-1, score_threshold=0.7): + """ + Filters bounding boxes based on the confidence score threshold. + + Only bounding boxes with a confidence score higher than the specified threshold are returned. + + Args: + bboxes_batch (np.ndarray): An array of bounding boxes of shape (n, m), where each row contains + bounding box coordinates and confidence scores. The confidence scores + are expected to be in the column specified by `scores_column`. + scores_column (int): The index of the column that contains the confidence scores. Default is -1 (last column). + score_threshold (float): The minimum confidence score threshold to select bounding boxes. + Default is 0.7. + + Returns: + np.ndarray: An array of bounding boxes that have confidence scores greater than `score_threshold`. + """ + return bboxes_batch[np.where(bboxes_batch[:, scores_column] > score_threshold)[0]] + + +def to_json(bboxes_batch, images_count, input_as_width_height=False, output_as_width_height=True): + """ + Converts a batch of bounding boxes and facial keypoints into a JSON-friendly format. + + This function processes the bounding boxes grouped by unique image IDs, and formats each bounding box + and its associated keypoints (facial landmarks) into a dictionary structure suitable for JSON serialization. + + Args: + bboxes_batch (np.ndarray): An array of shape (n, 16) where each row represents a bounding box + and associated keypoints in the following format: + [image_id, x1, y1, x2, y2, confidence, left_eye_x, left_eye_y, right_eye_x, + right_eye_y, nose_x, nose_y, mouth_left_x, mouth_left_y, mouth_right_x, mouth_right_y]. + images_count (int): Number of different images composed by the batch. + input_as_width_height (bool, optional): True if format of input bounding boxes is [x1, x2, width, height]. + False if format is [x1, y1, x2, y2]. + output_as_width_height (bool, optional): True to format bounding boxes as [x1, x2, width, height]. + False to format as [x1, y1, x2, y2]. + + Returns: + list: A list of lists, where each inner list contains dictionaries for bounding boxes and keypoints + for a specific image. Each dictionary has the following structure: + { + "box": [x, y, width, height], + "keypoints": { + "nose": [nose_x, nose_y], + "mouth_right": [mouth_right_x, mouth_right_y], + "right_eye": [right_eye_x, right_eye_y], + "left_eye": [left_eye_x, left_eye_y], + "mouth_left": [mouth_left_x, mouth_left_y] + }, + "confidence": confidence_score + } + """ + single_element = len(bboxes_batch.shape) == 1 + + if single_element: + bboxes_batch = np.expand_dims(bboxes_batch, axis=0) + + #unique_ids = np.unique(bboxes_batch[:, 0]) + + result_batch = [] + + # Loop over each unique image ID + for unique_id in range(images_count): + result = [] + bboxes_subset = bboxes_batch[bboxes_batch[:, 0] == unique_id] + + # Loop over each bounding box in the subset + for bbox in bboxes_subset: + row = { + "box": parse_bbox(bbox, + output_as_width_height=output_as_width_height, + input_as_width_height=input_as_width_height).tolist(), + "confidence": bbox[5] + } + result.append(row) + + # If the stages combination allows landmarks, then we append them. Otherwise we don't + try: + row["keypoints"] = parse_landmarks(bbox) + except IndexError: + pass + + result_batch.append(result) + + return result_batch + + +def limit_bboxes(bboxes_batch, images_shapes, limit_landmarks=True): + """ + Adjusts bounding boxes so that they fit within the boundaries of their corresponding images. + If any bounding box exceeds the image dimensions, it will be corrected to stay within the limits. + + Args: + bboxes_batch (np.ndarray): An array of bounding boxes of shape (n, 5), where each row + represents [batch_index, x1, y1, x2, y2]. + images_shapes (np.ndarray): A tensor of image shapes of shape (batch, 3), where each row + represents [width, height, channels] of each image in the batch. + limit_landmarks (bool): A flag to specify whether the limit should also apply to landmarks or not. + + Returns: + np.ndarray: The adjusted bounding boxes where no coordinate exceeds the image dimensions. + """ + bboxes_batch_fitted = bboxes_batch.copy() + + # Get the original shapes (height, width) for each image in the batch + expected_shapes = images_shapes[bboxes_batch_fitted[:, 0].astype(int)] + + # Adjust x1 and x2 to be within [0, width-1] + bboxes_batch_fitted[:, 1] = np.minimum(np.maximum(bboxes_batch_fitted[:, 1], 0), expected_shapes[:, 1] - 1) + bboxes_batch_fitted[:, 3] = np.minimum(np.maximum(bboxes_batch_fitted[:, 3], 0), expected_shapes[:, 1] - 1) + + # Adjust y1 and y2 to be within [0, height-1] + bboxes_batch_fitted[:, 2] = np.minimum(np.maximum(bboxes_batch_fitted[:, 2], 0), expected_shapes[:, 0] - 1) + bboxes_batch_fitted[:, 4] = np.minimum(np.maximum(bboxes_batch_fitted[:, 4], 0), expected_shapes[:, 0] - 1) + + if limit_landmarks: + # Adjust x1..x5 of the landmarks to not surpass boundaries + bboxes_batch_fitted[:, 6:11] = np.minimum(np.maximum(bboxes_batch_fitted[:, 6:11], 0), expected_shapes[:, 1:2] - 1) + + # Adjust y1..y5 of the landmarks to not surpass boundaries + bboxes_batch_fitted[:, 11:16] = np.minimum(np.maximum(bboxes_batch_fitted[:, 11:16], 0), expected_shapes[:, 0:1] - 1) + + return bboxes_batch_fitted + + +def parse_bbox(bbox, output_as_width_height=True, input_as_width_height=True): + """ + Parses a bounding box from different formats (dict, list, or ndarray) into a standardized format. + + Args: + bbox (dict, list, np.ndarray): Bounding box in one of the following formats: + - dict with key 'box': [x1, y1, x2, y2] + - list: [x1, y1, x2, y2] or [x1, y1, width, height] + - np.ndarray: Shape (4,) or (5,) where the first value might be an index. + output_as_width_height (bool): Whether to return the bounding box as [x1, y1, width, height] (default True) or [x1, y1, x2, y2] if False. + input_as_width_height (bool): Whether the input format of the bounding box is [x1, y1, width, height] (default True) or + [x1, y1, x2, y2] if False. + + + Returns: + np.ndarray: Parsed bounding box in format [x1, y1, width, height] or [x1, y1, x2, y2]. + """ + # Extract box if input is a dict + if isinstance(bbox, dict): + bbox = bbox['box'] + + # Parse list format + if isinstance(bbox, list): + x1, y1, width, height = bbox + + if not input_as_width_height: + width = width - x1 + height = height - y1 + + x2_or_w = width if output_as_width_height else x1 + width + y2_or_h = height if output_as_width_height else y1 + height + + return np.asarray([x1, y1, x2_or_w, y2_or_h]).round().astype(int) + + # Parse ndarray format + if isinstance(bbox, np.ndarray): + offset = 1 if bbox.shape[0] > 4 else 0 # Handle optional first element + + x1, y1, width, height = bbox[offset:offset+4] + + if not input_as_width_height: + width = width - x1 + height = height - y1 + + x2_or_w = width if output_as_width_height else x1 + width + y2_or_h = height if output_as_width_height else y1 + height + + return np.asarray([x1, y1, x2_or_w, y2_or_h]).round().astype(int) + + raise ValueError("Invalid bbox format. Expected dict, list, or ndarray.") + + +def fix_bboxes_offsets(bboxes_batch, pad_param): + """ + Adjusts the bounding boxes and landmarks by subtracting the corresponding padding offsets applied during image padding. + + This function corrects the bounding boxes' coordinates and facial landmarks after padding the images, ensuring that + the boxes and landmarks are aligned with the padded images by subtracting the appropriate offsets. + + Args: + bboxes_batch (np.ndarray): An array of bounding boxes and landmarks of shape (n, m), where each row represents + [image_id, x1, y1, x2, y2, confidence, landmark_x1, landmark_y1, ..., landmark_x5, landmark_y5]. + The first column (index 0) corresponds to the image ID. + pad_param (np.ndarray): An array of padding parameters of shape (n, 2, 2), where each entry represents the amount + of padding applied to each image along the width and height dimensions. + + Returns: + np.ndarray: A modified copy of `bboxes_batch` with updated bounding box and landmark coordinates adjusted for padding. + """ + bboxes_batch = bboxes_batch.copy() + images_ids = np.unique(bboxes_batch[:, 0]) # Get unique image IDs + + indexes_bbox_x = [1,3] + indexes_bbox_y = [2,4] + + indexes_landmarks_x = [6, 7, 8, 9, 10] + indexes_landmarks_y = [11, 12, 13, 14, 15] + + + # Adjust bounding boxes and landmarks for each image based on its padding parameters + for image_id, pad in zip(images_ids, pad_param): + selector = bboxes_batch[:, 0] == image_id + + # Adjust the x-coordinates of bounding boxes by subtracting width padding + bboxes_batch[np.ix_(selector, indexes_bbox_x)] -= pad[1, 0] + + # Adjust the y-coordinates of bounding boxes by subtracting height padding + bboxes_batch[np.ix_(selector, indexes_bbox_y)] -= pad[0, 0] + + # If stages combinations contain landmarks, we adjust them too + try: + # Adjust the x-coordinates of landmarks by subtracting width padding + bboxes_batch[np.ix_(selector, indexes_landmarks_x)] -= pad[1, 0] + + # Adjust the y-coordinates of landmarks by subtracting height padding + bboxes_batch[np.ix_(selector, indexes_landmarks_y)] -= pad[0, 0] + + except IndexError: + pass + + + return bboxes_batch diff --git a/mtcnn/utils/images.py b/mtcnn/utils/images.py new file mode 100644 index 0000000..ffd36f2 --- /dev/null +++ b/mtcnn/utils/images.py @@ -0,0 +1,404 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +import tensorflow as tf +import numpy as np + +from tensorflow.python.framework.errors_impl import NotFoundError + + +def build_scale_pyramid(width, height, min_face_size, scale_factor, min_size=12): + """ + Builds a scale pyramid for detecting objects (e.g., faces) at different sizes in an image. + + Args: + width (int): The width of the input image, in pixels. + height (int): The height of the input image, in pixels. + min_face_size (int): The minimum size (in pixels) of the object (e.g., face) that should be detectable. + scale_factor (float): The factor by which the image is downscaled at each level (e.g., 0.7 means 70% of the previous scale). + min_size (int, optional): The smallest size (in