diff --git a/.gitignore b/.gitignore index fa98645..df844fc 100644 --- a/.gitignore +++ b/.gitignore @@ -1,10 +1,5 @@ .DS_Store -data/.DS_Store -src/.DS_Store -docs/.DS_Store -notebooks/.DS_Store -notebooks/venv/ -notebooks/*.h5 +*.pickle # Byte-compiled / optimized / DLL files __pycache__/ @@ -80,4 +75,4 @@ env/ venv/ ENV/ env.bak/ -venv.bak/ \ No newline at end of file +venv.bak/ diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml new file mode 100644 index 0000000..9ba3dce --- /dev/null +++ b/.pre-commit-config.yaml @@ -0,0 +1,81 @@ +# https://pre-commit.com +exclude: 'examples|reports' +repos: + - repo: https://github.com/pre-commit/pre-commit-hooks + rev: v4.5.0 + hooks: + - id: debug-statements #Check for debugger imports and breakpoint() in python files + - id: check-ast #Simply check whether files parse as valid python + - id: fix-byte-order-marker #removes UTF-8 byte order marker + - id: check-json + - id: detect-private-key # detect-private-key is not in repo + - id: check-yaml + - id: check-added-large-files + - id: check-shebang-scripts-are-executable + - id: check-case-conflict #Check for files with names that would conflict on a case-insensitive filesystem like MacOS HFS+ or Windows FAT + - id: end-of-file-fixer #Makes sure files end in a newline and only a newline + - id: trailing-whitespace + - id: mixed-line-ending + - repo: https://github.com/astral-sh/ruff-pre-commit + rev: v0.3.4 + hooks: + - id: ruff + args: [--fix, --exit-non-zero-on-fix, --line-length=79] + types_or: [python, pyi, jupyter] + - id: ruff-format + args: [--line-length=79] + types_or: [python, pyi, jupyter] + - repo: https://github.com/pycqa/isort + rev: 5.13.2 + hooks: + - id: isort #isort is a pre-commit hook that runs to check for issues in imports and docstrings + args: [ + "--profile", "black", "--filter-files", + "-l", "79" + ] + - repo: https://github.com/asottile/blacken-docs + rev: 1.16.0 + hooks: + - id: blacken-docs #blacken-docs is a pre-commit hook that runs to check for issues in the docs + additional_dependencies: [black] + - repo: https://github.com/asottile/pyupgrade + rev: v3.15.2 + hooks: + - id: pyupgrade #pyupgrade is a pre-commit hook that runs to check for issues in the code + args: [--py36-plus] + - repo: local + hooks: + - id: mypy # mypy is a pre-commit hook that runs as a linter to check for type errors + name: mypy + entry: mypy --implicit-optional + language: system + types: [python] + args: [ + "--ignore-missing-imports", + "--explicit-package-bases", + "--check-untyped-defs" + ] + stages: + - "pre-push" + - "pre-merge-commit" + - repo: local + hooks: + - id: pytest-check + name: pytest-check + language: python + types: [python] + entry: pytest + pass_filenames: false + always_run: true + args: [ + --doctest-modules, + -o, addopts="" + ] + - repo: https://github.com/roy-ht/pre-commit-jupyter + rev: v1.2.1 + hooks: + - id: jupyter-notebook-cleanup + args: + - --remove-kernel-metadata + - --pin-patterns + - "[pin];[donotremove]" diff --git a/README.md b/README.md index 35c13b1..e54c686 100644 --- a/README.md +++ b/README.md @@ -1,28 +1,34 @@ -![skab](docs/pictures/skab.png) +# ![skab](docs/pictures/skab.png) 🛠🛠🛠**The testbed is under repair right now. Unfortunately, we can't tell exactly when it will be ready and we be able to continue data collection. Information about it will be in the repository. Sorry for the delay.** ❗️❗️❗️The current version of SKAB (v0.9) contains 34 datasets with collective anomalies. But the update to v1.0 will contain 300+ additional files with point and collective anomalies. It will make SKAB one of the largest changepoint-containing benchmarks, especially in the technical field. -# About SKAB [![Maintenance](https://img.shields.io/badge/Maintained%3F-yes-green.svg)](https://github.com/waico/SKAB/graphs/commit-activity) [![DOI](https://img.shields.io/badge/DOI-10.34740/kaggle/dsv/1693952-blue.svg)](https://doi.org/10.34740/KAGGLE/DSV/1693952) [![License: GPL v3.0](https://img.shields.io/badge/License-GPL%20v3.0-green.svg)](https://www.gnu.org/licenses/gpl-3.0.html) -We propose the [Skoltech](https://www.skoltech.ru/en) Anomaly Benchmark (SKAB) designed for evaluating the anomaly detection algorithms. SKAB allows working with two main problems (there are two markups for anomalies): +## About SKAB [![Maintenance](https://img.shields.io/badge/Maintained%3F-yes-green.svg)](https://github.com/waico/SKAB/graphs/commit-activity) [![DOI](https://img.shields.io/badge/DOI-10.34740/kaggle/dsv/1693952-blue.svg)](https://doi.org/10.34740/KAGGLE/DSV/1693952) [![License: GPL v3.0](https://img.shields.io/badge/License-GPL%20v3.0-green.svg)](https://www.gnu.org/licenses/gpl-3.0.html) + +We propose the [Skoltech](https://www.skoltech.ru/en) Anomaly Benchmark (SKAB) designed for evaluating the anomaly detection core. SKAB allows working with two main problems (there are two markups for anomalies): + 1. Outlier detection (anomalies considered and marked up as single-point anomalies) 2. Changepoint detection (anomalies considered and marked up as collective anomalies) SKAB consists of the following artifacts: + 1. [Datasets](#datasets) -2. [Leaderboards](#leaderboards) for oultier detection and changepoint detection problems +2. [Leaderboards](#Leaderboard #1 - Proposed Leaderboard) for oultier detection and changepoint detection problems 3. Python modules for algorithms’ evaluation (now evaluation modules are being imported from [TSAD](https://github.com/waico/tsad) framework, while the details regarding the evaluation process are presented [here](https://github.com/waico/tsad/blob/main/examples/Evaluating.ipynb)) -4. Python [modules](#src) with algorithms’ implementation +4. Python [core](https://github.com/MarekWadinger/SKAB/tree/master/core) with algorithms’ implementation 5. Python [notebooks](#notebooks) with anomaly detection pipeline implementation for various algorithms All the details about SKAB are presented in the following artifacts: + - Position paper (*currently submitted for publication*) - Talk about the project: [English](https://youtu.be/hjzuKeNYUho) version and [Russian](https://www.youtube.com/watch?v=VLmmYGc4v2c) version - Slides about the project: [English](https://drive.google.com/open?id=1dHUevwPp6ftQCEKnRgB4KMp9oLBMSiDM) version and [Russian](https://drive.google.com/file/d/1gThPCNbEaIxhENLm-WTFGO_9PU1Wdwjq/view?usp=share_link) version -# Datasets +## Datasets + The SKAB v0.9 corpus contains 35 individual data files in .csv format (datasets). The [data](data/) folder contains datasets from the benchmark. The structure of the data folder is presented in the [structure](./data/README.md) file. Each dataset represents a single experiment and contains a single anomaly. The datasets represent a multivariate time series collected from the sensors installed on the testbed. Columns in each data file are following: + - `datetime` - Represents dates and times of the moment when the value is written to the database (YYYY-MM-DD hh:mm:ss) - `Accelerometer1RMS` - Shows a vibration acceleration (Amount of g units) - `Accelerometer2RMS` - Shows a vibration acceleration (Amount of g units) @@ -39,56 +45,58 @@ Exploratory Data Analysis (EDA) for SKAB is presented [here](https://github.com/ ℹ️We have also made a *SKAB teaser* that is a small dataset collected separately but from the same testbed. SKAB teaser is made just for learning/teaching purposes and contains only 4 collective anomalies. All the information is available on [kaggle](https://www.kaggle.com/datasets/yuriykatser/skoltech-anomaly-benchmark-skab-teaser). -# Leaderboards -Here we propose the leaderboards for SKAB v0.9 for both outlier and changepoint detection problems. You can also present and evaluate your algorithm using SKAB on [kaggle](https://www.kaggle.com/yuriykatser/skoltech-anomaly-benchmark-skab). Leaderboards are also available at paperswithcode.com: [CPD problem](https://paperswithcode.com/sota/change-point-detection-on-skab). +## Leaderboards + +## Proposed Leaderboard -❗️All results (excl. ruptures and CPDE) are calculated for out-of-box algorithms without any hyperparameters tuning. +This leaderboard shows performance of algorithms on test set, unlike leaderboard for SKAB v0.9 which evaluates both training and testing data all together. Moreover, the evaluated window of change points is to the right side of actual change point occurence which is in accordance with fact, that it should be impossible to capture event before it occurs. Lastly, the window size for the NAB detection algorithm is set to 60 seconds to reflect the dynamics of the transition as presented in the slides to enable detection of the start of the transition phase which is also marked as change-point. + +You can present and evaluate your algorithm using SKAB on [kaggle](https://www.kaggle.com/yuriykatser/skoltech-anomaly-benchmark-skab). Leaderboards are also available at paperswithcode.com: [CPD problem](https://paperswithcode.com/sota/change-point-detection-on-skab). ### Outlier detection problem -*Sorted by F1; for F1 bigger is better; both for FAR (False Alarm Rate) and MAR (Missing Alarm Rate) less is better* + +*Sorted by F1; for F1 bigger is better; both for FAR (False Alarm Rate) and MAR (Missing Alarm Rate) less is better* +*Evaluated as binary classification problem.* + | Algorithm | F1 | FAR, % | MAR, % -|---|---|---|---| -Perfect detector | 1 | 0 | 0 -Conv-AE |***0.79*** | 13.69 | ***17.77*** -MSET |0.73 | 20.82 | 20.08 -LSTM-AE |0.68 | 14.24 | 35.56 -T-squared+Q (PCA-based) | 0.67 | 13.95 | 36.32 -Vanilla LSTM | 0.64 | 15.4 | 39.93 -MSCRED | 0.64 | 13.56 | 41.16 -LSTM-VAE | 0.56 | 9.13 | 55.03 -T-squared | 0.56 | 12.14 | 52.56 -Vanilla AE | 0.45 | 7.56 | 66.57 -Isolation forest | 0.4 | ***6.86*** | 72.09 -Null detector | 0 | 0 | 100 - -### Changepoint detection problem -*Sorted by NAB (standard); for all metrics bigger is better* -*The current leaderboard is obtained with the window size for the NAB detection algorithm equal to 30 sec.* - -| Algorithm | NAB (standard) | NAB (lowFP) | NAB (LowFN) | -|---|---|---|---| -|Perfect detector | 100 | 100 | 100 | -|Isolation forest | ***37.53*** | 17.09 | ***45.02***| -|MSCRED | 28.74 | ***23.43*** | 31.21| -|Vanilla LSTM | 27.09 | 11.06 | 32.68| -|T-squared+Q (PCA-based) | 26.71 | 22.42 | 28.32| -|ruptures** | 24.1 | 21.69 | 25.04| -|CPDE*** | 23.07 | 20.52 | 24.35| -|LSTM-AE |22.12 | 20.01 | 23.21| -|LSTM-VAE | 19.17 | 15.39 | 20.98| -|T-squared | 17.87 | 3.44 | 23.2| -|ArimaFD | 07.67 | 01.97 | 11.04 | -|Vanilla AE | 15.59 | 0.78 | 20.91| -|MSET | 12.71 | 11.04 | 13.6| -|Conv-AE | 10.09 | 8.62 | 10.83| -|Null detector | 0 | 0 | 0| - -** The best algorithm (shown) is BinSeg with Mahalanobis cost function. The results are obtained in an unsupervised manner except for knowing by the algorithms the total amount of chagepoint to look for. The full results of various changepoint detection algorithms and ensembles are presented [here](https://github.com/YKatser/CPDE). - -*** The best aggregation function (shown) is WeightedSum with MinAbs scaling function. - -# Notebooks +|---|---|---|--- +|Perfect detector | 1 | 0 | 0 +|Conv-AE |0.78 | 13.55 | 28.02 +|MSET |0.78 | 39.73 | 14.13 +|T-squared+Q (PCA-based) | 0.76 | 26.62 | 24.92 +|LSTM-AE |0.74 | 29.96 | 25.92 +|T-squared | 0.66 | 19.21 | 42.6 +|LSTM-VAE | 0.56 | 9.13 | 55.03 +|Vanilla LSTM | 0.54 | 12.54 | 59.53 +|MSCRED | 0.36 | 49.94 | 69.88 +|Vanilla AE | 0.39 | 2.59 | 75.15 +|Isolation forest | 0.29 | 2.56 | 82.89 +|Null detector | 0 | 0 | 100 + +### Changepoint detection problem + +*Sorted by NAB (standard); for all metrics bigger is better* +*The current leaderboard is obtained with the window size for the NAB detection algorithm equal to 60 sec and to the right side of true change point.* + +| Algorithm | NAB (standard) | NAB (lowFP) | NAB (LowFN) | Number of Missed CPs | Number of FPs +|---|---|---|---|---|--- +|Perfect detector | 100 | 100 | 100 | 0 | 0 +|LSTM-AE | 23.51 | 20.11 | 25.91 | 88 | 69 +|Isolation forest | 26.16 | 19.5 | 30.82 | 76 | 135 +|T-squared+Q (PCA-based) | 25.35 | 14.51 | 31.33 | 72 | 232 +|T-squared | 19.54 | 10.2 | 24.31 | 70 | 106 +|Conv-AE | 23.61 | 21.54 | 27.55 | 82 | 23 +|Vanilla AE | 11.41 | 6.53 | 13.91 | 103 | 106 +|Vanilla LSTM | 11.31 | -3.8 | 17.25 | 90 | 342 +|MSET | 13.84 | 10.22 | 17.37 | 96 | 66 +|MSCRED | 32.42 | 16.53 | 40.28 | 55 | 342 +|ArimaFD | -0.09 | -0.17 | -0.06 | 127 | 2 +|Null detector | 0 | 0 | 0 | - | - + +## Notebooks + The [notebooks](notebooks/) folder contains jupyter notebooks with the code for the proposed leaderboard results reproducing. We have calculated the results for following commonly known anomaly detection algorithms: + - Isolation forest - *Outlier detection algorithm based on Random forest concept* - Vanilla LSTM - *NN with LSTM layer* - Vanilla AE - *Feed-Forward Autoencoder* @@ -99,6 +107,7 @@ The [notebooks](notebooks/) folder contains jupyter notebooks with the code for - MSET - *Multivariate State Estimation Technique* Additionally on the leaderboard were shown the externally calculated results of the following algorithms: + - [ArimaFD](https://github.com/waico/arimafd) - *ARIMA-based fault detection algorithm* - [T-squared](http://github.com/YKatser/ControlCharts/tree/main/examples) - *Hotelling's T-squared statistics* - [T-squared+Q (PCA-based)](http://github.com/YKatser/ControlCharts/tree/main/examples) - *Hotelling's T-squared statistics + Q statistics based on PCA* @@ -107,13 +116,30 @@ Additionally on the leaderboard were shown the externally calculated results of Details regarding the algorithms, including short description, references to scientific papers and code of the initial implementation is available in [this readme](https://github.com/waico/SKAB/tree/master/notebooks#anomaly-detection-algorithms). -# Citation +## Installation + +1. install Python 3.10+ (tested on 3.10.13) + +1. install [poetry](https://python-poetry.org/docs/) package manager + - `brew install poetry` + > Poetry installs dependencies and locks versions for deterministic installs. Poetry uses [Python's built-in `venv` module](https://docs.python.org/3/library/venv.html) to create virtual environments. It also uses PEP [517](https://peps.python.org/pep-0517) & [518](https://peps.python.org/pep-0518) specifications to build packages without requiring `setup.py` or `requirements.txt` files. + +1. LightGBM base install + - `brew install lightgbm` + +1. install SKAB dependencies, see [pyproject.toml](pyproject.toml) for details + - `poetry install` + +1. confirm installation + - `poetry show --tree` - shows all dependencies installed + - `poetry env info` - displays information about the current environment (Python version, path, etc) + - `poetry list` - lists all cli commands + +## Citation + Please cite our project in your publications if it helps your research. -``` -Iurii D. Katser and Vyacheslav O. Kozitsin, “Skoltech Anomaly Benchmark (SKAB).” Kaggle, 2020, doi: 10.34740/KAGGLE/DSV/1693952. -``` -Or in BibTeX format: -``` + +```bibtex @misc{skab, author = {Katser, Iurii D. and Kozitsin, Vyacheslav O.}, title = {Skoltech Anomaly Benchmark (SKAB)}, @@ -124,17 +150,14 @@ Or in BibTeX format: } ``` -# Notable mentions +## Notable mentions + SKAB is acknowledged by some ML resources. -
- List of links - - - [Anomaly Detection Learning Resources](https://github.com/yzhao062/anomaly-detection-resources#34-datasets) - - [awesome-TS-anomaly-detection](https://github.com/rob-med/awesome-TS-anomaly-detection#benchmark-datasets) - - [List of datasets for machine-learning research](https://en.wikipedia.org/wiki/List_of_datasets_for_machine-learning_research#Anomaly_data) - - [paperswithcode.com](https://paperswithcode.com/dataset/skab) - - [Google datasets](https://datasetsearch.research.google.com/search?query=skoltech%20anomaly%20benchmark&docid=IIIE4VWbqUKszygyAAAAAA%3D%3D) - - [Industrial ML Datasets](https://github.com/nicolasj92/industrial-ml-datasets) - - etc. - -
+ +- [Anomaly Detection Learning Resources](https://github.com/yzhao062/anomaly-detection-resources#34-datasets) +- [awesome-TS-anomaly-detection](https://github.com/rob-med/awesome-TS-anomaly-detection#benchmark-datasets) +- [List of datasets for machine-learning research](https://en.wikipedia.org/wiki/List_of_datasets_for_machine-learning_research#Anomaly_data) +- [paperswithcode.com](https://paperswithcode.com/dataset/skab) +- [Google datasets](https://datasetsearch.research.google.com/search?query=skoltech%20anomaly%20benchmark&docid=IIIE4VWbqUKszygyAAAAAA%3D%3D) +- [Industrial ML Datasets](https://github.com/nicolasj92/industrial-ml-datasets) +- etc. diff --git a/algorithms/MSCRED.py b/algorithms/MSCRED.py deleted file mode 100644 index fefebee..0000000 --- a/algorithms/MSCRED.py +++ /dev/null @@ -1,196 +0,0 @@ -from tensorflow.keras.layers import Input, Conv2D, ConvLSTM2D, Conv2DTranspose, TimeDistributed -from tensorflow.keras.optimizers import Adam -from tensorflow.keras import Model -from tensorflow.keras.callbacks import ReduceLROnPlateau -import tensorflow as tf -import math - -class MSCRED: - """ - MSCRED - Multi-Scale Convolutional Recurrent Encoder-Decoder first constructs multi-scale (resolution) signature matrices to characterize multiple levels of the system statuses across different time steps. In particular, different levels of the system statuses are used to indicate the severity of different abnormal incidents. Subsequently, given the signature matrices, a convolutional encoder is employed to encode the inter-sensor (time series) correlations patterns and an attention based Convolutional Long-Short Term Memory (ConvLSTM) network is developed to capture the temporal patterns. Finally, with the feature maps which encode the inter-sensor correlations and temporal information, a convolutional decoder is used to reconstruct the signature matrices and the residual signature matrices are further utilized to detect and diagnose anomalies. The intuition is that MSCRED may not reconstruct the signature matrices well if it never observes similar system statuses before. - - Parameters - ---------- - params : list - A list containing configuration parameters for the MSCRED model. - - Attributes - ---------- - model : Model - The trained MSCRED model. - - Examples - -------- - >>> from MSCRED import MSCRED - >>> PARAMS = [sensor_n, scale_n, step_max] - >>> model = MSCRED(PARAMS) - >>> model.fit(X_train, Y_train, X_test, Y_test) - >>> prediction = model.predict(test_data) - """ - - def __init__(self, params): - self.params = params - - def _build_model(self): - self._Random(0) - - input_size = (self.params[2], self.params[0], self.params[0], self.params[1]) - inputs = Input(input_size) - - if self.params[0] % 8 != 0: - self.sensor_n_pad = (self.params[0] // 8) * 8 + 8 - else: - self.sensor_n_pad = self.params[0] - - paddings = tf.constant([[0, 0], [0, 0], [0, self.sensor_n_pad-self.params[0]], - [0, self.sensor_n_pad-self.params[0]], [0, 0]]) - inputs_pad = tf.pad(inputs, paddings) - - conv1 = TimeDistributed(Conv2D(filters = 32, kernel_size = 3, strides = 1, - kernel_initializer='glorot_uniform', padding='same', - activation='selu', name = 'conv1'))(inputs_pad) - - conv2 = TimeDistributed(Conv2D(filters = 64, kernel_size = 3, strides = 2, - kernel_initializer='glorot_uniform', padding='same', - activation='selu', name = 'conv2'))(conv1) - - conv3 = TimeDistributed(Conv2D(filters = 128, kernel_size = 2, strides = 2, - kernel_initializer='glorot_uniform', padding='same', - activation='selu', name = 'conv3'))(conv2) - - conv4 = TimeDistributed(Conv2D(filters = 256, kernel_size = 2, strides = 2, - kernel_initializer='glorot_uniform', padding='same', - activation='selu', name = 'conv4'))(conv3) - - convLSTM1 = ConvLSTM2D(filters = 32, kernel_size = 2, padding = 'same', - return_sequences = True, name="convLSTM1")(conv1) - convLSTM1_out = self.attention(convLSTM1, 1) - - convLSTM2 = ConvLSTM2D(filters = 64, kernel_size = 2, padding = 'same', - return_sequences = True, name="convLSTM2")(conv2) - convLSTM2_out = self.attention(convLSTM2, 2) - - convLSTM3 = ConvLSTM2D(filters = 128, kernel_size = 2, padding = 'same', - return_sequences = True, name="convLSTM3")(conv3) - convLSTM3_out = self.attention(convLSTM3, 4) - - convLSTM4 = ConvLSTM2D(filters = 256, kernel_size = 2, padding = 'same', - return_sequences = True, name="convLSTM4")(conv4) - convLSTM4_out = self.attention(convLSTM4, 8) - - deconv4 = Conv2DTranspose(filters = 128, kernel_size = 2, strides = 2, - kernel_initializer='glorot_uniform', padding = 'same', - activation='selu', name = 'deconv4')(convLSTM4_out) - deconv4_out = tf.concat([deconv4, convLSTM3_out], axis = 3, name = 'concat3') - - deconv3 = Conv2DTranspose(filters = 64, kernel_size = 2, strides = 2, - kernel_initializer='glorot_uniform', padding = 'same', - activation='selu', name = 'deconv3')(deconv4_out) - deconv3_out = tf.concat([deconv3, convLSTM2_out], axis = 3, name = 'concat2') - - deconv2 = Conv2DTranspose(filters = 32, kernel_size = 3, strides = 2, - kernel_initializer='glorot_uniform', padding = 'same', - activation='selu', name = 'deconv2')(deconv3_out) - deconv2_out = tf.concat([deconv2, convLSTM1_out], axis = 3, name = 'concat1') - - deconv1 = Conv2DTranspose(filters = self.params[1], kernel_size = 3, strides = 1, - kernel_initializer='glorot_uniform', padding = 'same', - activation='selu', name = 'deconv1')(deconv2_out) - - model = Model(inputs = inputs, outputs = deconv1[:, :self.params[0], :self.params[0], :]) - - return model - - def attention(self, outputs, koef): - """ - Attention mechanism to weigh the importance of each step in the sequence. - - Parameters - ---------- - outputs : tf.Tensor - The output tensor from ConvLSTM layers. - koef : int - A coefficient to scale the attention mechanism. - - Returns - ------- - tf.Tensor - Weighted output tensor. - """ - - attention_w = [] - for k in range(self.params[2]): - attention_w.append(tf.reduce_sum(tf.multiply(outputs[:,k], outputs[:,-1]), axis=(1,2,3))/self.params[2]) - attention_w = tf.reshape(tf.nn.softmax(tf.stack(attention_w, axis=1)), [-1, 1, self.params[2]]) - outputs = tf.reshape(outputs, [-1, self.params[2], tf.reduce_prod(outputs.shape.as_list()[2:])]) - outputs = tf.matmul(attention_w, outputs) - outputs = tf.reshape(outputs, - [-1, math.ceil(self.sensor_n_pad/koef), math.ceil(self.sensor_n_pad/koef), 32*koef]) - return outputs - - def _Random(self, seed_value): - - import os - os.environ['PYTHONHASHSEED'] = str(seed_value) - - import random - random.seed(seed_value) - - import numpy as np - np.random.seed(seed_value) - - import tensorflow as tf - tf.random.set_seed(seed_value) - - def _loss_fn(self, y_true, y_pred): - - return tf.reduce_mean(tf.square(y_true - y_pred)) - - def fit(self, X_train, Y_train, X_test, Y_test, batch_size=200, epochs=25): - """ - Train the MSCRED model on the provided data. - - Parameters - ---------- - X_train : numpy.ndarray - The training input data. - Y_train : numpy.ndarray - The training target data. - X_test : numpy.ndarray - The testing input data. - Y_test : numpy.ndarray - The testing target data. - batch_size : int, optional - The batch size for training, by default 200. - epochs : int, optional - The number of training epochs, by default 25. - """ - - self.model = self._build_model() - - self.model.compile(optimizer = Adam(learning_rate=1e-3), - loss = self._loss_fn, - ) - reduce_lr = ReduceLROnPlateau(monitor='loss', factor=0.8, - patience=6, min_lr=0.000001, - verbose = 1) - self.model.fit(X_train, Y_train, batch_size=batch_size, epochs=epochs, - validation_data = (X_test, Y_test), - callbacks=reduce_lr) - - def predict(self, data): - """ - Generate predictions using the trained MSCRED model. - - Parameters - ---------- - data : numpy.ndarray - Input data for generating predictions. - - Returns - ------- - numpy.ndarray - Predicted output data. - """ - - return self.model.predict(data) \ No newline at end of file diff --git a/algorithms/Conv_AE.py b/core/Conv_AE.py similarity index 69% rename from algorithms/Conv_AE.py rename to core/Conv_AE.py index 64a139e..e7af916 100644 --- a/algorithms/Conv_AE.py +++ b/core/Conv_AE.py @@ -1,10 +1,10 @@ -from tensorflow.keras.layers import Input, Conv1D, Dropout, Conv1DTranspose +from tensorflow.keras.callbacks import EarlyStopping +from tensorflow.keras.layers import Conv1D, Conv1DTranspose, Dropout, Input from tensorflow.keras.models import Sequential from tensorflow.keras.optimizers import Adam -from tensorflow.keras.callbacks import EarlyStopping -import tensorflow as tf -class Conv_AE: + +class Conv_AE: """ A reconstruction convolutional autoencoder model to detect anomalies in timeseries data using reconstruction error as an anomaly score. @@ -24,50 +24,68 @@ class Conv_AE: >>> CAutoencoder.fit(train_data) >>> prediction = CAutoencoder.predict(test_data) """ - + def __init__(self): self._Random(0) - - def _Random(self, seed_value): + def _Random(self, seed_value): import os - os.environ['PYTHONHASHSEED'] = str(seed_value) + + os.environ["PYTHONHASHSEED"] = str(seed_value) import random + random.seed(seed_value) import numpy as np + np.random.seed(seed_value) import tensorflow as tf + tf.random.set_seed(seed_value) - + def _build_model(self): - model = Sequential( [ Input(shape=(self.shape[1], self.shape[2])), Conv1D( - filters=32, kernel_size=7, padding="same", strides=2, activation="relu" + filters=32, + kernel_size=7, + padding="same", + strides=2, + activation="relu", ), Dropout(rate=0.2), Conv1D( - filters=16, kernel_size=7, padding="same", strides=2, activation="relu" + filters=16, + kernel_size=7, + padding="same", + strides=2, + activation="relu", ), Conv1DTranspose( - filters=16, kernel_size=7, padding="same", strides=2, activation="relu" + filters=16, + kernel_size=7, + padding="same", + strides=2, + activation="relu", ), Dropout(rate=0.2), Conv1DTranspose( - filters=32, kernel_size=7, padding="same", strides=2, activation="relu" + filters=32, + kernel_size=7, + padding="same", + strides=2, + activation="relu", ), Conv1DTranspose(filters=1, kernel_size=7, padding="same"), ] ) model.compile(optimizer=Adam(learning_rate=0.001), loss="mse") - + return