Repository: marcotcr/lime
Branch: master
Commit: fd7eb2e6f760
Files: 63
Total size: 39.2 MB
Directory structure:
gitextract_jwcrr_g_/
├── .gitignore
├── .travis.yml
├── CONTRIBUTING.md
├── LICENSE
├── MANIFEST.in
├── README.md
├── benchmark/
│ ├── __init__.py
│ ├── table_perf.py
│ └── text_perf.py
├── binder/
│ └── environment.yml
├── citation.bib
├── doc/
│ ├── blog_post.md
│ ├── conf.py
│ ├── index.rst
│ ├── lime.rst
│ └── notebooks/
│ ├── Latin Hypercube Sampling.ipynb
│ ├── Lime - basic usage, two class case.ipynb
│ ├── Lime - multiclass.ipynb
│ ├── Lime with Recurrent Neural Networks.ipynb
│ ├── Submodular Pick examples.ipynb
│ ├── Tutorial - Faces and GradBoost.ipynb
│ ├── Tutorial - Image Classification Keras.ipynb
│ ├── Tutorial - MNIST and RF.ipynb
│ ├── Tutorial - continuous and categorical features.ipynb
│ ├── Tutorial - images - Pytorch.ipynb
│ ├── Tutorial - images.ipynb
│ ├── Tutorial_H2O_continuous_and_cat.ipynb
│ ├── Using lime for regression.ipynb
│ └── data/
│ ├── adult.csv
│ ├── co2_data.csv
│ ├── imagenet_class_index.json
│ └── mushroom_data.csv
├── lime/
│ ├── __init__.py
│ ├── bundle.js
│ ├── discretize.py
│ ├── exceptions.py
│ ├── explanation.py
│ ├── js/
│ │ ├── bar_chart.js
│ │ ├── explanation.js
│ │ ├── main.js
│ │ ├── predict_proba.js
│ │ └── predicted_value.js
│ ├── lime_base.py
│ ├── lime_image.py
│ ├── lime_tabular.py
│ ├── lime_text.py
│ ├── package.json
│ ├── style.css
│ ├── submodular_pick.py
│ ├── test_table.html
│ ├── tests/
│ │ ├── __init__.py
│ │ ├── test_discretize.py
│ │ ├── test_generic_utils.py
│ │ ├── test_lime_tabular.py
│ │ ├── test_lime_text.py
│ │ └── test_scikit_image.py
│ ├── utils/
│ │ ├── __init__.py
│ │ └── generic_utils.py
│ ├── webpack.config.js
│ └── wrappers/
│ ├── __init__.py
│ └── scikit_image.py
├── setup.cfg
└── setup.py
================================================
FILE CONTENTS
================================================
================================================
FILE: .gitignore
================================================
# Compiled python modules.
*.pyc
# Setuptools distribution folder.
/dist/
/lime/node_modules
# Python egg metadata, regenerated from source files by setuptools.
/*.egg-info
# Unit test / coverage reports
.cache
# Created by https://www.gitignore.io/api/pycharm
### PyCharm ###
# Covers JetBrains IDEs: IntelliJ, RubyMine, PhpStorm, AppCode, PyCharm, CLion, Android Studio and Webstorm
# Reference: https://intellij-support.jetbrains.com/hc/en-us/articles/206544839
# User-specific stuff:
.idea/workspace.xml
.idea/tasks.xml
.idea/dictionaries
.idea/vcs.xml
.idea/jsLibraryMappings.xml
# Sensitive or high-churn files:
.idea/dataSources.ids
.idea/dataSources.xml
.idea/dataSources.local.xml
.idea/sqlDataSources.xml
.idea/dynamic.xml
.idea/uiDesigner.xml
# Gradle:
.idea/gradle.xml
.idea/libraries
# Mongo Explorer plugin:
.idea/mongoSettings.xml
## File-based project format:
*.iws
## Plugin-specific files:
# IntelliJ
/out/
# mpeltonen/sbt-idea plugin
.idea_modules/
# JIRA plugin
atlassian-ide-plugin.xml
# Crashlytics plugin (for Android Studio and IntelliJ)
com_crashlytics_export_strings.xml
crashlytics.properties
crashlytics-build.properties
fabric.properties
### PyCharm Patch ###
# Comment Reason: https://github.com/joeblau/gitignore.io/issues/186#issuecomment-215987721
# *.iml
# modules.xml
# .idea/misc.xml
# *.ipr
# Pycharm
.idea
================================================
FILE: .travis.yml
================================================
dist: xenial
sudo: false
language: python
cache: pip
python:
- "3.6"
- "3.7"
# command to install dependencies
install:
- python -m pip install -U pip
- python -m pip install -e .[dev]
# command to run tests
script:
- pytest lime
- flake8 lime
================================================
FILE: CONTRIBUTING.md
================================================
## Contributing
I am delighted when people want to contribute to LIME. Here are a few things to keep in mind before sending in a pull request:
* We are now using flake8 as a style guide enforcer (I plan on adding eslint for javascript soon). Make sure your code passes the default flake8 execution.
* There must be a really good reason to change the external interfaces - I want to avoid breaking previous code as much as possible.
* If you are adding a new feature, please let me know the use case and the rationale behind how you did it (unless it's obvious)
If you want to contribute but don't know where to start, take a look at the [issues page](https://github.com/marcotcr/lime/issues), or at the list below.
# Roadmap
Here are a few high level features I want to incorporate in LIME. If you want to work incrementally in any of these, feel free to start a branch.
1. Creating meaningful tests that we can run before merging things. Right now I run the example notebooks and the few tests we have.
2. Creating a wrapper that computes explanations for a particular dataset, and suggests instances for the user to look at (similar to what we did in [the paper](http://arxiv.org/abs/1602.04938))
3. Making LIME work with images in a reasonable time. The explanations we used in the paper took a few minutes, which is too slow.
4. Thinking through what is needed to use LIME in regression problems. An obvious problem is that features with different scales make it really hard to interpret.
5. Figuring out better alternatives to discretizing the data for tabular data. Discretizing is definitely more interpretable, but we may just want to treat features as continuous.
6. Figuring out better ways to sample around a data point for tabular data. One example is sampling columns from the training set assuming independence, or some form of conditional sampling.
================================================
FILE: LICENSE
================================================
Copyright (c) 2016, Marco Tulio Correia Ribeiro
All rights reserved.
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions are met:
* Redistributions of source code must retain the above copyright notice, this
list of conditions and the following disclaimer.
* Redistributions in binary form must reproduce the above copyright notice,
this list of conditions and the following disclaimer in the documentation
and/or other materials provided with the distribution.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE
FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
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CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,
OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
================================================
FILE: MANIFEST.in
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include lime/*.js
include LICENSE
================================================
FILE: README.md
================================================
# lime
[](https://travis-ci.org/marcotcr/lime)
[](https://mybinder.org/v2/gh/marcotcr/lime/master)
This project is about explaining what machine learning classifiers (or models) are doing.
At the moment, we support explaining individual predictions for text classifiers or classifiers that act on tables (numpy arrays of numerical or categorical data) or images, with a package called lime (short for local interpretable model-agnostic explanations).
Lime is based on the work presented in [this paper](https://arxiv.org/abs/1602.04938) ([bibtex here for citation](https://github.com/marcotcr/lime/blob/master/citation.bib)). Here is a link to the promo video:
Our plan is to add more packages that help users understand and interact meaningfully with machine learning.
Lime is able to explain any black box classifier, with two or more classes. All we require is that the classifier implements a function that takes in raw text or a numpy array and outputs a probability for each class. Support for scikit-learn classifiers is built-in.
## Installation
The lime package is on [PyPI](https://pypi.python.org/pypi/lime). Simply run:
```sh
pip install lime
```
Or clone the repository and run:
```sh
pip install .
```
We dropped python2 support in `0.2.0`, `0.1.1.37` was the last version before that.
## Screenshots
Below are some screenshots of lime explanations. These are generated in html, and can be easily produced and embedded in ipython notebooks. We also support visualizations using matplotlib, although they don't look as nice as these ones.
#### Two class case, text
Negative (blue) words indicate atheism, while positive (orange) words indicate christian. The way to interpret the weights by applying them to the prediction probabilities. For example, if we remove the words Host and NNTP from the document, we expect the classifier to predict atheism with probability 0.58 - 0.14 - 0.11 = 0.31.

#### Multiclass case

#### Tabular data

#### Images (explaining prediction of 'Cat' in pros and cons)
## Tutorials and API
For example usage for text classifiers, take a look at the following two tutorials (generated from ipython notebooks):
- [Basic usage, two class. We explain random forest classifiers.](https://marcotcr.github.io/lime/tutorials/Lime%20-%20basic%20usage%2C%20two%20class%20case.html)
- [Multiclass case](https://marcotcr.github.io/lime/tutorials/Lime%20-%20multiclass.html)
For classifiers that use numerical or categorical data, take a look at the following tutorial (this is newer, so please let me know if you find something wrong):
- [Tabular data](https://marcotcr.github.io/lime/tutorials/Tutorial%20-%20continuous%20and%20categorical%20features.html)
- [Tabular data with H2O models](https://marcotcr.github.io/lime/tutorials/Tutorial_H2O_continuous_and_cat.html)
- [Latin Hypercube Sampling](doc/notebooks/Latin%20Hypercube%20Sampling.ipynb)
For image classifiers:
- [Images - basic](https://marcotcr.github.io/lime/tutorials/Tutorial%20-%20images.html)
- [Images - Faces](https://github.com/marcotcr/lime/blob/master/doc/notebooks/Tutorial%20-%20Faces%20and%20GradBoost.ipynb)
- [Images with Keras](https://github.com/marcotcr/lime/blob/master/doc/notebooks/Tutorial%20-%20Image%20Classification%20Keras.ipynb)
- [MNIST with random forests](https://github.com/marcotcr/lime/blob/master/doc/notebooks/Tutorial%20-%20MNIST%20and%20RF.ipynb)
- [Images with PyTorch](https://github.com/marcotcr/lime/blob/master/doc/notebooks/Tutorial%20-%20images%20-%20Pytorch.ipynb)
For regression:
- [Simple regression](https://marcotcr.github.io/lime/tutorials/Using%2Blime%2Bfor%2Bregression.html)
Submodular Pick:
- [Submodular Pick](https://github.com/marcotcr/lime/tree/master/doc/notebooks/Submodular%20Pick%20examples.ipynb)
The raw (non-html) notebooks for these tutorials are available [here](https://github.com/marcotcr/lime/tree/master/doc/notebooks).
The API reference is available [here](https://lime-ml.readthedocs.io/en/latest/).
## What are explanations?
Intuitively, an explanation is a local linear approximation of the model's behaviour.
While the model may be very complex globally, it is easier to approximate it around the vicinity of a particular instance.
While treating the model as a black box, we perturb the instance we want to explain and learn a sparse linear model around it, as an explanation.
The figure below illustrates the intuition for this procedure. The model's decision function is represented by the blue/pink background, and is clearly nonlinear.
The bright red cross is the instance being explained (let's call it X).
We sample instances around X, and weight them according to their proximity to X (weight here is indicated by size).
We then learn a linear model (dashed line) that approximates the model well in the vicinity of X, but not necessarily globally. For more information, [read our paper](https://arxiv.org/abs/1602.04938), or take a look at [this blog post](https://www.oreilly.com/learning/introduction-to-local-interpretable-model-agnostic-explanations-lime).
## Contributing
Please read [this](CONTRIBUTING.md).
================================================
FILE: benchmark/__init__.py
================================================
================================================
FILE: benchmark/table_perf.py
================================================
"""
A helper script for evaluating performance of changes to the tabular explainer, in this case different
implementations and methods for distance calculation.
"""
import time
from sklearn.ensemble import RandomForestClassifier
from sklearn.datasets import make_classification
from lime.lime_tabular import LimeTabularExplainer
def interpret_data(X, y, func):
explainer = LimeTabularExplainer(X, discretize_continuous=False, kernel_width=3)
times, scores = [], []
for r_idx in range(100):
start_time = time.time()
explanation = explainer.explain_instance(X[r_idx, :], func)
times.append(time.time() - start_time)
scores.append(explanation.score)
print('...')
return times, scores
if __name__ == '__main__':
X_raw, y_raw = make_classification(n_classes=2, n_features=1000, n_samples=1000)
clf = RandomForestClassifier()
clf.fit(X_raw, y_raw)
y_hat = clf.predict_proba(X_raw)
times, scores = interpret_data(X_raw, y_hat, clf.predict_proba)
print('%9.4fs %9.4fs %9.4fs' % (min(times), sum(times) / len(times), max(times)))
print('%9.4f %9.4f% 9.4f' % (min(scores), sum(scores) / len(scores), max(scores)))
================================================
FILE: benchmark/text_perf.py
================================================
import time
import sklearn
import sklearn.ensemble
import sklearn.metrics
from sklearn.datasets import fetch_20newsgroups
from sklearn.pipeline import make_pipeline
from lime.lime_text import LimeTextExplainer
def interpret_data(X, y, func, class_names):
explainer = LimeTextExplainer(class_names=class_names)
times, scores = [], []
for r_idx in range(10):
start_time = time.time()
exp = explainer.explain_instance(newsgroups_test.data[r_idx], func, num_features=6)
times.append(time.time() - start_time)
scores.append(exp.score)
print('...')
return times, scores
if __name__ == '__main__':
categories = ['alt.atheism', 'soc.religion.christian']
newsgroups_train = fetch_20newsgroups(subset='train', categories=categories)
newsgroups_test = fetch_20newsgroups(subset='test', categories=categories)
class_names = ['atheism', 'christian']
vectorizer = sklearn.feature_extraction.text.TfidfVectorizer(lowercase=False)
train_vectors = vectorizer.fit_transform(newsgroups_train.data)
test_vectors = vectorizer.transform(newsgroups_test.data)
rf = sklearn.ensemble.RandomForestClassifier(n_estimators=500)
rf.fit(train_vectors, newsgroups_train.target)
pred = rf.predict(test_vectors)
sklearn.metrics.f1_score(newsgroups_test.target, pred, average='binary')
c = make_pipeline(vectorizer, rf)
interpret_data(train_vectors, newsgroups_train.target, c.predict_proba, class_names)
================================================
FILE: binder/environment.yml
================================================
name: lime-dev
channels:
- conda-forge
dependencies:
- python=3.7.*
# lime install dependencies
- matplotlib
- numpy
- scipy
- scikit-learn
- scikit-image
- pyDOE2
# for testing
- flake8
- pytest
# for examples
- jupyter
- pandas
- keras
- pytorch::pytorch-cpu
- tensorflow
- h2oai::h2o
- py-xgboost
- pip:
# lime source code
- -e ..
================================================
FILE: citation.bib
================================================
@inproceedings{lime,
author = {Marco Tulio Ribeiro and
Sameer Singh and
Carlos Guestrin},
title = {"Why Should {I} Trust You?": Explaining the Predictions of Any Classifier},
booktitle = {Proceedings of the 22nd {ACM} {SIGKDD} International Conference on
Knowledge Discovery and Data Mining, San Francisco, CA, USA, August
13-17, 2016},
pages = {1135--1144},
year = {2016},
}
================================================
FILE: doc/blog_post.md
================================================
# LIME - Local Interpretable Model-Agnostic Explanations
In this post, we'll talk about the method for explaining the predictions of any classifier described in [this paper](http://arxiv.org/pdf/1602.04938v1.pdf), and implemented in [this open source package](https://github.com/marcotcr/lime).
# Motivation: why do we want to understand predictions?
Machine learning is a buzzword these days. With computers beating professionals in games like [Go](https://deepmind.com/alpha-go.html), many people have started asking if machines would also make for better [drivers](https://www.google.com/selfdrivingcar/), or even doctors.
Many of the state of the art machine learning models are functionally black boxes, as it is nearly impossible to get a feeling for its inner workings. This brings us to a question of trust: do I trust that a certain prediction from the model is correct? Or do I even trust that the model is making reasonable predictions in general?
While the stakes are low in a Go game, they are much higher if a computer is replacing my doctor, or deciding if I am a suspect of terrorism ([Person of Interest](http://www.imdb.com/title/tt1839578/), anyone?). Perhaps more commonly, if a company is replacing some system with one based on machine learning, it has to trust that the machine learning model will behave reasonably well.
It seems intuitive that explaining the rationale behind individual predictions would make us better positioned to trust or mistrust the prediction, or the classifier as a whole. Even if we can't necesseraly understand how the model behaves on all cases, it may be possible (and indeed it is in most cases) to understand how it behaves in particular cases.
Finally, a word on accuracy. If you have had experience with machine learning, I bet you are thinking something along the lines of: "of course I know my model is going to perform well in the real world, I have really high cross validation accuracy! Why do I need to understand it's predictions when I know it gets it right 99% of the time?". As anyone who has used machine learning in the real world (not only in a static dataset) can attest, accuracy on cross validation can be very misleading. Sometimes data that shouldn't be available leaks into the training data accidentaly. Sometimes the way you gather data introduces correlations that will not exist in the real world, which the model exploits. Many other tricky problems can give us a false understanding of performance, even in [doing A/B tests](http://www.exp-platform.com/documents/puzzlingoutcomesincontrolledexperiments.pdf). I am not saying you shouldn't measure accuracy, but simply that it should not be your only metric for assessing trust.
# Lime: A couple of examples.
First, we give an example from text classification. The famous [20 newsgroups dataset](http://qwone.com/~jason/20Newsgroups/) is a benchmark in the field, and has been used to compare different models in several papers. We take two classes that are suposedly harder to distinguish, due to the fact that they share many words: Christianity and Atheism. Training a random forest with 500 trees, we get a test set accuracy of 92.4%, which is surprisingly high. If accuracy was our only measure of trust, we would definitely trust this algorithm.
Below is an explanation for an arbitrary instance in the test set, generated using [the lime package](https://github.com/marcotcr/lime).

This is a case where the classifier predicts the instance correctly, but for the wrong reasons. A little further exploration shows us that the word "Posting" (part of the email header) appears in 21.6% of the examples in the training set, only two times in the class 'Christianity'. This is repeated on the test set, where it appears in almost 20% of the examples, only twice in 'Christianity'. This kind of quirk in the dataset makes the problem much easier than it is in the real world, where this classifier would **not** be able to distinguish between christianity and atheism documents. This is hard to see just by looking at accuracy or raw data, but easy once explanations are provided. Such insights become common once you understand what models are actually doing, leading to models that generalize much better.
Note further how interpretable the explanations are: they correspond to a very sparse linear model (with only 6 features). Even though the underlying classifier is a complicated random forest, in the neighborhood of this example it behaves roughly as a linear model. Sure nenough, if we remove the words "Host" and "NNTP" from the example, the "atheism" prediction probability becomes close to 0.57 - 0.14 - 0.12 = 0.31.
Below is an image from our paper, where we explain Google's [Inception neural network](https://github.com/google/inception) on some arbitary images. In this case, we keep as explanations the parts of the image that are most positive towards a certain class. In this case, the classifier predicts Electric Guitar even though the image contains an acoustic guitar. The explanation reveals why it would confuse the two: the fretboard is very similar. Getting explanations for image classifiers is something that is not yet available in the lime package, but we are working on it.

# Lime: how we get explanations
Lime is short for Local Interpretable Model-Agnostic Explanations. Each part of the name reflects something that we desire in explanations. **Local** refers to local fidelity - i.e., we want the explanation to really reflect the behaviour of the classifier "around" the instance being predicted. This explanation is useless unless it is **interpretable** - that is, unless a human can make sense of it. Lime is able to explain any model without needing to 'peak' into it, so it is **model-agnostic**. We now give a high level overview of how lime works. For more details, check out our [pre-print](http://arxiv.org/pdf/1602.04938v1.pdf).
First, a word about **interpretability**. Some classifiers use representations that are not intuitive to users at all (e.g. word embeddings). Lime explains those classifiers in terms of interpretable representations (words), even if that is not the representation actually used by the classifier. Further, lime takes human limitations into account: i.e. the explanations are not too long. Right now, our package supports explanations that are sparse linear models (as presented before), although we are working on other representations.
In order to be **model-agnostic**, lime can't peak into the model. In order to figure out what parts of the interpretable input are contributing to the prediction, we perturb the input around its neighborhood and see how the model's predictions behave. We then weight these perturbed data points by their proximity to the original example, and learn an interpretable model on those and the associated predictions. For example, if we are trying to explain the prediction for the sentence "I hate this movie", we will perturb the sentence and get predictions on sentences such as "I hate movie", "I this movie", "I movie", "I hate", etc. Even if the original classifier takes many more words into account globally, it is reasonable to expect that around this example only the word "hate" will be relevant. Note that if the classifier uses some uninterpretable representation such as word embeddings, this still works: we just represent the perturbed sentences with word embeddings, and the explanation will still be in terms of words such as "hate" or "movie".
An illustration of this process is given below. The original model's decision function is represented by the blue/pink background, and is clearly nonlinear.
The bright red cross is the instance being explained (let's call it X).
We sample perturbed instances around X, and weight them according to their proximity to X (weight here is represented by size). We get original model's prediction on these perturbed instances, and then learn a linear model (dashed line) that approximates the model well in the vicinity of X. Note that the explanation in this case is not faithful globally, but it is faithful locally around X.

# Conclusion
I hope I've convinced you that understanding individual predictions from classifiers is an important problem. Having explanations lets you make an informed decision about how much you trust the prediction or the model as a whole, and provides insights that can be used to improve the model.
If you're interested in going more in-depth into how lime works, and the kinds of experiments we did to validate the usefulness of such explanations, [here is a link to our pre-print paper](http://arxiv.org/pdf/1602.04938v1.pdf).
If you are interested in trying lime for text classifiers, make sure you check out our [python package](https://github.com/marcotcr/lime/). Installation is as simple as typing:
```pip install lime```
The package is very easy to use. It is particulary easy to explain scikit-learn classifiers. In the github page we also link to a few tutorials, such as [this one](http://marcotcr.github.io/lime/tutorials/Lime%20-%20basic%20usage%2C%20two%20class%20case.html), with examples from scikit-learn.
================================================
FILE: doc/conf.py
================================================
# -*- coding: utf-8 -*-
#
# lime documentation build configuration file, created by
# sphinx-quickstart on Fri Mar 18 16:20:40 2016.
#
# This file is execfile()d with the current directory set to its
# containing dir.
#
# Note that not all possible configuration values are present in this
# autogenerated file.
#
# All configuration values have a default; values that are commented out
# serve to show the default.
import sys
import os
# If extensions (or modules to document with autodoc) are in another directory,
# add these directories to sys.path here. If the directory is relative to the
# documentation root, use os.path.abspath to make it absolute, like shown here.
#sys.path.insert(0, os.path.abspath('.'))
curr_path = os.path.dirname(os.path.abspath(os.path.expanduser(__file__)))
libpath = os.path.join(curr_path, '../')
sys.path.insert(0, libpath)
sys.path.insert(0, curr_path)
import mock
MOCK_MODULES = ['numpy', 'scipy', 'scipy.sparse', 'scipy.special',
'scipy.stats', 'scipy.stats.distributions', 'sklearn', 'sklearn.preprocessing',
'sklearn.linear_model', 'matplotlib',
'sklearn.datasets', 'sklearn.ensemble', 'sklearn.cross_validation',
'sklearn.feature_extraction', 'sklearn.feature_extraction.text',
'sklearn.metrics', 'sklearn.naive_bayes', 'sklearn.pipeline',
'sklearn.utils', 'pyDOE2',]
# for mod_name in MOCK_MODULES:
# sys.modules[mod_name] = mock.Mock()
import scipy
import scipy.stats
import scipy.stats.distributions
import lime
import lime.lime_text
import lime.lime_tabular
import lime.explanation
import lime.lime_base
import lime.submodular_pick
# -- General configuration ------------------------------------------------
# If your documentation needs a minimal Sphinx version, state it here.
#needs_sphinx = '1.0'
# Add any Sphinx extension module names here, as strings. They can be
# extensions coming with Sphinx (named 'sphinx.ext.*') or your custom
# ones.
extensions = [
'sphinx.ext.autodoc',
'sphinx.ext.mathjax',
'sphinx.ext.napoleon',
]
# Add any paths that contain templates here, relative to this directory.
templates_path = ['_templates']
# The suffix(es) of source filenames.
# You can specify multiple suffix as a list of string:
# source_suffix = ['.rst', '.md']
source_suffix = '.rst'
# The encoding of source files.
#source_encoding = 'utf-8-sig'
# The master toctree document.
master_doc = 'index'
# General information about the project.
project = u'lime'
copyright = u'2016, Marco Tulio Ribeiro'
author = u'Marco Tulio Ribeiro'
# The version info for the project you're documenting, acts as replacement for
# |version| and |release|, also used in various other places throughout the
# built documents.
#
# The short X.Y version.
version = u'0.1'
# The full version, including alpha/beta/rc tags.
release = u'0.1'
# The language for content autogenerated by Sphinx. Refer to documentation
# for a list of supported languages.
#
# This is also used if you do content translation via gettext catalogs.
# Usually you set "language" from the command line for these cases.
language = None
# There are two options for replacing |today|: either, you set today to some
# non-false value, then it is used:
#today = ''
# Else, today_fmt is used as the format for a strftime call.
#today_fmt = '%B %d, %Y'
# List of patterns, relative to source directory, that match files and
# directories to ignore when looking for source files.
exclude_patterns = ['_build']
# The reST default role (used for this markup: `text`) to use for all
# documents.
#default_role = None
# If true, '()' will be appended to :func: etc. cross-reference text.
#add_function_parentheses = True
# If true, the current module name will be prepended to all description
# unit titles (such as .. function::).
#add_module_names = True
# If true, sectionauthor and moduleauthor directives will be shown in the
# output. They are ignored by default.
#show_authors = False
# The name of the Pygments (syntax highlighting) style to use.
pygments_style = 'sphinx'
# A list of ignored prefixes for module index sorting.
#modindex_common_prefix = []
# If true, keep warnings as "system message" paragraphs in the built documents.
#keep_warnings = False
# If true, `todo` and `todoList` produce output, else they produce nothing.
todo_include_todos = False
# -- Options for HTML output ----------------------------------------------
# The theme to use for HTML and HTML Help pages. See the documentation for
# a list of builtin themes.
html_theme = 'default'
# Theme options are theme-specific and customize the look and feel of a theme
# further. For a list of options available for each theme, see the
# documentation.
#html_theme_options = {}
# Add any paths that contain custom themes here, relative to this directory.
#html_theme_path = []
# The name for this set of Sphinx documents. If None, it defaults to
# " v documentation".
#html_title = None
# A shorter title for the navigation bar. Default is the same as html_title.
#html_short_title = None
# The name of an image file (relative to this directory) to place at the top
# of the sidebar.
#html_logo = None
# The name of an image file (relative to this directory) to use as a favicon of
# the docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32
# pixels large.
#html_favicon = None
# Add any paths that contain custom static files (such as style sheets) here,
# relative to this directory. They are copied after the builtin static files,
# so a file named "default.css" will overwrite the builtin "default.css".
html_static_path = ['_static']
# Add any extra paths that contain custom files (such as robots.txt or
# .htaccess) here, relative to this directory. These files are copied
# directly to the root of the documentation.
#html_extra_path = []
# If not '', a 'Last updated on:' timestamp is inserted at every page bottom,
# using the given strftime format.
#html_last_updated_fmt = '%b %d, %Y'
# If true, SmartyPants will be used to convert quotes and dashes to
# typographically correct entities.
#html_use_smartypants = True
# Custom sidebar templates, maps document names to template names.
#html_sidebars = {}
# Additional templates that should be rendered to pages, maps page names to
# template names.
#html_additional_pages = {}
# If false, no module index is generated.
#html_domain_indices = True
# If false, no index is generated.
#html_use_index = True
# If true, the index is split into individual pages for each letter.
#html_split_index = False
# If true, links to the reST sources are added to the pages.
#html_show_sourcelink = True
# If true, "Created using Sphinx" is shown in the HTML footer. Default is True.
#html_show_sphinx = True
# If true, "(C) Copyright ..." is shown in the HTML footer. Default is True.
#html_show_copyright = True
# If true, an OpenSearch description file will be output, and all pages will
# contain a tag referring to it. The value of this option must be the
# base URL from which the finished HTML is served.
#html_use_opensearch = ''
# This is the file name suffix for HTML files (e.g. ".xhtml").
#html_file_suffix = None
# Language to be used for generating the HTML full-text search index.
# Sphinx supports the following languages:
# 'da', 'de', 'en', 'es', 'fi', 'fr', 'hu', 'it', 'ja'
# 'nl', 'no', 'pt', 'ro', 'ru', 'sv', 'tr'
#html_search_language = 'en'
# A dictionary with options for the search language support, empty by default.
# Now only 'ja' uses this config value
#html_search_options = {'type': 'default'}
# The name of a javascript file (relative to the configuration directory) that
# implements a search results scorer. If empty, the default will be used.
#html_search_scorer = 'scorer.js'
# Output file base name for HTML help builder.
htmlhelp_basename = 'limedoc'
# -- Options for LaTeX output ---------------------------------------------
latex_elements = {
# The paper size ('letterpaper' or 'a4paper').
#'papersize': 'letterpaper',
# The font size ('10pt', '11pt' or '12pt').
#'pointsize': '10pt',
# Additional stuff for the LaTeX preamble.
#'preamble': '',
# Latex figure (float) alignment
#'figure_align': 'htbp',
}
# Grouping the document tree into LaTeX files. List of tuples
# (source start file, target name, title,
# author, documentclass [howto, manual, or own class]).
latex_documents = [
(master_doc, 'lime.tex', u'lime Documentation',
u'Marco Tulio Ribeiro', 'manual'),
]
# The name of an image file (relative to this directory) to place at the top of
# the title page.
#latex_logo = None
# For "manual" documents, if this is true, then toplevel headings are parts,
# not chapters.
#latex_use_parts = False
# If true, show page references after internal links.
#latex_show_pagerefs = False
# If true, show URL addresses after external links.
#latex_show_urls = False
# Documents to append as an appendix to all manuals.
#latex_appendices = []
# If false, no module index is generated.
#latex_domain_indices = True
# -- Options for manual page output ---------------------------------------
# One entry per manual page. List of tuples
# (source start file, name, description, authors, manual section).
man_pages = [
(master_doc, 'lime', u'lime Documentation',
[author], 1)
]
# If true, show URL addresses after external links.
#man_show_urls = False
# -- Options for Texinfo output -------------------------------------------
# Grouping the document tree into Texinfo files. List of tuples
# (source start file, target name, title, author,
# dir menu entry, description, category)
texinfo_documents = [
(master_doc, 'lime', u'lime Documentation',
author, 'lime', 'One line description of project.',
'Miscellaneous'),
]
autoclass_content = 'both'
# Documents to append as an appendix to all manuals.
#texinfo_appendices = []
# If false, no module index is generated.
#texinfo_domain_indices = True
# How to display URL addresses: 'footnote', 'no', or 'inline'.
#texinfo_show_urls = 'footnote'
# If true, do not generate a @detailmenu in the "Top" node's menu.
#texinfo_no_detailmenu = False
================================================
FILE: doc/index.rst
================================================
.. lime documentation master file, created by
sphinx-quickstart on Fri Mar 18 16:20:40 2016.
You can adapt this file completely to your liking, but it should at least
contain the root `toctree` directive.
Local Interpretable Model-Agnostic Explanations (lime)
================================
In this page, you can find the Python API reference for the lime package (local interpretable model-agnostic explanations).
For tutorials and more information, visit `the github page `_.
.. toctree::
:maxdepth: 2
lime
Indices and tables
==================
* :ref:`genindex`
* :ref:`modindex`
* :ref:`search`
================================================
FILE: doc/lime.rst
================================================
lime package
============
Subpackages
-----------
.. toctree::
lime.tests
Submodules
----------
lime\.discretize module
-----------------------
.. automodule:: lime.discretize
:members:
:undoc-members:
:show-inheritance:
lime\.exceptions module
-----------------------
.. automodule:: lime.exceptions
:members:
:undoc-members:
:show-inheritance:
lime\.explanation module
------------------------
.. automodule:: lime.explanation
:members:
:undoc-members:
:show-inheritance:
lime\.lime\_base module
-----------------------
.. automodule:: lime.lime_base
:members:
:undoc-members:
:show-inheritance:
lime\.lime\_image module
------------------------
.. automodule:: lime.lime_image
:members:
:undoc-members:
:show-inheritance:
lime\.lime\_tabular module
--------------------------
.. automodule:: lime.lime_tabular
:members:
:undoc-members:
:show-inheritance:
lime\.lime\_text module
-----------------------
.. automodule:: lime.lime_text
:members:
:undoc-members:
:show-inheritance:
lime\.submodular\_pick module
-----------------------
.. automodule:: lime.submodular_pick
:members:
:undoc-members:
:show-inheritance:
Module contents
---------------
.. automodule:: lime
:members:
:undoc-members:
:show-inheritance:
================================================
FILE: doc/notebooks/Latin Hypercube Sampling.ipynb
================================================
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Latin Hypercube Sampling \n",
"This notebooks walks through [Latin Hypercube Sampling](https://en.wikipedia.org/wiki/Latin_hypercube_sampling) (LHS) and explains how it differs from the standard [Gaussian Random Sampling](https://en.wikipedia.org/wiki/Normal_distribution) implemented in LIME.\n",
"\n",
"Standard Gaussian random sampling draws samples from a standard normal distribution Probability Density Function (PDF), $\\mathcal{N}(0,1)$. In practice, if we sample from $\\mathcal{N}(0,1)$ many times, we will begin to obtain enough samples to \"understand\" the space from which we are sampling.\n",
"\n",
"Some black-box models are computationally expensive, and in high dimensions, we require more samples from the standard normal distribution. We thus introduce a quasi-random process to reduce the needed number of sampled points while not losing our \"understanding\" of the space. LHS is a quasi-random process. LHS samples from a n-dimensional CDF (a n-dimensional hypercube) and places points spread out in the space. It is somewhat analogous to the problem of placing non-attacking rooks on a chessboard. The points are placed to sample all of the features in such a way that the points are distributed across the CDF. We then use a point percentile function (PPF) to go from the CDF to the PDF so we can do the same computations LIME does to the Gaussian points. \n",
"\n",
"This notebook walks through some examples of both sampling methods and shows how using LHS can save one run time."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"# imports \n",
"from lime import lime_tabular\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"import matplotlib.patches as mpatches \n",
"from pyDOE2 import lhs\n",
"from scipy.stats.distributions import norm\n",
"\n",
"np.random.seed(1) # for repeatability "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Visualizing the differnce between Gaussian sampling and LHS\n",
"\n",
"Let us consider a toy problem with $n=2$ features (for the ease of visualizing). We can compare what the sampled points for Gaussian sampling and LHS will look like. We compare these plots for $s = 25$ samples (to build intuition)."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"n = 2 # number of features\n",
"s = 25 # number of samples\n",
"\n",
"gauss_data = np.random.normal(0,1,n*s).reshape(s,n) # how lime generates the values\n",
"lhs_data = lhs(n,s) # lhs generated data"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# visualizing the results in the cdf\n",
"means = np.zeros(n)\n",
"stdvs = np.array([1]*n)\n",
"gaus_cdf = np.zeros((s,n))\n",
"for i in range(n):\n",
" gaus_cdf[:,i] = norm(loc=means[i], scale=stdvs[i]).cdf(gauss_data[:,i])\n",
" \n",
" \n",
"fig, (ax1, ax2) = plt.subplots(1, 2,sharey=True)\n",
"\n",
"ax1.scatter(gaus_cdf[:,0],gaus_cdf[:,1],color='tab:blue',label='Gaussian Sampling (cdf)')\n",
"ax1.set_xlabel('feature 1')\n",
"ax1.set_ylabel('feature 2')\n",
"ax1.legend(shadow=True,fancybox=True)\n",
"\n",
"ax2.scatter(lhs_data[:,0], lhs_data[:,1],color='tab:orange',label='LHS (cdf)')\n",
"ax2.set_xlabel('feature 1')\n",
"ax2.legend(shadow=True, fancybox=True)\n",
"\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# visualizing the the distribution of points in the pdf\n",
"# transformation lhs from cdf to pdf\n",
"means = np.zeros(n)\n",
"stdvs = np.array([1]*n)\n",
"for i in range(n):\n",
" lhs_data[:, i] = norm(loc=means[i], scale=stdvs[i]).ppf(lhs_data[:, i]) \n",
"\n",
"fig, (ax1, ax2) = plt.subplots(1, 2,sharey=True)\n",
"\n",
"ax1.scatter(gauss_data[:,0],gauss_data[:,1],color='tab:blue',label='Gaussian Sampling (pdf)')\n",
"ax1.set_xlabel('feature 1')\n",
"ax1.set_ylabel('feature 2')\n",
"ax1.legend(shadow=True,fancybox=True)\n",
"\n",
"ax2.scatter(lhs_data[:,0], lhs_data[:,1],color='tab:orange',label='LHS (pdf)')\n",
"ax2.set_xlabel('feature 1')\n",
"ax2.legend(shadow=True, fancybox=True)\n",
"\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Intuitively, it appears that the LHS method, since the points are better distributed through the space, would require fewer points to be generated. In both the CDF and PDF, we see LHS spreads out over the space more than the Gaussian sampling approach. \n",
"\n",
"Let us test this on the [Iris](https://en.wikipedia.org/wiki/Iris_flower_data_set) dataset. "
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"# imports for the iris data set and model\n",
"from sklearn.neural_network import MLPClassifier\n",
"from sklearn.datasets import load_iris\n",
"from sklearn.model_selection import train_test_split\n",
"from sklearn.metrics import accuracy_score"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"model accuracy score: 0.9333333333333333\n"
]
}
],
"source": [
"# train a black box model on the data set\n",
"np.random.seed(1)\n",
"iris = load_iris()\n",
"train, test, labels_train, labels_test = train_test_split(iris.data, iris.target, train_size=0.80)\n",
"clf = MLPClassifier(solver='lbfgs', alpha=1e-5,hidden_layer_sizes=(11,6), random_state=1)\n",
"clf.fit(train, labels_train)\n",
"print('model accuracy score: ',accuracy_score(labels_test, clf.predict(test)))\n",
"\n",
"# point to explain\n",
"test_instance = test[8]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now that we have a pretty good black-box model, let's compare the top weight (as predicted by LIME). First, we will do it for just one run and fix the number of samples at $s = 5000$, which is the default number of samples."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" \n",
"
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" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# gaussian sampling for LIME\n",
"explainer = lime_tabular.LimeTabularExplainer(train,10,feature_names=iris.feature_names,class_names=iris.target_names,discretize_continuous=False)\n",
"exp = explainer.explain_instance(test_instance,clf.predict_proba,num_features=1,top_labels=1,num_samples=5000,model_regressor=None,sampling_method='gauss')\n",
"exp.show_in_notebook()"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" \n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# LHS sampling for LIME\n",
"explainer = lime_tabular.LimeTabularExplainer(train,10,feature_names=iris.feature_names,class_names=iris.target_names,discretize_continuous=False)\n",
"exp = explainer.explain_instance(test_instance,clf.predict_proba,num_features=1,top_labels=1,num_samples=5000,model_regressor=None,sampling_method='lhs')\n",
"exp.show_in_notebook()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Notice that in both cases, we obtain the same explanation! Now we can test this and see what happens when we change the number of samples. "
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"max_samples = 5000\n",
"\n",
"samp = []\n",
"weight_gauss = []\n",
"weight_lhs = []\n",
"\n",
"for i in range(10,max_samples+1):\n",
" \n",
" # gaussian random sampling explanation\n",
" explainer_gauss = lime_tabular.LimeTabularExplainer(train,i,feature_names=iris.feature_names,class_names=iris.target_names,discretize_continuous=False)\n",
" exp_gauss = explainer.explain_instance(test_instance,clf.predict_proba,num_features=1,top_labels=1,num_samples=i,model_regressor=None,sampling_method='gauss')\n",
" _gauss = list(exp_gauss.local_exp.values())[0][0][1]\n",
" \n",
" # lhs random sampling explanation\n",
" explainer_lhs = lime_tabular.LimeTabularExplainer(train,i,feature_names=iris.feature_names,class_names=iris.target_names,discretize_continuous=False)\n",
" exp_lhs = explainer.explain_instance(test_instance,clf.predict_proba,num_features=1,top_labels=1,num_samples=i,model_regressor=None,sampling_method='lhs')\n",
" _lhs = list(exp_lhs.local_exp.values())[0][0][1]\n",
" \n",
" # appending the data\n",
" samp.append(i)\n",
" weight_gauss.append(_gauss)\n",
" weight_lhs.append(_lhs) "
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# plotting the data generated in the previous step\n",
"plt.figure(1,[10,7])\n",
"plt.plot(samp,weight_gauss,color='tab:blue',label='Gaussian Sampling')\n",
"plt.plot(samp,weight_lhs,color='tab:orange',label='LHS')\n",
"plt.xlabel('number of samples')\n",
"plt.ylabel('top explanation weight')\n",
"plt.title('Comparing the Convergence of the Explanation')\n",
"plt.legend()\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can see that both sampling methods converge to the same top weight. These results extend to all other weights as well, as LHS does not introduce bias. \n",
"\n",
"For LHS, we have consistently less varied results and faster convergence. Utilizing LHS, one could reduce the number of samples to increase the speed of explanations without losing any information or reliability. "
]
}
],
"metadata": {
"kernelspec": {
"display_name": "limeenv",
"language": "python",
"name": "limeenv"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.7.3"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
================================================
FILE: doc/notebooks/Lime - basic usage, two class case.ipynb
================================================
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import lime\n",
"import sklearn\n",
"import sklearn.ensemble\n",
"import sklearn.metrics"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Fetching data, training a classifier"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"For this tutorial, we'll be using the [20 newsgroups dataset](http://scikit-learn.org/stable/datasets/#the-20-newsgroups-text-dataset). In particular, for simplicity, we'll use a 2-class subset: atheism and christianity."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.datasets import fetch_20newsgroups\n",
"categories = ['alt.atheism', 'soc.religion.christian']\n",
"newsgroups_train = fetch_20newsgroups(subset='train', categories=categories)\n",
"newsgroups_test = fetch_20newsgroups(subset='test', categories=categories)\n",
"class_names = ['atheism', 'christian']"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's use the tfidf vectorizer, commonly used for text."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"vectorizer = sklearn.feature_extraction.text.TfidfVectorizer(lowercase=False)\n",
"train_vectors = vectorizer.fit_transform(newsgroups_train.data)\n",
"test_vectors = vectorizer.transform(newsgroups_test.data)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now, let's say we want to use random forests for classification. It's usually hard to understand what random forests are doing, especially with many trees."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"RandomForestClassifier(bootstrap=True, class_weight=None, criterion='gini',\n",
" max_depth=None, max_features='auto', max_leaf_nodes=None,\n",
" min_samples_leaf=1, min_samples_split=2,\n",
" min_weight_fraction_leaf=0.0, n_estimators=500, n_jobs=1,\n",
" oob_score=False, random_state=None, verbose=0,\n",
" warm_start=False)"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"rf = sklearn.ensemble.RandomForestClassifier(n_estimators=500)\n",
"rf.fit(train_vectors, newsgroups_train.target)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.92093023255813955"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"pred = rf.predict(test_vectors)\n",
"sklearn.metrics.f1_score(newsgroups_test.target, pred, average='binary')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We see that this classifier achieves a very high F score. [The sklearn guide to 20 newsgroups](http://scikit-learn.org/stable/datasets/#filtering-text-for-more-realistic-training) indicates that Multinomial Naive Bayes overfits this dataset by learning irrelevant stuff, such as headers. Let's see if random forests do the same."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Explaining predictions using lime"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Lime explainers assume that classifiers act on raw text, but sklearn classifiers act on vectorized representation of texts. For this purpose, we use sklearn's pipeline, and implement ````predict_proba```` on raw_text lists."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.pipeline import make_pipeline\n",
"c = make_pipeline(vectorizer, rf)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[ 0.274 0.726]]\n"
]
}
],
"source": [
"print(c.predict_proba([newsgroups_test.data[0]]))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now we create an explainer object. We pass the ````class_names```` as an argument for prettier display."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"from lime.lime_text import LimeTextExplainer\n",
"explainer = LimeTextExplainer(class_names=class_names)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We then generate an explanation with at most 6 features for an arbitrary document in the test set."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Document id: 83\n",
"Probability(christian) = 0.414\n",
"True class: atheism\n"
]
}
],
"source": [
"idx = 83\n",
"exp = explainer.explain_instance(newsgroups_test.data[idx], c.predict_proba, num_features=6)\n",
"print('Document id: %d' % idx)\n",
"print('Probability(christian) =', c.predict_proba([newsgroups_test.data[idx]])[0, 1])\n",
"print('True class: %s' % class_names[newsgroups_test.target[idx]])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The classifier got this example right (it predicted atheism). \n",
"The explanation is presented below as a list of weighted features. "
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[(u'Posting', -0.15748303818990594),\n",
" (u'Host', -0.13220892468795911),\n",
" (u'NNTP', -0.097422972255878093),\n",
" (u'edu', -0.051080418945152584),\n",
" (u'have', -0.010616558305370854),\n",
" (u'There', -0.0099743822272458232)]"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"exp.as_list()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"These weighted features are a linear model, which approximates the behaviour of the random forest classifier in the vicinity of the test example. Roughly, if we remove 'Posting' and 'Host' from the document , the prediction should move towards the opposite class (Christianity) by about 0.27 (the sum of the weights for both features). Let's see if this is the case."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Original prediction: 0.414\n",
"Prediction removing some features: 0.684\n",
"Difference: 0.27\n"
]
}
],
"source": [
"print('Original prediction:', rf.predict_proba(test_vectors[idx])[0, 1])\n",
"tmp = test_vectors[idx].copy()\n",
"tmp[0, vectorizer.vocabulary_['Posting']] = 0\n",
"tmp[0, vectorizer.vocabulary_['Host']] = 0\n",
"print('Prediction removing some features:', rf.predict_proba(tmp)[0, 1])\n",
"print('Difference:', rf.predict_proba(tmp)[0, 1] - rf.predict_proba(test_vectors[idx])[0, 1])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Pretty close! \n",
"The words that explain the model around this document seem very arbitrary - not much to do with either Christianity or Atheism. \n",
"In fact, these are words that appear in the email headers (you will see this clearly soon), which make distinguishing between the classes much easier."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Visualizing explanations"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The explanations can be returned as a matplotlib barplot:"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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wwiQ7TjN/ttvvvwU8uGVskqQhGGQSKeADwMFJtusxfwPwUeCvmvF+ntkSgCSbA88A1gwg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\nYII=\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"fig = exp.as_pyplot_figure()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The explanations can also be exported as an html page (which we can render here in this notebook), using D3.js to render graphs. \n"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(text=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Alternatively, we can save the fully contained html page to a file:"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"exp.save_to_file('/tmp/oi.html')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Finally, we can also include a visualization of the original document, with the words in the explanations highlighted. Notice how the words that affect the classifier the most are all in the email header."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(text=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"That's it for this tutorial. Random forests were just an example, this explainer works for any classifier you may want to use, as long as it implements ````predict_proba````."
]
}
],
"metadata": {
"kernelspec": {
"display_name": "lime3",
"language": "python",
"name": "lime3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.7"
}
},
"nbformat": 4,
"nbformat_minor": 1
}
================================================
FILE: doc/notebooks/Lime - multiclass.ipynb
================================================
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import lime\n",
"import sklearn\n",
"import sklearn.ensemble\n",
"import sklearn.metrics"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Fetching data, training a classifier"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"In the [previous tutorial](http://marcotcr.github.io/lime-ml/tutorials/Lime%20-%20basic%20usage%2C%20two%20class%20case.html), we looked at lime in the two class case. In this tutorial, we will use the [20 newsgroups dataset](http://scikit-learn.org/stable/datasets/#the-20-newsgroups-text-dataset) again, but this time using all of the classes."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.datasets import fetch_20newsgroups\n",
"newsgroups_train = fetch_20newsgroups(subset='train')\n",
"newsgroups_test = fetch_20newsgroups(subset='test')\n",
"# making class names shorter\n",
"class_names = [x.split('.')[-1] if 'misc' not in x else '.'.join(x.split('.')[-2:]) for x in newsgroups_train.target_names]\n",
"class_names[3] = 'pc.hardware'\n",
"class_names[4] = 'mac.hardware'"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"atheism,graphics,ms-windows.misc,pc.hardware,mac.hardware,x,misc.forsale,autos,motorcycles,baseball,hockey,crypt,electronics,med,space,christian,guns,mideast,politics.misc,religion.misc\n"
]
}
],
"source": [
"print(','.join(class_names))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Again, let's use the tfidf vectorizer, commonly used for text."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"vectorizer = sklearn.feature_extraction.text.TfidfVectorizer(lowercase=False)\n",
"train_vectors = vectorizer.fit_transform(newsgroups_train.data)\n",
"test_vectors = vectorizer.transform(newsgroups_test.data)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"This time we will use Multinomial Naive Bayes for classification, so that we can make reference to [this document](http://scikit-learn.org/stable/datasets/#filtering-text-for-more-realistic-training)."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"MultinomialNB(alpha=0.01, class_prior=None, fit_prior=True)"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from sklearn.naive_bayes import MultinomialNB\n",
"nb = MultinomialNB(alpha=.01)\n",
"nb.fit(train_vectors, newsgroups_train.target)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.83501841939981736"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"pred = nb.predict(test_vectors)\n",
"sklearn.metrics.f1_score(newsgroups_test.target, pred, average='weighted')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We see that this classifier achieves a very high F1 score. [The sklearn guide to 20 newsgroups](http://scikit-learn.org/stable/datasets/#filtering-text-for-more-realistic-training) indicates that Multinomial Naive Bayes overfits this dataset by learning irrelevant stuff, such as headers, by looking at the features with highest coefficients for the model in general. We now use lime to explain individual predictions instead."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Explaining predictions using lime"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"from sklearn.pipeline import make_pipeline\n",
"c = make_pipeline(vectorizer, nb)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[ 0.001 0.01 0.003 0.047 0.006 0.002 0.003 0.521 0.022 0.008\n",
" 0.025 0. 0.331 0.003 0.006 0. 0.003 0. 0.001 0.009]]\n"
]
}
],
"source": [
"print(c.predict_proba([newsgroups_test.data[0]]).round(3))"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"from lime.lime_text import LimeTextExplainer\n",
"explainer = LimeTextExplainer(class_names=class_names)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Previously, we used the default parameter for label when generating explanation, which works well in the binary case. \n",
"For the multiclass case, we have to determine for which labels we will get explanations, via the 'labels' parameter. \n",
"Below, we generate explanations for labels 0 and 17."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Document id: 1340\n",
"Predicted class = atheism\n",
"True class: atheism\n"
]
}
],
"source": [
"idx = 1340\n",
"exp = explainer.explain_instance(newsgroups_test.data[idx], c.predict_proba, num_features=6, labels=[0, 17])\n",
"print('Document id: %d' % idx)\n",
"print('Predicted class =', class_names[nb.predict(test_vectors[idx]).reshape(1, -1)[0, 0]])\n",
"print('True class: %s' % class_names[newsgroups_test.target[idx]])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now, we can see the explanations for different labels. Notice that the positive and negative signs are with respect to a particular label - so that words that are negative towards class 0 may be positive towards class 15, and vice versa."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Explanation for class atheism\n",
"(u'Caused', 0.26601045845449439)\n",
"(u'Rice', 0.13658462676578711)\n",
"(u'Genocide', 0.13519771973974065)\n",
"(u'owlnet', -0.092585962025604027)\n",
"(u'certainty', -0.088001257903975866)\n",
"(u'Semitic', -0.085734572813977061)\n",
"\n",
"Explanation for class mideast\n",
"(u'fsu', -0.056622666266163954)\n",
"(u'Luther', -0.051897643027619206)\n",
"(u'Theism', -0.049640283384298073)\n",
"(u'jews', 0.037819200983811155)\n",
"(u'Caused', -0.037513316854574666)\n",
"(u'Genocide', 0.027357407069969929)\n"
]
}
],
"source": [
"print('Explanation for class %s' % class_names[0])\n",
"print('\\n'.join(map(str, exp.as_list(label=0))))\n",
"print()\n",
"print('Explanation for class %s' % class_names[17])\n",
"print('\\n'.join(map(str, exp.as_list(label=17))))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Another alternative is to ask LIME to generate labels for the top K classes. This is shown below with K=2. \n",
"To see which labels have explanations, use the ````available_labels```` function."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[0, 15]\n"
]
}
],
"source": [
"exp = explainer.explain_instance(newsgroups_test.data[idx], c.predict_proba, num_features=6, top_labels=2)\n",
"print(exp.available_labels())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now let's see some the visualization of the explanations. Notice that for each class, the words on the right side on the line are positive, and the words on the left side are negative. Thus, 'Caused' is positive for atheism, but negative for christian."