pixels) to which the image can be downscaled. Default is 12 pixels. + + Returns: + np.ndarray: Array of scales to apply to the image at each level of the pyramid. + """ + + # Find the smallest dimension of the image + min_dim = min(width, height) + + # Calculate how many scales are needed based on the smallest dimension and the scale factor + scales_count = round(-((np.log(min_dim / min_size) / np.log(scale_factor)) + 1)) + + # Calculate the base scale value (based on the smallest detectable face size) + m = min_size / min_face_size + + # Generate an array of scales for the pyramid + return m * scale_factor ** np.arange(scales_count) + + +def scale_images(images, scale: float=None, new_shape: tuple=None): + """ + Scales the input images either by a given factor or to a specified new shape. + + Args: + images (np.ndarray or tf.Tensor): A batch of images or a single image. The expected input should have + the shape (..., height, width, channels), where the last three dimensions + represent the height, width, and color channels of the images. + scale (float, optional): A scaling factor to resize the images. For example, a value of 0.5 will reduce + the image to 50% of its original size, while 2.0 will double its size. + This parameter is ignored if `new_shape` is provided. + new_shape (tuple, optional): A tuple specifying the new shape (height, width) to resize the images to. + If provided, this will override the scaling factor. + + Returns: + tf.Tensor: The scaled images as a tensor with resized dimensions, determined either by the scaling factor + or the new shape provided. + """ + + # Extract the shape from the images + shape = np.asarray(images.shape[-3:-1]) + + if scale is None and new_shape is None: + new_shape = shape + + new_shape = shape * scale if new_shape is None else new_shape + + # Resize the images using the specified scaling factor + images_scaled = tf.image.resize(images, new_shape, method=tf.image.ResizeMethod.AREA) + + return images_scaled + + +def normalize_images(images): + """ + Normalizes the input images to the range [-1, 1]. + + Args: + images (np.ndarray or tf.Tensor): A batch of images or a single image. The expected input should have + pixel values in the range [0, 255]. + + Returns: + np.ndarray or tf.Tensor: The normalized images, where pixel values are rescaled to the range [-1, 1]. + """ + # Normalize the images to the range [-1, 1] + return (images - 127.5) / 128 + + +def pad_stack_np(images, justification="center"): + """ + Pads and stacks a list of images to ensure they all have the same size, based on the specified justification. + + Args: + images (list of np.ndarray): A list of images with varying shapes. Each image is expected to be a NumPy array. + justification (str, optional): Specifies the justification (alignment) for padding. + Available options are: "center", "top", "topleft", "topright", + "bottom", "bottomleft", "bottomright", "left", "right". + Default is "center". + + Returns: + np.ndarray: A stacked NumPy array where all images have been padded to the same size, based on the chosen justification. + np.ndarray: A stacked NumPy array of each original shape. + np.ndarray: A NumPy array containing the padding parameters applied to each image. + """ + + # Stack the shapes of all images into an array + sizes_stack = np.stack([img.shape for img in images], axis=0) + + # Find the maximum shape along each dimension + sizes_max = sizes_stack.max(axis=0, keepdims=True) + + # Calculate the difference in size for padding + sizes_diff = sizes_max - sizes_stack + + # Calculate if any padding size is odd, to adjust padding + sizes_mod = sizes_diff % 2 + sizes_diff = sizes_diff - sizes_mod + + # Justification masks for padding alignment + justification_mask = { + "top": np.asarray([[[0, 1], [0.5, 0.5], [0, 0]]]), + "topleft": np.asarray([[[0, 1], [0, 1], [0, 0]]]), + "topright": np.asarray([[[0, 1], [1, 0], [0, 0]]]), + "bottom": np.asarray([[[1, 0], [0.5, 0.5], [0, 0]]]), + "bottomleft": np.asarray([[[1, 0], [0, 1], [0, 0]]]), + "bottomright": np.asarray([[[1, 0], [1, 0], [0, 0]]]), + "left": np.asarray([[[0.5, 0.5], [0, 1], [0, 0]]]), + "right": np.asarray([[[0.5, 0.5], [1, 0], [0, 0]]]), + "center": np.asarray([[[0.5, 0.5], [0.5, 0.5], [0, 0]]]), + } + + # Justification adjustments for padding if needed + justification_pad_mask = { + "top": "topleft", + "bottom": "bottomleft", + "left": "topleft", + "right": "topright", + "center": "topleft" + } + + # Get the correct padding mask based on justification + pad_mask = justification_mask[justification] + mod_mask = justification_mask[justification_pad_mask.get(justification, justification)] + + # Calculate the exact padding parameters + pad_param = (pad_mask * sizes_diff[:,:,None] + mod_mask * sizes_mod[:,:,None]).astype(int) + + # Apply the calculated padding to each image and stack them into a single array + images_padded = np.stack([np.pad(img, pad) for img, pad in zip(images, pad_param)], axis=0) + + # We keep the original faces to return as extra info + original_shapes = np.stack([img.shape for img in images], axis=0) + + return images_padded, original_shapes, pad_param + + +def pad_stack_tf(images, justification="center"): + """ + Pads and stacks a list of images to ensure they all have the same size, based on the specified justification. + + Args: + images (list of tf.Tensor): A list of images with varying shapes. Each image is expected to be a TensorFlow tensor. + justification (str, optional): Specifies the justification (alignment) for padding. + Available options are: "center", "top", "topleft", "topright", + "bottom", "bottomleft", "bottomright", "left", "right". + Default is "center". + + Returns: + tf.Tensor: A stacked TensorFlow tensor where all images have been padded to the same size, based on the chosen justification. + tf.Tensor: A TensorFlow tensor of the original shapes of each image, for reference. + tf.Tensor: A TensorFlow tensor containing the padding parameters applied to each image. + """ + # Stack the shapes of all images into a tensor + sizes_stack = tf.stack([tf.shape(img) for img in images], axis=0) + + # Find the maximum shape along each dimension + sizes_max = tf.reduce_max(sizes_stack, axis=0, keepdims=True) + + # Calculate the difference in size for padding + sizes_diff = sizes_max - sizes_stack + + # Calculate if any padding size is odd, to adjust padding + sizes_mod = tf.cast(sizes_diff % 2, tf.float32) + sizes_diff = tf.cast(sizes_diff, tf.float32) - sizes_mod + + # Justification masks for padding alignment + justification_mask = { + "top": tf.constant([[[0, 1.], [0.5, 0.5], [0, 0]]]), + "topleft": tf.constant([[[0, 1.], [0, 1.], [0, 0]]]), + "topright": tf.constant([[[0, 1.], [1., 0], [0, 0]]]), + "bottom": tf.constant([[[1., 0], [0.5, 0.5], [0, 0]]]), + "bottomleft": tf.constant([[[1., 0], [0, 1.], [0, 0]]]), + "bottomright": tf.constant([[[1., 0], [1., 0], [0, 0]]]), + "left": tf.constant([[[0.5, 0.5], [0, 1.], [0, 0]]]), + "right": tf.constant([[[0.5, 0.5], [1., 0], [0, 0]]]), + "center": tf.constant([[[0.5, 0.5], [0.5, 0.5], [0, 0]]]), + } + + # Justification adjustments for padding if needed + justification_pad_mask = { + "top": "topleft", + "bottom": "bottomleft", + "left": "topleft", + "right": "topright", + "center": "topleft" + } + + # Get the correct padding mask based on justification + pad_mask = justification_mask[justification] + mod_mask = justification_mask[justification_pad_mask.get(justification, justification)] + + # Calculate the exact padding parameters + pad_param = (pad_mask * sizes_diff[:,:,None] + mod_mask * sizes_mod[:,:,None]) + pad_param = tf.cast(pad_param, tf.int32) + + # Apply the calculated padding to each image and stack them into a single tensor + images_padded = tf.stack([tf.pad(img, paddings=pad) for img, pad in zip(images, pad_param)], axis=0) + + # We keep the original faces to return as extra info + original_shapes = tf.stack([tf.shape(img) for img in images], axis=0) + + return images_padded, original_shapes, pad_param + + +def ensure_stack(images): + """ + Ensures that the input is a properly stacked array of images. + This function should be called to format the input for a given model. + + Args: + images (list or np.ndarray): A list of images or a NumPy array of images. + If it's a list, images will be padded and stacked. + If it is a single image, the image's dimension will be expanded as + if it were a list of a single image. + + Returns: + np.ndarray: A properly stacked array of images, ensuring they have the same shape. + """ + + # If images is a list, pad and stack them + if isinstance(images, list): + images = pad_stack_np(images) + + # Broadcast to ensure the images have a consistent shape (batch dimension) + return np.broadcast_to(images, + [(len(images.shape) < 4) + (len(images.shape) >= 4) * images.shape[0],] + list(images.shape[len(images.shape) >= 4:])) + + +def load_image(image, dtype=tf.float32, device="CPU:0"): + """ + Loads an image and decodes it into a TensorFlow tensor, optionally normalizing it. + + Args: + image (str, np.ndarray, or tf.Tensor): The input image. It can be: + - A file path to the image as a string. + - A TensorFlow tensor or a NumPy array representing an image. + dtype (tf.DType, optional): The desired data type for the decoded image. Default is tf.float32. + device (str, optional): the target device for the operation. Using CPU most of the times should be fine. + + Returns: + tf.Tensor: The decoded image tensor, with shape (height, width, channels) and dtype `dtype`. If + `normalize=True`, the image values will be scaled to the range [0, 1]. + """ + + with tf.device(device): + is_tensor = tf.is_tensor(image) or isinstance(image, np.ndarray) + + if is_tensor: + decoded_image = image + else: + try: + if isinstance(image, str): + image_data = tf.io.read_file(image) # Read image from file + else: + image_data = image # Assume image data is provided directly + except NotFoundError: + image_data = image # If file not found, use the input directly + + # Decode the image with 3 channels (RGB) + decoded_image = tf.image.decode_image(image_data, channels=3, dtype=dtype).numpy() + + # If dtype is float, adjust the image scale + if dtype in [tf.float16, tf.float32]: + decoded_image *= 255 # Convert pixel values to [0, 255] if using float data type + + return decoded_image + + +def load_images_batch(images, dtype=tf.float32, device="CPU:0"): + """ + Loads a batch of images into memory. If the images are not already in tensor or NumPy array format, + they are loaded from their file paths. + + Args: + images (list of str, np.ndarray, or tf.Tensor): A list of images, where each image can either be + a TensorFlow tensor, NumPy array, or a file path (string). + dtype (tf.DType, optional): The data type for the loaded images. Default is tf.float32. + device (str, optional): the target device for the operation. Using CPU most of the times should be fine. + + Returns: + list of tf.Tensor: A list of TensorFlow tensors representing the raw images. + """ + is_tensor = tf.is_tensor(images[0]) or isinstance(images[0], np.ndarray) + images_raw = images if is_tensor else [load_image(img, dtype=dtype, device=device) for img in images] + return images_raw + + +def standarize_batch(images_raw, normalize=True, justification="center"): + """ + Pads and stacks a batch of images to ensure they all have the same size, with an option to normalize them. + + Args: + images_raw (list of tf.Tensor or np.ndarray): A list of raw images, each either as a TensorFlow tensor or + a NumPy array. + normalize (bool, optional): Whether to normalize the images after stacking. Default is True. + justification (str, optional): The alignment for padding the images. Available options are: "center", + "top", "topleft", "topright", "bottom", "bottomleft", "bottomright", + "left", "right". Default is "center". + + Returns: + np.ndarray: A stacked array of images, padded to the same shape based on the chosen justification. + np.ndarray: An array containing the original shapes of each image before padding. + np.ndarray: The padding parameters applied to each image. + """ + images_result, images_oshapes, pad_param = pad_stack_np(images_raw, justification=justification) + + if normalize: + images_result = normalize_images(images_result) + + return images_result, images_oshapes, pad_param + + +def apply_scales(images_normalized, scales_groups): + """ + Applies scales to the normalized images based on the largest group of scales. + + Args: + images_normalized (np.ndarray): A normalized image or batch of images. + scales_groups (list of np.ndarray): A list of different scale groups, where each group contains multiple possible scales. + + Returns: + tuple: + - list of np.ndarray: A list of images scaled according to the largest group of scales. + - np.ndarray: The largest group of scales that was applied to the images. + """ + # Select the scale group with the largest number of elements + selected_scaleset_as_index = np.argmax([x.shape[0] for x in scales_groups]) + largest_scale_group_set = scales_groups[selected_scaleset_as_index] + + # Apply the scales from the largest scale group to the normalized images + result = [scale_images(images_normalized, scale) for scale in largest_scale_group_set] + + return result, largest_scale_group_set + + +def extract_patches(images_normalized, bboxes_batch, expected_size=(24, 24)): + """ + Extracts patches from a batch of normalized images based on bounding boxes, and resizes each patch to a specified size. + + Args: + images_normalized (tf.Tensor): A batch of images or a single image, normalized, with the shape (batch_size, height, width, channels). + bboxes_batch (np.ndarray): An array of bounding boxes of shape (n, 5), where each row represents + [batch_index, x1, y1, x2, y2]. The coordinates are in pixel format, and the first + column indicates the image index in the batch. + expected_size (tuple, optional): A tuple specifying the size (height, width) to resize each extracted patch. + Defaults to (24, 24). + + Returns: + tf.Tensor: A tensor of extracted patches with shape (n, height, width, channels), where each patch corresponds + to a bounding box in `bboxes_batch`, resized to `expected_size`. + """ + # Get the shape of the input images + shape = images_normalized.shape + + # Normalize the bounding box coordinates to be within [0, 1] relative to image dimensions + selector = [2, 1, 4, 3] + + bboxes_batch_coords = bboxes_batch[:, selector] / np.asarray([[shape[selector[1]], shape[selector[0]], shape[selector[1]], shape[selector[0]]]]) + + # Extract patches from the images using the bounding boxes, resizing them to `expected_size` + result = tf.image.crop_and_resize( + images_normalized, # Input image tensor + bboxes_batch_coords, # Bounding boxes in format [y1, x1, y2, x2], normalized to [0.0, 1.0] + bboxes_batch[:, 0].astype(int), # Indices of the images in the batch corresponding to the bounding boxes + expected_size # Size to resize the cropped patches (height, width) + ) + + return result diff --git a/mtcnn/utils/landmarks.py b/mtcnn/utils/landmarks.py new file mode 100644 index 0000000..9af0539 --- /dev/null +++ b/mtcnn/utils/landmarks.py @@ -0,0 +1,92 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +import numpy as np + + +def adjust_landmarks(face_landmarks, bboxes_batch): + """ + Adjusts face landmark coordinates to align them with the corresponding bounding boxes. + + The face landmarks are scaled and shifted based on the width and height of the bounding boxes + to ensure that they are correctly aligned with the face locations. + + Args: + face_landmarks (np.ndarray or tf.Tensor): An array of shape (n, 10) where each row represents + the normalized coordinates of 5 facial landmarks + (x1, x2, x3, x4, x5, y1, y2, y3, y4, y5). These + coordinates are normalized between 0 and 1. + bboxes_batch (np.ndarray): An array of bounding boxes of shape (n, m), where each row contains + the bounding box coordinates [x1, y1, x2, y2] and possibly additional + columns (e.g., image id, confidence score). + + Returns: + np.ndarray: The adjusted face landmark coordinates, now scaled and positioned relative to the + corresponding bounding boxes. + """ + # Convert face_landmarks to a NumPy array and make a copy + face_landmarks = face_landmarks.numpy().copy() + + # Compute the width and height of each bounding box + w = bboxes_batch[:, 3:4] - bboxes_batch[:, 1:2] + 1 # Width + h = bboxes_batch[:, 4:5] - bboxes_batch[:, 2:3] + 1 # Height + + # Adjust the x-coordinates of the landmarks + face_landmarks[:, 0:5] = w * face_landmarks[:, 0:5] + bboxes_batch[:, 1:2] - 1 + # Adjust the y-coordinates of the landmarks + face_landmarks[:, 5:10] = h * face_landmarks[:, 5:10] + bboxes_batch[:, 2:3] - 1 + + return face_landmarks + + +def parse_landmarks(landmarks): + """ + Parses facial landmarks from different input formats (dict or np.ndarray) into a standardized format. + + The landmarks can be provided as a dictionary or an ndarray. If a dictionary is used, it should contain + a 'keypoints' field. If an ndarray is used, it should contain either 10 or 16 values depending on the + number of keypoints and format. + + Args: + landmarks (dict or np.ndarray): Facial landmarks, either as a dictionary with key 'keypoints' or + as a numpy array of shape (10,) or (16,). + + Returns: + dict: A dictionary containing the facial landmarks with keys: 'nose', 'mouth_right', 'right_eye', + 'left_eye', 'mouth_left'. Each key corresponds to the (x, y) coordinates of that keypoint. + """ + if isinstance(landmarks, dict): + if 'keypoints' in landmarks: + landmarks = landmarks['keypoints'] # Extract 'keypoints' from dict + + if isinstance(landmarks, np.ndarray): + offset = 0 if landmarks.shape[0] == 10 else 6 # Handle different landmark formats + landmarks = landmarks.round().astype(int) # Round coordinates and convert to integers + landmarks = { + "nose": [landmarks[offset+2], landmarks[offset+7]], + "mouth_right": [landmarks[offset+4], landmarks[offset+9]], + "right_eye": [landmarks[offset+1], landmarks[offset+6]], + "left_eye": [landmarks[offset+0], landmarks[offset+5]], + "mouth_left": [landmarks[offset+3], landmarks[offset+8]] + } + + return landmarks diff --git a/mtcnn/utils/plotting.py b/mtcnn/utils/plotting.py new file mode 100644 index 0000000..3dc6f49 --- /dev/null +++ b/mtcnn/utils/plotting.py @@ -0,0 +1,173 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +import numpy as np + +from .bboxes import parse_bbox +from .landmarks import parse_landmarks + + +def plot_bbox(image, bbox, color="#FFFF00", normalize_color=False, input_as_width_height=True): + """ + Draws a bounding box on the given image. + + Args: + image (np.ndarray): The input image on which to draw the bounding box. + bbox (list, dict, or np.ndarray): The bounding box coordinates in one of the following formats: + - List or array [x1, y1, x2, y2]. + - Dict with a key 'box' that contains the bounding box. + color (str): The color of the bounding box in hex format (default is yellow, "#FFFF00"). + normalize_color (bool): True if color should be in [0..1]. False to make it between [0..255] + input_as_width_height (bool): True if input `bbox` parameter follows format [x1, y1, width, height]. False if follows format [x1, y1, x2, y2] + Returns: + np.ndarray: The image with the bounding box drawn. + """ + color = parse_color(color) # Convert color to RGB + color = color if normalize_color else (color * 255).astype(np.uint8) + + # Parse the bounding box coordinates + bbox = parse_bbox(bbox, input_as_width_height=input_as_width_height, output_as_width_height=False) + + image = image.copy() # Copy the image to avoid modifying the original + + # Draw the vertical sides of the box (left and right) + image[bbox[1]:bbox[3], bbox[0], :] = color # Left side + image[bbox[1]:bbox[3], bbox[2], :] = color # Right side + + # Draw the horizontal sides of the box (top and bottom) + image[bbox[1], bbox[0]:bbox[2], :] = color # Top side + image[bbox[3], bbox[0]:bbox[2], :] = color # Bottom side + + result = image if normalize_color else image.astype(np.uint8) + return result + + +def plot_landmarks(image, landmarks, color="#FFFF00", keypoints="nose,mouth_right,right_eye,left_eye,mouth_left", + brush_size=2, normalize_color=False): + """ + Plots facial landmarks on the given image. + + Args: + image (np.ndarray): The input image on which to draw the landmarks. + landmarks (dict or np.ndarray): The facial landmarks to plot, either as a dictionary or an array. + color (str): The color of the landmarks in hex format (default is yellow, "#FFFF00"). + keypoints (str): A comma-separated list of keypoints to plot (default includes all facial landmarks). + brush_size (int): The size of the brush used to draw the keypoints (default is 2). + normalize_color (bool): True if color should be in [0..1]. False to make it between [0..255] + + Returns: + np.ndarray: The image with the landmarks drawn. + """ + keypoints = [k.strip() for k in keypoints.split(",")] # Parse the keypoints list + color = parse_color(color) # Convert color to RGB + color = color if normalize_color else (color * 255).astype(np.uint8) + + try: + landmarks = parse_landmarks(landmarks) # Parse the landmarks + + except IndexError: # No landmarks available + return image + + image = image.copy() # Copy the image to avoid modifying the original + + # Draw each landmark as a small circle + for key in keypoints: + if key in landmarks: + x, y = landmarks[key] + image[y-brush_size:y+brush_size+1, x-brush_size:x+brush_size+1, :] = color # Draw the landmark + + result = image if normalize_color else image.astype(np.uint8) + return result + + +def plot(image, detection, input_as_width_height=True): + """ + Plots a single or multiple facial detection results on the given image. + + Args: + image (np.ndarray): The input image on which to draw the detections. + detection (list, dict, or np.ndarray): A single detection or a list/array of detections to plot. + Each detection contains facial landmarks and/or bounding box information. + input_as_width_height (bool): Whether the input bounding box format is (width, height) instead of + the default (x1, y1, x2, y2) (default is True). + + Returns: + np.ndarray or None: The image with the detection(s) plotted, or None if no detection is present. + """ + if len(detection) == 0: + return None + + if isinstance(detection, list) or (isinstance(detection, np.ndarray) and len(detection.shape) > 1): + return plot_all(image, detection, input_as_width_height=input_as_width_height) + + return plot_landmarks(plot_bbox(image, detection, input_as_width_height=input_as_width_height), detection) + + +def plot_all(image, detections, input_as_width_height=True): + """ + Plots multiple facial detection results on the given image. + + Args: + image (np.ndarray): The input image on which to draw the detections. + detections (list or np.ndarray): A list or array of detections, where each detection contains + facial landmarks and/or bounding box information. + input_as_width_height (bool): Whether the input bounding box format is (width, height) instead of + the default (x1, y1, x2, y2) (default is True). + + Returns: + np.ndarray: The image with all detections plotted. + """ + for detection in detections: + image = plot_landmarks(plot_bbox(image, detection, input_as_width_height=input_as_width_height), detection) + + return image + + +def parse_color(color): + """ + Parses a color from a string in various formats (e.g., hex, RGB) into a normalized RGB array. + + The color can be provided in the following formats: + * Hexadecimal string (e.g., "#RRGGBB" or "#RGB") + * Hexadecimal string with prefix "0x" (e.g., "0xRRGGBB") + + Args: + color (str): A color string in hex format (e.g., "#RRGGBB", "#RGB", "0xRRGGBB"). + + Returns: + np.ndarray: A numpy array of normalized RGB values (between 0 and 1) representing the color. + """ + if isinstance(color, str): + if color.startswith("#"): + color = color[1:] # Remove '#' prefix + if color.startswith("0x"): + color = color[2:] # Remove '0x' prefix + if len(color) == 3: # Short form hex color (#RGB) + color = np.asarray([int(f"{color[0]}{color[0]}", base=16), + int(f"{color[1]}{color[1]}", base=16), + int(f"{color[2]}{color[2]}", base=16)]) / 255 + if len(color) == 6: # Full form hex color (#RRGGBB) + color = np.asarray([int(f"{color[0]}{color[1]}", base=16), + int(f"{color[2]}{color[3]}", base=16), + int(f"{color[4]}{color[5]}", base=16)]) / 255 + + return color diff --git a/mtcnn/utils/tensorflow.py b/mtcnn/utils/tensorflow.py new file mode 100644 index 0000000..6df2b1e --- /dev/null +++ b/mtcnn/utils/tensorflow.py @@ -0,0 +1,80 @@ +# MIT License +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +import os +import importlib + +import joblib + + +def load_weights(weights_name): + """ + Attempts to load weights from a user-provided file path or, if not found, from the package's assets. + + Args: + weights_name (str): The name of the weights file to load (can be a file path provided by the user + or just the name of the weights file for fallback). + + Returns: + The loaded weights if found, otherwise raises an exception. + """ + # Define possible paths: first check user-provided path, then fallback to package assets + paths = [ + os.path.abspath(weights_name), # Check if it's a user-provided file path + importlib.resources.files('mtcnn.assets.weights') / weights_name # Fallback to package's assets + ] + + # Try to load weights from the first valid path + for path in paths: + if os.path.exists(path): # First checks the local filesystem + return joblib.load(path) + + # If no file is found, raise an error + raise FileNotFoundError(f"Weights file '{weights_name}' not found in the system or in the package assets.") + + +def set_gpu_memory_growth(): + """ + Configures TensorFlow to allocate only the required amount of GPU memory instead of + allocating all available GPU memory at once. The memory usage will grow dynamically + as needed during model execution. + + This should be called before any TensorFlow or Keras operations are initialized to + ensure proper memory management. + + Raises: + RuntimeError: If the GPUs have already been initialized or if memory growth cannot be set. + """ + import tensorflow as tf + + # List available GPUs + gpus = tf.config.experimental.list_physical_devices('GPU') + + if gpus: + try: + # Set memory growth for each GPU + for gpu in gpus: + tf.config.experimental.set_memory_growth(gpu, True) + + except RuntimeError as e: + # Error occurs if GPUs have already been initialized + print(f"Error setting memory growth: {e}") diff --git a/notebooks/onet_ablation.ipynb b/notebooks/onet_ablation.ipynb new file mode 100644 index 0000000..1f7d9a5 --- /dev/null +++ b/notebooks/onet_ablation.ipynb @@ -0,0 +1,484 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "78ccfbad-54da-4945-b4a3-45b0eb9fc364", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"..\")" + ] + }, + { + "cell_type": "markdown", + "id": "6e7e7c7d-0cf2-48fc-a6e6-fba3d6a647f2", + "metadata": {}, + "source": [ + "# MTCNN ONet\n", + "\n", + "This notebook demonstrates the ONet architecture and its corresponding weights.\n", + "\n", + "ONet is a fully convolutional neural network (CNN) used in the third and final stage of MTCNN. This network further refines the bounding box proposals generated by the previous RNet stage and adds facial landmark detection. It produces three outputs:\n", + "\n", + "* Regression of the bounding box coordinates to fine-tune the proposals.\n", + "* Classification of the proposals into two categories: no-face or face.\n", + "* Detection of five facial landmarks (eyes, nose, and mouth corners).\n", + "\n", + "The outputs are generated for each bounding box proposal, providing more precise detections and facial landmarks.\n", + "\n", + "In the following sections, we will run the MTCNN model, focusing solely on the ONet stage. We will examine the intermediate inputs, observe the output shapes, and visualize the results." + ] + }, + { + "cell_type": "markdown", + "id": "40cf365e-e8d3-481c-8b02-64b9cc6e7f8b", + "metadata": {}, + "source": [ + "## MTCNN on ONet Stage\n", + "\n", + "MTCNN can be configured to run up to the third stage, which will provide the direct output of the ONet stage, including refined bounding boxes and facial landmarks.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3431815e-6a07-4a8b-8a2d-d454d4a3a4b9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-07 10:22:05.056123: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-10-07 10:22:05.066533: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-10-07 10:22:05.078993: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-10-07 10:22:05.082641: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-10-07 10:22:05.092892: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-10-07 10:22:05.763878: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn import MTCNN\n", + "from mtcnn.utils.images import load_image\n", + "from mtcnn.stages import StagePNet, StageRNet, StageONet" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8f9b8423-64ec-4f23-91f7-9dcd85e85682", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-07 10:22:06.564155: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 46865 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-10-07 10:22:06.564560: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7527 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + } + ], + "source": [ + "image = load_image(\"../resources/ivan.