model - + def fit(self, data): """ Train the convolutional autoencoder model on the provided data. @@ -77,7 +95,7 @@ def fit(self, data): data : numpy.ndarray Input data for training the autoencoder model. """ - + self.shape = data.shape self.model = self._build_model() @@ -89,7 +107,9 @@ def fit(self, data): validation_split=0.1, verbose=0, callbacks=[ - EarlyStopping(monitor="val_loss", patience=5, mode="min", verbose=0) + EarlyStopping( + monitor="val_loss", patience=5, mode="min", verbose=0 + ) ], ) @@ -107,5 +127,5 @@ def predict(self, data): numpy.ndarray Predicted output data. """ - - return self.model.predict(data) \ No newline at end of file + + return self.model.predict(data) diff --git a/algorithms/Isolation_Forest.py b/core/Isolation_Forest.py similarity index 85% rename from algorithms/Isolation_Forest.py rename to core/Isolation_Forest.py index f0599d9..4669361 100644 --- a/algorithms/Isolation_Forest.py +++ b/core/Isolation_Forest.py @@ -1,5 +1,5 @@ from sklearn.ensemble import IsolationForest -import tensorflow as tf + class Isolation_Forest: """ @@ -9,7 +9,7 @@ class Isolation_Forest: ---------- params : list A list containing three parameters: random_state, n_jobs, and contamination. - + Attributes ---------- random_state : int @@ -18,7 +18,7 @@ class Isolation_Forest: The number of CPU cores to use for parallelism. contamination : float The expected proportion of anomalies in the dataset. - + Examples -------- >>> from Isolation_Forest import Isolation_Forest @@ -27,35 +27,40 @@ class Isolation_Forest: >>> model.fit(X_train) >>> predictions = model.predict(test_data) """ - + def __init__(self, params): self.params = params self.random_state = self.params[0] self.n_jobs = self.params[1] self.contamination = self.params[2] - - def _Random(self, seed_value): + def _Random(self, seed_value): import os - os.environ['PYTHONHASHSEED'] = str(seed_value) + + os.environ["PYTHONHASHSEED"] = str(seed_value) import random + random.seed(seed_value) import numpy as np + np.random.seed(seed_value) import tensorflow as tf + tf.random.set_seed(seed_value) - + def _build_model(self): self._Random(0) - - model = IsolationForest(random_state=self.random_state, - n_jobs=self.n_jobs, - contamination=self.contamination) + + model = IsolationForest( + random_state=self.random_state, + n_jobs=self.n_jobs, + contamination=self.contamination, + ) return model - + def fit(self, X): """ Train the Isolation Forest model on the provided data. @@ -65,11 +70,11 @@ def fit(self, X): X : numpy.ndarray Input data for training the model. """ - + self.model = self._build_model() self.model.fit(X) - + def predict(self, data): """ Generate predictions using the trained Isolation Forest model. @@ -84,5 +89,5 @@ def predict(self, data): numpy.ndarray Predicted output data. """ - + return self.model.predict(data) diff --git a/algorithms/LSTM_AE.py b/core/LSTM_AE.py similarity index 71% rename from algorithms/LSTM_AE.py rename to core/LSTM_AE.py index 9c94cc7..b9b3d49 100644 --- a/algorithms/LSTM_AE.py +++ b/core/LSTM_AE.py @@ -1,7 +1,13 @@ -from tensorflow.keras.layers import Input, LSTM, Dense, RepeatVector, TimeDistributed from tensorflow.keras import Model from tensorflow.keras.callbacks import EarlyStopping -import tensorflow as tf +from tensorflow.keras.layers import ( + LSTM, + Dense, + Input, + RepeatVector, + TimeDistributed, +) + class LSTM_AE: """ @@ -31,41 +37,44 @@ class LSTM_AE: >>> model.fit(train_data) >>> predictions = model.predict(test_data) """ - + def __init__(self, params): self.params = params - - def _Random(self, seed_value): + def _Random(self, seed_value): import os - os.environ['PYTHONHASHSEED'] = str(seed_value) + + os.environ["PYTHONHASHSEED"] = str(seed_value) import random + random.seed(seed_value) import numpy as np + np.random.seed(seed_value) import tensorflow as tf + tf.random.set_seed(seed_value) - + def _build_model(self): self._Random(0) - + inputs = Input(shape=(self.shape[1], self.shape[2])) - encoded = LSTM(100, activation='relu')(inputs) + encoded = LSTM(100, activation="relu")(inputs) decoded = RepeatVector(self.shape[1])(encoded) - decoded = LSTM(100, activation='relu', return_sequences=True)(decoded) + decoded = LSTM(100, activation="relu", return_sequences=True)(decoded) decoded = TimeDistributed(Dense(self.shape[2]))(decoded) model = Model(inputs, decoded) - encoder = Model(inputs, encoded) + _ = Model(inputs, encoded) + + model.compile(optimizer="adam", loss="mae", metrics=["mse"]) - model.compile(optimizer='adam', loss='mae', metrics=["mse"]) - return model - + def fit(self, X): """ Train the sequence-to-sequence (LSTM-based) autoencoder model on the provided data. @@ -79,18 +88,19 @@ def fit(self, X): self.shape = X.shape self.model = self._build_model() - early_stopping = EarlyStopping(patience=5, - verbose=0) - - self.model.fit(X, X, - validation_split=self.params[2], - epochs=self.params[0], - batch_size=self.params[1], - verbose=0, - shuffle=False, - callbacks=[early_stopping] - ) - + early_stopping = EarlyStopping(patience=5, verbose=0) + + self.model.fit( + X, + X, + validation_split=self.params[2], + epochs=self.params[0], + batch_size=self.params[1], + verbose=0, + shuffle=False, + callbacks=[early_stopping], + ) + def predict(self, data): """ Generate predictions using the trained sequence-to-sequence (LSTM-based) autoencoder model. @@ -105,5 +115,5 @@ def predict(self, data): numpy.ndarray Predicted output data. """ - - return self.model.predict(data) \ No newline at end of file + + return self.model.predict(data) diff --git a/algorithms/LSTM_VAE.py b/core/LSTM_VAE.py similarity index 53% rename from algorithms/LSTM_VAE.py rename to core/LSTM_VAE.py index d949e1f..9d1a3a3 100644 --- a/algorithms/LSTM_VAE.py +++ b/core/LSTM_VAE.py @@ -1,10 +1,41 @@ -from tensorflow.keras.layers import Input, Dense, Lambda, LSTM, RepeatVector -from tensorflow.keras.models import Model -from tensorflow.keras.callbacks import EarlyStopping from tensorflow.keras import backend as K from tensorflow.keras import losses -from tensorflow.python.framework.ops import disable_eager_execution -disable_eager_execution() +from tensorflow.keras.callbacks import EarlyStopping +from tensorflow.keras.layers import LSTM, Dense, Input, Layer, RepeatVector +from tensorflow.keras.models import Model + + +class KLDivergenceLayer(Layer): + def __init__(self, **kwargs): + super().__init__(**kwargs) + + def call(self, inputs): + z_mean, z_log_sigma = inputs + kl_loss = -0.5 * K.mean( + 1 + z_log_sigma - K.square(z_mean) - K.exp(z_log_sigma), axis=-1 + ) + self.add_loss(kl_loss) + return kl_loss # Return KL loss value + + +class Sampling(Layer): + def __init__(self, latent_dim, epsilon_std=1.0, **kwargs): + super().__init__(**kwargs) + self.latent_dim = latent_dim + self.epsilon_std = epsilon_std + + def call(self, inputs): + z_mean, z_log_sigma = inputs + batch = K.shape(z_mean)[0] + dim = K.shape(z_mean)[1] + epsilon = K.random_normal( + shape=(batch, dim), mean=0.0, stddev=self.epsilon_std + ) + return z_mean + z_log_sigma * epsilon + + def compute_output_shape(self, input_shape): + return input_shape[0] # Same shape as z_mean and z_log_sigma + class LSTM_VAE: """ @@ -18,7 +49,7 @@ class LSTM_VAE: Attributes ---------- None - + Examples ------- >>> from LSTM_VAE import LSTM_VAE @@ -26,84 +57,64 @@ class LSTM_VAE: >>> model.fit(train_data) >>> predictions = model.predict(test_data) """ - - def __init__(self): - pass - - def _build_model(self, - input_dim, - timesteps, - intermediate_dim, - latent_dim): - + + def __init__(self, params): + self.params = params + + def _build_model(self, input_dim, timesteps, intermediate_dim, latent_dim): self._Random(0) - x = Input(shape=(timesteps, input_dim,)) + x = Input( + shape=( + timesteps, + input_dim, + ) + ) h = LSTM(intermediate_dim)(x) self.z_mean = Dense(latent_dim)(h) self.z_log_sigma = Dense(latent_dim)(h) - - z = Lambda(self.sampling, output_shape=(latent_dim,))([self.z_mean, self.z_log_sigma]) - decoder_h = LSTM(intermediate_dim, return_sequences=True) - decoder_mean = LSTM(input_dim, return_sequences=True) + z = Sampling(latent_dim)([self.z_mean, self.z_log_sigma]) h_decoded = RepeatVector(timesteps)(z) - h_decoded = decoder_h(h_decoded) - - x_decoded_mean = decoder_mean(h_decoded) + decoder_h = LSTM(intermediate_dim, return_sequences=True)(h_decoded) + decoder_mean = LSTM(input_dim, return_sequences=True)(decoder_h) - vae = Model(x, x_decoded_mean) + vae = Model(x, decoder_mean) - encoder = Model(x, self.z_mean) + _ = Model(x, self.z_mean) decoder_input = Input(shape=(latent_dim,)) _h_decoded = RepeatVector(timesteps)(decoder_input) - _h_decoded = decoder_h(_h_decoded) + _h_decoded = LSTM(intermediate_dim, return_sequences=True)(_h_decoded) - _x_decoded_mean = decoder_mean(_h_decoded) - generator = Model(decoder_input, _x_decoded_mean) + _x_decoded_mean = LSTM(input_dim, return_sequences=True)(_h_decoded) + _ = Model(decoder_input, _x_decoded_mean) - vae.compile(optimizer='rmsprop', loss=self.vae_loss) + vae.compile(optimizer="rmsprop", loss=self.vae_loss) - return vae, encoder, generator - - def _Random(self, seed_value): + return vae + def _Random(self, seed_value): import os - os.environ['PYTHONHASHSEED'] = str(seed_value) + + os.environ["PYTHONHASHSEED"] = str(seed_value) import random + random.seed(seed_value) import numpy as np + np.random.seed(seed_value) import tensorflow as tf - tf.random.set_seed(seed_value) - - def sampling(self, args): - """ - Sample from the latent space using the reparameterization trick. - Parameters - ---------- - args : list - List of tensors [z_mean, z_log_sigma]. + tf.random.set_seed(seed_value) - Returns - ------- - z : tensorflow.Tensor - Sampled point in the latent space. - """ - z_mean, z_log_sigma = args - epsilon = K.random_normal(shape=(self.batch_size, self.latent_dim), - mean=0., stddev=self.epsilon_std) - return z_mean + z_log_sigma * epsilon - def vae_loss(self, x, x_decoded_mean): """ Calculate the VAE loss. @@ -122,11 +133,11 @@ def vae_loss(self, x, x_decoded_mean): """ mse = losses.MeanSquaredError() xent_loss = mse(x, x_decoded_mean) - kl_loss = - 0.5 * K.mean(1 + self.z_log_sigma - K.square(self.z_mean) - K.exp(self.z_log_sigma)) + kl_loss = KLDivergenceLayer()([self.z_mean, self.z_log_sigma]) loss = xent_loss + kl_loss return loss - - def fit(self, data, epochs=20, validation_split=0.1, BATCH_SIZE = 1, early_stopping = True): + + def fit(self, X): """ Train the LSTM variational autoencoder model on the provided data. @@ -144,32 +155,33 @@ def fit(self, data, epochs=20, validation_split=0.1, BATCH_SIZE = 1, early_stopp Whether to use early stopping during training (default is True). """ - self.shape = data.shape - self.input_dim = self.shape[-1] - self.timesteps = self.shape[1] - self.batch_size = BATCH_SIZE + self.shape = X.shape + self.input_dim = self.shape[-1] + self.timesteps = self.shape[1] self.latent_dim = 100 - self.epsilon_std = 1. + self.epsilon_std = 1.0 self.intermediate_dim = 32 - - self.model, self.enc, self.gen = self._build_model(self.input_dim, - timesteps=self.timesteps, - intermediate_dim=self.intermediate_dim, - latent_dim=self.latent_dim) - - callbacks = [] - if early_stopping: - callbacks.append(EarlyStopping(monitor="val_loss", patience=5, mode="min", verbose=0)) - + + self.model = self._build_model( + self.input_dim, + timesteps=self.timesteps, + intermediate_dim=self.intermediate_dim, + latent_dim=self.latent_dim, + ) + + early_stopping = EarlyStopping(patience=5, verbose=0) + self.model.fit( - data, - data, - epochs=epochs, - batch_size=self.batch_size, - validation_split=validation_split, + X, + X, + validation_split=self.params[2], + epochs=self.params[0], + batch_size=self.params[1], verbose=0, - callbacks=callbacks) - + shuffle=False, + callbacks=[early_stopping], + ) + def predict(self, data): """ Generate predictions using the trained LSTM variational autoencoder model. @@ -184,7 +196,5 @@ def predict(self, data): predictions : numpy.ndarray The reconstructed output predictions. """ - - return self.model.predict(data) - \ No newline at end of file + return self.model.predict(data) diff --git a/core/MSCRED.py b/core/MSCRED.py new file mode 100644 index 0000000..1c9f5bc --- /dev/null +++ b/core/MSCRED.py @@ -0,0 +1,356 @@ +import math + +import tensorflow as tf +from tensorflow.keras import Model +from tensorflow.keras.callbacks import ReduceLROnPlateau +from tensorflow.keras.layers import ( + Conv2D, + Conv2DTranspose, + ConvLSTM2D, + Input, + Layer, + TimeDistributed, +) +from tensorflow.keras.optimizers import Adam + + +class MSCRED: + """ + MSCRED - Multi-Scale Convolutional Recurrent Encoder-Decoder first constructs multi-scale (resolution) signature matrices to characterize multiple levels of the system statuses across different time steps. In particular, different levels of the system statuses are used to indicate the severity of different abnormal incidents. Subsequently, given the signature matrices, a convolutional encoder is employed to encode the inter-sensor (time series) correlations patterns and an attention based Convolutional Long-Short Term Memory (ConvLSTM) network is developed to capture the temporal patterns. Finally, with the feature maps which encode the inter-sensor correlations and temporal information, a convolutional decoder is used to reconstruct the signature matrices and the residual signature matrices are further utilized to detect and diagnose anomalies. The intuition is that MSCRED may not reconstruct the signature matrices well if it never observes similar system statuses before. + + Parameters + ---------- + params : list + A list containing configuration parameters for the MSCRED model. + + Attributes + ---------- + model : Model + The trained MSCRED model. + + Examples + -------- + >>> from MSCRED import MSCRED + >>> PARAMS = [sensor_n, scale_n, step_max] + >>> model = MSCRED(PARAMS) + >>> model.fit(X_train, Y_train, X_test, Y_test) + >>> prediction = model.predict(test_data) + """ + + def __init__(self, params): + self.params = params + + def _build_model(self): + self._Random(0) + + class MyPadLayer(Layer): + def __init__(self, paddings, **kwargs): + super().__init__(**kwargs) + self.paddings = paddings + + def call(self, inputs): + return tf.pad(inputs, self.paddings) + + class MyAttentionLayer(Layer): + def __init__(self, attention_fun, **kwargs): + super().__init__(**kwargs) + self.attention = attention_fun + + def call(self, inputs, **kwargs): + # Your attention mechanism implementation here + return self.attention(inputs, **kwargs) + + class MyConcatLayer(Layer): + def __init__(self, axis, **kwargs): + super().__init__(**kwargs) + self.axis = axis + + def call(self, inputs): + return tf.concat(inputs, axis=self.axis) + + input_size = ( + self.params[2], + self.params[0], + self.params[0], + self.params[1], + ) + inputs = Input(input_size) + + if self.params[0] % 8 != 0: + self.sensor_n_pad = (self.params[0] // 8) * 8 + 8 + else: + self.sensor_n_pad = self.params[0] + + paddings = tf.constant( + [ + [0, 0], + [0, 0], + [0, self.sensor_n_pad - self.params[0]], + [0, self.sensor_n_pad - self.params[0]], + [0, 0], + ] + ) + + inputs_pad = MyPadLayer(paddings)(inputs) + + conv1 = TimeDistributed( + Conv2D( + filters=32, + kernel_size=3, + strides=1, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="conv1", + ) + )(inputs_pad) + + conv2 = TimeDistributed( + Conv2D( + filters=64, + kernel_size=3, + strides=2, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="conv2", + ) + )(conv1) + + conv3 = TimeDistributed( + Conv2D( + filters=128, + kernel_size=2, + strides=2, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="conv3", + ) + )(conv2) + + conv4 = TimeDistributed( + Conv2D( + filters=256, + kernel_size=2, + strides=2, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="conv4", + ) + )(conv3) + + convLSTM1 = ConvLSTM2D( + filters=32, + kernel_size=2, + padding="same", + return_sequences=True, + name="convLSTM1", + )(conv1) + convLSTM1_out = MyAttentionLayer(self.attention)( + convLSTM1, **{"koef": 1} + ) + + convLSTM2 = ConvLSTM2D( + filters=64, + kernel_size=2, + padding="same", + return_sequences=True, + name="convLSTM2", + )(conv2) + convLSTM2_out = MyAttentionLayer(self.attention)( + convLSTM2, **{"koef": 2} + ) + + convLSTM3 = ConvLSTM2D( + filters=128, + kernel_size=2, + padding="same", + return_sequences=True, + name="convLSTM3", + )(conv3) + convLSTM3_out = MyAttentionLayer(self.attention)( + convLSTM3, **{"koef": 4} + ) + + convLSTM4 = ConvLSTM2D( + filters=256, + kernel_size=2, + padding="same", + return_sequences=True, + name="convLSTM4", + )(conv4) + convLSTM4_out = MyAttentionLayer(self.attention)( + convLSTM4, **{"koef": 8} + ) + + deconv4 = Conv2DTranspose( + filters=128, + kernel_size=2, + strides=2, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="deconv4", + )(convLSTM4_out) + deconv4_out = MyConcatLayer(axis=3)([deconv4, convLSTM3_out]) + + deconv3 = Conv2DTranspose( + filters=64, + kernel_size=2, + strides=2, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="deconv3", + )(deconv4_out) + deconv3_out = MyConcatLayer(axis=3)([deconv3, convLSTM2_out]) + + deconv2 = Conv2DTranspose( + filters=32, + kernel_size=3, + strides=2, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="deconv2", + )(deconv3_out) + deconv2_out = MyConcatLayer(axis=3)([deconv2, convLSTM1_out]) + + deconv1 = Conv2DTranspose( + filters=self.params[1], + kernel_size=3, + strides=1, + kernel_initializer="glorot_uniform", + padding="same", + activation="selu", + name="deconv1", + )(deconv2_out) + + model = Model( + inputs=inputs, + outputs=deconv1[:, : self.params[0], : self.params[0], :], + ) + + return model + + def attention(self, outputs, koef): + """ + Attention mechanism to weigh the importance of each step in the sequence. + + Parameters + ---------- + outputs : tf.Tensor + The output tensor from ConvLSTM layers. + koef : int + A coefficient to scale the attention mechanism. + + Returns + ------- + tf.Tensor + Weighted output tensor. + """ + + attention_w = [] + for k in range(self.params[2]): + attention_w.append( + tf.reduce_sum( + tf.multiply(outputs[:, k], outputs[:, -1]), axis=(1, 2, 3) + ) + / self.params[2] + ) + attention_w = tf.reshape( + tf.nn.softmax(tf.stack(attention_w, axis=1)), + [-1, 1, self.params[2]], + ) + outputs = tf.reshape( + outputs, + [-1, self.params[2], tf.reduce_prod(outputs.shape.as_list()[2:])], + ) + outputs = tf.matmul(attention_w, outputs) + outputs = tf.reshape( + outputs, + [ + -1, + math.ceil(self.sensor_n_pad / koef), + math.ceil(self.sensor_n_pad / koef), + 32 * koef, + ], + ) + return outputs + + def _Random(self, seed_value): + import os + + os.environ["PYTHONHASHSEED"] = str(seed_value) + + import random + + random.seed(seed_value) + + import numpy as np + + np.random.seed(seed_value) + + import tensorflow as tf + + tf.random.set_seed(seed_value) + + def _loss_fn(self, y_true, y_pred): + return tf.reduce_mean(tf.square(y_true - y_pred)) + + def fit(self, X_train, Y_train, batch_size=200, epochs=25): + """ + Train the MSCRED model on the provided data. + + Parameters + ---------- + X_train : numpy.ndarray + The training input data. + Y_train : numpy.ndarray + The training target data. + X_test : numpy.ndarray + The testing input data. + Y_test : numpy.ndarray + The testing target data. + batch_size : int, optional + The batch size for training, by default 200. + epochs : int, optional + The number of training epochs, by default 25. + """ + + self.model = self._build_model() + + self.model.compile( + optimizer=Adam(learning_rate=1e-3), + loss=self._loss_fn, + ) + reduce_lr = ReduceLROnPlateau( + monitor="loss", factor=0.8, patience=6, min_lr=0.000001, verbose=1 + ) + self.model.fit( + X_train, + Y_train, + batch_size=batch_size, + epochs=epochs, + # validation_data=(X_test, Y_test), + callbacks=reduce_lr, + ) + + def predict(self, data): + """ + Generate predictions using the trained MSCRED model. + + Parameters + ---------- + data : numpy.ndarray + Input data for generating predictions. + + Returns + ------- + numpy.ndarray + Predicted output data. + """ + + return self.model.predict(data) diff --git a/algorithms/MSET.py b/core/MSET.py similarity index 73% rename from algorithms/MSET.py rename to core/MSET.py index eb05bac..aba34ca 100644 --- a/algorithms/MSET.py +++ b/core/MSET.py @@ -1,10 +1,10 @@ -from sklearn.preprocessing import StandardScaler import numpy as np import pandas as pd -import tensorflow as tf from scipy import linalg as spla +from sklearn.preprocessing import StandardScaler + -class MSET: +class MSET: """ MSET - multivariate state estimation technique is a non-parametric and statistical modeling method, which calculates the estimated values based on the weighted average of historical data. In terms of procedure, MSET is similar to some nonparametric regression methods, such as, auto-associative kernel regression. @@ -23,27 +23,30 @@ class MSET: >>> model.fit(data) >>> prediction = model.predict(test_data) """ - + def __init__(self): self._Random(0) - + def _build_model(self): self.SS = StandardScaler() - - def _Random(self, seed_value): + def _Random(self, seed_value): import os - os.environ['PYTHONHASHSEED'] = str(seed_value) + + os.environ["PYTHONHASHSEED"] = str(seed_value) import random + random.seed(seed_value) import numpy as np + np.random.seed(seed_value) import tensorflow as tf + tf.random.set_seed(seed_value) - + def calc_W(self, X_obs): """ Calculate the weight matrix W. @@ -58,15 +61,15 @@ def calc_W(self, X_obs): numpy.ndarray Weight matrix W. """ - + DxX_obs = self.otimes(self.D, X_obs) - try: - W = spla.lu_solve(self.LU_factors, DxX_obs) - except: - W = np.linalg.solve(self.DxD, DxX_obs) - + # try: + W = spla.lu_solve(self.LU_factors, DxX_obs) + # except: + # W = np.linalg.solve(self.DxD, DxX_obs) + return W - + def otimes(self, X, Y): """ Compute the outer product of two matrices X and Y. @@ -84,26 +87,26 @@ def otimes(self, X, Y): Outer product of X and Y. """ - m1,n = np.shape(X) - m2,p = np.shape(Y) + m1, n = np.shape(X) + m2, p = np.shape(Y) - if m1!