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(text=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We notice that the classifier is using reasonable words (such as 'Genocide', 'Luther', 'Semitic', etc), as well as unreasonable ones ('Rice', 'owlnet'). Let's zoom in and just look at the explanations for class 'Atheism'."
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(text=newsgroups_test.data[idx], labels=(0,))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Looking at this example demonstrates that there can be useful signal in the header or quotes that would generalize - i.e., the Subject line. There is also signal that would not generalize (e.g. email addresses and institution names)."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Explaining predictions without headers, quotes and footers"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Finally, we follow the [suggestion of removing headers, footers and quotes](http://scikit-learn.org/stable/datasets/#filtering-text-for-more-realistic-training), and explain the same example with the new data."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"newsgroups_train = fetch_20newsgroups(subset='train', remove=('headers', 'footers', 'quotes'))\n",
"newsgroups_test = fetch_20newsgroups(subset='test', remove=('headers', 'footers', 'quotes'))\n",
"train_vectors = vectorizer.fit_transform(newsgroups_train.data)\n",
"test_vectors = vectorizer.transform(newsgroups_test.data)\n",
"nb = MultinomialNB(alpha=.01)\n",
"nb.fit(train_vectors, newsgroups_train.target)\n",
"c = make_pipeline(vectorizer, nb)\n",
"explainer = LimeTextExplainer(class_names=class_names)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[15, 17]\n"
]
}
],
"source": [
"exp = explainer.explain_instance(newsgroups_test.data[idx], c.predict_proba, num_features=6, top_labels=2)\n",
"print(exp.available_labels())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Notice how different the explanations are for the classifier without headers, footers and quotes. The prediction changes, but so do the reasons."
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(text=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's see the explanation with the text for the top class (christian):"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(text=newsgroups_test.data[idx], labels=(15,))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Notice how short the text became after removing all of that information. One begins to wonder if this version of the dataset is still useful, or if it is better to find another dataset altogether. Could a reasonable classifier detect that this document belongs to the class atheism?\n",
"\n",
"Anyway, I hope this illustrated how to use LIME to explain arbitrary classifiers in the multiclass case!"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "lime3",
"language": "python",
"name": "lime3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.7"
}
},
"nbformat": 4,
"nbformat_minor": 1
}
================================================
FILE: doc/notebooks/Lime with Recurrent Neural Networks.ipynb
================================================
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# This network demonstrates how to use LIME with recurrent neural networks.\n",
"\n",
"This focuses on keras-style \"stateless\" recurrent neural networks. These networks expect input with a shape `(n_samples, n_timesteps, n_features)` as opposed to the more normal `(n_samples, n_features)` input that most other machine learning algorithms expect. \n",
"\n",
"To explain the neural network models, we use a variant on the `TabularExplainer` that takes care of reshaping data appropriately."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"Using Theano backend.\n"
]
}
],
"source": [
"# Imports\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import pandas as pd\n",
"\n",
"from keras.models import Sequential\n",
"from keras.layers import LSTM, Dropout, Dense\n",
"from keras.optimizers import Adam\n",
"from keras.utils import to_categorical\n",
"\n",
"from sklearn.preprocessing import MinMaxScaler\n",
"from sklearn.metrics import classification_report\n",
"\n",
"from lime import lime_tabular\n",
"\n",
"%matplotlib inline"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Data\n",
"\n",
"We will use the $CO_2$ dataset, which measures the concentration of $CO_2$ above Mauna Loa every week since about 1960. The classification task will be deciding if the concentration is rising - this is a problem that needs recurrency to solve (since the answer comes from the derivative), and is less trivial than it sounds because there is noise in the data. \n",
"\n",
"The data is included in the `data` subdirectory here, where I've added a column for the detrended data that ends up being useful for the network, as we shall see shortly."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"df = pd.read_csv('data/co2_data.csv', index_col=0, parse_dates=True)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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lUN/eja5cAZbF8erOepxxbEXAhd/Y0Y28xV3lQGCHA9nWsC8vnzdAR0AMNFGv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JF0HJd3vSNHjs+NjAvU7USJUCJI07i4prqG5+bLpSQqQIpH7v/SCeQZ2WFZ4/Y9C4mTwrXvdTiQ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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, (left, right) = plt.subplots(nrows=1, ncols=2, figsize=(13, 5))\n",
"df[['co2']].plot(ax=left)\n",
"df[['co2_detrended']].plot(ax=right)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Reshaping the dataset to be appropriate for the model"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"def reshape_data(seq, n_timesteps):\n",
" N = len(seq) - n_timesteps - 1\n",
" nf = seq.shape[1]\n",
" if N <= 0:\n",
" raise ValueError('I need more data!')\n",
" new_seq = np.zeros((N, n_timesteps, nf))\n",
" for i in range(N):\n",
" new_seq[i, :, :] = seq[i:i+n_timesteps]\n",
" return new_seq"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(2270, 12, 2) (2270, 2)\n"
]
}
],
"source": [
"N_TIMESTEPS = 12 # Use 1 year of lookback\n",
"data_columns = ['co2', 'co2_detrended']\n",
"target_columns = ['rising']\n",
"\n",
"scaler = MinMaxScaler(feature_range=(-1, 1))\n",
"X_original = scaler.fit_transform(df[data_columns].values)\n",
"X = reshape_data(X_original, n_timesteps=N_TIMESTEPS)\n",
"y = to_categorical((df[target_columns].values[N_TIMESTEPS:-1]).astype(int))\n",
"\n",
"# Train on the first 2000, and test on the last 276 samples\n",
"X_train = X[:2000]\n",
"y_train = y[:2000]\n",
"X_test = X[2000:]\n",
"y_test = y[2000:]\n",
"print(X.shape, y.shape)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Define the model"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"model = Sequential()\n",
"model.add(LSTM(32, input_shape=(N_TIMESTEPS, len(data_columns))))\n",
"model.add(Dropout(0.2))\n",
"model.add(Dense(2, activation='softmax'))\n",
"\n",
"optimizer = Adam(lr=1e-4)\n",
"model.compile(loss='binary_crossentropy', optimizer=optimizer)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Train on 2000 samples, validate on 270 samples\n",
"Epoch 1/500\n",
"0s - loss: 0.7026 - val_loss: 0.6739\n",
"Epoch 2/500\n",
"0s - loss: 0.6883 - val_loss: 0.6651\n",
"Epoch 3/500\n",
"0s - loss: 0.6748 - val_loss: 0.6558\n",
"Epoch 4/500\n",
"0s - loss: 0.6636 - val_loss: 0.6457\n",
"Epoch 5/500\n",
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]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
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"Epoch 164/500\n",
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]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
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"Epoch 325/500\n",
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"0s - loss: 0.1862 - val_loss: 0.2280\n",
"Epoch 471/500\n",
"0s - loss: 0.1863 - val_loss: 0.2304\n",
"Epoch 472/500\n",
"0s - loss: 0.1848 - val_loss: 0.2285\n",
"Epoch 473/500\n",
"0s - loss: 0.1872 - val_loss: 0.2279\n",
"Epoch 474/500\n",
"0s - loss: 0.1849 - val_loss: 0.2309\n",
"Epoch 475/500\n",
"0s - loss: 0.1851 - val_loss: 0.2287\n",
"Epoch 476/500\n",
"0s - loss: 0.1850 - val_loss: 0.2293\n",
"Epoch 477/500\n",
"0s - loss: 0.1852 - val_loss: 0.2293\n",
"Epoch 478/500\n",
"0s - loss: 0.1851 - val_loss: 0.2283\n",
"Epoch 479/500\n",
"0s - loss: 0.1857 - val_loss: 0.2279\n",
"Epoch 480/500\n",
"0s - loss: 0.1856 - val_loss: 0.2278\n",
"Epoch 481/500\n",
"0s - loss: 0.1850 - val_loss: 0.2309\n",
"Epoch 482/500\n",
"0s - loss: 0.1870 - val_loss: 0.2279\n",
"Epoch 483/500\n",
"0s - loss: 0.1805 - val_loss: 0.2288\n",
"Epoch 484/500\n",
"0s - loss: 0.1851 - val_loss: 0.2273\n",
"Epoch 485/500\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"0s - loss: 0.1908 - val_loss: 0.2294\n",
"Epoch 486/500\n",
"0s - loss: 0.1812 - val_loss: 0.2276\n",
"Epoch 487/500\n",
"0s - loss: 0.1837 - val_loss: 0.2296\n",
"Epoch 488/500\n",
"0s - loss: 0.1836 - val_loss: 0.2288\n",
"Epoch 489/500\n",
"0s - loss: 0.1854 - val_loss: 0.2290\n",
"Epoch 490/500\n",
"0s - loss: 0.1875 - val_loss: 0.2272\n",
"Epoch 491/500\n",
"0s - loss: 0.1839 - val_loss: 0.2285\n",
"Epoch 492/500\n",
"0s - loss: 0.1849 - val_loss: 0.2308\n",
"Epoch 493/500\n",
"0s - loss: 0.1846 - val_loss: 0.2289\n",
"Epoch 494/500\n",
"0s - loss: 0.1867 - val_loss: 0.2291\n",
"Epoch 495/500\n",
"0s - loss: 0.1867 - val_loss: 0.2276\n",
"Epoch 496/500\n",
"0s - loss: 0.1864 - val_loss: 0.2297\n",
"Epoch 497/500\n",
"0s - loss: 0.1845 - val_loss: 0.2307\n",
"Epoch 498/500\n",
"0s - loss: 0.1855 - val_loss: 0.2289\n",
"Epoch 499/500\n",
"0s - loss: 0.1852 - val_loss: 0.2301\n",
"Epoch 500/500\n",
"0s - loss: 0.1830 - val_loss: 0.2298\n"
]
},
{
"data": {
"text/plain": [
""
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"model.fit(X_train, y_train, batch_size=100, epochs=500,\n",
" validation_data=(X_test, y_test),\n",
" verbose=2)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" precision recall f1-score support\n",
"\n",
" 0 0.83 0.92 0.87 100\n",
" 1 0.95 0.89 0.92 170\n",
"\n",
"avg / total 0.90 0.90 0.90 270\n",
"\n"
]
}
],
"source": [
"y_pred = np.argmax(model.predict(X_test), axis=1)\n",
"y_true = np.argmax(y_test, axis=1)\n",
"print(classification_report(y_true, y_pred))"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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RWQTPuWdIv9du2oVQpe4V1E3NRB5/Ne/kn0oot0jRFKYUN5g/R0s+91RDrI7n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\nmY9ZtqWU3AC9RdXIHuO1VnV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/d7j7KU0SOVVv3FE7+R37OfmlM2GdOTWw03jOfRCkb6rW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\nPB3N514H7akVeerbsDtxpzdxKWkvYlTnnu1KSkn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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(y_true, lw=3, alpha=0.3, label='Truth')\n",
"plt.plot(y_pred, '--', label='Predictions')\n",
"plt.legend(loc='best')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Explain the model with LIME:"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"explainer = lime_tabular.RecurrentTabularExplainer(X_train, training_labels=y_train, feature_names=data_columns,\n",
" discretize_continuous=True,\n",
" class_names=['Falling', 'Rising'],\n",
" discretizer='decile')"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" \n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp = explainer.explain_instance(X_test[50], model.predict, num_features=10, labels=(1,))\n",
"exp.show_in_notebook()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can see that the most important features are the de-trended $CO_2$ concentration several timesteps in the past. In particular, we see that if that feature is low in the recent past, then the concentration is now probably rising. "
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"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": "3.5.2"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
================================================
FILE: doc/notebooks/Submodular Pick examples.ipynb
================================================
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# SP LIME\n",
"\n",
"## Regression explainer with boston housing prices dataset"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
".. _boston_dataset:\n",
"\n",
"Boston house prices dataset\n",
"---------------------------\n",
"\n",
"**Data Set Characteristics:** \n",
"\n",
" :Number of Instances: 506 \n",
"\n",
" :Number of Attributes: 13 numeric/categorical predictive. Median Value (attribute 14) is usually the target.\n",
"\n",
" :Attribute Information (in order):\n",
" - CRIM per capita crime rate by town\n",
" - ZN proportion of residential land zoned for lots over 25,000 sq.ft.\n",
" - INDUS proportion of non-retail business acres per town\n",
" - CHAS Charles River dummy variable (= 1 if tract bounds river; 0 otherwise)\n",
" - NOX nitric oxides concentration (parts per 10 million)\n",
" - RM average number of rooms per dwelling\n",
" - AGE proportion of owner-occupied units built prior to 1940\n",
" - DIS weighted distances to five Boston employment centres\n",
" - RAD index of accessibility to radial highways\n",
" - TAX full-value property-tax rate per $10,000\n",
" - PTRATIO pupil-teacher ratio by town\n",
" - B 1000(Bk - 0.63)^2 where Bk is the proportion of blacks by town\n",
" - LSTAT % lower status of the population\n",
" - MEDV Median value of owner-occupied homes in $1000's\n",
"\n",
" :Missing Attribute Values: None\n",
"\n",
" :Creator: Harrison, D. and Rubinfeld, D.L.\n",
"\n",
"This is a copy of UCI ML housing dataset.\n",
"https://archive.ics.uci.edu/ml/machine-learning-databases/housing/\n",
"\n",
"\n",
"This dataset was taken from the StatLib library which is maintained at Carnegie Mellon University.\n",
"\n",
"The Boston house-price data of Harrison, D. and Rubinfeld, D.L. 'Hedonic\n",
"prices and the demand for clean air', J. Environ. Economics & Management,\n",
"vol.5, 81-102, 1978. Used in Belsley, Kuh & Welsch, 'Regression diagnostics\n",
"...', Wiley, 1980. N.B. Various transformations are used in the table on\n",
"pages 244-261 of the latter.\n",
"\n",
"The Boston house-price data has been used in many machine learning papers that address regression\n",
"problems. \n",
" \n",
".. topic:: References\n",
"\n",
" - Belsley, Kuh & Welsch, 'Regression diagnostics: Identifying Influential Data and Sources of Collinearity', Wiley, 1980. 244-261.\n",
" - Quinlan,R. (1993). Combining Instance-Based and Model-Based Learning. In Proceedings on the Tenth International Conference of Machine Learning, 236-243, University of Massachusetts, Amherst. Morgan Kaufmann.\n",
"\n",
"Random Forest R^2 Score: 0.881\n",
"Linear Regression R^2 Score: 0.593\n"
]
}
],
"source": [
"from sklearn.datasets import load_boston\n",
"import sklearn.ensemble\n",
"import sklearn.linear_model\n",
"import sklearn.model_selection\n",
"import numpy as np\n",
"from sklearn.metrics import r2_score\n",
"np.random.seed(1)\n",
"\n",
"#load example dataset\n",
"boston = load_boston()\n",
"\n",
"#print a description of the variables\n",
"print(boston.DESCR)\n",
"\n",
"#train a regressor\n",
"rf = sklearn.ensemble.RandomForestRegressor(n_estimators=1000)\n",
"train, test, labels_train, labels_test = sklearn.model_selection.train_test_split(boston.data, boston.target, train_size=0.80, test_size=0.20)\n",
"rf.fit(train, labels_train);\n",
"\n",
"#train a linear regressor\n",
"lr = sklearn.linear_model.LinearRegression()\n",
"lr.fit(train,labels_train)\n",
"\n",
"#print the R^2 score of the random forest\n",
"print(\"Random Forest R^2 Score: \" +str(round(r2_score(rf.predict(test),labels_test),3)))\n",
"print(\"Linear Regression R^2 Score: \" +str(round(r2_score(lr.predict(test),labels_test),3)))"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"# import lime tools\n",
"import lime\n",
"import lime.lime_tabular\n",
"\n",
"# generate an \"explainer\" object\n",
"categorical_features = np.argwhere(np.array([len(set(boston.data[:,x])) for x in range(boston.data.shape[1])]) <= 10).flatten()\n",
"explainer = lime.lime_tabular.LimeTabularExplainer(train, feature_names=boston.feature_names, class_names=['price'], categorical_features=categorical_features, verbose=False, mode='regression',discretize_continuous=False)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"#generate an explanation\n",
"i = 13\n",
"exp = explainer.explain_instance(test[i], rf.predict, num_features=14)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"fig = exp.as_pyplot_figure();"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Input feature names: \n",
"['CRIM' 'ZN' 'INDUS' 'CHAS' 'NOX' 'RM' 'AGE' 'DIS' 'RAD' 'TAX' 'PTRATIO'\n",
" 'B' 'LSTAT']\n",
"\n",
"\n",
"Input feature values: \n",
"[4.3790e-02 8.0000e+01 3.3700e+00 0.0000e+00 3.9800e-01 5.7870e+00\n",
" 3.1100e+01 6.6115e+00 4.0000e+00 3.3700e+02 1.6100e+01 3.9690e+02\n",
" 1.0240e+01]\n",
"\n",
"\n",
"Predicted: \n",
"20.161599999999957\n"
]
}
],
"source": [
"print(\"Input feature names: \")\n",
"print(boston.feature_names)\n",
"print('\\n')\n",
"\n",
"print(\"Input feature values: \")\n",
"print(test[i])\n",
"print('\\n')\n",
"\n",
"print(\"Predicted: \")\n",
"print(rf.predict(test)[i])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# SP-LIME pick step\n",
"\n",
"### Maximize the 'coverage' function:\n",
"\n",
"$c(V,W,I) = \\sum_{j=1}^{d^{\\prime}}{\\mathbb{1}_{[\\exists i \\in V : W_{ij}>0]}I_j}$\n",
"\n",
"$W = \\text{Explanation Matrix, } n\\times d^{\\prime}$\n",
"\n",
"$V = \\text{Set of chosen explanations}$\n",
"\n",
"$I = \\text{Global feature importance vector, } I_j = \\sqrt{\\sum_i{|W_{ij}|}}$"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"import lime"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"import warnings\n",
"from lime import submodular_pick\n",
"sp_obj = submodular_pick.SubmodularPick(explainer, train, rf.predict, sample_size=20, num_features=14, num_exps_desired=5)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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gV9JW7QsvIiKqumJqy/bxlee7DrD/a4Mc9yTwytGLLCIihtONI5KIiBhDumJEEhHjTAoxLlcyIomIiFqSSCIiopZMbUVEZw23NkmmwbpeRiQREVFLEklERNQyoolE0lPlv1PKtUQ+Udk3U9L08vnZku6WtEDS7ZLOkbRJ43kq7emSZpbPt5Z0dbluyS2SZo3ka4iIiNaM5ojkEeCT/YtQDeBI268FtgbmAb8aom/V1/jH2iWvBv59ZMKNiIhlMZqJZAlwJfChoTq5cAawmKKq73A2BO6vHL+wTpAREVHPaN8jOQU4QtKEJvreAGwzbC84g2L08nNJn5K09kCdUkY+IqI9RjWR2L4LuB54XxPdh/kOIC7P+V3g1cAFwDTgOkkrD3DtWbZ7bPdMnjy5pbgjIqJ57fjW1knApxk+UbwOuKV8vrThfsnLgUf7G7YftP0d2/sAzwLbj2C8ERHRglFPJLZvBW4G9h5ovwqHUtz7uKzc/Gvg/eX+VYD3AFeV7T0lrVQ+3wBYF3hgNF9DREQMrl2/I/kisEnDtlMlLQBuB/4HsKvtZ8p9nwT2kzQfuA64wPZvyn1vA24qj72c4ttfi0f9FURExIDkcVB+oKenx319fZ0OIyIGkhIpXUvSXNs9w/VLra2I6KwkijEvJVIiIqKWJJKIiKglU1sR0Vm5RzLmZUQSERG1JJFEREQtHU0kkt5VlpvfprJtK0mXSLpT0lxJV0napdw3XdKSsoR8/2Pbzr2CiIjo9IikF/ht+S+SXgb8DJhlewvbOwKfAF5ZOeaHZQn5/sfNbY86IiJe0LFEIml1YGfgI8AB5eYDgWttX9Tfz/ZNts9uf4QREdGMTn5rax/gMtu3S3pM0o7AdhTl5IfyXkk7V9pvtL101KKMiIghdXJqqxeYXT6fXbZfRNIcSTdJ+o/K5saprQGTSNYjiYhoj46MSCS9HHgLsIMkAxMo1hs5Adilv5/tfSX1AF9p9Rq2ZwGzoKi1NRJxR0TES3VqRPJu4Fzbm9ueYntT4G7gDuB/SXpnpe+qHYkwIiKa0ql7JL0Uy/BWXUhx030v4HRJZwIPA08CJ1b6Nd4j+bjt341msBERMbiUkY+IzkqJlK7VbBn5Tv+OJCIixrgUbYyIzsqIY8zLiCQiImpJIomIiFoytRUR3ad6Az5TX10vI5KIiKgliSQiImppKpFI2kDS7MoaIZdKepWkmxr6HS/piEp7xXL9kC819NtL0jxJCyTdLOljzQYs6TJJf5Z0SbPHRETE6Bn2HokkAXOA79k+oNz2WmD9Js7/VuB2YH9JR9u2pJUoamDtZPt+SSsDU1qI+VSKsilNJ5+IiBg9zYxIdgX+bvtb/RtsLwDua+LYXuCrwJ+AN5bb1qBIYI+V5/qb7duaDdj2lRRlUyIiogs0862t7YG5g+zbQtL8SnsDykq95WqHu1OMHNamSCq/s/24pIuAeyVdCVwCnG/7eUkHAkcOcJ07bL+7qVdUkjQDmAGw2WabtXJoRES0oO7Xf++0PbW/Ien4yr69gKtsL5V0IfA5SYfZfs72RyXtQJFojqCYAptu+zzgvJoxASkjHxHRLs0kkkUUZd9b1QvsLOmesr0uxRokVwDYXggslHQuRQn56SM5IomIiPZoJpH8CjhJ0ozyUz6SXgOsNdgBktYE3gRsavtv5bYPA72SrgV6bF9ddp8K3AswkiOSiIhoj2FvtruoM78vsHv59d9FwMnA4iEO2xf4VX8SKf0U2JtiNcSjJN1W3l85AZjebMCSrgEuAHaTdL+kPZo9NiIiRl7WI4mI7pMSKV2h2fVIUmsrIrpPkseYkhIpERFRSxJJRETUkqmtiOg+uUcypmREEhERtSSRRERELV2XSCTtK2l+w+N5Sf8iyZI+Uek7U9L0DoYbETHudV0isT3H9tT+B/AN4BrgcuAR4JOSJnY0yIiIeEHXJZIqSa8CPg98AHgeWAJcCXyok3FFRMQ/dG0iKRfA+gFwuO0/VXadAhwhacIwx8+Q1Cepb8mSJaMZakTEuNa1iQT4ArDI9g+rG23fBVwPvG+og23Pst1ju2fy5MmjGGZExPjWlb8jkTQN+N/APw3S5STgx8Cv2xVTREQMrOtGJJLWAb4LfND2gEvq2r4VuJmimnBERHRQN45IDgLWA76p6q9b4fyGfl8E5rUrqIiIGFjXJRLbJ1OsdzKQUyr9FtCFI6qIiPEmb8QREVFL141IIiJSqHFsyYgkIiJqSSKJiIhakkgioqvpBA3fKToqiSQiImpJIomIiFrGXCKR9Fy5RskCSTdI+p+djikiYjwbi1//XVquU4KkPSh+vPjmzoYUETF+jbkRSYM1gSc6HURExHg2Fkckq0iaD7wM2BB4y0CdJM0AZgBsttlm7YsuImKcGYsjkqXlMrzbAHsC56ihuiNkPZKIiHYZi4nkBbavBSYByRQRER0yphOJpG2ACcBjnY4lImK8Gsv3SAAEfMj2c50MKCJiPBtzicT2hE7HEBER/zCmp7YiYvnn41JSvtslkURERC1JJBERUUsSSUR0tZSR735JJBERUUsSSURE1DJsIqmUbb9J0sWS1m7Yf5ik/5K0VmXbNEl/kTRP0m2SfiNpr2aDkjRV0rWSFkm6UdJ7B+jzNUlPNXvOiIgYHc2MSPprW20PPA4c3LC/F/gDsF/D9mtsv8721sChwExJuzUZ19PAB21vR1FP68xqApPUA6zT5LkiImIUtTq1dS2wcX9D0hbA6sBnKRLKgGzPB/4NOKSZi9i+3fYfy+cPAo9Q1tOSNAE4FTiqxdgjImIUNJ1Iyjfw3YCLKpsPAGYD1wBbS1p/iFPcAGxTnuvAcrqs8fHjAa67EzARuLPcdAhwke2Hhol3hqQ+SX1Llixp9mVGRESLmimR0l/bamPgFuCKyr5eYF/bz0u6ENgfmDnIeV74Dp/t84DzhruwpA2BcynqaT0vaaPyGtOGO9b2LGAWQE9PT34aGxExSpq+RwJsTpEMDgaQtAOwFXCFpHsoRieDTm8Br6NIRE2NSCStCfwMONb2dZVzbAncUV5zVUl3NP9yIyJipDVdtNH205IOBX4i6RsUSeN42yf395F0t6TNG4+V9Brgc8BHy3MNOSKRNBGYA5xj+4XkYvtnwAaVfk/Z3rLZ1xARESOvpeq/tudJupEiiRwAvKOhy5xy+/XAmyTNA1aluFl+qO0rm7zUe4BdgHUlTS+3TS9v2kdERBcZNpHYXr2hvXf59NwB+v5rpblW4/5m2f4+8P1WY4uIiPbLL9sjoquljHz3SyKJiIhakkgiIqKWJJKIiKgliSQiImpJIomIiFqSSCIiopa2JRJJG0iaLelOSXMlXSrpVZKWluVRbpZ0jqSVyv7TJF1SPp8uyZJ2r5zvXeW2d7frNURExEu1JZFIEsWv3q+2vYXtHYGjgfWBO8taXjsAm1D8qn0gCyl+Nd+vF1gwelFHREQz2jUi2RX4u+1v9W+wvQC4r9J+Dvg9lfVOGlwD7CRpJUmrUxRvTMmUiIgOa1ci2R6YO1QHSS8DXg9cNkgXA78E9gD24cXrogx0vqxHEhHRBt1ws32Lcr2Th4GHbN84RN/ZFNNbBwDnD3VS27Ns99jumTx58shFGxERL9KuRLII2HGQff33SLYAdpT0zsFOYvv3FPdSJtm+feTDjIiIVrUrkfwKWFnSjP4N5Rolm/a3bT8KfIbiJvxQPgMcMxpBRkRE69qSSGwb2BfYvfz67yLgZGBxQ9efUKx6+KYhzvVz21eNXrQREdEKFe/xy7eenh739fV1OoyIiDFF0lzbPcP164ab7RERMYYlkURERC1JJBERUUsSSURE1JJEEhERtSSRRERELUkkERFRSxJJRETUkkQSERG1JJFEREQt46JEiqQlwL0D7JoEPNrmcEZKYm+/sRo3JPZOGeuxr2Z72HU4xkUiGYykvmbqyHSjxN5+YzVuSOydMl5iz9RWRETUkkQSERG1jPdEMqvTAdSQ2NtvrMYNib1TxkXs4/oeSURE1DfeRyQREVFTEklERNQy7hOJpOMlPSBpfvl4R6djapWkwyVZ0qROx9IMSV+QdGP59/6FpI06HVOzJJ0q6dYy/jmS1u50TM2StL+kRZKel9T1X0mVtKek2yTdIekznY6nFZK+I+kRSTd1OpZWSNpU0lWSbi7/W/lkM8eN+0RSOsP21PJxaaeDaYWkTYG3AX/qdCwtONX2a2xPBS4BPt/pgFpwBbC97dcAtwNHdzieVtwE7Af8ptOBDEfSBODrwNuBbYFeSdt2NqqWnA3s2ekglsGzwOG2twXeABzczN89iWTsOwM4Chgz35qw/ddKczXGVuy/sP1s2bwO2KST8bTC9i22b+t0HE3aCbjD9l22nwFmA/t0OKam2f4N8Hin42iV7Yds31A+fxK4Bdh4uOOSSAqHlFMV35G0TqeDaZakfYAHbC/odCytkvRFSfcBBzK2RiRV/wf4eaeDWE5tDNxXad9PE29oMXIkTQFeB1w/XN8VRzuYbiDpl8AGA+w6Fvgm8AWKT8VfAE6jeIPoCsPEfgzFtFbXGSpu2z+1fSxwrKSjgUOA49oa4BCGi73scyzFNMB57YxtOM3EHjEcSasDFwKHNcwgDGhcJBLbuzfTT9K3Kebsu8ZgsUvaAXgFsEASFFMsN0jayfbiNoY4oGb/5hRvxJfSRYlkuNglTQf2AnZzl/0Qq4W/e7d7ANi00t6k3BajTNJKFEnkPNv/0cwx435qS9KGlea+FDcku57thbbXsz3F9hSKof8/dUMSGY6krSrNfYBbOxVLqyTtSXFP6p22n+50PMuxPwBbSXqFpInAAcBFHY5puafiU+lZwC22T2/6uC77QNV2ks4FplJMbd0DfMz2Qx0NahlIugfosd31JaslXQhsDTxPUd7/INtj4tOmpDuAlYHHyk3X2T6ogyE1TdK+wL8Dk4E/A/Nt79HZqAZXfhX/TGAC8B3bX+xwSE2TdD4wjaIU+8PAcbbP6mhQTZC0M3ANsJDi/58Axwz3bdZxn0giIqKecT+1FRER9SSRRERELUkkERFRSxJJRETUkkQSERG1JJFEREQtSSQREVHLfwMHSC9jJxnLWwAAAABJRU5ErkJggg==\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"[exp.as_pyplot_figure() for exp in sp_obj.sp_explanations];"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"W=pd.DataFrame([dict(this.as_list()) for this in sp_obj.explanations])"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" AGE \n",
" B \n",
" CHAS=0 \n",
" CHAS=1 \n",
" CRIM \n",
" DIS \n",
" INDUS \n",
" LSTAT \n",
" NOX \n",
" PTRATIO \n",
" RAD=24 \n",
" RAD=3 \n",
" RAD=4 \n",
" RAD=5 \n",
" RAD=7 \n",
" RM \n",
" TAX \n",
" ZN \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" -0.080724 \n",
" 0.124994 \n",
" -0.214342 \n",
" NaN \n",
" 0.181336 \n",
" -1.298673 \n",
" -0.161573 \n",
" -4.601277 \n",
" -0.192838 \n",
" -0.423889 \n",
" NaN \n",
" NaN \n",
" NaN \n",
" -0.003099 \n",
" NaN \n",
" 1.852061 \n",
" -0.320556 \n",
" 0.012300 \n",
" \n",
" \n",
" 1 \n",
" -0.057718 \n",
" 0.037930 \n",
" -0.250741 \n",
" NaN \n",
" 0.017215 \n",
" -1.414275 \n",
" -0.147413 \n",
" -4.916553 \n",
" -0.409355 \n",
" -0.448896 \n",
" -0.047497 \n",
" NaN \n",
" NaN \n",
" NaN \n",
" NaN \n",
" 1.740887 \n",
" -0.219528 \n",
" 0.011163 \n",
" \n",
" \n",
" 2 \n",
" -0.108377 \n",
" 0.108911 \n",
" -0.081349 \n",
" NaN \n",
" 0.000332 \n",
" -1.151193 \n",
" -0.185450 \n",
" -4.491332 \n",
" -0.361803 \n",
" -0.364918 \n",
" NaN \n",
" NaN \n",
" -0.025486 \n",
" NaN \n",
" NaN \n",
" 1.699323 \n",
" -0.307213 \n",
" 0.016454 \n",
" \n",
" \n",
" 3 \n",
" -0.138040 \n",
" 0.080173 \n",
" NaN \n",
" 0.20563 \n",
" -0.080418 \n",
" -1.194666 \n",
" -0.139015 \n",
" -4.221639 \n",
" -0.309510 \n",
" -0.380089 \n",
" NaN \n",
" NaN \n",
" -0.084104 \n",
" NaN \n",
" NaN \n",
" 1.567589 \n",
" -0.185666 \n",
" 0.064908 \n",
" \n",
" \n",
" 4 \n",
" -0.186729 \n",
" 0.137872 \n",
" 0.094365 \n",
" NaN \n",
" -0.240311 \n",
" -1.089373 \n",
" -0.077094 \n",
" -4.997545 \n",
" -0.546299 \n",
" -0.498371 \n",
" 0.055739 \n",
" NaN \n",
" NaN \n",
" NaN \n",
" NaN \n",
" 1.506781 \n",
" -0.216876 \n",
" -0.084339 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" AGE B CHAS=0 CHAS=1 CRIM DIS INDUS \\\n",
"0 -0.080724 0.124994 -0.214342 NaN 0.181336 -1.298673 -0.161573 \n",
"1 -0.057718 0.037930 -0.250741 NaN 0.017215 -1.414275 -0.147413 \n",
"2 -0.108377 0.108911 -0.081349 NaN 0.000332 -1.151193 -0.185450 \n",
"3 -0.138040 0.080173 NaN 0.20563 -0.080418 -1.194666 -0.139015 \n",
"4 -0.186729 0.137872 0.094365 NaN -0.240311 -1.089373 -0.077094 \n",
"\n",
" LSTAT NOX PTRATIO RAD=24 RAD=3 RAD=4 RAD=5 RAD=7 \\\n",
"0 -4.601277 -0.192838 -0.423889 NaN NaN NaN -0.003099 NaN \n",
"1 -4.916553 -0.409355 -0.448896 -0.047497 NaN NaN NaN NaN \n",
"2 -4.491332 -0.361803 -0.364918 NaN NaN -0.025486 NaN NaN \n",
"3 -4.221639 -0.309510 -0.380089 NaN NaN -0.084104 NaN NaN \n",
"4 -4.997545 -0.546299 -0.498371 0.055739 NaN NaN NaN NaN \n",
"\n",
" RM TAX ZN \n",
"0 1.852061 -0.320556 0.012300 \n",
"1 1.740887 -0.219528 0.011163 \n",
"2 1.699323 -0.307213 0.016454 \n",
"3 1.567589 -0.185666 0.064908 \n",
"4 1.506781 -0.216876 -0.084339 "
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"W.head()"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"im=W.hist('NOX',bins=20)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Text explainer using the newsgroups"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/mnt/c/Users/marcotcr/work/lime/python3env/lib/python3.6/re.py:212: FutureWarning: split() requires a non-empty pattern match.\n",