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "85710efe-fac4-472f-91b7-dceb211d9965", + "metadata": {}, + "outputs": [], + "source": [ + "# This is the default configuration of stages, aliased as \"face_and_landmarks_detection\"\n", + "mtcnn = MTCNN(stages=[StagePNet, StageRNet, StageONet], device=\"CPU:0\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1516fdd4-794e-4e81-bcdd-6be6a45cb570", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 653 ms, sys: 230 ms, total: 883 ms\n", + "Wall time: 473 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "result = mtcnn.detect_faces(image, postprocess=True, threshold_onet=0.85)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "57c31ee3-ef28-4010-a903-38173ac9364a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'box': [276, 92, 50, 63],\n", + " 'confidence': 0.9999972581863403,\n", + " 'keypoints': {'nose': [304, 131],\n", + " 'mouth_right': [314, 141],\n", + " 'right_eye': [315, 114],\n", + " 'left_eye': [290, 116],\n", + " 'mouth_left': [297, 143]}}]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1e361a8b-ea17-41b3-950b-8a30c89040db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from mtcnn.utils.plotting import plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.imshow(plot(image, result))" + ] + }, + { + "cell_type": "markdown", + "id": "820648d8-bc52-44c4-9000-12ebef684ffc", + "metadata": {}, + "source": [ + "As can be seen, the ONet is not only refining proposals by discarding those that do not match the thresholds and adjusting those that matched, but also proposing landmarks in the accepted bboxes." + ] + }, + { + "cell_type": "markdown", + "id": "b2f0227a-4437-4e07-8661-9239ae88988d", + "metadata": {}, + "source": [ + "### Accessing ONet's model\n", + "\n", + "The network can be accessed by instantiating StageRNet and reading the attribute `model`, which is a TensorFlow model." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "85692cac-f01a-4e51-812d-6697c4b4eb95", + "metadata": {}, + "outputs": [], + "source": [ + "stage = StageONet()\n", + "model = stage.model" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b5b0d71f-c4f4-4df2-89dd-66091cd3f9fc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"o_net_1\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"o_net_1\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ (None, 46, 46, 32)     │           896 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu1 (PReLU)                  │ (None, 46, 46, 32)     │            32 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ (None, 23, 23, 32)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ (None, 21, 21, 64)     │        18,496 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ (None, 21, 21, 64)     │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling2 (MaxPooling2D)      │ (None, 10, 10, 64)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ (None, 8, 8, 64)       │        36,928 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ (None, 8, 8, 64)       │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling3 (MaxPooling2D)      │ (None, 4, 4, 64)       │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4 (Conv2D)                  │ (None, 3, 3, 128)      │        32,896 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu4 (PReLU)                  │ (None, 3, 3, 128)      │           128 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ permute (Permute)               │ (None, 3, 3, 128)      │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ flatten4 (Flatten)              │ (None, 1152)           │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc5 (Dense)                     │ (None, 256)            │       295,168 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu5 (PReLU)                  │ (None, 256)            │           256 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-1 (Dense)                   │ (None, 4)              │         1,028 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-2 (Dense)                   │ (None, 10)             │         2,570 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc6-3 (Dense)                   │ (None, 2)              │           514 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n", + "│ conv1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m896\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu1 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m46\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m32\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling1 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m23\u001b[0m, \u001b[38;5;34m23\u001b[0m, \u001b[38;5;34m32\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ conv2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m18,496\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu2 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m21\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m64\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling2 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m, \u001b[38;5;34m10\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ conv3 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu3 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m8\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m64\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ maxpooling3 (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m4\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ conv4 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m32,896\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu4 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m128\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ permute (\u001b[38;5;33mPermute\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m3\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ flatten4 (\u001b[38;5;33mFlatten\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m1152\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc5 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m295,168\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ prelu5 (\u001b[38;5;33mPReLU\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m256\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc6-1 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m4\u001b[0m) │ \u001b[38;5;34m1,028\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc6-2 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m) │ \u001b[38;5;34m2,570\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ fc6-3 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m2\u001b[0m) │ \u001b[38;5;34m514\u001b[0m │\n", + "└─────────────────────────────────┴────────────────────────┴───────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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It can be loaded with `joblib`." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "cfe6688e-1bc8-46ad-920a-7c338419e4a2", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib\n", + "\n", + "onet_weights = joblib.load(\"../mtcnn/assets/weights/onet.lz4\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "79400bef-8b41-481a-b375-3179732f8263", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "21" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(onet_weights)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "27d8782a-4dfd-4bde-8006-51b9124fda9e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(3, 3, 3, 32),\n", + " (32,),\n", + " (1, 1, 32),\n", + " (3, 3, 32, 64),\n", + " (64,),\n", + " (1, 1, 64),\n", + " (3, 3, 64, 64),\n", + " (64,),\n", + " (1, 1, 64),\n", + " (2, 2, 64, 128),\n", + " (128,),\n", + " (1, 1, 128),\n", + " (1152, 256),\n", + " (256,),\n", + " (256,),\n", + " (256, 4),\n", + " (4,),\n", + " (256, 10),\n", + " (10,),\n", + " (256, 2),\n", + " (2,)]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[w.shape for w in onet_weights]" + ] + }, + { + "cell_type": "markdown", + "id": "14a82ac3-d289-4cbb-9cc4-58603dc6c543", + "metadata": {}, + "source": [ + "Further stage ablation can be performed by looking at `mtcnn/stages/stage_onet.py`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f96a7b5-f738-4b04-afcc-025129b14ca0", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/pnet_ablation.ipynb b/notebooks/pnet_ablation.ipynb new file mode 100644 index 0000000..c3abec7 --- /dev/null +++ b/notebooks/pnet_ablation.ipynb @@ -0,0 +1,642 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "d5a329e6-de92-4f55-bd24-ed7eddacf86c", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"..\")" + ] + }, + { + "cell_type": "markdown", + "id": "3036aa7d-338b-4bfb-b3ce-8f846b884c5c", + "metadata": {}, + "source": [ + "# MTCNN PNet\n", + "\n", + "This notebook demonstrates the PNet architecture and its corresponding weights.\n", + "\n", + "PNet is a fully convolutional neural network (CNN) used in the first stage of MTCNN. This network processes inputs of variable size and generates bounding box proposals. It produces two outputs:\n", + "\n", + "* Regression of the bounding box coordinates within the convolutional receptive field.\n", + "* Classification of the receptive field into two categories: no-face or face.\n", + "\n", + "The outputs are generated for each receptive field, meaning that with every convolutional pass, a corresponding output is produced.\n", + "\n", + "In the following sections, we will run the MTCNN model, focusing solely on the PNet stage. We will examine the intermediate inputs, observe the output shapes, and visualize the results." + ] + }, + { + "cell_type": "markdown", + "id": "371e7036-e5fa-4be6-a684-a44b108abb87", + "metadata": {}, + "source": [ + "## MTCNN on PNet Stage\n", + "\n", + "MTCNN can be configured to run only up to the first stage, which will provide the direct output of the PNet stage." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d04a7b43-d6e1-4a9e-9d7f-2db3068a0ff3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-03 01:12:14.796761: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-10-03 01:12:14.807198: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-10-03 01:12:14.820051: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-10-03 01:12:14.823925: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-10-03 01:12:14.833451: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-10-03 01:12:15.534870: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn import MTCNN\n", + "from mtcnn.utils.images import load_image\n", + "from mtcnn.utils.tensorflow import set_gpu_memory_growth\n", + "from mtcnn.stages import StagePNet" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f62dad3d-2a1c-4d66-90ce-ce486b430752", + "metadata": {}, + "outputs": [], + "source": [ + "# To avoid using excessive GPU memory (In case of using GPU)\n", + "set_gpu_memory_growth()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "82387e10-293f-44d2-b1f3-108018f5d41d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-03 01:12:16.346034: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 1312 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-10-03 01:12:16.346452: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7363 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + } + ], + "source": [ + "image = load_image(\"../resources/ivan.