=m2: - raise Exception('dimensionality mismatch between X and Y.') + if m1 != m2: + raise Exception("dimensionality mismatch between X and Y.") - Z = np.zeros( (n,p) ) + Z = np.zeros((n, p)) if n != p: for i in range(n): for j in range(p): - Z[i,j] = self.kernel(X[:,i], Y[:,j]) + Z[i, j] = self.kernel(X[:, i], Y[:, j]) else: - for i in range(n): + for i in range(n): for j in range(i, p): - Z[i,j] = self.kernel(X[:,i], Y[:,j]) - Z[j,i] = Z[i,j] + Z[i, j] = self.kernel(X[:, i], Y[:, j]) + Z[j, i] = Z[i, j] return Z - + def kernel(self, x, y): """ Compute the kernel function value. @@ -121,12 +124,14 @@ def kernel(self, x, y): Kernel function s(x,y) = 1 - ||x-y||/(||x|| + ||y||) value. """ - if all(x==y): - return 1. + if all(x == y): + return 1.0 else: - return 1. - np.linalg.norm(x-y)/(np.linalg.norm(x) + np.linalg.norm(y)) - - def fit(self, df, train_start = None, train_stop = None): + return 1.0 - np.linalg.norm(x - y) / ( + np.linalg.norm(x) + np.linalg.norm(y) + ) + + def fit(self, df, train_start=None, train_stop=None): """ Train the MSET model on the provided data. @@ -145,10 +150,10 @@ def fit(self, df, train_start = None, train_stop = None): """ self.model = self._build_model() - - self.D = df[train_start:train_stop].values.T.copy() + + self.D = df[train_start:train_stop].values.T.copy() self.D = self.SS.fit_transform(self.D.T).T - + self.DxD = self.otimes(self.D, self.D) self.LU_factors = spla.lu_factor(self.DxD) @@ -166,13 +171,19 @@ def predict(self, data): pandas.DataFrame Predicted output data. """ - - X_obs = data.values.T.copy() + + X_obs = data.values.T.copy() X_obs = self.SS.transform(X_obs.T).T pred = np.zeros(X_obs.T.shape) - + for i in range(X_obs.shape[1]): - pred[[i],:] = (self.D @ self.calc_W(X_obs[:,i].reshape([-1,1]))).T - - return pd.DataFrame(self.SS.inverse_transform(pred), index=data.index, columns=data.columns) \ No newline at end of file + pred[[i], :] = ( + self.D @ self.calc_W(X_obs[:, i].reshape([-1, 1])) + ).T + + return pd.DataFrame( + self.SS.inverse_transform(pred), + index=data.index, + columns=data.columns, + ) diff --git a/algorithms/Vanilla_AE.py b/core/Vanilla_AE.py similarity index 75% rename from algorithms/Vanilla_AE.py rename to core/Vanilla_AE.py index 0c99b19..8b1afc1 100644 --- a/algorithms/Vanilla_AE.py +++ b/core/Vanilla_AE.py @@ -1,8 +1,13 @@ -from tensorflow.keras.layers import Input, Dense, BatchNormalization, Activation +from tensorflow.keras.callbacks import EarlyStopping +from tensorflow.keras.layers import ( + Activation, + BatchNormalization, + Dense, + Input, +) from tensorflow.keras.models import Model from tensorflow.keras.optimizers import Adam -from tensorflow.keras.callbacks import EarlyStopping -import tensorflow as tf + class Vanilla_AE: """ @@ -17,12 +22,12 @@ class Vanilla_AE: - Number of neurons in the first decoder layer - Learning rate for the optimizer - Batch size for training - + Attributes ---------- model : tensorflow.keras.models.Model The autoencoder model. - + Examples ------- >>> from Vanilla_AE import AutoEncoder @@ -30,56 +35,68 @@ class Vanilla_AE: >>> autoencoder.fit(train_data) >>> predictions = autoencoder.predict(test_data) """ - + def __init__(self, params): self.param = params - def _build_model(self): self._Random(0) input_dots = Input(shape=(self.shape,)) x = Dense(self.param[0])(input_dots) x = BatchNormalization()(x) - x = Activation('relu')(x) + x = Activation("relu")(x) x = Dense(self.param[1])(x) x = BatchNormalization()(x) - x = Activation('relu')(x) + x = Activation("relu")(x) - bottleneck = Dense(self.param[2], activation='linear')(x) + bottleneck = Dense(self.param[2], activation="linear")(x) x = Dense(self.param[1])(bottleneck) x = BatchNormalization()(x) - x = Activation('relu')(x) + x = Activation("relu")(x) x = Dense(self.param[0])(x) x = BatchNormalization()(x) - x = Activation('relu')(x) + x = Activation("relu")(x) - out = Dense(self.shape, activation='linear')(x) + out = Dense(self.shape, activation="linear")(x) model = Model(input_dots, out) - model.compile(optimizer=Adam(self.param[3]), loss='mae', metrics=["mse"]) + model.compile( + optimizer=Adam(self.param[3]), loss="mae", metrics=["mse"] + ) self.model = model - + return model - - def _Random(self, seed_value): + def _Random(self, seed_value): import os - os.environ['PYTHONHASHSEED'] = str(seed_value) + + os.environ["PYTHONHASHSEED"] = str(seed_value) import random + random.seed(seed_value) import numpy as np + np.random.seed(seed_value) import tensorflow as tf + tf.random.set_seed(seed_value) - - def fit(self, data, early_stopping=True, validation_split=0.2, epochs=40, verbose=0, shuffle=True): + + def fit( + self, + data, + early_stopping=True, + validation_split=0.2, + epochs=40, + verbose=0, + shuffle=True, + ): """ Train the autoencoder model on the provided data. @@ -104,15 +121,17 @@ def fit(self, data, early_stopping=True, validation_split=0.2, epochs=40, verbos callbacks = [] if early_stopping: callbacks.append(EarlyStopping(patience=3, verbose=0)) - self.model.fit(data, data, - validation_split=validation_split, - epochs=epochs, - batch_size=self.param[4], - verbose=verbose, - shuffle=shuffle, - callbacks=callbacks - ) - + self.model.fit( + data, + data, + validation_split=validation_split, + epochs=epochs, + batch_size=self.param[4], + verbose=verbose, + shuffle=shuffle, + callbacks=callbacks, + ) + def predict(self, data): """ Generate predictions using the trained autoencoder model. @@ -126,8 +145,6 @@ def predict(self, data): ------- numpy.ndarray The reconstructed output predictions. - """ - - return self.model.predict(data) + """ - \ No newline at end of file + return self.model.predict(data) diff --git a/algorithms/Vanilla_LSTM.py b/core/Vanilla_LSTM.py similarity index 63% rename from algorithms/Vanilla_LSTM.py rename to core/Vanilla_LSTM.py index 53a6c80..8cd9aeb 100644 --- a/algorithms/Vanilla_LSTM.py +++ b/core/Vanilla_LSTM.py @@ -1,7 +1,7 @@ +from tensorflow.keras.callbacks import EarlyStopping, ReduceLROnPlateau from tensorflow.keras.layers import LSTM, Dense from tensorflow.keras.models import Sequential -from tensorflow.keras.callbacks import EarlyStopping, ReduceLROnPlateau -import tensorflow as tf + class Vanilla_LSTM: """ @@ -25,40 +25,44 @@ class Vanilla_LSTM: >>> lstm_model.fit(train_data, train_labels) >>> predictions = lstm_model.predict(test_data) """ - + def __init__(self, params): self.params = params - - def _Random(self, seed_value): + def _Random(self, seed_value): import os - os.environ['PYTHONHASHSEED'] = str(seed_value) + + os.environ["PYTHONHASHSEED"] = str(seed_value) import random + random.seed(seed_value) import numpy as np + np.random.seed(seed_value) import tensorflow as tf + tf.random.set_seed(seed_value) - + def _build_model(self): self._Random(0) - + model = Sequential() - model.add(LSTM(100, - activation='relu', - return_sequences=True, - input_shape=(self.params[0], self.n_features))) - model.add(LSTM(100, - activation='relu')) + model.add( + LSTM( + 100, + activation="relu", + return_sequences=True, + input_shape=(self.params[0], self.n_features), + ) + ) + model.add(LSTM(100, activation="relu")) model.add(Dense(self.n_features)) - model.compile(optimizer='adam', - loss='mae', - metrics=["mse"]) + model.compile(optimizer="adam", loss="mae", metrics=["mse"]) return model - + def fit(self, X, y): """ Train the LSTM model on the provided data. @@ -73,23 +77,23 @@ def fit(self, X, y): self.n_features = X.shape[2] self.model = self._build_model() - early_stopping = EarlyStopping(patience=10, - verbose=0) - - reduce_lr = ReduceLROnPlateau(factor=0.1, - patience=5, - min_lr=0.0001, - verbose=0) - - self.model.fit(X, y, - validation_split=self.params[3], - epochs=self.params[1], - batch_size=self.params[2], - verbose=0, - shuffle=False, - callbacks=[early_stopping, reduce_lr] - ) - + early_stopping = EarlyStopping(patience=10, verbose=0) + + reduce_lr = ReduceLROnPlateau( + factor=0.1, patience=5, min_lr=0.0001, verbose=0 + ) + + self.model.fit( + X, + y, + validation_split=self.params[3], + epochs=self.params[1], + batch_size=self.params[2], + verbose=0, + shuffle=False, + callbacks=[early_stopping, reduce_lr], + ) + def predict(self, data): """ Generate predictions using the trained LSTM model. @@ -104,5 +108,5 @@ def predict(self, data): numpy.ndarray Predicted output data. """ - + return self.model.predict(data) diff --git a/core/__init.py__ b/core/__init.py__ new file mode 100644 index 0000000..e69de29 diff --git a/core/metrics.py b/core/metrics.py new file mode 100644 index 0000000..a279b9b --- /dev/null +++ b/core/metrics.py @@ -0,0 +1,833 @@ +""" +This module is part of library (tsad)[https://github.com/waico/tsad] +""" + +import matplotlib.gridspec as gridspec +import matplotlib.pyplot as plt +import numpy as np +import pandas as pd + + +def filter_detecting_boundaries(detecting_boundaries): + """ + [[t1,t2],[],[t1,t2]] -> [[t1,t2],[t1,t2]] + [[],[]] -> [] + """ + _detecting_boundaries = [] + for couple in detecting_boundaries.copy(): + if len(couple) != 0: + _detecting_boundaries.append(couple) + detecting_boundaries = _detecting_boundaries + return detecting_boundaries + + +def single_detecting_boundaries( + true_series, + true_list_ts, + prediction, + portion, + window_width, + anomaly_window_destination, + intersection_mode, +): + """ + Extract detecting_boundaries from series or list of timestamps + """ + + if (true_series is not None) and (true_list_ts is not None): + raise Exception("Choose the ONE type") + elif true_series is not None: + true_timestamps = true_series[true_series == 1].index + elif true_list_ts is not None: + if len(true_list_ts) == 0: + return [[]] + else: + true_timestamps = true_list_ts + else: + raise Exception("Choose the type") + # + detecting_boundaries = [] + td = ( + pd.Timedelta(window_width) + if window_width is not None + else pd.Timedelta( + (prediction.index[-1] - prediction.index[0]) + / (len(true_timestamps) + 1) + * portion + ) + ) + for val in true_timestamps: + if anomaly_window_destination == "lefter": + detecting_boundaries.append([val - td, val]) + elif anomaly_window_destination == "righter": + detecting_boundaries.append([val, val + td]) + elif anomaly_window_destination == "center": + detecting_boundaries.append([val - td / 2, val + td / 2]) + else: + raise RuntimeError("choose anomaly_window_destination") + + # block for resolving intersection problem: + # important to watch right boundary to be never included to avoid windows intersection + if len(detecting_boundaries) == 0: + return detecting_boundaries + + new_detecting_boundaries = detecting_boundaries.copy() + intersection_count = 0 + for i in range(len(new_detecting_boundaries) - 1): + if ( + new_detecting_boundaries[i][1] + >= new_detecting_boundaries[i + 1][0] + ): + # transform print to list of intersections + # print(f'Intersection of scoring windows {new_detecting_boundaries[i][1], new_detecting_boundaries[i+1][0]}') + intersection_count += 1 + if intersection_mode == "cut left window": + new_detecting_boundaries[i][1] = new_detecting_boundaries[ + i + 1 + ][0] + elif intersection_mode == "cut right window": + new_detecting_boundaries[i + 1][0] = new_detecting_boundaries[ + i + ][1] + elif intersection_mode == "cut both": + _a = new_detecting_boundaries[i][1] + new_detecting_boundaries[i][1] = new_detecting_boundaries[ + i + 1 + ][0] + new_detecting_boundaries[i + 1][0] = _a + else: + raise Exception("choose the intersection_mode") + # print(f'There are {intersection_count} intersections of scoring windows') + detecting_boundaries = new_detecting_boundaries.copy() + return detecting_boundaries + + +def check_errors(my_list): + """ + Check format of input true data + + Parameters + ---------- + my_list - uniform format of true (See evaluate.evaluate) + + Returns + ---------- + mx : depth of list, or variant of processing + """ + assert isinstance(my_list, list) + mx = 1 + # ravel = [] + level_list = {} + + def check_error(my_list): + return not ( + (all(isinstance(my_el, list) for my_el in my_list)) + or (all(isinstance(my_el, pd.Series) for my_el in my_list)) + or (all(isinstance(my_el, pd.Timestamp) for my_el in my_list)) + ) + + def recurse(my_list, level=1): + nonlocal mx + nonlocal level_list + + if check_error(my_list): + raise Exception( + f"Non uniform data format in level {level}: {my_list}" + ) + + if level not in level_list.keys(): + level_list[level] = [] # for checking format + + for my_el in my_list: + level_list[level].append(my_el) + if isinstance(my_el, list): + mx = max([mx, level + 1]) + recurse(my_el, level + 1) + + recurse(my_list) + for level in level_list: + if check_error(level_list[level]): + raise Exception( + f"Non uniform data format in level {level}: {my_list}" + ) + + if 3 in level_list: + for el in level_list[2]: + if not ((len(el) == 2) or (len(el) == 0)): + raise Exception( + f"Non uniform data format in level {2}: {my_list}" + ) + return mx + + +def extract_cp_confusion_matrix( + detecting_boundaries, prediction, point=0, binary=False +): + """ + prediction: pd.Series + + point=None for binary case + Returns + ---------- + dict: TPs: dict of numer window of [t1,t_cp,t2] + FPs: list of timestamps + FNs: list of numer window + """ + _detecting_boundaries = [] + for couple in detecting_boundaries.copy(): + if len(couple) != 0: + _detecting_boundaries.append(couple) + detecting_boundaries = _detecting_boundaries + + times_pred = prediction[prediction.dropna() == 1].sort_index().index + + my_dict = {} + my_dict["TPs"] = {} + my_dict["FPs"] = [] + my_dict["FNs"] = [] + + if len(detecting_boundaries) != 0: + my_dict["FPs"].append( + times_pred[times_pred < detecting_boundaries[0][0]] + ) # left + for i in range(len(detecting_boundaries)): + times_pred_window = times_pred[ + (times_pred >= detecting_boundaries[i][0]) + & (times_pred <= detecting_boundaries[i][1]) + ] + times_prediction_in_window = prediction[ + detecting_boundaries[i][0] : detecting_boundaries[i][1] + ].index + if len(times_pred_window) == 0: + if not binary: + my_dict["FNs"].append(i) + else: + my_dict["FNs"].append(times_prediction_in_window) + else: + my_dict["TPs"][i] = [ + detecting_boundaries[i][0], + times_pred_window[point] + if not binary + else times_pred_window, # attention + detecting_boundaries[i][1], + ] + if binary: + my_dict["FNs"].append( + times_prediction_in_window[ + ~times_prediction_in_window.isin(times_pred_window) + ] + ) + if len(detecting_boundaries) > i + 1: + my_dict["FPs"].append( + times_pred[ + (times_pred > detecting_boundaries[i][1]) + & (times_pred < detecting_boundaries[i + 1][0]) + ] + ) + + my_dict["FPs"].append( + times_pred[times_pred > detecting_boundaries[i][1]] + ) # right + else: + my_dict["FPs"].append(times_pred) + + if len(my_dict["FPs"]) > 1: + my_dict["FPs"] = np.concatenate(my_dict["FPs"]) + elif len(my_dict["FPs"]) == 1: + my_dict["FPs"] = my_dict["FPs"][0] + if len(my_dict["FPs"]) == 0: # not elif on purpose + my_dict["FPs"] = [] + + if binary: + if len(my_dict["FNs"]) > 1: + my_dict["FNs"] = np.concatenate(my_dict["FNs"]) + elif len(my_dict["FNs"]) == 1: + my_dict["FNs"] = my_dict["FNs"][0] + if len(my_dict["FNs"]) == 0: # not elif on purpose + my_dict["FNs"] = [] + return my_dict + + +def confusion_matrix(true, prediction): + true_ = true == 1 + prediction_ = prediction == 1 + TP = (true_ & prediction_).sum() + TN = (~true_ & ~prediction_).sum() + FP = (~true_ & prediction_).sum() + FN = (true_ & ~prediction_).sum() + return TP, TN, FP, FN + + +def single_average_delay( + detecting_boundaries, + prediction, + anomaly_window_destination, + clear_anomalies_mode, +): + """ + anomaly_window_destination: 'lefter', 'righter', 'center'. Default='right' + """ + detecting_boundaries = filter_detecting_boundaries(detecting_boundaries) + point = 0 if clear_anomalies_mode else -1 + dict_cp_confusion = extract_cp_confusion_matrix( + detecting_boundaries, prediction, point=point + ) + + missing = 0 + detectHistory = [] + all_true_anom = 0 + FP = 0 + + FP += len(dict_cp_confusion["FPs"]) + missing += len(dict_cp_confusion["FNs"]) + all_true_anom += len(dict_cp_confusion["TPs"]) + len( + dict_cp_confusion["FNs"] + ) + + if anomaly_window_destination == "lefter": + + def average_time(output_cp_cm_tp): + return output_cp_cm_tp[2] - output_cp_cm_tp[1] + elif anomaly_window_destination == "righter": + + def average_time(output_cp_cm_tp): + return output_cp_cm_tp[1] - output_cp_cm_tp[0] + elif anomaly_window_destination == "center": + + def average_time(output_cp_cm_tp): + return output_cp_cm_tp[1] - ( + output_cp_cm_tp[0] + + (output_cp_cm_tp[2] - output_cp_cm_tp[0]) / 2 + ) + else: + raise Exception("Choose anomaly_window_destination") + + for fp_case_window in dict_cp_confusion["TPs"]: + detectHistory.append( + average_time(dict_cp_confusion["TPs"][fp_case_window]) + ) + return missing, detectHistory, FP, all_true_anom + + +def my_scale( + fp_case_window=None, + A_tp=1, + A_fp=0, + koef=1, + detalization=1000, + clear_anomalies_mode=True, + plot_figure=False, +): + """ + ts - segment on which the window is applied + """ + x = np.linspace(-np.pi / 2, np.pi / 2, detalization) + x = x if clear_anomalies_mode else x[::-1] + y = ( + (A_tp - A_fp) + / 2 + * -1 + * np.tanh(koef * x) + / (np.tanh(np.pi * koef / 2)) + + (A_tp - A_fp) / 2 + + A_fp + ) + if not plot_figure and fp_case_window is not None: + event = int( + (fp_case_window[1] - fp_case_window[0]) + / (fp_case_window[-1] - fp_case_window[0]) + * detalization + ) + if event >= len(x): + event = len(x) - 1 + score = y[event] + return score + else: + return y + + +def single_evaluate_nab( + detecting_boundaries, + prediction, + table_of_coef=None, + clear_anomalies_mode=True, + scale_func="improved", + scale_koef=1, +): + """ + + detecting_boundaries: list of list of two float values + The list of lists of left and right boundary indices + for scoring results of labeling if empty. Can be [[]], or [[],[t1,t2],[]] + table_of_coef: pandas array (3x4) of float values + Table of coefficients for NAB score function + indices: 'Standard','LowFP','LowFN' + columns:'A_tp','A_fp','A_tn','A_fn' + + scale_func {default}, improved + недостатки scale_func default - + 1 - зависит от относительного шага, а это значит, что если + слишком много точек в scoring window то перепад будет слишком + жестким в середение. + 2- то самая левая точка не равно Atp, а права не равна Afp + (особенно если пррименять расплывающую множитель) + + clear_anomalies_mode тогда слева от границы Atp срправа Afp, + иначе fault mode, когда слева от границы Afp срправа Atp + """ + if scale_func == "improved": + scale_func = my_scale + else: + raise Exception("choose the scale_func") + + # filter + detecting_boundaries = filter_detecting_boundaries(detecting_boundaries) + + if table_of_coef is None: + table_of_coef = pd.DataFrame( + [ + [1.0, -0.11, 1.0, -1.0], + [1.0, -0.22, 1.0, -1.0], + [1.0, -0.11, 1.0, -2.0], + ] + ) + table_of_coef.index = pd.Index(["Standard", "LowFP", "LowFN"]) + table_of_coef.index.name = "Metric" + table_of_coef.columns = ["A_tp", "A_fp", "A_tn", "A_fn"] + + # GO + point = 0 if clear_anomalies_mode else -1 + dict_cp_confusion = extract_cp_confusion_matrix( + detecting_boundaries, prediction, point=point + ) + + Scores, Scores_perfect, Scores_null = [], [], [] + for profile in ["Standard", "LowFP", "LowFN"]: + A_tp = table_of_coef["A_tp"][profile] + A_fp = table_of_coef["A_fp"][profile] + A_fn = table_of_coef["A_fn"][profile] + + score = 0 + score += A_fp * len(dict_cp_confusion["FPs"]) + score += A_fn * len(dict_cp_confusion["FNs"]) + for fp_case_window in dict_cp_confusion["TPs"]: + set_times = dict_cp_confusion["TPs"][fp_case_window] + score += scale_func(set_times, A_tp, A_fp, koef=scale_koef) + + Scores.append(score) + Scores_perfect.append(len(detecting_boundaries) * A_tp) + Scores_null.append(len(detecting_boundaries) * A_fn) + + return np.array( + [np.array(Scores), np.array(Scores_null), np.array(Scores_perfect)] + ) + + +def chp_score( + true, + prediction, + metric="nab", + window_width=None, + portion=0.1, + anomaly_window_destination="lefter", + clear_anomalies_mode=True, + intersection_mode="cut right window", + table_of_coef=None, + scale_func="improved", + scale_koef=1, + plot_figure=False, + verbose=True, +): + """ + Parameters + ---------- + true: variants: + or: if one dataset : pd.Series with binary int labels (1 is + anomaly, 0 is not anomaly); + + or: if one dataset : list of pd.Timestamp of true labels, or [] + if haven't labels ; + + or: if one dataset : list of list of t1,t2: left and right + detection, boundaries of pd.Timestamp or [[]] if haven't labels + + or: if many datasets: list (len of number of datasets) of pd.Series + with binary int labels; + + or: if many datasets: list of list of pd.Timestamp of true labels, or + true = [ts,[]] if haven't labels for specific dataset; + + or: if many datasets: list of list of list of t1,t2: left and right + detection boundaries of pd.Timestamp; + If we haven't true labels for specific dataset then we must insert + empty list of labels: true = [[[]],[[t1,t2],[t1,t2]]]. + + __True labels of anomalies or changepoints. + It is important to have appropriate labels (CP or + anomaly) for corresponding metric (See later "metric") + + prediction: variants: + or: if one dataset : pd.Series with binary int labels + (1 is anomaly, 0 is not anomaly); + + or: if many datasets: list (len of number of datasets) + of pd.Series with binary int labels. + + __Predicted labels of anomalies or changepoints. + It is important to have appropriate labels (CP or + anomaly) for corresponding metric (See later "metric") + + metric: {'nab', 'binary', 'average_time', 'confusion_matrix'}. + Default='nab' + Affects to output (see later: Returns) + Changepoint problem: {'nab', 'average_time'}. + Standard AD problem: {'binary', 'confusion_matrix'}. + 'nab' is Numenta Anomaly Benchmark metric + + 'average_time' is both average delay or time to failure + depend on situation. + + 'binary': FAR, MAR, F1. + + 'confusion_matrix' standard confusion_matrix for any point. + + window_width: 'str' for pd.Timedelta + Width of detection window. Default=None. + + portion : float, default=0.1 + The portion is needed if window_width = None. + The width of the detection window in this case is equal + to a portion of the width of the length of prediction divided + by the number of real CPs in this dataset. Default=0.1. + + anomaly_window_destination: {'lefter', 'righter', 'center'}. Default='right' + The parameter of the location of the detection window relative to the anomaly. + 'lefter' : the detection window will be on the left side of the anomaly + 'righter' : the detection window will be on the right side of the anomaly + 'center' : the scoring window will be positioned relative to the center of anom. + + clear_anomalies_mode : boolean, default=True. + True : then the `left value of a Scoring function is Atp and the + `right is Afp. Only the `first value inside the detection window is taken. + False: then the `right value of a Scoring function is Atp and the + `left is Afp. Only the `last value inside the detection window is taken. + + intersection_mode: {'cut left window', 'cut right window', 'both'}. + Default='cut right window' + The parameter will be used if the detection windows overlap for + true changepoints, which is generally undesirable and requires a + different approach than simply cropping the scoring window using + this parameter. + 'cut left window' : will cut the overlapping part of the left window + 'cut right window': will cut the intersecting part of the right window + 'both' : will crop the intersecting portion of both the left + and right windows + + verbose: boolean, default=True. + If True, then output useful information + + plot_figure : boolean, default=False. + If True, then drawing the score fuctions, detection windows and predictions + It is used for example, for calibration the scale_koef. + + table_of_coef (metric='nab'): pd.DataFrame of specific form. See bellow. + Application profiles of NAB metric.If Default is None: + table_of_coef = pd.DataFrame([[1.0,-0.11,1.0,-1.0], + [1.0,-0.22,1.0,-1.0], + [1.0,-0.11,1.0,-2.0]]) + table_of_coef.index = ['Standard','LowFP','LowFN'] + table_of_coef.index.name = "Metric" + table_of_coef.columns = ['A_tp','A_fp','A_tn','A_fn'] + + scale_func (metric='nab'): "default" of "improved". Default="improved". + Scoring function in NAB metric. + 'default' : standard NAB scoring function + 'improved' : Our function for resolving disadvantages + of standard NAB scoring function + + scale_koef : float > 0. Default=1.0. + Smoothing factor. The smaller it is, + the smoother the scoring function is. + + Returns + ---------- + metrics : value of metrics, depend on metric + 'nab': tuple + - Standard profile, float + - Low FP profile, float + - Low FN profile + 'average_time': tuple + - Average time (average delay, or time to failure) + - Missing changepoints, int + - FPs, int + - Number of true changepoints, int + 'binary': tuple + - F1 metric, float + - False alarm rate, %, float + - Missing Alarm Rate, %, float + 'binary': tuple + - TPs, int + - TNs, int + - FPs, int + - FNS, int + + """ + + assert isinstance(true, pd.Series) or isinstance(true, list) + # checking prediction + if isinstance(prediction, pd.Series): + true = [true] + prediction = [prediction] + elif isinstance(prediction, list): + if not all(isinstance(my_el, pd.Series) for my_el in prediction): + raise Exception("Incorrect format for prediction") + else: + raise Exception("Incorrect format for prediction") + + # checking dataset length: Number of dataset unequal + assert len(true) == len(prediction) + + # final check + input_variant = check_errors(true) + + def check_sort(my_list, input_variant): + for dataset in my_list: + if input_variant == 2: + assert all(np.sort(dataset) == np.array(dataset)) + elif input_variant == 3: + assert all( + np.sort(np.concatenate(dataset)) == np.concatenate(dataset) + ) + elif input_variant == 1: + assert all( + dataset.index.values == dataset.sort_index().index.values + ) + + check_sort(true, input_variant) + check_sort(prediction, 1) + + # part 2. To detected boundaries + if ( + ((metric == "nab") or (metric == "average_time")) + and (window_width is None) + and (input_variant != 3) + ): + print( + f"Since you didn't choose window_width and portion, portion will be default ({portion})" + ) + + if input_variant == 1: + detecting_boundaries = [ + single_detecting_boundaries( + true_series=true[i], + true_list_ts=None, + prediction=prediction[i], + window_width=window_width, + portion=portion, + anomaly_window_destination=anomaly_window_destination, + intersection_mode=intersection_mode, + ) + for i in range(len(true)) + ] + + elif input_variant == 2: + detecting_boundaries = [ + single_detecting_boundaries( + true_series=None, + true_list_ts=true[i], + prediction=prediction[i], + window_width=window_width, + portion=portion, + anomaly_window_destination=anomaly_window_destination, + intersection_mode=intersection_mode, + ) + for i in range(len(true)) + ] + + elif input_variant == 3: + detecting_boundaries = true.copy() + # Next anti fool system [[[t1,t2]],[]] -> [[[t1,t2]],[[]]] + for i in range(len(detecting_boundaries)): + if len(detecting_boundaries[i]) == 0: + detecting_boundaries[i] = [[]] + else: + raise Exception("Unknown format for true data") + + # part 3. To compute metric + if plot_figure: + num_datasets = len(true) + if ((metric == "binary") or (metric == "confusion_matrix")) and ( + input_variant == 1 + ): + f = plt.figure(figsize=(16, 5 * num_datasets)) + grid = gridspec.GridSpec(num_datasets, 1) + for i in range(num_datasets): + globals()["ax" + str(i)] = f.add_subplot(grid[i]) + prediction[i].plot( + ax=globals()["ax" + str(i)], label="pred", marker="o" + ) + true[i].plot( # type: ignore + ax=globals()["ax" + str(i)], label="true", marker="o" + ) + globals()["ax" + str(i)].legend() + plt.show() + else: + f = plt.figure(figsize=(16, 5 * num_datasets)) + grid = gridspec.GridSpec(num_datasets, 1) + detalization = 100 + for i in range(num_datasets): + globals()["ax" + str(i)] = f.add_subplot(grid[i]) + print_legend_boundary = True + + def plot_cp(couple, anomaly_window_destination, ax, label): + if anomaly_window_destination == "lefter": + ax.axvline(couple[1], c="r", label=label) + elif anomaly_window_destination == "righter": + ax.axvline(couple[0], c="r", label=label) + elif anomaly_window_destination == "center": + ax.axvline( + couple[0] + ((couple[1] - couple[0]) / 2), + c="r", + label=label, + ) + + for couple in detecting_boundaries[i]: + if len(couple) > 0: + globals()["ax" + str(i)].axvspan( + couple[0], + couple[1], + alpha=0.5, + color="green", + label="detection \nboundary" + if print_legend_boundary + else None, + ) + nab = pd.Series( + my_scale( + plot_figure=True, detalization=detalization + ), + index=pd.date_range( + couple[0], couple[1], periods=detalization + ), + ) + nab.plot( + ax=globals()["ax" + str(i)], + linewidth=0.4, + color="brown", + label="nab scoring func" + if print_legend_boundary + else None, + ) + plot_cp( + couple, + anomaly_window_destination, + globals()["ax" + str(i)], + label="Changepoint" + if print_legend_boundary + else None, + ) + print_legend_boundary = False + else: + pass + prediction[i].plot( + ax=globals()["ax" + str(i)], label="pred", marker="o" + ) + globals()["ax" + str(i)].legend() + plt.show() + + if metric == "nab": + matrix = np.zeros((3, 3)) + for i in range(len(prediction)): + matrix_ = single_evaluate_nab( + detecting_boundaries[i], + prediction[i], + table_of_coef=table_of_coef, + clear_anomalies_mode=clear_anomalies_mode, + scale_func=scale_func, + scale_koef=scale_koef, + # plot_figure=plot_figure, + ) + matrix = matrix + matrix_ + + results = {} + desc = ["Standard", "LowFP", "LowFN"] + for t, profile_name in enumerate(desc): + results[profile_name] = round( + 100 + * (matrix[0, t] - matrix[1, t]) + / (matrix[2, t] - matrix[1, t]), + 2, + ) + if verbose: + print(profile_name, " - ", results[profile_name]) + return results + + elif metric == "average_time": + missing, detectHistory, FP, all_true_anom = 0, [], 0, 0 + for i in range(len(prediction)): + missing_, detectHistory_, FP_, all_true_anom_ = ( + single_average_delay( + detecting_boundaries[i], + prediction[i], + anomaly_window_destination=anomaly_window_destination, + clear_anomalies_mode=clear_anomalies_mode, + ) + ) + missing, detectHistory, FP, all_true_anom = ( + missing + missing_, + detectHistory + detectHistory_, + FP + FP_, + all_true_anom + all_true_anom_, + ) + add = np.mean(detectHistory) + if verbose: + print("Amount of true anomalies", all_true_anom) + print(f"A number of missed CPs = {missing}") + print(f"A number of FPs = {int(FP)}") + print("Average time", add) + return add, missing, int(FP), all_true_anom + + elif (metric == "binary") or (metric == "confusion_matrix"): + if all(isinstance(my_el, pd.Series) for my_el in true): + TP, TN, FP, FN = 0, 0, 0, 0 + for i in range(len(prediction)): + TP_, TN_, FP_, FN_ = confusion_matrix(true[i], prediction[i]) + TP, TN, FP, FN = TP + TP_, TN + TN_, FP + FP_, FN + FN_ + else: + print( + "For this metric it is better if you use pd.Series format for true \nwith common index of true and prediction" + ) + TP, TN, FP, FN = 0, 0, 0, 0 + for i in range(len(prediction)): + dict_cp_confusion = extract_cp_confusion_matrix( + detecting_boundaries[i], prediction[i], binary=True + ) + TP += np.sum( + [ + len(dict_cp_confusion["TPs"][window][1]) + for window in dict_cp_confusion["TPs"] + ] + ) + FP += len(dict_cp_confusion["FPs"]) + FN += len(dict_cp_confusion["FNs"]) + TN += len(prediction[i]) - TP - FP - FN + + if metric == "binary": + f1 = round(TP / (TP + (FN + FP) / 2), 2) + far = round(FP / (FP + TN) * 100, 2) + mar = round(FN / (FN + TP) * 100, 2) + if verbose: + print(f"False Alarm Rate {far} %") + print(f"Missing Alarm Rate {mar} %") + print(f"F1 metric {f1}") + return f1, far, mar + + elif metric == "confusion_matrix": + if verbose: + print("TP", TP) + print("TN", TN) + print("FP", FP) + print("FN", FN) + return TP, TN, FP, FN + else: + raise Exception("Choose the performance metric") diff --git a/core/t2.py b/core/t2.py new file mode 100644 index 0000000..0053ae1 --- /dev/null +++ b/core/t2.py @@ -0,0 +1,401 @@ +# Author: Iurii Katser + +import os +from math import sqrt + +import numpy as np +import scipy.stats as SS +from matplotlib import pyplot as plt +from numpy import linalg as LA +from pandas import DataFrame +from sklearn.decomposition import PCA +from sklearn.preprocessing import StandardScaler + + +class T2: + """Calculation of the Hotelling's 1-dimensional T-squared + statistic or T-squared statistic+Q-statistic based on PCA for + anomaly detection in multivariate data. + + Based on the following papers: + [1] - Q-statistic and T2-statistic PCA-based measures for damage + assessment in structures / LE Mujica, J. Rodellar, A. Ferna ́ndez, + A. Gu ̈emes // Structural Health Monitoring: An International + Journal. — 2010. — nov. — Vol. 10, no. 5. — Pp. 539–553. + [2] - Zhao Chunhui, Gao Furong. Online fault prognosis with + relative deviation analysis and vector autoregressive modeling // + Chemical Engineering Science. — 2015. — dec. — Vol. 138. — Pp. + 531–543. + [3] - Li Wei, Peng Minjun, Wang Qingzhong. False alarm reducing in + PCA method for sensor fault detection in a nuclear power plant // + Annals of Nuclear Energy. — 2018. — aug. — Vol. 118. — Pp. 131–139. + + Parameters + ---------- + scaling : boolean, default = False + If True StandartScaler is used in the pipeline. + If False no scaling procedures are used. + + using_pca : boolean, default = True + If True T2+Q based on PCA is used as anomaly detection method. + If False T2 without PCA is used as anomaly detection method. + + explained_variance : object, default = 0.85 + Proportion of the explained variance for principal components + selection. Relevant only if using_pca=True. + + p_value : object, default = 0.999 + P value for upper control limits selection. Shows the proportion + of the number of points in train set perceived as normal. + + Examples + -------- + T2+Q based on PCA: + + from ControlCharts import T2 + import pandas as pd + import numpy as np + df = pd.DataFrame(np.random.randn(100, 4), columns=list('ABCD')) + t2 = T2() + t2.fit(df.iloc[:20]) + t2.predict(df) + + T2 without PCA: + + from ControlCharts import T2 + import pandas as pd + import numpy as np + df = pd.DataFrame(np.random.randn(100, 4), columns=list('ABCD')) + t2 = T2(using_pca=False) + t2.fit(df.iloc[:20]) + t2.predict(df) + + More examples at: + https://github.com/YKatser/control-charts/tree/main/examples + """ + + def __init__( + self, + scaling=False, + using_pca=True, + explained_variance=0.85, + p_value=0.999, + ): + self.scaling = scaling + self.using_pca = using_pca + self.explained_variance = explained_variance + self.p_value = p_value + + # T2 and Q statistics calculations + def _t2_calculation(self, x): + t2 = [] + for i in range(len(x)): + t2.append(x[i] @ self.inv_cov @ x[i].T) + return t2 + + def _q_calculation(self, x): + q = [] + for i in range(len(x)): + q.append(x[i] @ self.transform_rc @ x[i].T) + return q + + # CALCULATING UPPER CONTROL LIMITS + def _t2_ucl(self, x): + if self.using_pca: + m = self.n_components + else: + m = x.shape[1] + + n = len(x) + linspace = np.linspace(0, 15, 10000) + c_alpha = linspace[SS.f.cdf(linspace, m, n - m) < self.p_value][-1] + # koef = m * (n-1) / (n-m) + koef = m * (n - 1) * (n + 1) / (n * (n - m)) + + self.t2_ucl = koef * c_alpha + + def _q_ucl(self, x): + w, v = LA.eig(np.cov(x.T)) + sum_ = 0 + for i in range(self.n_components, len(w)): + sum_ += w[i] + + tetta = [] + for i in [1, 2, 3]: + tetta.append(sum_**i) + h0 = 1 - 2 * tetta[0] * tetta[2] / (3 * tetta[1] ** 2) + linspace = np.linspace(0, 15, 10000) + c_alpha = linspace[SS.norm.cdf(linspace) < self.p_value][-1] + + self.q_ucl = tetta[0] * ( + 1 + + (c_alpha * h0 * sqrt(2 * tetta[1]) / tetta[0]) + + tetta[1] * h0 * (h0 - 1) / tetta[0] ** 2 + ) ** (1 / h0) + + # applying pca + def _pca_applying(self, x): + self.pca = PCA(n_components=self.explained_variance).fit(x) + self.n_components = self.pca.n_components_ + self._EV = self.pca.components_.T + return self.pca.transform(x) + + # PLOTTING AND SAVING RESULTS + def plot_t2(self, t2=None, t2_ucl=None, save_fig=False, fig_name="T2"): + """Plotting results of T2-statistic calculation with matplotlib + + Parameters + ---------- + t2 : pandas.DataFrame(), default = None + Results of T2-statistic calculation. + + t2_ucl : float or int, default = None + Upper control limit for T2. + + save_fig : boolean, default = False + If True there will be saved T2 chart as .png to the + current folder. + + fig_name : str, default = 'T2' + Name of the saved figure. + + Returns + ------- + self : object. + """ + + if t2 is None: + t2 = self.t2 + if t2_ucl is None: + t2_ucl = self.t2_ucl + plt.figure(figsize=(12, 4)) + plt.plot(t2, label="$T^2$-statistic") + # for i in self.final_list: + # plt.axvspan(i[0], i[1], facecolor='green', alpha=0.2, zorder=0, + # label='Train set') + plt.grid(True) + plt.axhline(t2_ucl, zorder=10, color="r", label="UCL") + plt.ylim(0, 3 * max(t2.min().values, t2_ucl)) + plt.xlim(t2.index.values[0], t2.index.values[-1]) + plt.title("$T^2$-statistic chart") + plt.xlabel("Time") + plt.ylabel("$T^2$-statistic value") + plt.legend(["$T^2$-statistic", "UCL", "Train set"]) + plt.tight_layout() + if save_fig: + self._save(name=fig_name) + + def plot_q(self, q=None, q_ucl=None, save_fig=False, fig_name="Q"): + """Plotting results of Q-statistic calculation with matplotlib + + Parameters + ---------- + q : pandas.DataFrame(), default = None + Results of Q-statistic calculation. + + q_ucl : float or int, default = None + Upper control limit for Q. + + save_fig : boolean, default = False + If True there will be saved Q chart as .png to the + current folder. + + fig_name : str, default = 'Q' + Name of the saved figure. + + Returns + ------- + self : object. + """ + + if q is None: + q = self.q + if q_ucl is None: + q_ucl = self.q_ucl + plt.figure(figsize=(12, 4)) + plt.plot(q, label="$Q$-statistic") + # for i in self.final_list: + # plt.axvspan(i[0], i[1], facecolor='green', alpha=0.2, zorder=0, + # label='Train set') + plt.grid(True) + plt.axhline(q_ucl, zorder=10, color="r", label="UCL") + plt.ylim(0, 3 * max(q.min().values, q_ucl)) + plt.xlim(q.index.values[0], q.index.values[-1]) + plt.title("$Q$-statistic chart") + plt.xlabel("Time") + plt.ylabel("$Q$-statistic value") + plt.legend(["$Q$-statistic", "UCL", "Train set"]) + plt.tight_layout() + if save_fig: + self._save(name=fig_name) + + @staticmethod + def _save(name="", fmt="png"): + pwd = os.getcwd() + iPath = pwd + "/pictures/" + if not os.path.exists(iPath): + os.mkdir(iPath) + os.chdir(iPath) + plt.savefig(f"{name}.{fmt}", fmt="png", dpi=150, bbox_inches="tight") + os.chdir(pwd) + + def fit(self, x): + """Computation of the inversed covariance matrix, matrix of + transformation to the residual space (in case of + using_pca=True) and standart scaler fitting (in case of using + scaling=True). + + Parameters + ---------- + x : pandas.DataFrame() + Training set. + + Returns + ------- + self : object. + """ + + x = x.copy() + + # removing constant columns + initial_cols_number = len(x.columns) + x = x.loc[:, (x != x.iloc[0]).any()] + self._feature_names_in = x.columns + if initial_cols_number > len(x.columns): + print("Constant columns removed") + + if self.scaling: + # fitting PCA and calculation of scaler, EV + self.scaler = StandardScaler() + self.scaler.fit(x) + x_ = self.scaler.transform(x) + else: + x_ = x.values + + if self.using_pca: + x_pc = self._pca_applying(x_) + else: + self.n_components = x.shape[1] + + if self.n_components == x.shape[1]: + # preparing inv_cov for T2 + self.inv_cov = LA.inv(np.cov(x_.T)) + + # calculating T2_ucl + self._t2_ucl(x_) + if self.using_pca: + print("""Number of principal components is equal to dataset \ + shape. Q-statistics is unavailable.""") + else: + # preparing inv_cov for T2 (principal space) + self.inv_cov = LA.inv(np.cov(x_pc.T)) + + # preparing transform matrix for Q (to residual space) + self.transform_rc = np.eye(len(self._EV)) - np.dot( + self._EV, self._EV.T + ) + + # calculating t2_ucl and q_ucl + self._t2_ucl(x_) + self._q_ucl(x_) + + # calculating train indices + # indices = x.index.tolist() + # diff = x.index.to_series().diff() + # list_of_ind = diff[diff > diff.mean() + 3 * diff.std()].index.tolist() + + def predict( + self, + x, + plot_fig=True, + save_fig=False, + fig_name=["T2", "Q"], + window_size=1, + ): + """Computation of T2-statistic or T2-statistic+Q-statistic for + the test dataset. + + Parameters + ---------- + x : pandas.DataFrame() + Testing dataset. + + plot_fig : boolean, default = True + If True there will be plotted T2-statistics or + T2-statistics+Q-statistics chart. + + save_fig : boolean, default = False + If True there will be saved T2 and Q charts as .png to the + current folder. + + fig_name : list of one or two str, default = ['T2','Q'] + Names of the saved figures. + + window_size : int, default = 1 + Size of the window for median filter as a postprocessing. + + Returns + ------- + self : object + Plotting and saving T2 or T2+Q charts. To get DataFrames + with T2 or Q values call self.t2 or self.q. + """ + + x = x.copy() + x = x.loc[:, self._feature_names_in] + if self.scaling: + x_ = self.scaler.transform(x) + else: + x_ = x.values + + if self.n_components != x.shape[1]: + # calculating T2 + self.t2 = ( + DataFrame( + self._t2_calculation(self.pca.transform(x_)), + index=x.index, + columns=["T2"], + ) + .rolling(window_size) + .median() + ) + + # calculating Q + self.q = ( + DataFrame( + self._q_calculation(x_), index=x.index, columns=["Q"] + ) + .rolling(window_size) + .median() + ) + + # plotting + if plot_fig: + self.plot_t2( + t2=self.t2, + t2_ucl=self.t2_ucl, + save_fig=save_fig, + fig_name=fig_name[0], + ) + self.plot_q( + q=self.q, + q_ucl=self.q_ucl, + save_fig=save_fig, + fig_name=fig_name[1], + ) + + else: + # calculating T2 + self.t2 = ( + DataFrame( + self._t2_calculation(x_), index=x.index, columns=["T2"] + ) + .rolling(window_size) + .median() + ) + + # plotting + if plot_fig: + self.plot_t2(self.t2) + if save_fig: + self._save(name=fig_name[0]) diff --git a/core/utils.py b/core/utils.py new file mode 100644 index 0000000..6fe7752 --- /dev/null +++ b/core/utils.py @@ -0,0 +1,88 @@ +import os + +import matplotlib.pyplot as plt +import numpy as np +import pandas as pd +from sklearn.model_selection import train_test_split + +from .metrics import chp_score + + +def load_skab(): + path_to_data = "../data/" + # benchmark files checking + all_files = [] + + for root, dirs, files in os.walk(path_to_data): + for file in files: + if file.endswith(".csv"): + all_files.append(os.path.join(root, file)) + + # datasets with anomalies loading + list_of_df = [ + pd.read_csv(file, sep=";", index_col="datetime", parse_dates=True) + for file in all_files + if "anomaly-free" not in file + ] + # anomaly-free df loading + anomaly_free_df = pd.read_csv( + [file for file in all_files if "anomaly-free" in file][0], + sep=";", + index_col="datetime", + parse_dates=True, + ) + + return list_of_df, anomaly_free_df + + +def preprocess_skab(list_of_df): + Xy_traintest_list: list[list] = [] + for df in list_of_df: + Xy_traintest_list.append( + train_test_split( + df.drop(["anomaly", "changepoint"], axis=1), + df[["anomaly", "changepoint"]], + train_size=400, + shuffle=False, + random_state=0, + ) + ) + return Xy_traintest_list + + +def load_preprocess_skab(): + list_of_df, _ = load_skab() + Xy_traintest_list = preprocess_skab(list_of_df) + return Xy_traintest_list + + +# Generated training sequences for use in the model. +def create_sequences(values, time_steps): + output = [] + for i in range(len(values) - time_steps + 1): + output.append(values[i : (i + time_steps)]) + return np.stack(output) + + +def plot_results(*true_pred_pairs: tuple[pd.Series, pd.Series]): + n = len(true_pred_pairs) + fig, axs = plt.subplots(n, 1, figsize=(12, 3 * n), sharex=True) + if not isinstance(axs, (list | np.ndarray)): + axs = [axs] + for ax, (true, pred) in zip(axs, true_pred_pairs): + ax.plot(true, label="True", marker="o", markersize=5) + ax.plot(pred, label="Predicted", marker="x", markersize=5) + ax.set_title(f"{true.name} detection") + ax.legend() + fig.show() + + +def print_results( + y_true, + y_pred, + score_kwargs: list[dict], +): + for kwargs in score_kwargs: + print(kwargs) + chp_score(y_true, y_pred, **kwargs) + print() diff --git a/data/Load data.ipynb b/data/Load data.ipynb deleted file mode 100644 index aa7e4ae..0000000 --- a/data/Load data.ipynb +++ /dev/null @@ -1,6609 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - 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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
count1091.0000001091.0000001091.0000001091.0000001091.0000001091.0000001091.0000001091.0000001091.0000001091.000000
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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std0.0003130.0009889.5052290.2499901.3331440.06339914.4349140.7600210.4775200.059028
min0.0258340.0376090.375488-0.92907071.00040025.6111000.63657630.0000000.0000000.000000
25%0.0266480.0394060.7364370.05471172.78920025.690000225.76400031.0000000.0000000.000000
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75%0.0270780.0405831.2088700.05471174.27060025.781900237.54000032.0000001.0000000.000000
max0.0279460.053439237.4660001.03849076.28010025.924000254.52000033.0000001.0000001.000000
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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std0.0004810.0016850.2770520.2641990.8929760.01657311.4210491.1572940.4771500.059002
min0.0260940.0382070.399169-0.60114366.23600024.718100203.51800029.0000000.0000000.000000
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max0.0289110.0478241.5693001.03849070.15600024.833300254.76700032.9808001.0000001.000000
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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min0.0266240.0377760.385309-0.60114366.62610024.641400203.38200026.9772000.0000000.000000
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max0.0290310.0466501.5390300.71056569.79770024.756900254.66300033.0000001.0000001.000000
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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max0.0284370.0471151.5609300.71056570.48570024.726400254.61300033.0000001.0000001.000000
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "count 995.000000 995.000000 995.000000 995.000000 \n", - "mean 0.027484 0.039381 0.946316 0.061302 \n", - "std 0.000329 0.001269 0.270188 0.253414 \n", - "min 0.026671 0.036098 0.386527 -0.929070 \n", - "25% 0.027257 0.038474 0.714065 0.054711 \n", - "50% 0.027486 0.039386 0.945265 0.054711 \n", - "75% 0.027713 0.040323 1.176545 0.054711 \n", - "max 0.028377 0.042918 1.536930 0.710565 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS anomaly \\\n", - "count 995.000000 995.000000 995.000000 995.000000 995.000000 \n", - "mean 68.422053 24.144166 230.839043 31.055089 0.396985 \n", - "std 0.909200 0.023696 10.595899 1.601005 0.489519 \n", - "min 66.107800 24.096200 203.891000 28.000000 0.000000 \n", - "25% 67.776350 24.122850 225.202500 29.000000 0.000000 \n", - "50% 68.676700 24.146400 231.070000 32.000000 0.000000 \n", - "75% 69.204750 24.162300 237.031500 32.000000 1.000000 \n", - "max 69.832200 24.204700 253.830000 32.958100 1.000000 \n", - "\n", - " changepoint \n", - "count 995.000000 \n", - "mean 0.004020 \n", - "std 0.063309 \n", - "min 0.000000 \n", - "25% 0.000000 \n", - "50% 0.000000 \n", - "75% 0.000000 \n", - "max 1.000000 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "for i in range(len(dfs)):\n", - " print(all_files[i].replace(\"/\",\"\\\\\"))\n", - " display(dfs[i].describe())\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "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": "3.7.6" - }, - "toc": { - "base_numbering": 1, - "nav_menu": {}, - "number_sections": true, - "sideBar": true, - "skip_h1_title": false, - "title_cell": "Table of Contents", - "title_sidebar": "Contents", - "toc_cell": false, - "toc_position": {}, - "toc_section_display": true, - "toc_window_display": false - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/data/README.md b/data/README.md index 7ae35f0..34b96e5 100644 --- a/data/README.md +++ b/data/README.md @@ -1,36 +1,36 @@ ``` └── data # Data files and processing Jupyter Notebook ├── Load data.ipynb # Jupyter Notebook to load all data - ├── anomaly-free + ├── anomaly-free │ └── anomaly-free.csv # Data obtained from the experiments with normal mode ├── valve2 # Data obtained from the experiments with closing the valve at the outlet of the flow from the pump. - │ ├── 1.csv - │ ├── 2.csv - │ ├── 3.csv - │ └── 4.csv + │ ├── 1.csv + │ ├── 2.csv + │ ├── 3.csv + │ └── 4.csv ├── valve1 # Data obtained from the experiments with closing the valve at the flow inlet to the pump. - │ ├── 1.csv - │ ├── 2.csv - │ ├── 3.csv - │ ├── 4.csv - │ ├── 5.csv - │ ├── 6.csv - │ ├── 7.csv - │ ├── 8.csv - │ ├── 9.csv - │ ├── 10.csv - │ ├── 11.csv - │ ├── 12.csv - │ ├── 12.csv - │ ├── 13.csv - │ ├── 14.csv - │ ├── 15.csv - │ └── 16.csv - └── other # Data obtained from the other experiments - ├── 1.csv # Simulation of fluid leaks and fluid additions + │ ├── 1.csv + │ ├── 2.csv + │ ├── 3.csv + │ ├── 4.csv + │ ├── 5.csv + │ ├── 6.csv + │ ├── 7.csv + │ ├── 8.csv + │ ├── 9.csv + │ ├── 10.csv + │ ├── 11.csv + │ ├── 12.csv + │ ├── 12.csv + │ ├── 13.csv + │ ├── 14.csv + │ ├── 15.csv + │ └── 16.csv + └── other # Data obtained from the other experiments + ├── 1.csv # Simulation of fluid leaks and fluid additions ├── 2.csv # Simulation of fluid leaks and fluid additions ├── 3.csv # Simulation of fluid leaks and fluid additions - ├── 4.csv # Simulation of fluid leaks and fluid additions + ├── 4.csv # Simulation of fluid leaks and fluid additions ├── 5.csv # Sharply behavior of rotor imbalance ├── 6.csv # Linear behavior of rotor imbalance ├── 7.csv # Step behavior of rotor imbalance diff --git a/docs/contributing.md b/docs/contributing.md index 72eca8d..6c5a500 100644 --- a/docs/contributing.md +++ b/docs/contributing.md @@ -6,7 +6,7 @@ We are glad you are reading this because work on the SKAB benchmark is still in 1. Make sure you have a GitHub account. 2. Fork the repository for the relevant book. -3. Create a new branch on which to make your change, e.g. +3. Create a new branch on which to make your change, e.g. `git checkout -b my_contribution` 4. Commit your change. Include a commit message describing the correction. Please note that if your commit message is not clear, the correction will not be accepted. 5. Submit a [pull request](https://github.com/waico/skab/compare?expand=1). diff --git a/notebooks/ArimaFD.ipynb b/notebooks/ArimaFD.ipynb index 90f9d83..f13a52c 100644 --- a/notebooks/ArimaFD.ipynb +++ b/notebooks/ArimaFD.ipynb @@ -25,26 +25,21 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", "import pandas as pd\n", - "import numpy as np\n", - "from numpy import linalg\n", - "import matplotlib.pyplot as plt\n", - "import pickle\n", - "from itertools import product\n", - "from sympy import diff, symbols, sympify, Symbol, poly\n", - "from time import time\n", - "import matplotlib.gridspec as gridspec\n", + "from arimafd import Arima_anomaly_detection\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, @@ -55,229 +50,65 @@ "## Data" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "path_to_data = '../data/'" + "Xy_traintest_list = load_preprocess_skab()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Data loading" + "## Method" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
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" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" + "predicted_outlier, predicted_cp = [], []\n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", + " model = Arima_anomaly_detection()\n", + " model.fit(X_train)\n", + " prediction = pd.Series(\n", + " model.predict(X_test),\n", + " index=X_test.index,\n", + " )\n", + "\n", + " # predicted outliers saving\n", + " predicted_outlier.append(prediction)\n", + "\n", + " # predicted CPs saving\n", + " prediction_cp = prediction.rolling(30).max().fillna(0).diff().abs()\n", + " prediction_cp[0] = prediction[0]\n", + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Labels visualization" + "### Results visualization" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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" ] @@ -287,391 +118,146 @@ } ], "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "# [donotremove]\n", + "plot_results(\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Method applying" + "## Evaluation (metrics calculation)" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "from arimafd import *\n", - "import os" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" ] }, { - "cell_type": "code", - "execution_count": 8, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "if os.path.exists(r'tensors.pickle'):\n", - " with open(r'tensors.pickle', 'rb') as f:\n", - " tensors = pickle.load(f)\n", - "else:\n", - " tensors = []\n", - " for df in list_of_df:\n", - " a = Anomaly_detection(df.iloc[:,:-2])\n", - " tensors.append(a.generate_tensor(ar_order=100))\n", - " with open(r'tensors.pickle', 'wb') as handle:\n", - " pickle.dump(tensors, handle, protocol=pickle.HIGHEST_PROTOCOL)\n" + "### Binary classification (outlier detection) metrics" ] }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "XXX 1 20 20\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:42'), Timestamp('2020-02-08 18:20:16'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:37'), Timestamp('2020-02-08 18:51:25'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:28'), Timestamp('2020-02-08 19:26:07'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:37'), Timestamp('2020-02-08 18:51:25'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:28'), Timestamp('2020-02-08 19:26:07'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:12'), Timestamp('2020-02-08 17:16:43'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:11'), Timestamp('2020-02-08 17:23:44'))\n", - "Standart - 0.09\n", - "LowFP - -1.53\n", - "LowFN - 0.94\n", - "[[1, 20, 20, 0.09, -1.53, 0.94]]\n", - "\n", - "\n" + "False Alarm Rate 0.01 %\n", + "Missing Alarm Rate 100.0 %\n", + "F1 metric 0.0\n" ] } ], "source": [ - "metrics = range(1,6)\n", - "windows= [20,50,100,150]\n", - "window_insensitivitys = [20,50,100,150]\n", - "history = []\n", - "from tsad.evaluating.evaluating import evaluating \n", - "\n", - "for No_metric,window,window_insensitivity in product(metrics,windows,window_insensitivitys):\n", - " print('XXX',No_metric,window,window_insensitivity)\n", - " predicted_cp=[]\n", - " predicted_cp1 = []\n", - " for i,df in enumerate(list_of_df):\n", - " acci = df.changepoint\n", - " a = Anomaly_detection(df)\n", - " a.tensor = tensors[i]\n", - " a.proc_tensor(No_metric=No_metric, window=window, window_insensitivity=window_insensitivity)\n", - " predicted_cp.append(a.bin_metric)\n", - " nab = evaluating(true_cp, predicted_cp, metric='nab', numenta_time='30 sec')\n", - " history.append([No_metric, window, window_insensitivity, nab['Standart'], nab['LowFP'], nab['LowFN']])\n", - " print(history)\n", - " print()\n", - " print()\n", - "history = pd.DataFrame(history, columns=['No_metric','window','window_insensitivity','Standart','LowFP','LowFN'])" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "f = plt.figure(figsize=(16,4))\n", - "grid = gridspec.GridSpec(1, len(metrics),wspace =0.7)\n", - "for i in metrics:\n", - " globals()['ax'+str(i)] = f.add_subplot(grid[i-1])\n", - " history[history.No_metric==i].plot.scatter(x='window',y='window_insensitivity', c='Standart', colormap='viridis',ax=globals()['ax'+str(i)])\n", - " globals()['ax'+str(i)].set_title(f\"Metric {i}\")\n", - " \n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "No_metric= 5\n", - "window= 150\n", - "window_insensitivity = 20\n", - "\n", - "predicted_cp=[]\n", - "for i,df in enumerate(list_of_df):\n", - " acci = df.changepoint\n", - " a = Anomaly_detection(df)\n", - " a.tensor = tensors[i]\n", - " a.proc_tensor(No_metric=No_metric,window=window, window_insensitivity=window_insensitivity)\n", - " predicted_cp.append(a.bin_metric)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Results visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "# binary classification metrics calculation\n", + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Evaluation (metrics calculation)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "not implemented" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Binary classification (outlier detection) metrics" + "### Changepoint detection metrics" ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 4.66 %\n", - "Missing Alarm Rate 37.02 %\n", - "F1 metric 0.73\n" + "Amount of true anomalies 127\n", + "A number of missed CPs = 127\n", + "A number of FPs = 2\n", + "Average time nan\n" ] - } - ], - "source": [ - "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Changepoint detection metrics" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ + }, { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:10'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:23.