" return _compile(pattern, flags).split(string, maxsplit)\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Document id: 83\n",
"Probability(christian) = 0.442\n",
"True class: atheism\n"
]
}
],
"source": [
"# run the text explainer example notebook, up to single explanation\n",
"import sklearn\n",
"import numpy as np\n",
"import sklearn\n",
"import sklearn.ensemble\n",
"import sklearn.metrics\n",
"\n",
"from sklearn.datasets import fetch_20newsgroups\n",
"categories = ['alt.atheism', 'soc.religion.christian']\n",
"newsgroups_train = fetch_20newsgroups(subset='train', categories=categories)\n",
"newsgroups_test = fetch_20newsgroups(subset='test', categories=categories)\n",
"class_names = ['atheism', 'christian']\n",
"\n",
"vectorizer = sklearn.feature_extraction.text.TfidfVectorizer(lowercase=False)\n",
"train_vectors = vectorizer.fit_transform(newsgroups_train.data)\n",
"test_vectors = vectorizer.transform(newsgroups_test.data)\n",
"\n",
"rf = sklearn.ensemble.RandomForestClassifier(n_estimators=500)\n",
"rf.fit(train_vectors, newsgroups_train.target)\n",
"\n",
"pred = rf.predict(test_vectors)\n",
"sklearn.metrics.f1_score(newsgroups_test.target, pred, average='binary')\n",
"\n",
"from lime import lime_text\n",
"from sklearn.pipeline import make_pipeline\n",
"c = make_pipeline(vectorizer, rf)\n",
"\n",
"from lime.lime_text import LimeTextExplainer\n",
"explainer = LimeTextExplainer(class_names=class_names)\n",
"\n",
"idx = 83\n",
"exp = explainer.explain_instance(newsgroups_test.data[idx], c.predict_proba, num_features=6)\n",
"print('Document id: %d' % idx)\n",
"print('Probability(christian) =', c.predict_proba([newsgroups_test.data[idx]])[0,1])\n",
"print('True class: %s' % class_names[newsgroups_test.target[idx]])"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/mnt/c/Users/marcotcr/work/lime/python3env/lib/python3.6/re.py:212: FutureWarning: split() requires a non-empty pattern match.\n",
" return _compile(pattern, flags).split(string, maxsplit)\n",
"/mnt/c/Users/marcotcr/work/lime/python3env/lib/python3.6/re.py:212: FutureWarning: split() requires a non-empty pattern match.\n",
" return _compile(pattern, flags).split(string, maxsplit)\n"
]
}
],
"source": [
"sp_obj = submodular_pick.SubmodularPick(explainer, newsgroups_test.data, c.predict_proba, sample_size=2, num_features=6,num_exps_desired=2)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"[exp.as_pyplot_figure(label=exp.available_labels()[0]) for exp in sp_obj.sp_explanations];"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/mnt/c/Users/marcotcr/work/lime/python3env/lib/python3.6/site-packages/sklearn/ensemble/forest.py:246: FutureWarning: The default value of n_estimators will change from 10 in version 0.20 to 100 in 0.22.\n",
" \"10 in version 0.20 to 100 in 0.22.\", FutureWarning)\n"
]
},
{
"data": {
"text/plain": [
"0.9333333333333333"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from sklearn.datasets import load_iris\n",
"iris=load_iris()\n",
"from sklearn.model_selection import train_test_split as tts\n",
"Xtrain,Xtest,ytrain,ytest=tts(iris.data,iris.target,test_size=.2)\n",
"from sklearn.ensemble import RandomForestClassifier\n",
"rf=RandomForestClassifier()\n",
"rf.fit(Xtrain,ytrain)\n",
"rf.score(Xtest,ytest)"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"explainer = lime.lime_tabular.LimeTabularExplainer(Xtrain, \n",
" feature_names=iris.feature_names,\n",
" class_names=iris.target_names, \n",
" verbose=False, \n",
" mode='classification',\n",
" discretize_continuous=False)"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[0, 2, 1]"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"exp=explainer.explain_instance(Xtrain[i],rf.predict_proba,top_labels=3)\n",
"exp.available_labels()"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"sp_obj = submodular_pick.SubmodularPick(data=Xtrain,explainer=explainer,num_exps_desired=5,predict_fn=rf.predict_proba, sample_size=20, num_features=4, top_labels=3)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" exp number \n",
" petal length (cm) \n",
" petal width (cm) \n",
" sepal length (cm) \n",
" sepal width (cm) \n",
" \n",
" \n",
" \n",
" \n",
" setosa \n",
" 0 \n",
" -0.410513 \n",
" -0.049033 \n",
" -0.003635 \n",
" 0.010532 \n",
" \n",
" \n",
" setosa \n",
" 1 \n",
" -0.416660 \n",
" -0.038774 \n",
" 0.013522 \n",
" -0.000206 \n",
" \n",
" \n",
" setosa \n",
" 2 \n",
" -0.249963 \n",
" -0.023399 \n",
" -0.001491 \n",
" 0.000962 \n",
" \n",
" \n",
" setosa \n",
" 3 \n",
" -0.423744 \n",
" -0.053167 \n",
" 0.006401 \n",
" -0.001301 \n",
" \n",
" \n",
" setosa \n",
" 4 \n",
" -0.255049 \n",
" -0.037626 \n",
" 0.002671 \n",
" 0.002027 \n",
" \n",
" \n",
" versicolor \n",
" 0 \n",
" 0.254472 \n",
" -0.042948 \n",
" 0.029553 \n",
" -0.013252 \n",
" \n",
" \n",
" versicolor \n",
" 1 \n",
" 0.261545 \n",
" -0.054880 \n",
" 0.024067 \n",
" -0.001325 \n",
" \n",
" \n",
" versicolor \n",
" 2 \n",
" -0.026307 \n",
" -0.228508 \n",
" 0.011449 \n",
" 0.008821 \n",
" \n",
" \n",
" versicolor \n",
" 3 \n",
" 0.282608 \n",
" -0.034669 \n",
" 0.028875 \n",
" -0.001872 \n",
" \n",
" \n",
" versicolor \n",
" 4 \n",
" -0.009620 \n",
" -0.164904 \n",
" -0.015407 \n",
" -0.008737 \n",
" \n",
" \n",
" virginica \n",
" 0 \n",
" 0.156041 \n",
" 0.091980 \n",
" -0.025919 \n",
" 0.002720 \n",
" \n",
" \n",
" virginica \n",
" 1 \n",
" 0.155115 \n",
" 0.093654 \n",
" -0.037589 \n",
" 0.001530 \n",
" \n",
" \n",
" virginica \n",
" 2 \n",
" 0.276270 \n",
" 0.251906 \n",
" -0.009958 \n",
" -0.009783 \n",
" \n",
" \n",
" virginica \n",
" 3 \n",
" 0.141136 \n",
" 0.087837 \n",
" -0.035277 \n",
" 0.003173 \n",
" \n",
" \n",
" virginica \n",
" 4 \n",
" 0.264669 \n",
" 0.202530 \n",
" 0.012736 \n",
" 0.006710 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" exp number petal length (cm) petal width (cm) \\\n",
"setosa 0 -0.410513 -0.049033 \n",
"setosa 1 -0.416660 -0.038774 \n",
"setosa 2 -0.249963 -0.023399 \n",
"setosa 3 -0.423744 -0.053167 \n",
"setosa 4 -0.255049 -0.037626 \n",
"versicolor 0 0.254472 -0.042948 \n",
"versicolor 1 0.261545 -0.054880 \n",
"versicolor 2 -0.026307 -0.228508 \n",
"versicolor 3 0.282608 -0.034669 \n",
"versicolor 4 -0.009620 -0.164904 \n",
"virginica 0 0.156041 0.091980 \n",
"virginica 1 0.155115 0.093654 \n",
"virginica 2 0.276270 0.251906 \n",
"virginica 3 0.141136 0.087837 \n",
"virginica 4 0.264669 0.202530 \n",
"\n",
" sepal length (cm) sepal width (cm) \n",
"setosa -0.003635 0.010532 \n",
"setosa 0.013522 -0.000206 \n",
"setosa -0.001491 0.000962 \n",
"setosa 0.006401 -0.001301 \n",
"setosa 0.002671 0.002027 \n",
"versicolor 0.029553 -0.013252 \n",
"versicolor 0.024067 -0.001325 \n",
"versicolor 0.011449 0.008821 \n",
"versicolor 0.028875 -0.001872 \n",
"versicolor -0.015407 -0.008737 \n",
"virginica -0.025919 0.002720 \n",
"virginica -0.037589 0.001530 \n",
"virginica -0.009958 -0.009783 \n",
"virginica -0.035277 0.003173 \n",
"virginica 0.012736 0.006710 "
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import pandas as pd\n",
"df=pd.DataFrame({})\n",
"for this_label in range(3):\n",
" dfl=[]\n",
" for i,exp in enumerate(sp_obj.sp_explanations):\n",
" l=exp.as_list(label=this_label)\n",
" l.append((\"exp number\",i))\n",
" dfl.append(dict(l))\n",
" dftest=pd.DataFrame(dfl)\n",
" df=df.append(pd.DataFrame(dfl,index=[iris.target_names[this_label] for i in range(len(sp_obj.sp_explanations))]))\n",
"df"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"anaconda-cloud": {},
"kernelspec": {
"display_name": "lime3",
"language": "python",
"name": "lime3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.7"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
================================================
FILE: doc/notebooks/Tutorial - Faces and GradBoost.ipynb
================================================
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Overview\n",
"The notebook shows how the ```lime_image``` tools can be applied to a slightly larger dataset like the Olivetti Faces. The dataset is very low resolution and allows quite a bit of rapid-iteration."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from skimage.color import gray2rgb, rgb2gray # since the code wants color images\n",
"from skimage.util.montage import montage2d # to make a nice montage of the images"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"from sklearn.datasets import fetch_olivetti_faces\n",
"faces = fetch_olivetti_faces()\n",
"# make each image color so lime_image works correctly\n",
"X_vec = np.stack([gray2rgb(iimg) for iimg in faces.data.reshape((-1, 64, 64))],0)\n",
"y_vec = faces.target.astype(np.uint8)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"(-0.5, 1279.5, 1279.5, -0.5)"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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1Fp8T2AefvAb3JZ0fVc/w/HEMHBP3pdvtFoBKosFms/U4RXQ0fT6fgHvuVeoCOqd32gzu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\nvr7egiq3mNC1V5xpt4coRXqRSER+v1+bm5tmWyAcAGUU5WD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AtXB1H2x+ADgblg1MGoi0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\nhy8Bc1AAzHn0WdZf5PVCgVT0Q1RjxuNxLS0taWdnR3/913+t4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Jvuw5AB7vn8/Ny6UnDW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+9sqVKxaMAHqxbWhvPVjnM5GUQJzhM/k+WQjOBgEbv4MvglVNp9P2DJFNehLEyy/+b6+PFEhF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\nKiqViu2x09NTra+vK5VKaX19XS0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xeCR4XVxcRKlUQqFQwM7OjsgGkYJjMpnQ2dkp5Vju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D6fqtVqkwaupaVF6XTaqs2JLjs6OmyeealU0le/+lUzaEQ9pDnYRNvb29ZLE12Y2/ifHm+k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\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AW14usDn7cte7VCpZUSnt8VxbRcahqanJ2Ff8LmeBvSXgdSU2rA93A3nBycmJ9W4+Pj5W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PYBMVwd3dQ9k1+KX8wzvjnQDWYPc5c4B9+Ek31mIfuig867Szs6O7d+/qS1/60idqnPpUSVDB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\nVmQbrOXW1pZmZ2e1vb2tF154QbVaTQsLCwoEAjaUoFwuq1qtqru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uxWJRExMTphPGTrKP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wHS9vZ2DQ0NVUlWXC0wf6ajBOt+enpqfpOvI8AisPR4PKZBRmqGjAfGns/e0NBgHUgIopAO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\n1tYqmUzq0qVLxlnL5/P67LPP1NHRYbxV514ASIDPx7nc3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DxuSg6sPcEwZww6wMbGhlUl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\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Pep96AvcZGe8ryTI1vCMXDFKc4mbJGArC3x8dHalQKKivr0+VSsVGLsOu0UcZp815IEPF\nuyNYBdC2220b2w2QdwdUAJTpTlAqldRuty3gwF+5Wa2BgQHrIdputxUKhdTX16etrS3TdT5+/Lgn\n2AyHwzZ5bmBgwIBpNptVPp+3Foz4Qp6Be6VwjuCAtDzfhy3jGT0ej7V84hkp/Hk2sKZDweHhoXZ3\nd9XpdEwjTgcEaiiQD7BnKYIluAMUM7K80WhYgEdRGqNFqeIHADLdkGE8FPFxj9ls1t4r2lZ8NnaD\nLCADU1zA6hIqtBjc3983coCOEgSlgE8AqMfj6cm+ukVPfDdZaPqJ8964j52dHTUaDWu/Rqs92HtX\nz8w7Rrf/RT7PFUiVZFoRIl+cAYcWDRfABqP+rDMHNAEi+biMkuvMcLZ8YEqIJjigriN1U7Bct1Kp\n9LBLnU7H0lnu97rMIkDbZaT4WbeKkusTgcHSSDKtJgyKJIviXP2iK1UAnLDGpKpwbjhp1+ETzVFA\nxH/cI4eENI0bKMDS8NwuE+KmVF0D3Gw2tbW1ZRE/hg8AyXfyvtGOAsJgfV12CsDishEwdm4xRafT\nsepcgIgLwl32HXbCDRTcAMBlt11ZBKCS9SiVSpqcnLTfd4EZf/K7boGJu3/Y3zhvwGKn01EsFrPp\nIwx3wCEDfGixxv277BZ/YrzR6Emy3pk+X7c5OGvvspc8J8aPM4kh5iwwSarVamlycrIHsMN8uClQ\nGB/2A+yoG0jgAN2glT3rnmE3WOb+2DecBzfN7mZHXJaY97u/v98DHmu1mj07LE+lUjEmD6eHzenv\n77fpOLVazfRk3D+Aa3t721orMeXH7R3carUsDQ+I5BoUI9GWzNVqf/755xoYGFCxWNTW1pY2NjZM\nD8v3FgoFxWIxO3MuowZQRPYByKeAaXh42PovctZg9ygoOjk5UaFQsEpwzjcM+8TERM8elGTfBVjj\nDEEWwCRKUjQa1ezsrBXFjIyMaG1tzTTLrnyC35e6/U+TyaR8Pp9pPNFYElzRosvv9xuoyeVyxiwG\ng0Fj8JgwuLW1ZXuaMZ6kn7GFhULBmGKuj/3zeDzK5/OKRCI9gVUul7M0Ls8AyPF4ur1buRagPxaL\nWbcJBsqw7rwHglvOy9DQkA1WQBYQCAR6CtGwn2ReKOQplUo6Pj5WPp/X5uamnWts28bGhvXLHRgY\nMMYTG0uXC5dUgWgBoBMUoiXv6+tTqVQyljOXy9lER4Ch3+9XoVBQKBQyOweeoPMMNhHwjj/o6+uz\nHs/hcFiRSMRab3G+G42GNfhnuAABrs/nUyaT0eTkpJrNZo99IyCljzjDSZ4+fapWq2V1CV6vV8lk\n0oIZgObKyoqGh4eVyWRMP8254Xzk83kLFvFLX/Tz3IFUVwNK+yAOlNsEnAOOfoL/z8GDKqelCeDP\n1f/BZrGRMaDo6GBHiGA9Ho8VQ2FQYF5wStVq1arPifR2d3ctosLAEF27URebjgr6VqtljoTnhrqH\nxSRKwwmT7jo6OrI+iu51STUBbrh/AADP67LMRJewAs+KrAFnRLs07Hc1X8fHx9YPTjpt9cX/5tp7\ne3u2Hm56aWRkxNYbkOqm7jDgjMmV1NOI3dW0YpjYb+wFpCBEnKTY9vb2zIkDDn0+n7FH7DccGoBX\nOmXHkZqQZgKcwgZRUOD1dqeJ4KQxcjgvDC8sRK1Ws3YzbuqWaBtjAzB7+vSpsQcwd319fWawSfER\nVDAemPfR399v6Siek7VxdWCkggkmXXmDx+OxaTOwnFT5Hh8f2zQ3mAUYR4IhUlY8u8fjUTgctneM\no2B/sd5cS5IVefE7vHN6lwIqXGcsydgmt68vDrTdbts8bjcgQmsMC4qtaLe7zbGZoIb9GR8f19TU\nlNkpj8djxTK1Ws1SgdgXHGKn01GhUFAwGLRruvrBtbU169FZKBSsGNOV80xPT9u+YHAIBTgUE5EK\nxVnStQDn7AaT2LN8Pm9BbrvdtnNKQWun07EWPJIMFOXzeZ2cnCibzapUKllRCwAHZwnLhd1ptVrG\n/hQKBUUiEdvztDLCznQ63eKx9fV1a0FUr9e1u7tr7BLvgnoJmKmdnR0VCgWNjY1pYmLCAkB8Ab6n\n0Wj0sHM+n89aPIXDYc3MzFiw0Ol07H3v7+9rd3fXGH1sKp1BAPAway4BMTo6qmQyafsjHA4rGo3a\nHiZY5nfwt5A/6XTaugVwDgYHB435BfgTsBPcNxoNGy3s+jDkCADFsbExTU9Pm0/x+Xw9rZnwY9h5\n7C3nKBgMGoMNUUEbNOw2wTD2AMwQiUQ0PT1ta+7xeJTJZOx8EYSj+aR4OhQKGUHiygy8Xq9pqCmw\nZO/TZQfGkjHCyBo8nu4gAewWxBTyFDoKBAIBFYtFY8kHBwfNV2PPIpGIYYdWq2XTMbGFlUpFc3Nz\n6u/vt8JBgjFXa00HAvYjthiS4v9bkIoDQ5MmdVNZrr4KNgvQwobHKANAMOj8PtEkDIDb95CIGgaB\nqnUqKAESRG4013bZABwdRg3AQQTlakC4NkYSFhBdFKwiYBcwOzDQnaFNCpSICUOFqJm0Fr0AqRpH\npI7jwxmT/oU1lmTRNIwo7A4MCdXO6Fn5r1AoWGV3u9229I7X67U0IWsO4OK9sgcIPFx2bWRkxBph\nj46OqtVqWWNomDkmq1DU0dfXZwamUqkYo5rP53Xp0iVJXVazUqkYy0LKx11Xijui0ahp5NDjws6R\nembUIKwQbBPsT61W0+zsrLGRrVbLdJmMppVOmUR6csJ4sdeOj48tIIJx8fm6jbxDoZAZXwIQV/4B\niCAlt7e3p2q12qPVpsXa8XG3OTYDC2i/47KgrtYRlgSW05VHuOylG0DU63ULbNgTMF04Z9iedrtt\nTmx/f78nk4GEAH3rzs6OOayZmRkDWLu7uwY6XeOMvID2LZx76XQeO2OB0Yr19fVZ03HACM/RaDR6\nwDmtYdCMks6m0wEfWKTx8XED+QwYwAnOz89b6pL3S+C4urpqABZHlsvlND8/r/HxcVvTarWqSqVi\nYIpzjxOC8eV90/tyYWHBit1gl9HKlsvlHk2nJK2trVn1Ou2dCHjdCWTsw3A4rEKhoMHBQWWzWZXL\nZevZyyAXdyQuhU2FQsHAJDadcaRuNisYDCoWixlYdttJkc0BINF1IhgMKhKJ2Ll1A6NgMKhMJtMj\nZ/B6uy175ufnDdByhmq1mra3t00+gt1EM9hut62im8AqFAppenrafB1Buc/nU6FQ6NHJ8jMUR7lM\nO36LJvahUMgax7OGgPVqtSqPx2NsP711ISfC4bDZQorZGo2GstmsFaNWKhVNTk5aUANg5T68Xq+x\noo1GwyaPwYRGIhHF4/EePTu2P5PJWGYJAF8ulzU7O2s4YnJy0oqxmCIHybG1taVwOGz+Z3t728at\nj4yMaGFhwQrRkL9BamWzWZOYYDN3d3e1sLBgbK7P51M8HjfyhL3P3pDUY5Ngwbk2wJjgiu47Gxsb\nZt/BKuVyWalUyjrZsA/S6bQFhBBETL7k7BL4ezwehUIhXb16tUfGR8DT6XSUyWTsmb/o57kCqSwM\nVZxuT07pNHXP39FShSrpYDBoLwRwCogA1KEXktTjaNmMOCOcLNpE9FhswImJCSWTSdN3ZDIZa3IM\nWyDJGDrE/DhfmBOcDKDY6/VaJOVOwQFAo1eh/xw99WjJgsHnw/1ziN2qQpfN5BoYaUAvxlrqRoyV\nSsVaavEMPDfMg6vBc/VHpL1hNllrwAXr7nZlgJnj2WHgpqamDIRtbW2ZsyG1SssQGC4KPmDIXO0z\n16UdDYCSNeEgHx4eamJiQpFIxAT3AAcq9zudjukpAYHSaf/dgYEBTU9P296sVqsaGxsz+QR97zA8\ntLHBWeCUeF7eDazewMCAsTduZTZAZmhoSLlcztryeL3d5tShUMgMOuwe++nKlSvGZvAeeC90TJC6\neuRgMKhkMmnMCPeAE4WRgSEiEAyFQsZynJycaHNz05wbWYFwOKxyuaxCoWD7zJVOwN6hLaSwIRAI\n6Nq1a7p9+7Yxs65mDedJWndsbMzaoVFYk8/nLUsBKAIAIKdx9WjsK9KF7GX0lwzUIOMyPj5u/RCP\njrpT50jl0ri91eq2NeM6dMs4OjqyMYrHx92hIRRUuFkVQOvY2JgKhYL6+/utNR5FQbAnaOhgjNmn\nBNwwVY1Gw3rZcu1KpWJSE5/Pp4WFBQOPsEz0CQUs7OzsWAaNd0RgCQCORqM27Q5QxFqSTobdByCj\n04XpBwBxvgjAqtWqJiYmLG0rnQ63mJ6etiAUCUKr1VIsFlMoFDKZEKlsgAPDWwhWy+WyBe6BQMDO\nmCSzVawr55g9RpP+Wq2mg4MDK9Qhg8W0LVdGwh5B1tNodPuQEhBjJzk77Otz585pc3PT7Pjk5KRa\nrZbtTxj0o6MjAzsQH2SA3MErBCzz8/M2Rc7dI8+m5ZvNbm9oRgOjl4Xh49mQpnEWO52OIpGIsYwj\nIyMmvwsEApqZmTFfDPCnvSFrzXvFL7ZaLQvgJyYmLHOIPIPUOTpN7svv95stdwsnaeHIuSMDAdie\nmpoyX0jmjXPv9/t1cHBg7wx2ORAIGPEFKbW2tmYs68nJiVX+A/DRphLYQeBh40OhkEqlkur1uiKR\niLH+BNiQKV/k81yBVHSnpGJoFP1sT0Q2JVWuwWBQ6XRawWBQoVBImUzGqH7YENgugDAO363mHRoa\nUrlctsiCAwnbxc+R7pqamupp/J3JZOwwIxUAkJI2gGmC+SVKdzWNpCfc6mwqlqkGBewgGD85OTFQ\nBbsoyZiler3eM4kC5gemifQuwQEFLWxGHHmtVrNWP2NjY9aAv1gsmgaHghiYYSJxV38JwMAok7Lf\n3t62NCWM9cTEhIrFolUUHx8fK51Om+OhWTJpL1L2pOsB8lKXzaMxPesKI0Qatd1u2+9wn4ODg6aP\nGx4eNq3X5uampWqIOnGi0ul0IsBqMBjUO++8oy996UtW/ARYw7ACVqvVqjEqL730klWU7u3taW1t\nrYddb7e7rcWYgU3lMgGCJNPakdLmXCUSCbVa3TGiBHCJREK5XE67u7s2+5r350oVuGeAsSQ9ePBA\n8XjcwI679vzntoOLx+N69OiRyQSuXr2qxcVFZbNZM8gwJENDQ9rb29Pg4KBVqcJaEPGXSiVjynBe\n77zzjtLptJrNpsmD8vm8yTaSyaTpPSkeoHcpKb719XXTgQMwSHEPDw8bgy3pvwBUt4dyq9XS+vq6\ngTaCPNpWTU5OWmEDleyDg4OKx+M9vVxh7unfuLKyYhXagEJJBuQ6nY6lYYeHh4295kxHo1FJMn0n\n/URrtZrp8JAyuDIBmOV4PK6TkxMD4DDKnB803rVaTel0Wru7u9ra2rIekIeHh0okEmYnGYG5u7ur\n4eFhVatVLS4uGlGwv79vrc7QQMMWUQwJ+Ds4ODBtu9/vtyIt2MIzZ85YxTWBGGCCgHByctL+HqYe\niQjgBSBChoE0Mr1nSX8zqhQdL7rUkZER5fN5k9TMzc1Z0Iz8hMK6er1uo6wJdPFpgENsAl1uPvro\nI62ururk5MSuTXBOMIn/KxaLWl1d1ezsrPV8JhvEGXKr8aVT4gO/V6vVtLq6as+Bnhq/RdDv9/ut\n8KzV6vb25nu4F7/fr6OjI21sbCgUClmVPvsQ3076vNFoaHR01HxUpVJRpVIxicz4+LjC4bCBNZhc\nvod7yufzBsYfPnyoWCxmRILHczoJD3DNqNvBwUGFw2E7p4yiHhoa0tjYmNloWu9Fo1ErAo3H45qc\nnLSgA802PhwGm8CHs768vGw/U61WreisVCqZTQkEAhagEMTOzMyYdKpWqymXy+nkpDvGvdVq6dGj\nR4pGo4YTOGdf5PNcgVR0mVQO48RhL9rttmZnZ3sKFgB26IUSiYQ+/fRTDQ8Pa3d3V2NjY9rc3LTR\nePPz86pWqyoUCpqenjZDgqMjpUevtpGREa2srNgLY4NgLKjIZPP5fD4rgOjv79fa2poZEb/fr0wm\no3Q63cMSMl3CFT9LXVBRKBR0fNxtiv/CCy+Yvo/oiw3ptrcgonz8+LGxf9Fo1CIhmAaMADoknqlS\nqWhsbExra2vmcC5dumQBA1qss2fP2nUpUigWixoZGdF//Md/KJ1O29i/yclJYyBhVJELEAzQsBzA\ndHx8rIsXL1r6b3p6Wjs7OwZIYX0GBgYUjUZtKsl7772nRCKhaDRqYBl2DQ0Yxpy2Szifvr4+LS8v\na3Z2Vmtra3rzzTe1s7NjLAdglGsTvbbbbU1MTOj27dtKp9Pa2trS3NycNfgHpGBMYBnRYQEuP/vs\nM128eFE7Ozs2bGJ1dVUXL160dw2LAhiu1Wqan5/Xhx9+KEn68Y9/rG9+85va29sz2QCsYaVSUSwW\n09jYmDHPmUxG169fVyaT0f379zU3N6fXXnvNxuCRHkIP506AKhaLunDhgn70ox8pkUioUCjoypUr\n1qyc38HRkuZ39xr6vWw2q7Nnz+rll1/WP/3TPykSiVh6GvY9mUwaMD46OlIikdC7776rVCqlO3fu\naGlpqUcnSUodtpc+gQR0o6OjNoGl0Wjo1Vdf1fr6uiqVijKZjM6fP2+2BXYIBjoUCumdd97R0tKS\n8vm85ubmVCgU7Fy4GnlS1QcHB1pZWVEwGNT7779vIIDUdyAQ0NmzZ3ta78C+xGIxffLJJ/rqV7+q\ncDisv/7rv7aU8o9+9CMtLCwYA4V2mDPGmlCUU6/Xdfv2besZC8PCvnQzO81mU9evX9evfvUrPXr0\nSN/4xjf0s5/9zBjJ0dFRXbhwQfl8vqeoRJIxrFSoDw8P6/Hjx/rlL3+pZrOpubk5s9MwRYBkqSv3\nOn/+vB4+fKharaZ79+5paGhI7733nmZnZ1WpVHT+/Pme4RHMe8e2Hx0daXt7W0NDQ/rZz36m7e1t\nXbx40QoPAamdzmmbJeQTY2NjunPnjvb393X58mU9ePBAP/3pT3XlyhXV63XNz89LkgUvbgpYkg0l\nKRQKevDgge7fv69gMKjZ2VltbGzI7/crkUgY4wYhsre3p1//9V9XJpOx/fnuu+/a9/n9fr344ovK\n5/Mm7XC71uDLSqWSHjx4YJIOerjCwLkSBdYsl8tZz09Il5///OcmV1tcXFQsFvsvHSzIwlEkd+/e\nPZ07d077+/v6wQ9+YKAN35pKpVStVs03IXO7cuWKlpeXVSqVrCtBLpfT66+/rn/8x3/U3NyckQ/s\nVVdDDogtl8taXl7W06dP1el0dOvWLW1sbGh+fl7hcNhIGLdW4dKlS/rwww9NFvjw4UPlcjlduXJF\nb7/9thYXF20KG6w6BcmSjExpNBq6c+eOstmsvF6vXnvtNa2urury5csm/UMGcnLSHQQzOzur5eVl\nPXnyRM1mU/fu3dOjR48UCAQUjUaVTqctkMWucu3h4WErmnry5In29vZ0584dRSIR3bp1S48fP1Yy\nmVQ6nTYCzc00x2Ix/eIXv1AkEtGFCxe0srKibDar8+fPmx2s1+t2Xeo+vhCu+5M/+ZMv/MP/r3/e\nfffd/zE8PDyIVodUcCKRsDYfCwsLRtejSY3FYgqHw9YOBJH0/v6+jcNE+zUzM2NsHYdbOu2HCmsC\n25NMJq1gKpVKWXollUoplUopFouZQaAAAoOTTqdtKsrs7KyOjo7MceLwAJyIoUnx03ICtimZTCoe\njxtzMjExoUQioWQyKUna3Ny0NPbBwYGSyaTpUACHruyBlD/6M6IjGNnJyUmL1i9duqQzZ85oc3NT\niUTCItdYLGaV1wDbTqdjFcZer1eLi4sGnhG6E70PDAwoEon0RMD9/f2anJxUMBhUKpXSzZs3LfUP\n6wwA4F5Y//7+fk1NTVmqBt1eoVDo0QJSpUglM7rber2uaDRqTNGLL76oCxcuaHV1VY1GQwsLC5bq\nIL2KLrjVamlhYUHFYlG5XE7pdFqLi4u6d++eJicnrUgIPS0SE3fU4MLCglWqv/jii5qenrYiKoT+\nro43FouZFIFIuFwuK5FIaG5uTtvb28aakqJdWVnR6OiopqamDGCT/onH44rFYrpx44bti4GBAZ07\nd872OdkMgHm73db8/LxWV1dVKpUUjUYtuKSYESZ1b29PoVDIUnKwTSMjI0qn05qcnNT169dNojE/\nP69Go2FOmYlAAL9YLKahoSFLF8/OziqdTuvRo0cKh8PGYhOEkXKkfVCn07EWSB5Pd0pPPB430DQ0\nNGTsrdfrVbVatYlHh4eHeuGFF6zQ4sqVKxackt5FQ3f//n3NzMwoGo2qUCgok8no7t27+p3f+R0d\nHBxoZmZGly9fViKRsAlMdOaAeW6329re3tbMzIxpSQFag4ODWlhYMIaUgIdWTRMTE7aXHjx4oHq9\nrm9+85sqlUo6f/68zp49q5mZGUtNA1qQXvBd2CA0sZ1OR2fOnFGj0TAbxp7h/IfDYWNq7927p/fe\ne0+/+Zu/qU8++USjo6P6+te/rjfeeEOZTEYzMzOWVXIr+GH6vvGNb1h/xt3dXX35y182lhMmm0JV\n7N7g4KAqlYoeP36sDz74QL/3e7+nJ0+e6MqVKxodHVUsFrN9RhDJnu10Osbgj42NmYTj4OBAN27c\n0P379y31TwC5v78vj8ejqakp2ye3b99WLpfTW2+9pSdPnuiVV17RwsKCvv3tb9uoTgoDsQVkDzwe\njy5cuKDh4WHNzc2pVqvpypUrkrpV7s1m00iCk5MTy1yRNkZegjzK7/drenpasVisZ/yqm96G8U+n\n0z0Sr0gkYhIHfAj+ELYfqQkDRH74wx/qN37jN/Txxx8rEAjozTffVCqVkiSbhEj2jSBhd3dXyWTS\niI25uTmzzfyua0NmZmbMd5MFfP/995XJZPRbv/VbevTokebn53XlyhXNzMwYg4tOmYAZ+VUikTAC\nK5FIqFaraWlpyc4ErDd7C500utQ7d+7os88+03e/+119+umnOnfunBYXF/XKK6+Y5IIiPzKzgMZQ\nKKSpqSnLpuzv7+u1117TnTt3LDNIgFCpVFQoFLSwsKDx8XFVl6ItiwAAIABJREFUKhXdv39flUpF\nr7/+uoFu/AE4ANsMa47WdnFx0c7gwsKCDg4ONDc3Z4VZDPwBp3znO9/5n18E1z1XE6f+7M/+rBYM\nBgMwqtVq1YT8pC9w6tDOsESjo6NaWlpSvV7X+vq61tfXrZiHiI8XQ1UogA12sK+vT0tLS0Z5w766\nImMOEuPFLly4IKlbcLC8vKxQKNRT4ADwQweHQJwik2azqbW1NU1OTiqVSlnjaiJmelUilAcYxGIx\npVIpzczMqNVq6YMPPrD0NZom2t0AnElr01rE1VmOj4+bxgwQD+ikWTPOkpTj7Oys5ufndXR0pNu3\nb9t3Io1A48R3SLLK0Gw2q3A4rHQ6bWJ8r9draV+YR+QIvDuieQ4gerDPPvvMImnekSQzKjBFGxsb\nmpub087OjgnySf0/ffq0R6eEJo/KSli/gYEBO/SNRkO/+tWvrHk2B97j8Rgr7/V6FY/HjWVeX19X\nvV7XzZs3LZ1KBwN6V8KStlrdtkEXL17UmTNnrBCGudRoSGl7QysyDBD3FQ6HJUl///d/L7/fr1de\necWKBp48eaLx8fGeoj4M0+7urs6dO6dkMmmSAnfyz+HhoSKRiE2lkWTnCQc5MjKi4+NjbW5uKp1O\nWyBBKpT0vVvNjt6ZqnycM4VTjx8/lnTaEB9ZDywpDc4PDw+tYGJ/f1+vvPKKsT5ra2sGUgnw+A/9\n+Ze//GXTkn/++ee2nuVy2e6XwsZarWYtYoLBoMlTfvjDH+r8+fNWYU5VO6ACEIbzgf1Ej3h4eGht\neWALs9mstre37aywbgA12Jnbt2/r/PnzZqcqlYqmp6dVrVa1vb1t2sBUKmVZCWyHG7xVq9Wekb/Y\naDp95HI5JZNJq8AmS0SKEMkLGRpAoCsZIQAFKNL9gDPU6XT7+pJFI22ZzWY1Pj5u67axsaGjoyOd\nOXPGisvI3KDhBRygceV6SIioRpdO+0Gjb5RkmRQ0pWiwM5mMEomEaSepZ0gmk9ra2jJmHFtIOhot\nI0AVgoAAHnkFRAMZrr29PSvoOjg40N27d9VqtfT1r3/dggbkaQT0BKDoesmMUIdBsR7ZI3wtNg37\ni28jSKGbALYHkgggj+7a1XDSw5WiQ1LUADj2vdtdplarGUilyGx8fFzJZNL2GSx4JpMxTT5EBilv\nVyfNGWMCl6tF5UwMDg5qe3vbCojJSgwODmpubs5sEWOfs9msycdgfpHfIcmAwd7e3jaGFpKE9fX7\nu2Pdd3Z2rI2Vx+PR6uqqVlZW9JWvfEWJRMKKflOplHK5XE8B9+TkpMlfkB+xr/BB2A1IQAIYMl2T\nk5OGpYrFov7hH/7h/7+JUzh5QBViebdCmaiPggUqRknBs9mJbqrVqm1cAL3b8gKx+cjIiAEgNK/R\naNRE32hYXLYSAEWanqrJaDSqYrFowBenDwjgT1pGAR5hAzjcrAc6N5d9Oj4+tupQgMnIyIgikUjP\nhAzYWA4GBoHqXhzs2NiYIpGIaZWq1aqlNNAdYSQDgYAxSG7VZbPZNMYQGYNbKEZaBraYymrYkXa7\nbRGrW0zlsklur1wibgAxrC4MIRXLGBhkBrCPUrehNcB/bGzMBPqsEQAGR060XavVjNmDGXV1iOzF\nWCxmBkHqOjyAgd/vVzAYVKVSsTZXvF+Kr6jYpsBGkhXW+Xw+0yO6OipALoVbbhET0haXVWdspQsQ\ncGLo7mBNSqWSsa8UJsBKulWlzOtmvyHjYD9gjGOxmOlH3eIunp2gC2kP57XRaNj5hKEmHUUBAJ0i\nYFI526wZrVgA5q78pb+/d9a5m91w+7YC1DqdbgslnDk2zOPx6NKlS3ZGkKZQNEUQPDY2Zk6Yfcp1\nWRvegc/n09TUlCKRiO0r9itZI7dAkPQ/RRXInSRpZmbGOnZgC2BLACjImLBhklQoFKyrRDwe140b\nN2zfA1z4kyrlg4MDra6umoaV7ACZDYAjYBlwREFYMBjU4OCgcrmcycGi0aheeOEFA7HNZtMmpeHM\nKbShzoAzBmtNehZbho2mfRD2K5VKWXcLJEykjQluOOvsY87g+vq6aU0hGDjvpJ19Pp8FyPV63djb\n4eFh7e/vK5/Pa2trywDfzMyM0um0SZCwD7Ch7oQ49ip+hHuk3djExIQFcxTJYdeQTHBusQfoUnlW\n7DUsIZpY9NuFQkHJZFLT09M9mRjOHX6FHsFkBdwOJqFQyMgFt8MBZAMadvTX1WrVguDZ/5yIxb5g\nndCuU0xEu8S+vm5/3Ww2azZtdnbWbC0FiS4hgD0gUEKnGo1Grd6AtaFtF74OkodevxsbG0b0RCIR\nA4n8vN/v1/Xr182/UYhVKBS0vb1t8ovZ2Vnz3+47RXrX399vGmG+d21tzfb+0tKSzpw501MQjszx\ni3yeK5BKUQOVqBQB4PgxvG61NzqrwcFB02Dh7AYHB03fVS6Xe0AfmxpgIclYS66P8+cQwWqgiaQg\nCeOMYSUNRvEXB5xCKdhF2L50Oq1isWhaIhhMHC1sCSwODBaAgw9FDS+88IK19YF9RVPI85NWpoqw\n3T4dUYcjxTm2Wi0DLqVSyQAerBbBAsUKExMT1jKGaJV1pCCL9+22loF5wIi4oKW/v9+ujRHCGePI\nW62WEomEvRMMKmCJqBIRuvvcFEykUiljalwgeHBwYKAep8eHZ49EIlYhTRpFkhkDSTYtiJZIw8PD\nikajxrzxO0TvpVKpZ70k9UhCRkZGtLS0ZI6ANCtrxjvB0QDcEOQPDg5alM3+QKvLPmdtYUFgbdCM\nsi6cL84o30kKE+BycHBg/SjR4ZHZgDUHXNJJgLZAoVDIAA/V6fQndPV1nDGKbvL5vM6cOWMO2G0o\n7hpt2Bu0bgBfwA3PgezI7SlMmhh7gnQGm+Y6eUAnoJLggr0vqaeDAI4aIELBBuvkMpucG/Y1rBFg\nenh4WDMzM2Yj3X2MA+V8kBmAyUJqkUgkFI/HDURRGMXZIQjCKWI/qLJ2iwz58PyuLeN/E9QjNSDg\nQdLBvdOMn8AD0PksKGANeR8EMaS0x8bG9N5775mNAgihnUVfDeAFMAFy2FuQJmTesGfsE/fdAZYJ\n5KTTsdaArOnpaWOAsXtuwRhrwF5kHQm0sYtIWqLRqPr6+nT27FmTCrhtkaanpw24cOYgbmBpXTtL\ncEUGJRAIWHDvatKx4fye62dcFtfj6bb6Gh8ft+CR80F2zfWrbiZmZGTEivncfeCeD1fmwBkguCOt\nv7CwYAwy1yEoATRKpz23BwcHjcFnn7u+nOcn88m7J9NKF5ClpSU7G9hHgnXuh+I3nhkpGhO0nl1f\n/DD2CR+KbcA+vPDCC3Ztgnv2J/b6i36eK5BKWptKdElmCDBoblSHMYR5YfHHx8dVLpctlQHVDuvi\nakBw+GgV6amKo8eJSaejQzGW6P2oBseRuaylG1lzEHDo/N3k5KRyuZwxo16vV9Fo1MA5hpsNhWEj\n4gRI7e/vWwphcnLSWvjgKCT1ABTSbVQrsxlhk6gO5+9g4EhPkhLkYBSLRWvPQboe0O6mhmBX6APo\njtTD0PH7HGrSZm4RDQYCrRXrQnTLPoGBpednqVSyit9arWbaJPfaGDucNs+NEwaooW2t1+tKJpMK\nBoNWpYrzgBnhmhxytHQYKapOeeZ6vd4zSIG0Fc7PZdnQvRJ5s3Y+n89YO34WJ7W7u2vsFOAWJo80\nL9E7Z5O2L+7PU3XOu3YNmMt+t1otSx13Oh3rn8ue56xxffYMQRbGdnR01BywJJt2416X9PvR0ZGm\npqb06aefWkCLjAZH6DLtAIROp6N4PG7snpsq5ePKBHAIvBOkRjB4BL5IUlgb3jsBgsfTrZanq8C1\na9eMTeJdsg8ofKHwiXPL/sFpAiiwPexzggTAJ/vD4+kOFJientaTJ08sRd1sNrWxsaFz5871fB/3\njkPGJrrBEiwvrDbPzVlyJRuAFYrmKB4lWIcJd9vt8cwQCpx7HDdnV5J1hgEQUQVOq7dgMGh9MOPx\neE/vaJcFd69NGpR3CnDDbnNPbrZkf3/fplQBfMPhsGXH6DxQrVZt6AF7nr9jXyKp4R4gdbgPfAjg\naHp62pjl/f19K1SlyJR7QPpFFvHZbjdkKQkkXL8HkUKwgy/m35ANsGcikYgx8Tx7qVSyTi7sDd41\nsjn2rBuUYPvpLOFmPWBh3b1G1xAa3wMUAW/u87r7DHtH5gobQLDhavLZ70gqfD6fIpGI7QUCYFpM\n4itdyQC+Dxb7yZMnPS3euD+CBwJjzh/rQcGzSzrQaSaRSNhzEHBxvnnXPNMX+Tx3IJVNSpGRuyEB\ndrQxAZhyGBFtT0xMaHd319pJ0VsQh4jwF32f1K3CvHr1qvU2A6iQlqYtR71e18jIiLWRwDi4h2Bt\nbc3YMe5POjUQVO7CsrRa3ZYbtG2hkIPnh6k7PDzU3t6epdzp6yfJ0k6sIYcXwIbOxQWMfKckbW9v\nm7FGk0Yzew42v8ffMWUFoF2r1VStVk03g/MBnNJ3Fe1eLpez4QWkWJ7Vw5Fe5HCT+g6Hw5aS6evr\ns+KdaDTaw9ziXCmWgRVjGAEGDRDk6o9Zfw6lx+OxFlQ0fJekM2fO6M6dO+Z8STnBBPIssCpUR8L6\nk3KjIAoAQMeDZDKpVCplYIT55DCr7CucFYEM+4l9hvaVoAypCc6TIIkiHZ/Pp8XFRTOktHtDt+XK\nPDgvgEtJZnRheZFKoH2G5WXNXc0leljOy8jIiElX6I1cq9VMKuKygG7Hhmw2a+Cjr69PuVzOiikB\njW5bqlwuZ8FOIpGwVjgwbdJpM2yuSVYG1hddLCAAICGdpmIBxzgXCk2uX7+u0dFRy/z85Cc/sUbg\nh4eHxrgXi8UeWQSOlaCHPU/qkHfE3uIZj46OVCqVjNmfnZ01HSht8Hj/2FneSyQSMdDmpqzJcpEC\nJmAjner258RO04aIc4XchHQjnSY2NzdN8zs2NmYpSMCAq0mGNSUD54K6gYEBW8NCoaCVlRU1m01d\nvHhRH330kfb395XL5bS8vKyRkRE7g7FYzPSIgDrYSxccw1xii1ifoaEh7ezs6PPPPze2amhoSOfP\nn7eRyPgZWDWv16u1/+x7OTIyosnJSfM7sJM8p8/XHVwBCw+DBqhuNruT6v7qr/5KBwcHOnv2rGUn\ndnd3tbq6aux4MpnUb//2b9vgDHTy2DDsDMDRlWaxv+iXzZnL5/O6f/++aaS5DlmgdrutaDRq9mRx\ncdEmnuHLOIvuMBuCIeyRJAOfBP7Hx8d6+PChZmdnjSgJh8OamppSIBDQO++8o1AopK2tLQ0PD9uf\nFN2y1wB8Bwen49LpnoItRl7DHsDHklGYm5szZrpWq9mQGvbJ06dPFY1GNTExYRkZVwrkarwh78AZ\n6KXZP1tbW6ZFpYiO84tsrVgsanR0VKOjo9rc3NT4+LhlFPb39y0YxQ+4g07+T5/nCqSirQGQer1e\nYwrZjKVSSaVSSePj41YQg3bOTV2xqAjl3RZROD5AGBGCW2wzODhozhQtXrFY1NLSkgE8ps602217\nkUND3Wbpa2trNm3JrRaVZO2eiO4RNKM/5KCjJaIfYC6Xs6EDrI9rhNisGxsbVhnp6kiIhjjoaFVd\nJw1T5Gr0AC80YKf9z+7urlX8AW5c/SQGHEACg9NqtWzCzt7eXs+cb/f9uYaPYrJkMmn7gyif4ABw\nAliSTseS8szogMPhsBlc0uKAUowArHqj0bCAh5/FEPH+0PQROPGsGF6ABHvNZYVhsNh7UheUM0lm\nYGDAghFAPxouGoy7aShAiSRj+VwdLowu1aSAQ65PuhsABjtEyg4gAgB0nxVAx/mCqQGsAZjdLhhu\nahdnQh9LzqxbwIYj4O9c/SLPSSDC3unv77eZ4zhcglbYbnoiEnihcwdQuUy819vVe7Nf2GduQMZ7\ncqUMADnWFFC9t7en0dFR/fCHP9QHH3wgSbp06ZJJZB4/fqydnR3LCo2NjZktAixJsnQtxW2kKmGw\nvF6vBbquTSqVSpKkX/7yl8Yw8q4qlYplcbxer77yla8on8+r0+kYuEZ7d3x8bCMUATGSLMCCuSGA\ny2azlnLe39/X+vq6FVcyuITelp1Ot+UZVdKtVstsOPvYLfpg/7p2DZBBw/L33nvPOlN4vV5ls1ld\nu3ZNGxsbBn6bzaYeP36scrlsKdhnzzg1DS6IAUixD6Vu4Rr2me4iJyfdiXO5XM6KKpE9IS06Pj5W\nJBLR0VF3ehEabEmWUaOoeGZmxoq9KNCDWaSw7dVXXzUAdf/+fRvEQlC6vb1tmmeG5DA8BNYSAoB9\n5DLoZELxAQwVyGQy1nkAO/HZZ59ZkMxYbc5PX1+fBS6AZYIRegwj4XG12B6PxzTWBP/ZbFbz8/Oa\nmZkxG9BsNnX37l2TEG1vbysWixmZBdvIvkWaho9y9wE+BNyCTWu3uwWn1IxUq1Xdv3/f3iH7nGwm\nbDDg1rUbLjEAW8q60+EBW8QzeTwek3Owt7LZrO7fv2/+cGxszN4nxZ+VSsUkhi5rzZn+op/nCqRC\ne8OscSCk7obI5/PK5/OKxWJqNpva3NxUu91WpVIxA0ZbHyaqYASOjo6MeYPpgdmr1+saHBzUgwcP\nzPG4usdKpaJsNmuzmWntQrqm1WpZH8CBgQGbcrO1taVAIGBjTKHa0ZUCUmiZwmEgbcrhrtfrymQy\nFv0Apnd2duwQMrzA7/erXC7bs1FEIqmn8tG9hs/ns0jNLczikOGwd3Z27O92dnZULBZ1cnJihWKM\nfXSZZQBIu93u0aM+evTI9EIwtABnHAogHG0k+0Dqjlqk0KzZbCqbzfZUsbqpKBdwrK6u2kHne9kn\nrlMF8NNUm+k0sAm7u7tWGQw4RDMISHQ1da1WSysrKwZWmLFO5gAGhp8HGAAaJyYmLJhxDThOnL3F\nO+X6gDa+C1BC4BMIBMypoj9cWVlRLBaznqqwQVTt4xS3t7d1eHho/VB5PzhVwCJ/h4aN/c97wLHj\nZHZ2dqxJPqBqZ2dHh4eHmp6eNoPeaHTnoU9MTPyXYAT7AfAgdcj5wQnAsEqySV5er9cGNHA/bqsj\nCveQDrgaNdhU9pK7t9hrODS0dycnJ9Yovr+/X8lkUktLS7p3754ByuPjY509e9aKGilGQh5Fqpdi\nRIrNmDQDmKdvKUEjDdcfPnyoe/fuqdFo6Ktf/ao5MwAaGjufz6dXXnnFpnkRxHLeGYRAQRj3xT7k\nrNOYPZ1O6+HDh6pUKvrwww/l8Xg0+59dQ3K5nNkKskswS9gL9lmr1bIqZVebDHuM82a/ITd54YUX\nlEwmrdPF3t6ePv30U5VKJd28eVPXrl2T1+vV1taW2RVXG07ggk7wWYkNQRhFKHt7exobG1M6ndb9\n+/f17rvvqlaraWFhQWfOnFEmk5HX69Xy8rKB82AwqL29Pf3BH/yB9fAul8vGnHIW6a/NnnVT2mSO\nGo2GFVuRMaE4+a233rKWU6lUyhh9gPLOzo75aeQWx8fHZg+GhobsfRMYcya93m6bQmQL9+/f14cf\nfqjt7W11Oh3rR4xfh4yJx+NGSlGMTP0CE+LwNzD9knoG8eBH6byzublpwwESiYQB/3a7reXlZfPr\ngUBAt27dsvPqFuNhdznjkgxEuqQDgbvf79fDhw/1zjvv6P79+/L7/bpy5YrJ6FZXV61jCIWOv/u7\nv2vXghxgP5FVxOaCayCJyOohNfrxj3+sjz/+WP39/bp06ZJlMTwej37xi18YEJ6amtK1a9eMQSXo\nk2T7gSEgX/TzXIFUoqt6va7h4WHT8cG8lctlhcNha0D985//3IyHJJtiUq/Xtbm5aRVxjAGkWbYk\nizQ40GhS2GhEbFRjB4NBxeNxVSoV61nmVpRvbGzo5OREpVJJw8PDVvyUyWR0eHhoqQqcBwfY6/Xq\n6dOnpouEweQwwDYcHx8rHo9rc3PTDhV9LTnYRHSAnq2trZ7iAkAj+pdOpztOL51OW3oO4+IWcAAy\njo6OtLm5qd3dXTto1WpV6XRaT5480fr6uq5fv97TU5C0N0bDnW5C1Emq59kKeYIWovVCoaBsNqtP\nPvlEh4eHSqfTxljQwJ9etrDvOHi0Pm5aHOBGENNonFZoYuBoq0T7mWazaan2k5MTa4pfKBSsRyiA\nk+/HaLDP0EHB9rnFLjCJTCGqVqtaWVlRq9Ud15fNZpXP53tkIBgcClgA5jw7/7HfYRlIiQOs+/v7\nTR+8tramfD6v4+NjXbt2Tdvb28pkMtrf37d51BjBTqdjowRdkAowcFl/mD6CMc49KXB0su12W6ur\nq7p7966KxaK83m7P3ePjbnuex48fW39Jsi0YblhAMiwAR/Yy68IzY/gpxLp9+7ZKpZJyuZwB0Uwm\no0wmo2QyqbNnz2p0dNTaxQGCXM05e5a93Ol0LIWPLpWzwDhFv9+vpaUlpdNpHR0d6datW7pz545y\nuZzefPNNA9XpdNqYLNYZQAMjWalUTDrj8/nMDrnsXbPZtEb8FKBI3exGqVSyquavfOUrBu6Y1w5Q\nJDgErFPgxSQkqdvDmWDZXf9AIKCxsTGb9jQ/P698Pm+tlE5Ouq3Hzp07Z4UzyJo4T/SmbjS6gw+2\nt7dtFj0MGufKlYxBLkSjUU1OTlpTdtpokR2BFR4fH7dCXkkmvxgYGLD0pzv57ODgwAo9KaAFVNA+\nanR0VN/61rcsq/HOO+9YpmB/f19TU1Oam5uTJPN/BK2waDC4tG6CccOuSrJWiLQRArxStDk9PW12\n1GVKOTecZ3wAqXUynwTqgP+1tTXrnECGkfPOIBtJeuutt1Qul7W9va3l5WVj7judbgeOVColj6fb\nxgyQmM/nrRuBx+OxSVeA9Vqt1uNzXAlGOBxWJpNRvV7XxsaGfD6f7t69q6mpKRsBOjg4qIsXL1qn\nHwqT6YYBgUPgDKuK/yAlj+2XZBIlqVsARV93OgCAb2Dp+/v7LUNFj2FIBAId2rKBFcrlssmn8LWc\nl06no0QioYsXL6rT6Wh9fV2Hh92RyvRsvXjxooFt/BWSHzfwqtVqKpfLhle+yOe5AqlSl8GivQgR\nWqVSsZYl8/Pz9nLo0QmwOTo6sqKVsbExa+7fbrc1NTWlzz//3NhFgAhFLaTkAZrBYFDNZtM0k6lU\nynSvROeHh4c2cxr9DU362ZhTU1N69OiRjVgEqLnUfa1WM50mqUvSkJVKxYo/JiYm9OGHH+rx48c9\nv+fz+ay/aDKZVDQaVSKR0Pb2tra2toyFA7gAHkiZAkaJ/OmUQCqTg0BKoF6v6/r169rf3zc2JZlM\nWqN2Dohr4DBSAFfpVBcH4+dWW6OB9Xg89m5mZmb06NEjXb16VcPDw7p37562trbU39/tfUf1rPuM\nMC4wei5LCyvKISQNiZaYf4Oh/Pzzzw24kUIOhUJaW1vT5uamXn/99R6BPcCQyBd21o1Cd3d3DXwA\nMoi8vV6vbt++bY6DHr6PHj1SrVbT7OysLly4YJWsODHSWDgWd7IOwJbnhXFkf3i93aK75eVlk8pQ\nCJfL5VSpVPTkyRNduHBB8XjcWtfQR5M9hpMAJABSuQ5gzS2UIpUWCAQsqCPIgqEbGBhQvV5Xq9Xq\n6WDAeSb74abbJPVIbdgXnNNWq2UA9eTkxBp+Hx8f6+nTpxodHbVBA6xFu922Bto4QZgMAjS3sIKg\nh/MMGwXDOjAwYIafPTcyMqKvfe1r9v1Mm3GvAevO3kUfSjD2/vvv62tf+5pOTk5ULBaNUeOZ0f6d\nP39exWJR/f39pkd/+vSpFhYW7HsB5Ni84eFhxeNxZbNZAxfYV/YXLB5MG7IcVxvNYBXSjnSsuHPn\njt566y17fwSd/EdmgO8hCwMDjo3EPmNTCMRZP0lW4OrxeJRIJNRut017TVEM+9ktwAW0oelEA9zp\ndCwbIsn0+p1Ox8Z4DwwMqFKpWLDXbre1ubkpn6/bsJ2fAdiQNt7f3zd7gi3b29uzAJezRsZtaGjI\nRrBy1gOBgAXttLviHgis0WwTaJIplE7bWmG7+P/YG/ScSKqw70+ePNHk5KQWFhZUqVRsvOnY2Jje\nf/99+f1+hcNhzc7O2nngHDPMxi3oQXuLPS4UCj0Ak3MQCoXUaDRsmAH+sVKpaGVlxciI6elpKwBD\n10lm8vDw0Hw/hZHY2kajoUwmYwVm3DcyAZ/Pp6tXr/ZgFBj2e/fu6Xvf+55JkVqtlsLhsO1viCXO\nJSy6S4Yh0aJ3Nu+PdT85ObHCu2azqSdPnph07+LFixa80kUIuw2hxaSwWq3WQ/Z9kc9zNXHq7bff\n/h+SBnE2bJBSqaTFxUVNT0/3pMApUsH4YKSIDkhTkgYYHR3VkydPTJ+FrvDJkyfWRJ2N4DZvP3v2\nrI0VpMAH4IDzGRkZMVAsyRwyVXSPHz82IOLq7yRZgQXpMZ6DtE4qlVI0GjXmB7YWo0BUTTEVurXx\n8XHrTwcjzebj+tls1tLYrkaPa2FwMXzBYND6AxKlxeNx+3u3pQzr47Ko/HlwcGBgkNSppJ7rAmJh\ndYeHhxUOh80JUn0ZiUQ0MzOj0dFRS4ER2ZN2azQallpyI1v2jiQ7pDg+l+2NxWKSuizI9PS0NfKm\nAG9xcVGhUMgYG7eAB+fGOE2qXt22H5Isve1OLcJR8gxer1cLCwtaWlqyYiq0ZgA41h1dH9dot7sD\nCwCnFOG4nRTo4dvpdHqqcxuNhvV3nJ2dtXVhupE7QhPACUgnHUUKn4/L+gDeR0ZGDFSMjo5a+xkc\nLFXY7Dn2BvcJcKCLAiCFgANm9NnAkoAYxpoOAC5oJoiE9SeY4H27mlTWW1JPkYGbKfB6vcYMcZbQ\nXhLISl0ARX9MwAKBOucT0OX2Z/V6u9PsFhYWerIsSDSYUuf2bOUsttttnTt3zlK83LfbGggNXq1W\n69HUk5p3+x+7hXJkpw4ODoyZJWCAlQsGg8Yi8jxuRwBYWRi/QCBg54iekdhaNxBDa86exF+4umzk\nHKRzAeDseQJYN8Xq6voJtl0tfrlcNk3lxYsX7bsoKvJrfds9AAAgAElEQVR6vbpx44Zef/11Xbx4\nUZFIxCZJcSb6+voMuGH3sWEU1e3v7xtbSTEPk5ECgYCxw+yvTCZjewIdOFk+mMlKpWKZH/wTTCqZ\nIQqR3GCJD3aIYR48Dz641WoplUrplVdesZZ4yM4Y8kBgyj4hoD0+PjaQC9vH/uU97e/vWwBPyybs\nAPrYo6Mjvf7660ZCEUBzjpC/4NfcinuujX/lvYBVCBj4s91u2yCDyclJmxrJXoFgqFarPcW+EC47\nOzvWTxcJI3YBrTu+qdlsGiZotVpWuEihVjQatawH3RewpdgLST1acvbiF5049VwxqQiHMfzNZneC\nQjKZlM/XneGLYURUTqUoGhGcP8ZbkqW/+vu7o0oZFUiEQ8oSFo7Zz41GQ4lEQtVqVVtbW3ZNv99v\nIzKZ1cs9udH85uamAa35+XmbSIUh5sOhR2aAAS4UClZRiuOih1mhUDAw1W5358bDLPHMsAJM7qL5\nOfeIUyiVSpqfnzfDhDPCkGOMOSQUqKGdwYG4DAnPTWTPASKlTGoYYw0L5xY8AfIBDxhFKnfdQjmY\nJZyWq6sFLBB9PwuIMXquKNxlNmFu4vG4addoITU5OWmgDobF7/fbOFyMmdv2C7BULpc1MzNjWQNJ\nPSC/1Wrp6tWrKpfLVvxC6xxas+GscDojIyMqFovWYgnGhw+O2NXcBgIBGz3KmsXjcQNuSAjo/+fq\nSGEnCH54ZrdogWuWSiUDMDgGWlrBiLBXCAIB0M1mU0tLSz3FRqwnawpwAixJsvfL/ydF6QYLVKyS\nzhweHlY6ndbY2JhJKwh+eCb3nOBoXfbU/dDeDiafVLc7CIF3gZaM1ktoO/f29oxlIUDd2dlRoVCw\nCV6sG+cMGQX7BMYPbSJjdjnje3t7PbpGZCzsH8Dk2NiY7b9arWZOFIaOYiOyW9g3QCp7cnZ21u7F\nlSCQdQkEAtrc3LQ1Zn9R+U5BGzp/AAuOHfveap32akWqwH53GWaaoOPUqRXweDzW4YDUP8+IHXHb\nwrlN0in2wybcuHGjp7sE7KjLfjabTcvy8HNSF8RQLY9OkQCbs4JOO51Oq9ls2gz7Wq2mZDKpf//3\nf9fc3Jx1dcjn89Zyqlqtmt2BeZO6cg0C1EAgYM+JDUFPzjnyeLpt4pCXABSvXbvWww7TghCQT8qd\nM0JA8vTpU5vedPbsWTsr2DE3eMGuIF9ptVpaXl42yQjMoqsVv3Dhgl566SXrHOEW26GdhwxDz95o\nNIxUwMYA4vgvEonYGR8fH++RZBH8EHhsbW3Z2rvacSQQTMYkA8WZwz+5/g4fsr6+rps3bxrQHBsb\ns0wbEy4LhYKdITIGruQR7TvXhSx61sb97z7PFUh10+44kampKfX19alcLmtzc1MHBwcaGxuztEq7\n3TamA7aGDSTJtEG0d5C62lVAFH0oJVnqH9BLQ/5KpaJMJiNJ1kMM3QhpVhckSbIiHSKXoaEhxeNx\nSTIGlANO1Ee0Dlj2eLqNjLe3t81I0z9waGioJ9JyW4JgcIg+JyYm9Mknn5jxdZ02607kz7+7GlUM\nCQ7V7/dbpA+DQrqJNAgf2CGqPPnugYEBayMGG4GRc4t+uB+ct8fjsdnRdBBAwO9KCQgyYJAAErBT\nHHwMEmvHAYflg5F0i5uYtkF3CVd/K8kANd+L80FqwLsFlESjUROpsw+5//7+fqt+flZjRQDgAi9A\ncrlcNmPCz7P32G/8LOlYGDVSs6lUSn6/v2dCFZE2gIz1AeSgEWW9uSb6MTogYAjdFk2uhgtjSBAE\n+OK+3RQ7hUEu2Ozr67MWW3yfdFr0QVDSbHbbYpHaerYghAwLqW70q+6eAMQDnNlzfLa3t+17AA6d\nTrdgEr373/3d3xkbT2EmoyZxXARZMHb5fF61Wk2pVMo0jrS0cQMYbA3spsfTLSIrl8uWFSI4p0A1\nmUzK7++OQd3c3DQAGgqF9MEHH6hQKOiNN95QtVo1do97cN8jAFKSFZAWi0ULSFdWVmwABpXnSJiQ\nm7gDLWB8nj59qldffdUmtfFvgFUAKSlb9hst8CYmJvTBBx/Y+alUKqYp5WxGo1HT+uVyObPte3t7\nev3113tS4ASQACUAN44dAqXdbiuXyxkbRjEP2S7OicfjMd0hrRUZZRsIBAyscb5cH7a7u2s+DntT\nKpW0sLCg0dFR5XI50yGn02lduHBB1WrVMlJvv/22Pv74Y928eVPFYlGpVEqpVErZbNbkIgTu2FIK\n/NzOIUgDKBpjimEmk9HExIRGRkaUzWZtNDB7nPZgTEGKxWK6d++eJJkuHZAJMJRO5WPYBoK9s2fP\nWncf7CHaVd5TvV43XTLPQfat2WwqlUoZaYN/Y82xrS7Dj4/A/9EWCn2yy3ienJyYLyeblMvl5PV6\ne4rRsPe0TnR1/ZKstmBoaMjqQ9zCTqRl6NghAUdHR+3MoeOuVCqanJy0jCV2jf2Or/oin+cKpLIB\nOPQHBwem8RgeHtb8/Lx8vu4M5bW1NYsQDg4OtLGxYZoaDBKtK0gbASQwIn19fVpZWekBimz6QCBg\nhmp8fFyzs7M6Pj7W3bt3La1Ibz2cJfeJ0z137pxFy4BFN2rmuoBGV27AGL5CoaBisaijoyMlk0lz\nRNFo1OZBw1YAwGDWNjY2rDiBFIq7qWGD2u1u4Q3Ok3vie9i0ALpCoWCH3GWdI5GIpX7RsXi9p7Ps\npa4GE+DAGmMQYDIBLI1Gw9owkUovFos98gaiXarUGQkbCoUMYEkyJyHJHAA9MgEfLvNKgQ4O3m0N\nEgqFFAwGTacEMCJt5sokpNMer6w1QRgVzicnJyYboKXP4eFhz5hXCh5g+3jXpNZx6JOTk8ZWAqJ4\npy6QBiQRoWN0CPKGh4etspc2X1I3oHHTR+gTAWWcDT6uDpUiNYwea+Zqp5AN+P1+YyEODw81MTGh\nQCBgUhF33jhpcBwnwQCBAWvO+ygUCiaPoNcqRXKfffaZSqWSYrGYrl27ZmNgKcZkFC9FSbSrgl1i\nbfm0Wi0VCgWl02l7X6wPwV0ymdSFCxc0NDSkRCKhVqul6elpffLJJ3rttdd09+5dJRIJ+05A3c2b\nN7W9va3x8XFtbW1ZkIBNAqzRaowzRjA/MDCgcrmsb33rW1pfX9cvf/lL06nl83nrzdloNJRKpXTm\nzBkNDg7q2rVr2tzcNKdOBoyUJEEK9pf3BAje3d1VsViU1C3KKpVKunv3rvL5vHw+n2q1mrW5o69j\nNpvVzMyMVX3Pzc0Zc8g+5n3j1GE+0dlLUi6XUy6X09bWlp4+fao33njD2gV+//vf18jIiKLRqH7w\ngx/ojTfeML3mn//5n1vPzvv371s6FkdOoM8+R2vt9nnO5/OanJzUP//zP8vj8ejWrVsKhULa3d2V\n1+vV3NycGo2GNjc39e1vf1s//vGPtbS0ZCn1v/3bv9Xo6KhefPHFnoCV4AV/yCRBbGO73baaBqQG\nyFpqtZru3LmjJ0+e6Pj4WC+//LIikYh1cCAAQn+fy+UsYEYCgP8hAIVZZP2bzaYKhYI8Ho/efvtt\ndTodfec737Gioy9/+cvq6+tTOBzWysqKXnrpJX3wwQf66le/qoODA/3kJz/RrVu3bEgOPsKVUkFA\nYPPQtNPW7KWXXtKDBw96SAY6JUBMwKbDZEunWuI333zTghg0qQTF0qlsrNlsWkYIiUGj0dDa2pqx\n9IVCwbIUQ0Pdceu5XK7HbkajUespffPmTZM3sO6sK9JE9gDA/+TkxPqQF4tFGyULVqLXe6lUMj1u\nvV5XOByW3+9XJpMxqQC+FryAv/+in+cKpLbb3Qo8nKPP57MWGUTE6JUWFxdtKgWiX5hDNGler9ei\nMUAgqUPS0+iycGykX2KxmPL5vOlbOSDnzp1TuVxWf3+/pUQrlYrNZaYZPs2+OYg4CAAgm9qNgCuV\niiKRiEXz4+Pj1rLk6OjIgDkApa+vz3SLgBmcZafT0blz54ztohoSsNHpdKylFPcFYwpo5HuIrtbW\n1tTpdPTw4UMzwKOjo5a2WVpa0szMjMLhsI1dhBkALCCbkKSJiQk9evTItFMwkqRcAEuVSkWPHj3S\n3t6estmsIpGIictp0zM7O6tYLKaFhQVzHG67MWQZsJjDw8Oq1WrWv5EInLU5OjrS+vq6sS7uCEpS\nNIODg8ZYoj9CSoIj8Hg8VjBBcALT5jIGfHBIy8vLWltbs9QYwM3VBcG4Dw0NaXp6WvF43FKUtJKB\nxXYZNUAUDBr7jTPy8ccf23NduXLF1gyWAIYsEAiYZAFgzv5z95V7vv870AhTTmYjm82qXq9bWxgK\n4gic+vv7FQwGDeyi53SNPJpU6ZTJ5TtYNxiVcDgsn687/YW+oplMxpisqampHm3hxx9/rJdeekkX\nLlywv8c28R9gBYDrZgIADp1OR4uLiwoEArp06ZJlaAi2b9y4od3dXb388sum/YRdHx0dVbFY1NTU\nlBUr4fxYfyQYW1tbNjCBjinIVwKBgH7xi18onU7r+vXr8vv9yufz6uvr0+rqqm7duqVAIKD19XWT\nDZERmpiY0OHhobXfIyDi/PBOCchJ5TabTV2+fFlTU1PK5XLy+/36xje+oXw+b4xPIpHQ8vKyzp8/\nL6/Xq3g8bsHn6uqq4vG4gfJKpWLdN9gHAHQ0lmSFDg4OtLi4qFgspqtXr1qLwGazqX/5l3/RycmJ\n1tfX5ff/L/LeLLbx+zr7fyiK2kVxk0jty0gzo9ln7MnYteMlC9I0dZsWTYs3QJsEvWmBokVTNAXa\noBcFGqMNelegCVr0KkDw9sYJ0iZpnKCJ7Sy2Yzszns3SaJcoiSJFal8oku8F+zk6VPJH5738z0tg\nMLaGIn+/7+/7Pec5z3nOOc3WezsYDCoWi1n7Q/Ye+8e3JfPpYS/zYY8MDg7ql3/5l617w2OPPaaO\njg5ls1kNDQ2pXC7r0qVLevrppzU+Pq7x8XG9/fbb+va3v61PfvKTymQyOnXqlCYnJ61Qi/3ksw2c\nLzSSEAYU+z355JO6efOmRkdHbVJdQ0ODzp8/r69+9atWREi9BcE8oBhbGAgEakaDE+wTKGCH6+vr\nNTg4qEgkolOnTikQCOh973ufmpqa9IlPfEIzMzMaHBy0PqUtLS36/ve/r2g0ameTUd30USWwJgtG\n0A/RUCpVOxrs7u5qdnbW/MT9+/e1sLCgc+fOWZeYdDqtgYEBffjDH9b6+rp+8IMf6OLFi9bUPxwO\nG2CFmIGUwCcQEPLa3Ny0VouZTEY3btzQ4uKi5ufnrUCXTGxXV5cBzpGREWOcBwYGdOfOnRrtLwHQ\nzs6OVldXrSsHdnpra0sLCwtKJBKamprSs88+q/n5ec3MzJhfam5utjaKly5d0vT0tILBoMbGxhSP\nxzU9Pa1YLGZMt/eLBPQP+3qkQGqlUjFWAIC3tbVlrB0Ay6exvEgbhwgIReeHY8JAkq68c+dOja4R\nllWSMYtLS0vq6emx3wFsHBwcGIiAuaX3IpsIoAX4YgPjlNEv8d3owIiukTXQhxIHjv6osbFRKysr\ntk6NjY3GtJIS8Mwwlfis09LSkgE5CimYYEEBSCwWU3d3t4aHh3Xq1CltbGzo+vXrlt5HfkFrIRgU\nXwDCenCPvEh18xwBx1tbWyboJm2by+XM4MMU7ezsaHR01Bh4gCuAkvYZmUzGnit/t7e3W9GYj4JJ\n1YRCIZ0/f16Hh4daXFy0aU2k6ClAQoNHQMQkFVLCxWLRGqV7wOZZY5ijpaUlXbx4Uf39/err61Mu\nl9PKyorq6qpjcmGicPo4Rgr2kIIQZbPvvObPv9C9wUg1NTWpp6dHv/RLv6Qf//jH1h8zGo3qwoUL\nOjw81O3bt5XNZm3N2RsAQvYXQJz0PJIC2u+g54INoSCpvb1dV69e1fT0tFKplN566y1LCcPctLW1\n6erVq8rn8xoYGLC19ZIGn7HwTDIOM51Oq7u729JeyWTSngftjorFojkotH2dnZ0aGxtTMplUd3e3\n7UWAKWC4XC6bXrOxsVEzMzM6depUjU65XC6bTgyZ09bWlq5cuaKbN2/q8ccf1+joqHZ3d9XV1aV/\n//d/17vvvquenh7lcjm1t7fbvqyvr1dLS4sFYxRvVSoVLS8va3h42NYAPRxBFq31hoeHtbCwoMHB\nQZ0+fVrnz59XR0eHvv71r5vWm96+5XLZNMykgDc2NqwTQ7FY1OTkpMbHx01WgV0ulUoGOEiRo0E8\nOqo2mh8ZGdFzzz2nlpYW/e///b9tCs7NmzfV09OjTCZjaUd0rAQMvlAK5hgJRDQaNdKDfUmPWljU\ny5cvm0ZvcnJSy8vLGhwc1OzsrNkYmLRy+XioRLlc7VeNRhJbj/9KpVKKRCK6cOGCtre3lc1m9Z3v\nfEfvvvuu9vb29MILL2hlZUX/8R//ofX1dX33u9/VtWvXrHBJqqa7Dw8PbVoQQYnPnHhb4wudsHGt\nra26e/dujSaUvfrOO+9Yn2Im4WHDyXrQlouqegrYYNkICvF5wWDQhsvQVL6pqcn64/7Lv/yLmpub\n9Z3vfEepVEr/+Z//aYQCUgDaKFIXAvjGhqHvPKnNLpVKOnXqlM6fP2/ZqmQyqXv37un555/X8vKy\nrl27pldeeUVXr1613t8XL15ULBaz80BARF91vo+Mhc+keFlOuVydoHXlyhXNzc1peHhYp0+ftqA+\nEAjo3r17euaZZ/TGG28YqbW5uamBgQFtbGxYJwIvNcDGZjIZDQ8PG7bxhEJnZ6f6+vq0vb2tc+fO\nKRKJqKOjQ4uLi/r0pz+t27dva3x8XN/97nd17tw5ey63b99Wd3e3aefpSY0c4aQf+Z9ejxRIffDg\ngS5evGi6FgTEVChjcDgQ6I5gHgBAVKl6/ZwkYyEDgYDm5uasmIrf82wLDhTGEZaIgwDV7j8T/Ziv\nqiSl6dOtvN9vbF6kvyuVijVxR38CA4jAHV0safFyuWwAlZS6JGNV+G+pCiYKhYKxjiflB3V1dVpb\nWzMGhpR3Op224p22tjYN/feIOQYLAJJJ8cHmwGy9//3v1+uvv27rwAQfgH6lUrFGy15TiX4RA8g8\n6cPDQ4v0YM2J9AgqqKAGrHCvnh0lSlxZWdHg4KCNV2UfMiyhs7PTonvWkDYyviiIARMwm75gyz8D\nqapZbGlpMVBKH0zYU5y4L4LxxR/sTdJ/hULBNGGAKPagLzSqq6tTLpfT0NCQtUCDcX/66ad1/vx5\nzc3NaXZ2Vul02s7U6dOntb+/r66uLvX391uKGTAC6Oe7PMMpyVLmaE35XNipQCBgTbY/9rGPmfOl\nITeAgICC7+R7aHvjZTzsN+59a2vLGFJ6s+LwWKtwOKze3l77XRgn9JvoyrweFbC6ubmpVCql5eVl\n+z4kRr5gC30soC8QCOjmzZvK5XJ66623dO/ePUvLzc3NGbBiCpB0PIUMdoN7BLT57IoPjmFSSEuS\nlVhaWtJPfvITA9KwwfX19WafvDa3rq7O/gak8DPuGSCJ5o7BCl4TR2udiYkJ65VbKBSsw0Aul1M8\nHrc2XshDCPjIKmBrvCyG4kT8hiQbUUnAzTCOCxcuKJ/Pa3193Wbas4/8/sOeb21t2fPf39/XzMyM\ntQbCtnCWAZSRSETb29s6e/asisWiDQY5deqUPvWpT6m/v1+PP/640um0fu3Xfk1f+9rX1NnZWaMx\nJ327s7NjAQPPP51O10xh2t/fNz/qfQ2yDqQBrGdnZ6d1JAFwAzo5j8gU6DE+OTlpvT459wTI/jpo\nFJ9IJGy/jI+PWwebQqGgn/zkJ1pZWdHFixetfRbsJTaUdaBnKX6MZ8Mz5nfxZSMjI+Yj+vr6lM/n\nrXXj7u6u7t69q3g8ruXlZYXDYbPlrAH3cnR0ZPgDXILfIx3e399v7ZuYdEXKfmtry9qR3b1710iS\ng4PqOOONjQ3bv74mBKDImaZotlKptj1DJ479Y68xLOLs2bO6c+eOBbDnz5/XN77xDZNzUBzM/RHY\nQhTw/w/7eqRAKsVJyWRSExMTklQDuKC6aT0lHbdtADACIgE9PChS6xSY5HK5mip7r0M5OjpSNpvV\nmTNnbMPhTCn04bN9xR3AlPYaODvP3rKJEUDDrnK4iJbC4XDNyEuvZ5RUY1Ck4w4BHBRkBEReNDoH\nqPn09vz8vJ588kl1dnZaI2bAI4YIEJRKpSztv7m5aU6YLgswEKQWcYyRSMTE2U899ZSOjo5Ml7a+\nvm7grrGxUYVCwUT26IcAlPTJKxQKkmTGn1ZIMFWkFt9880391m/9lqWwWSupyqaS0gUg0cCYNlDs\nGxxhXV2d6ask1QQGfD+6Tqla0e5T6aw5v8vnzs/Pq7+/X/Pz8wbQSfVT5Ukqkf2PsYLJJb3le9yi\nWaXtkE+xc25IxcLi02omFArp8ccfNxbR7/tSqWQ9LdnvBwe1Yykl2TX19PQYeABc0OIJ2QXsBOwP\n1exIS0KhkLa3t81Y01AfjRj3BvvsJQc4NW9rLl68aAEWxXieAcERdXR02F5G/8wzpUiO93LdsPFT\nU1M1gR/3xnOTZCwfKetQKGQTg0hj5nI5a1yObUAn6DW/gLVwOGxdHthr/t9JVXu7wv6GhQdoYgPo\n7gB7WiqVjF3y2jxskSQ99thjeuutt2oySmj5+P5cLmfng7GYMzMzthdgmrGXXBtrwUABSRbAA6Rg\nTGHlmIiH7ScLxwTBdDqtmzdvqqmpySaNka2D2fK9JylEgkxhrQlE0eMTMMJKAqiwpfl83rJfTU1N\neuutt2xm/b/927/V6LY5r+jGkeFwlpCrdHV1GUimEI1sDE3isSsEs9g6nhNt/SBOAGnsfwJjen96\nu+Zb2LW2tlrhDvKA6elp89s8m42NDeVyOSuW+9GPfmQ/R0YQDAbtOSP/mZqaMhBPUMF+ZM+zjyYm\nJlQul7W2tqZQqNrxJxAIaGFhQa+88orZGEC/LxAjpe/9P+PBYXDx4ayXJMuEIrVhUAgdNSgCRnuK\nRAwbyvdjSwD/wWBQ6XRavb29BvipgyGQR3sP4eaD2Onpad28edNsMqQIn81ACvwE6/9/83qkQCqV\nxsFgtc8nQIQICCMHmGNaiHTcpJsKOJyH11VKMkAVCAT0+OOP6+7du+ZkOFzz8/MKBKqV9XNzc/ZA\ni8WiWltbbV49L8+M+etkE/v3cD1sBlpPcG2VSkWxWMxSE0zBam1tNSBHw38cRblcNtACm+BTLl4n\nV6lULE3GIaHqmlTK+vq6AX6+BwdeV1dt3I9BJk2HIQag4gjp79nU1GQC/Y9//OMm7IZZgUWByfMd\nAyiSYdIIgQFGNRQKWSVpIBCoaeyNfvLixYsqlUq6deuWVXOThuXZoCMmjc4z9XsGsIJDp58e7Hm5\nXG0t1djYqDfeeEO/8Ru/obfeesv6l3omk9fKyoql6WHQU6mUaZu9XMI7kmAwaNcFCGFPAAQoVGEK\nD2vEnpyentaVK1cMXBOEEdSg7Qa8ArAAYbwwZIBz9sDW1pai0agqler0tVKppGg0qqWlJWMrJZkR\n9EUBpMx5pjCCfk/Qd9OvDQHD6uqqgRnWPhgMKpPJGPOHzSDVBRCjjydTjCQZqOYcwBj6zhWcK7qN\nLCws2Fm8e/euhoaGzD7BiFOcIx1Pe9rc3DQWg7Vgf2xubtoEPNYim81a6ra5uVnz8/N238FgUD/9\n6U919epVezYEGjgdWJyNjQ1rQ8XPKdIBKJGVwAbCWtLlAFZpZ2dHf/AHf6DPfOYzZov29/etqIWC\nK1g8gLivFPcFIpubmzausr6+OmCFhvmlUsnkDwCO3t5ee8bYZV9UJsmKFgHaBKmSjKFH2zo9PV0T\nOLOPfaASDFbbG5FK5bmhKWSfAcAZt0txDfYhn8/b86RATzpm1Nrb262IlMCVGg3OCXaI8wqAATgz\nnZHrZ7+Ew2GrCcEOUoRKMEa6n64e2MRf/dVf1Te+8Y0aYAfBgd2lyI3nsLGxUVNwR1DN9UrHnX/Q\nBmNDISPADgQD7GdID54hQLFQKGh3d1cPHjwwW8K45XK5bPUhgH50nJlMxoAidodsmaSayneeHZOd\n0ET7QJCgtVAo2D73Z8xjHs4/Pg2md2VlRb29vWaH8QkA5XQ6raamJi0tLalQKCidTtcEzZx3iqt9\nN4H29vaazJxUzdyQ3XiY1yMFUunjSTWZN5g4BIyMPzw4ad9DzDc1B4AeHR1ZxHL79m29//3v13PP\nPaeZmRkDH6FQqKanKKk72CoYUPqswk5woLe2tuzgA9RgOfzhRrqwvr5uQHtra0v7+/s6c+aMstms\nsbEeIHuwKR0zyfQ4w3D4dJ830Bg0UtS+aXilUi1KW1xcNOBFixeMC1IKilbY0L4xPWuNuH1gYEBH\nR0d644031NbWphdeeMFY60rluMqfAjCpapRgT3nOra2tluZA9wZz7kEpGrGRkRHNzs7qnXfe0ZUr\nV1QqlfS+971Pk5OTpqNCQO5lGAjiuU+MvhfnS8ctSLwExRdKTE1Nqbm5WVeuXJEkvfPOOwa8eX6A\nSHpPUnEaDocVi8VML+dfPGcYbgAq4B2HgQFqbm7+uTYiwWBQKysrNRIKCg6bm5trKk6p+IYB8sDY\nnxEf+ZNOg/HkXmFFK5WKsUAnnyFtjHwhGwEnBZScIQ/2t7a2NDY2pq985Sv6/Oc/r3Q6rXQ6bbOm\nS6WSnn32Wf3rv/6rKpVKTe9MgqnOzk67Tw9uQqGQBXGwXZwPzsHOzo6lEDkHGxsb1pnis5/9rG7c\nuKG/+qu/svuHrW9paVFHR4ed2YaGBgOegGCCBTSVdKWAlSwUCorFYjo6OrIsASnWGzdumE3ANqKv\nJLDh32BkqJwOBo+Hn7DmVGNzTjjzrA1t/9DME/QQfNJjOJlMWkDOkAUCRQr7GhoarB8x8hZGlB4c\nVJubJxKJmsEDjGv2BT6Hh4dWgEpfaV8vsLS0ZLIMXtwTdp/1TiaTKpVK1vUEkFIoFNTc3KyzZ8/W\npN8lmQaY9on7+/vWwYI+35AF2Gr8HBKoUChkbIBM1koAACAASURBVLBvHN/e3q7V1VV9+tOf1qVL\nl/S1r32tRsa0vLxszwp5zcDAgK0h7DJ7iucAwCRIWFlZsX+DxAAMJhIJPfHEE/rGN75hRIo/1xAa\nniApFAra3Nw0mQ3gDZ+0vb1t5xLQyn71/qZSqejzn/+8vvjFL9YEdVwrzCu+j/Q1GSS084DRpqYm\nLS8v2zmLRCIWNNCpwssdMpmMenp6zF9RY0EQBIuLreQPZ40AAMkgASD3wLkk+3Iyc8F3ertJ4Sx4\nyLe7IkNBxoGOH4BRyB/WG+xFxsDb3f/p9UiBVCJsDwSXlpYsWqYp7vb2tjEonrnjxUbnZ2xaKHq0\nXWtraxocHLQKymCwOrrse9/7njnzRCKhycnJmsIb9E3Ssf6L7wEcSKqpkOffkCJg7B88eKB4PC6p\nmoIk7UzES3U2DpNmzjhR7s3rZLlvD2i5FmQJKysrunLlil5//XVJxxNl6IFKlEaE6UFwV1eXpQdJ\nv4VCIYsCy+WyDVDo7e01KQWA1+tfAT2krgCtpVLJnCna1Gg0aiwG6WUMFaCYfoJoCbPZrKampnT9\n+nVjGcbHx3Xv3j0FAgEr5KHXJw6Hz6fHXSQSscAEo35yaACGr1wuWyNngEOlUtH73/9+vfnmm6bf\nJUVz584dC4BI6TFmVJJVU/sgjY4PpKU8SGW/MNLXPy+M+q//+q/rb/7mb2pSttwX05ZwcD79wx9f\nlOLPGd+DdpJUmpcAlMvV4RPLy8vWCol9CRBEcwxIx4Fw3tnf7PGdnR3rjLG6uqrGxkalUilj/V96\n6SUrbOOzYERxJPQl7ejosGpogDWZBc4hjC9ngNZhg4ODNcwkOlpY1rq6OvX19Vm2hgAJRxsMBq1g\nZXx83Nq5wSixR2CgSqWSMpmMtVRDV3vjxg398Ic/1O/93u9pYmJCp06d0m//9m/rc5/7nBXd4fAG\nBga0trZmAQB7Cja3q6vLCrwoboJhQYKDoySwDgQC+tznPqcXX3xRf/3Xf62/+Iu/sPQxfXfz+byS\nyaRpy3HMFFsBkiXV6GGxaWtra5qdnbX06tWrV/XOO+9YypVWYuy7xsZGY0zp+cq+ZKQz2k3AJ8CZ\nvYcdCoVCmp+ft4lmADqKfK5fvy5Jev31161moL+/37I17A1kT3Ru8IyZPy8MgWEC0+TkpKWJkWbV\n1dWpt7dX7777rnK5nMbHx/Wnf/qn+v3f/30Di2g3OWdkrgBAgFimIFIwNDc3p0wmY3YqlUpZ2p5h\nE1evXq3R/pMe3tjYUCwWU6FQUH19vfr7+03iAnAjC+M1zYxI7ejoUGNjo/r7+5XL5Wx8L5/HWtIN\nhy4Lvrajt7fXgHOpVDIpG9km7D46zObmZnV1dZltosMFhBUda/A9169ft0JkDxQPD6tDech6oKsl\nzX9SjkRQyN9ksLD94CQkTbCxzzzzjF5++WXLztCWit/f39+3MbBIXAgKeLW1tSkSiVhghA/DxgJa\nfYeeh3k9UiA1lUpZ5NDQ0KCOjg7TAGazWRtfB2DiIPtUPgCIRcQIsQEaGhr0rW99S+Fw2BocNzQ0\n6Nlnn1VfX5++9a1vqbW1VR0dHVaZ29/fr3Q6rXw+byyGdOwkiRS9zhMDA3iQZCkUWDnGxUnS448/\nrldeecWmkXR0dGhubs4AL59H+omqS67lJFiAIWDTHh0dGcCjPywVfBwsnERbW5tisZiy2axyuZz2\n9va0sbGheDyulpYW62foGUH+G2BYLpdtok25XNY3v/lNYxAAnQcHB5YKpg8kB6mnp0cLCwumOwTE\nEjn6gjUkHru7uyoUCurv75ckvfbaa2pvbzfG1WurYJvD4bA5kZ2dHSu+IvoFxHk5AylSgDY9Olmn\nZDJp7T5u376tD3zgA8ZaP/PMM7p7964GBgb00Y9+VF/+8pctkpVkE6PYM+gR+W6icwAKqSBSWTDJ\nMO+JRML2yd7eni5fvqyxsTFjrZEZ0P8WcNja2qq+vj6Vy2XTjfk9wnMgAPIFQGQ/AGwHBwd68OCB\nsU1StfE0qTuyG/xBO845xPHBUuBAJZmGra+vT01NTZqcnFQkEtG9e/d05swZS6X/5m/+pg25IBAm\nFUmbGVopYahheJHS+EEFu7u72tra0vLysra3t5VKpWwyHAB1bm5OpVJJv/u7v6tcLqfp6Wl96Utf\n0h//8R/r5Zdf1ne+8x2TJdy/f19TU1N2fpuamowNhanEeSARwKkjL6BHcSQS0Sc+8QkdHVWbkPf0\n9OhnP/uZvvnNb+qLX/yiPvvZz6q+vt56S9PGiqBtYGDAzjVBJN/JGWfYwOzsrLHjnLVCoaBr165p\nf39fg4ODunXrlr7whS/oy1/+sm7fvq1EIqFwOKypqSm9+eab1qs3kUhoe3tbIyMj1pEDYOw1exRZ\nAdZbW1s1ODio1tZW/c7v/I5aWlr0la98xdr3+UwIaXHONIVjdCYYGhrS/v6+hoaGzLYCXLnvXC5n\nYAmAGgwGtbi4qGAwqA984ANKp9P6kz/5E9XX1+v1119XIBAwnW1/f78BIHouY08IDMvlsk3PYs2x\nRdPT05qamqpZMwoqsetoGr/4xS/qH/7hH/Tiiy9qdnbW+oITdLHXGS6ALGh/vzpEgbOPjw2Hw1b4\nJFXZug9+8IN67bXXdP78ef3t3/6t/u7v/k5///d/b50mfEFiOp02YB0IBGw0aCwWswJo/Am+C9t+\n8+ZNzc3Nqa6uTleuXLFMVjabNZnBiy++qL/8y7+0gTz0GpWkkZERC8AZZUpQgA6VDAkpd6QSCwsL\nWlhYMB8yNjamiYkJG/zxmc98Ri+++KLtsaOjI1sjsl3YHHpmh8Nhy+LQnQPMEQgErL0YuvmmpiaF\nw2GT8kjSxz72MW1ubuojH/mIJicnNT09beeDCv9YLGYySt+pKJ/Pq6GhQW1tbaqvr7dBRgTW+Xxe\n6XRaKysr1neczBvP6WFeAYzJo/D6wz/8w81nn322PR6PW3oS5u0kA0kUc1LfhyP0KXGvk0PntbOz\no7W1Nev99/zzz1uaw2s6YYukYyDGz73x4Oee3YGxwWn5VNfy8rL+8R//UdeuXdOnPvUpNTQ0mPja\n69E4FABzhgUAPKHzYS8BLV6nyLXAipFmmpub06uvvqo/+qM/skkezIrmM2HNAP2sO6lDdGYYSdYY\nRs1vZpg6Uqv9/f3GzmIwSNXD+gEUCD54IbFA24vD4rp82pv00O7urrLZrF566SUFg0F99KMf1eXL\nlw3wRiIRY0lILRJ4ELX6+4Y59BpKnpmvQvXFPjiPtrY2KwTxe7u+vtqDlTF8sGvIOCqViqVCYd8A\nRl5qwfdjgJnB/cILL1gqhxS2pJ/TWfLykb7f535/eaYeJhcwsbS0pNdee02bm5u6ceOGvvrVr+oL\nX/iCYrGYjW71k2AABtJxEMh1AWDZ3z5IxfDyexT38Cz+7M/+TIVCQX/+53+u/v5+K7TjXBH0ngw0\nsS3YEq7J25qTMgcC02w2q729Pb399ts2SlM6lonAXvnUpb9+f95oxu+fEYETzC2sUF1dtUL6Rz/6\nka5du6ZEImG/w/PxgRqOlYD15BpgD0+uDwyj32+5XE5vvPGGSqWSZmdn1dTUpOvXr5tOmECavc25\nRiZAEE+7IzIZFG4BWrE32HbWLxQKKZvN6p//+Z/V09Ojof8evQrBwfdSmMg54HyR9aHYk/MB886a\nI9/CXjU0NGhiYkL37t3T4OCgxsbGlEgkbJ2xEawl1wx4IRULI8v3EhzwfmQ3ZHLQUN6+fVuLi4tK\nJBIaGhrSuXPnzHbC+jF8gaAnFouZFMITO94ecP3sBc4f7GdTU5Py+bzefvttbWxs6MKFC9Yjm3Xi\nsyEssKd8Hml0SRY8EPizHsip8GNcw+HhoX74wx/qYx/7mLF9PtiFACAQZ9iKf0HS+ECB/8eGs+a+\n0wNB45e+9CWNjo5qcHBQgUDA/Cd2AN01GRhJBobx5Selen7N/DX5LhKvvvqq7t+/r76+Pg0NDdk+\n5lzt7OwYqUD3GbKE+JKDgwO1tbXZOnEWCTzZg9j2+vp6rays6LXXXtPLL7/8UDn/R4pJ7e3ttQf0\ni1ivkxq0kw4EQ0zK1LOPODIE1BhaD/J4D4bKgwfvnP13exDGv3N4uH7PsmIkgsGgurq6jM2BuQEU\nwkyVSiVjTgExHBCcFtEqBwOwBmOEIZKOJQmhUMhYYUBiIpGoSbsCyvh/vw6SzHjgvHzagu+WaoME\nr6/zwAJjVF9fb307MVL+2XINAEXunSp4nBtp+EqlYjpSNKjRaNT6Q3Z2dhpDSI/YSqViwMXvN9aA\nNeVZABBZ23K5bEUfVMkTIJDuI43lJ6Yge2AP8Mx5Dtw/TIbXzgEWAEqwR5wFigPY2yf37Mk/J8/U\nyYpeAjECGb8PTjqXoaEhvfLKK7ZuPvCBieJ3/X7gbPM93L/PGnhwx7PiMzjLMHJ0oPAgnT3H+9nf\nXJNfJ4ICHI63Bfzc2yNAHE27uQfuCbtGsYcHYTgFf49ow33w6gMGzqpnVmHpAAYEAj4Y4b7ItHi9\nG0CO/e2fN+vgbUI0GlV7e7sWFxfNdvm9QAEPn8/v8j3+zHO2eeacS+4D3+DJCrIDfIafAMha8DPO\nL2vipyVRqAOwB9iwX1gPgqy6ujrTHvf09BjJ4oNP7IkHvuwDP7bb7w38CCCLM0wmgbPZ2dmp+fl5\nBYNBJZPJmnVjdPXg4KCdDWwy72ON0H37veyzUAA66TgzGI/H1dfXp8PDQ0WjUftcH1B5gokzg32D\naGA9sQX4M/yiby3Hq62tTT09PXamjo6OjJFtbm42P8k+55lgi5DycJ2cUWyCfw+4wZMzra2tamlp\nMSkQ98reQzbF2WYPAQT9/58MirEpXCvrCss+ODioiYmJmucFsIR0ARgTAIElYNJ9b3ePaQDgfk+y\nPyBzHvb1SIFUZqGzMTHC3gF4lpCfeWOJMfeM5klw66M4imH4HjbDSbmAd2DeMfIez+xyQDBIvgk9\nxr2urjoGjzFzPqrGoHd0dNi1eODgGQiiPN7jDzVOxTtvAFR9fb1p/4ieMMTeCZ9k0CTVrAHGyz8D\nH5n69/nr9/fFd/DMMeYeGHGgea8HQzxPIj2Andf6wVixrtls1thS2g/5+/DrzOskIPIsJJ/N+zjc\nXod8UtcJawrL5AET7/UOmvuUZMac78OhA4w9EOA6ASecMe7BM6cnn5U/VyeDHoIlnqF/PlwD2jff\nGsgD3ZO/6/eW3wNcm5fv+ADx5N7yzw+bgDM8CTRPBp5cyy/675Nss18f/v3kGSXw8yw7jA5AKBA4\nrsb1TA02ygdIJ58XPXwJbtnHyWSyJgvyiwC9/zyABU7vZGEiz4rPKxaLliHwGt+enh6tr6+bLWON\nuA+YQv8s2L9+XX3ww4vv8KDBrwv2sK6uzgIzzhptrGCzeLGvPdDhd/AfBBLezhKcco+k8KmO5/cl\nWZYLVhhGW6r6BfTn3B9nFJmN7wfLHvEMPFkJOlBgR/zZ5zp5/t43kA3zgSPXx97gWtnLfl/09/fb\nkA7WlBoBPpM96CVqfC4BiA8+fSYSQO+LVsl+9Pf3278j5+GevE8liICA4LP5btaFIIBiI76/vb3d\nfo/9i4QQBphnx2dxf3V1x2OwsQf4C9Ye38Waelzg6x44E729vTbUxwNMPhs7UKlUbKwpxXdkKRgL\n6zOlfA5SL6RA3EMoFLJuAg/zeqRAqmfESA35B38SMHiH7QXA/Dt/c5gxlv5weoaUg4txPskKYgS9\npEBSzefyOpmGOgmuA4GqHurevXv22aSdPXPsjZYHdP5+vZNnc0rHYJIoyoMc1puoG1AHO8dh5d79\nWnswwef4aznJRhHNeofrwYdnXb3hI0jh3/06+wjPOzofZfMs/XMIBoMGCj0r7a/Ffwf3AQD8RUyY\nT/17MMdz4N5xPDSCBzxLMrDCdZ8EYf4eeD7e8GOcAMQ4UdaU3/HXWCwWzeh6FsE/R7/vAN+cD/aM\nXzcvO8A5MWJxb2/Pgje+4yS76IMSD2RYY5wkTpSA1D8n1oT3VCoVGyDgDf7JgPNk8Mm+59l6kPb/\nFbx4tpU19/sEyQ9ny68TPSy9tIP7ZR+xZhTowVaWy2WrNsZJpVIp+zf+0KbIM6Q8SxyXDwQ8uPRp\n5v39fbNL7DNfCX0yaEB7h5yKoA1QTCaBdffg2NshdNf8YQ/79D1MUDgctufAvoX9Yj3RipOaZz0I\netnf9BJFQuJ7dlYqVfkAxXqAGQAVGvNQKGSjX/l+Ws1hoykKLhaL1h5wc3PTejOjz8c2AngI8Kk9\nYN0p5sSf4VPYz5wfH6B7n8v9sbc5x+xxwDXpZPw27dv4PIoGg8Gghv67DRvniXXkWbFX0Apz1ihA\n5XnyOyfb5mGr/TMEpEciEbO/TGHEFrKu9NPmOwDltAQkpY7MpbGx0a6BDB73ROqf9WIf+/dzTjzu\ngBEm88Wek2R7ncCLYSrsGwoMfXCMzlaqbenJOcS3lUolY6LxYdwr+KKurs4yBQ/zeqRAKodNUo2+\nCtaBQ8Um8WwnYAxtD/Oc2XyIxEn38HC81sgDL8TNPqLjAfkD5SN1DgS6GSajUAlMugbHFQ6Hrb2D\nZ9twRvX19UbLs1Ew2IDJkwCQzcbfpEh8KtoD/KGhIVUq1b58tEfiAPAZRLgYQu+cOFweKAA2/Hqx\nRn7tMFQ+bX5S9yip5t59sQjAj789WKdim+vzAQVSBxhfz7ryxwdFOE3+jUIConauSzoGm6RV2KP+\nfnzgwff4QMJrXvl+1pH3+0CJ++b9sJU+6PPf7wGg1zF7+YDXaPIMeE6+6G93d1eZTMYAEu8lre5T\nmqVSSWfPnjU9eF1dnQUMrIlv3s41UHlPBT3RPxXtyWTSqp65Z9aHfVOpVBSPxw3w0s0AQ++fE9fq\nmR5Yw2KxaL0TcTDYFx+YeJDGs/atrvhuP4SE1CyzwVkPSQYA1tbWtL6+rmw2azayv7/fWBqajfM5\nPPejoyPrKiFVtaM4omg0au/lha4cwIz2cnl52fZMPB63a6VVDdXQPEOfgmWP+7Z1HR0dampqsgJK\nvhPnSCeA7e1tFQoFew8aX3wBjhnQisaVvU5T/rq6OitoCQaDVgfA+SarhP1CjkOrIvZJPB6vCWIJ\nNPr7+20PwMj5Z06BY7lcHR/te25jmzhXFGIyGpTr90CW/04kEopEItYwH+Cxurpaw+ZVKhUbfgLw\n8sGl9zWASz+nnaDaFzB7ciAYrHYm8T1LOecQFjDaPlhgvfAZnqCBsTw4qDa6x55RGMd3MwTF1yng\nd7DdfCc4IBqNWqcBziP2kGtgTzQ1NSmRSPwcqPMda4rFotUdBINBLS8v29ozghufRGEc64dN29/f\nVyaTMfka9o29j/zEy1VYs5WVFbs/MjM+ACYQA0wTaASD1QERuVxO2WzWQGl3d7cVNjY3N2tzc1PR\naNT6Wz/M65ECqRiZmZkZO0yVSsWKPmhX09fXp/b2diWTSSvAqK+vzmdOp9NWgYmo3GtHQqGQ4vG4\nNez2QIjmyhTaSMcjRWm6TNTc09NjFa1UvTPXfXV11ZzJ+vq6OWupGg1CmfNzmCNSOh4oAaJ4H6k4\n0npEwkwOoWCECUEntTOwLBjqjo4Oq/gEFBNRB4NBcyJotkgr0RNya2vLmmFzj9KxA6JABcG/Z2pZ\nXyqYCQYIDLyD9yCJ9hwwB4BE30pIkvVZhDXl/U1NTdYShOtHvI4D9Xo/tHQ4Q/r35nI5q/rFqCMh\nALgQMeOAPEMEaOF+uT6CI8+gEZHj6KiWJRCSZGCHtQb8eTaZ80B1NC+AhN/n0WhUnZ2dptdtb2+3\n/sX7+/taXV3V6uqqAUgf4LAv6+vrbaLT0dGREomEZmZm7Lz4lGIsFrOzRfV/pVJNZ2ezWRsygcPy\nLLZ0zDBgkMvlco0eNBgMKpvNKpPJ2NoAtiliSqVSCofDSiQSNY50Z2dHMzMzNgKTDgY4jM7OTqvU\nZkoPe1M6ltB4zbG/B9KJPl3r2WCYOc9YsYe4TqQepIgBegBrHJnXHcLmU/UsVQMf1tjLRcj+oHVr\naGiwxvrsZZg8zkyxWDSA6IMVwCqtlwhwTupEsXXsXdhQsk4EA7QFojsKNpY1YWBJQ0ODgWy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uHxjgMmZX9/X/F4XA8ePNCHPvQhff3rX1dXV5cBkMPDQ5MQwAB7vSWsVW9vr+bn521NYPMBG4wn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tWF/fP7/dYE5ESsx8fH7d4zfY6EAjuwsbFhEmkkC/B0/X6/FhYW1NTUpEAgoPb2dtPAxS5y\n17LZrCGS0DPobXAqiMC7R9GC0nZ5ebk2NjYMOZ2enlZLS4vRv6qrq42qhsYwCQ1BM6oBHR0dmp+f\nt7MIqkvTz9LSkiXNoMEEE5FIRIVCwSSzampqLGklwCspKdHY2Jhqa2u1sLBggfPe3p5isZiWlpZM\nYzSbzR7hnlZXVxuflqAXO8+60I1O0uF2u9XX12dUEifgQU8HDWeg1HCHoSkUCgVFo1GtrKzYGkIB\nKikpMU1nejmoCFGV4J4BaGQyGXsXv9+vRCKhyclJGzYBikrVgcCTPg2aQjn/JKjojaM8sbW1pebm\nZtOUnZubszVZWlqy5BV+/dramjY2NnTixAlD5gm6qXgB3qXTaS0uLuru3btqampSa2urent7NTU1\npe3tbc3OzprU1PLysk3IJOCHGufxeEwRhTHuBK74gA/ycZGxPg6f06dPpzY3Nyt7e3v13HPPWamK\nxWEyDbA62osEK1xMnExZWZmR5SUZtxAR693dXbswoELnz5/XmTNnLCumnEi3NmUFynRkbpRKQT3L\nyspMQgR0Y3l52WRA4Pj4fD61tbWZKsHe3p7Onz+vJ5980lA0+Jx0Nzq5nKC7ZLwghAQEODqQ57W1\nNS0tLWl7uzgesa+vTxsbG5Kk5uZmnT17Vg0NDUboZrIPxqZQKNgB5T25HDRWRCIRa2KDM7W+vq77\n9+9rdHTUJKeOHTume/fuKZvN6sSJE7p8+bLpzGUyGdPQy+fzhvaBtFVUVFhwcXBQlBmCBwWXD01J\nkMB33nnHpEf6+/tNQuhjH/uYIpGIkcop3cKDpQTC2NVoNGqosaQjnDnKqRDMV1ZWNDo6asMWmBG/\nsrKizs5OPfnkk6qvrz+CmEJjQd2CSWaFQkHt7e1H+LrwmiRZCUmSnaeFhQW99dZbVp7v6OhQSUlx\nEhIlzRdeeEH19fVW+qRcSGLHPnu9XtXX1xvaz4ezDkpP6XBnZ0fLy8uamZnR1NSUoWusWy6X0yc+\n8QkTr4Zbh4OGPkNXPU1uoMS8N4gQwRg86N3dXTvniURCqVRKFy5c0Ic+9CGTnYLXDHeNgMppM6qq\nquzfOX+g2X6/X7lczrqtsS+cy9LSUl27dk21tbV2L3BGOEzWj/9mbZ2B7NTUlPE3nRUbOqz5e5zD\nVCql5eVlVVdXq66uzhrjnGVckjXOMmgK6DDaiiThVLkosaLgAH8aShb7PjAwoJqaGkPdQWFBw5z8\nb5pICPgIMg4ODjQ2NmYVLOz6wUFRKB7EjvcqFAoWsIyOjurjH/+43R8QebrjnVQatGHh3mHfnVQy\n/AuAgHPdoULQoHPjxg0999xzJgVF8iI9qq6gb+psRiJQJtHgOZHrcvKkJRkvlO9fWVlRe3u7Wlpa\nTBkG/8Qa+3y+Iw2zrPf8/LwNGCDxZ1ogyQzVG9Rl4PJis3p7e9Xa2moIHOsEIIENwEbs7+9bAIf9\nIBiFggKQ4qzIYJcZnjAzM6MLFy6os7PTGtJYJ2IEzs7hYVETF1QewIQ/B/hEEx82BxAK9N7ZlxEM\nBtXY2GgVOCoCBPkAYyQri4uLdracFAAGE1C9wc7RMEXlCFm7aDRqUwidzXism7Nix32CXpXL5TQ0\nNGQqPoB/7A3nG9/Ofd3Y2FA6ndY3v/nNRx25/4fPY4Wkcmm5+BxsFhcj4/F4jOSMoaV0zKxhSUc6\nqin/1dbWGm8NtAcpIjIr/jxw++Hh4ZEpMpQlKLd4PB4FAoEjciggn5KsOxHZHmeZzO12W0kgFApZ\nQ4skQ4AwkDs7O4pEIoa4cGjQpMMogPxQCuLnwcsioCV4DQaDxn1zvnsgELDfoxOT8jFIYiQSMUfN\n90N34KIEAgElEgkLxHDGW1tb6uvrswksIA+sJ13ezqAFZBRdPUlHvhcjTmcoz0rAQ7aeSCRMcgTe\nDUGm2+1WNBq1Uk8mk7EgD+MTCATM2YHUouYAGZ/3DwaDJqSOsSQJYm8IVqAsVFVVWZc5AvPsIRxA\nfh5UCs4UZ49kjQYB6VFpKBQKWeNUWVmZIQ40haRSKdXU1Bgaxq80tbDuUBk4b07pJyd1Bzk2UCDO\nAEaVQM1JbeGugXag8EEQ5+QXg4w7gy72hfIj1Qz2GWQDJIlAi/tTVlamYDBoARJ3CZtDkgina29v\nz6otyOrgJLALVD6wG9xxvg87gaoHHL/W1lbjB2IPE4mENe3RxEXQAdcafjXnhPPFmnF3sC+UmFFH\ncTa1gbxClyCQw0aC+POe2CjWFLoQzps1we5AoeIcwmUNh8PWcMcZQxeT5hXsGVQguHpOZJGz63IV\ntZDhi0M9KCkpMRoFZ4ugDE6nkzOLPXO+A2ektrZWuVzOKg3OyXpUCkjGy8vLVVdXd4RrzDNgj7Bv\nTq4kVRUnjcq5/k4bwDmjagP3mwrRwcGB+vr6LDnDliKRR5AEQALAw57jt5yd6TwHpXvsgbOxrFAo\nmF/CDnK+ObvOe0mQ6eyroJoHSESwi+/lfdk753kPh8OWPNBMROMwNDPOkXOuPfvs5H5ThSKgo5+C\ncwe/HhCgqqrKGq7w8w0NDf+Dc0+5nmdnPajqEbxjV/A9JHPYGWxPdXW1JfHRaNQoJ7wTvHLoKgBq\nIPec2w/6eayCVI/Ho/r6ekmPgiVK3TiSXK4oqExQxsYz7YEMzFnWlh51y3M4MLygN5lMxpqRcBiU\nogmQKVvj1HHEksyZ0aiFg6RkK8mCLFA+ykc4CuSXuMgcLDIzuosxGgSCHo/HOkGRgOE7nQ0rGOvK\nykoz9JCzcdg4SAJ0nH5VVZU1Nnk8HsvGaSBzooq8M2uBsQRd5Z2R+4A6ID1CA0tKit2itbW1hipy\nDuBVgiw5gzWnliTngCCgpqbGulJBCeAVEjzhpA8PDxWJRGwwAMkT54LAl6CH4IrsGk1VHARnkEyW\nrJf3lh4Fqk7OMWtCwkHWT+CFU3AmPUjf8LPC4bBJttDx39LSIpfLZWMOS0pKzJk4Rd3hQRFY0ETG\nXjt53BhXjCfoAJ3kkO0x0g0NDRZg8ecpk8OlItDnOUClcrnckYBYOsr/JbBFn3dnZ8eQclA8zoXX\nW5xkxKx2zhqOvbKy0hQJOGv8w96TjHEnSQycuozO5JnnBXEiYKMZg7UkWWQtsCl7e8XxnIeHh+Yg\nWSd+P5vNWtMPDt3JkcQB4XxAkqA+EPQQUAEQYH+cdAECPt5LkvEuSQI56wQrPAuBFqghZVKE8/k+\n1soZwDhLyCgXQIWCGoIvIeFhvQl6WDfsohOZZ935uzyb065xZrmbkhQOhy0owlZwvyXZ/cQG8By/\nivRyr1hHp03AZmHfSaqcgu1OP8o9xz5z3/CfBKFOlJ3gjuQJ/8g+OtcBYIF7QtWAP0vA7ZSFxLdg\nt9hj7gGBsBOQABhw0m84j9hDgj+nj3TKIlZVVVmSyRrhu9gr7in7zcdZOSWAdNph/ClULmegzK+d\nnZ1HbBb2HwApGAwa5QQeuvPP4Zfp1sffcoZoHkXdwklDgk8LuORMWrFX+APoDYxt5Vz9/5aTCkGY\ng87h4jBxWUE9Sksfdd6xcVAA2DTpkZ4cxhLElkyVoAJujPOi8hxQDxCT5vuRX5Fkcj17e3t2gCmj\nkelUVlZaQwjPyaWMxWLyeDxqbm62v893lZeXm8QRlwQ0k+zaiUrx/gQs8OPcbreN4iwtLdWdO3cs\noyPr5yLDh4WD8qtoAMEApTyCD4JE6VFAUlpaagaUIGNoaEjNzc2qqKiwTI5LgePzeDzmaHFyvDvO\nzlmOcWbUBEag6KAIcKxo4Nnd3dXExIQWFxcNUYQQj+A3nfisC+9PUwFUCgJap+OhRAtvaWFh4QgN\nhO55BJfZc/bX6SzYR5wDgSpi11AkcGrw1eheJQNeWFgw/hjBPVwtDDVreHh4aFxwDCGGl/Isxk96\nxFWVZHc4FArZuzChprS0ONyBwEGSBfV8B84SpBoEgbNMAsN7ONEPOJkrKysaGhr63wZGkixQcAaw\nOFEcCw4XB5nJZGz/KPdKxUlI/DsNNqheEOg4y92UNEHHnI1IBNrsI45a0hE+Nj/HmRDzLmhNs7fY\nIxJF9oh3QcWEZhdsJs+IU3eWXp3cZO5lKBQ6wq/nznI+CAigPZD8Ya/Zf86CMwDBabImzsa4XC5n\n/00AiW3DFmG/CPiQv3MCGwTFvCPP5AyOOD88P8guCCS+CZvmtFlQDGgIg6dLoMZ308DotOPYVQIX\n7AKJH8EfDXPccyd1A7oEXFz238kLdyYxSFi5XK4jQbrTTjU2Nh7xQVQrsOXOc+8srf9qgO9Ei7mH\n3AfWhHsCCgvP1sln5+ccHh4awEQSg60FmHDyZJ3+3wm0OBFLzit0JAJBft+JXnNv8Am8J3uKvXfe\nZ868x+M58meICSorK9XU1GS6qqw1Z4IEmrPJOcWW42d4D868pCNygzRf8l6SzD9/0M9jFaRubm4a\nyrOzs6OFhQUzZE5Ehc0kk5MeQe/ogeI4UqmUTZFyZopIU/h8PjPYZK4zMzM20aKk5FE3sCRzJPw3\nGQXOGtSLMhkyHwSMcBLj8bhlcE5HR3lpcnLSuFY4cYJlnATvIslKdaDCBN5IdPHBYPy/5L1bb+Pn\ndfZ9kZKoPUWJlERR+82MZmd7nLEdx3HjuEGMoAnQJi2KACnQnvUkH6DvQYG+X6KH/QIFWrSAg6Jt\nUCQxYCcejz322LPTXqK4F0VREjfi5jlgfkuLSl7UPXtel4Bhe0bif3Pf91rXuta11qJFR71eV6FQ\nMJaKnnqwpKR/cCBeggHIky4jQs800WHAp7VXV1f16NEjtdudatzd3V2raN/d3dXm5qbOz89tlGI4\nHNbY2Jhp+ogMcYroR9EqZzIZtVota+HiI/h4PG59GmmYv7a2pnQ6bdq53d1dWxOiWTRWsPySTL9Y\nrVb17NkzK47ASMM6kh6dn5+3FinofaamprpGFVJwUavVrF/k/Py8VcK2Wi1rkUVaM5lMKp/PW5SL\ngaSoi8ieMbaAjlwuZ890eHho6xCJROydxWIx1Wo1GwELiwJQpACnVutMJ0I77PWYq6urKhQKxrhL\nHVD4+PFja3dEeyYAJgVvBIBU1cJ+n52d2TvzQR57k/UmjQujCvucTqetLZlnKQj+2M/8GxaG/UbQ\nS8qT88uzkRrGWfjvYxwpwB6bgKMvl8vWFzKRSFhQDrOKwyMY8vcEgMah+GxPMBi0foeSrJpZUldx\nVbvdNtkS6VieA0CJ5AHgQkW0JGPmYWKxFewN2GpAiCRLzyIBqlarmp6eNgDBdXHYvDecsAeOnE2c\nbKPRMK0/3wcI90Cf9wF50Nvba4MPALNckyCbtSdjgbYQ8NVoNGzKHRItD5zp6ICtAKwRkLGuvHP8\nWr1et+u2Wi0lEgkDe/gHSTYVTLrsOAOIo8B1amrKihohJdjPPCsgGWDIXgsEOl0mYN9isZiBILTN\n3m/zbARhFEP7oAKwCinBviRIACx6Fnh8fNwq/GE2sW8+6ATUHh0d2bAazlQwGLTf4V1zHvDjrHdv\nb6ewdWRkxIoBfdZX6kgGCKYJ5nO5nGlHfWDLMyH18HiCzhd8H1pwn9HifBcKBevGgZSD9aa7R7lc\n1tzcnEkRuC6BrKSuQlHuBwCOPcFOfpnPVwqkshHZZHt7e+YMiLyY8jI5OWmHjsNLiqdcLpu4F6BJ\nxEXEw0uPRqPW/BndnC8eoREzBxhWjYMuyRgHwA3VmCyyn5SDM6PaEa0VYJrNwUhNPzFpcHBQIyMj\nisVi1kPSR7W0AAK0kFYZGhqyhswwDR5c4wjoo4jBpJG6JDNCc3NzBiAQ3MNGV6tVa3oOO+gju1qt\nZhWRAGFS7RRCofN6/vy56vW6VW0DzKenp7vYO4pjtra2uvrfwhjTaaFWq2liYkJLS0sqFApdDm1l\nZcWa8t+8eVO5XM6GBLRaLRshytACHN3JyYkKhYKxO/39/YrH45aihDHc3d21NSsWixZRs969vb1a\nXFy09lX05kTXNjMzY2tHOp12agcHB8pmsyYXYZoM7XLodDA7O2vTSNDWwqDS3m1ra8vYyPHxcUUi\nEa2trVkwhH7u4qLTD7Zer+vx48cql8vGsvT09Nho0/Pzc3300UcGejxbOjY2pv39fb322msKh8M2\nuYVKeQABzDaFCkyzos1YrXY5XYUCHe6VIkeAA4w3WZHz83Ntbm6agwmFOs2sJyYmTG7gzxf3R09b\nALIksy00cEfPy31XKhVtb2+b4wkGg9Z8njPPGaCNzOnpqWnmenp6TEJSrVaNGacZOtIMvn96etoq\neI+Pj/XkyRMrsvKBIw46EokYwKRHM0wm16WAFPuM8yaAJv3Ic8BQJZNJ0yx65wwI6evr0/j4uE1N\ni0QilrKVZKlVgn0q2tmr1BUgPQBYLy0t6f79+yb7QS7mwTH3WigUND09bfpWioIqlYoNQAHsekkA\nDBaOfnp62mQYH330kQ1y8BkislNUd4fDYcViMas4x3Zzrpn0dJUhRl+8s7Nj2Qp6Tj948MCYV4Am\nAAoN4szMjOr1ulWaI5ugZSO2bWtry8aRIgniuYeGhoxIIJjb3d21lmOAI8ASEgj0/r7V1sXFhU1v\n8oGADwR598PDw5qZmZHUAYTsY4Y80HoM4E8AjMyK9x6JROyeKIimLynvnQwO7KyvEUgkEpqdnTXp\nSTabNUkDzDpZuVKpZN1q+H2yM7RWrNc7A2Box8Ze9ml8Oo/AKJ+dnenTTz/tGqDB2SC1PzIyYtip\nVquZjM3Lp/wwEPrgEgRKl+w9xNWX/XylQCoMAEAA7R1sGQYfYBKNRjU+Pm7MGs4TVouNG41GFY1G\n7SD4WcEAGXQxRNk4h/HxcR0fH6tcLpuRJ92E2J1oD+YSgMwBicfjpmlj0zNNBX0nhxAmBfbLM5K0\n9sBBENG0Wp0G0AwBwPnx/uLxuLW64t15ATcpib6+PqvOh+Ha3t7W4eGhTZmq1+tKJBKanJy0KL1S\nqdgUioODA6sKXl1d1dzcnILBznzz3d1dez4ica8Tm5ub09TUlPWVozdno9HpNBAIBAwMAEbplesP\ndCwW08rKiuLxuAUtW1tbymaz5ogIRJgqggGj3RWthbLZrE38oncn6UOcyeDgoG7evGkOWpKBasYA\nplIpm+ZERIr8Ix6PKx6PW4sTH2ixlyXZRLN6va7Dw0Mb3PDCCy8YuPEFPufn58bgwvL4IQrSpU56\naWlJt27dUjqd1sHBgRndzc1NSyNKsiieHp4Axt7eXl2/fl3Ly8vGrmDomeQDOJA643sfPHhgKdDR\n0VFJsnvDWLdaLS0uLqqvr6+rywZMOiCDIMAXTPhhF5VKRdPT0+ZcKVSkBzNZHN61128BVAleKOYD\nWE5PT2tsbMz2NAEgjHe73dbTp09VLpe79NycQdgyeq22Wi3L6lAoWKvVrAtHOp1WPp/X0dGRjev1\nurfe3l6lUinNzs6q3W5rY2PDWCJaSkmXUhyCTfTD2AjWhv3PmlNRDWNHAIVzhkWkfQ8BN7bK21+Y\n+XQ6bRPYmLbEWlI1T2asUCjYfHIP8pGkIOsgrUt3CJw2ThybgT3k+yiQITvDtTm3ExMTXalpQBuA\nGcKi2WxaYQpMLuwv9QicCzJeSCewA+xhqdNfGFABO0gKn2zGzZs3dXBwYFOWyB6gO4aFRSLEXs1k\nMhYQ+qp9hqxIsuwj604AXygUtL6+bmzep59+KulSekGGEdnH5OSkwuGwcrmcyalY22q1ai0jaRwP\niQKLR6p+Y2ND4+Pjmp2dNbv27Nkzy2Z5gBcIBOxeYEr5ELRyDsjM4WMoquMfmGFJyufzWl1d1dHR\nkZ4/f27XgLiQZGlz/FE4HDZbTlcEuv9cXFxoc3PTwDrBH+vNe9jb29OLL74oSfrwww+NRednvUyB\nATOcdzIzSOOYZkWbKwJqAl+vgeUc+azif/f5SoFUHA+iZ6hxROREXbABMJHr6+sWhdFomMMrdfR3\nhULBprrw0mFI5+bmND8/b6kB6HhAJylMtBpERMFgUIuLi0an7+/vq1gsSrrs9egLBthETEbh/vwm\n9Foe2uZQXML9kjoLBAJ6/fXX1Ww2zRHB9sHqkGKjByjRP+yR1GE0xsbGrCgKp7G/v2/BAIJuQBNa\n0UajoZ2dHZtchPYzmUxqZ2dHPT09Nn98fn5ez58/NwOFgYflhJ38xS9+YSzY4uKiFaHs7Oyor69P\ny8vLZiQADbA4jUbD2l3dunVLoVBIt27dsh6rjUZDMzMzxhpSdIJjIFInyEHHmslkVK/X9d3vftci\nfFrwsEePjo6sQTq6MOY7b2xsaHZ2Vs+fPzdwQmsjQNTZ2ZkZbCJWxuA+ePBA8/PzpsU7Ozuz/VWv\n15XP53X//n1jo2nOPjw8bEZ0YGDA2osR6MCOFgoF5XI5HR8fW7N+HMeDBw/06quvamFhQZFIRDs7\nOyZ1oOq/2Wzq17/+tTWfZ3IYLdbYm3zQgcKc0iQdYIVj3d/f17e+9S2Fw2Gl02l98skn5rRx6IVC\nwc67j/p9EQRGliKu8/Nz7e7uqtVqGXMSiUQkXWq3GDuKvUmn013dHEjnbmxsaHp6WouLi5qYmLD1\niMfjSiaTNsElHA6rr6/PWG5667IPpA4rRJ/byclJnZycaHFxUY1Gp03T9va2dnZ2LC2OvaLTCMEP\nTFYg0JnQhO2ADT4+PraepOxxmBMm38zPz1uaNJlMGkjFVuOER0ZGDBBxHca5QiQQZFSrnUEDBGsE\nc4BrzgBBIPp6QFMqlbJ+ql6nC0uLzKfVaml8fFzXrl3TwcGByuWyDg4O7N329vZqaWlJrVanwwUy\nkhs3bli2hz3JCEiCJ+wfk44A/2jPsflvvPGGDg4OVKlUjGTBvtCbU+oMdmBMLOnq3d1d5fN5Y2Bh\n35myhe/g2pKsAJECXNK7AD2q2elWwHPD7tE4f3d311oVkr7nncHEjYyMWKsq1qLR6PSYJZ1MsM30\nuXK5rMHBQRsnPjIyokKhYDpT7GWpVLKf98CQgmWYTPZ7tVpVIpFQKBTS6uqqaXRppUbGCp/os0mh\nUGeSHBnFw8NDe188E+QIvVupLyDgDIVCevjwoXp6eqyAGlAsdUA/ZBPDVxqNhuGbWCymra0tnZ6e\nWl9S5EfopUdHR80PQ0AQRHL/BDuw4RQVetkURVn5fF7Xrl2z85VMJrW3t2dZPPARxX2+PqhYLFqb\nty/zCX7pn/z/wYe0E2za3t6eksmkHj9+rPfee08ffvhhV8RZq9V0eHiomZkZra2taWpqyow5rA1j\nCL/44gsDU8xbRjs1MzOjRCJhafyDgwPrdYg26fDw0DSXbOhkMqlYLKY7d+5oYWHBfoeIOxaLqVQq\naWtrS/fv39fDhw9VKpU0MDBghoRrEB0vLCwYA3N21plf/vz5c/X29loEz4bc3d3VxMSErl27ZkAZ\nNjAYDFr/vVwup9HRUWMfaPoMSCX1w+zjTz75xPqwAZJXV1cViUS0vLysWq2m58+fa2JiQvF4XMVi\nUYODg8aE3rp1S6lUytbp/v37evTokfr7+zU3N2eNpVkj/w4ePXqkb33rWwZQJycndefOHevm8Otf\n/9pkH/TvQ5Qfi8V07949HRwc2MGamZnRb37zG4v+zs/PFY1GjfFaW1tTMBhUMpnU06dP9dlnn+nv\n//7v9eDBA6XTaZ2fnyscDmtlZcXeBVXNBA6kR4LBoD744AP967/+qx48eKDNzU3rIjE1NWXtXAjE\nlpeX1dfXp48//lg7Ozv6/PPP9Q//8A/64IMPtLW1ZazPK6+8Yk6batmBgQHNzc1Z+m1yclK7u7t6\n//339cEHH+jBgwfKZDKW5urv79f8/LyBGN49XSF2d3d1eHiohw8fanx8XG+//bYmJiY0Njam5eVl\n/fKXv1Q4HLbpUHTYgMHM5/P64osvdHZ2pps3b+rRo0d6+vSpTWciK+AMBwmCAAAgAElEQVS1g729\nvUokElYFDjMMwEEXOz09bRpdNKYwu6Rjf/Ob31iglkqlbN+TtkKrS8Czv7+v1dVVvfLKK1ZISTHB\n6emppdxWVlaMyUXCgh777t275jzOzs50cHCgra0tY8ij0ahlCnAIJycnOjw81NOnT7WwsKBYLKZG\no6HV1VW9/vrrikQilvkA0IyPj2tqakq1Wk1PnjyxcxQMBvXiiy8qmUxatuni4sImJS0sLKjRaCiR\nSCgQ6Aw22d/fVyqV0r179zQ2NqaLi864xaWlJdPP0RcZ4B0Khaw+ACCAjSX1mMlkbIxpLBYztiiR\nSKjdbqtQKGhjY0NPnjzR4eGhMYSrq6u6ceOGnQt0zuyZeDyu0dFRJZNJffLJJzo4ONDBwYHJIUj9\nJxIJLS0tWU/YSqWi73znO5qcnDQJEZXStJ+anJzUzMyMsa3sO98zGeYLX4HNBFyQvQP8AJrRtLPf\ncrmcAoGA9fyem5vT7OysvS+C2fn5eY2NjZlchRZ009PTphXEz2WzWbNRZM0IStC8ptNpFQoFvfzy\ny5qamlKz2dS1a9f0yiuvaGhoSF//+teNLJBkk7rOz8/14osvamJiQq+//rq9A9bOg/eZmRmr28DG\nlctlbWxs6OnTp7px44YV58CikloulUqamJjQ3NycBWPZbNayA6urqxaAEpBCiLCW1Cu0Wi0LElOp\nlDY2NlQoFJTP55VOpxWLxbS0tGQ6fYKZWCxm/aPJ4KI79UWFkqznNyQV5A12gsBlb29Pu7u7NpaW\nGpVyuaxnz55ZD+PJyUnF43EDski2VlZWzC/jT1nroaEhI28GBga0vr6uQCCgUqmkjY0N5fN5zc/P\nG6lx9+5dLS4uamxszKbbNZtN648aCoV0eHhoFf937tzRwEBnEiNkBuzy+Pi4VldXtbS09KVx3VeK\nSQ2FQsbCkGJChwiwXFlZsQjJp/vpW5lIJDQ4OKhcLqehoSFFIhG9/PLLyuVyFqnCxKD1QrxOKmV6\netoKPWBQGo2Grl+/bpQ87Y/6+/tNwEy6lwbIsVjMAO/6+rppT6PRqGnAKFoiMozFYqYHazQa1i6L\nDS3JDtLc3JxFO7A1aMiCwaASiYTS6bQ5OMYrcrC4Llqmvr4+Y3bW19c1OTmpJ0+e6Lvf/a71KKzV\nalpdXbV0CJX5iURCBwcHmp6e1sTEhG7fvq1SqaS5uTnFYjErlgqHw5qbm7OKViJ1ipSuX7+ukZER\n3bp1S2dnZ3r77bcNUK6vr+vf/u3fdHx8bAEAa4y+dXx8XNevX1dvb69eeeUVSTJtM+l2n24lbcGc\n7zt37ujJkyfa3t7WN7/5TbXbnXnH9+7dM10ygKe3t1dTU1NdRuHnP/+5Li4utLi4qJ2dHQ0ODioa\njSoej9tovJ6eHi0sLFjbF6pr5+bmtL29rf39ff3whz+0dyRJN2/etJR4f3+/wuGwpUR5D6+//rqe\nP39uM9HRFw0MDGhiYkKLi4sWbDFuMhaL2V5AzwZYWFtb06effqp4PG6ThDyDs7KyYsHI7Oys0um0\nMSsvvPCCNjY2jHn0FfySDBBgNAHuSCmQ39y6dctkOq1WS9euXTM2Px6Pm+E8OjqyTAVBC+eFs7W4\nuGhjkq9du6alpSUNDg5qe3tbg4ODunXrlnVHICXIOU0mk+aAYXDGx8e1vLysp0+f6vbt2xobG9Pz\n58/t+RjEwFleWVmx/Tc7O2tTf7Bl9XrdppCFQiHTjrGGpVJJ169fl3RZoFQsFvXmm28qHA7rs88+\nsxRhLBbrqjCenJy0dxOLxUwHTXU3DKpvPxMKhSzFS5aCVD4dSJaWlmxfw/zD9vT19SkWiykQCCif\nz0vqZG1WV1f1xRdfaHh4WGtra7Z2pVLJWH/2OO3QYJTn5+f1ySefSJKuX7+uiYkJffLJJzb+lf6W\nwWBQe3t7isfjBvzi8bjJGmDXYBXR69EblsEljAmdnp7W6empFfVSoLS6umrvC+bdjyCdnZ21d1Kt\nVi24QjNIhgvpWKvVMjkYtpGiQQry6DfLd3HP2KShoSEtLS3ZYAKCtJs3b1qx2MnJiY1PnpmZsYwS\n9QNTU1MaHh7W3NycarWaXnzxReVyOX39619XMplUqVQyqRz3hV2YmJjQxcWF6bvRB+Ovj46OLIhD\nXjE7O6uTkxNJssxMINBpObi2tqZSqaTl5WUbRENFP+8CHTD/bjQaZkvi8biBXgpWGSEbjUbtnbbb\nbUWjUbPxFIQRcFxcXNgaMyIZkmBubk47OzuqVCo6ODjQyMiI3nnnHT1//lyBQGeaYDqdViaT0Y0b\nN0xagnafrCzM+fz8vDHks7Ozps2FOGACFOt+584dA+LNZtMCRwoyI5GISQz6+vrM3kxMTBjwZZ9G\no1H19fUpl8vpO9/5jmq1mumeJXUVkn+Zz1cKpMJAxGIxRSIRraysKJ1OG7sKS8mLp4DKj3djk9K7\nkSIQKgkRe8MKQMv7lE0wGFQ6nValUtHMzIy+973vmcaOViwwUxhkWnBg2AHYd+/e1erqqlHuIyMj\n5uSmp6dNL9jT02O6RZ4XndFbb71l0ST9Qb0WDi3a0tKSjemEOVhcXOzSEdFuinvu6enM26boJBaL\nqVKpKJVKKR6P61vf+pZ6e3stPR+NRq1SGsYWJmp1ddVkGH/wB39g+uF6va5bt26ZLs1Xv1cqFSUS\nCTN0VMF+//vfNwBcLBa1uLio4eFh3b5926rNg8GgdUs4OjqybgR/9Vd/ZR0dKHoi3QNzJV0ON+jt\n7cyjr9U6jd1/+MMfWoRdLpd17949FQoFYw9h65l7PDk5aZWsP/7xj40NwkGz1whoaJbMQIKpqSlj\nu//oj/7ICgMA1vSyw3izV9EMjY6O6vT0VIuLi1pYWND5+blGR0c1NzenVqtlIG1yclKZTKar6nxm\nZsZE/VNTU0okEpqentbR0ZHK5bLW1tZ0fn6uV1991eQu3EutVjPN68zMjFZWVjQ7O2syHAI57oH0\nriQrVGQ/0mKG4gyANEweGmEyH0hhYEoBg+wxzjkgLRAI2HlFT4jDeeedd6xY0Q8SAORKHT3e5OSk\nnRkYzmg0qtXVVUmyEcTsj7GxMa2vr5sWjwLGRCJh54JzCmgBZFxcXGhlZcUcA6CYqujz8/MugE+A\nFwqFLOMCW9nf36/FxUXNzMzo9PTUGNfh4WFLAZbLZXtXs7OzNqoT6REMFTpOdHqSLAgbHR012wbg\n4QxPTk7aeN1yuazbt29bkRC6+OXlZQMVZAywp/39/UokEmq1Wrp7964VviBLwJ729PQon893SUJw\n7JFIRMfHxzbog7PZbnd63C4sLJhNgDkjmGD0rKSuPUDK14+JpB8wwJIUsC/2k2Qt/HyxXn9/v+lJ\no9GokslkV59Y2G7AGb15pUvJA4HI9PS09SIGAHPuOW+SrLAR6Qi60ZOTEwtmAcvNZtNYRzqtsA/4\nubm5OTunpLa5Z1o9oR2GyR4Y6Iy1JRDnXpFt0M4skUiY7fBtpqgVYeAIs+uRB8JUYpe4T+wBkhsI\nqkKhYHsQTAAwRuPMGvMz+PMXX3zR7N3s7KzJLqgfKJfLhlOQrUHSTE1NWcYG+31xcaG1tTXz/chJ\n+F1si++/zu9zXpF/SDK5HLITSdbhAf10NBo12z04OKi7d+/aeb7a9u2/+3ylQCoHEQOPs0fgDRDF\n6ABWONiANehzRMzoOL02zRcPAGBCoZDpsXDoBwcHki77oobDYet16nUbvb2XfUApsoKVwoBhbCUZ\nMNrY2JAkLS4u6v3337eU/fj4eFebG1JwsLf07aTCHR3u7OysCe69I8Qo8w6IuomsAAUDAwPG7qLJ\nwRHyrIBwwBFsNKCR++ZgM80L8EyqRpJF2RiJcrmsvb2936ma9YVt4+PjBlLD4bCB5nK5rKdPn9r7\nprp4dnbWAgw0VQREsCiwZ6Sn2+22UqmUpV0pcCDCZ/yhbxdzeHhoxWCtVss0b6RtKbajTyp7lUgd\nBoY1gs2nytdXjLZaLZNAwByhK7xquGGOvE6bCHx0dFTz8/OKRCLWAziVStm+xSCSheD5abtCFF4u\nly0Fyzsgteb3GJ9qtarFxUU7WzBKx8fHajQallpFtsH4SCqyJyYmrKCRgj7p9w8+wJny/qWOQ93c\n3DTZA3pMmCA0Z+jxAFr8XKVSsfWWZP0rCaaxCYA71h+GDSaEd4G0g3MAyw6gBihSkAmQR4fIevjm\n3TioRqNh7xH5AcWV7G8YRQI9zheBe39/v2KxmAFfAK2v9CaIAShBCvDM6A7RGfqWSpKsYBQwyHWw\nuRRxNBqNLob5xo0btlY4T/YgZAGsMpPcqCAHsACIOH/+vDMoBl/BmfK+xLce4oxw/8FgUFNTU4pE\nIlZYxbth/bBHvI+ens7witu3b3d1Q8A2ADLwm5K6htiglaRLB/6TjASAk+cmG8k6QNAAPLHFSBq4\nPsVRfCBiqE2gKwEZQarFkTAMDQ0Z+ULdCd1J8C2SbL/zvWg2eQb2K89Bxw/2Nu+FWgAyO6w3vurs\n7MwyCn4KHb6KZ+e9syewd9QqsF6cS4J7WEzO4+joqBWGwfSDLTwQJoBh/2Hz0WVT10Lhry/iJAOC\nxA4f4Vv2YWt5TnwJpAh2g2fmnXyZz1cKpNKWh81IOnViYkK1Ws1YE6IlGFCMBlE5kShsKossySo1\nYUQR8uOIMGQAZknWEof0AKCY30N8TLogEonY73gW0wMIn1rhecfGxkzngwOKx+MKBDpz4BHso61k\n83jmghQhE7qI1gEqOBAiPcTqbGZShUTcdBTA4aLzowUVGxr9FJEqDI4HV1T3EjRQeIQBh8XAaGM8\ncXCAcQwH9xyNRq34i7WQOo4eZkzqMCA4bwTnHgySXgIwkDKimMWzJRg80qEwsrxbiqt8X0ii24cP\nH9p9cM3h4WHTnQEgSAXjVHkfgNlisaiZmRl7XgyJdCkJGRgYsL2KFgl2iYp2Uth+uhbV2oODg0ql\nUlpeXjaAwPORKqZVmCQzhL6/I8CJPSV1grQXXnjBiihYT9hVnh2tMulXCuMoEIOlqNfrtscACt6p\nYJBhcbLZrGn/PCjo6+v0jsVx8H2kBKniLxQKll25CgJhl3yBxlXnwLmFLaeROHaCghzeFfYRJ8y5\n43d89S+gHd0dQITf510A0kZGRqxYCRvpK7hx4K1WS/F43CrU0edTXHG1VQ3AgXslKIZR82wrrc0A\nPp6h83pLWGlYIemyly0BMPaTAJ33w7NQaMaZZG2urhcBIe+c7AHgF+BHIA144IzhiwiwAf2cUUAG\nzwv7jY8gcAC0ExTgI/k5CqvYx3RYIEDA/1HQxgfbzPV5hzDJtVrNABOgkH3L++T+2+22FamxrwgA\n8EWw4mS2/P6CCJBkumpS0uw17Bv7ApvRarUsvc0eIlPHvRIo+b2AfSJoY1+iWSWooHYE3wU5gY0D\nuFGYzV7F14JByKayR/BxMMntdtuKDD2TzNpwHx6oUpsDUOWs+RaZfu/4bAi+jiCTQIkzyzV8QFqt\nVv9HI1GlrxhIbbfbVp1GWxCvIQ2FQuZk0G5ghP1m9s4XGt03pcWRADSo3h0cHDQmDYPIZgIww5Ri\n0LkmB71YLFpjeCI4DDDGu9FodEVcbMS7d+/q448/Nk0pwITD5CN6IlJYHQwM2ko0Xb4lCmCVDce9\nAwJ8JOXfAdpHKltxPgCB3t5eY9RIF2G0MRJo2XBOGFWYBlhRmDfWBpDT39+v/f19O9gAIcAAzLtv\nFwKbSACC4yAoAMByYDHGfC+RfS6Xs6iYanr20vn5uUkI+H32DYBLkgEuWAmKAwDqGAn0zkStOBGi\nbwwNBoSCH9bO97XzKXYYXwD+7du3tbOzY9kG/36IyjH8BA28a4yln33tg0EYVr6H5/If9ge6WYAT\nBRo4WjS3rAmBFteieIIqXiQ+PtDhbALcCUQpejs+PjZDPz8/b2eKAJjvODs7M91sIBAwZheDzvn2\nQQqOHPYdUCPJ3jHgHybX71McM90G2AOALJ6B78MmABTIGgAm+X4AA2cVG8FaSLK/g52huT2AlTWk\nSwT7g/UhC0TWgDWBvWF/kOkhwPT3gZ0iqAJkAb4IRPg5yIRAIGBDJC4uLqywkQ4PnAvfWQNdKsCf\ngkDsCBIz9gNpT67L+cI28nN0cgEMsCf4Xhhwrssa846vEhGwknw/wbv/Xtb9akcXTxJUKhVls1nr\nF+qBNGQJNsuTHTCi6GfZA5xTfBrXpG4AO+ClB9hi1nR0dNQYTFL/AEeeD4mGT+FvbW3p5Zdf1t7e\nnn03+zwcDpvfxedxvr2uFR9Cv3B0s0yFk2Q9WPFj3kdDSkFm8HdkHgkgKaZlnWGf6bTiAygCUd4z\n6+b3F4E038eaSTLbw3ukBST2luy073YAY86exI6xXyFxvuyn5+/+7u++9A//3/55//33/59CodBP\nQQT9+ohsSfnQ2Lm3t1eTk5MmwG42m9byA1aQQ0D0i8HiH+QAPkqlLQ7fSVqYQ0nKDTBKf0v6uxEd\nkt4n5YCzgM19+PChaYeGh4d19+5dczS078DoImrG6JHyp0CDtjeewfI6Gq7J31NZeevWLe3s7Fg/\nPQAkRgaggHA7nU6rr69PiUTCROcXFxfKZrNdqV2iNB8c0Fbk4OBAy8vLBpCo8Cbyxrgge6CRfiqV\n0urqqiYmJux56HfKQaPgA6fAO+DQMjThiy++ULPZtOp+Dh97jVR3rVZTKpUynfDU1JS1p0omk+Zw\nfeEC4JV7aDab1iC7WCxqY2PDKpLZfzgVqpxxuvSFXFpaUiwWM4BIRTHnAmOG0/Pvm7YitB+SpJdf\nfln1el1PnjzR1NSUBQSSTGN3cXGhVCqlhYUF0zehVfWMEcAFcANQ8SDj+PjYpDNShwVJJpO6ffu2\nDg8PzWjDNlBdS7Ehjjefz1v2A8eDs/EMFyC6VCpZM3v6IcMGeIYxFouZQwJ8ooVDgkCvYEmWlgT0\nA07YN9iuk5MThcPhLrZb6nbivMtgMKhMJqNUKmWBGsCUtaWyGg2jB720GULqwzniw77inAKm0Oxt\nbW2ZUyPw4XwT/FBkxvcCpCXZOyX4ZNQo6+1ZIQIAGMTj42MrWgOUwYZJHXYWQMUZ4flhEhm0wN+h\nmSYQ5D7YN+hzDw4OrAgIoMweYS8yRli6dPwAewJb5FGACxw9790z5axjtVq1grOenh7zd9lsVoOD\ng9rZ2TFGjLPvWThIFgKrq2yvZ/ABqFTv7+/vm91lTQFE9Lalty8BCACR9wdxUSwWtbS0pPHxcWWz\n2a7UMnuEvVGv17WxsWE2A32ql5dlMhkDbFyf/ebfM/tydXXViAx+zsufsLHVatWuTWaFv8On0E2C\n4m3Wnf1LQAowXVpasvdFIEFQSQDFWYNppqUV2KRer1tLMGywl3aAIwhAee8+G8Dexh74s7G/v69M\nJmNnEl+LXJA2jtls1uQa+CT2Dlmnk5MT9fT06J133vl/vwyu+0q1oJqdndVPfvITNRoN65UGNQ3g\nhEmqVCoWOXgwhGOkXygbE+3a8fGxTa1hQ0nq6q1GPzsMFJsPsFksFo0FgOUgPQ97wGH27AEToTgM\nX//61y1NRsXkm2++qd7eXnt2vpsDBwPpm1aTAoPd4dk5zKSBJFlDdDb4rVu3tPTb9jOAfwwh7BiH\nExDHAfcpRElmnAEmyDPoZUpg0Gx2msO//fbbBrho78QhvRr9U8UNeOXv/TpLl1o02DjAAawlkz04\nvDgqmDi+g8ix3W5biy36a/pnhtGAhYBhhzEBrLAPK5WKXnzxRTUaDfs71gJmij2DM4NdrNVqth8B\n314KQJRdr9cNTJ6dnXUxZezJ4+NjvfTSS9arEDaMfcOZItji2ZAPUJSAQ5QuZ27zDnGGGF/uk/eK\nJpY9ALgi3eYLBLg+mmc/lYr74HcJXihUoe0YxVc00AZUcZbZL/QXBExJl1KRs7Mz6/fJOsMQIWGh\nqAsbgiPh3sgC+dQf/ZgZnctzs3e9XGJgYMB0+r4oxDMd2ASftgPIeDatVqspk8loc3PTmt/jVK8C\nC9KX29vbBti5J+wEYA19smfxsQ/SZZr37OxM2WxWOzs75ryxVwBALxVgv/M8kroAhreZwWBQjx8/\ntp/1gSh7hCb22BD2FnaSZ6eNFM8NECEYYh2QSrTbbRtG4VOzrVZnSAatkchgkFXge7Cn1WrVWqqR\n5idVzrPyOwT8/Df2g7XzrLdn99PptA2COTo6Ujqd1snJiZ3fk5MTy/B4Qof7A8z84he/6JrAx/Ow\nxwm6AaDYDPYB60dgdnR0ZO2e/M8SFHiQ+t5779mACWQW7BUyeMViUbu7u5Jka0KhEUNJGNghydow\nFgoFs8k+Zc4/3Lfff17+QWaJoJWgmiyCdJlZQl6VzWa7mHkyodw7tk+6nLgFeGWvg2dyuZwFBOiH\nsXOsH5iF/VAul02r7QM7/Cfyri/z+Uql+1966SW1220dHByYI4U6xxH43p4Y21QqZQ5EkrXMIaIn\nDYghky7n5fpoz29o6XK4ABuFiItUoXRpIL0ODB0S2jg2CyknFr5Wq1khR6VS0dramlKplN0fjg62\nzqeUuT/APOnRnp4eY1poucHhgUXkYPBMS79tV8LhpycaE0jQ+gFSAPe0ZuGQ+IOJccIo8meBQKeP\nH0UYsVjMDDAz2nFKgGOYhXg8buwJkXe73ZkYQ7oKQ4Km0BtLGEBSJN5wE7EDopAqAAyPjo6sQCgY\nDJo8BOeDowH8cqB95EsAs7i4aExlq9Wy+0PwTpSN8W61Wtb4G3DCHvIOB2fE9yFLINWLUWu3O31V\nk8mk7t69q2w221VYB3NA+ol0EsVprVbLWq2RyuKsnZ2dmezlqsQF0MX+Hhoa0qefftqlo+T+APiZ\nTKZLa07LsEKhYI35YVU8UODdc1Z+8IMf6PPPP7e0NE4CZo/964slPHAFOPHMOAWvS+Mc4jg9g0Wg\nK8n2Hg6PYKm/v9/mkAeDQQtqONf0a0aDh/zAy09IV87MzCidTlvXCtYIgAGgPD4+VqFQsII09M5e\nNkUTfc8ikwan2AbmFruazWY1OTlpmSAvv+AfHyACLjg3aH8pmvPvGzkMul2cNoMG2OeBQKd3ZCKR\nMF28z1Ccnp7aeO2trS0b7cl5Y8IXciC6K9ARob+/3+6ZTATXltTlI3D42KGTkxMt/XZEM0CJ853J\nZEyC4LWxNM0ncMKm+D3IGmHDOPfcH6nbaDRqPby3trZ048YNGz/92WefWTuvpaUlk0WxTgQ7+Mpm\ns6loNKp8Pq9PPvlEKysrRvD4FDW/RyDkzzXBbyqVMjuK/bu4uLBKc/YHe8jbtw8//ND6eBOk8c5h\nhylY3tvbsyIpfOvBwYHVufT2dtqu+foTAmoCQtY7FAppdnZW+XxeoVDIfAPPgFTIy2AIAPkzGFa6\n27TbbfPjPlNyVWKAzzs7OzPmFrsHoRWLxTQ6OmryrouLC+sfLHV6ZONfyCwSbHnwS8DCc33Zz1cK\npA4MDFh1sHQ5QcMDMACK1Hm5RMHVarUrRcPh9A4PRsuzk/6FA3AAHhg2L9amkIYUINcFHGBUcdps\nPM8k8BxoddCJSB2A3Ww29ezZMzvc6A5JabIBi8ViFwMqdVpJkALn/XmjTAQG2I1Go7p586Y++OAD\ne+cYfowfGpmzszNLpyEU3/nt9BtAvmd0eOcARvRftNYIBAKam5vT3t6eAXlfxACbw1rwnjOZjBV6\nkBICGPioj0DHM8qsy/z8vLLZrP0ezpIiDrSHMNNbW1vWgBljcbVdio/wWXf+zqcGb926pcePH5vR\n5PeOjo4s/cZ9lUolZTIZPXv2TMvLywZMvaFhD+M0SPkCxtjrOGDODgEC64IBBrwxLq/V6nQ94BxR\nuAJ4Y08BngETOF4APOea/Sd12AqcOQEoUb6krjOEk6PiHiaCYASwB0j3gS2tsjgvGF7WDcdE0cXF\nRUffTRDIdWFMIpGI7Snuz0uEfIEJzCRODcfiszMUSV5cdKa/fPDBB8rlcpqbm9Pc3JyazaaePn0q\nqdMflLZdABkClIuLjkaR3sCZTKarfR+pU36OAQqLi4tmd/b29kzOIHUCgp2dHWvPAwMOK+v1zJw/\n0p9eQ05BiAcNzWanc0S9Xtfm5qbtnWKxaEUk1WpVu7u7KpVKWvptmz32kU99Uljqs1jsH190whrM\nzMyYhj2TyejBgweKx+NqtVpdzeqXfttPlw4L2Apf8AN7CPiQZMHt2NhYl4YQYoCCqnfffVfXr19X\nvV7X8fGxUqmUqtVOT1XeNxKn8/Nz676AHfKStf/8z//UCy+8YOfIM+KSrCVYMBg0GwiASSaTajab\nlhJmKACFVL5ImHPOvkomk3aOQ6GQERMEBvgs3jvsZ71eVzwet8B/Y2PD2oVRUIs0jZoFwB22DHuF\nvSeIlGSkEL6coGRxcVH/9E//1DUogfe+sLBge5qUPAyodMl6Sh129/nz51pYWOgCjt6Hsaej0ahO\nTk6UTqf16NEjraysWIvB+/fvW/9k5G9ItsgieEYcDEEwDdkSCARMt03fX2zR8vKyfvazn5mEEZnX\n559/LqkjAeNaZCk90QUznclk/kea1K8USPXtOIhI0cdd1UCFw2GbPkSEQ8p2fn7eepthHLxxooqS\nTSepq6UQBhWdI07s4qLTvD6bzer58+cmusbhNBoN6yPmZQmIrTHWGHLuCUf50UcfaWZmpusAoHWU\nLqt8SVOhW/OsEdGur+YDvGMgAfGAM0Ad/yZ69/o5AFZPT49+8YtfaHp6WolEQsFgUM+fP9fNmze1\nsrLSxah6yQTf0263bcoI4P/FF1+09wBTSGqJytCzszM9evRIp6enBh4l2boQYfpUNf/QjgMwh3bw\nrbfeMqOC0YddB9wDPra2tnR4eKiVlRVJMlYPvSEOkPVgzTEQ7CHWjEldABr2BWAGIBGPx7Wzs6NU\nKmXR8ujoqHZ3d9VsNnXv3r2u9Kd3lv77vPGUpPv37+snP/mJ+lOLMlcAACAASURBVPr6rIcfbCzs\nfaVS0ebmpprNprXuYi9wPglo+Df73c8cp0iG/5cu2S7+3PcDpQ0aIwJ9qrRUKlmwxrlgv3ngyf3w\n/JKsBRrn9eLiwsA2Z3ZgoDN61FcSe1kDzgEjDUAlCOSMeNvj9YvYKd+KDjDG+7x165YkaW5uTgcH\nB/riiy/s72ZmZqxYza/F70s/BgKd8cbT09NdTKUv3qEfImzd0tKSdnd3ValUtLe3Z2wWHRewXZxP\ngBp7H1vKWrLOV+UmrVbLKqH5ufHxcf3617+2IOXatWsaGhpSOp3W4eGhlpeXLbMGI4ddQ3fKWvt3\nwwAVbBJBKExorVaz2gaAYKvV0sLCgjls5DZ0MmBNPZvHM2MLJNk4bmxvIBDQxMSEZdJ6ejp9abPZ\nrNlp+n/jSwD2/rqcRUAbwT0Am56xADTqC/BxrNe9e/estoCAh4mAvoaCDJZPKXtp0/HxsWU5fKFN\nrXbZj5XK/quFmXt7e/Z7oVCoq0K+p6dHY2NjNt/eSx0gjni37XZbuVzO3rfPQqCR5gxK0vr6umUN\nfQs2fD5+gLoM7BDrzVocHh7q4ODAZFyAU4iynp4e05Az4Of4+NimMDabTS0tLSkUClmQFAhcdvEA\nRxDUYs/BQ7wn1h+yxWugYY2///3v6+nTpzo4ONDu7q4CgYDefvvtLiLu4uLCcAeFqmQzIAa4/pf5\nfKVA6kcffaRQKKR8Pm9RvHQJzniJOIuZmRltbGxYuoufRYSOISbd5sGHF9L7NBaOHWOE82az9vT0\naH5+Xu+//75tJDZNtVrVjRs3jBXl2oAOb7B9OoTnQtxM0QA/w3VhBlZXV/Wzn/3M2DFa4vT392tp\nacmYLkAh3++7FXDg/vEf/7FrIIB/Xs94tdudqRo0AAfMDQ8P69VXX7XWWzBVHoR4FqG3t1f//M//\nrG984xtKJBJ69dVX9ezZM9VqNTNgRHAAKvRKn376qfL5vM2YTiaTWl1dtQkcvC/WwvfaAzzA7Hzt\na18zLSTRqHf4rFs0GtXLL7+sbDarRCJhQwwGBgb0+eefGysMsPPsGu8NIyLJmncPDAzo4cOHXRo9\nDyJhAJeWltRut7W9vW3ghDGtTNryDBHf5w2XT7mxLrBHFJmgA+Ve2CeTk5PG9PT09Ni8+TfeeMPa\nb3FNmDyeAUDDf1/9+Gf3AWogENDCwoIZc1Kd7Xan6Tpjk2EFOf/odWE8kd7A+q+trenx48d2jgAr\nPkAgKHr48KEWFhasCApdK3sNQE8gAzDzwYDXa3o5EdpKLxviGc7OzjQ4OKhr164pm81aG5y+vj5z\nvrxrgLjP/AAACcb8PfAhIOc5vB5zcHDQRq36dDOMDOBYknUP8etJOtOzmQRNPHMgEDCdNaneVqul\nubk5Yx8ZMYvtWFpaMhDkC3n8eWM/eQ0/rC6DGbBvnrhoNjttDdfW1pROpw2U+g4E+A/AkZeEcE9+\nj3N9bB77gSwAwXVvb69WV1eVz+eVz+fNFsPkcX3OpNdpE4jgKySZPGNmZsb2gu+3SZDPPQ4ODmpl\nZcXGcEsyzb/PMLKP/Ln12UjeJ++bQmOp4++8NALgu7i4aOemXu+0kGMSFHaBzBdBMh+CfWQjrOvV\nVDQE0PDwcJd9D4VCWl9fVzqdViqVMkYdHboHeNhGzhr76Opz4+OxgwBU/iEIvnv3rsm92u22TQ/0\nBWKceW8/vF31WUv2JutPt5VarWaZZp4tGo3qpZdeUjQa1cXFZX0JGTeCLK975T69nfL74b/7fKVA\najqdto0EUORlXa2wCwQCWl1dNdaq0WhYbzMMPxEBleceKBJRBwIBnZyc2Dg9Khy98+UAwK5IMsPi\nWRomWHCPHqBiVNhUJycnyufzJnbnmTgUFGJxD744pa+v07R/c3PTCmNocozzxol5Nov3CvMKkEV7\nxvvC0WAceR4c7CuvvKJSqWSGDEDPc0odbRXrhXEKBoMmyN7f39ePfvQjffDBB+aIpc4B5B1jAIaH\nh3Xz5k1tbm6adCESiejevXv69NNPdf36dXtW/gFASJf9aQF0gUDAnhONH+yb/zQaDesM8Pbbb6te\nrxsYZjKadwDcrzcmft/yfj/55BOLUtlr3DPsIPfdarU0Pz9vBow9igNlf/T2Xk4F88EQaydJOzs7\n9t+hUEjvvfeepqamLPsAyMdQ0lC/p6fHBly88MILxiglEgm7NgDYB0T/X/dxlY3gPHqdGXuNaTkY\nUiajkcblvAHU/J5nLWBg/f1gtL2B5zorKyt68uSJSqVSF2PGc/v75sN3+H17FTj6YIk2VjA+dO7g\n/ZOS3N/f72p95s+kZ+e83IR74MNZ5mexK7DEPiDu7e21riE7Ozu23wAkkuz3kAZdBVC098GmcS3O\nCnUCviME6400YWFhQZFIxFKuHqyhYeb3vF3lXbMfCCY8M4gtx29gB8fGxmygBEV43o56UDw2Nmbr\nyV7DvvDhOjCEnqnyfgy7jdzNfx/BDQWldBDhu/FpHtj5rgTIWABMSDxYk3w+b0AQ28aY21AoZLUf\n7AN/drk3Rt6yPwqFgvnTq++IPQ/Bs7a2pmw2q1KpZMwxvwOBhE706vuVOv6wUChoZmZGkiwAZI/7\nOgVagREgNBoNC/x93QL2kSAXe+9tGtf2zw3A8yQPPo9R5K1WZ4LWnTt3rIgS/+nXHI01gTPvAzwh\nydaZ/eufmboLbBiSBSQ26K/RsPNeWGPP1noMw/v5n3y+UiDVG3MKFDwDQb8ykH6j0Wnjk8/nrRq+\n0WiYzs0zejgYDDxGFC2gH//mW+f4iFe6bLQNPc/mRuuDo5TUpRcCYPB3uVzOUoYcMJ/qPT8/N+CH\nkePZW62WCbUxnNFo1Bwf73FgYMDanPiUvWesuC76R4wg1yWFySFotToatNHRUZVKJWM9SUUQxUkd\nB0KlNMDt8ePHBsR+85vf6Pbt29rb27OZ57xrH4XTouWtt96yohCcyltvvWV97riGB0Qceh809PZ2\n5pa3Wi09efLE3gUsCe8PYN5ut21MZKPR0NHRkf29B/ukerh3vxaA9IGBAb3//vtmxGCQWXMiYFgU\nqQOAotGohoeHreKVWeoAItgZ0t3emOGwKWbh3jDwtVpNKysrdn44g0z1+fa3v23sDkwD6SSfTken\n5wEN3+fTbP7jgzNYSYAATe55ntHRUdtr2AM6PpTLZWMxMPI4KEn6+OOP1Wq1utqRXT0DpPjGx8e1\nvr6ufD5vjon2VVyf98ozcbb82geDQeVyOa2vr5t98wV7vOdKpdKl6y6Xy1bI0N/fGbe8vb1tz+TZ\nPSZTsfcB49i9QKDTLzQWi9nvAcYBNMVi0cBMPp9XsVjsyhwdHBx0gSccGSMfWW+CAp/F4pq8W+/Q\nkeF42xcIBLS8vKzNzU1FIhFJst7MHnz6oBB74/c8H84746fRRZ6fnyudTiufz6uvr8+q0j1b7AuF\nvO47kUh0NctnrQkUrgap29vbWl9f78q48XyMaaX/t6Su3sQ+C0cWDxLGBwY+aPLdILzEgXZsn3/+\nuQWWh4eHVrSJPhLJDz18+/o6U5JmZma6gm7efyaTMd93lU32sgAkUJ5E8lmCdrtTLERgwPNXKhUr\nmvXv+vcxp+12pwjp5s2b5n/RmBeLRTtX6XRa2WxWAwMDpgUPBjvFwH19fUqn0+ZvZ2dntby83FVs\n6TMFrE0qldLExETXPmdPIF0aHBy02hjOMPdMMMn7KhQKikajmp2dtb3BGcNfp9NpLS4uml2RZHpx\ntOmlUkmtVqcQe3t7WxcXF1peXlal0hkkkslkVCwWdefOHQvqbt++becSW3JxcWHvxYP1/+7zlQOp\nbDiEzkQnOHB+DvBCFFooFKx1BJF+MBjUwcFBV98wNj8aI1rfkHoiXcgBg+HzDA3Ry8LCgjKZjIEW\nonqE0hQ0+EPFJuCaPPPVKCkYDFqFfbPZtMPsq0hnZ2dVKBSsaIpnJpIiYue9cW3Plvn3nkwmuw4Z\naRkYG+4T7e/6+nqXphEtGZocromjoMUHU7T+/d//XdPT01ZxyH359DWOSZIx1TAOwWDQIlAPdlgz\nbzT9d/L/AHyMhS/8Yd0AOjTyBjAx795rvjDw/tpXU9+FQqErGMnn810pF3SsSFYIbDKZjEZHR23+\nOto1HB/sBAAIABkMBq34Cu2aZxo5E/TzpIUV5y8Q6KT8uedcLqeZmRnTG9MuBkaQ77+a5uQd8/H3\nwhoBRliT0dFRxeNxayfFuYetoIMAwIWzATCq1+vmENmjkqy5PA7UOzqc+tzcnGnXfXBMmyTOB4wb\nZ5b/5tl8P1tsjiTbSxSFPHjwwMBpLpfT0NCQrl27pmq1qkePHpmNoZPFyMiI7t279zuaXVL03pZk\nMhkLskiLB4NB6yP78OFDc2rZbFbXrl2zCXi028OWUvG+vLxsUhf2Eu/56p/xrni/jUanc0AymTRp\nVLFYtNZ4UocxnJqaUiaTMTDPZ3p6uquIBYDvz7e/bk9Pj9LptCYnJy3gr1arNiDj2bNnqlQqSiaT\nOjk50dzcnJ15ioDS6bSmpqY0Pj5ukgWABvfhAzEPZEql0u8wfOvr67p//742NjZULpc1NDRk7aP6\n+/utiAnbMjMzo8XFxS7JFgDaM/eSrNiFglcyT9VqVbFYTN///ve1ubmpcrmsN954Q9VqVYeHh13D\nZwDNFLD5iWQEWFK3HpRzHAgEtL29reXlZQOZ2KFyuaxkMmkp+mAwaNP8OHsEwATqExMT9nf8Of8U\nCgX7M5/5RI9KUaJv5/To0SNtbGxYIEaXgaGhIZ2cnEi6bOsUi8UUi8W6UvmcNb/uzWanB+rExITZ\nP/59enqqw8NDJZNJy3aMj493AU+fdQDzrK6ump2Q1FU4xXvd3d21wjMCP7rISJ0iy1KppHw+r5WV\nFb399tva2tqyjjrRaFQjIyOWFTw6OrIJjt5++4yo7738ZT5fKZDqozDYVNg7Dns2m9XJyYlF5jgO\n5loT6RNNMobPN83FiKfTaUtL84ElYUOfn58bLY/jpdKTCDgSiSifzxtj6EXbniHo7++3ZsJez8Om\n9wAVYE7rDd+ZoKenx5rck64g+sRpA7DRAuEkr3Y94MOfMQLTMxYAeVhZvmNra8uAc7vdNsE7uirf\nSaFSqei//uu/DCAEAh097b/8y78oGo2qXC6b2J8m/6whTCXCcv7fp39gqWiJ4p23N6IcunfffVdT\nU1MWiaJBowPC+fm5MSX02S0Wi1pbW1NPT6eik+lEMABXOzqEw2Hbb1z35z//uebm5myds9mstQiB\noarVatbEnx6mAAWqylnviYkJk7iwr/3z1mo1aw1DsZxfc0D47u6uVQX7KniYUyadwUZynYuLC2Uy\nGXtOAjRYHvRdvy/y9gwQZ6HZbBpYQDcFi8v79cw/TsUXVvKMPJtn5zH0ZB3Yu751D+n45eVlpVIp\n62jB/Z2dnenw8NAcjj+//NNsXvYZxh7BxMCmsU7xeFw/+tGPtL+/b0U8ODccDgwgQTBzz30xJN0F\nfNDLO+HZvOygUqloYmJCP/jBD5RKpXRwcGCABHaxp6czDW1zc1OxWMzGVeK4/fmTZOlFv96NRsNk\nBRcXF2ZLYYgZ0NBoNLS9va1r165Z15D9/X0L/KLRqJaWlmzv+PQ7ZxVby78903V8fGwZM/bmwsKC\nERR/+Id/aFIsUqMUL969e9dYMZ+69RpVHyx6nzY+Pq6joyOTdDAN8M0339TSb6v82+22dWVpNBqa\nn5/vkhlAyHiZg7fjPpgPBALGWGJrfVskqdOTfHt729Lst2/f7tK+0jd1aGjIiBJssw+MKa7z600m\ng3vxQDUej2thYcFkBvgMbD6AkWCdNDtBlJ921m63reWd34OSdHR0ZGOv2VvDw8OamZnR/Py8aa5Z\nU1hLAmLG0ZJZoZ2k32Pcp19rigxJ1SPjuH37tpaWlkySxXRG7pv+4QBCgkRJBh7Z7xcXFyaxwAYj\nyyCF79+JH5Hebre1vLyslZWVLilEJpNRMpnsKjiF7MHfPH/+3LIk/6uZVM+mSpdjHnEkvb29SiQS\nlu5j9jRN0X2k6SeI+BQfHxZauqS1S6WSiY0xOIBjHAebld/zFD26DtpLATxwTjs7O8bS4TCuGnWM\nqjeC7XZHP5nL5exncULj4+MqFArWLsun0CKRiBWlwMoxZeJqmojCGHq3ttudWc+RSETj4+NaW1uz\n3oyk0JAEBAIdET4CdxwYz/2rX/3KilUw6qwNvWEBRYODg6bV8cU/1WpV29vbeuGFFzQzM6PDw0Nz\nOhh5tHL8GfsJ6QbvLJvNGruIZEGS3W+lUtHR0ZEKhYIVGMEkSjLHPTc3Zx0ZCEI8gKYAjJ513omy\nb/b393Xz5s2uVl0XFxdaW1uzFHNfX5+1PqMdCaP0xsbGlMvlzKj6lOvp6al+9atfdVXVsndwcIBZ\nn9JMJpM6OjqyVjLBYFALCwumPZ2cnFQkEjHgy3f4lDd7CKd51bBxj9wP/9/b26vp6WkdHh5aShjH\nRPDozzmTydCqcl1/DX9mT09PTUoUCASshzHyG/ZLpVIxPWgmk7EZ6gAJLxHgjBJA1Wo1bW9vKxDo\naA4zmYwxW74AhzMBc3h4eGjsJdIEmKFK5XIaFswWjq3ZbGp3d7dLG3v1fXNtGGAKQ4eGhjQ5OWnd\nA5CEAJDr9bq1DSIL5NPcMDtM6MHOkl1CNoDtDAQCikQiVoTGiOBEIqFWq2XBR7Va1fr6ugYHB63H\n8/T0tGU86vW6BQtXn/dq2h92786dO13rVK1WDYRks1kFg0Fru0SRE8/cbDatKI+gmADBB8b+frin\nZ8+e6Wtf+5q9F0A7lfG+aIhzDoji/JNNwycCTgGB/lmxoZx73kmj0bA/B5Tl83kDbRSAoQ2lnVOl\nUrHAjgCrVCqpUCh0jQHl2fEztBUkOweAGhkZUS6XUyqV0u7urhEqBLucC36H//at5X6ffIjzDlDG\nt7Lv2+1OjQOaTJhxAkfeLb1suScvM+Kdsy9456xtq9WZ6IQ9oauAJ5zIJkBoBINB8334cXwfthpb\nSLs25DDhcNhqPfA3dAYgQ3bjxg198cUX2t3d1fb2tmEpfAWB69jYmE5OTqwegXs9PDw0+849fdnP\nVwqkelYFcHF6eqqRkRFLxcfj8S6dIMaD9MTZ2Zn1zqRqVLpszO+rI/lv71hh0Yg6OVRUtvf29naJ\nqwEyaBOJDjFeXrhOmgM6X+o+VDw790eERRo2FAppbW3NWFxYlVwuZ4eHd4MT9mPWvFG7KoSXOkYV\n6cTU1JRV/KKboxUJ7BXOFqMfDAZN1+vbTxWLRYukAak4df/us9msHU6+K5VKqVQqKZfLGdDE4bNe\n8XjcHCspD5wY34fRODs704cffmiRJ2lMijhIt1CQhyFrtVoGiAmITk9PTY+1sLCg2dlZMyg8uyRj\njz7//POudmIYCiZuAURhF05OTgz0U1xDAIXUgOfDwflUIM2xAfsEK6y1B/FMOpmamrLfn52d1c7O\njgVr29vb9vsbGxumQxsfH9fc3JwBOumSJQWg0kWB3/dBjGfj6vW6GdiXXnrJUsA47UAgYCmwwcFB\n651I5oAxh37+OecKIOyzFACeXC5n10AuEQgEdHh4aGxdNps1QIoumypmzgBMBwCbszMwMNA1N5sg\nIxQKWWaov79fsVjMJqMVi0Ub6OGL5TyDKqlreMHVVD+f4eFh5XI5C9R8MMsACYaS7O3tGTHA+aRb\nhi/y8oVKZKa8nKRYLJod4hwgtaKwEW37+fm5dnd31d/fb9kqnC/MJnYQ4EKvVX+WvcSAfcWf+2vT\nyYQgjeltEBK0