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c80dcac6-ddbf-4a3c-b896-61fa81f7f558", + "metadata": {}, + "outputs": [], + "source": [ + "mtcnn = MTCNN(stages=[StagePNet], device=\"CPU:0\") # other devices: GPU:0 , GPU:1 , ..." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "36b38d7a-6241-467a-b09a-5ce9dac91d23", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 440 ms, sys: 92.9 ms, total: 533 ms\n", + "Wall time: 311 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "result = mtcnn.detect_faces(image, postprocess=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "6b77291f-c123-4a81-aa18-3da6d9b5f190", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'box': [270, 89, 61, 61], 'confidence': 0.9999668598175049},\n", + " {'box': [271, 89, 71, 71], 'confidence': 0.9997212290763855},\n", + " {'box': [490, 209, 54, 54], 'confidence': 0.9992153644561768},\n", + " {'box': [187, 243, 38, 38], 'confidence': 0.998630166053772},\n", + " {'box': [480, 285, 57, 57], 'confidence': 0.9982782602310181},\n", + " {'box': [296, 100, 32, 32], 'confidence': 0.9957242012023926},\n", + " {'box': [192, 43, 108, 108], 'confidence': 0.9916715025901794},\n", + " {'box': [101, 408, 42, 42], 'confidence': 0.9912404417991638},\n", + " {'box': [97, 405, 52, 52], 'confidence': 0.9852192401885986},\n", + " {'box': [11, 180, 43, 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We can see a plot of the output in the following cell:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "7bf61a0e-951f-4739-9b40-b5f1f65d10dc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from mtcnn.utils.plotting import plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.imshow(plot(image, result))" + ] + }, + { + "cell_type": "markdown", + "id": "cff2a205-6ae5-484c-a152-fbff0c0d4323", + "metadata": {}, + "source": [ + "As can be seen, the PNet is proposing several bounding boxes, which must be \"refined\" to discard those that do not fit. This is part of the RNet functionality." + ] + }, + { + "cell_type": "markdown", + "id": "4ff0002c-4075-488f-a61b-d1ca0f8af5f7", + "metadata": {}, + "source": [ + "### Accessing PNet's model\n", + "\n", + "The network can be accessed by instantiating StagePNet and reading the attribute `model`, which is a TensorFlow model." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "e9d020f1-f6b0-4dc6-aed0-06deefb4b6ed", + "metadata": {}, + "outputs": [], + "source": [ + "stage = StagePNet()\n", + "model = stage.model" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "c54f29b1-e00c-4631-bfa4-c2b5b119c260", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"p_net_1\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"p_net_1\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ (None, None, None, 10) │           280 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu1 (PReLU)                  │ (None, None, None, 10) │            10 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ (None, None, None, 10) │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ (None, None, None, 16) │         1,456 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ (None, None, None, 16) │            16 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ (None, None, None, 32) │         4,640 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ (None, None, None, 32) │            32 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4-1 (Conv2D)                │ (None, None, None, 4)  │           132 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv4-2 (Conv2D)                │ (None, None, None, 2)  │            66 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
+       "
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It can be loaded with `joblib`." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e2f87908-6030-4d15-8b2c-958eb14a9224", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib\n", + "\n", + "pnet_weights = joblib.load(\"../mtcnn/assets/weights/pnet.lz4\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "0d971b38-2bbc-4f02-b512-329fd57c43ff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "13" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(pnet_weights)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "69ba99a3-efe9-4792-a968-15e5d73e4457", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(3, 3, 3, 10),\n", + " (10,),\n", + " (1, 1, 10),\n", + " (3, 3, 10, 16),\n", + " (16,),\n", + " (1, 1, 16),\n", + " (3, 3, 16, 32),\n", + " (32,),\n", + " (1, 1, 32),\n", + " (1, 1, 32, 4),\n", + " (4,),\n", + " (1, 1, 32, 2),\n", + " (2,)]" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[w.shape for w in pnet_weights]" + ] + }, + { + "cell_type": "markdown", + "id": "533da567-99e6-4c0b-beab-93a58c6d0e4c", + "metadata": {}, + "source": [ + "Further stage ablation can be performed by looking at `mtcnn/stages/stage_pnet.py`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3fb18783-1d83-4544-9c94-b3807be4b12b", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/rnet_ablation.ipynb b/notebooks/rnet_ablation.ipynb new file mode 100644 index 0000000..226b08f --- /dev/null +++ b/notebooks/rnet_ablation.ipynb @@ -0,0 +1,465 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "78ccfbad-54da-4945-b4a3-45b0eb9fc364", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.insert(0, \"..\")" + ] + }, + { + "cell_type": "markdown", + "id": "ef4362f8-1bbb-46c5-b5f7-b5186b392051", + "metadata": {}, + "source": [ + "# MTCNN RNet\n", + "\n", + "This notebook demonstrates the RNet architecture and its corresponding weights.\n", + "\n", + "RNet is a convolutional neural network (CNN) with fully connected layers (FC) used in the second stage of MTCNN. This network refines the bounding box proposals generated by the previous PNet stage. It produces two outputs:\n", + "\n", + "* Regression of the bounding box coordinates to further refine the initial proposals.\n", + "* Classification of the proposals into two categories: no-face or face.\n", + "\n", + "The outputs are generated for each bounding box proposal, refining the results from the previous stage. \n", + "While RNet has the same functionality as PNet, it processes each proposal individually, with a fixed-size input, using the crops from the output of the previous stage as input.\n", + "\n", + "In the following sections, we will run the MTCNN model, focusing solely on the RNet stage. We will examine the intermediate inputs, observe the output shapes, and visualize the results." + ] + }, + { + "cell_type": "markdown", + "id": "b43678c3-225a-4f03-84c4-130c4c62a2bb", + "metadata": {}, + "source": [ + "## MTCNN on RNet Stage\n", + "\n", + "MTCNN can be configured to run up to the second stage, which will provide the direct output of the RNet stage." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3431815e-6a07-4a8b-8a2d-d454d4a3a4b9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:09:03.399323: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", + "2024-10-02 19:09:03.409085: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:485] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", + "2024-10-02 19:09:03.421049: E external/local_xla/xla/stream_executor/cuda/cuda_dnn.cc:8454] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", + "2024-10-02 19:09:03.424652: E external/local_xla/xla/stream_executor/cuda/cuda_blas.cc:1452] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", + "2024-10-02 19:09:03.433483: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", + "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2024-10-02 19:09:04.112111: W tensorflow/compiler/tf2tensorrt/utils/py_utils.cc:38] TF-TRT Warning: Could not find TensorRT\n" + ] + } + ], + "source": [ + "from mtcnn import MTCNN\n", + "from mtcnn.utils.images import load_image\n", + "from mtcnn.stages import StagePNet, StageRNet" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "8f9b8423-64ec-4f23-91f7-9dcd85e85682", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2024-10-02 19:09:04.860887: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 1044 MB memory: -> device: 0, name: NVIDIA RTX A6000, pci bus id: 0000:65:00.0, compute capability: 8.6\n", + "2024-10-02 19:09:04.861271: I tensorflow/core/common_runtime/gpu/gpu_device.cc:2021] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 7363 MB memory: -> device: 1, name: NVIDIA GeForce GTX 1070, pci bus id: 0000:17:00.0, compute capability: 6.1\n" + ] + } + ], + "source": [ + "image = load_image(\"../resources/ivan.jpg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "85710efe-fac4-472f-91b7-dceb211d9965", + "metadata": {}, + "outputs": [], + "source": [ + "mtcnn = MTCNN(stages=[StagePNet, StageRNet], device=\"CPU:0\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1516fdd4-794e-4e81-bcdd-6be6a45cb570", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 614 ms, sys: 163 ms, total: 776 ms\n", + "Wall time: 415 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "result = mtcnn.detect_faces(image, postprocess=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "57c31ee3-ef28-4010-a903-38173ac9364a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'box': [269, 92, 67, 67], 'confidence': 0.9900748133659363},\n", + " {'box': [478, 280, 60, 60], 'confidence': 0.9535849094390869},\n", + " {'box': [100, 407, 42, 42], 'confidence': 0.9220193028450012},\n", + " {'box': [9, 72, 30, 30], 'confidence': 0.9089504480361938},\n", + " {'box': [486, 205, 61, 61], 'confidence': 0.8844603896141052},\n", + " {'box': [7, 71, 43, 43], 'confidence': 0.8773281574249268},\n", + " {'box': [187, 119, 32, 32], 'confidence': 0.7967076897621155},\n", + " {'box': [305, 181, 48, 48], 'confidence': 0.7636563181877136},\n", + " {'box': [279, 104, 50, 50], 'confidence': 0.7341133952140808},\n", + " {'box': [176, 134, 58, 58], 'confidence': 0.7229615449905396}]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1e361a8b-ea17-41b3-950b-8a30c89040db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from mtcnn.utils.plotting import plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.imshow(plot(image, result))" + ] + }, + { + "cell_type": "markdown", + "id": "820648d8-bc52-44c4-9000-12ebef684ffc", + "metadata": {}, + "source": [ + "As can be seen, the RNet is refining proposals by discarding those that do not match the thresholds, and adjusting those that matched." + ] + }, + { + "cell_type": "markdown", + "id": "b2f0227a-4437-4e07-8661-9239ae88988d", + "metadata": {}, + "source": [ + "### Accessing RNet's model\n", + "\n", + "The network can be accessed by instantiating StageRNet and reading the attribute `model`, which is a TensorFlow model." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "85692cac-f01a-4e51-812d-6697c4b4eb95", + "metadata": {}, + "outputs": [], + "source": [ + "stage = StageRNet()\n", + "model = stage.model" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b5b0d71f-c4f4-4df2-89dd-66091cd3f9fc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"r_net_1\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"r_net_1\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ conv1 (Conv2D)                  │ (None, 22, 22, 28)     │           784 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu1 (PReLU)                  │ (None, 22, 22, 28)     │            28 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling1 (MaxPooling2D)      │ (None, 11, 11, 28)     │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv2 (Conv2D)                  │ (None, 9, 9, 48)       │        12,144 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu2 (PReLU)                  │ (None, 9, 9, 48)       │            48 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ maxpooling2 (MaxPooling2D)      │ (None, 4, 4, 48)       │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ conv3 (Conv2D)                  │ (None, 3, 3, 64)       │        12,352 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu3 (PReLU)                  │ (None, 3, 3, 64)       │            64 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ permute (Permute)               │ (None, 3, 3, 64)       │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ flatten3 (Flatten)              │ (None, 576)            │             0 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc4 (Dense)                     │ (None, 128)            │        73,856 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ prelu4 (PReLU)                  │ (None, 128)            │           128 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc5-1 (Dense)                   │ (None, 4)              │           516 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ fc5-2 (Dense)                   │ (None, 2)              │           258 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
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It can be loaded with `joblib`." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "cfe6688e-1bc8-46ad-920a-7c338419e4a2", + "metadata": {}, + "outputs": [], + "source": [ + "import joblib\n", + "\n", + "rnet_weights = joblib.load(\"../mtcnn/assets/weights/rnet.lz4\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "79400bef-8b41-481a-b375-3179732f8263", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "16" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(rnet_weights)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "27d8782a-4dfd-4bde-8006-51b9124fda9e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[(3, 3, 3, 28),\n", + " (28,),\n", + " (1, 1, 28),\n", + " (3, 3, 28, 48),\n", + " (48,),\n", + " (1, 1, 48),\n", + " (2, 2, 48, 64),\n", + " (64,),\n", + " (1, 1, 64),\n", + " (576, 128),\n", + " (128,),\n", + " (128,),\n", + " (128, 4),\n", + " (4,),\n", + " (128, 2),\n", + " (2,)]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[w.shape for w in rnet_weights]" + ] + }, + { + "cell_type": "markdown", + "id": "14a82ac3-d289-4cbb-9cc4-58603dc6c543", + "metadata": {}, + "source": [ + "Further stage ablation can be performed by looking at `mtcnn/stages/stage_rnet.py`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1f96a7b5-f738-4b04-afcc-025129b14ca0", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python (mamba3.11)", + "language": "python", + "name": "mamba3.11" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/readthedocs.yml b/readthedocs.yml new file mode 100644 index 0000000..d84aa2d --- /dev/null +++ b/readthedocs.yml @@ -0,0 +1,19 @@ +# Read the Docs configuration file for MkDocs projects +# See https://docs.readthedocs.io/en/stable/config-file/v2.html for details + +# Required +version: 2 + +# Set the version of Python and other tools you might need +build: + os: ubuntu-22.04 + tools: + python: "3.10" + +mkdocs: + configuration: mkdocs.yml + +# Optionally declare the Python requirements required to build your docs +python: + install: + - requirements: requirements-dev.txt diff --git a/requirements-dev.txt b/requirements-dev.txt new file mode 100644 index 0000000..1c7f65b --- /dev/null +++ b/requirements-dev.txt @@ -0,0 +1,6 @@ +pytest>=8.3.3 +pytest-cov>=5.0.0 +mkdocs>=1.6.1 +mkdocs-material>=9.5.39 +mkdocs-jupyter>=0.25.0 + diff --git a/requirements-tf.txt b/requirements-tf.txt new file mode 100644 index 0000000..3d601c0 --- /dev/null +++ b/requirements-tf.txt @@ -0,0 +1 @@ +tensorflow>=2.12.0 diff --git a/requirements.txt b/requirements.txt index 24caaef..5ded03a 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,2 +1,2 @@ -keras>=2.0.0 -opencv-python>=4.1.0 \ No newline at end of file +joblib>=1.4.2 +lz4>=4.3.3 diff --git a/ivan.jpg b/resources/ivan.jpg similarity index 100% rename from ivan.jpg rename to resources/ivan.jpg diff --git a/result.jpg b/resources/result.jpg similarity index 100% rename from result.jpg rename to resources/result.jpg diff --git a/setup.py b/setup.py index fd019b4..55c5ba5 100644 --- a/setup.py +++ b/setup.py @@ -1,9 +1,6 @@ -#!/usr/bin/env python3 -# -*- coding: utf-8 -*- - -# MIT License +# MIT LICENSE # -# Copyright (c) 2019 Iván de Paz Centeno +# Copyright (c) 2019-2024 Iván de Paz Centeno # # Permission is hereby granted, free of charge, to any person obtaining a copy # of this software and associated documentation files (the "Software"), to deal @@ -23,49 +20,58 @@ # OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE # SOFTWARE. -import sys -from setuptools import setup, setuptools - - -__author__ = "Iván de Paz Centeno" -__version__= "0.1.1" +from setuptools import setup, find_packages -def readme(): - with open('README.rst', encoding="UTF-8") as f: +def read_file(file_name): + with open(file_name, encoding='utf-8') as f: return f.read() - -if sys.version_info < (3, 4, 1): - sys.exit('Python < 3.4.1 is not supported!') - - -setup(name='mtcnn', - version=__version__, - description='Multi-task Cascaded Convolutional Neural Networks for Face Detection, based on TensorFlow', - long_description=readme(), - url='http://github.com/ipazc/mtcnn', - author='Iván de Paz Centeno', - author_email='ipazc@unileon.es', - license='MIT', - packages=setuptools.find_packages(exclude=["tests.*", "tests"]), - install_requires=[ - "keras>=2.0.0", - "opencv-python>=4.1.0" - ], - classifiers=[ - 'Environment :: Console', - 'Intended Audience :: Developers', - 'Intended Audience :: Education', - 'Intended Audience :: Science/Research', - 'Natural Language :: English', - 'Programming Language :: Python :: 3.4', - 'Programming Language :: Python :: 3.5', - 'Programming Language :: Python :: 3.6', - 'Programming Language :: Python :: 3.7', - ], - test_suite='nose.collector', - tests_require=['nose'], - include_package_data=True, - keywords="mtcnn face detection tensorflow pip package", - zip_safe=False) +setup( + name='mtcnn', + version='1.0.0', + description='Multitask Cascaded Convolutional Networks for face detection and alignment (MTCNN) in Python >= 3.10 and TensorFlow >= 2.12', + long_description=read_file('README.md'), + long_description_content_type='text/markdown', + author='Iván de Paz Centeno', + author_email='ipazc@unileon.es', + url='https://github.com/ipazc/mtcnn', + license='MIT', + packages=find_packages(exclude=['tests', 'docs']), + install_requires=[ + 'joblib>=1.4.2', + 'lz4>=4.3.3', + ], + extras_require={ + 'tensorflow': [ + 'tensorflow>=2.12.0' + ], + 'dev': [ + 'pytest>=8.3.3', + 'pytest-cov>=5.0.0', + 'mkdocs>=1.6.1', + 'mkdocs-material>=9.5.39', + 'mkdocs-jupyter>=0.25.0' + ] + }, + classifiers=[ + 'Development Status :: 4 - Beta', + 'Intended Audience :: Developers', + 'Intended Audience :: Science/Research', + 'License :: OSI Approved :: MIT License', + 'Programming Language :: Python :: 3.10', + 'Programming Language :: Python :: 3.11', + 'Programming Language :: Python :: 3.12', + 'Topic :: Scientific/Engineering :: Artificial Intelligence', + ], + python_requires='>=3.10', + include_package_data=True, + package_data={ + 'mtcnn': ['assets/weights/*.lz4'], + }, + project_urls={ + 'Documentation': 'https://github.com/ipazc/mtcnn/docs', + 'Source': 'https://github.com/ipazc/mtcnn', + 'Tracker': 'https://github.com/ipazc/mtcnn/issues', + }, +) diff --git a/tests/__init__.py b/tests/__init__.py deleted file mode 100644 index e69de29..0000000 diff --git a/tests/conftest.py b/tests/conftest.py new file mode 100644 index 0000000..57d0d35 --- /dev/null +++ b/tests/conftest.py @@ -0,0 +1,27 @@ +# MIT LICENSE +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +import os +import sys + +# Add the project root folder to the PYTHONPATH for relative opening of test resources +sys.path.insert(0, os.path.abspath(os.path.join(os.path.dirname(__file__), '..'))) diff --git a/tests/images/ivan.jpg b/tests/images/ivan.jpg new file mode 100644 index 0000000..401e3ba Binary files /dev/null and b/tests/images/ivan.jpg differ diff --git