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:01.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:52.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:06.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:51.600000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:37.600000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:15.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:15.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:25.750000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:42.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:24.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:52.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:52.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:07'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:07'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:09'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:08'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:59.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:03.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:06:00.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:12.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:11.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:17.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:18.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:32.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:32.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:33'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:33'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:38.800000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:38.800000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:39'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:40'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:40'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:40'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:40.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:40.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:40.800000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:40.800000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:41'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:42'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:39.750000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:33.750000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:34.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:35.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:35.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:35.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:35.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:36.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:35.800000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:35.800000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:37'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:37'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:37.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:37.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:38'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:38'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:29.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:29.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:30'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:32'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:30.800000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:30.800000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:02.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:03.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 84\n", - "A number of FPs = 14\n", - "Average time 0 days 00:01:11.694444444\n" + "/Users/mw/pyprojects/SKAB/.venv/lib/python3.10/site-packages/numpy/core/fromnumeric.py:3504: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/mw/pyprojects/SKAB/.venv/lib/python3.10/site-packages/numpy/core/_methods.py:129: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:42'), Timestamp('2020-02-08 18:20:16'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:37'), Timestamp('2020-02-08 18:51:25'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:28'), Timestamp('2020-02-08 19:26:07'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:12'), Timestamp('2020-02-08 17:16:43'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:11'), Timestamp('2020-02-08 17:23:44'))\n", - "Standart - 4.62\n", - "LowFP - 2.01\n", - "LowFN - 6.18\n" + "Standard - -0.09\n", + "LowFP - -0.17\n", + "LowFN - -0.06\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -683,7 +269,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" }, "toc": { "base_numbering": 1, diff --git a/notebooks/Conv_AE.ipynb b/notebooks/Conv_AE.ipynb index c7880e1..52fe8b2 100644 --- a/notebooks/Conv_AE.ipynb +++ b/notebooks/Conv_AE.ipynb @@ -16,20 +16,23 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", + "import numpy as np\n", "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", + "from sklearn.preprocessing import StandardScaler\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.Conv_AE import Conv_AE\n", + "from core.metrics import chp_score\n", + "from core.utils import create_sequences, load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, @@ -40,243 +43,13 @@ "## Data" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "path_to_data = '../data/'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
\n", - "
" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "Xy_traintest_list = load_preprocess_skab()" ] }, { @@ -297,29 +70,18 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from Conv_AE import Conv_AE\n", - "import numpy as np\n", - "from sklearn.preprocessing import StandardScaler" - ] - }, - { - "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hyperparameters selection\n", "N_STEPS = 60\n", - "Q = 0.999 # quantile for upper control limit (UCL) selection" + "Q = 0.999 # quantile for upper control limit (UCL) selection" ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -327,20 +89,6 @@ "model = Conv_AE()" ] }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "# Generated training sequences for use in the model.\n", - "def create_sequences(values, time_steps=N_STEPS):\n", - " output = []\n", - " for i in range(len(values) - time_steps + 1):\n", - " output.append(values[i : (i + time_steps)])\n", - " return np.stack(output)" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -350,128 +98,56 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "11/11 [==============================] - 0s 3ms/step\n", - "22/22 [==============================] - 0s 3ms/step\n", - "11/11 [==============================] - 0s 3ms/step\n", - "40/40 [==============================] - 0s 4ms/step\n", - "11/11 [==============================] - 0s 3ms/step\n", - "36/36 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4ms/step\n", - "33/33 [==============================] - 0s 4ms/step\n", - "11/11 [==============================] - 0s 4ms/step\n", - "34/34 [==============================] - 0s 4ms/step\n", - "11/11 [==============================] - 0s 4ms/step\n", - "35/35 [==============================] - 0s 4ms/step\n", - "11/11 [==============================] - 0s 4ms/step\n", - "34/34 [==============================] - 0s 4ms/step\n", - "11/11 [==============================] - 0s 4ms/step\n", - "32/32 [==============================] - 0s 4ms/step\n", - "11/11 [==============================] - 0s 5ms/step\n", - "34/34 [==============================] - 0s 5ms/step\n", - "11/11 [==============================] - 0s 4ms/step\n", - "30/30 [==============================] - 0s 5ms/step\n", - "CPU times: total: 11min 24s\n", - "Wall time: 6min 55s\n" - ] - } - ], + "outputs": [], "source": [ - "%%time\n", "# inference\n", "predicted_outlier, predicted_cp = [], []\n", - "for df in list_of_df:\n", - " X_train = df[:400].drop(['anomaly', 'changepoint'], axis=1)\n", - " \n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", " # scaler init and fitting\n", " StSc = StandardScaler()\n", " StSc.fit(X_train)\n", - " \n", + "\n", " # convert into input/output\n", " X = create_sequences(StSc.transform(X_train), N_STEPS)\n", - " \n", + "\n", " # model fitting\n", " model.fit(X)\n", - " \n", + "\n", " # results predicting\n", - " residuals = pd.Series(np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1))\n", - " UCL = residuals.quantile(Q) * 4/3\n", - " \n", + " residuals = pd.Series(\n", + " np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1)\n", + " )\n", + " UCL = residuals.quantile(Q) * 4 / 3\n", + "\n", " # results predicting\n", - " X = create_sequences(StSc.transform(df.drop(['anomaly','changepoint'], axis=1)), N_STEPS)\n", - " cnn_residuals = pd.Series(np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1))\n", - " \n", + " X = create_sequences(StSc.transform(X_test), N_STEPS)\n", + " cnn_residuals = pd.Series(\n", + " np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1)\n", + " )\n", + "\n", " # data i is an anomaly if samples [(i - timesteps + 1) to (i)] are anomalies\n", " anomalous_data = cnn_residuals > UCL\n", " anomalous_data_indices = []\n", " for data_idx in range(N_STEPS - 1, len(X) - N_STEPS + 1):\n", " if np.all(anomalous_data[data_idx - N_STEPS + 1 : data_idx]):\n", " anomalous_data_indices.append(data_idx)\n", - " \n", - " prediction = pd.Series(data=0, index=df.index)\n", + "\n", + " prediction = pd.Series(data=0, index=X_test.index)\n", " prediction.iloc[anomalous_data_indices] = 1\n", - " \n", + "\n", " # predicted outliers saving\n", " predicted_outlier.append(prediction)\n", - " \n", + "\n", " # predicted CPs saving\n", " prediction_cp = abs(prediction.diff())\n", " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" ] }, { @@ -483,39 +159,14 @@ }, { "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -523,12 +174,11 @@ } ], "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" ] }, { @@ -540,14 +190,16 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": { - "tags": [] - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" ] }, { @@ -559,27 +211,23 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 6.3 %\n", - "Missing Alarm Rate 29.52 %\n", - "F1 metric 0.77\n" + "False Alarm Rate 13.55 %\n", + "Missing Alarm Rate 28.02 %\n", + "F1 metric 0.78\n" ] } ], "source": [ + "# [donotremove]\n", "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { @@ -591,133 +239,65 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:10'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:23.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:01.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:52.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:06.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:51.600000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:37.600000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:15.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:15.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:25.750000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:42.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:24.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:52.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:52.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:07'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:07'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:09'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:08'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:59.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:03.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:06:00.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:12.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:11.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:17.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:18.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:32.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:32.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:33'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:33'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:38.800000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:38.800000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:39'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:40'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:40'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:40'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:40.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:40.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:40.800000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:40.800000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:41'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:42'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:39.750000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:33.750000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:34.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:35.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:35.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:35.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:35.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:36.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:35.800000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:35.800000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:37'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:37'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:37.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:37.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:38'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:38'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:29.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:29.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:30'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:32'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:30.800000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:30.800000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:02.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:03.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", + "Amount of true anomalies 127\n", "A number of missed CPs = 82\n", - "A number of FPs = 14\n", - "Average time 0 days 00:01:20.660638297\n" + "A number of FPs = 23\n", + "Average time 0 days 00:00:32.466666666\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:57'), Timestamp('2020-02-08 18:20:31'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:52'), Timestamp('2020-02-08 18:51:40'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:43'), Timestamp('2020-02-08 19:26:22'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:27'), Timestamp('2020-02-08 17:16:58'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:26'), Timestamp('2020-02-08 17:23:59'))\n", - "Standart - 8.47\n", - "LowFP - 5.97\n", - "LowFN - 10.82\n" + "Standard - 23.61\n", + "LowFP - 21.54\n", + "LowFN - 27.55\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -729,7 +309,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/EDA.ipynb b/notebooks/EDA.ipynb deleted file mode 100644 index 32b0a18..0000000 --- a/notebooks/EDA.ipynb +++ /dev/null @@ -1,2785 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "05c3da40", - "metadata": { - "papermill": { - "duration": 0.075123, - "end_time": "2021-07-04T08:39:57.393931", - "exception": false, - "start_time": "2021-07-04T08:39:57.318808", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "# Content\n", - "* [1 Problem description](#1)\n", - " * [1.1 Testbed description](#1.1)\n", - " * [1.2 Business problem](#1.2)\n", - " * [1.3 Metrics](#1.3)\n", - " * [1.4 Data description](#1.4)\n", - " * [1.5 Strucuture of data](#1.5)\n", - "* [2 Data analysis](#2)\n", - " * [2.1 Data loading](#2.1)\n", - " * [2.2 Summarized information about data](#2.2)\n", - " * [2.2.1 Number of experiements, sizes of datasets](#2.2.1)\n", - " * [2.2.2 Aggregated data for experiments](#2.2.2)\n", - " * [2.3 Signal analysis](#2.3) \n", - " * [2.3.1 Descriptive statistics](#2.3.1)\n", - " * [2.3.2 Signal plots](#2.3.2)\n", - " * [2.3.3 Pairwise Correlations](#2.3.3)\n", - " * [2.3.4 Pairplot](#2.3.4)\n", - " * [2.3.5 Distribution plot](#2.3.5)" - ] - }, - { - "cell_type": "markdown", - "id": "8e9614db", - "metadata": { - "papermill": { - "duration": 0.077593, - "end_time": "2021-07-04T08:39:57.545925", - "exception": false, - "start_time": "2021-07-04T08:39:57.468332", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "# 1 Problem description" - ] - }, - { - "cell_type": "markdown", - "id": "87de37cd", - "metadata": { - "papermill": { - "duration": 0.07329, - "end_time": "2021-07-04T08:39:57.691909", - "exception": false, - "start_time": "2021-07-04T08:39:57.618619", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "## 1.1 Testbed description " - ] - }, - { - "cell_type": "markdown", - "id": "542e7005", - "metadata": { - "papermill": { - "duration": 0.073039, - "end_time": "2021-07-04T08:39:57.839301", - "exception": false, - "start_time": "2021-07-04T08:39:57.766262", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "![Стенд](https://github.com/waico/SKAB/blob/master/docs/pictures/testbed.png?raw=true)" - ] - }, - { - "cell_type": "markdown", - "id": "ad5514d2", - "metadata": { - "papermill": { - "duration": 0.09434, - "end_time": "2021-07-04T08:39:58.014379", - "exception": false, - "start_time": "2021-07-04T08:39:57.920039", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "Front panel and composition of the water circulation, control and monitoring systems: 1,2 - solenoid valve (amount - 1); 3 - a tank with water (1); 4 - a water pump (1); 5 - emergency stop button (1); 6 - electric motor (1); 7 - inverter (1); 8 - compactRIO (1); 9 - a mechanical lever for shaft misalignment (1). Not shown parts - vibration sensor (2); pressure meter (1); flow meter (1); thermocouple (2)." - ] - }, - { - "cell_type": "markdown", - "id": "f5786953", - "metadata": { - "papermill": { - "duration": 0.081776, - "end_time": "2021-07-04T08:39:58.169692", - "exception": false, - "start_time": "2021-07-04T08:39:58.087916", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "## 1.2 Business problem" - ] - }, - { - "cell_type": "markdown", - "id": "502f9024", - "metadata": { - "papermill": { - "duration": 0.075612, - "end_time": "2021-07-04T08:39:58.326136", - "exception": false, - "start_time": "2021-07-04T08:39:58.250524", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "The main advantages of anomaly detection in the operation of equipment:\n", - "- Reducing equipment maintenance costs\n", - "- Optimization of terms and duration of repair work\n", - "- Reducing the probability of failures" - ] - }, - { - "cell_type": "markdown", - "id": "e18e7cf2", - "metadata": { - "papermill": { - "duration": 0.083387, - "end_time": "2021-07-04T08:39:58.481890", - "exception": false, - "start_time": "2021-07-04T08:39:58.398503", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "## 1.3 Metrics" - ] - }, - { - "cell_type": "markdown", - "id": "b8df8ba7", - "metadata": { - "papermill": { - "duration": 0.072621, - "end_time": "2021-07-04T08:39:58.630279", - "exception": false, - "start_time": "2021-07-04T08:39:58.557658", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "When an anomaly detection problem is formulated, the classification problem is primarily solved. It is proposed to use the following metrics to evaluate the perfomance of the algorithms:\n", - "- False Alarm Rate\n", - "$$FAR = \\frac{FP}{FP+TN}$$\n", - "- Missing Alarm Rate\n", - "$$MAR = \\frac{FN}{TP+FN}$$" - ] - }, - { - "cell_type": "markdown", - "id": "4d653ea9", - "metadata": { - "papermill": { - "duration": 0.071909, - "end_time": "2021-07-04T08:39:58.774947", - "exception": false, - "start_time": "2021-07-04T08:39:58.703038", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "Also, to compare the results of the algorithm, you can consider the metrics described in:\n", - "https://tsad.readthedocs.io/en/latest/Evaluating.html " - ] - }, - { - "cell_type": "markdown", - "id": "c9c9ea6d", - "metadata": { - "papermill": { - "duration": 0.074578, - "end_time": "2021-07-04T08:39:58.922544", - "exception": false, - "start_time": "2021-07-04T08:39:58.847966", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "## 1.4 Data description" - ] - }, - { - "cell_type": "markdown", - "id": "3aa20c7a", - "metadata": { - "papermill": { - "duration": 0.074306, - "end_time": "2021-07-04T08:39:59.070061", - "exception": false, - "start_time": "2021-07-04T08:39:58.995755", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "Each file represents one experiment and contains one anomaly (the exception is the anomaly-free file, which does not contain any anomalies). The dataset is a multivariate time series collected from testbed sensors. The data folder contains the datasets from the test. Data Folder Structure:" - ] - }, - { - "cell_type": "markdown", - "id": "841e0452", - "metadata": { - "papermill": { - "duration": 0.073681, - "end_time": "2021-07-04T08:39:59.216338", - "exception": false, - "start_time": "2021-07-04T08:39:59.142657", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "1. anomaly-free - Data obtained from the experiments with normal mode\n", - "2. valve1 - Data obtained from the experiments with closing the valve at the outlet of the flow from the pump.\n", - "3. valve2 - Data obtained from the experiments with closing the valve at the flow inlet to the pump.