UCOYBjjw4WzDMqHj5H359DO+IpVKWdYEpjEcDqvRaFhdhbdbgDVfuY5/4NlglP2H\nNLakrulp6DMBWHTQQQoDECMw8u0PGZELQGW8NeDTy3bItmCfsdvoujkjY2NjloGCpfXV9ZxBACtZ\nTuRIXmrgz7gkWy+kFoBE+isPDw/r7OxM+/v7dj/sDc7t1cExXosOAOXZuAd0vV4C5KUhrAvXoC83\nay3JWl6xDziX/B6sOO+60WiY5A+mHqkKPzcwMKBr165ZIZrPRLBusNa04KI+4OTkRHt7e5bF8oHw\nl/l8pUCqZwhxaLxM2EVJln71FfowWMzOlrqBqXfKnlHwxhxm4OTkxKIMriHJdGEcTFojDQ0NWUUr\naVvPmLXbHW0nhRg4Qa7Js2OArgI49C2+ZQxN5Skq8tOpmLstXRoJ0nYAVAwAQIHvZYMyQKDVanWx\nUwDGRuNyRCapEemyNQgOCQfqdZbeufH8CM/Rm7FWpCTRK4bDYdPSkfItlUp68uSJotGoFhYWDKCw\nlzA+aGLz+bxmZ2clyTRRhUJB09PTXUYO40hRHlpAGNF8Pm/GFsPE8/jiAHSGBwcHti6+6KGvr0+H\nh4daXFyUJDNIpHthGWgzhjHnndLGx6evm82mSVkIlJB++I/PCGQyGcXjcVWrVTPo165ds8k8jCQF\n5MGSRSIRM6SkdNm7zWZnNGMul7P9y/P7M+qdL+m/ZDJpjCEOFJDoC7d4j7xvgKEvgPQaMlK/BC60\napmZmbEAq1KpGChKp9PGjrLHYdQIygg2CSAoAPEB2fHxsTlw9iQBFO+KNYJRh53nvrjWVR3u48eP\nu7pTeOdN1gTHw7seGxuzs0/QyroxVYmAjzMB4OH+SKXy/d7pUU0tyTSHSK98oeXY2JixtozBJJjH\n4aJ9Zu/X63Xt7u7+ji0BrHI/+BGkEqOjo9rf37dULPYIMD04ONilsedcwZxiw/BD+Cd8FL+Hbff3\nRA9Pgg4CLQAd5IMk0z0zjpl9h01jX/tMIywovgPgRzoYRpM1HxgY0NzcnDGNZBNI+RKwI9uCAKlW\nqxY8ejDOfltdXbWxxrDg+CLOck9Pj+khyZLyc6yXDwo4wwRMMPM+IPM+FNaSPe9bfwWDQWNT2esX\nF50CavYFtp93zznmzEOMQURhWwYGBlSpVHRycmLkGsQZwQwSQTK9/LmXS7GGXg7YbDaVzWa7MkYQ\nBUNDQ8rlcjZog3cHMYFUjswX75sz7K+BXa7XO8MlfBaWd/y/Nt3vdV2eTcQZeYM3MjKi4+NjKzbA\nIeDUSE14J+FZSw+QPIAlAkPkjkFFf0L600ey3Cf6WaImNkRvb682NjZ+R5vnGV2MwlUtGakH2Asi\nKZ9K5h8AKoYFYOrZDq8XxNFIlxEhDaPT6bRN3oDBY3PTeshPwWLCDGwSBxlnBLPN9djsXi/X29ur\nbDZroxxpKdZut7W4uGjvgbF7GH4OEIwK78+vOVO57t+/b/fg9wdFYxh8nCosDvvg6OioK93H2uEg\ncCAEOVz3vffeMyDvAyUCBdqFsM68d/RLRL9nZ2fWq5W9zHP4lDgdLmjhBOPq3z3/5h5CoZA5HgYm\nHBwcGFgbGBjo6ikME0W6imBRumzHUq/XlcvlNDU11dW+xJ91Sb/jFHEOzA0nowH4oFsHv4ON8Cz2\n1aIo//GaUUBDrVbr6gGcSqUsQ0JGAZDGe+NZMODN5mXhnnTZu5VAoVQqmcaQv/OFjP39/V2TzHCi\n/Dd2B+10vV634QO/78O+gJGDofVg0TM44XDYujdQjc338CEIJHtzfn6u0dHRLpaeD/IYzgvr6KuR\nQ6GQjVBlD/qRzBAB2EPOIQECHw+YsHH+vIXDYUmyqvpgMGhN4wGLrCv2nv3hfYWfpEdPWIJSbLK/\nHw9UJycnrYKc60xOTloDfc6490kACViwq+AUwsGntPkzioF8BsOTNpIMuDH21QN7roGvPT09VTqd\nViQSUTKZNJIoEAjoG9/4hu7cuaPPPvvMWGUkLQxbCIVCFnhgkwjMsPX+jNZqNZXLZQsICEKHhoaM\nNPL7LhQK6Y033rAgOhAIWODj77W3t1exWExjY2PGRCKz4Z2T/iZY47xJ6nrffLzki+8cHh62YA15\nB/YJH419Zo/47kBk4ZgeRxDE+tEznELTZDIpSUZgsI7sN57NZ9Y8S8xQknK5rKOjI5VKJeum4+31\n/1qQyuHxBgZ9DFFQKBSydB/pstPTUxUKha7DiQHz6XzSfQA6zyhKl2kSdEH+ULVaLWvtACuHMSHq\nAvjizPhOQBLP6J+Xn+HjjQkfngFQ1NfXmZFOGh2NCBuYdCkHzW8sD2y8Vg+nwQZGM4T2cGRkxLoH\nRCIRi8IAKsxRJxJEvzs+Pq79/f2upuk8H2vNPbZaLR0cHNjUDfSlzPgmGiU96pl0QJHv5OBTb7lc\nzqpXPcBgD1BlPTw8rHq93lVtiraqWCx2Gbt4PG4pY54JA8L7ZQ731alhOCi/7/g5pCsAH+QH6NjQ\nmVHEwLmBzYHZgeH0KbTfF5xxHtrttnZ2diwtxLvIZDI6Pj42wBYOh40NGBoaMgbBF16wFxklOzAw\nYJXbV9fAB6Lcfzgctn1H5THFbQA7Hxj6Ai2+F0b39z23Ty+yJjCo6J9hCPleAIgvysTI+2sA2mEz\nOOcDAwOmQ/PazUAg0AXKWA+ANpIGAAQgGMCJAydT4u0K6T/e0djYmBWfSrJ9xu/B8GBnKpWKvQvP\nfpZKJWPPfbWvt2Wwk9ls1vSn2CWYPN4PgylisZjq9bo5dhg0At9gsFPw5VPNOF+fgYMgaDabWlxc\n1Msvv2x6fgA70g4CBs4nZ5f1ZQ9Vq1UjCdDMcu5hwb18ydvYgYHOmFkCqpOTE/X0dCYR+f3vCRl8\nGNeFJMG+ejvKM3ktJ0BkaGjI1os9EYlEdHR0pNHRUbt3X3ADCK7Vajo+PjYpRKFQsOydt7GS9Npr\nr5k/xedwP3wP0yGRMWE/YAy9ZInnRhdNUIlfw+/BOH7729/WjRs39PHHH9t5bDYvq/ax7wBk9iK2\nbGpqys4zWQ5JJnPwaXyfdWi32ya34pyNjo7q6Oioi9H3NRenp6ddgQI2hTPHOjHxkHaTk5OTVpQV\nCASUSCS6JDbRaNTaXeFDI5GIcrmcBaC8O+lSrkJxWrlcVz+hlwAAIABJREFUNnkWbUDJoLCnvIzl\ny3y+UiD1Kjr3jBMRCoey1bqcNAFI8pW6Pq3BRmJhvVEmUuTaHHBAAN+DwcUQ0DqpWCya4wQIe9bX\nG06f2pa6U77+43+Xn6VikBRBpVLR5OSkcrmcMSMAQfSf3vH7e7gqcQCoSPqdynn6CPIplUoGkjBq\n6MNISR4dHen4+FjxeNwcLZGcZxX8ffFnPT2d3p306ATAUqGYTqdNV9Rudwp4YAA8IwVAgYUDkPj1\n8Husr69PqVRKq6urFsAMDw8buwIL3dvba06NalycxNU9y8g9Lxm5Cly4D/ZqKpWymdlE8eiSeYc4\n7UajYaAVdh2d3tTUlN2zHz0Je+ULqPg37xq95tjYmMbHxzUzM2NnIRwO2/eVy2VbI74fUEFqCg2l\nzxD4fecBvWcSSLefn59b9wUYZvY11776LNwHZ96/Zy8tgMHBYaE/ZlJZsVhUq3U5757vuspM+7Qc\naWV/vjkX7B0YKUAAbA7SDXRqsHh8F/+cnZ3p/PxcR0dHv8OG8bM855tvvmmjZDmv4XDYJofRQQGZ\njycJroJ0AheYHSRWBI/++rwnSAQ/3AM5BnbWnwVsKXaRYhVAKjpCPpw3//8+APyLv/gLJRIJffzx\nx137xYNUSVYwCvDkmv68YO+pW/BSE9h17t2fqZ/85Cc2s73dbnelwNPptGKxmMmjODv8u9lsWsU5\ngM13JyCgYb2/973vKZVKdWXJAGIEjX7aEDaJAJJ3yD9nZ2c6OjqyVouMZSYo9P7E/5v/ZtwuMiAK\nfDgjfv3Yb+whOtr4tUC/KXVkBYeHh6pUKvrpT3+qwcFBPX/+3EAbpJYka8zP3sAPoMXm47s1BAIB\nC0jQrl9cXFjBYbPZVCKR0J/92Z+pXC5rc3Oziz0eGhpSuVy2bB/ZL9YaVpisUSBwKY/DDtMLNRAI\nWCG2fw5sE+e/3W6bFPDg4KCrnZTP8Pl1w2aTNUyn0zo+PlY4HNb4+LiazaaWl5c1OjqqVCrV1d/4\ny3y+UiCVjeOBqCTTt0ChUzFIZRzGEiOHccQgeuYFwNRsNvX222/rP/7jP8wwM0ObQ99oNOxgkrKW\nZHpIHBv3ThUihREYRDaVpK6CGumy0bp3pj46xeHCzMBk8He0ouH3OABe+4jB8yDOpw59JOorXEnl\nPXv2TNlsVtFo1IID6TJdzqbf2tqyNi+JREJ9fZ3+m9/+9rf13nvv2bW97AIn6P9uZ2dHKysr1qid\nPnB8H+wHUTpaIh+x8p5PTk5UqVSs3Q2Ccv+u/X0kk0nF43GNjIxYYQGHGybRM/M+1UtKqNlsKp/P\nq9lsKh6P68MPPzTH6AXvvHv2LcwCUXOlUrF3TmqND2AoEAh0peEGBwftfQHAvBMD1LBmrKMHJ4FA\np58rhQ7ValWzs7MGLGAUe3p6jFUl/QmQODo60sTEhMlHvFbR//9VCQ7nmAIEqcNkkMUAAMAm+Z6l\nMCCSLAPCHvWBn2d5APa+dRpV7mhvfWcCWGIPyn2QCePmzwbgnnPPOaVan4I1bBXTjHwhDiDz5ORE\ntVpN+/v71nljeHjYOgiw73wAQJCADWw2m6YDRQPp07DIAjxoqtfrZt9KpZKBcn5ekm7cuKFGo6GJ\niQl9/vnnZoth65hkxPAUdMONRmfyz+DgoOkWWU/WlGwZo0MnJyc1PT2t09NTPX78uCvwbrfb+ulP\nf2qO22cxCCgp8qtWq2ZT6FLizyZ2kuf36WL2Iv6F673++uuKRCKanp626xweHnYx6thRitEomrxq\nb9DDA9ZhRrkHAmf2DpIhgit04Ni6vr4+y0wNDg4qnU7/TnW+DxDOzs5UKBQUCoVstj2259q1a9Yh\nxTPYVwkh/Df7SrrU89IRgmfz4Jygz/9ztaiKFmJ+0iNArN1udwW1BCZkQgkMwRpcjzXHz3niyQ+7\ngSRZW1vTu+++a1Ig7AIs8cVFZ5AARX5DQ0PGkg8ODnYVPbH/kEkhdcEXwo6yRyiopF6AM0fmivoN\nJm9elcdgZ1hrJFlIIdDO0/pRkv78z/9c6XRaX/YT+J9oA/5v//zN3/zNyfDw8ChMXU9PjxUi+VYa\ngBOpe1yo1M04ABzQBsJMkLaCBatWq7p9+7Y1p2aT5fN55XI5K05g83II0L4CBKXLykMiJpw5Yn+K\nJnAiGNtwOGxRFdXBFC9IMkDpo1KiKQy074VG2hKDwyEFYLTbl604VlZWzEG1Wi2lUikVi0VzEjyb\nl1L4FF+r1TLGkP/mmj5qI+0TCoU0MDCgmzdvmk5zcHBQzWZT+/v7pkO8mjrnQME64rjR6sL2SN1s\nmk93Uz2/tbWlhYUFi3i5R18c4kEOjuiqXAKnD2Pr2Q6v2eMdksKanp42AInRw+hIsnfE+/UAD3DH\nPub5uQ+KUGCf/N8NDw+bZAYDR2EKTgDQ4dkh/s0Z49kwqJwxz35VKpUuJ0//Qd4x75X14b1Ll1pO\nH8Ah8WAPXi1c8X0ECVQAA3/8x39sZ4aOITAG7BecFQwH54T3zvOy1j4TQDoMh8mfT09P691339Wf\n/umfanV11c4EThBnxdQnzhF2hlZsaO15117PWq/XbV762dmZMSI4QCY4/cmf/Iml9wGeFEfQyD8S\niVhAzvfD3JHy9PYL0A4A4R9A+I0bN9Tf368bN278zv6BYeV5kSb4ZyNFjG3hfXAOIQFYLwa60Fu4\nWCzqhz/8obHm6HuR8PT391t7K/TbgDYvP/GyAg+gATWwy2R6vvvd72pvb0+vvPKKYrFY1+/xHr2u\nmO4FAAd8CWeA30UOQgBDgSHnZnJyUt/85jfNXudyORUKBetDSgDA+SNbhF2iWwUZOYqAkDkwdY7s\nJnPv6/W6XnvtNavC55wcHh6axhF7BluOtpnvw1f44FWS6YYBUicnJ1ZDsLOzY72jb9y4ofPzc736\n6qtmKwBzAE7aJhJI8r7JBvjMEvISMIK/T2wrXTpyuZy+8Y1vKBqNdmXeWDf2Vi6XM8kOdpU9j4+n\n1RjvgjXzNQBcO51O686dOzo/P9drr71mvgRJUat1OVIXRhiyAcKBolQkjj4TgM1kP0JC1Go1/e3f\n/u2XolO/UkyqJDM2pAlZSO8spMuUFkBB6hbO+zTq1YN/1clK0tTUlG1AdIgAFMCJZ3wwpLCcCKJx\numwsHBebByaN6I4KQlL1zWbTUrjoPilq4cD5TU5BgXTJ0vqWNV7KAAtIRIa2yLeqIPpG7wiQ8O8Z\nYICh88yDd1q8J74XEBYMBo2BIzKFpYSVIxoEOADUOHThcNhApa9I9WyRN4qsI+/8aqoZp8j79uCe\n4pKrshDWmD3F/uR5YP/9nuW+POjDOftUp2ex/Hu9mu73AYTUzYYA8Px987Oe9edn+Tfr5ll9nwL0\nZ4wzwjuElefdeHbUMyP8/u97Xu+gYBE9c836eofmz6pPJZKGHhwcND0cezUWixkTzfvFufE9Gxsb\nmpqasoCFdcexY+jZVwB9zmGr1dIrr7yi+fl5O6c4SXqeArbZ85Jsrev1uiYmJrqe09s7UqSACuwm\nkhiKD9966y1z9gBCwBrPNjk52bWenBeCOM4Sa9tsNq3tlw8keP7e3l599NFH+su//MsuGwJQ87av\nWCx2STg47+Pj47aerVbL7oV1BCRcZZhYh3feeceCLsA4+m/Okdclww57+4PMDFaT908BHAFzINDR\nCI6MjOjJkyf6zne+o1gs1pXCJ4hl32P3ea8ADAJHbAuyEWwKDBsp3/HxcbXbba2trVmxDlX4ZP7Q\nHCKT4/qrq6td2QhsWqVS0ebmporFopFCvPtW63JMMUDTj50lAEELynUbjYY1vGfK0djYmCYmJswG\nY0s9gGV8bDKZ7CJi5ufnVSgU1NfXp/fee08//vGP7QwjswL04Vux0T7lzp71YBhdvSe+kLfgbyF7\nnj59alPdAHe8J3xJf3+/SdM4J74o0Kfw+X32GsG5r5GpVCqanp7W3t6e/uAP/sACFQLd3t7ertS8\n75SCtGBoaKhLB+8BrsdIvB+CNp8N/u8+XymQ6hlLFo00gHQ5C5gXdFUa4HUSHqTC3vHSvbP1gMZv\njmazabpIoi8WiWsRAY+Pj9u12BQYRm8wiT75c+7R9ycj2h0dHbVUFAfJpwB9+pYoixS9B0Y+vQmb\nwL0FAgFNTU1pYGCgq/cizpw2Ixwo7hc9GpomWnFwyH4f4PHAUOoAJbSdvqclqQ0KQnhvBAM4Y94F\nETmGH4DpQSDgwwMkX+hGc2ueBxCJc+HePZtylUmTLrVYPlDxB90HC+w7fp49y3d6SQLry/XZ8zyj\nB4Q+MMLB+b3Az3qm2evTWEPWj7XygQIfz0Qgo4EVuwpsWRfuDw2zPwesG2ec9ebd+mDoauDKO/Ns\nEX/OefMtuKrVqlKplDG+nHvOETo1HCnXx5hzDs/Pz017PDAwoImJCQ0PD2tyclKxWEy1Wk23bt2y\nQpFWq6VsNqujoyOTdXAmYTmDwWBXWpVn8usAcw3Y9X1+0fzBcP3yl7/UX//1X9t9+0wH79GfUdaT\n4kH2DSw5Zxy7xDns6ekUQG1ubmpqakqpVEp37tyxID8QuCyGIaiE1fa9laXLbiOkwllDru/B0tnZ\nmbWoIgCPRqP/h7w3jY37vq6Gz8xwhsNl9n0f7ruojZJlxbLl2Epipw3cNEG3JG3SJmiKoh9SBHla\ntOjbokCbfkhbpAGKIECCpIYRu24WL7WiyE5kyZIpiZKohTtnOORsnJ3bcDjL+2Fyrv7j5wXq99sD\nPwMElmOK819+v/s799xzz8WNGzfw9NNPo1arIZFIyIhaxnQm7O3t7QgGg8Iic09y7VBmoWQU2QxY\nLBZhtVplvzJJ6+7uhs/nE3DB74zFYsJWcj0rK4QazUP7NJIAyj1MsMS1p9Qj1ut16ZBXJjh2ux17\ne3viDEDdI2M7q09kylgdYTMyh7mYzWYhMzY3N8VaSZl4V6vNyWdk4LxeL2w2m3gd5/N5WV/xeFyS\nPVaO2OTFM0GtViMSieD+/fvCaA8ODkojVn9/P958800cOXIEtVpNXCby+bz4adMf2OVy/W/OO0zU\nuMZJzjABY2KitIBjrOrs7EShUMCNGzdw+PBhec+VStNTOZvNCvDlOclESglS+T75Z2UiR7DImMmY\n39XVhWQyKbIoJpj7+03fdDYrUwrHiiXXu1qtlnNU2XDLdcWEhhVsxgOeSUrZwP/0+UCBVG4OLiA2\nEXATENEzGCvRPF+kUtDNQ0zZ+KMEHO+1tWCA5IJIp9NygDUaD+d080BUdpcr2TQe0AxYSusdvV4v\nm50LjAuZwIWHGDuBGVgI7FgeVTJ+1Dfx3lnuVzJxOp1O5lUbDAbs7u6K/o3XXSqVkE6nhdJX2m6R\nvWRAJpDjzxJAcaMyq+bvZvMPTboJtnidm5ub0gjGTaoEC/w9DCosh3LzKktpZF+UujiWmglelO+e\njKmSzVa+SyU4+/9iJ5XsDxlepY8gQaTS7kjJsPM5AQ+bCZi1vxecKOUl770GJRhjeZjgkH/mNXC9\ncXCFcl8pmwuV96pk2JTPgdfF72cw5bvgvlGywwSkDJq8B96HEtTynvlzSgaW+4rPiJIWMoa8b/6e\ndDqNtbU11Ot1aSDiAW6z2WRaHBMk5TOnJQ6TOO45ri3lQe9wOMROie+L1llWq1U01mxM4YcjE7k+\nuY4Y4zKZDBYXF+V5dXR0wOPxyIHDBgsmcJwn3mg0xFqGvr37+/syjpj670ajgWQyKVOmCJQJ1pi8\nUqdI5w/aKLEEn81m8eijj8oaKZfLyGQymJ+fF0siNudxnzNRJ2GhBMlcu0zeyS4qpV/UqMfjcUxN\nTaFarUoD38DAgOjGq9XmxB96XXNIgXJfVSoVWR8rKysSJ3hwcz9TY0sGL5VK4aMf/ajcA1nFTCaD\nfD6P5eVlkeUQ4HJ+OpNb9lvwHOE65vqjUwIZ13q9LhpHxl/KJPguyLCxPM5YqJSAkaHkmWo2m1uY\nXla8enp6EI1GRW7k8Xha4h6vjc+S5xeZTMpxuMdZjidIJLhPJpNYWlpCpVKB3W6H2+1GOBxGrVbD\njRs3YLPZ4HK5pBO90Wggk8lAp9Oht7dXzoPFxUWk02kAzZGwfr9fRrNSI0rWd2NjQ4bHbG9vw2az\nIRAIoK2tTZqXbTabxDCVSgWXy4VGoyGaV66TZDIpOIKkjMfjEecV7iMSP3y/tNYko+tyuWAwGLC/\nvy/DZbhXrFarnGN0wQkGg7LW19bWxKPZ5XIhEAgIWGZVlDKK1dVVYbzVajWcTqc09ikbLImV3s/n\nAwVSuTHZcMEMUVl6BCClmlwuh2Aw2MJEsamKhxdtUjgliAcNmQ++DB6A1NGsrKxgf39fAjp/j9ls\nhtFohM1mk8OaAZMlhnK5LKUOAh9OEWLwazQasNls4mFHEByPxxGLxVoaBfb392G326HVasUoWaVq\nTsPhPbMJg+PL2tvbRW/HrE+jaQr4A4EARkdHBSzw/lOpFCKRiLAGNL7nQaRWqyVjI5PDIMipMTQU\n5sjZtramM0JHRwfa29sRCARkDrwyWdjY2MDa2prY6rBMpdPpxAuOAYdggGwALWmUjRaUI/C+tVot\nnE4nhoaGBDSyY11Z9gZaJSVcSwzG77UWY3BXsopkmfjsCf7YgKNkXpXfpZQ0MNBxrTOAUbtMYK8s\n+fPet7a2RDTPZI/vmM0ZLGEzyVHuIT5Hjr/kFCqCNeqkuS950DNR4vXzQFOWMQnS3tvQpWT1+F1k\nfJRzrpUHKH+eeqpyudyiveO75PPmPRmNRlitVqTTaWFmtra2cPfuXVgsFmQyGWSzWWxvb6O3t1f2\nF/dKMpkUb1BWIBhbCGB2d3cxNzcHr9crFQ6W9lSqpi6W03ba29vR39/fMllGqetTyju2trbksHU6\nnejq6hL2lrpRTvcCgDt37qC/v1/iZVdXFywWi8yC5wjSbDYLtVotriVKfTkPzZWVFWHCDAYDfD6f\nNLSRKaTzAxMvdhfv7ze9b71erySk6XQaKysrEv+DwSC6urrE/9JqtbY0NS0tLcl3EYRwDapUKrEX\nYhmTrCIlD/V6XYAJ1zX9NJWAjQCJ65kAic+OwL9abbqf0N6JoIwT8HjWqNVN/27a+bAcT2DEufEG\ng0GsiUhMAM0hMktLSxJ/OLWK+l+TyYSdnR34fD7Zz/yeeDyORCIhbBnPKWW3O/1j+VwJ4gm02Pyk\nTOy1Wi38fj+i0ai8k/c2+rHCQAsrsnhkAumewTXOM4XxkomgzWZDKBSSJkk2IHV3d4vOnfpuNp+a\nzWbs7++L9+nIyIiAMWU1gDKOnZ0dbG5uIpVKyfCOrq4u+P1+uFwu8a9mHCd7T8JIWcanrVg8HpeB\nBWR+eQ1Go7GFwWS8zuVy8kz1er1M8+NgAGIZEgEbGxs4e/asEExMrmkbyHtngkKMQ0KNZygHzrBK\n0N3dDavVKtZ4vEZWthmn3s/nAwVSGYypP1GpVGLHwsDHBaDUTlI7whdIAX0ikRB/R5PJJLpTsjBs\nNOKmYOZEbzIKjcvlMs6cOYNLly7J9KOZmRlotVr09vbKtAduxHfeeQd9fX2yGbkwuIhJybN7mhuV\nM4ztdrsYPO/t7eHMmTNwOBx4+eWXsbCwICDO6XRKRg48LBv19PRIkCGzoWySymazuHPnjiy2trY2\nAaaNRkMWqcfjwfDwMEZHR/Gf//mfyOVymJmZEYkDywsE4kwaCCB4aFN35Ha7sbOzgzfffBOTk5MC\ntMrlsjBJdrsdZrMZXq8XZ86cgdlsxhtvvIH19XUUCgWsra0hHA63lAZZoujp6UGj0ZBDmmDIYDAg\nEAigWCxibW2tpcwBNN0aGHRYNqUEQClBUUpRGKyV5Xx2UnIaGq9NuaGVHZpsjFOyfwR5fA92u13Y\nIpaLAIirBc2Xaba9s7OD7u5uYa2VpSOl7o6WMmQB2VDCcZ8E6MqmAyZYzMrz+bw0H9XrdblesrSU\nUhB8E9izHL+zsyPsF0EqkwYmpCzxKstxLFmTbaAVmF6vl2SKoE4p+2g0GlhbW8Pm5ib6+/thNpuR\nyWTQ1dWFc+fO4Rvf+AZyuRx0Op2YrlN7x2dxcHCAQCAgbBSfG5slfT4frFYrnE4ntre38f3vfx9H\njx6VONPZ2YlUKoVYLIZ4PA6r1Sqd/yxvc2oMr59ewWQ+jEYj+vv7pUMfaDJQZrMZgUBADl06bQwO\nDsr3s0lrZWVFAIHP55N1T2abLE2pVMLW1paMPA2FQqKzJGNvMpmEzWJymMvl4PP5JAllLEqlUlhd\nXRWAEgwGhTnlnmZSQR9oTrmj7zIZQ3ozkzkmCCebFggEsLW1BbfbLWeD1WqV5IcgkGeCw+FANpsV\nzTCrCxqNBgMDAy0Nu0xMCPY5flilUmF0dFTuFwBMJhPW1taQz+cxNzcn1YiOjg7YbDZxlSETWSqV\nWmJKNpuFxWKRBiy+H75rJvQEPYy7pVJJLBK9Xq808Cgbh7PZLMLhMAKBgKw3lUqFxcVFAZvUy9N+\nrNFoSGMe4wP3Lhm+bDYrQMlgMGBsbEx+N58dmcZSqYTOzk65RpWq6U6TSqWgVquFiCJzzjOnVqtJ\nDCkWixgfH8fe3h7sdjt2dnYkmWTcI/vJuEiLKJ5/JHocDge8Xi+cTqfEcVb+urq6YDQaW+RnZEi5\nB8vlMtLptAzwASBToAiieTbwnCTwJUseCoXEg5ukhMViERkN43NXV5eMimdvSS6XQzqdlr4UAGLh\nyetlFZnxgHFmaGgIJpNJzj4yrjabDV1dXUilUjAajXImvJ/PBwqkqlQqpNNpaUxgtsFMTK1uTsWg\n0NpoNLbodnhwUp/odDphsVhaNBYnTpzA/fv3ZbIMGQdqFO/duwer1YrHHnsMy8vLiEQiKJeb40eP\nHz+O69evAwDC4bCMU+NBbLVakc1mcebMGWQyGXzta1/DN7/5zRYwTHsjj8eD3d1dvPTSS/jqV7+K\ng4MDBINBZDIZGAwG0e+k02ncvHkTTz/9NO7evYtyuYxgMChAQqVSCbCLx+PSHOF0OuVQr9VqKJVK\n8oysVis8Hg+Wl5dRLpdhsVhkiggP+lu3bknZf3h4GJFIBLlcTg5ovi+r1QqLxYKNjQ3JusbHx3Ht\n2jUpWyk7Kc1mMw4fPowXX3wRx48fh0qlQj6fl+dSLpcxNzeHVCqFO3fu4KmnnsL09DTK5TL8fj+G\nh4dRKBTQ19cnGzWZTMJoNIpps8PhQCaTEXaNwM5ms8FkMmFjY0Myy8ivZtPTB5fgsVwuizSDdhz0\n4iVbUSwWxfKHa5TrjnZGLMMwC2V5ndIRvV4vPpkc36fRaJDJZBAMBiWAESiRJaYsA2gyIJ2dnTIZ\nisGF4x0ZqBlYs9ksDg4O5JCnPQqbYFh6JLtDfRgDcTablWfvdrvR0dEhrG+lUkFfX5+Uucj28new\n3Ly3tydMBEtcnOxF9oJgl4CILF2pVBImqb29HR6PB/v7+5Js8D0q5UFkN10ul1QQUqkU5ubmUCqV\noNVqkUwmsb6+Lt30PT09yOVyOHXqlOyh9fV1Cex/+Zd/ia985SvCmrMiEI/H4fV64fP5pGxIcEFJ\ni8PhwOjoqJSCt7a2pIkqHo/D7Xajt7cX8XgcwEP/xkgkgqNHj0Kv16NQKMiUNCbCpVJJKhXxeBwO\nh0NGAGs0zW7vUqmEQCAgjB7fOw98n88nB3A2mwXQ7Aw+efIk7Ha76NOoyd/f3xcgReALAIODg8Ly\nAxAru1AohGPHjsn+Ycm8vb1dmtnITPJgrVQqOH36tMiVgGaiFovFxCKNIF6lUsHv9wsQJEtHqz4y\n46xsEBA5HA4ZyVsqldDe3o7r16/j5MmTIhchmOTkt4ODA7meQqEgpVkAUs7mEJB8Po8nnngC5XJZ\nWEaysYVCAZOTk3K/lEqVSiXYbDYMDw9LhYxnDtl93pNSN31wcIBYLIZ6vY6RkREcHBwglUpJIr27\nuyssIBMKo9EoXeiJRAJWq1VM4EnqKOVtJDW4H5Tl48XFRdRqNRw7dgzd3d3Y3t6Wpicy1BaLRQAY\nSSm73S6VH46Bzmaz2NzchFqthsfjgcPhkMR/eXkZjUYDfr8fPT098nzooMI1zD3GuG2xWETaQusm\nDioYHByUCYnU8zJ52NragtPplHWi0+lED0u3mUwmg3q92TBJ0o3vh8ljb2+v6NkZS8nsHjp0SIAv\ndf7cZ4VCAWazWSofTqdTqjl0qmAFCGiy8Lxvrjun0yln+N7eHiwWC+bn59Hf3y+T3zhQRimbYq8I\nKzbv9/OBAqks7ezv74vORqPRwGKxiF9jtVoV3SIblhh8arUastms2DyxZMAAX6vV8Itf/EJYWJZU\n8vk8Ll26hOvXr+PQoUOIRqO4desWXC4X1tfXEY1GsbGxAa1Wi1gsJmX6Y8eOQa1Ww+/3AwDu3bsn\nAKNUKmF6elq6GpkJRqNRGI1GMVzO5/N48803USqVMD4+jrW1NbS3t4uOZXt7W67t3r17Mg728OHD\nUuYIhUK4fPmyHAiFQgFjY2NIJpNS/mxvbxfQQTBRqVTw/e9/Hy6XC6dPnxaNUTKZlMMrk8ngG9/4\nBm7duiUb+dChQ1IyDIfDeOmllyRbzeVyePrpp3HlyhXR7lHrVq/XRR9VrVYRjUbxxhtv4Nlnn5XD\nm/qjnZ0dXLlyBQsLC1heXpYDdWRkBCdOnMDu7i4eeeQRfO9735PSYiqVwtTUlLDoNKhmYwYPi3K5\njLW1Nfh8Pgk0zEKtVisMBoMEMpZJNRqNrAECjp2dHbjdbgELHo9H2CAyciy/U3fF5AF4qL/a2dkR\neQdLShqNRg5uagRZwtPpdIjH42IZw99HYMpDjOV2pdsC9xdLdmT3mLVTg51MJpHL5eBwOGR/AZCM\nH4BIH7jH+N+vX78uDAx/JxkEShJ4CND3kT6ltLwpFAriPgE02ahsNiv7h2ubBwPwsKmE5Unlfvj3\nf/93KV2m02kp+ZO9ePHFFyUesPM8l8vhyJEjMpmcjEQrAAAgAElEQVSHLDcThG9+85steuKenh7x\n7+WzoL6eJVyWdv1+P+bm5nD37l0ZYbu/vw+fz4e2tuYY5XA4LCXv7u5unD9/Hj09PZibm5P9y6rG\n6dOnBdQQ2B8cHGB0dFQObqBp9cbS5PT0NHK5HMrlspRzs9mssMxkRd966y2Mj48jlUrhwYMHknC6\n3W5MTExIUkeJD+M2dXpMkPx+P8bHx7G+vo5XX30VOzs7QhK43W4sLCxgfHwcfX19Aqh8Ph9eeOEF\nHDt2DGtra7h37x5qtRpsNhsGBwcxNjaGlZUV8fskQeHz+SS5UTZY3rp1C5cvX0axWITb7YZer4fH\n45FKV71eRzabRaXSHDcbCoWkXM4kk8ku9e5AMwGmPIlnD0EjPSUff/xxnD9/Hnfv3hWGt1arSdzY\n2NjAyZMnsbq6KiXtmZkZ2O12XLlyBfV609nE6/Xi+PHjAnKAJhucyWTQ09MjCUt3dzdcLpes+UQi\nIbIBVjAoRWEliQMHyE4aDAZsbm6KpCEQCKCnp0dK/CSUOM0LgEynOnv2LLRaLV599VXk83k8ePAA\nk5OTSKVSIr9gv0BbWxs2NzcFOJKB51nP8+H48ePyuxlbd3d3MTk5iVAoJM9cSbZcvXpVZA383lQq\nJU2RJFESiQSGhoYQiUTkzOZQkampKeh0Oqyvr4sEgU3ZBoNB1jwAkQPGYjFcu3ZN7OX29/cRCASQ\nTqextbUFv98vJI7T6cTFixdx/PhxJBIJZDIZIUncbreAd+57oJl0er1eeV5MJNiwd/36dUQiEQDN\nprienh4BuqxIsAqnUqlQKpWQSCTknNDpdBgaGpIBJPl8vsX+8v1+PnAglePxqBEBmoGVTIPy0E0m\nkwiFQhgYGBArkKtXr0p5s1gswmQyIZPJiGSArAbLoKThv/Od7+Bb3/oWXnnlFQFnt2/fxvj4OGZm\nZpDP5zE0NCSWFgwGZKrW19cRCASwsLAg93L16lWx8PjzP/9z/OAHP8Bjjz0mxrzBYBB3796FRqPB\nmTNn8O677wqAI3h66623BKizhMksDAA8Hg8WFhbgcrmwsrICnU6HdDqNF198EYlEAqVSCYcPH8bu\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yIZPJwO12izsGS9Rkia1WqyQlu7u7uHfvHp544omWyUPHjh1DJpOB0WiEz+eTPQRASnFc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2t7c1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Hf2hzc1MnTpywbAnFOoWFherq6jJwjSNE9+kWvySTSVVXV2vfvn06cuSIzp07Z9eMPQPY0Y/6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1IyCqB4x/itRCKhly9f2j6cmJgY0PoTJIEHKNCkMBw/TZBNFjqVStmEwy/zeaVAqitGvrq6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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"fig, ax1 = plt.subplots(1,1, figsize = (8,8))\n",
"ax1.imshow(montage2d(X_vec[:,:,:,0]), cmap='gray', interpolation = 'none')\n",
"ax1.set_title('All Faces')\n",
"ax1.axis('off')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Setup a Pipeline\n",
"Here we make a pipeline for processing the images where basically we flatten the image back to 1d vectors and then use a RandomForest Classifier"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"from sklearn.pipeline import Pipeline\n",
"from sklearn.ensemble import RandomForestClassifier\n",
"from sklearn.ensemble import GradientBoostingClassifier\n",
"from sklearn.preprocessing import Normalizer\n",
"from sklearn.decomposition import PCA\n",
"\n",
"class PipeStep(object):\n",
" \"\"\"\n",
" Wrapper for turning functions into pipeline transforms (no-fitting)\n",
" \"\"\"\n",
" def __init__(self, step_func):\n",
" self._step_func=step_func\n",
" def fit(self,*args):\n",
" return self\n",
" def transform(self,X):\n",
" return self._step_func(X)\n",
"\n",
"makegray_step = PipeStep(lambda img_list: [rgb2gray(img) for img in img_list])\n",
"flatten_step = PipeStep(lambda img_list: [img.ravel() for img in img_list])\n",
"\n",
"simple_rf_pipeline = Pipeline([\n",
" ('Make Gray', makegray_step),\n",
" ('Flatten Image', flatten_step),\n",
" ('Normalize', Normalizer()),\n",
" ('PCA', PCA(25)),\n",
" ('XGBoost', GradientBoostingClassifier())\n",
" ])"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"from sklearn.model_selection import train_test_split\n",
"X_train, X_test, y_train, y_test = train_test_split(X_vec, y_vec,\n",
" train_size=0.70)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"Pipeline(steps=[('Make Gray', <__main__.PipeStep object at 0x00000268D6B12080>), ('Flatten Image', <__main__.PipeStep object at 0x00000268D6B09CC0>), ('Normalize', Normalizer(copy=True, norm='l2')), ('PCA', PCA(copy=True, iterated_power='auto', n_components=25, random_state=None,\n",
" svd_solver='auto', tol=0.0...=100, presort='auto', random_state=None,\n",
" subsample=1.0, verbose=0, warm_start=False))])"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"simple_rf_pipeline.fit(X_train, y_train)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Scoring the Model\n",
"We show the scoring of the model on the test data to see how well it works\n"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" precision recall f1-score support\n",
"\n",
" 0 0.50 0.25 0.33 4\n",
" 1 0.50 1.00 0.67 2\n",
" 2 0.00 0.00 0.00 3\n",
" 3 0.00 0.00 0.00 2\n",
" 4 1.00 0.33 0.50 3\n",
" 5 0.25 1.00 0.40 1\n",
" 6 0.33 0.25 0.29 4\n",
" 7 0.00 0.00 0.00 3\n",
" 8 1.00 0.25 0.40 4\n",
" 9 1.00 0.33 0.50 3\n",
" 10 1.00 0.67 0.80 3\n",
" 11 1.00 0.33 0.50 3\n",
" 12 0.25 0.50 0.33 2\n",
" 13 1.00 1.00 1.00 2\n",
" 14 1.00 0.40 0.57 5\n",
" 15 0.50 0.20 0.29 5\n",
" 16 0.50 0.50 0.50 4\n",
" 17 0.50 0.33 0.40 3\n",
" 18 0.67 1.00 0.80 2\n",
" 19 1.00 0.75 0.86 4\n",
" 20 0.23 1.00 0.38 3\n",
" 21 0.00 0.00 0.00 1\n",
" 22 0.12 0.50 0.20 2\n",
" 23 0.40 0.50 0.44 4\n",
" 24 0.67 0.67 0.67 3\n",
" 25 1.00 0.40 0.57 5\n",
" 26 1.00 1.00 1.00 2\n",
" 27 1.00 1.00 1.00 3\n",
" 28 0.00 0.00 0.00 0\n",
" 29 0.67 0.67 0.67 3\n",
" 30 0.67 0.50 0.57 4\n",
" 31 0.38 1.00 0.55 3\n",
" 32 1.00 0.75 0.86 4\n",
" 33 1.00 0.33 0.50 3\n",
" 34 0.50 0.33 0.40 3\n",
" 35 0.50 0.33 0.40 3\n",
" 36 0.75 0.75 0.75 4\n",
" 37 0.00 0.00 0.00 2\n",
" 38 1.00 0.75 0.86 4\n",
" 39 0.50 1.00 0.67 2\n",
"\n",
"avg / total 0.65 0.51 0.52 120\n",
"\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"c:\\IntelPython35\\envs\\tf-gpu-backup\\lib\\site-packages\\sklearn\\metrics\\classification.py:1113: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples.\n",
" 'precision', 'predicted', average, warn_for)\n",
"c:\\IntelPython35\\envs\\tf-gpu-backup\\lib\\site-packages\\sklearn\\metrics\\classification.py:1115: UndefinedMetricWarning: Recall and F-score are ill-defined and being set to 0.0 in labels with no true samples.\n",
" 'recall', 'true', average, warn_for)\n"
]
}
],
"source": [
"# compute on remaining test data\n",
"pipe_pred_test = simple_rf_pipeline.predict(X_test)\n",
"pipe_pred_prop = simple_rf_pipeline.predict_proba(X_test)\n",
"from sklearn.metrics import classification_report\n",
"print(classification_report(y_true=y_test, y_pred = pipe_pred_test))"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2\n",
"import os,sys\n",
"try:\n",
" import lime\n",
"except:\n",
" sys.path.append(os.path.join('..', '..')) # add the current directory\n",
" import lime"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"from lime.wrappers.scikit_image import SegmentationAlgorithm\n",
"explainer = lime_image.LimeImageExplainer(verbose = False)\n",
"segmenter = SegmentationAlgorithm('slic', n_segments=100, compactness=1, sigma=1)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": false,
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 11.2 s\n"
]
}
],
"source": [
"%%time\n",
"explanation = explainer.explain_instance(X_test[0], \n",
" classifier_fn = simple_rf_pipeline.predict_proba, \n",
" top_labels=6, hide_color=0, num_samples=10000, segmentation_fn=segmenter)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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csXXnEWuk174KHfWyowwNlXV0fLxaR72rGBuLOnrwYL6Orrgnl0IIIYQQYvWi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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from skimage.color import label2rgb\n",
"temp, mask = explanation.get_image_and_mask(y_test[0], positive_only=True, num_features=5, hide_rest=False)\n",
"fig, (ax1, ax2) = plt.subplots(1,2, figsize = (8, 4))\n",
"ax1.imshow(label2rgb(mask,temp, bg_label = 0), interpolation = 'nearest')\n",
"ax1.set_title('Positive Regions for {}'.format(y_test[0]))\n",
"temp, mask = explanation.get_image_and_mask(y_test[0], positive_only=False, num_features=10, hide_rest=False)\n",
"ax2.imshow(label2rgb(3-mask,temp, bg_label = 0), interpolation = 'nearest')\n",
"ax2.set_title('Positive/Negative Regions for {}'.format(y_test[0]))"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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nGVV7mnEWQgghhBBCCCH6MNczzr7vwDfK1/sP2jaM+7p2dxvaXJW+a+yL47LP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PbZ3TVdAOzPUo46++D7Df4zeKha3J/voLLzu51suQ+WNVPiGfO8k6FlftD67bMwRglUy6kDNcae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\nUeb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T6/W6Tk9Pp4HhqI/llAbXsnFdkdPT09OUL/IjAp1K5OXXaSSdRpF5G3wbBeTNrKLl\n+RLEuZsxcXu72SXLwtG/zWb+OibnizPlnq9fv87anE4FYriPVCXwhOzc3d1Nh36ZsAA4n56eZnv4\nveS825LAvn7rRAZGDCRHDj/BK32PXgBweM85J9LnXi73nctIp5JgZInYHCtl/UbO27L070uzui6D\n//NsiAScHeBPcodds651jj3Jja/bpmQ707n6d9qTMhkBkZTDSFYmskmavI0mQVTORNuGjHTLZXmW\nuWvzsVIH5g4dGybNS/22BDo7cmHAk/VKn40s06fb3mXwJPNjNjrtGcHvqt1Dpjrb29lpp278LgH2\nLo9MqT+u12azme2bhUTj64+5uuv3phFpdjK+cMInQjA8Y+xZ47Rn9tO+F//e+bxu/GBLOtuXupSB\nVI+L7pV72JTT09N6eHiYzr7xu6IPnXHmeuoQZVsOSZzTJ3ek2WUYFy7ZzOdKxtCHEt/UjQwWJg/I\n5w+x8anf2X9Vc+zA23X4+P3anD9jP0wd3717N3EMsAF53N3dTXmw+sqf9Xrd4jLqZl0Y+erEluhZ\n4oDUoSXfmmmfb/0tfvdVEOestMEHQvPSVv/Gs3TAUlTOgwSi4L1s5+fnMyeaQJByM8LcGT2Tpm7Z\nh42Ql5f5uVzOaxDn/SxVvaLa6HV19jUbAuqWrxlKeUNsqvo9GDyXhxYkwDToOcSI/dEJmVJX64vb\nn8nALcltDvwkbFzvQJ0jbCcnJ7Ol7w585NIn+sYkrKom40myjpI/oMErADoSsfRJQ+cggpPb4Ego\nYyGJFoTehrkzdnYkNtQZMNhnKI/pwD9//lxV85lyj/1R/QzS6a/OsVrXeJbv1FMHK7O8JBTuc+yn\n7diSnJM4m5T428/zzCjwkWMsr6VPSHk4Wm6/kfkkQOKZBImdLc72ZD65qucYaZ+ep33pSEXVduwl\nEHIZbruTbaFn9jpdo/wMvo5m1JI4u7+9WowyvLTRdjjxQ6d7eT+/JY4wBvGqH9+XMnJ+1rcRIKdO\nEERAcL63Oet4zJRkZCktBRa63zLRnxBegsn39/fT9/39/WzmOccz+CtnWr3dzM95phc/C+YcBX7d\nb7kFbxRccj0dFFmv1zvjZSTbxLj5bczQrVgY5dnN5H4rSXmulOM0x0/KgWc6u2bblLbff3c6bxta\ntevHbRsdPHFfoL8+kC5XReDTsDf4bSZu6Gcv8ea8GU+mgMU+f/48O/8m33SSfAv8uqSHttMjv+m+\nSxl/a+r6+JD0KogzKY2hSZ2X8ybZ8gEu3YxrzgaYeKIgl5eXk6HpHInzS6Plzsa42jntM5BPT09T\n/U2cASJ2zORxenq6M7hTgRIs2rm7rllPlnqM5OBZbqLWZ2dnLWDJ05UT3LhOL0Gaq+bEuWrX6Fft\nDqyUNbMVebCZdZD7O6PA7ya9yMMOCnLilRC5Rw/9ozwMqAE6xpffcYR5j0FlOm3/n4d0MWY759Hp\n5GazfZdvF+yyHvnZzrknQV5aHsezLwEcq37dU46tq+pnLrv6mjjnjILB9cgBcV9XRue4kXf2swM0\nVduxkyQ3y0wbSt92S20TvPK3QZnl57IyIGGy73Y7aJD6kPLzLGHX9vw7y7de48c8/vME5udMHant\niJtT2j77kg4wp/4uydazgQ5A5xkbndyXfHaS73zVJHX0TJoJVAYEOjJgvJJ2z8+ZaAFi7SOXfOCS\nLLu2f/nypW5vbydgnQGIBI4vZQf3AdeUq+/Pfkid60jf7e1t3dzczD63t7cT0SBfb78if5/vkO+D\nrdq+MQSCge+CoLAtyrgn95my+s9LyW0DqWdiZuxYtoF6jGTejVPusW/Ng0a7Z0ZYL3HAIf3+XGmf\nvfD/Tt0Kkc63upylNvK7/VFiOttGE1pmlh0YI0/rjQ+qI2/6crVaTecbmZB7OT71d6Dv7du3dX9/\nPx0ue35+vrM1wBMelt0SJqG9GYjMPuiIc3fvoelb9fBVEGcTBVIKNUG3jUVHQBwVskHxzHQaJc9A\nO+8sh4QBszPHsAJ+ctYNIpTLpcgjZ2L8cnnkYvmYYNu4U2fkazDiJREeKBkxpy2eTUrygSwZhHZw\nOTuTM8+WY2dcj5UMWqvms09u02iQ841R4bRq9pZwzyja1u1vd8DEJMS6z3N2uNYt7kOnPUtBvlW/\nznoCrtAJZkIzSJNONAGpjXwucTWp6gynjTz64qVB1p8sy9HV0exoJ8Psx2MDR9fTB/LlPZ0tTFLA\nb9YdA4TspxGxMTn1c+hWZwPyUDyX36UMsqSdzudsR7rlgZZjRwp8DzrTBWhSX13fjpy7XpQ16udR\n6up37JRA8Lc8a120DeuIjMtKPTbg82nFo2BZ9lenc5Zt6ouXvuYMjdtovUwdRaf8W95ru9PJGP+R\n9U4ZZ1783tkNk50uIPNSRLmqDwIsEY3EfV3K5+lnn35tX+HAjAkJuuIte56cqdpiO/wUCTvI2Rwm\nzp6tc/DT/s14EhJs/017Mo8k+nmmie1+1wdpS3Oc5T5549RO/zp97Pp3KY/nTGmTRiuOuvur5hyj\n0+X8u9NrYyX7JPsi4/fb29u6u7ubvQqM38DgtMd6b/7jlT2bzWb2KlHjJfI2bnNgBn2AuPtVrD7E\n1QfWpWxob/q9DDJblrbFHc5zn6QtSJywNEGxlF4FcTbArqqdwYuw7DhNFKvmYK8jaY7qmaA6asbA\n8buNWa5so25CaoEzC+jZOgNJt8PGh7yoVy6j8kxmAteHh4fJuJtAISMPAogRJxIbnJigIz+AxGq1\nmp6hTlmGjWgunUvA75TG2c8dK+WgXSJRHenydR+6dn5+PuVtQImRzkCOnZs/jjZbj6rme1xNaCHO\nkBoHlJzv4+Ov+2Nub2+nVQZfv36t29vb2mw2E2mmjQlEfJ2/kwh6Ce9I5jzroBWABKObQSgDQ/ar\nZaDCRjX7+CVBoxPj2AcJJsimHTn7gQwSAOXHY9ZOI4MRDi6Q3J92rq4jeeE0sy5OaRNyLHAtn6EM\nlo9xzUQrgWKSfNqT45C8uvMVLOeqms1QdvctOeAErf50dX3u5H7owAa/jerUgcsknQbMHXDP8Ww9\ndXA7benSrHASXZdlPceWOTjkWZaUj9ucgX4TZ8apwbW/kQPPpCyXfNChqZNhN7Zec0q75u+l+40X\njXNMlhOXGCehE7wt4+zsbKc/HSi3n8QGrtfrWq/Xky6cnp5Os85guc1mM5FsH87ksYJe5qw3+BFC\n46W0uTIsbU2mLrCT4zL3Ny8R5/zfeY3G/0voZmKCzkbY/vnaUl6+Z6Sv9iueybf9IuByd3dX19fX\ndXV1VdfX17PziHJyhbzNMzgnhnvszz3h4oAB1+wfma3GdrFM3LPR6D9lshf67OxsxoksA3xqcr0M\nInSBdfvzff4zZTTqu33pVRDnHNgdSCZxDWPR5eN7Ddr9LKkjKr4OWPVMBq+igvTSwRi/PGjC9SFa\nkwcsoFA2eK4Hf3uJDEbXUVMGDG1Pp+GZ5Vz+40CCCZlnYCHUqdijmRLqmYERR0gdqXoJ4uxoro3d\nyCH4u2o+GIken5+fz2Y/3Wd2FLTZUTD0zISCZEMJaTBBNrnpAhcdmcpondtqo5QyQHbWOzvGpdkg\n18Ez58gEoIGxpe3+GAjlloOubXYK1kXX59gpSUAupWKWw0TPyaCGcZRtMuCyPeCVJST3m+VoJ5vk\nlOesq571SCeX9XFwz+33cykjotyk1IMkWJ1dcuDPdc3TaL06hzHVBWE6/9FF0z3uuo9t/zFTjgen\nEdD239lu2lK1e4Bd2hmP19SpbpsPz9j2ZL3ymdTtBG6ud9fGzDvbbr3O5Yo5DtLXULaDml1AItMh\nYA8ymJgny///kDpbvUQC+T2BddWvwS/IMHiOaxDcx8fH6RrX8bngVNsL5z/yKyNcwTMeB13AMidW\nPE5M4qlv7jvt6pYyHNmnh4eHaWmw/W3XJs8IJuYZEcyXTmkLRvIx7h3VPXFXp4/8DfnM1Q6UD3G+\nvb2dVgbi54yZ0qatVquJkOZWN2N52y/nZb+egUDXD3zrtjOeOEMA8uxX+RqrZCCba7aJXX+l7xzd\na7mAX8AelPUt6VUQZwSAsWLwG/SazGE8AJXpgBjkJycnk3H071X9UisTxVTuqpqUA8Dp+gGQ3r17\nNxFnyHUaSS+PxgihaFXbpdVWaurAM1znWR8yxqBAhga93u/69PQ0O3CJaKv3JVhWJniOcDFQ0vCk\nEnsmh4GIY8qTyY/pzDNaV1WzQWXD1xEX2m4nRrTNzgWdIU/aT4S4IxiewfMg97IZ8nRgJGWYM3qu\njx1BVU315/klomQSk2DXY8dt66LKzhNdYO+MD65w+02Ykux1pNn179JLOPCcEYI0V80PC6E9SSRs\nD61DHXCzDbm/v98hfyTLzkQ7Z/8MLlK3sOHpIDMQ1JGjdNRuXwfeXL/UhS546faa3Bh4Aj7TsVs2\n7gPbj9T7jryPdJT2vFTqgOK3JPTRfZh6lsDQ49N2FIDF73nKP7LK5zswaDCWdgR525YjC65X7e6t\nc5uqarbf1ftK0bEkEDyb5ILrI4J1SB9QBljIQcN9dvBYKevzHD4/7T84Bv2i3Pfv30+zetfX15M9\n8XYh/LAnF2y/KC/LJtmOpU8FJ9Jf4DT2sfqwJ/yDxxc4gpVuzHbnoU3IYNQHHVmmvq6P65F6mv4p\ndXukd8fGfUt16MYqv+d9nZ3wc+lb07+y1BlSbExDH3jPO6QvDwjufN7p6ek09o2/jSdsn6q2WxDw\np36TD/qWPjZ5AXK5vb2dJpLQR/A+q3lt43NG2n40uUEX3OH+1CP76fQPHU7Yl14Fca6aA4kEDx0w\nsbMi4uGOpMNtKEedQR4+TdORPROfqpqW7+TsMKQ/9z2PyL2X1GL8MoLj5yDIX758mQFSKxz3Qsae\nnp5mr6FwtNL5vnv3ru7u7iYi7pl6fjehJxnsJihacoidceoM+jGSZ28pOwllkuesH3K0TuHIcjAT\n9GE5i9+dnLPu2a/WRxuSdFq5YiDzJj/0AbJM23HiGNCMdGO4XQ75ZGTTkVHq2G2lSPJC1Nztt30w\nmUtDniDlpR3yKNk5ei8SyTPRnXE3Ye4O4aiaBzTIw8vCE8SbUHQBim6FgslJVc0iy0tRY89U879n\nTxysyz2Knolx3WhLprTFBh/WQetzAkKnBFlp7+y33Bf2AR1pPjZxznaNgHXKg5Rg3OPPNtG6ZXvZ\nEZsE3RBnrwZIP+2808fnDJjHXa6m8DaADkCPfJPHmfU39cryTJmOfOVS6siJr3cB4C7vlybSpFF7\nl+rXjb981hMAXONzfn5el5eXdXl5WR8+fJhhOAfXqnYD7cZs3r6UEyAmxfkqJwdLvQzb/s24whMt\nVTXZsbOzs9lrgiAp9r/Wuc72Z7CBMcHMqE/Udp/Y/ndkM+Xl/5f0/znTCKN342lk/zN1PtWfxCb2\naT6YMJ9brbZbRyGzXd96HNCnXd0zCM799CP6lytnuLezoYwb22F0hzHC0vG05dSravcNG9lf2QcZ\nOHVevs+4hgQX85jel14Nca7aDij2GNNZBod2fjgnImFJrqvmQAwnXTVfbgFx5tRJO+TcWI/SJsFG\n+B3Apd7kTbk+GZEZY7cxZ8q9DJw2oayemdxsNtPpjU9PTzOgmYMEOWNgbfA9E3N6errzPriclbWS\nQ5ZSGVOxDbDor2M7cPcXTszGL/svCSj38Ax95+CFDZ8BIgQjwbPLdQTThCWNvgMpHfi3Dhtorlbb\nPez89u7dux0waQOHznBCqMmpx1pXjyQjJs3kC2mGODswk44nibMNtkHOaKbb38dO6VwcKEEXGR8d\n+La+MP55PsemCSP2yrODne3rHGJH+nLcesYRXchABuPE5MpjgqVdyIilbF1QpAM5zjuvYS/Rs5Rr\n2nyupy/pgEcStM6OuO+zPcckzkuk2dfctlEQpyOmqRsdmcsxavLsPHMmN/Nzf9geud9JGbDK5f62\nu1nnrt22sTnTTErybplafvgY6rlko7q8yKcLGL4kScm0j5h8y7PddduFbjLA4xt9ZgWVwXXqjset\nSYT3/oK17u7uduyqg770L/qedoAywBPgzxx/6Bor3bxUO22s5WQS2xEQ40FkA7nLumfQMft1hJde\nMnncZl1oX2KwlOGoHSlX64qDpNaFqu3rNx2oYfUo8vYscGffXIfE4PZdrnv2fU4AUp4DKuCItKPG\nCqTHx8fZgWYEgdDr1KMkyd/CDVKHad/j4+NO4MqvIDw0vQri7EFcVRP7Z5kJDs7K4Rk07neEGweW\ny2xMPMjHhDGVwWSAPJKk2LjZiSZJTACQsyRJgmjbZrM9HMLLwFer+auGDDbsKDxIHdk0oauqmXF2\nn2R79jljy4fyKTMJO33L78j5mAbVeuO6OiVxdqQvSaEdCvprQE1+BllVc4fcgaoE684nHbu/M9jh\nayb0NloEaapq0tPcp20jTt1szHMM5Piww/J49oFg3kpgMtztt/Un9z2nER7p17EdOTLC8bi9OKkk\nt0nQkAs2gnwN9DM4QfDvy5cvk/1LImdwRr8C2uz8bb+cDATcNwki3DcOlCIX2uC3EKR9sjytUwka\nk3wRpDFIfHraLgtO+5dgexS4SYdN2/g/PwbUzFodI+UY7YD1bxkT1iUTUL4N6Dpds11LUtjZO8aG\nZ6LdJ0kcRu3Ke7IPkxC4PqlfCTRHvtT16PQn69LJOvsr8x89+5Kpa1/iiKXn8veOADp/+6Zc2cU9\np6entV6vd3xH1te2go+XVzORQx6pj5SXfc919MindVdtVxhle2nbaH9zp+9pj22TbZfY2sMWmdwz\nX1Wtz+/siu/J6ynj50yJrfydv3f/c62rb+J+X88gSk6s2C85mMK+ZvMDBypyVW1XJyf3t59z3Zj4\nMX7Lybynp6fZJIuDRh4fWY+RLNPWJ04c3b/vQ9tY9n57ezuRZ7YffEvA+lUQ56r5wMFomcR56t/v\nx0vh2nGdn59Ps1beP+wZPRNnys4Xh2822z0k1MUO0YrlZQ1pkNKw5HKBzAdwBoExGDE58PKgJJ4m\nXN4fUVUz0Mu96/V6RrQM7NP4m2h1yu46p0FmJhFAzIym90UeKyW5Mthw//rUSgwOQM2Exf2Y+3O5\nJ4kMZWcU28n96DpnwMT1sNy5XrUlw25HBgKZUPC2AAAgAElEQVSQDc97PBgo4qAToCYISlLdjVuD\nTj5uRy6rzFkVxpXHRaZ9ROC3koXfkkzCsD0pF2TTzUi6rh5f5OmACVFswNXd3d0ko7QX1ivGpPWD\nevh01Q5EeLykMx0BDMsFnWIsuY7duOJZ67R1zgEAb5XIsWIbZHDi8eoAl9vk626jg3KWg/sV33Ps\nlPJ3v9jWo1dLKUGYdcl2Ntuf/dTZEduB9DuUbb/kMdG1L/2ubXr6Z99rcpN2Lf933VNGnZ1xO/17\nR7IyT39GJORY5OS3pLQJS3bYv6e+Zn85GOl+q5rbUHCbVxV2Y7lq93R9fA7nxBhHum4OXGZQLfFS\n4q4kW+nDHXBOMtWN8dEKIo9L3nvtPbg5DtJnjvSvu+/YpNll2YYc8kyOQePkUZutk92qrartpNWb\nN29qvV7X+/fvJxz/8PAwXCLfBWScjAk7He4we+qkgzVcz5lugjypv5avZeC6jYJYiUtTd7KMTr99\njfF0f39fV1dXdXd3N80+s8rk0PQqiHOSsFxmZQW1geiWQaGAGXnDIJqUci+zKCakLE3pOoV8OkOa\nhDGdbQJTrudelnTsqSAMoFyCDRjkWWRTtT3cLA8hM8DmNOjcb0leEBlk1S3LTQKXfW25UTb5eqb6\nWMnL5Ktqx9CMBqfJYoKcbgaCZHCVDjxnn9PIATANztOwZH3TMaE3XDNBcz02m81sWVgSApLvydm9\nJD/d70kQO4fvWWaT5s7ZQ0A+f/48BEhdOtSB/pEpyahfR2H9cb/n6psRcU4dsXzZepF18X3IxHtL\nbaPzpP4EvTzrsxv4zSnBLrbGJ4FiIx1155lOpm6HnbGJs2eeqVOuHqIMZG19cps74Jnt42/KMGHO\nz2tIOdYTGC6B46qa6WHV/HBI8s8gSmcnUqeQWeKCfSSBPsn8KH9E1Pk77bsDKZ1d68rqAGDWE9mN\nfOiof1L+o+R6ZB2Paf9GepX3jPo0+6n7cJ/7JgG570kdzCBXV75xgydMurr4PgI0WX7iPNsL7J8D\nfNQ5twhksLPDsXx7BtR2iRl03h/sV6jmOO1SkuTu2pJveK7UldPZtiRqXBvp1xJ5HsmZ+9+8+XWb\nGvvsfRjdu3fvppUMXoWFfR3Zm7QhiSuz35b+T0zZke6RLJOEG6dU1c7p77ajo/zT33bjzf+bOF9f\nX8+Is1/He0h6FcSZZEJpYZNsHLw8lN8M8rxPEgNFR+WMlkmwhYzD53fvfUqiwn2Oyhs8GgDmTJr3\nORg4p1z8f9X8VFA7fwaWl5p3A8mG8fHxsS4vL6dli4+P88OqDKQddaQujp5mPbs+pgz3sWV5zMTe\nUqfOiWWkjGSQw+82CvS5B7QJNb8R+Mh7U85v3ryZ9Tn3pCF3XXyP9dplcz+J8YbBcVkZTSSf1HHr\nWzpaj6WOONNeO/IRYWYsoM93d3d1f38/W3EyMu7uu2ODxxwProOJMzYM0pyzr2kT0gZhZ2izZ1zp\ngzy1mPxNnKnfqD+sY55FTKDqQ25cb9uR3MbAMkFS5zAtExNn93WSrByrObZt33NlhtubMzXklXVM\nIOyZ5s6OHjMl4PH1BFu+dwQWc0VTEuIR+Ezfn/JLMmMbks/m+LCP74Ic3TXXvWr3Xc0dyXU5XUq/\nnvLs7H/em/3lvkmilPf7vmPavFFa0r3uXuuRJxiy/6xzo1VPWW7aAJe7FGhxSjuUv4MrR7JwUMh7\nYDt7l8FC/9+RvQ67pQ1m9vz29rZubm7q9vZ2worOnzJy8qAjYZZ9jouRLJ4jOeiQdUdW+W15j/og\n25I6uYRlfCI6Zw5V1Yw7gNvJ17rR6Yd9V+KMzv7k+NlnP0iWnfNmzPkgWXCMVw11frlLlJ8y7bBw\n/o+fRad9OnwXGFtKr5I4e3bOAvFMgYE1Sp8A3BG4kZO1Q+06wgpAp2M4HCFx8rPUmROLq2qHiGZ0\nMJWWfFIZOoPuZeSOaPEcdbZMINDr9bqNxpJoC7J3vg5MjByJ2+I6d8b2mI6cfZ4GQHZqCdowVh70\n7ot0EL5mXfbSZAd1cuWCE+XnXlP3c+rsCDh2up0BAEfGu2XRtCUNpo2l8xqBFp6x7iHTbra5I81e\nKXJ3dzcdzJKgt5PrSyX3c7eKwHI8OdnOOHf9242n1F0SNsmzm11gEp2E5NrOeGmWgavJjfM2ACC4\n6dlo921VzbYAbDab6WCaJD4ulzZTJnIcBb18fwIJUupQkpMuiMNYSqJm2aTOeub+WOmQsqxD1rlD\n80V+CU7T7ndEJuvgAFn6tiVi5DbQB+6rzsfyHH+n/UoM8S32pWtj2nzLOWWeut6l1KWlew/p0z86\nHQrK9z3bjUPra9XurPNIz7rkPjA+zH7vdKsD8TxzSHuz7K59I9K8pI9JrpLEMcZ4D+/Nzc20D9Tl\nOjBpvzXSb4+zb9XnPzJ1eKfTqa6fLLfEd5lf128pb8p5+/btzivEyJu0Wq2mSSvqDy5wfvhQ64r9\nd1XN+qHzqSkTp9HY8fiibl3gPd+IQrLejsrugjz0RY438smViOzZz/Yeml4FcU6w7sGYA9UzFHx3\nBJIoDMDTJwGSrx1mvuZks9m+Hiqjye6ojKT4nbbMdvFJ4kw9vWyQ2UQ6O9f+k3LQUn/y7Aw4f3tG\nnzK9TH2z2R62woFFHvDZZ1Y66poBDyuzo182wCPC/twJ8uCATA6kdGDdHrslwup8rMu56sH7PRLg\nV81fneXAB2TKfdcRgryW+u3f/Z3J4zTBCOPCpCjH75JjNclAJ9PQdqTZe/55Jyf5nJz8+k73LAuZ\nHFvnSOnMGNfMrBqc5OyWdSyB0IgAkifE2frjPA3CclzkWIYgYls2m83sfAp/rPfU1bPcXr6IbaJc\nyvP/ncNHJ9zH2CQ/S+rGRgKHLK8DniNg29Ut9TUPozxWSj+S9sF9nSByn40guX+yT2zjRra/A6AJ\nEunbzN+6m3Vxv2Rbbadcb39ct7T9Ixkemjr/kUA++8LlpB46dfr+EmnUjn3X/N3ZmG8F+ymHLr/U\nwW6Wi9+6V+bZvqa96urL9QyumWikDzdpznxcTl4bLdN2ADpXGWYQKfGG/YJ1Gd+TQS/X6xgJ0jmy\nb//X3rn1NnIkS7ioGYmkNLNYAzaw///H7ZONmZFESrJE8TwY0fo6FFWkbIvW4mQABMm+VNclKzMj\n69L+3dNLSouzJ2mjnNDquNtELS0VaXay/OnTy0ZxHDRUG3C5qcsoZz+5/LDcHAknp9IzSYhHfqH7\nt+63eL06cU3+atJtPkONZUr9lRv3+ey1t+JDEGdXgCRWHpXhmlo6Qk5sOF0upSWoYemck1C7o6pv\nKpDFYjFTOCRDWm/NKZH6SHm4AyLH2YXJnQzVlZxQ3aN0e86cpnuqPqnISJxd8Ci8XOc3UgpsWykr\nJyxOIE8NygtJdHKS3AF3p0nl6ZW1tfl0UZVd8HMO1ZMrxaQwWOeSFUYZU2Q6gQrTjTbzyv9cnqB7\n0gwNd4LYJgxycbfGZBj8dTIy+oJe5+DKn3Xljuop4I6xys5+yACeO+Me9U8EQiBxJnnWvW6s2S/5\nTOqSnpxSL7X2Mmugp1N1D/Pt5U0zMUbElLqHdezOko6PZFP1lwIdbsSTo8080hn2V3i4TJwCqewu\nZ+5k8T6vY13H9FUXsjm6xoPmni/ez3T8OvcH6C+4fPJ6t7Gevtsw/8268j7nurVXR56H3rFUN/zv\nz3K7nNLo1fkpkOpj9PxUlp6MeLruY/F+9x9Tv3W746Nd7qD7DKlEnKULEpKu4Gwbtwduh90fTjqw\nVx4u4RNx1tpa6fwk7/Q3WO/UE/RBRoGD94brCiLJWSqr3++6LOn+dJ9sbG9ZmZ4tvUnizPxIXvQR\nUfaypWP7/f7VRp/sM+njdeE+sAfeWT+0ASmIwnwl/e+DggleJ5JpLov6sz7fhyDOXDvsQrjf7yfH\nYrVazaaN6jydO8EVmxNjd/bpbHGEh6PD3IGW9/saNR+lEYHWMU5jFBnh1DM5tXQGOW2xtZfORkLh\n5EL141EmlVUbo/EdvtoUjHWq43Ro9Wy9dkHXMvDgxki/dZ5t7Yr/lNDzGJkjwUwE2qNc/DDwkpwp\n1R/JpRvBdL8bTZJzN2bKR88w02ntOVUsvwdKvBxuGLkcIZE5l4lUt+y7lGsS5t1uN02/8VcVtdam\nDbD0fku9no4BI5Islv8USEZKZd/vX9bluCFVG0hP6Lh0VXJu1OeoD3zTOubJHQh3BLwMyfjRYFJ/\n8L/6ndJKAVHWCZ9LHclz6h+HHGr2dW8XL6s7gMkBdUfJ642GnHbD9yz4J5D6QHIMXRZ5vR/vkR3X\ndaldUz6cNPTajcFjEl2Xl5TnRKCTfXLCkojyoTb1ekrOarruWKQysj7+Stp/FZ4vl790XS+dpLNc\nr6YRL7/eA3A9gszrfMNKf5etPu4DJb2UdIp0RfI5nJwkHe762vuDfxh41lpQ9+voY7Aek313Qp/I\nStLP74lDdkHl8v5OnZN8GJa517aux+STaDnUyNfUeckPZ/XJX0j1TDnSkiBes9/vpxmr1K96pvqO\n77+jetF3L4CT6oh9Mtlqlsv7ZiLNoz6twJN2J1efTkH/Y/AhiHOKFFPwpIxIuKiI2FAeZaUCktDs\ndrtXu6mqcvf7+XRCzc/naAK3+29tTtKVH9+AjOutNVVAz9rv91P5OPLKcitd1YlGskVoNeWbTgPr\nl4Iocq8pkqoHPY9rKlVGHy2SwMlgqM30X+VISsbhHT0p1vcElUtrr983nDqXK0x3cqhEvFyuXJKy\ncTLM50oOGDHz+los5rstMl8s8zF1w0gngzuSHU0tSo4kFb8bVZdLV3zuePSi+1KIklG2iZya1WrV\nHh4e2mKxmIwNjY7n8VSgEXGS2FqbAlm6lg4TjRgNoEijy6DgSxM4HZoGLBHkRAqdRBI9IqD0eE9y\nRHrtIV2fCJAb4J6TyrRSGl5W9jlP04356BwdbO3omQKOHxHeh3t5PcYJTqTQdUACSbPrXxJmfbf2\n+hVgPUKr/sCgI22hBwHZf1zXqhxezmTnkvOedHVPXxAu66O6ZP6OabO/E6zLkSwl+PWe9159Jv3D\n3/Q5aXc4KpaIJpcS+UZ/9A1dJzGvrjOS3Ut+xGhdswf/SFwSaZZe0tpmbgim+xNB1zl/dspvastT\ng/XMPCX58PK5rVA5fZZTT7aot+RDpZHmZINoa+UHsE11H2XdA4mSU+ZRcrzf72fchsFSPtfrpOfD\n0y8Z9Un6il5v7oP4zC6e8/ZhmUmc/6rMfQji3NrcEKkxOBJAZeJGTwKkSpIzrzUBXsmK8qxWq5mD\nz9E5kgJFgkQ41+v17JVOer528NY92iWPO8O29ofjend31xaLP9ZBUyA1GsZ1ynpdktIhoaKCOj8/\nnzoAjZEcaYGBBDrbGrljNMvfcapysMxKh8re88d69civK3aW9RRQfiRbkj/OGvAOrvLyXHKGpJjp\nYOkedwDTOW9rpuugMlMQw5UTgxnJ8UgOiAI6jPhR6XNNjhtxOrGUBzfoKR+HSDOV4d3dXXt6eprW\nMUs2pSi1IYT6vp7r05yPcTZPCW7eRXlQnXvwxEecqfMEdwbU/1lmGlYPglD+vE2T85cIhRv1JAvu\nCDqZ6BEgyhzLyw/rx8uk8nOWg+peeWa/ZRouR3y+dLMvJ2BQuOdcvhcoB65jiERqaLf8GtdnbtsJ\nBobc6dNxpuF5UFupvRS4pXyoT3C66UjnKV/sV2kPjqT33Waka70cXi89e3IIqd1YVu9Dozy8N9x+\nej5chgRvt1QviUy43evph4REFngv7RL9IJ9SmnRE0k8uu/TlfN3oaDmCl4m6KwX0np7+eF2PdtHe\nbrez/Ta8vVK9Jjly/ck+7W11CnibjZaR+bEkJ/SL3N9J9xPuC9LP7gV9KRvul2smXWutawcpm6k/\n6TftEmWT+dbvXj3xPpebQ/Xj8i8b2gt8pmdzmvb9/f1wwOlYfBji3NrrjueF8+gd7xOxVYWSOKdp\nLhqxVbr6pvPiUyien//YyOby8rJ9+vRpGvKXsK5Wq7ZcLidlJuLsTpamOHO0V8Zco9nKtxpdhMBH\nJ1t7GYXkOk4qs55S1bWq4+fn51fraEYEVvkX6LgoXVeSbN9kROSknJI4OynkO4752h+O5DH/7uTQ\nGCTy0nOI1I50rnzUefRMd45Y394/HFRYPWXmbdVam/oHnUbmm4a6tfZKUXt98nmMjibSTGW43W4n\n55ivWtKmJiLY5+fnM8UrWXMn4lQYkQ3VgUfudZ7LI1zmSHZdn7rRIlljEEnt45uD9QIe3q5eHuZB\nv30JDa+hjkvynvLhz6fBd6PMuvC0OL0yGXK2V3JCnVxTbjkypYBPa/P3Vp8KlA8eI1J+vK+OyB3b\n0kmyzrOu3KGhfUx54kypHnlRX/JnJzlNH+mJ0Wh37+Np9wIIrA9en5DsR0qL6fkxD5admsC4A5vq\nJcnnsRjdl8hEsn+pDZkGdQ3tkxNnnvfnOUFO+aIckjgzmEO5HJXNdZLyxUD0ZrNpm81mCuyxLtKI\nc8/GeHukMvn5U0C+gttWlsvz07Mf6VwvmNGrFz43BWFdNt3m8Jz7qf5s2iKSfOrn9Cxv155t9vrg\n/YfkNNW1+4+JA6Y86yO51gAKlwZ7+sfiQxBnEVx35tQIGvUkwaFQcT2wDKzIrqaZaDqcnBRXYIvF\nYrZrnYg1p1xzKgWnrIo4iCiTcMtR58iR8kzntrW5gyFFpmdwTaz+06ALnMIp4fKokBPvNLrZWpum\nGzEA0FqbpiJJoep5yovqlNEu78R07t0Y9ByL9wKNkhQRd9zjaHFShim9pATc0fJrdG+v/CQMo7xQ\nCZIw95Rwyqefd+Ouc94vUvsdEx1Mx3ojzjrG0eb7+/u23++nVxz5GnLqAJWDfVL1lkaV/gm4gfEl\nG5zC7fshtPa6Lblfgc73ZIxGSv+9/3pAzPVpcgSVPp/lBlx57ZEk9p9DQaBDJIXTDw/1BZYhGWd3\nZKj/XG658/v19fVkyBUclR06BZIucmJIuENziJzwvNs7fvecsNT2+q17Fdyhs+hBNn3Oz8+nvsT2\nYR4TmUsjziPS7emkOmbZkwzyGj+W6np0LDmiDFT10nhPcKAikapkh3o6S/BAmcvRiOykNmJ7pvQc\nvftH9k/fx1zve88cmw8eS7ZCgyabzabd3t6229vb2exD+aH0Tx0pPz1d6fr11PbW7RflhrLoAWPC\ny6trqB/8ebwv3ctAeaonXes21v9zzb3rQd7juir5bv5Mz7/3OS+Tl5ll6wWLCMqtBwv8Ot6vcmvp\ngTYG6/GSt+DDEGcSRW9AEVPtJtza66kWrAwSZ1UY16Co47tS4CZH3ESI5E4KRvlgJFrbya9Wq1fT\nwDWSqwanc8/OxnvoKGsKOMklj6tOmKYrhh5B9vOC6kujdyJhJM4crVosFjMn2A2z8ijwub28nQIe\nZZM8CZxirXwnQ+zOEDtxjwgkI+6BDv3ujSB6WpILTllkeXqOA48lJURFxxHb5CQyPSpLNwgpHzQi\n3OXRj3MDE61fZr/kZhsKhnBWhAgL61yj1R6UODVUZ+pLGjXnKAPrnesvW3uJqLvcjfqVR2DdWXCy\nQllMBtz1QHIGeZ3S83fFp7pJYH50XdrR0x22nqPaK7uXl3XC/kG7JPtG8nx/f99ubm6mdtVMpp7T\n/B5wIjuqj1RvPJeu93ST4ySMbJI7dp6GdLTPjvDdy/01QWoz6gG3mekjO5FGC1PfpM/hMpp+ex0m\nnZ90N88l/c5znpdTg8s4qEdoKwS3e16uVA63RyN57dWp5EB5G6WbyIWP6vfg8tcrG4P4PX1+6HmS\nXdfXIs4izyTOfL5kuacL+JxUN8m/GKXzHvDZDu5/UHe1Nm579/VSQC3pCEfPX079OA0gpmAhZ9uk\ndyf39Cyf7bJCX535dfvgeial3dNRBPNBG9u7jv/l9+m9zdwA7a/I2ocgzmoEGj8aGip4d1BUodoY\nyNdceuPQiXKFwKlYi8ViNiIl4rzb7aZpoev1erYjdXLOKNgSOhF7Ofc0/AwecJG+l1/30mnWO6R9\n0zOlx83OVD6PtnNUmzvweTtpHYUTKD07bUAwimxRUfm6yPcG242j9SqHw/PPtjnWkLmBpVyL9PDe\n5MQzz8yL8u6EwfOSFE1SxmoTTcFn/twh1jE3FOkZrpiZf+/jSo9TXGXktTEY5V59zF9hRALDupaO\nSZHMjwQupfAg0/Pz82yUnbNruFGhy4/379b6sxG8bXuOkEe7kzPiDgf7T3Is/FraDKWXvpVfHXNH\nKRl05o/Hk07neXdi3E7xtVO73W565Qt1Dd83/t5IhCG1vV/vfT3p8p6TSRnS9e7MpDRcfpP+cvnh\nfbJ9HIGWLmD5mD4DVbRdutZ1iJ49CgQnIneo3kdgXfE76VDlj7anRxrfGwoYMf+0q6PZIkIimSyv\nl9Gvc33Q+838+YdywVmRvXylNmF+dX3Kc7K3fs7rxvuIj9xpGutms2k3NzfTumbaZaanslK+em3V\nK4v7B70+8V7Ybrft06dP0wAXRzH1P7V9T55ayz5d0qtu29ym+v2eDtNKgVrqNZFlblinZ7iOSmXx\noHcqP/Pn/hTLyPuZZrKxXgc9XZbqhPdoP6mbm5t2f3//KuCv698qdx+GOHunFHHz+eisEEECoqnV\nvkW7R3p8JzpVHEd0lS4FS6RKxPny8nLa3Et5T52FjgGfpbzKseUI22LxQpzpsCptTiPf71+2km/t\nhTg7AdW66+Vy2RaLRbu7u5vtMOfBAzlzPeJMcswdult7GUliHfA5ydFi+9KZeW94wEPGvBfZ0vXH\nrEdk2+l/z2n3QFHPme8ZTUEyQVnvjaC68U7RS1+z3kuLeUgjMXyeR0z9GYeI83a7naaUyQHzJQv6\npu7wKUt0fNn2p3QiaSh6x5Ufjjzz3fAqm8qga3VcpKG1+a7EfBaP9wxjMmSJRHKavU8PI1z3sy/o\nmOAywf0HkkOZ+k/PwTvGcCodj3x7/3bHlPepTSTnDw8PbbvdTkHKxWIxBUBPgV47p3Mjpz71l16b\nOHFz++nPdmLC+9JMGvoQOq5Ar9rO3/vu+adeYPCNutQJhPLky46Uh0OjiakNUn2m672eXZfzul7b\nnFLntdbaw8PDLPDlQbBj85b6exrlEtyW6ndPhv16yaHkz4m0zxqh70j94PlxO58IlteP7uuVlWXw\nj/xoBqJvbm4mvzBNadU37aTbEa9jD8a6ju+V9z2x3W5nr6VkH6beVr59AItIMjpqZ8mDfju3oY70\nfCS7zWepPaXr+OYGzpSlvHCgMtn6JP8O5ol9L8lPqsP0rFQ+76OjuuHMruvr61cbg3m+34IPQZxZ\nmOTUtZadN96vEScRODr+NBpckynDyOlXEj4e1witHPbtdjtVPKdJa9MvGWkqH679XSxeNt2SAVf5\nOY3COx3PibCT3PSIntdja6+jXHQsZfg1Gn52djYj4XI8ZDTUBsyH0vIypHb1SNsxTuzfjeR8u9LS\ndbzHj7nBdkPlJNGVkq7zaTDMQ3o2r/OpOFz3fsgxUxnSSLUrWK8X9iFHIhROrtTfnHS4Ebi7u2u3\nt7dtu93ONuijDknrnNU2vqae7eTT9N8brvh7x2XkOeX09va27Xa7tl6vZw67TzWng0fHR3CHgddR\nZ/Hb80cnITnnHpBhGZnPZKjdyHn6vdE91yW8RpDNEOgsuu5i/3TizOtczrmLtjax4usJ1RaKjqdZ\nLu+Jno7xc36Nk8ae3u6RAdd5rb2QJ9dTST/7ca93X5PM5/MNFe6kqk3TaDHL0yM6PhrZu3dk51If\nONQXeG/S8b17/6zz+Fex2WwmX+ni4mLScamfCsf6Bi5nvTRGsu+2WMf04SACdR/1khNMpTfSgUyn\nV37Pt1/vMsDn0899eHhot7e37fr6eiLNDO6N6ubP+Gqsi9Q3TuX7/fbbb9PbcZbL5cwucRaE6mtE\n6t3fYxBNSH4eB+Q4yu36xY/5d7I5I16Q6t/lI9liXpP8W/fh6cOO9J7Xlerdn9nrK24ndM/j4+Ns\ngEXL+Xo27S2y92GIM53d1l4T5QQ6u/4OMnduWnshERwVdQUnB52bd2lzMo0ObLfbKQ2R6ufnlykv\n6oiaV691zxqh1WiznCm+f5Yjzsy7d4TVajUrO8+5c+v1xf/uLJNUXFxcTMc4+s4ph9wBPNW3dxo+\nW+VKxPlUCpT5VL5o2FinPcdPv1kugp2fEerk0LmSSMotKR4eY55l3H0KOvPKvOuensPQ+++KNJWf\n8sZpvJw6TUfDjbx2RXTi7G3AUSI6Y3TO6VSrvJxC+0/DDZFebyeDwI3OOIPm06dPUxCxtTbTI+6M\nJsKntusRGJIl5S/1b5IOD4YwsNNzBJhGb6TOjXSPVPEev066uOc0eB+hnnVnmfXIoJB2f1fQg685\nZJBjt9tN67BOjaS/RqTRy9sjOtRXfg1tnuxLzznqEUiXYQU+pO98+ZX/3u12k33jevSeruWzejrQ\np3YnB3QEd057NrFne1L6iQTxvkN5eg+IOLO+pa8TOFNhhJ7/cOwxr0e3/8oriTNtJ691e8agjhOO\nQ/lKx3k/fYhENpxYSS/d3t62b9++tdvb23Z3dzcLGKbnpT7sOjDdn3RqksVT4Ndff21fv35tV1dX\n7erqqqu/WntZ6pSQ+mDSDel6DlK5nnA/zQcj/Dm0Ny5rtNfULcwP0/SlVa7H0uAQeUfPh/TnMO3e\nNUmO/brecQ10aiaF2+uerTkGH4I49zqd/qcG+vz58zTVikJAB5hCoPM67gpH0TdG0GV0Zdy13vfT\np09ThJROl9LmdAlXqIkQ+LRRF3bmgdfKSVY9JGE8Ozub1swtFotpXZ2chtbabEo8Awac1kHykaYq\nsm5Zbq4NV72SuLCsbPNTwpU/Rz6pMOQEK//KqxQg4R2TpKGnLNKosNInXCn7SEeKfvv5Y5WRkxM3\nnHScXdm78hNJ5mY9nMabZiik6UYi0CqHr9wAABiPSURBVHy/pD6cLaHgz3K5nJFzEjeWU/cmQ/Ve\ncCciGTLqt/V63VarVXt4eJh2iby9vZ1eWedy41Ffd4ooW2ofneNz/bVs0gXJKaQu5DnKgRtzl5vW\nXr/z3QkYZxMc+jDvJOQa+fX1fA7mPwW2Uj2oPvXKNJZLry/88uXL1I6sj1PBn5UcCnfqjk1XMtgj\nuq4HKZ+Sr0Q8fBTP9YwHaHg9n9MLlKS8prKl/sTzXlbHiLSx36ZrR+RRukyv4+MImp4xevapcHNz\nM5tCrw9nZAi9+vN6ShjJnJ9P+piB1Z5+YfBF6+g9yNYjMqm/EW6P/VzPJvO8nsnZLwpAX19ft+vr\n69lUXtaB112Sa/ff3W9gXpKPf2q9d3Nz087OzmYz1pifQ8QyBaH13+ue9obHvc6SDUz6KV3bu8fz\n1/M9WUbew3tTcNqf2ytTegbrRs/p6eRj9LKg2b6bzaZ9+/atbbfbSa57s4AOpen4EMSZhWGUoqcU\npKh8Z2d1dEZMnJTpGTRQ+/1+ej2IO1VUmhzVJnH2dVYkznqGSC6NOqepMs88RmdepIPTv7UxkpMB\nKnROC+eaZX0rIKBXcJGIKP9cN83pH2oPth8NDEfDOLNAdacd7xLpOhVcQdDBVr4ZkOE9CmBQsRAi\n38n4Mq2eM5iMFBWzwDbTLAh9mBZJz1vqp0co2c/c0LpSJXEWAVb/dVKU7tF9IhpPT0+v1hNyFEDO\n48XFRXt+ftkN36eys/7YbqeAG6qRU7FYLNrl5WVbLpft+vp6tkuwb+LXWptmjLA+KTu+plCjEK29\n3uDIZZsBwxQIZJpOsH29aXL0Wmsz3Uc9o/btBax03Akb5V9l4iynXiRe+aITnBwIDwow6HN/fz8L\nGIo4f/36dYqKn0rmvFwsb0/vuk7m/0MEU9ckncS65H/dz/MeFOyRENp89yeYbq88x5TJn9tafj1g\nkieW36/ntem7l0c/Lh/FN0f8SBBx9kCHZvgJPWefupv/e314RPwEX0PPb0+Duoa6TP5YeiUQy5rk\nMCHJpsuuX+vHPHD98PAwjcTpk/pzkjnvrymvbpdHQUH3eU6B29vbdn5+Pr3Xl0hBYoH6aTTLxjnG\nWwir/ru+SjbSnzeqP5d/1x9sf/5OvoA/28vXI6NerpTfFIBn/keQnX58fGybzaZ9//592nwz9f8/\nK28fhji3No6s6bwaSSRGU3vktPHdwrpHRtYdfCm5/X4/jQrwNVTL5XIaeZUD5ATTO4nypimkVDAu\nEHQ02cl0/Pn5uS2Xy3Z+fj4pPToOulb58ilDyqPWQ+vVXEqHU8afnp4mQ6tRaTnj7izSoaVR9k7B\n9pUB133a0VB5WC6X0y7lp34dEBUhy8Hpza3N1w77iHR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P/FB/5MwZ/ZZe42i02oKER7qS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\nAABJRU5ErkJggg==\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# now show them for each class\n",
"fig, m_axs = plt.subplots(2,6, figsize = (12,4))\n",
"for i, (c_ax, gt_ax) in zip(explanation.top_labels, m_axs.T):\n",
" temp, mask = explanation.get_image_and_mask(i, positive_only=True, num_features=5, hide_rest=False, min_weight=0.01)\n",
" c_ax.imshow(label2rgb(mask,temp, bg_label = 0), interpolation = 'nearest')\n",
" c_ax.set_title('Positive for {}\\nScore:{:2.2f}%'.format(i, 100*pipe_pred_prop[0, i]))\n",
" c_ax.axis('off')\n",
" face_id = np.random.choice(np.where(y_train==i)[0])\n",
" gt_ax.imshow(X_train[face_id])\n",
" gt_ax.set_title('Example of {}'.format(i))\n",
" gt_ax.axis('off')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Gaining Insight\n",
"Can we find an explanation for a classification the algorithm got wrong"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Using #70 where the label was 11 and the pipeline predicted 17\n"
]
}
],
"source": [
"wrong_idx = np.random.choice(np.where(pipe_pred_test!=y_test)[0])\n",
"\n",
"print('Using #{} where the label was {} and the pipeline predicted {}'.format(wrong_idx, y_test[wrong_idx], pipe_pred_test[wrong_idx]))"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 8.75 s\n"
]
}
],
"source": [
"%%time\n",
"explanation = explainer.explain_instance(X_test[wrong_idx], \n",
" classifier_fn = simple_rf_pipeline.predict_proba, \n",
" top_labels=6, hide_color=0, num_samples=10000, segmentation_fn=segmenter)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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9IvuJ+wUqL75fzHiz4+ew4h3mxjYJL9bB8ypv+LCijP9ExPN0hhG3Xz9vBMYh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5AAAg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OPG6cKYMu3iTuI4MlMyxTpmiTA01c72xG2s3Oj+nqsNNoXl9eXk5p8RcXF2tbV/BR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\nWZKxSgAAAABJRU5ErkJggg==\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# now show them for each class\n",
"fig, m_axs = plt.subplots(2,6, figsize = (12,4))\n",
"for i, (c_ax, gt_ax) in zip(explanation.top_labels, m_axs.T):\n",
" temp, mask = explanation.get_image_and_mask(i, positive_only=True, num_features=5, hide_rest=False, min_weight=0.01)\n",
" c_ax.imshow(label2rgb(mask,temp, bg_label = 0), interpolation = 'nearest')\n",
" c_ax.set_title('Positive for {}\\nScore:{:2.2f}%'.format(i, 100*pipe_pred_prop[wrong_idx, i]))\n",
" c_ax.axis('off')\n",
" face_id = np.random.choice(np.where(y_train==i)[0])\n",
" gt_ax.imshow(X_train[face_id])\n",
" gt_ax.set_title('Example of {}'.format(i))\n",
" gt_ax.axis('off')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "tf-backup",
"language": "python",
"name": "tf-backup"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.5.2"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
================================================
FILE: doc/notebooks/Tutorial - Image Classification Keras.ipynb
================================================
{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "LgSzX-nVxwkV"
},
"source": [
"Here is a simpler example of the use of LIME for image classification by using Keras (v2 or greater)"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 54
},
"colab_type": "code",
"id": "_KS7nU0axwkY",
"outputId": "21a4f2b5-120c-40bd-8ea1-b73edd8bce0a"
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Notebook run using keras: 2.4.3\n"
]
}
],
"source": [
"import os\n",
"import keras\n",
"from keras.applications import inception_v3 as inc_net\n",
"from keras.preprocessing import image\n",
"from keras.applications.imagenet_utils import decode_predictions\n",
"from skimage.io import imread\n",
"import matplotlib.pyplot as plt\n",
"%matplotlib inline\n",
"import numpy as np\n",
"print('Notebook run using keras:', keras.__version__)"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "w-eyXVAHxwkj"
},
"source": [
"# Using Inception\n",
"Here we create a standard InceptionV3 pretrained model and use it on images by first preprocessing them with the preprocessing tools"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 74
},
"colab_type": "code",
"id": "GF8hPe1Rxwkl",
"outputId": "fdbae3ad-ddfc-409c-bd3d-3ed8ead94a25"
},
"outputs": [],
"source": [
"inet_model = inc_net.InceptionV3()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"colab": {},
"colab_type": "code",
"id": "GaQ0zT5Txwks"
},
"outputs": [],
"source": [
"def transform_img_fn(path_list):\n",
" out = []\n",
" for img_path in path_list:\n",
" img = image.load_img(img_path, target_size=(299, 299))\n",
" x = image.img_to_array(img)\n",
" x = np.expand_dims(x, axis=0)\n",
" x = inc_net.preprocess_input(x)\n",
" out.append(x)\n",
" return np.vstack(out)"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "26Le95e5xwk1"
},
"source": [
"## Let's see the top 5 prediction for some image"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 398
},
"colab_type": "code",
"id": "3sxO8vzlxwk2",
"outputId": "82b2b75b-6bd8-4fab-ea2c-5b365806fb9e",
"scrolled": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"('n02133161', 'American_black_bear', 0.6371605)\n",
"('n02105056', 'groenendael', 0.03181805)\n",
"('n02104365', 'schipperke', 0.029944215)\n",
"('n01883070', 'wombat', 0.028509509)\n",
"('n01877812', 'wallaby', 0.025093526)\n"
]
},
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"images = transform_img_fn([os.path.join('data','cat_mouse.jpg')])\n",
"# I'm dividing by 2 and adding 0.5 because of how this Inception represents images\n",
"plt.imshow(images[0] / 2 + 0.5)\n",
"preds = inet_model.predict(images)\n",
"for x in decode_predictions(preds)[0]:\n",
" print(x)"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"collapsed": true,
"id": "_MCRFeNJxwk9"
},
"source": [
"## Explanation\n",
"Now let's get an explanation"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 54
},
"colab_type": "code",
"id": "aP6LjonHxwlA",
"outputId": "07b6f31d-5207-4cf8-e75f-500fb3f8c939"
},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2\n",
"import os,sys\n",
"try:\n",
" import lime\n",
"except:\n",
" sys.path.append(os.path.join('..', '..')) # add the current directory\n",
" import lime\n",
"from lime import lime_image"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"colab": {},
"colab_type": "code",
"id": "2b7ow1YtxwlH"
},
"outputs": [],
"source": [
"explainer = lime_image.LimeImageExplainer()"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "3ADfGCzxxwlO"
},
"source": [
"hide_color is the color for a superpixel turned OFF. Alternatively, if it is NONE, the superpixel will be replaced by the average of its pixels. Here, we set it to 0 (in the representation used by inception model, 0 means gray)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 104,
"referenced_widgets": [
"1fb1b32b563b4cf2bc565e4f150d5886",
"17bb7656e07842dda40e13da228550c8",
"3b0b05ed4a1e4a7492bad6d208b005a1",
"30f68d0a496d4e97a5f9e59b6fce9f5e",
"bfe238fe53be4860b53021934755f0b1",
"f7d2484df9f24bceafc1910e361bc03f",
"059e79101bc04a6dac3d6c8065d5f960",
"e8a5f1d84d784fe7b75b1b965aec3fb8"
]
},
"colab_type": "code",
"id": "1L0lWZ8yxwlQ",
"outputId": "ee3a3678-bf31-46ba-dec4-e098c9c55eaa"
},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "faa50bde7a254cb7986a81274c778be0",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"HBox(children=(IntProgress(value=0, max=1000), HTML(value='')))"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"CPU times: user 13min 8s, sys: 1min 12s, total: 14min 21s\n",
"Wall time: 38.9 s\n"
]
}
],
"source": [
"%%time\n",
"# Hide color is the color for a superpixel turned OFF. Alternatively, if it is NONE, the superpixel will be replaced by the average of its pixels\n",
"explanation = explainer.explain_instance(images[0].astype('double'), inet_model.predict, top_labels=5, hide_color=0, num_samples=1000)"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "5XAf25PNxwlY"
},
"source": [
"Image classifiers are a bit slow. Notice that an explanation on my Surface Book dGPU took 1min 12s"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "uWl908SyxwlZ"
},
"source": [
"### Now let's see the explanation for the top class ( Black Bear)"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "WXMdU3hwxwla"
},
"source": [
"We can see the top 5 superpixels that are most positive towards the class with the rest of the image hidden"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"colab": {},
"colab_type": "code",
"id": "rgs3IwZnxwlc"
},
"outputs": [],
"source": [
"from skimage.segmentation import mark_boundaries"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"colab_type": "code",
"id": "5LJMsp3Oxwlk",
"outputId": "64b82262-8a45-4232-e844-2e15c5fc2d09"
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"temp, mask = explanation.get_image_and_mask(explanation.top_labels[0], positive_only=True, num_features=5, hide_rest=True)\n",
"plt.imshow(mark_boundaries(temp / 2 + 0.5, mask))"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "aAFdw9oJxwlr"
},
"source": [
"Or with the rest of the image present:"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"colab_type": "code",
"id": "-6eei5uQxwls",
"outputId": "a9f29754-15aa-43a9-a64d-493f1f01dea2"
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"temp, mask = explanation.get_image_and_mask(explanation.top_labels[0], positive_only=True, num_features=5, hide_rest=False)\n",
"plt.imshow(mark_boundaries(temp / 2 + 0.5, mask))\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "y7aoh_OExwl0"
},
"source": [
"We can also see the 'pros and cons' (pros in green, cons in red)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"colab_type": "code",
"id": "jHow3M4Oxwl1",
"outputId": "7cc10571-84aa-4e8f-d6cc-80a56cf7d054"
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"temp, mask = explanation.get_image_and_mask(explanation.top_labels[0], positive_only=False, num_features=10, hide_rest=False)\n",
"plt.imshow(mark_boundaries(temp / 2 + 0.5, mask))"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "e5FIt55txwl9"
},
"source": [
"Or the pros and cons that have weight at least 0.1"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"colab_type": "code",
"id": "ExFQHJw_xwl-",
"outputId": "2b7e3bfd-5c66-42ef-eaf7-60506b25dbe3"
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"temp, mask = explanation.get_image_and_mask(explanation.top_labels[0], positive_only=False, num_features=1000, hide_rest=False, min_weight=0.1)\n",
"plt.imshow(mark_boundaries(temp / 2 + 0.5, mask))"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "R2W22gjS1oiJ"
},
"source": [
"Alternatively, we can also plot explanation weights onto a heatmap visualization. The colorbar shows the values of the weights."