a/no-faces.jpg b/tests/images/no-faces.jpg similarity index 100% rename from no-faces.jpg rename to tests/images/no-faces.jpg diff --git a/tests/images/result.jpg b/tests/images/result.jpg new file mode 100644 index 0000000..96b8e40 Binary files /dev/null and b/tests/images/result.jpg differ diff --git a/tests/test_mtcnn.py b/tests/test_mtcnn.py index ae02000..1999699 100644 --- a/tests/test_mtcnn.py +++ b/tests/test_mtcnn.py @@ -1,92 +1,180 @@ -import unittest -import cv2 - -from mtcnn.exceptions import InvalidImage -from mtcnn import MTCNN - -mtcnn = None - - -class TestMTCNN(unittest.TestCase): - - @classmethod - def setUpClass(cls): - global mtcnn - mtcnn = MTCNN() - - def test_detect_faces(self): - """ - MTCNN is able to detect faces and landmarks on an image - :return: - """ - ivan = cv2.imread("ivan.jpg") - - result = mtcnn.detect_faces(ivan) # type: list - - self.assertEqual(len(result), 1) - - first = result[0] - - self.assertIn('box', first) - self.assertIn('keypoints', first) - self.assertTrue(len(first['box']), 1) - self.assertTrue(len(first['keypoints']), 5) - - keypoints = first['keypoints'] # type: dict - self.assertIn('nose', keypoints) - self.assertIn('mouth_left', keypoints) - self.assertIn('mouth_right', keypoints) - self.assertIn('left_eye', keypoints) - self.assertIn('right_eye', keypoints) - - self.assertEqual(len(keypoints['nose']), 2) - self.assertEqual(len(keypoints['mouth_left']), 2) - self.assertEqual(len(keypoints['mouth_right']), 2) - self.assertEqual(len(keypoints['left_eye']), 2) - self.assertEqual(len(keypoints['right_eye']), 2) - - def test_detect_faces_invalid_content(self): - """ - MTCNN detects invalid images - :return: - """ - ivan = cv2.imread("example.py") - - with self.assertRaises(InvalidImage): - result = mtcnn.detect_faces(ivan) # type: list - - def test_detect_no_faces_on_no_faces_content(self): - """ - MTCNN successfully reports an empty list when no faces are detected. - :return: - """ - ivan = cv2.imread("no-faces.jpg") - - result = mtcnn.detect_faces(ivan) # type: list - self.assertEqual(len(result), 0) - - - def test_mtcnn_multiple_instances(self): - """ - Multiple instances of MTCNN can be created in the same thread. - :return: - """ - detector_1 = MTCNN(steps_threshold=[.2, .7, .7]) - detector_2 = MTCNN(steps_threshold=[.1, .1, .1]) - - ivan = cv2.imread("ivan.jpg") - - faces_1 = detector_1.detect_faces(ivan) - faces_2 = detector_2.detect_faces(ivan) - - self.assertEqual(len(faces_1), 1) - self.assertGreater(len(faces_2), 1) - - @classmethod - def tearDownClass(cls): - global mtcnn - del mtcnn - - -if __name__ == '__main__': - unittest.main() +# MIT LICENSE +# +# Copyright (c) 2019-2024 Iván de Paz Centeno +# +# Permission is hereby granted, free of charge, to any person obtaining a copy +# of this software and associated documentation files (the "Software"), to deal +# in the Software without restriction, including without limitation the rights +# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +# copies of the Software, and to permit persons to whom the Software is +# furnished to do so, subject to the following conditions: +# +# The above copyright notice and this permission notice shall be included in all +# copies or substantial portions of the Software. +# +# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +# SOFTWARE. + +# pylint: disable=duplicate-code +# pylint: disable=redefined-outer-name + +import os +import pytest +import numpy as np + +from mtcnn.mtcnn import MTCNN + + +@pytest.fixture(scope="module") +def mtcnn_detector(): + """Fixture to initialize MTCNN detector once for all tests in this module.""" + return MTCNN() + + +@pytest.fixture +def test_images(): + """Fixture to provide paths and bytes for the test images.""" + current_dir = os.path.dirname(os.path.abspath(__file__)) + images_dir = os.path.join(current_dir, "images") + valid_image_path = os.path.join(images_dir, "ivan.jpg") + no_faces_image_path = os.path.join(images_dir, "no-faces.jpg") + + # Cargar los bytes de las imágenes + with open(valid_image_path, "rb") as f: + valid_image_bytes = f.read() + + with open(no_faces_image_path, "rb") as f: + no_faces_image_bytes = f.read() + + return { + 'valid_image': valid_image_path, + 'no_faces_image': no_faces_image_path, + 'valid_image_bytes': valid_image_bytes, + 'no_faces_image_bytes': no_faces_image_bytes + } + + +def test_detect_faces_from_uri(mtcnn_detector, test_images): + """ + Test MTCNN detects faces and landmarks when given a URI of a valid image. + """ + result = mtcnn_detector.detect_faces(test_images['valid_image']) + + assert isinstance(result, list), "Output should be a list of bounding boxes." + assert len(result) > 0, "Should detect at least one face in the image." + + first = result[0] + assert 'box' in first, "Bounding box not found in detection result." + assert 'keypoints' in first, "Keypoints not found in detection result." + + # Check bounding box in 'xywh' format by default + assert len(first['box']) == 4, "Bounding box should contain 4 coordinates (X1, Y1, width, height)." + + +def test_detect_faces_from_bytes(mtcnn_detector, test_images): + """ + Test MTCNN detects faces and landmarks when given an image as bytes. + """ + result = mtcnn_detector.detect_faces(test_images['valid_image_bytes']) + + assert isinstance(result, list), "Output should be a list of bounding boxes." + assert len(result) > 0, "Should detect at least one face in the image." + + +def test_detect_no_faces(mtcnn_detector, test_images): + """ + Test that MTCNN returns an empty list when no faces are detected in a valid image. + """ + result = mtcnn_detector.detect_faces(test_images['no_faces_image']) + assert isinstance(result, list), "Output should be a list." + assert len(result) == 0, "Should detect no faces in the image." + + +def test_detect_faces_batch_from_uri(mtcnn_detector, test_images): + """ + Test batch detection when passed a list of URIs. + """ + result = mtcnn_detector.detect_faces([test_images['valid_image'], test_images['no_faces_image']]) + + assert isinstance(result, list), "Output should be a list of lists (one for each image)." + assert len(result) == 2, "Should return results for two images." + assert isinstance(result[0], list), "First result should be a list of bounding boxes." + assert len(result[0]) > 0, "First image should detect a face." + assert isinstance(result[1], list), "Second result should be a list of bounding boxes." + assert len(result[1]) == 0, "Second image should detect no faces." + + +def test_detect_faces_batch_from_bytes(mtcnn_detector, test_images): + """ + Test batch detection when passed a list of image byte arrays. + """ + result = mtcnn_detector.detect_faces([test_images['valid_image_bytes'], test_images['no_faces_image_bytes']]) + + assert isinstance(result, list), "Output should be a list of lists (one for each image)." + assert len(result) == 2, "Should return results for two images." + assert isinstance(result[0], list), "First result should be a list of bounding boxes." + assert len(result[0]) > 0, "First image should detect a face." + assert isinstance(result[1], list), "Second result should be a list of bounding boxes." + assert len(result[1]) == 0, "Second image should detect no faces." + + +@pytest.mark.parametrize("output_type, box_format", [ + ("json", "xywh"), + ("json", "xyxy"), + ("numpy", "xywh"), + ("numpy", "xyxy") +]) +def test_detect_faces_output_types_and_formats(mtcnn_detector, test_images, output_type, box_format): + """ + Test MTCNN with all combinations of output_type and box_format. + """ + # Detect faces using the given output_type and box_format + result = mtcnn_detector.detect_faces([test_images['valid_image'], test_images['no_faces_image']], + output_type=output_type, box_format=box_format) + + # General assertions: result should be a list or numpy array depending on output_type + if output_type == "json": + assert isinstance(result, list), "Output should be a list when output_type is 'json'." + assert isinstance(result[0], list), "Each element in the batch should be a list (bounding boxes for each image)." + assert len(result) == 2, "Should return results for two images." + assert len(result[0]) > 0, "First image should detect at least one face." + assert len(result[1]) == 0, "Second image should detect no faces." + + # Check bounding box format based on box_format + first_bbox = result[0][0]['box'] + if box_format == "xywh": + assert len(first_bbox) == 4, "Bounding box should contain 4 values for 'xywh'." + assert first_bbox[2] > 0 and first_bbox[3] > 0, "Width and height should be positive." + elif box_format == "xyxy": + assert len(first_bbox) == 4, "Bounding box should contain 4 values for 'xyxy'." + assert first_bbox[2] > first_bbox[0] and first_bbox[3] > first_bbox[1], \ + "X2 and Y2 should be greater than X1 and Y1 for 'xyxy' format." + + elif output_type == "numpy": + assert isinstance(result, np.ndarray), "Output should be a numpy array when output_type is 'numpy'." + assert result.shape[0] == 2, "First dimension of result should correspond to the number of images in the batch." + assert result[0, 0] == 0, "First index should indicate image 0 for the first bounding box." + assert result[-1, 0] == 0, "Last index should indicate image 0 for the last bounding box, as the second image is invalid." + + # Check bounding box format in numpy based on box_format + first_bbox = result[0, 1:5] # Assuming [image_idx, x1, y1, x2_or_width, y2_or_height] + if box_format == "xywh": + assert first_bbox[2] > 0 and first_bbox[3] > 0, "Width and height should be positive for 'xywh' format." + elif box_format == "xyxy": + assert first_bbox[2] > first_bbox[0] and first_bbox[3] > first_bbox[1], \ + "X2 and Y2 should be greater than X1 and Y1 for 'xyxy' format." + + +def test_invalid_image(mtcnn_detector): + """ + Test that MTCNN raises InvalidImage exception for non-image input. + """ + invalid_input = b"not_an_image" + #with pytest.raises(InvalidImage): + result = mtcnn_detector.detect_faces(invalid_input) + assert len(result) == 0, "There should not be faces detected in an invalid input"