\n", - "4. other - Data obtained from the other experiments \n", - "> - 1.csv Simulation of fluid leaks and fluid additions \n", - "> - 2.csv Simulation of fluid leaks and fluid additions\n", - "> - 3.csv Simulation of fluid leaks and fluid additions\n", - "> - 4.csv Simulation of fluid leaks and fluid additions \n", - "> - 5.csv Sharply behavior of rotor imbalance\n", - "> - 6.csv Linear behavior of rotor imbalance\n", - "> - 7.csv Step behavior of rotor imbalance\n", - "> - 8.csv Dirac delta function behavior of rotor imbalance\n", - "> - 9.csv Exponential behavior of rotor imbalance\n", - "> - 10.csv The slow increase in the amount of water in the circuit\n", - "> - 11.csv The sudden increase in the amount of water in the circuit\n", - "> - 12.csv Draining water from the tank until cavitation\n", - "> - 13.csv Two-phase flow supply to the pump inlet (cavitation)\n", - "> - 14.csv Water supply of increased temperature" - ] - }, - { - "cell_type": "markdown", - "id": "a674a66e", - "metadata": { - "papermill": { - "duration": 0.073901, - "end_time": "2021-07-04T08:39:59.362521", - "exception": false, - "start_time": "2021-07-04T08:39:59.288620", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "## 1.5 Data structure" - ] - }, - { - "cell_type": "markdown", - "id": "1f2e078d", - "metadata": { - "papermill": { - "duration": 0.073874, - "end_time": "2021-07-04T08:39:59.512119", - "exception": false, - "start_time": "2021-07-04T08:39:59.438245", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "Columns in each data file are following:\n", - "* datetime - Represents dates and times of the moment when the value is written to the database (YYYY-MM-DD hh:mm:ss)\n", - "* Accelerometer1RMS - Shows a vibration acceleration (Amount of g units)\n", - "* Accelerometer2RMS - Shows a vibration acceleration (Amount of g units)\n", - "* Current - Shows the amperage on the electric motor (Ampere)\n", - "* Pressure - Represents the pressure in the loop after the water pump (Bar)\n", - "* Temperature - Shows the temperature of the engine body (The degree Celsius)\n", - "* Thermocouple - Represents the temperature of the fluid in the circulation loop (The degree Celsius)\n", - "* Voltage - Shows the voltage on the electric motor (Volt)\n", - "* RateRMS - Represents the circulation flow rate of the fluid inside the loop (Liter per minute)\n", - "* anomaly - Shows if the point is anomalous (0 or 1)\n", - "* changepoint - Shows if the point is a changepoint for collective anomalies (0 or 1)" - ] - }, - { - "cell_type": "markdown", - "id": "97c75c56", - "metadata": { - "papermill": { - "duration": 0.071564, - "end_time": "2021-07-04T08:39:59.655719", - "exception": false, - "start_time": "2021-07-04T08:39:59.584155", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "# 2 Data analysis" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "2d2f50ed", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:39:59.810209Z", - "iopub.status.busy": "2021-07-04T08:39:59.809397Z", - "iopub.status.idle": "2021-07-04T08:40:00.805451Z", - "shell.execute_reply": "2021-07-04T08:40:00.804562Z", - "shell.execute_reply.started": "2021-07-04T07:03:13.283818Z" - }, - "papermill": { - "duration": 1.076651, - "end_time": "2021-07-04T08:40:00.805662", - "exception": false, - "start_time": "2021-07-04T08:39:59.729011", - "status": "completed" - }, - "tags": [] - }, - "outputs": [], - "source": [ - "import os\n", - "import sys\n", - "import pandas as pd\n", - "import numpy as np\n", - "import datetime\n", - "from matplotlib import pyplot as plt\n", - "import seaborn as sns\n", - "from IPython.display import display, Markdown\n", - "\n", - "import warnings\n", - "warnings.filterwarnings('ignore')" - ] - }, - { - "cell_type": "markdown", - "id": "cbf2b933", - "metadata": { - "papermill": { - "duration": 0.072712, - "end_time": "2021-07-04T08:40:01.117712", - "exception": false, - "start_time": "2021-07-04T08:40:01.045000", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "## 2.1 Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "53dddbf7", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:01.267565Z", - "iopub.status.busy": "2021-07-04T08:40:01.266844Z", - "iopub.status.idle": "2021-07-04T08:40:01.305601Z", - "shell.execute_reply": "2021-07-04T08:40:01.304814Z", - "shell.execute_reply.started": "2021-07-04T07:03:13.764442Z" - }, - "papermill": { - "duration": 0.115346, - "end_time": "2021-07-04T08:40:01.305752", - "exception": false, - "start_time": "2021-07-04T08:40:01.190406", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Список файлов:\n" - ] - }, - { - "data": { - "text/plain": [ - "['../data/anomaly-free/anomaly-free.csv',\n", - " '../data/other/1.csv',\n", - " '../data/other/10.csv',\n", - " '../data/other/11.csv',\n", - " '../data/other/12.csv',\n", - " '../data/other/13.csv',\n", - " '../data/other/14.csv',\n", - " '../data/other/2.csv',\n", - " '../data/other/3.csv',\n", - " '../data/other/4.csv',\n", - " '../data/other/5.csv',\n", - " '../data/other/6.csv',\n", - " '../data/other/7.csv',\n", - " '../data/other/8.csv',\n", - " '../data/other/9.csv',\n", - " '../data/valve1/0.csv',\n", - " '../data/valve1/1.csv',\n", - " '../data/valve1/10.csv',\n", - " '../data/valve1/11.csv',\n", - " '../data/valve1/12.csv',\n", - " '../data/valve1/13.csv',\n", - " '../data/valve1/14.csv',\n", - " '../data/valve1/15.csv',\n", - " '../data/valve1/2.csv',\n", - " '../data/valve1/3.csv',\n", - " '../data/valve1/4.csv',\n", - " '../data/valve1/5.csv',\n", - " '../data/valve1/6.csv',\n", - " '../data/valve1/7.csv',\n", - " '../data/valve1/8.csv',\n", - " '../data/valve1/9.csv',\n", - " '../data/valve2/0.csv',\n", - " '../data/valve2/1.csv',\n", - " '../data/valve2/2.csv',\n", - " '../data/valve2/3.csv']" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "all_files = []\n", - "for root, dirs, files in os.walk(\"../data/\"):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(f'{root}/{file}')\n", - "\n", - "print(\"Список файлов:\")\n", - "all_files.sort()\n", - "display(all_files)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "b47ddb83", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:01.614110Z", - "iopub.status.busy": "2021-07-04T08:40:01.613398Z", - "iopub.status.idle": "2021-07-04T08:40:01.616293Z", - "shell.execute_reply": "2021-07-04T08:40:01.615687Z", - "shell.execute_reply.started": "2021-07-04T07:03:13.793922Z" - }, - "papermill": { - "duration": 0.082924, - "end_time": "2021-07-04T08:40:01.616428", - "exception": false, - "start_time": "2021-07-04T08:40:01.533504", - "status": "completed" - }, - "tags": [] - }, - "outputs": [], - "source": [ - "other_description = {'1.csv':'Simulation of fluid leaks and fluid additions',\n", - "'2.csv':'Simulation of fluid leaks and fluid additions',\n", - "'3.csv':'Simulation of fluid leaks and fluid additions',\n", - "'4.csv':'Simulation of fluid leaks and fluid additions',\n", - "'5.csv':'Sharply behavior of rotor imbalance',\n", - "'6.csv':'Linear behavior of rotor imbalance',\n", - "'7.csv':'Step behavior of rotor imbalance',\n", - "'8.csv':'Dirac delta function behavior of rotor imbalance',\n", - "'9.csv':'Exponential behavior of rotor imbalance',\n", - "'10.csv':'The slow increase in the amount of water in the circuit',\n", - "'11.csv':'The sudden increase in the amount of water in the circuit',\n", - "'12.csv':'Draining water from the tank until cavitation',\n", - "'13.csv':'Two-phase flow supply to the pump inlet (cavitation)',\n", - "'14.csv':'Water supply of increased temperature',\n", - " }" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "91dbc289", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:01.770246Z", - "iopub.status.busy": "2021-07-04T08:40:01.769546Z", - "iopub.status.idle": "2021-07-04T08:40:02.370927Z", - "shell.execute_reply": "2021-07-04T08:40:02.370143Z", - "shell.execute_reply.started": "2021-07-04T07:03:13.800463Z" - }, - "papermill": { - "duration": 0.679776, - "end_time": "2021-07-04T08:40:02.371108", - "exception": false, - "start_time": "2021-07-04T08:40:01.691332", - "status": "completed" - }, - "tags": [] - }, - "outputs": [], - "source": [ - "# Группировка данных по типу аномалии\n", - "anomaly_free_data = pd.read_csv('../data/anomaly-free/anomaly-free.csv',\n", - " sep=';', index_col='datetime', parse_dates=True)\n", - "valve1_data = {file.split('/')[-1]: pd.read_csv(file, sep=';', index_col='datetime', parse_dates=True) for file\n", - " in all_files if 'valve1' in file}\n", - "valve2_data = {file.split('/')[-1]: pd.read_csv(file, sep=';', index_col='datetime', parse_dates=True) for file\n", - " in all_files if 'valve2' in file}\n", - "other_data = {file.split('/')[-1]: pd.read_csv(file, sep=';', index_col='datetime', parse_dates=True) for file \n", - " in all_files if 'other' in file}" - ] - }, - { - "cell_type": "markdown", - "id": "438abadb", - "metadata": { - "papermill": { - "duration": 0.079982, - "end_time": "2021-07-04T08:40:02.530980", - "exception": false, - "start_time": "2021-07-04T08:40:02.450998", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "## 2.2 Summarized information about the data\n", - "This section focuses on general information about data and contains the following subsections:\n", - "* Number of experiments, dataset sizes\n", - "* Aggregated experiment data\n", - "* Descriptive statistics\n", - "* Gaps and outliers in the data\n", - "* Measurement resolution\n", - "* Pairwise correlations\n", - "* Determination of the operation modes: transfer mode, work mode, stop mode" - ] - }, - { - "cell_type": "markdown", - "id": "be56b924", - "metadata": { - "papermill": { - "duration": 0.073232, - "end_time": "2021-07-04T08:40:02.678226", - "exception": false, - "start_time": "2021-07-04T08:40:02.604994", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "### 2.2.1 Number of experiments, dataset sizes\n", - "To get started, you can look at the number of experiments in each group, the first few rows in these experiments, and the dimension of the data in the experiments." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "4fc87295", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:02.834192Z", - "iopub.status.busy": "2021-07-04T08:40:02.832459Z", - "iopub.status.idle": "2021-07-04T08:40:02.877905Z", - "shell.execute_reply": "2021-07-04T08:40:02.879063Z", - "shell.execute_reply.started": "2021-07-04T07:03:14.209164Z" - }, - "papermill": { - "duration": 0.127658, - "end_time": "2021-07-04T08:40:02.879455", - "exception": false, - "start_time": "2021-07-04T08:40:02.751797", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "text/markdown": [ - "
__Number of experiments in each group:__" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Experiments with closing the valve at the outlet of the pump: 16\n", - "Experiments with closing the valve at the inlet flow to the pump: 4\n", - "Other experiments: 14\n", - "Datasets without anomalies: 1\n" - ] - }, - { - "data": { - "text/markdown": [ - "

__Dataset without anomalies__" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMS
datetime
2020-02-08 13:30:470.2023940.2751542.169750.38263890.645426.8508238.852122.664
2020-02-08 13:30:480.2031530.2778572.07999-0.27321690.797826.8639227.943122.338
2020-02-08 13:30:500.2020540.2757902.525770.38263890.773026.8603223.486121.338
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__The first dataset from the group \"Other experiments\"__" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
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2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
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" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "2020-03-01 15:44:07 0.082724 0.132378 1.12118 -0.273216 \n", - "2020-03-01 15:44:08 0.081648 0.139038 1.93242 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "2020-03-01 15:44:07 92.0144 22.2577 221.250 76.9806 \n", - "2020-03-01 15:44:08 92.2413 22.2748 236.615 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 \n", - "2020-03-01 15:44:07 0.0 0.0 \n", - "2020-03-01 15:44:08 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Dataset size: (745, 10)\n" - ] - } - ], - "source": [ - "display(Markdown('
__Number of experiments in each group:__'))\n", - "print('Experiments with closing the valve at the outlet of the pump:', len(valve1_data))\n", - "print('Experiments with closing the valve at the inlet flow to the pump:', len(valve2_data))\n", - "print('Other experiments:', len(other_data))\n", - "print('Datasets without anomalies: 1')\n", - "\n", - "display(Markdown('

__Dataset without anomalies__'))\n", - "display(anomaly_free_data.head(3))\n", - "print('Dataset size:', anomaly_free_data.shape)\n", - "\n", - "display(Markdown('

__The first dataset from the group \"Other experiments\"__'))\n", - "display(other_data['1.csv'].head(3))\n", - "print('Dataset size:', other_data['1.csv'].shape)" - ] - }, - { - "cell_type": "markdown", - "id": "419d6fc6", - "metadata": { - "papermill": { - "duration": 0.082153, - "end_time": "2021-07-04T08:40:03.043596", - "exception": false, - "start_time": "2021-07-04T08:40:02.961443", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "### 2.2.2 Aggregated data for experiments\n", - "To compare different experiments, we will collect aggregated information for each experiment and create a pivot table that includes the following fields:\n", - "* type of experiment\n", - "* experiment number\n", - "* description of the experiment\n", - "* experiment duration\n", - "* number of lines\n", - "* percentage of rows with anomalies\n", - "* number of state change points\n", - "* Main time between samples, seconds\n", - "* Percent of main sample frequency among all samples\n", - "* Number of time gaps between samples\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "90c2c5af", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:03.204984Z", - "iopub.status.busy": "2021-07-04T08:40:03.204265Z", - "iopub.status.idle": "2021-07-04T08:40:03.228500Z", - "shell.execute_reply": "2021-07-04T08:40:03.229085Z", - "shell.execute_reply.started": "2021-07-04T07:03:14.265207Z" - }, - "papermill": { - "duration": 0.105778, - "end_time": "2021-07-04T08:40:03.229266", - "exception": false, - "start_time": "2021-07-04T08:40:03.123488", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "text/markdown": [ - "
__An example of aggregated information for the experiment with the closing of the outlet valve__

" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "
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anomaly_typeexperimentdescriptiondurationrowsanomaly_percentchangepointsNasMain time between samples, secondsPercent of main sample frequency among all samplesNumber of gaps
0value11.csvClosing the valve downstream of the pump0 days 00:20:00114535.114.00195.10
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" - ], - "text/plain": [ - " anomaly_type experiment description \\\n", - "0 value1 1.csv Closing the valve downstream of the pump \n", - "\n", - " duration rows anomaly_percent changepoints Nas \\\n", - "0 0 days 00:20:00 1145 35.11 4.0 0 \n", - "\n", - " Main time between samples, seconds \\\n", - "0 1 \n", - "\n", - " Percent of main sample frequency among all samples Number of gaps \n", - "0 95.1 0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def experiment_describe(data, anomaly_type, description, experiment=0):\n", - " start_time = data.index.min()\n", - " finish_time = data.index.max()\n", - " duration = finish_time - start_time\n", - " \n", - " nas = data.isna().sum().sum()\n", - " \n", - " rows = data.shape[0]\n", - " if 'anomaly' in data.columns:\n", - " anomaly_percent = np.round(data['anomaly'].mean() * 100, 2)\n", - " changepoints = data['changepoint'].sum()\n", - " else:\n", - " anomaly_percent = 0\n", - " changepoints = 0 \n", - " \n", - " \n", - " dif_time = data.index.to_series().diff().dropna().dt.seconds.value_counts()\n", - " main_sample_rate = dif_time.index[0]\n", - " percent_of_main_sample_rate = round(dif_time.values[0]/dif_time.sum() * 100,2)\n", - " number_of_gaps = dif_time[dif_time.index > main_sample_rate*3].sum()\n", - " \n", - " \n", - " columns = ['anomaly_type', 'experiment', 'description', 'duration', 'rows', 'anomaly_percent', 'changepoints',\n", - " 'Nas', 'Main time between samples, seconds', 'Percent of main sample frequency among all samples', \n", - " 'Number of gaps']\n", - " values = np.array([anomaly_type, experiment, description, duration, rows, anomaly_percent, changepoints, nas,\n", - " main_sample_rate, percent_of_main_sample_rate,number_of_gaps]).reshape(1, -1)\n", - " \n", - " describe_df = pd.DataFrame(columns=columns, data=values)\n", - " return describe_df\n", - "\n", - "\n", - "experiment = '1.csv'\n", - "display(Markdown('
__An example of aggregated information for the experiment with the closing of the outlet valve__

'))\n", - "display(experiment_describe(valve1_data[experiment], 'value1', 'Closing the valve downstream of the pump', experiment))" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "1078de2c", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:03.550581Z", - "iopub.status.busy": "2021-07-04T08:40:03.549823Z", - "iopub.status.idle": "2021-07-04T08:40:03.720072Z", - "shell.execute_reply": "2021-07-04T08:40:03.719530Z", - "shell.execute_reply.started": "2021-07-04T07:03:14.296961Z" - }, - "papermill": { - "duration": 0.257509, - "end_time": "2021-07-04T08:40:03.720210", - "exception": false, - "start_time": "2021-07-04T08:40:03.462701", - "status": "completed" - }, - "scrolled": false, - "tags": [] - }, - "outputs": [ - { - "data": { - "text/markdown": [ - "
__Summary table for all experiments__

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anomaly_typeexperimentdescriptiondurationrowsanomaly_percentchangepointsNasMain time between samples, secondsPercent of main sample frequency among all samplesNumber of gaps
0anomaly_free0Normal mode0 days 02:46:009405000194.090
1valve10.csvClosing the valve downstream of the pump0 days 00:19:59114734.964.00195.380
2valve11.csvClosing the valve downstream of the pump0 days 00:20:00114535.114.00195.10
3valve110.csvClosing the valve downstream of the pump0 days 00:19:59114634.994.00195.280
4valve111.csvClosing the valve downstream of the pump0 days 00:20:00114134.974.00194.740
5valve112.csvClosing the valve downstream of the pump0 days 00:20:00114035.04.00194.640
6valve113.csvClosing the valve downstream of the pump0 days 00:19:59114035.04.00194.730
7valve114.csvClosing the valve downstream of the pump0 days 00:19:59113935.034.00194.640
8valve115.csvClosing the valve downstream of the pump0 days 00:20:00115035.134.00195.560
9valve12.csvClosing the valve downstream of the pump0 days 00:19:59107531.353.00195.251
10valve13.csvClosing the valve downstream of the pump0 days 00:20:01114835.194.00195.290
11valve14.csvClosing the valve downstream of the pump0 days 00:19:59109531.874.00195.161
12valve15.csvClosing the valve downstream of the pump0 days 00:19:59115434.924.00196.010
13valve16.csvClosing the valve downstream of the pump0 days 00:19:59115435.14.00196.010
14valve17.csvClosing the valve downstream of the pump0 days 00:20:00109437.024.00195.971
15valve18.csvClosing the valve downstream of the pump0 days 00:19:58114434.974.00195.190
16valve19.csvClosing the valve downstream of the pump0 days 00:20:00114835.024.00195.380
17valve20.csvClosing the valve at the inlet flow to the pump0 days 00:19:59112535.024.00193.330
18valve21.csvClosing the valve at the inlet flow to the pump0 days 00:20:00106331.334.00192.841
19valve22.csvClosing the valve at the inlet flow to the pump0 days 00:19:59112934.994.00193.710
20valve23.csvClosing the valve at the inlet flow to the pump0 days 00:17:3899539.74.00193.560
21other1.csvSimulation of fluid leaks and fluid additions0 days 00:13:0074525.232.00195.160
22other10.csvThe slow increase in the amount of water in th...0 days 00:23:18132744.164.00194.570
23other11.csvThe sudden increase in the amount of water in ...0 days 00:20:54119037.94.00194.530
24other12.csvDraining water from the tank until cavitation0 days 00:20:03104829.484.00190.2617
25other13.csvTwo-phase flow supply to the pump inlet (cavit...0 days 00:18:5492328.714.00190.4618
26other14.csvWater supply of increased temperature0 days 00:15:5190533.373.00194.80
27other2.csvSimulation of fluid leaks and fluid additions0 days 00:17:4378049.234.00194.991
28other3.csvSimulation of fluid leaks and fluid additions0 days 00:19:58113735.04.00194.540
29other4.csvSimulation of fluid leaks and fluid additions0 days 00:20:56119133.173.00194.450
30other5.csvSharply behavior of rotor imbalance0 days 00:20:08115535.52.00195.320
31other6.csvLinear behavior of rotor imbalance0 days 00:20:00114735.054.00195.290
32other7.csvStep behavior of rotor imbalance0 days 00:19:01109031.834.00195.220
33other8.csvDirac delta function behavior of rotor imbalance0 days 00:20:02114735.144.00195.110
34other9.csvExponential behavior of rotor imbalance0 days 00:19:59114435.054.00195.10
\n", - "
" - ], - "text/plain": [ - " anomaly_type experiment \\\n", - "0 anomaly_free 0 \n", - "1 valve1 0.csv \n", - "2 valve1 1.csv \n", - "3 valve1 10.csv \n", - "4 valve1 11.csv \n", - "5 valve1 12.csv \n", - "6 valve1 13.csv \n", - "7 valve1 14.csv \n", - "8 valve1 15.csv \n", - "9 valve1 2.csv \n", - "10 valve1 3.csv \n", - "11 valve1 4.csv \n", - "12 valve1 5.csv \n", - "13 valve1 6.csv \n", - "14 valve1 7.csv \n", - "15 valve1 8.csv \n", - "16 valve1 9.csv \n", - "17 valve2 0.csv \n", - "18 valve2 1.csv \n", - "19 valve2 2.csv \n", - "20 valve2 3.csv \n", - "21 other 1.csv \n", - "22 other 10.csv \n", - "23 other 11.csv \n", - "24 other 12.csv \n", - "25 other 13.csv \n", - "26 other 14.csv \n", - "27 other 2.csv \n", - "28 other 3.csv \n", - "29 other 4.csv \n", - "30 other 5.csv \n", - "31 other 6.csv \n", - "32 other 7.csv \n", - "33 other 8.csv \n", - "34 other 9.csv \n", - "\n", - " description duration rows \\\n", - "0 Normal mode 0 days 02:46:00 9405 \n", - "1 Closing the valve downstream of the pump 0 days 00:19:59 1147 \n", - "2 Closing the valve downstream of the pump 0 days 00:20:00 1145 \n", - "3 Closing the valve downstream of the pump 0 days 00:19:59 1146 \n", - "4 Closing the valve downstream of the pump 0 days 00:20:00 1141 \n", - "5 Closing the valve downstream of the pump 0 days 00:20:00 1140 \n", - "6 Closing the valve downstream of the pump 0 days 00:19:59 1140 \n", - "7 Closing the valve downstream of the pump 0 days 00:19:59 1139 \n", - "8 Closing the valve downstream of the pump 0 days 00:20:00 1150 \n", - "9 Closing the valve downstream of the pump 0 days 00:19:59 1075 \n", - "10 Closing the valve downstream of the pump 0 days 00:20:01 1148 \n", - "11 Closing the valve downstream of the pump 0 days 00:19:59 1095 \n", - "12 Closing the valve downstream of the pump 0 days 00:19:59 1154 \n", - "13 Closing the valve downstream of the pump 0 days 00:19:59 1154 \n", - "14 Closing the valve downstream of the pump 0 days 00:20:00 1094 \n", - "15 Closing the valve downstream of the pump 0 days 00:19:58 1144 \n", - "16 Closing the valve downstream of the pump 0 days 00:20:00 1148 \n", - "17 Closing the valve at the inlet flow to the pump 0 days 00:19:59 1125 \n", - "18 Closing the valve at the inlet flow to the pump 0 days 00:20:00 1063 \n", - "19 Closing the valve at the inlet flow to the pump 0 days 00:19:59 1129 \n", - "20 Closing the valve at the inlet flow to the pump 0 days 00:17:38 995 \n", - "21 Simulation of fluid leaks and fluid additions 0 days 00:13:00 745 \n", - "22 The slow increase in the amount of water in th... 0 days 00:23:18 1327 \n", - "23 The sudden increase in the amount of water in ... 0 days 00:20:54 1190 \n", - "24 Draining water from the tank until cavitation 0 days 00:20:03 1048 \n", - "25 Two-phase flow supply to the pump inlet (cavit... 0 days 00:18:54 923 \n", - "26 Water supply of increased temperature 0 days 00:15:51 905 \n", - "27 Simulation of fluid leaks and fluid additions 0 days 00:17:43 780 \n", - "28 Simulation of fluid leaks and fluid additions 0 days 00:19:58 1137 \n", - "29 Simulation of fluid leaks and fluid additions 0 days 00:20:56 1191 \n", - "30 Sharply behavior of rotor imbalance 0 days 00:20:08 1155 \n", - "31 Linear behavior of rotor imbalance 0 days 00:20:00 1147 \n", - "32 Step behavior of rotor imbalance 0 days 00:19:01 1090 \n", - "33 Dirac delta function behavior of rotor imbalance 0 days 00:20:02 1147 \n", - "34 Exponential behavior of rotor imbalance 0 days 00:19:59 1144 \n", - "\n", - " anomaly_percent changepoints Nas Main time between samples, seconds \\\n", - "0 0 0 0 1 \n", - "1 34.96 4.0 0 1 \n", - "2 35.11 4.0 0 1 \n", - "3 34.99 4.0 0 1 \n", - "4 34.97 4.0 0 1 \n", - "5 35.0 4.0 0 1 \n", - "6 35.0 4.0 0 1 \n", - "7 35.03 4.0 0 1 \n", - "8 35.13 4.0 0 1 \n", - "9 31.35 3.0 0 1 \n", - "10 35.19 4.0 0 1 \n", - "11 31.87 4.0 0 1 \n", - "12 34.92 4.0 0 1 \n", - "13 35.1 4.0 0 1 \n", - "14 37.02 4.0 0 1 \n", - "15 34.97 4.0 0 1 \n", - "16 35.02 4.0 0 1 \n", - "17 35.02 4.0 0 1 \n", - "18 31.33 4.0 0 1 \n", - "19 34.99 4.0 0 1 \n", - "20 39.7 4.0 0 1 \n", - "21 25.23 2.0 0 1 \n", - "22 44.16 4.0 0 1 \n", - "23 37.9 4.0 0 1 \n", - "24 29.48 4.0 0 1 \n", - "25 28.71 4.0 0 1 \n", - "26 33.37 3.0 0 1 \n", - "27 49.23 4.0 0 1 \n", - "28 35.0 4.0 0 1 \n", - "29 33.17 3.0 0 1 \n", - "30 35.5 2.0 0 1 \n", - "31 35.05 4.0 0 1 \n", - "32 31.83 4.0 0 1 \n", - "33 35.14 4.0 0 1 \n", - "34 35.05 4.0 0 1 \n", - "\n", - " Percent of main sample frequency among all samples Number of gaps \n", - "0 94.09 0 \n", - "1 95.38 0 \n", - "2 95.1 0 \n", - "3 95.28 0 \n", - "4 94.74 0 \n", - "5 94.64 0 \n", - "6 94.73 0 \n", - "7 94.64 0 \n", - "8 95.56 0 \n", - "9 95.25 1 \n", - "10 95.29 0 \n", - "11 95.16 1 \n", - "12 96.01 0 \n", - "13 96.01 0 \n", - "14 95.97 1 \n", - "15 95.19 0 \n", - "16 95.38 0 \n", - "17 93.33 0 \n", - "18 92.84 1 \n", - "19 93.71 0 \n", - "20 93.56 0 \n", - "21 95.16 0 \n", - "22 94.57 0 \n", - "23 94.53 0 \n", - "24 90.26 17 \n", - "25 90.46 18 \n", - "26 94.8 0 \n", - "27 94.99 1 \n", - "28 94.54 0 \n", - "29 94.45 0 \n", - "30 95.32 0 \n", - "31 95.29 0 \n", - "32 95.22 0 \n", - "33 95.11 0 \n", - "34 95.1 0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def get_summary_table():\n", - " df = experiment_describe(anomaly_free_data, 'anomaly_free', 'Normal mode')\n", - " \n", - " for experiment in valve1_data:\n", - " df = pd.concat([df, experiment_describe(valve1_data[experiment], 'valve1', \n", - " 'Closing the valve downstream of the pump', experiment)])\n", - " \n", - " for experiment in valve2_data:\n", - " df = pd.concat([df, experiment_describe(valve2_data[experiment], 'valve2',\n", - " 'Closing the valve at the inlet flow to the pump', experiment)])\n", - " \n", - " for experiment in other_data:\n", - " df = pd.concat([df, experiment_describe(other_data[experiment], 'other', other_description[experiment], experiment)])\n", - " \n", - " df.index = [x for x in range(df.shape[0])]\n", - " return df\n", - "\n", - "summary_table = get_summary_table()\n", - "display(Markdown('
__Summary table for all experiments__

'))\n", - "display(summary_table)" - ] - }, - { - "cell_type": "markdown", - "id": "10715239", - "metadata": { - "papermill": { - "duration": 0.07967, - "end_time": "2021-07-04T08:40:03.881075", - "exception": false, - "start_time": "2021-07-04T08:40:03.801405", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "__From this table, the following can be noted:__\n", - "* The target time for experiments is about 20 minutes, for anomaly_free the time was 2 hours 46 minutes\n", - "* The percentage of time with an abnormal mode is in the range from 25.83% to 57.74%, but for the main part, this value is in the region of 35%\n", - "* For most experiments, 4 state change points are recorded\n", - "* np.NaN values are missing in the data" - ] - }, - { - "cell_type": "markdown", - "id": "7af79e81", - "metadata": {}, - "source": [ - " " - ] - }, - { - "cell_type": "markdown", - "id": "6ce9a899", - "metadata": {}, - "source": [ - "\n", - "## 2.3 Signal analysis" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "3ddef134", - "metadata": {}, - "outputs": [], - "source": [ - "# Join datasets\n", - "all_data = pd.concat(([anomaly_free_data] + list(valve1_data.values()) + list(valve2_data.values()) + list(other_data.values())),\n", - " 0).sort_index().drop_duplicates()" - ] - }, - { - "cell_type": "markdown", - "id": "b269c10f", - "metadata": { - "papermill": { - "duration": 0.083039, - "end_time": "2021-07-04T08:40:04.045816", - "exception": false, - "start_time": "2021-07-04T08:40:03.962777", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "### 2.3.1 Descriptive statistics\n", - "To further familiarize yourself with the data, you can display descriptive statistics for one of the experiments.\n", - "They include the following fields:\n", - "* count - number of records that are not gaps (np.NaN)\n", - "* minimum, average, maximum values, median and 25 75 percentiles\n", - "* standard deviation" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "d8208bb9", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:04.217708Z", - "iopub.status.busy": "2021-07-04T08:40:04.217024Z", - "iopub.status.idle": "2021-07-04T08:40:04.256434Z", - "shell.execute_reply": "2021-07-04T08:40:04.255703Z", - "shell.execute_reply.started": "2021-07-04T07:03:14.481751Z" - }, - "papermill": { - "duration": 0.128446, - "end_time": "2021-07-04T08:40:04.256598", - "exception": false, - "start_time": "2021-07-04T08:40:04.128152", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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Accelerometer1RMS46325.00.1291010.1270900.0157520.0274290.0802130.2156130.722747