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"colab_type": "code",
"id": "qXBM71Bo1UPc",
"outputId": "9f32237b-eb29-4355-a0a3-96163c2360c5"
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"#Select the same class explained on the figures above.\n",
"ind = explanation.top_labels[0]\n",
"\n",
"#Map each explanation weight to the corresponding superpixel\n",
"dict_heatmap = dict(explanation.local_exp[ind])\n",
"heatmap = np.vectorize(dict_heatmap.get)(explanation.segments) \n",
"\n",
"#Plot. The visualization makes more sense if a symmetrical colorbar is used.\n",
"plt.imshow(heatmap, cmap = 'RdBu', vmin = -heatmap.max(), vmax = heatmap.max())\n",
"plt.colorbar()"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "YaQK8BZexwmG"
},
"source": [
"### Let's see the explanation for the second highest prediction"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "ClAt2PowxwmH"
},
"source": [
"Most positive towards wombat:"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"colab_type": "code",
"id": "cROfKjUMxwmI",
"outputId": "37bfe983-d4bc-45b2-bca2-964b91f1258f"
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 15,
"metadata": {
"tags": []
},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light",
"tags": []
},
"output_type": "display_data"
}
],
"source": [
"temp, mask = explanation.get_image_and_mask(106, positive_only=True, num_features=5, hide_rest=True)\n",
"plt.imshow(mark_boundaries(temp / 2 + 0.5, mask))"
]
},
{
"cell_type": "markdown",
"metadata": {
"colab_type": "text",
"id": "Z2MSbZ6kxwmP"
},
"source": [
"Pros and cons:"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"colab_type": "code",
"id": "6HmKJVr1xwmR",
"outputId": "7d369717-cefc-461d-d01f-49389dddd177"
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 16,
"metadata": {
"tags": []
},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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""
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},
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"temp, mask = explanation.get_image_and_mask(106, positive_only=False, num_features=10, hide_rest=False)\n",
"plt.imshow(mark_boundaries(temp / 2 + 0.5, mask))\n"
]
},
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================================================
FILE: doc/notebooks/Tutorial - MNIST and RF.ipynb
================================================
{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"deletable": true,
"editable": true
},
"source": [
"# Overview\n",
"The notebook shows how the ```lime_image``` tools can be applied to a smaller dataset like mnist. The dataset is very low resolution and allows quite a bit of rapid-iteration."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [],
"source": [
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from skimage.color import gray2rgb, rgb2gray, label2rgb # since the code wants color images"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": true,
"deletable": true,
"editable": true
},
"outputs": [],
"source": [
"from sklearn.datasets import fetch_openml\n",
"mnist = fetch_openml('mnist_784')\n",
"# make each image color so lime_image works correctly\n",
"X_vec = np.stack([gray2rgb(iimg) for iimg in mnist.data.reshape((-1, 28, 28))],0).astype(np.uint8)\n",
"y_vec = mnist.target.astype(np.uint8)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"fig, ax1 = plt.subplots(1,1)\n",
"ax1.imshow(X_vec[0], interpolation = 'none')\n",
"ax1.set_title('Digit: {}'.format(y_vec[0]))"
]
},
{
"cell_type": "markdown",
"metadata": {
"deletable": true,
"editable": true
},
"source": [
"# Setup a Pipeline\n",
"Here we make a pipeline for processing the images where basically we flatten the image back to 1d vectors and then use a RandomForest Classifier"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [],
"source": [
"from sklearn.pipeline import Pipeline\n",
"from sklearn.ensemble import RandomForestClassifier\n",
"from sklearn.preprocessing import Normalizer\n",
"\n",
"class PipeStep(object):\n",
" \"\"\"\n",
" Wrapper for turning functions into pipeline transforms (no-fitting)\n",
" \"\"\"\n",
" def __init__(self, step_func):\n",
" self._step_func=step_func\n",
" def fit(self,*args):\n",
" return self\n",
" def transform(self,X):\n",
" return self._step_func(X)\n",
"\n",
"\n",
"makegray_step = PipeStep(lambda img_list: [rgb2gray(img) for img in img_list])\n",
"flatten_step = PipeStep(lambda img_list: [img.ravel() for img in img_list])\n",
"\n",
"simple_rf_pipeline = Pipeline([\n",
" ('Make Gray', makegray_step),\n",
" ('Flatten Image', flatten_step),\n",
" #('Normalize', Normalizer()),\n",
" #('PCA', PCA(16)),\n",
" ('RF', RandomForestClassifier())\n",
" ])"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [],
"source": [
"from sklearn.model_selection import train_test_split\n",
"\n",
"X_train, X_test, y_train, y_test = train_test_split(X_vec, y_vec,\n",
" train_size=0.55)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [
{
"data": {
"text/plain": [
"Pipeline(steps=[('Make Gray', <__main__.PipeStep object at 0x0000024B3F533A20>), ('Flatten Image', <__main__.PipeStep object at 0x0000024B3F533828>), ('RF', RandomForestClassifier(bootstrap=True, class_weight=None, criterion='gini',\n",
" max_depth=None, max_features='auto', max_leaf_nodes=None,\n",
" ...imators=10, n_jobs=1, oob_score=False, random_state=None,\n",
" verbose=0, warm_start=False))])"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"simple_rf_pipeline.fit(X_train, y_train)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2\n",
"import os,sys\n",
"try:\n",
" import lime\n",
"except:\n",
" sys.path.append(os.path.join('..', '..')) # add the current directory\n",
" import lime"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": true,
"deletable": true,
"editable": true
},
"outputs": [],
"source": [
"from lime import lime_image\n",
"from lime.wrappers.scikit_image import SegmentationAlgorithm\n",
"explainer = lime_image.LimeImageExplainer(verbose = False)\n",
"segmenter = SegmentationAlgorithm('quickshift', kernel_size=1, max_dist=200, ratio=0.2)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true,
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 3.34 s\n"
]
}
],
"source": [
"%%time\n",
"explanation = explainer.explain_instance(X_test[0], \n",
" classifier_fn = simple_rf_pipeline.predict_proba, \n",
" top_labels=10, hide_color=0, num_samples=10000, segmentation_fn=segmenter)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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RzhcjYjq53+RHGbgoH6x90P/nbG/gvjTALeUKXA28g5zXW81s/u1Inve0eHddBDw3Ip7X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\nfzQ46cP0/wE8AAAAAElFTkSuQmCC\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"\n",
"temp, mask = explanation.get_image_and_mask(y_test[0], positive_only=True, num_features=10, hide_rest=False, min_weight = 0.01)\n",
"fig, (ax1, ax2) = plt.subplots(1,2, figsize = (8, 4))\n",
"ax1.imshow(label2rgb(mask,temp, bg_label = 0), interpolation = 'nearest')\n",
"ax1.set_title('Positive Regions for {}'.format(y_test[0]))\n",
"temp, mask = explanation.get_image_and_mask(y_test[0], positive_only=False, num_features=10, hide_rest=False, min_weight = 0.01)\n",
"ax2.imshow(label2rgb(3-mask,temp, bg_label = 0), interpolation = 'nearest')\n",
"ax2.set_title('Positive/Negative Regions for {}'.format(y_test[0]))"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [
{
"data": {
"image/png": 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QvWS9J9Ra+/ruv1fVoVV1ywzvWu2oqkOm3N3BS/68f2vtja21NyT58QxXKzx3FnNmS1MD\nLDL5Z9GpARaZ/C8ATfMaVdWNkjw2wzs1O6rqiKo6Isk5Sb4zyQOWbL4jyaWttSs3YF4/XFXvrapr\nklyZ4d2hUyZ333zK3V03+fODrbX/XB2vtXZJkr/LsPABC0oNqIFFJv/yv+jUgBpYZPK/OPm3evba\n3T/JbZP8TJLHLbuvZXj36b0zeq7e71Lbb+k/qmrH5Dk/keSXklyS4fMRD0nyi5n+zZLdBXL5yH1X\nJLnHlPtje1EDamCRyb/8Lzo1oAYWmfwvSP41zWv3xAwhemaSWnbfo5KcUFXPmFwmcWGSB1bVt+3l\nXaZeUXw5ybeNjN9x2b8fluTGSR7WWvv33YNV9YDsm48m+UaS24/cd7sM716xuNSAGlhk8i//i04N\nqIFFJv8Lkn+XZ69BVR2Y4fexvbO19rbW2l8svSV5dZJDkzx88pC3Zvien7SXXV+b8aK4MMnNq+qu\nS+Zw2wwf0F/q+smfN1qy3c2TPGVVX9gyrbVrMvxC8/tU1VFL9nmXDJdknLkv+2XrUwNqYJHJv/wv\nOjWgBhaZ/C9W/qu13psZ7E1VPTbDsvIPb62dMXJ/ZVgY4EOttUdMxv4ow7tS75ncbpThl4Wf1Vp7\nzWSbM5Icn6GoLk2ys7V2TlXdIsMS9ZcneWWSm2VYUv6KJPdqre03efxRSc5Lcn6GZeoPSfK0DKvx\n3T3JnVprn5lse3aS1lq7/16+1rsk+fBkH6/M8G7aL0zmf6/W2uem+uaxLagBNbDI5F/+F50aUAOL\nTP4XLP9tjkt3b/VbktOTXJPkwD1sc1qSryX59sm/K8PvS/tYhg/WX5bkjCT3WPKYozIsKHBNhneL\nTlty3wOS/MvksR/P8PmJsaXmH5LknzO8W3Vhkv+W4R2m65McvmS7s5O8b5Vf7z2S/FWSqzIsKvDW\nJEfM+//BbX43NaAGFvkm//K/6Dc1oAYW+Sb/i5V/Z5oBAACgw2eaAQAAoEPTDAAAAB2aZgAAAOjQ\nNAMAAECHphkAAAA69p/3BJLkYVWW8N4EVvyCuQXTWqt5PXepAeZM/llk88x/ogaYP8cAFtlq8u9M\nMwAAAHRomgEAAKBD0wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRo\nmgEAAKBD0wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOjTNAAAA0LH/vCfA+rrvcceNjj/4IQ9ZMXbC\nhz88uu3Pvf3tM50TbJTjOvl/yEj+k+TDIzXwdvlni5J/Fp0aYJHJ/2w50wwAAAAdmmYAAADo0DQD\nAABAh6YZAAAAOjTNAAAA0GH17G3ikSecMDr+xCc9aXR8//32WzH23UcfPbrtKeedNzp+0UUXrXJ2\nsL5O6OT/SZ387zeS/yQ5eqQGzpN/Njn5Z9GpARaZ/G8MZ5oBAACgQ9MMAAAAHZpmAAAA6NA0AwAA\nQIemGQAAADqsnr3FPOqRjxwdf/zjHz86PrZKdk9vNb1Tjj12dPxxC7hyHvP3yJEa6OW/l+mese2P\n7eR/EVeOZP7kn0WnBlhk8j8/zjQDAABAh6YZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRYPXuTeulL\nXzo6fsxd7jI6vv/+0/1XfvrCC1eMPeLUU0e3/cIXvjDVvmEWejVwl5EamDb/F47kP0lOHakB+Wce\n5J9FpwZYZPK/+TjTDAAAAB2aZgAAAOjQNAMAAECHphkAAAA6NM0AAADQYfXsDXSrW91qdPzpT3/6\nirHv/d7vHd22pnzOsVWyk+Q+L3vZijEr5LGepsl/0q+BafRWiHzZSP4TNcD6kX8WnRpgkcn/2j20\nM37GBj2/M80AAADQoWkGAACADk0zAAAAdGiaAQAAoMNCYBvoMY95zOj4Dx177Jr3fdHOneP7PuWU\n0fEvfvGLa35OmEYv/8fOIP87O/k/Rf7ZJOSfRacGWGTyv37GFghbj8XBnGkGAACADk0zAAAAdGia\nAQAAoEPTDAAAAB2aZgAAAOjYNqtnT7tK2thKa7NyyMEHj44fdeSRa973xRdfPDr+/S960ej4lVde\nuebnhGkdPFIDR84g/8l4DbxI/tlE5J9FpwZYZPK/NrPo0Xr7WMuq2s40AwAAQIemGQAAADo0zQAA\nANChaQYAAIAOTTMAAAB0bMnVs9ey8tlGeOaznjU6vmPHjlXv46KdO0fH33H66aPjW3WFPLanZ43U\nwDT5T5KdnRo4faQG5J/NZD3zv0v+2QIcA1hkG53/4+R/QzjTDAAAAB2aZgAAAOjQNAMAAECHphkA\nAAA6NM0AAADQsSVXz94sjuishHfve997zfu+5wteMDp+9dVXr3nfMCu91SBnUQMvUANscvLPolMD\nLLL1zP85nfzfTP7X5KFreKwzzQAAANChaQYAAIAOTTMAAAB0aJoBAACgw0Jga3CHO9xhdPzGBxww\n1X4+d9llK8a++tWv7tOcYCP1auCAKWrgspH8J2qAzU/+WXRqgEUm/4vFmWYAAADo0DQDAABAh6YZ\nAAAAOjTNAAAA0KFpBgAAgA6rZ6/BAx/4wKm2//rXvz46fq8XvnDF2PXXX79Pc1ruz5/85NHxjx9x\nxIqxXbt2jW77ile8YnT8y1/+8r5PjG1hmhro5f+FI/lPZlMDT+7k/4iR/CfjNSD/9Gz2/E/z+p/I\nP9Pb7DXgGMB6mkX+z+nk/5szyP8tO/n/xU7+r5f/PXKmGQAAADo0zQAAANChaQYAAIAOTTMAAAB0\naJoBAACgY1Ovnn3GvCcwccSOHaPjtz/ssKn2c9bZZ4+O3/vyy1e9j9735Ha3u93o+JX3ve/o+D1u\nc5sVY6210W1f8pKXjI6feeaZo+Pvete7Voz1VuZma9jRqYHDpqiBszv5v3yK/Pf08n/fTv5vM5L/\nZLwGZpH/RA1sZeuZ/2le/5PxY8AsXv8T+afPMWAlNbA41jP/r58y/w8dGbt9J/8v7uT/O6bI/8md\n/P9VJ//v7uR/bGXurcaZZgAAAOjQNAMAAECHphkAAAA6NM0AAADQoWkGAACAjk2xevZmWSW755a3\nvOXo+M0PPXSq/ezcuXPNcxlbNS9Jcumlo8Onnnrq6PijHvWoFWNHHXXU6LaHH3746PjTnva00fH9\n9ttvxdjpp58+um1vxW42l14NHDpFDcwi/z2XziD/yXgNzCL/yXgNyP/WsJ75n/YgPHoMkH/WmWPA\nSmpgcWym/I/2TJ38H76O+X96J//7d/L/9m2Qf2eaAQAAoEPTDAAAAB2aZgAAAOjQNAMAAECHphkA\nAAA6NsXq2Zvd3e9+96m2v/baa0fHL7zwwllMZyq3+vu/Hx3/x/POWzF2eGc1vQMf/eipnvOpT33q\nirEdH//46La/dcEFU+2b+ZhFDcwj/3/fyf95I/lPxleUfPQM8p8kHx+pgQvkf0vo5f9hne3H8v/f\nO/k/el8ntQrTvP4n48eAWbz+J+PHAK//W4djwOo5Bmw/WzX/v9bJ/ylT5P+PZpT/3xjJ/1FbLP/O\nNAMAAECHphkAAAA6NM0AAADQoWkGAACAjmqtzXsOqar5T2IPXn6f+4yOP+95zxsd730xr37Vq0bH\n//q9792Xac1cdcYPPOig0fGjjx5fwuauv/IrK8bOP//80W1POumkVc1tI7TWet+CdbfZa+A+U9bA\nmFd18v/eTZL/noOmzP+vjOQ/Ga8B+R9s1fz/3RTHgJ/o5P/ATZT/sQDM4vU/kf+92ao14BiwkmPA\n9OR/85o2/x+cIv8v3ET5f+cq8u9MMwAAAHRomgEAAKBD0wwAAAAdmmYAAADo0DQDAABAx/7znsBW\ncPkVV4yOX3311aPjhxxyyOj4jh07Zjan9dBbuvC6664bHT/33HNHxw+/6qoVYwcccMC+TotN4IoZ\n1MBmz3/PtPm/aiT/iRrYytYz/5fu+7RmbuwYMIvX/0T+tzrHgJUcAxaH/K80bf733wb5d6YZAAAA\nOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEAAKDD6tmr8Duf/vTo+NMuuWR0/Jhjjhkdf9CDHzw6fuSR\nR64Ye8Mb3zi67a5du0bHr7nmmtHxnoMPPnjV2979bncbHf/sPe85Ov7kW9xixdgf7z8etRMPO2x0\n/LWf/ewqZ8dG+HSnBi6ZogYePEX+k+SNU9TAeub/bp3837OT/1uM5D9J9h+pgcM6+f+s/G8qs8j/\nazr5/3Qn/9McAzb7638yfgzw+r91OAas5BiwOOR/pRd28v/BTv6PH8n/uZ3832OT5t+ZZgAAAOjQ\nNAMAAECHphkAAAA6NM0AAADQoWkGAACADqtnr8G73/3u0fE73elOo+MHHXTQ6PhRRx21YuylJ588\n1Vyuuuqq0fGqGh0/5JBDptr/Wp1//vmj45d0Vsh76Aye84wZ7IM9m6YGpsl/kpw8RQ1s9vwn4zVg\nhdStbT3zP80xYKvm3+v/1ucYsHqOAdvPIud//Kf65IDe9lPkfxZVMYvjyHLONAMAAECHphkAAAA6\nNM0AAADQoWkGAACADk0zAAAAdFg9ew2e+4EPjI5ff/31o+Mnnnji6PhNbnKTVY3tyaGHHjrV9rPw\nH9/4xuj4b37ykyvGPvva1673dFZYj5XzuKEPTFED0+R/T+Nj5pH/b3Ty/8mR/CfJa+dQA6yvaY4B\n2y3/07z+Jxt/DPD6vzEcA1ZyDFgc8r/SnTv5P36D878ev0HBmWYAAADo0DQDAABAh6YZAAAAOjTN\nAAAA0FGttXnPIVU1/0nM0fOOOWbF2CNOOGF021vf+taj45/+1KdGx3vf2M9deumq5rYnF+3cOTp+\n7rnnrnnf8/DO1mpez73INXDMSP6T5IQpauBTnfz3XDqD/O/cZvlv8j8XY6//yXTHAK//azfP1/9k\nsWvAMWBzcAyYD/nfHFaTf2eaAQAAoEPTDAAAAB2aZgAAAOjQNAMAAECHphkAAAA6rJ7Nf3rovCcw\nZ1bPZpFZOZVFPgZYPZtF5xjAIrN6NgAAAKyBphkAAAA6NM0AAADQoWkGAACADk0zAAAAdOw/7wkw\nH4u8SirAIvP6DwDTcaYZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEAAKDD6tkL6oyRMSuqAmx/\nY6//iWMAAPQ40wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEA\nAKBD0wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEAAKCjWmvz\nngMAAABsSs40AwAAQIemGQAAADo0zQAAANChaQYAAIAOTTMAAAB0aJoBAACgQ9MMAAAAHZpmAAAA\n6NA0AwAAQIemGQAAADo0zQAAANChaQYAAIAOTTMAAAB0aJoBAACgQ9MMAAAAHZpmAAAA6NA0AwAA\nQIemGQAAADo0zQAAANChaQYAAIAOTTMAAAB0aJoBAACgQ9MMAAAAHZpmAAAA6NA0AwAAQIemGQAA\nADo0zQAAANChaQYAAIAOTTMAAAB0aJoBAACgQ9MMAAAAHZpmAAAA6NA0AwAAQIemGQAAADo0zQAA\nANChaQYAAIAOTTMAAAB0aJoBAACgQ9MMAAAAHZpmAAAA6NA0AwAAQIemGQAAADo0zQAAANChaQYA\nAIAOTTMAAAB0aJoBAACgQ9MMAAAAHZpmAAAA6NA0AwAAQIemGQAAADo0zQAAANChad4AVfWUqtpV\nVYevYtv7TbY9fiPmtuy571xVZ1bVlVV1fVU9fKPnwPYj/yw6NcAik38WnRrYHhauaa6qJ0/CuPt2\nXVWdX1WvqqrbrNPTtslt6TxOrKon72H7eXhDku9J8vwkT0ryj+v5ZMv+H5benruez7vI5H+PNjT/\nSVJVt6mq36uqz07+L3ZW1anr/byLTA3s0YbVwMj/w/Lb49bruReZ/O/RRv8MdGhV/a+quqCqvlpV\nF1fVqVX1Xev5vItODezRRtfAbarqD6rq8kkNfKSqHr2ez7kW1dq8/l/mYxLQ05K8IMnFSQ5MclyS\nn538+66tta/N+DkryQGttf9YMvbRJJ9vrd1/ZPsbL912I1TVgUm+muTk1tpJG/Scu5KcmaFIl/rn\n1tonNmKoqmn/AAAdoUlEQVQOi0b+u3OcR/4PS/J/k+xK8vtJ/j3J7ZL8QGvtERsxh0WkBrpz3NAa\nqKo7JrnPyF2/nORuSQ5rrV2x3vNYNPLfneNG57+SfDjJdyf5P0k+leTOSZ6V5CtJ7tJau3a957GI\n1EB3jhtdA4ck+ackt07yO0kuT/KYJPdL8vjW2p+t9xymtf+8JzBH72mt/dPk76dV1ZeS/FKSn0ry\nplk+URvemVh1+De6UCZ2v7v2lVntsKpu2lr76l42u6C19iezek5WTf5vaB75f12G78v3t9aunNXz\nsmpq4IY2tAZaaxdn+AF16fYHJnltkvdpmNed/N/QRh8Djk3y/Ume2Vr73SWPuSDJ65P8WJLTZzUX\nRqmBG9roGnhGkh1J7t9a+5vJ9r+b5O+T/L9V9eettW/Oai6zsHCXZ+/BWUkqyZ12D1TVnarqLVX1\nxaq6tqo+VFUPXv7AqvqFqvrXyTZfqqp/qKqfWXL/DT7LUFU7M1z+8CNLLg85a3LfDT7LMLlc5OrJ\nDxPLn/dPq+rSyTtYu8ceVFV/W1XXVNVVVXVGVR2zpy+8qk7K8MNLS/Kbk+e/aMn996yqv6yqr0zm\n8t6q+sFl+9h9ucvxVfWaqro8ySV7et4ljz2wqm6ymm1ZN/K/gfmvqqOT/GSS/9Vau7KqblJVi/wm\n5magBuZ0DFji4UkOSfLHUz6OtZP/jc3/oZM/l785dNnkz+v2NGfWhRrY2Bo4LsOZ9r/ZPTB5c+HN\nSb4zwxnnTUXT/C13nvz5xWS4zj7Jh5L8eJJXZ7i+/yZJ3lFVP7X7QVX19CSvSPKvSZ6T5IVJ/jnJ\n0jAt/yzDc5J8NsknkjwhyROTnLJs+93elOSmSR6ydLJVdVCShyZ5yyRkqaonJTkjydVJnpvkJUnu\nkuQDtefFB96a5BczvFj8yWQ+vzjZ5/ck+dsk35vk1yf7vGOS91fVvUf29ZoMlxu9eLL93jwlybVJ\nrquqj5XPsc2L/G9s/n9s8nV+vqrel+EHpOuq6t1VdYc9PI71owbmcwxY6gkZLg9825SPY+3kf2Pz\n/48ZfvY5uap+tKpuV1X3S/IbSc5J8t49PJb1oQY2tgZukvE3h746mcf37eGx89FaW6hbkicnuT7J\njya5ZZLbJ3lsks8nuSbJbSfb/fZkux9a8tibJbkwyYVLxt6W5LxVPufhS8Y+muSskW3vN9n2+CVj\nlyR587Ltfnqy3Q8vmduXkrx22Xa3TvLlJL+7lzneIcNnK3952fjbMoT6DkvGvjPD5RtnL/sadyV5\nfzJ8Vn4V/xcfSPJfMxT9zyf5l8k+/su8c7Jdb/K/OfKf4fM7uybf93cleXSGz3JeleSCJAfOOyvb\n9aYGNkcNjDz/tyf5WpI/mXdGtvNN/jdP/pM8KMNaFruW3N6d5Kbzzsl2vqmBzVEDGd5o+EaS71o2\n/qeTr+sV887K8tuinmmuJO/LUCCXZHhX5aokj2itfW6yzYOSnNNa+9DuB7VhUYbXJbnjkksdrkxy\nWFV9/zrO9y1JHlxVN10y9tgk/95a++Dk3z+e5OZJ/qyqbrn7luHdqg9neHGYSlXdaLLft7XW/m33\neGvtsgzfs+Oq6uAlD2lJfr9NUr83rbX7ttZe3Vo7o7X2ugzvKv1rkpeVy7XXk/yvwjrnf/fjLm2t\nPaS19uettd9K8vQM73Y/ftr5MhU1sArrfQxY5qeTHBCXZm8E+V+FDcj/FzIshPSrGT5He1KS45P8\n4bRzZWpqYBXWuQZOzdBkv6WqfqiqdlTVrybZvRDqQdPOd70tatPckpyY4RLJH0lyTGvtiNba0sth\n7pDk/JHHfmLJ/clwKc01Sc6p4dcGvLqqxlYEXYvdl2Y8PEmq6mYZivnNS7Y5MsOLwNkZXgR2367I\nEPhb78Pz3nryvBeM3PeJDPlZ/qsRLt6H50mStOED/69O8m3ZjJdlbB/yvzrrmf/rMvw/vGXZ+FuS\nfDPjqwozO2pgdTbyGPCEDGdJ3rOPj2f15H911i3/VbVjMtfXt9Z+o7X2ztbayUmemeTRVfUT+zBf\nVk8NrM661UBr7aNJHpdhMbC/S/LpDFefPifD13HNPsx3XS3ywjP/0L61at4+a619soZFfR6aYWGf\nRyZ5ZlW9uLX24rXuf/IcH66qizMsxf5nGYrmwNywWG6U4UXgiRmWbV9uo1agW+viFbsXDbjFWifC\nHsn/+lht/i+d/HmDubbWdlXVFzNcqsr6UgPrY+pjQA2/l/a4DJcPXj/7KTFC/tfHavP/lAyf6XzX\nsvF3TP784SR/NaM5MU4NrI9VHwNaa39RVe9Icvck+2W48mL3GfGxRn2uFrlp3pt/S3L0yPhdltyf\nJGmtXZfhDNFbalgB921Jfq2qXt76y8ZPe/nam5M8e3IZxGOTXNxaO2fJ/RdmeGfm8621s6bcd8/n\nM3wgv/d92JXpV0fdmyOWPDfzI//rm/+PZJjv7ZcOVtUBSW4V+d8M1MDGHQN2fxzBpdmbh/yvb/5v\nk2G++2X4XOduB0z+9PP5/KmBDTgGTK4y/cjuf1fVj2f43my6xfAW9fLs1Xh3kh+oJUuqTy6H+Pkk\nO1trH5+M3eCM6OQ//xMZgntA+q7NcBnyar0pw7uST0nyE1n5O+T+KsPnMZ5fI7+6pqpuNcVzJRnO\neiU5M8lPLV11r6q+I8MlFR9ore3T5RNj86nhF53/YobP+XxkxYPYSPK/jvnPsFDGFUmeUFU3XjL+\n1Ayvy2fu436ZHTWwvjWw1OOSfKa19n9nsC9mQ/7XN/8XZHitf8yy8cdnaBjWfAaUNVMDG3cM2L3f\nI5P8lyTvbK19elb7nZVFfSer9r5Jfj1DIN5TVa/M8Fmrp2T4DMMjl2x3ZlVdluSDGS6HOCbJs5Kc\nMVkwoOcjSZ5RVb+W4Tr+K1prZ/fm11r756q6MMOS9DfODS/JSGvt6qo6MckbkvxTVf1ZhneIDs+w\nTP3fJXn2Kr7u5f5nhs98fLCqXpNhRbufn8zhucu2Xc33dbdnVdUjkrwzyWeS3C5Dw/BdSZ7YNtkv\nNN9m5H/11iX/rbX/qKr/kWHBlw9U1RszfG+fneFXO/iVO+tLDazeeh0DhgdU3TXJ3ZK8bB/mxr6R\n/9Vbr/z/YZL/nuT3qupeST6WYS2Xn8uwIOrb92GurJ4aWL11OwZU1ccynKH/TIbPNj8jw4mzE/dh\nnuuvbYIlvDfylm8t+36vVWx7xwzv5HwxwztCH0ryk8u2eVqGD91fkeEShguSvDzJwSPPuXSp+dtk\n+OzKlZP7zpqMr1hqfsljTp7c98k9zPn4DO+OfWky5wuSvD7JPffytd5hsu9fGrnv7pN9fiXD7377\n6yQ/sK/f18n2P5ZhwZd/z/BrRr44eY77zTsj2/km/5sj/0se95gMZxS+muFzzr+T5Gbzzsl2vqmB\nTVcDL5s87nvmnY1FuMn/5sl/ktsm+f0MDdN1GX5v72uT3GLeOdnONzWwqWrgjzMsHHZdhsu8X53k\nVvPOSO9Wk0kDAAAAy/hMMwAAAHRomgEAAKBD0wwAAAAdmmYAAADo0DQDAABAh6Z5wVXV+6vqrHnP\nA+ZFDbDI5J9FpwZYZPK/eprmGaqqZ1bVrqr60Br386tV9VOzmtderPp3jlXVAVX1/Kr6RFVdV1WX\nVdUZVXW79ZwgW4caYJHJP4tODbDI5H9723/eE9hmHp9kZ5IfqKodrbWL9nE/z0/yliSnz2xma1RV\n+2f4xebHJvn9JOcl+fYkP5jk5kkund/s2ETUAItM/ll0aoBFJv/bmKZ5RqrqTknuk+SEJK9L8oQk\nJ891UrP1y0num+SHW2sfmfdk2HzUAItM/ll0aoBFJv/bn8uzZ+cJSb6U5F1J/nzy7xVq8JyqOm9y\nacMVVfWXVXWvyf27ktw0yVMml3jsqqrTJvf9YVXtHNnniyaPWzr21Kp6X1VdXlVfq6qPVdUz9uUL\nq6pK8uwkf9Fa+0hV7VdVB+3LvtjW1ACLTP5ZdGqARSb/25ymeXYen+StrbVvJvnTJEdW1feNbHda\nkt9O8m9Jnpvk5Umuy3C5Q5I8Mcl/JPnbyd+fmOT3Jve1jH/2YGz8GUkuTnJKhneHPpPkNVV14j58\nbcckuV2Sj1bV65Jcm+TaqvqXqvqRfdgf25MaYJHJP4tODbDI5H+7a625rfGW5PuS7Eryo0vGPpPk\nt5Zt96OT7X5rL/u7OslpI+N/kOSikfGTkly/bOwmI9v9ZZJPLRs7O8lZe5nPIybz/nySTyZ5UpKf\nnfz9uiR3nff/gdt8b2pADSzyTf7lf9FvakANLPJN/hcj/840z8YTklyW5P1Lxt6U5GcmlzTs9qgM\noXvJek+otfb13X+vqkOr6pYZ3rXaUVWHTLm7g5f8ef/W2htba29I8uMZrlZ47izmzJamBlhk8s+i\nUwMsMvlfAJrmNaqqGyV5bIZ3anZU1RFVdUSSc5J8Z5IHLNl8R5JLW2tXbsC8friq3ltV1yS5MsO7\nQ6dM7r75lLu7bvLnB1tr/7k6XmvtkiR/l2HhAxaUGlADi0z+5X/RqQE1sMjkf3Hyb/Xstbt/ktsm\n+Zkkj1t2X8vw7tN7Z/Rcvd+ltt/Sf1TVjslzfiLJLyW5JMPnIx6S5Bcz/Zsluwvk8pH7rkhyjyn3\nx/aiBtTAIpN/+V90akANLDL5X5D8a5rX7okZQvTMJLXsvkclOaGqnjG5TOLCJA+sqm/by7tMvaL4\ncpJvGxm/47J/PyzJjZM8rLX277sHq+oB2TcfTfKNJLcfue92Gd69YnGpATWwyORf/hedGlADi0z+\nFyT/Ls9eg6o6MMPvY3tna+1trbW/WHpL8uokhyZ5+OQhb83wPT9pL7u+NuNFcWGSm1fVXZfM4bYZ\nPqC/1PWTP2+0ZLubJ3nKqr6wZVpr12T4heb3qaqjluzzLhkuyThzX/bL1qcG1MAik3/5X3RqQA0s\nMvlfrPxXa703M9ibqnpshmXlH95aO2Pk/sqwMMCHWmuPmIz9UYZ3pd4zud0owy8LP6u19prJNmck\nOT5DUV2aZGdr7ZyqukWGJeovT/LKJDfLsKT8FUnu1Vrbb/L4o5Kcl+T8DMvUH5LkaRlW47t7kju1\n1j4z2fbsJK21dv+9fK13SfLhyT5emeHdtF+YzP9erbXPTfXNY1tQA2pgkcm//C86NaAGFpn8L1j+\n2xyX7t7qtySnJ7kmyYF72Oa0JF9L8u2Tf1eG35f2sQwfrL8syRlJ7rHkMUdlWFDgmgzvFp225L4H\nJPmXyWM/nuHzE2NLzT8kyT9neLfqwiT/LcM7TNcnOXzJdmcned8qv957JPmrJFdlWFTgrUmOmPf/\ng9v8bmpADSzyTf7lf9FvakANLPJN/hcr/840AwAAQIfPNAMAAECHphkAAAA6NM0AAADQoWkGAACA\nDk0zAAAAdGiaAQAAoGP/eU8gSR5W5fdeMXfvbK3m9dxqYHM4Y94TmKM2x/yX/DNn88x/4hiwWTgG\nzIdjAPO2mvw70wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEA\nAKBD0wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHTsP+8JsL7ue9xx\no+MPfshDVoyd8+EPj277tre/faZzgo0yTf6T5ISRGvg5+WeLOq6T/4d08v/hkfy/Xf7ZwhwDWGSO\nAbPlTDMAAAB0aJoBAACgQ9MMAAAAHZpmAAAA6NA0AwAAQIfVs7eJR55wwuj4E5/0pNHx/ffbb8XY\ndx999Oi255133uj4hRddtMrZwfqaRf6T8Ro4pZP/i+SfTeKETv6f1Mn/fp38Hz2S/97rv/yzmTgG\nsMgcAzaGM80AAADQoWkGAACADk0zAAAAdGiaAQAAoEPTDAAAAB1Wz95iHvXIR46OP/7xjx8d760Q\nOaa3mt6xxx47Om71bOZhrAZmkf9kvAZO6eT/cfLPHDxyivz3XtN7xrbvvf4v4sqpbA6OASwyx4D5\ncaYZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEAAKDD6tmb1Etf+tLR8WPucpfR8f33n+6/8tMX\nXrhi7PWnnjq67ee/8IWp9g2zME0NzCL/SfKIkRr4gvwzB73832UG+b+wk/9T5Z9NxDGAReYYsPk4\n0wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOiwEtoFudatbjY4//elPXzH2vd/7vaPb1pTP2Vvs4mUv\ne9mKsa3wYf8zOuMP3dBZsC+myX8ymxro5f8+I/lPNn8N9HLeqws2j1nlfxq9xV7GXv+TzZ9/tjbH\ngLVzDNi6HAPWbt75d6YZAAAAOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEAAKDD6tkb6DGPeczo+A8d\ne+ya933Rzp2j4y875ZTR8S988Ytrfs7NZGzlPCtqby7zyP8PdfL/xW2W/7GsW011c+nl/9gZ5H9n\nJ/+nLEj+2RocA9aPY8Dm5xiwfjYq/840AwAAQIemGQAAADo0zQAAANChaQYAAIAOTTMAAAB0bJvV\ns6ddJW09V1Y+5OCDR8ePOvLINe/74osvHh1/0YteNDp+5ZVXrvk552EWq9719rFdV9Xe7DUwi/wn\n4zXw/dss/7P4v+ntw4qq6+/gkfwfuY75326v/+wbx4CVtmoNOAZsbY4Ba7NZ8+9MMwAAAHRomgEA\nAKBD0wwAAAAdmmYAAADo0DQDAABAx5ZcPXuzr/z3zGc9a3R8x44dq97HRTt3jo6/4/TTR8f/vy26\nQh7T2+z5T8ZrYJr8J9PVwHHyzybyrBnkf2cn/6eP5H+rrpDKvln0Y8DTHQPY5Db6GCD/G8OZZgAA\nAOjQNAMAAECHphkAAAA6NM0AAADQsSUXAtssjuh8qP/e9773mvd9zxe8YHT86quvXvO+F91WWERl\nq1jPGnhhpwauUgNr8tB5T2Ab6S3sMov8v8AxgC1gHseAm6mBNXEMmJ31PAacI//rYi35d6YZAAAA\nOjTNAAAA0KFpBgAAgA5NMwAAAHRomgEAAKDD6tlrcIc73GF0/MYHHDDVfj532WUrxr761a/u05xg\nI82iBsbyn6gBNr9e/g+YIv+XyT9bmGMAi8wxYLE40wwAAAAdmmYAAADo0DQDAABAh6YZAAAAOjTN\nAAAA0GH17DV44AMfONX2X//610fH7/XCF64Yu/766/dpTsv9+ZOfPDr+8SOOWDG2a9eu0W1f8YpX\njI5/+ctf3veJsS1MUwO9/L9wJP9J8s0Z1MBTOvk/YiT/SXL9SA3IPz3rmf9ZHAOePGX+x44B8s+e\nbPZjwC07NfCLjgHMwCzyf478bxnONAMAAECHphkAAAA6NM0AAADQoWkGAACADk0zAAAAdGzq1bPP\nmPcEJo7YsWN0/PaHHTbVfs46++zR8csvv3zqOS13u9vdbnT8yvved3T8Hre5zYqx1troti95yUtG\nx88888zR8Xe9610rxnorc7Nn26kG1jP/t+/k/7hO/r9jJP/JeA2c3Mn/X3Xy/+6R/Cfjq1KyNezo\n5P+wKfJ/9hxe/+/byf9tpsj/LF7/E8eAfbUIx4DXT1kDDx2bR6cGXuwYwAys5zFA/rcOZ5oBAACg\nQ9MMAAAAHZpmAAAA6NA0AwAAQMemWAhssyx00XPLW95ydPzmhx461X527tw5i+mMuvTSS0fHTz31\n1NHxRz3qUSvGjjrqqNFtDz/88NHxpz3taaPj++2334qx008/fXTb3uJji2YRamA98//vnfy/for8\nJ+M10Mv/0zv5338k/0ny9pEakP+toZf/QzdJ/mfx+p9Ml/9pXv+T8WOA/H+LY8DqjX6vOjVwuGMA\nM7CZjgHyPz/ONAMAAECHphkAAAA6NM0AAADQoWkGAACADk0zAAAAdGyK1bM3u7vf/e6j4+/sbH/t\ntdeOjl944YUzmtHq/f3f//3o+Hnnnbdi7A86q+kd+OhHT/WcT33qU1eMffzjHx/d9oILLphq38xH\nrwZ6xmpgHvn/0BT5T5JHjtTAT88g/0nysZEakP+tYavmf5rX/2R8RdVHzyj/Y8cA+d86ZvFz0Dxq\n4Nc6NXDKFDXwRzOqgd8YqYGj1MCWsFWPAfI/W840AwAAQIemGQAAADo0zQAAANChaQYAAIAOTTMA\nAAB0VGtt3nNIVc1/Envw8vvcZ3T8mOc9b6r9XPyqV42OP+e97516ThvpoIMOGh0/+uijR8d/5Vd+\nZcXY+eefP7rtSSedtO8Tm7HWWs3rubdqDTyvUwNjX8yrO/n/602U/7EAHDhl/n91JP/JeA28cBPl\n/53y33WfKfM/5lWd/L93E+V/zCxe/5Px/Hv9/5bNXgOz+DloUX4G+qBjwNQ2e/4dA1ZaxPw70wwA\nAAAdmmYAAADo0DQDAABAh6YZAAAAOjTNAAAA0LH/vCewFVx+xRWj49919dWj44cccsjo+I4dO2Y2\np4103XXXjY6fe+65o+NXXXXVirEDDjh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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# now show them for each class\n",
"fig, m_axs = plt.subplots(2,5, figsize = (12,6))\n",
"for i, c_ax in enumerate(m_axs.flatten()):\n",
" temp, mask = explanation.get_image_and_mask(i, positive_only=True, num_features=1000, hide_rest=False, min_weight = 0.01 )\n",
" c_ax.imshow(label2rgb(mask,X_test[0], bg_label = 0), interpolation = 'nearest')\n",
" c_ax.set_title('Positive for {}\\nActual {}'.format(i, y_test[0]))\n",
" c_ax.axis('off')"
]
},
{
"cell_type": "markdown",
"metadata": {
"deletable": true,
"editable": true
},
"source": [
"# Gaining Insight\n",
"Can we find an explanation for a classification the algorithm got wrong"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Using #9381 where the label was 8 and the pipeline predicted 9\n"
]
}
],
"source": [
"pipe_pred_test = simple_rf_pipeline.predict(X_test)\n",
"wrong_idx = np.random.choice(np.where(pipe_pred_test!=y_test)[0])\n",
"print('Using #{} where the label was {} and the pipeline predicted {}'.format(wrong_idx, y_test[wrong_idx], pipe_pred_test[wrong_idx]))"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 2.44 s\n"
]
}
],
"source": [
"%%time\n",
"explanation = explainer.explain_instance(X_test[wrong_idx], \n",
" classifier_fn = simple_rf_pipeline.predict_proba, \n",
" top_labels=10, hide_color=0, num_samples=10000, segmentation_fn=segmenter)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"collapsed": false,
"deletable": true,
"editable": true
},
"outputs": [
{
"data": {
"image/png": 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Jtdb+dce/q+qwqrp1kncnuUtVHbobh7w6yT8meUmSRyU5NcOrY2+qqlvNYMrs3dQAy0z+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\nauD0kRrY7PlPkmeP1MDH5T+J54Ax0zw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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# now show them for each class\n",
"fig, m_axs = plt.subplots(2,5, figsize = (12,6))\n",
"for i, c_ax in enumerate(m_axs.flatten()):\n",
" temp, mask = explanation.get_image_and_mask(i, positive_only=True, num_features=10, hide_rest=False, min_weight = 0.01 )\n",
" c_ax.imshow(label2rgb(mask,temp, bg_label = 0), interpolation = 'nearest')\n",
" c_ax.set_title('Positive for {}\\nActual {}'.format(i, y_test[wrong_idx]))\n",
" c_ax.axis('off')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true,
"deletable": true,
"editable": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"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": "3.5.2"
},
"widgets": {
"state": {},
"version": "1.1.2"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
================================================
FILE: doc/notebooks/Tutorial - continuous and categorical features.ipynb
================================================
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import sklearn\n",
"import sklearn.datasets\n",
"import sklearn.ensemble\n",
"import numpy as np\n",
"import lime\n",
"import lime.lime_tabular\n",
"np.random.seed(1)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Continuous features"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Loading data, training a model"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"For this part, we'll use the Iris dataset, and we'll train a random forest. "
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"iris = sklearn.datasets.load_iris()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"train, test, labels_train, labels_test = sklearn.model_selection.train_test_split(iris.data, iris.target, train_size=0.80)\n"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"RandomForestClassifier(n_estimators=500)"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"rf = sklearn.ensemble.RandomForestClassifier(n_estimators=500)\n",
"rf.fit(train, labels_train)\n"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.9666666666666667"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sklearn.metrics.accuracy_score(labels_test, rf.predict(test))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Create the explainer"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"As opposed to lime_text.TextExplainer, tabular explainers need a training set. The reason for this is because we compute statistics on each feature (column). If the feature is numerical, we compute the mean and std, and discretize it into quartiles. If the feature is categorical, we compute the frequency of each value. For this tutorial, we'll only look at numerical features."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We use these computed statistics for two things:\n",
"1. To scale the data, so that we can meaningfully compute distances when the attributes are not on the same scale\n",
"2. To sample perturbed instances - which we do by sampling from a Normal(0,1), multiplying by the std and adding back the mean.\n"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"explainer = lime.lime_tabular.LimeTabularExplainer(train, feature_names=iris.feature_names, class_names=iris.target_names, discretize_continuous=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Explaining an instance"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Since this is a multi-class classification problem, we set the top_labels parameter, so that we only explain the top class."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"i = np.random.randint(0, test.shape[0])\n",
"exp = explainer.explain_instance(test[i], rf.predict_proba, num_features=2, top_labels=1)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We now explain a single instance:"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" \n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(show_table=True, show_all=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now, there is a lot going on here. First, note that the row we are explained is displayed on the right side, in table format. Since we had the show_all parameter set to false, only the features used in the explanation are displayed.\n",
"\n",
"The *value* column displays the original value for each feature.\n",
"\n",
"Note that LIME has discretized the features in the explanation. This is because we let discretize_continuous=True in the constructor (this is the default). Discretized features make for more intuitive explanations.\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Checking the local linear approximation"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"feature_index = lambda x: iris.feature_names.index(x)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Increasing petal width\n",
"P(setosa) before: 1.0\n",
"P(setosa) after: 0.482\n",
"\n",
"Increasing petal length\n",
"P(setosa) before: 1.0\n",
"P(setosa) after: 0.55\n",
"\n",
"Increasing both\n",
"P(setosa) before: 1.0\n",
"P(setosa) after: 0.032\n"
]
}
],
"source": [
"print('Increasing petal width')\n",
"temp = test[i].copy()\n",
"print('P(setosa) before:', rf.predict_proba(temp.reshape(1,-1))[0,0])\n",
"temp[feature_index('petal width (cm)')] = 1.5\n",
"print('P(setosa) after:', rf.predict_proba(temp.reshape(1,-1))[0,0])\n",
"print ()\n",
"print('Increasing petal length')\n",
"temp = test[i].copy()\n",
"print('P(setosa) before:', rf.predict_proba(temp.reshape(1,-1))[0,0])\n",
"temp[feature_index('petal length (cm)')] = 3.5\n",
"print('P(setosa) after:', rf.predict_proba(temp.reshape(1,-1))[0,0])\n",
"print()\n",
"print('Increasing both')\n",
"temp = test[i].copy()\n",
"print('P(setosa) before:', rf.predict_proba(temp.reshape(1,-1))[0,0])\n",
"temp[feature_index('petal width (cm)')] = 1.5\n",
"temp[feature_index('petal length (cm)')] = 3.5\n",
"print('P(setosa) after:', rf.predict_proba(temp.reshape(1,-1))[0,0])\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Note that both features had the impact we thought they would. The scale at which they need to be perturbed of course depends on the scale of the feature in the training set."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We now show all features, just for completeness:"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" \n",
"
\n",
" \n",
" \n",
" "
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"exp.show_in_notebook(show_table=True, show_all=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Categorical features"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"For this part, we will use the Mushroom dataset, which will be downloaded [here](http://archive.ics.uci.edu/ml/machine-learning-databases/mushroom/agaricus-lepiota.data). The task is to predict if a mushroom is edible or poisonous, based on categorical features."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Loading data"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"data = np.genfromtxt('http://archive.ics.uci.edu/ml/machine-learning-databases/mushroom/agaricus-lepiota.data', delimiter=',', dtype='\n",
" \n",
" \n",
"
\n",
" \n",
" \n",
"