Accelerometer2RMS46325.00.1625230.1451930.0155050.0403930.1296440.2685360.800498
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Pressure46325.00.0796360.259709-1.2570000.0547110.0547110.3826381.694350
Temperature46325.079.2704499.41504665.08900069.48060084.87640088.60940095.011400
Thermocouple46325.026.5569552.55840722.02090024.64350025.54790029.14510033.415100
Voltage46325.0229.59408410.950017200.744000223.591000229.876000235.943000255.324000
Volume Flow RateRMS46325.075.32418945.5878490.55551232.00000072.000000126.000000133.688000
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" - ], - "text/plain": [ - " count mean std min 25% \\\n", - "Accelerometer1RMS 46325.0 0.129101 0.127090 0.015752 0.027429 \n", - "Accelerometer2RMS 46325.0 0.162523 0.145193 0.015505 0.040393 \n", - "Current 46325.0 1.650803 0.793768 0.149842 0.977756 \n", - "Pressure 46325.0 0.079636 0.259709 -1.257000 0.054711 \n", - "Temperature 46325.0 79.270449 9.415046 65.089000 69.480600 \n", - "Thermocouple 46325.0 26.556955 2.558407 22.020900 24.643500 \n", - "Voltage 46325.0 229.594084 10.950017 200.744000 223.591000 \n", - "Volume Flow RateRMS 46325.0 75.324189 45.587849 0.555512 32.000000 \n", - "\n", - " 50% 75% max \n", - "Accelerometer1RMS 0.080213 0.215613 0.722747 \n", - "Accelerometer2RMS 0.129644 0.268536 0.800498 \n", - "Current 1.362620 2.472350 3.318370 \n", - "Pressure 0.054711 0.382638 1.694350 \n", - "Temperature 84.876400 88.609400 95.011400 \n", - "Thermocouple 25.547900 29.145100 33.415100 \n", - "Voltage 229.876000 235.943000 255.324000 \n", - "Volume Flow RateRMS 72.000000 126.000000 133.688000 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "display(all_data.iloc[:,:-2].describe().T)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "eb9c5546", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:04.597319Z", - "iopub.status.busy": "2021-07-04T08:40:04.596150Z", - "iopub.status.idle": "2021-07-04T08:40:04.791359Z", - "shell.execute_reply": "2021-07-04T08:40:04.790733Z", - "shell.execute_reply.started": "2021-07-04T07:03:14.525093Z" - }, - "papermill": { - "duration": 0.288326, - "end_time": "2021-07-04T08:40:04.791551", - "exception": false, - "start_time": "2021-07-04T08:40:04.503225", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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anomaly freevalve1[1.csv]valve2[1.csv]other[1.csv]
Accelerometer1RMS mean0.2126040.0268680.0276630.080549
Accelerometer2RMS mean0.2684070.0400450.0400370.131089
Current mean2.4030100.9790260.9768451.569378
Pressure mean0.1112660.0744730.0485410.054711
Temperature mean89.47230873.71352367.89517492.567708
Thermocouple mean28.47431025.74002724.26509622.237863
Voltage mean228.647173231.413459230.143218230.246807
Volume Flow RateRMS mean125.23747131.56681931.47227576.157459
Accelerometer1RMS std0.0047400.0003130.0003330.001167
Accelerometer2RMS std0.0039890.0009880.0010860.003030
Current std0.4864690.2774540.2697480.386894
Pressure std0.2533320.2499900.2706890.270437
Temperature std0.6671091.3331440.6951981.933215
Thermocouple std0.7307340.0633990.0215730.018487
Voltage std10.98057810.76413411.23599411.037523
Volume Flow RateRMS std1.6053270.7600211.3145351.155151
\n", - "
" - ], - "text/plain": [ - " anomaly free valve1[1.csv] valve2[1.csv] \\\n", - "Accelerometer1RMS mean 0.212604 0.026868 0.027663 \n", - "Accelerometer2RMS mean 0.268407 0.040045 0.040037 \n", - "Current mean 2.403010 0.979026 0.976845 \n", - "Pressure mean 0.111266 0.074473 0.048541 \n", - "Temperature mean 89.472308 73.713523 67.895174 \n", - "Thermocouple mean 28.474310 25.740027 24.265096 \n", - "Voltage mean 228.647173 231.413459 230.143218 \n", - "Volume Flow RateRMS mean 125.237471 31.566819 31.472275 \n", - "Accelerometer1RMS std 0.004740 0.000313 0.000333 \n", - "Accelerometer2RMS std 0.003989 0.000988 0.001086 \n", - "Current std 0.486469 0.277454 0.269748 \n", - "Pressure std 0.253332 0.249990 0.270689 \n", - "Temperature std 0.667109 1.333144 0.695198 \n", - "Thermocouple std 0.730734 0.063399 0.021573 \n", - "Voltage std 10.980578 10.764134 11.235994 \n", - "Volume Flow RateRMS std 1.605327 0.760021 1.314535 \n", - "\n", - " other[1.csv] \n", - "Accelerometer1RMS mean 0.080549 \n", - "Accelerometer2RMS mean 0.131089 \n", - "Current mean 1.569378 \n", - "Pressure mean 0.054711 \n", - "Temperature mean 92.567708 \n", - "Thermocouple mean 22.237863 \n", - "Voltage mean 230.246807 \n", - "Volume Flow RateRMS mean 76.157459 \n", - "Accelerometer1RMS std 0.001167 \n", - "Accelerometer2RMS std 0.003030 \n", - "Current std 0.386894 \n", - "Pressure std 0.270437 \n", - "Temperature std 1.933215 \n", - "Thermocouple std 0.018487 \n", - "Voltage std 11.037523 \n", - "Volume Flow RateRMS std 1.155151 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "columns = anomaly_free_data.columns\n", - "mean_table = pd.DataFrame(index=[x + ' mean' for x in columns])\n", - "mean_table['anomaly free'] = anomaly_free_data.describe().loc['mean'].values\n", - "mean_table['valve1[1.csv]'] = valve1_data['1.csv'][columns].describe().loc['mean'].values\n", - "mean_table['valve2[1.csv]'] = valve2_data['1.csv'][columns].describe().loc['mean'].values\n", - "mean_table['other[1.csv]'] = other_data['1.csv'][columns].describe().loc['mean'].values\n", - "\n", - "std_table = pd.DataFrame(index=[x + ' std' for x in columns])\n", - "std_table['anomaly free'] = anomaly_free_data.describe().loc['std'].values\n", - "std_table['valve1[1.csv]'] = valve1_data['1.csv'][columns].describe().loc['std'].values\n", - "std_table['valve2[1.csv]'] = valve2_data['1.csv'][columns].describe().loc['std'].values\n", - "std_table['other[1.csv]'] = other_data['1.csv'][columns].describe().loc['std'].values\n", - "\n", - "std_mean_table = pd.concat([mean_table, std_table,])\n", - "display(std_mean_table)" - ] - }, - { - "cell_type": "markdown", - "id": "15c1168e", - "metadata": { - "papermill": { - "duration": 0.099599, - "end_time": "2021-07-04T08:40:04.989095", - "exception": false, - "start_time": "2021-07-04T08:40:04.889496", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "__From this table, the following points can be distinguished:__\n", - "* The average value of vibration acceleration for anomaly free is almost an order of magnitude higher than for experiments with closing inlet and outlet valves (valve1[0], valve2[0])\n", - "* The average water flow rate for anomaly free is 4 times higher than for experiments with closing inlet and outlet valves (valve1[0], valve2[0])\n", - "* Average values of temperature, pressure, current, thermocouple for anomaly free are higher than for experiments with closing inlet and outlet valves (valve1[0], valve2[0])" - ] - }, - { - "cell_type": "markdown", - "id": "4ae72e43", - "metadata": { - "papermill": { - "duration": 0.086032, - "end_time": "2021-07-04T08:40:05.366015", - "exception": false, - "start_time": "2021-07-04T08:40:05.279983", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "### 2.3.2 Signal plots" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "ae5c59f0", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:05.545974Z", - "iopub.status.busy": "2021-07-04T08:40:05.544944Z", - "iopub.status.idle": "2021-07-04T08:40:07.838046Z", - "shell.execute_reply": "2021-07-04T08:40:07.838600Z", - "shell.execute_reply.started": "2021-07-04T07:03:14.703808Z" - }, - "papermill": { - "duration": 2.385422, - "end_time": "2021-07-04T08:40:07.838777", - "exception": false, - "start_time": "2021-07-04T08:40:05.453355", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "for column in all_data.columns[:-2]:\n", - " plt.figure(figsize=(16, 3))\n", - " plt.plot(all_data[column].values) #without gaps\n", - " plt.title(column)\n", - " plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "1b29f155", - "metadata": { - "papermill": { - "duration": 0.204022, - "end_time": "2021-07-04T08:40:33.214044", - "exception": false, - "start_time": "2021-07-04T08:40:33.010022", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "### 2.3.3 Pairwise Correlations\n", - "Pairwise correlation information can often be used to search for relationships between features." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "f365a33a", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:33.621560Z", - "iopub.status.busy": "2021-07-04T08:40:33.620895Z", - "iopub.status.idle": "2021-07-04T08:40:34.269688Z", - "shell.execute_reply": "2021-07-04T08:40:34.269032Z", - "shell.execute_reply.started": "2021-07-04T07:03:30.707700Z" - }, - "papermill": { - "duration": 0.853804, - "end_time": "2021-07-04T08:40:34.269830", - "exception": false, - "start_time": "2021-07-04T08:40:33.416026", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "text/markdown": [ - "__Data without anomalies:__" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "plt.figure(figsize=(8, 8))\n", - "display(Markdown('__Data without anomalies:__'))\n", - "sns.heatmap(all_data.corr(), annot = True, fmt='.2g');" - ] - }, - { - "cell_type": "markdown", - "id": "066d4445", - "metadata": { - "papermill": { - "duration": 0.206786, - "end_time": "2021-07-04T08:40:37.605424", - "exception": false, - "start_time": "2021-07-04T08:40:37.398638", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "### 2.3.4 Pairplot\n", - "To search for relationships between features, you can also use the pairplot function from the seaborn library, which combines all possible scatterplots and histograms" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "548b0a26", - "metadata": { - "execution": { - "iopub.execute_input": "2021-07-04T08:40:38.093354Z", - "iopub.status.busy": "2021-07-04T08:40:38.092139Z", - "iopub.status.idle": "2021-07-04T08:40:48.903265Z", - "shell.execute_reply": "2021-07-04T08:40:48.902727Z", - "shell.execute_reply.started": "2021-07-04T07:03:32.895539Z" - }, - "papermill": { - "duration": 11.059219, - "end_time": "2021-07-04T08:40:48.903400", - "exception": false, - "start_time": "2021-07-04T08:40:37.844181", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Wall time: 2.36 s\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "%%time\n", - "features = ['Accelerometer1RMS', 'Current', 'Temperature', 'Thermocouple', 'Voltage', 'Volume Flow RateRMS']\n", - "sns.pairplot(all_data.reset_index()[features]);\n" - ] - }, - { - "cell_type": "markdown", - "id": "723e2f48", - "metadata": { - "papermill": { - "duration": 0.232586, - "end_time": "2021-07-04T08:40:51.837580", - "exception": false, - "start_time": "2021-07-04T08:40:51.604994", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "\n", - "### 2.3.5 Distribution plot" - ] - }, - { - "cell_type": "markdown", - "id": "c225136c", - "metadata": { - "papermill": { - "duration": 0.238396, - "end_time": "2021-07-04T08:40:52.312404", - "exception": false, - "start_time": "2021-07-04T08:40:52.074008", - "status": "completed" - }, - "tags": [] - }, - "source": [ - "First of all, for the analysis of parameters, it is useful to look at the distribution of values using a histogram" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "7645f96d", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", 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\n", 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\n", 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "bins = None\n", - "for col in features:\n", - " plt.figure(figsize=(16, 6))\n", - " sns.distplot(all_data[col].values,bins=bins,label='all data') #without gaps \n", - " sns.distplot(valve1_data['1.csv'].values,bins=bins,label='valve1 1.csv') #without gaps \n", - " sns.distplot(valve2_data['1.csv'].values,bins=bins,label='valve2 1.csv') #without gaps \n", - " sns.distplot(other_data['1.csv'].values,bins=bins,label='other 1.csv') #without gaps \n", - " plt.title(column)\n", - " plt.legend()\n", - " plt.show()\n", - "# all_data = pd.concat(([anomaly_free_data] + list(valve1_data.values()) + list(valve2_data.values()) + list(other_data.values())),\n", - "# 0).sort_index().drop_duplicates()" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.7" - }, - "papermill": { - "default_parameters": {}, - "duration": 86.1257, - "end_time": "2021-07-04T08:41:16.537561", - "environment_variables": {}, - "exception": null, - "input_path": "__notebook__.ipynb", - "output_path": "__notebook__.ipynb", - "parameters": {}, - "start_time": "2021-07-04T08:39:50.411861", - "version": "2.3.2" - }, - "toc": { - "base_numbering": 1, - "nav_menu": { - "height": "346.989px", - "width": "356.989px" - }, - "number_sections": true, - "sideBar": true, - "skip_h1_title": false, - "title_cell": "Table of Contents", - "title_sidebar": "Contents", - "toc_cell": false, - "toc_position": {}, - "toc_section_display": true, - "toc_window_display": false - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/LSTM_AE.ipynb b/notebooks/LSTM_AE.ipynb index 8e34e51..46d592e 100644 --- a/notebooks/LSTM_AE.ipynb +++ b/notebooks/LSTM_AE.ipynb @@ -16,20 +16,23 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", + "import numpy as np\n", "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", + "from sklearn.preprocessing import StandardScaler\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.LSTM_AE import LSTM_AE\n", + "from core.metrics import chp_score\n", + "from core.utils import create_sequences, load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, @@ -40,243 +43,13 @@ "## Data" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "path_to_data = '../data/'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
\n", - "
" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "Xy_traintest_list = load_preprocess_skab()" ] }, { @@ -297,18 +70,7 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from LSTM_AE import LSTM_AE \n", - "from sklearn.preprocessing import StandardScaler\n", - "import numpy as np" - ] - }, - { - "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -317,33 +79,19 @@ "BATCH_SIZE = 32\n", "VAL_SPLIT = 0.1\n", "N_STEPS = 10\n", - "Q = 0.99 # quantile for upper control limit (UCL) selection\n", + "Q = 0.99 # quantile for upper control limit (UCL) selection\n", "PARAM = [EPOCHS, BATCH_SIZE, VAL_SPLIT]" ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "model = LSTM_AE(PARAM)" ] }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "# Generated training sequences for use in the model.\n", - "def create_sequences(values, time_steps=N_STEPS):\n", - " output = []\n", - " for i in range(len(values) - time_steps + 1):\n", - " output.append(values[i : (i + time_steps)])\n", - " return np.stack(output)" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -353,129 +101,57 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "13/13 [==============================] - 0s 5ms/step\n", - "23/23 [==============================] - 0s 6ms/step\n", - "13/13 [==============================] - 0s 6ms/step\n", - "42/42 [==============================] - 0s 6ms/step\n", - "13/13 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[==============================] - 0s 10ms/step\n", - "13/13 [==============================] - 0s 8ms/step\n", - "36/36 [==============================] - 0s 9ms/step\n", - "13/13 [==============================] - 0s 8ms/step\n", - "36/36 [==============================] - 0s 8ms/step\n", - "13/13 [==============================] - 0s 8ms/step\n", - "36/36 [==============================] - 0s 8ms/step\n", - "13/13 [==============================] - 0s 9ms/step\n", - "34/34 [==============================] - 0s 10ms/step\n", - "13/13 [==============================] - 0s 8ms/step\n", - "36/36 [==============================] - 0s 8ms/step\n", - "13/13 [==============================] - 0s 9ms/step\n", - "34/34 [==============================] - 0s 8ms/step\n", - "13/13 [==============================] - 0s 8ms/step\n", - "36/36 [==============================] - 0s 8ms/step\n", - "13/13 [==============================] - 0s 10ms/step\n", - "36/36 [==============================] - 0s 11ms/step\n", - "13/13 [==============================] - 1s 13ms/step\n", - "34/34 [==============================] - 0s 10ms/step\n", - "13/13 [==============================] - 1s 10ms/step\n", - "36/36 [==============================] - 0s 12ms/step\n", - "13/13 [==============================] - 1s 15ms/step\n", - "36/36 [==============================] - 1s 15ms/step\n", - "13/13 [==============================] - 1s 9ms/step\n", - "35/35 [==============================] - 0s 10ms/step\n", - "13/13 [==============================] - 1s 9ms/step\n", - "33/33 [==============================] - 0s 9ms/step\n", - "13/13 [==============================] - 1s 9ms/step\n", - "35/35 [==============================] - 0s 10ms/step\n", - "13/13 [==============================] - 1s 12ms/step\n", - "31/31 [==============================] - 0s 12ms/step\n", - "CPU times: total: 17min 38s\n", - "Wall time: 9min 18s\n" - ] - } - ], + "outputs": [], "source": [ - "%%time\n", "# inference\n", "predicted_outlier, predicted_cp = [], []\n", - "for df in list_of_df:\n", - " X_train = df[:400].drop(['anomaly','changepoint'], axis=1)\n", - " \n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", " # scaler init and fitting\n", " StSc = StandardScaler()\n", " StSc.fit(X_train)\n", - " \n", + "\n", " # convert into input/output\n", " X = create_sequences(StSc.transform(X_train), N_STEPS)\n", - " \n", + "\n", " # model fitting\n", " # history, model = arch(X)\n", " model.fit(X)\n", - " \n", + "\n", " # results predicting\n", - " residuals = pd.Series(np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1))\n", - " UCL = residuals.quantile(Q) * 3/2\n", - " \n", + " residuals = pd.Series(\n", + " np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1)\n", + " )\n", + " UCL = residuals.quantile(Q) * 3 / 2\n", + "\n", " # results predicting\n", - " X = create_sequences(StSc.transform(df.drop(['anomaly','changepoint'], axis=1)), N_STEPS)\n", - " cnn_residuals = pd.Series(np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1))\n", - " \n", + " X = create_sequences(StSc.transform(X_test), N_STEPS)\n", + " cnn_residuals = pd.Series(\n", + " np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1)\n", + " )\n", + "\n", " # data i is an anomaly if samples [(i - timesteps + 1) to (i)] are anomalies\n", " anomalous_data = cnn_residuals > UCL\n", " anomalous_data_indices = []\n", " for data_idx in range(N_STEPS - 1, len(X) - N_STEPS + 1):\n", " if np.all(anomalous_data[data_idx - N_STEPS + 1 : data_idx]):\n", " anomalous_data_indices.append(data_idx)\n", - " \n", - " prediction = pd.Series(data=0, index=df.index)\n", + "\n", + " prediction = pd.Series(data=0, index=X_test.index)\n", " prediction.iloc[anomalous_data_indices] = 1\n", - " \n", + "\n", " # predicted outliers saving\n", " predicted_outlier.append(prediction)\n", - " \n", + "\n", " # predicted CPs saving\n", " prediction_cp = abs(prediction.diff())\n", " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" ] }, { @@ -487,39 +163,14 @@ }, { "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 44, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
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" ] }, "metadata": {}, @@ -527,12 +178,11 @@ } ], "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" ] }, { @@ -544,14 +194,16 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": { - "tags": [] - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" ] }, { @@ -563,27 +215,23 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 13.97 %\n", - "Missing Alarm Rate 26.72 %\n", + "False Alarm Rate 29.96 %\n", + "Missing Alarm Rate 25.92 %\n", "F1 metric 0.74\n" ] } ], "source": [ + "# [donotremove]\n", "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { @@ -595,133 +243,65 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:10'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:23.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:01.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:52.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:06.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:51.600000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:37.600000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:15.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:15.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:25.750000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:42.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:24.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:52.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:52.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:07'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:07'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:09'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:08'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:59.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:03.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:06:00.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:12.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:11.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:17.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:18.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:32.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:32.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:33'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:33'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:38.800000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:38.800000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:39'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:40'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:40'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:40'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:40.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:40.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:40.800000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:40.800000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:41'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:42'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:39.750000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:33.750000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:34.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:35.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:35.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:35.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:35.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:36.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:35.800000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:35.800000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:37'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:37'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:37.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:37.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:38'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:38'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:29.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:29.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:30'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:32'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:30.800000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:30.800000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:02.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:03.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 73\n", - "A number of FPs = 33\n", - "Average time 0 days 00:01:14.790178571\n" + "Amount of true anomalies 127\n", + "A number of missed CPs = 88\n", + "A number of FPs = 69\n", + "Average time 0 days 00:00:17\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 46, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:57'), Timestamp('2020-02-08 18:20:31'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:52'), Timestamp('2020-02-08 18:51:40'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:43'), Timestamp('2020-02-08 19:26:22'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:27'), Timestamp('2020-02-08 17:16:58'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:26'), Timestamp('2020-02-08 17:23:59'))\n", - "Standart - 20.2\n", - "LowFP - 15.33\n", - "LowFN - 24.32\n" + "Standard - 23.51\n", + "LowFP - 20.11\n", + "LowFN - 25.91\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -733,7 +313,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/LSTM_VAE.ipynb b/notebooks/LSTM_VAE.ipynb deleted file mode 100644 index f8702d2..0000000 --- a/notebooks/LSTM_VAE.ipynb +++ /dev/null @@ -1,693 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Pipeline for the anomaly detection on the SKAB using LSTM-VAE" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Details regarding the SKAB one can find in the [SKAB repository](https://github.com/waico/SKAB)." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "## Libraries importing" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "# libraries importing\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", - "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", - "\n", - "import warnings\n", - "warnings.filterwarnings(\"ignore\", category=UserWarning)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "path_to_data = '../data/'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
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" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Method" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "### Method initialization" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from LSTM_VAE import LSTM_VAE\n", - "from sklearn.preprocessing import StandardScaler\n", - "from tqdm import tqdm\n", - "import numpy as np" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "# hyperparameters selection\n", - "N_STEPS = 5\n", - "Q = 0.999 # quantile for upper control limit (UCL) selection" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "# model defining \n", - "model = LSTM_VAE()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "# Generated training sequences for use in the model.\n", - "def create_sequences(values, time_steps):\n", - " output = []\n", - " for i in range(len(values) - time_steps + 1):\n", - " output.append(values[i : (i + time_steps)])\n", - " return np.stack(output)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Method fitting and applying" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "1st loop: 100%|██████████| 34/34 [37:31<00:00, 66.22s/it] " - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CPU times: total: 1h 7min 25s\n", - "Wall time: 37min 31s\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\n" - ] - } - ], - "source": [ - "%%time\n", - "# inference\n", - "predicted_outlier, predicted_cp = [], []\n", - "for df in tqdm(list_of_df, desc='1st loop'):\n", - " X_train = df[:400].drop(['anomaly', 'changepoint'], axis=1)\n", - " \n", - " # scaler init and fitting\n", - " StSc = StandardScaler()\n", - " StSc.fit(X_train)\n", - " \n", - " # convert into input/output\n", - " X = create_sequences(StSc.transform(X_train), N_STEPS)\n", - " \n", - " # model fitting\n", - " model.fit(X)\n", - " \n", - " # results predicting\n", - " residuals = pd.Series(np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1))\n", - " UCL = residuals.quantile(Q) * 3/2\n", - " \n", - " # results predicting\n", - " X = create_sequences(StSc.transform(df.drop(['anomaly','changepoint'], axis=1)), N_STEPS)\n", - " cnn_residuals = pd.Series(np.sum(np.mean(np.abs(X - model.predict(X)), axis=1), axis=1))\n", - " \n", - " # data i is an anomaly if samples [(i - timesteps + 1) to (i)] are anomalies\n", - " anomalous_data = cnn_residuals > UCL\n", - " anomalous_data_indices = []\n", - " for data_idx in range(N_STEPS - 1, len(X) - N_STEPS + 1):\n", - " if np.all(anomalous_data[data_idx - N_STEPS + 1 : data_idx]):\n", - " anomalous_data_indices.append(data_idx)\n", - " \n", - " prediction = pd.Series(data=0, index=df.index)\n", - " prediction.iloc[anomalous_data_indices] = 1\n", - " \n", - " # predicted outliers saving\n", - " predicted_outlier.append(prediction)\n", - " \n", - " # predicted CPs saving\n", - " prediction_cp = abs(prediction.diff())\n", - " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Results visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Evaluation (metrics calculation)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Binary classification (outlier detection) metrics" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 7.56 %\n", - "Missing Alarm Rate 42.05 %\n", - "F1 metric 0.67\n" - ] - } - ], - "source": [ - "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Changepoint detection metrics" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:10'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:23.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:01.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:52.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:06.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:51.600000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:37.600000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:15.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:15.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:25.750000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:42.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:24.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:52.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:52.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:07'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:07'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:09'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:08'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:59.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:03.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:06:00.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:12.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:11.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:17.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:18.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:32.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:32.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:33'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:33'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:38.800000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:38.800000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:39'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:40'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:40'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:40'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:40.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:40.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:40.800000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:40.800000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:41'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:42'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:39.750000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:33.750000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:34.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:35.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:35.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:35.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:35.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:36.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:35.800000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:35.800000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:37'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:37'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:37.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:37.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:38'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:38'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:29.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:29.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:30'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:32'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:30.800000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:30.800000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:02.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:03.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 68\n", - "A number of FPs = 55\n", - "Average time 0 days 00:00:50.842622950\n" - ] - } - ], - "source": [ - "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:42'), Timestamp('2020-02-08 18:20:16'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:37'), Timestamp('2020-02-08 18:51:25'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:28'), Timestamp('2020-02-08 19:26:07'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:12'), Timestamp('2020-02-08 17:16:43'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:11'), Timestamp('2020-02-08 17:23:44'))\n", - "Standart - 2.72\n", - "LowFP - -9.73\n", - "LowFN - 8.53\n" - ] - } - ], - "source": [ - "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", - ")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.10.9" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/notebooks/MSET.ipynb b/notebooks/MSET.ipynb index a4546af..e4baca6 100644 --- a/notebooks/MSET.ipynb +++ b/notebooks/MSET.ipynb @@ -25,22 +25,24 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import math\n", + "import sys\n", + "import warnings\n", + "\n", + "import numpy as np\n", "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.MSET import MSET\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", - "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", - "warnings.filterwarnings(\"ignore\", category=RuntimeWarning)" + "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, { @@ -50,243 +52,13 @@ "## Data" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "path_to_data = '../data/'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
\n", - "
" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "Xy_traintest_list = load_preprocess_skab()" ] }, { @@ -307,32 +79,20 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from MSET import MSET\n", - "import numpy as np\n", - "import math" - ] - }, - { - "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def movmean(array, window):\n", - "\n", " n = np.size(array)\n", " xx = array.copy()\n", " y = []\n", " for i in range(0, window):\n", - " y.append(np.roll(xx.tolist() + [np.nan]*window, i))\n", + " y.append(np.roll(xx.tolist() + [np.nan] * window, i))\n", " y = np.nanmean(y, axis=0)\n", - " l = math.ceil(window/2)\n", + " window_ceil = math.ceil(window / 2)\n", "\n", - " return y[l-1:n+l-1]" + " return y[window_ceil - 1 : n + window_ceil - 1]" ] }, { @@ -344,53 +104,47 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": { "scrolled": true }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CPU times: total: 7min 18s\n", - "Wall time: 7min 28s\n" - ] - } - ], + "outputs": [], "source": [ - "%%time\n", "# inference\n", "predicted_outlier, predicted_cp = [], []\n", + "true_outlier, true_cp = [], []\n", "rel_errors = []\n", - "x = 0 \n", - "for df in list_of_df:\n", - " \n", + "x = 0\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", " x += 1\n", - " df = df.drop(['anomaly','changepoint'], axis=1)\n", - " train_stop = 400\n", - " \n", - " ms = MSET()\n", - " ms.fit(df[:train_stop])\n", - " \n", + "\n", + " model = MSET()\n", + " model.fit(X_train)\n", + "\n", " # results predicting\n", - " Y_pred = ms.predict(df)\n", - " err = np.linalg.norm(df - Y_pred, axis=1)\n", - " rel_err = movmean(err/np.linalg.norm(Y_pred, axis=1), \n", - " window=60)\n", + " Y_pred = model.predict(X_test)\n", + " err = np.linalg.norm(X_test - Y_pred, axis=1)\n", + " rel_err = movmean(err / np.linalg.norm(Y_pred, axis=1), window=60)\n", " rel_errors.append(rel_err)\n", - " \n", + "\n", " UCL = 0.01\n", - " prediction = pd.DataFrame((rel_err > UCL),\n", - " df.index).fillna(0).any(axis=1).astype(int)\n", - " \n", + " prediction = (\n", + " pd.DataFrame((rel_err > UCL), X_test.index)\n", + " .fillna(0)\n", + " .any(axis=1)\n", + " .astype(int)\n", + " )\n", + "\n", " # predicted outliers saving\n", " predicted_outlier.append(prediction)\n", - " \n", + "\n", " # predicted CPs saving\n", " prediction_cp = abs(prediction.diff())\n", " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" ] }, { @@ -402,39 +156,14 @@ }, { "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -442,12 +171,11 @@ } ], "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" ] }, { @@ -459,14 +187,16 @@ }, { "cell_type": "code", - "execution_count": 13, - "metadata": { - "tags": [] - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" ] }, { @@ -478,27 +208,23 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 17.93 %\n", - "Missing Alarm Rate 16.08 %\n", - "F1 metric 0.77\n" + "False Alarm Rate 39.73 %\n", + "Missing Alarm Rate 14.13 %\n", + "F1 metric 0.78\n" ] } ], "source": [ + "# [donotremove]\n", "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { @@ -510,133 +236,65 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:10'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:23.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:01.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:52.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:06.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:51.600000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:37.600000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:15.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:15.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:25.750000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:42.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:24.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:52.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:52.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:07'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:07'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:09'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:08'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:59.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:03.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:06:00.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:12.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:11.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:17.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:18.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:32.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:32.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:33'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:33'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:38.800000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:38.800000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:39'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:40'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:40'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:40'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:40.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:40.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:40.800000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:40.800000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:41'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:42'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:39.750000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:33.750000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:34.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:35.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:35.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:35.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:35.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:36.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:35.800000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:35.800000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:37'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:37'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:37.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:37.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:38'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:38'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:29.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:29.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:30'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:32'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:30.800000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:30.800000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:02.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:03.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 94\n", - "A number of FPs = 19\n", - "Average time 0 days 00:00:50.022857142\n" + "Amount of true anomalies 127\n", + "A number of missed CPs = 96\n", + "A number of FPs = 66\n", + "Average time 0 days 00:00:33.419354838\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:57'), Timestamp('2020-02-08 18:20:31'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:52'), Timestamp('2020-02-08 18:51:40'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:43'), Timestamp('2020-02-08 19:26:22'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:27'), Timestamp('2020-02-08 17:16:58'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:26'), Timestamp('2020-02-08 17:23:59'))\n", - "Standart - 5.97\n", - "LowFP - 1.84\n", - "LowFN - 7.86\n" + "Standard - 13.84\n", + "LowFP - 10.22\n", + "LowFN - 17.37\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -648,7 +306,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/README.md b/notebooks/README.md index 10c40f5..427fe54 100644 --- a/notebooks/README.md +++ b/notebooks/README.md @@ -1,6 +1,6 @@ # Anomaly Detection Algorithms -### Hotelling's T-squared statistic +### Hotelling's T-squared statistic Hotelling's statistic is one of the most popular statistical process control techniques. It is based on the Mahalanobis distance. Generally, it measures the distance between the new vector of values and the previously defined vector of normal values additionally using variances. @@ -53,15 +53,15 @@ A reconstruction variational autoencoder (VAE) model to detect anomalies in time ### MSCRED -MSCRED - Multi-Scale Convolutional Recurrent Encoder-Decoder first constructs multi-scale (resolution) signature matrices to characterize multiple levels of the system statuses across different time steps. -In particular, different levels of the system statuses are used to indicate the severity of different abnormal incidents. -Subsequently, given the signature matrices, a convolutional encoder is employed to encode the inter-sensor (time series) correlations patterns and an attention based Convolutional Long-Short Term Memory (ConvLSTM) network is developed to capture the temporal patterns. -Finally, with the feature maps which encode the inter-sensor correlations and temporal information, a convolutional decoder is used to reconstruct the signature matrices and the residual signature matrices are further utilized to detect and diagnose anomalies. +MSCRED - Multi-Scale Convolutional Recurrent Encoder-Decoder first constructs multi-scale (resolution) signature matrices to characterize multiple levels of the system statuses across different time steps. +In particular, different levels of the system statuses are used to indicate the severity of different abnormal incidents. +Subsequently, given the signature matrices, a convolutional encoder is employed to encode the inter-sensor (time series) correlations patterns and an attention based Convolutional Long-Short Term Memory (ConvLSTM) network is developed to capture the temporal patterns. +Finally, with the feature maps which encode the inter-sensor correlations and temporal information, a convolutional decoder is used to reconstruct the signature matrices and the residual signature matrices are further utilized to detect and diagnose anomalies. The intuition is that MSCRED may not reconstruct the signature matrices well if it never observes similar system statuses before. [[notebook]](https://github.com/waico/SKAB/blob/master/notebooks/MSCRED.ipynb) [[paper]](https://ojs.aaai.org/index.php/AAAI/article/view/3942) -### MSET +### MSET MSET - multivariate state estimation technique is a non-parametric and statistical modeling method, which calculates the estimated values based on the weighted average of historical data. In terms of procedure, MSET is similar to some nonparametric regression methods, such as, auto-associative kernel regression. [[notebook]](https://github.com/waico/SKAB/blob/master/notebooks/MSET.ipynb) [[paper]](https://inis.iaea.org/collection/NCLCollectionStore/_Public/32/025/32025817.pdf) diff --git a/notebooks/Vanilla_AE.ipynb b/notebooks/Vanilla_AE.ipynb index e47586d..c9c664f 100644 --- a/notebooks/Vanilla_AE.ipynb +++ b/notebooks/Vanilla_AE.ipynb @@ -9,6 +9,11 @@ "# Pipeline for the anomaly detection on the SKAB using Feed Forward Autoencoder" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + }, { "cell_type": "markdown", "metadata": {}, @@ -27,20 +32,22 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", + "from sklearn.preprocessing import StandardScaler\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.Vanilla_AE import Vanilla_AE\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, @@ -51,243 +58,13 @@ "## Data" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "path_to_data = '../data/'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
\n", - "
" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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n56fXXnvNNhT/9ddfV+3atbV27VolJSVJujB8e/HixQoLC9MNN9ygtLQ0TZw4UbNmzdLZs2e1YMECLVmyRH379pUkvfrqq8rMzNSiRYs0ceJEh/9G58+f18svv6zrrrtOkvTII48oLS1NkhQeHq7Q0FAVFRVVy7BxQjUAwGcw+zfg6WjDsOett1Tv2rVLRUVFuvXWWytdp23btrbfY2JiJEn5+flq2bKlSktL9fTTTysjI0MHDx5UUVGRioqKVKNGjUr3Ubaf/Px8SdIPP/yg2NhYu1DaqVMnu/W3bt2qPXv26JprrrFbfu7cOe3du9f2ul27dgoLC7O97tKli06dOqUDBw7o5MmTOn/+vLp162Z7PzAwUJ06ddKuXbsq/f5hYWG2QF2+7NWNUA0A8FGcnAMehwtjqMCFVB0YdqHH2B0Cwy6/jqTQ0NDL7yow0PZ7WS+x1Xph7pA5c+Zo3rx5Sk9PV5s2bVSjRg2NHTvWbkh2+X2U7adsH4ZhXHYiOKvVqoSEBC1btqzCe5GRkZf9DhaLxXbBu/xnXe7zHZXdXRfPCdUAAN/BRGWAh6Pdwp5LPdUWyxUNwXan5s2bKzQ0VF988YVGjBjh9PYbNmzQgAEDdN9990m6EH53796t+Pj4K95Hy5YtlZOTo8OHD9vu5b548jBJat++vTIyMmwTkFXmf//3f3X27FnbxYKvv/5a4eHhatSokSIiIhQUFKSNGzdq8ODBki4M7d6yZYvGjh3rzNe2ExQUpNLSUpe3d4ZLE5XNnz9fTZs2VUhIiBISErRhw4ZLrr9s2TJbl39MTIzuv/9+HTt2zKUCAwDgKh6pBXg4LobBR4SEhGjy5MmaNGmS3njjDe3du1dff/21Fi1adEXbN2vWTJmZmdq8ebN27dqlhx56SHl5eU6VoXfv3rruuus0dOhQff/999q0aZNtorKyHuR7771X9erV04ABA7Rhwwbt27dP69at06OPPqpffvnFtq/i4mINHz5c2dnZ+sc//qEnnnhCjzzyiPz8/FSjRg39v//3/zRx4kR99tlnys7O1oMPPqgzZ85o+PDhTpX5Yk2aNNH333+vH374QUePHtX58+dd3tflOB2qMzIyNHbsWE2dOlVZWVlKTExU3759lZOT43D9jRs3KiUlRcOHD9fOnTu1YsUKffvtty5dcQEA4GrYDQvj5BwAPJ6X3lItSZo2bZr+/Oc/a/r06YqPj1dycvIV3zM8bdo0tW/fXn369FGvXr0UHR2tgQMHOvX5/v7++uCDD3Tq1Cl17NhRI0aM0OOPPy7pQuiXLtzXvH79esXFxenOO+9UfHy8HnjgAZ09e9au5/rWW29V8+bN1aNHD919993q37+/3eO7nn76ad11110aMmSI2rdvrz179mjNmjWqU6eOU2W+2IMPPqjrr79eHTp0UGRkpDZt2uTyvi7HYjg58Lxz585q3769FixYYFsWHx+vgQMHavbs2RXWf/7557VgwQK7G9VffPFFPfvsszpw4MAVfWZBQYFq1aqlkydPXnJYAQAAl7L3+8267v0LM4tqTJZU99rqL8T8LlJ+9oXfZ5ys/s8HPNkL7aRf91/4nfYDSdsOnNCNixpfeHHdLdKQVXbvnzt3Tvv27bONssXV2bRpk7p37649e/bYTRJ2KcOGDdOJEyfsnm1tJpeqI1eaQ53qqS4uLtbWrVttU6OXSUpK0ubNmx1u07VrV/3yyy9avXq1DMPQ4cOH9d5779mmf3ekqKhIBQUFdj8AAFwtZv8GPBxtGOV4c0+1GaxatUqZmZnav3+//vnPf2rkyJHq1q3bFQdqX+FUqD569KhKS0vtHjouSVFRUZWO0e/atauWLVum5ORkBQUFKTo6WrVr19aLL75Y6efMnj1btWrVsv3ExsY6U0wAAC6Pk3PAA9FuYc9bH6llFoWFhUpNTVXLli01bNgwdezYUR9++KG7i2U6Lk1U5sx059nZ2RozZoymT5+urVu36rPPPtO+ffs0atSoSvc/ZcoUnTx50vZzpcPEAQC4NE7IAY9GE0Y5Fvqqf1MpKSnavXu3zp07p19++UVLlixRRESEU/tYsmSJaYd+VxWnHqlVr149+fv7V+iVzs/Pr9B7XWb27Nnq1q2bJk6cKOnCA8Zr1KihxMREPfnkk7YHlV8sODhYwcHBzhQNAIDLYqIywNPRbgGYj1M91UFBQUpISFBmZqbd8szMTHXt2tXhNmfOnJGfn/3H+Pv7S+LeNgBANbP7u8PfIADwdAz/hhk4Pfx7/Pjxeu2117R48WLt2rVL48aNU05Ojm0495QpU5SSkmJbv3///nr//fe1YMEC/fTTT9q0aZPGjBmjTp06qUGDBlX3TQAAuAx6qgEPR7uFi6xWq7uLAJOqirrh1PBvSUpOTtaxY8eUlpam3NxctW7dWqtXr1bjxhemss/NzbV7ZvWwYcNUWFiol156SX/+859Vu3Zt3XLLLXrmmWeuuvAAADiHE3LAs9GGYe9yPdVBQUHy8/PToUOHFBkZqaCgoErngoJvMQxDxcXFOnLkiPz8/BQUFOTyvpwO1ZKUmpqq1NRUh+8tWbKkwrLRo0dr9OjRrnwUAAC/EU7OAY9DTzXKudxEZX5+fmratKlyc3N16NChaioVPElYWJji4uIq3LLsDJdCNQAAnsi4eIgXJ+eAB6Ldwt6VdDoHBQUpLi5OJSUlKi0t/e0LBY/h7++vgICAqx69QKgGAPgMQ0xUBng0LobBRRaLRYGBgQoMDHR3UeCFXO/jBgDA0zBRGQB4FW6PhhkQqgEAvoNHagEejnYLe5e7pxqoDoRqAIDvoHca8Gy0YZRDTzXMgFANAPBNnJwDHoh2C3tkapgBoRoA4DOYqAzwcFwMQzn0VMMMCNUAAJ9hMFEZ4OFotwDMh1ANAPAdTFQGAF6Grmq4H6EaAOAz6KkGPBztFuUw/BtmQKgGAPgOTsgBD0cbhj0yNcyAUA0A8FGcnAOAp7PQVQ0TIFQDAHyGIetFLwjVgMeh3aIcIjXMgFANAPAdTFQGeDZCNQATIlQDAHyH3URl7isGAKBqMPobZkCoBgD4DDq5AE9HI4Y9CwPAYQKEagCAD7nonmpOzgHPw5UxlENPNcyAUA0A8E2cnAMAgCpAqAYA+A4mKgM8HO0W9uiphhkQqgEAPsOwm6iMk3PA4xjWy68DANWMUA0A8B30VAOAV7HQVQ0TIFQDAHyGQZAGPBsjTFAOkRpmQKgGAPgOhn8DHo52C3t0VMMMCNUAAB/FyTngcbgYhnJ4TjXMgFANAPAhF01yxMk54IFot7BHTzXMgFANAPAZ9jmak3PA43AxDIAJuRSq58+fr6ZNmyokJEQJCQnasGHDJdcvKirS1KlT1bhxYwUHB+u6667T4sWLXSowAAAu455qwMPRbmGPjmqYQYCzG2RkZGjs2LGaP3++unXrpldeeUV9+/ZVdna24uLiHG5z99136/Dhw1q0aJGaNWum/Px8lZSUXHXhAQBwCkEaALwLqRom4HSonjt3roYPH64RI0ZIktLT07VmzRotWLBAs2fPrrD+Z599pnXr1umnn35S3bp1JUlNmjS5ulIDAOACw7Be/Mpt5QDgIi6MoRwmKoMZODX8u7i4WFu3blVSUpLd8qSkJG3evNnhNh999JE6dOigZ599Vg0bNlSLFi00YcIEnT17ttLPKSoqUkFBgd0PAABVipNzwAPRbmGPicpgBk71VB89elSlpaWKioqyWx4VFaW8vDyH2/z000/auHGjQkJCtGrVKh09elSpqak6fvx4pfdVz549WzNnznSmaAAAOImTc8DjcDEM5ZCpYQYuTVRmKXdJyDCMCsvKWK1WWSwWLVu2TJ06dVK/fv00d+5cLVmypNLe6ilTpujkyZO2nwMHDrhSTAAA7BhMVAZ4ONotKkftgLs41VNdr149+fv7V+iVzs/Pr9B7XSYmJkYNGzZUrVq1bMvi4+NlGIZ++eUXNW/evMI2wcHBCg4OdqZoAABclkXcUw0A3sSuY4/DOtzEqZ7qoKAgJSQkKDMz0255Zmamunbt6nCbbt266dChQzp16pRt2Y8//ig/Pz81atTIhSIDAOAag95pAPAqDP+GGTg9/Hv8+PF67bXXtHjxYu3atUvjxo1TTk6ORo0aJenC0O2UlBTb+oMHD1ZERITuv/9+ZWdna/369Zo4caIeeOABhYaGVt03AQDgchj+DQBehY5qmIHTj9RKTk7WsWPHlJaWptzcXLVu3VqrV69W48aNJUm5ubnKycmxrR8eHq7MzEyNHj1aHTp0UEREhO6++249+eSTVfctAAC4AvY5mtMvAPB0PFILZuB0qJak1NRUpaamOnxvyZIlFZa1bNmywpBxAADcikwNAJ6PTA0TcGn2bwAAPBMTlQEAgKpFqAYA+A7uqQYAr2L/VF+O63APQjUAwGcYnHABgFe5OFNzhIe7EKoBAL7Drnea0y8A8HQWCzdVw/0I1QAA38HwbwDwKha747r7ygHfRqgGAPgozr4AwNPRUQ0zIFQDAHwHPdUA4GU4lsP9CNUAAB/CPdUA4E0sjP6GCRCqAQA+w6B3GvAetGdIslioB3A/QjUAwHcw/BvwHrRhSNQDmAKhGgDgQxj+DXgP2jDoqYY5EKoBAL6J3g0A8HgWMf033I9QDQDwGfb3VBOqAY/GhTFIslx0LKdKwF0I1QAAH8I91YD3oA1Doh7ADAjVAACfYSFIA96D9gyVP65TJ+AehGoAgM9g+DfgwSqEaNowJAu3VMMECNUAAB/C8G/AYxnWcq9pw2AEEsyBUA0A8FGciAEepXyoBkRPNcyBUA0A8B0GPdWAx2L4Nxy4OFNTI+AuhGoAgM8wzBakzVYewMwY/g2HqAdwP0I1AMCHmOzki1AAXLkKw79pP1C5EUjuKwZ8G6EaAOA7TDf82wxlADxFufZiijYM9zMc/AZUL0I1AMCHmOyRWoQC4MrRUw1HOI7CBAjVAADfxIkY4FmY/RuASRGqAQC+wzBZT7UpygB4iPIXwrgwBkkcR2EGhGoAgA8x2ckXoQC4cgz/hiMcR2ECLoXq+fPnq2nTpgoJCVFCQoI2bNhwRdtt2rRJAQEBuvHGG135WAAArg4TlQGei55qACbldKjOyMjQ2LFjNXXqVGVlZSkxMVF9+/ZVTk7OJbc7efKkUlJSdOutt7pcWAAAroZhtuHfhALACeXbC+0HsjuOckiFuzgdqufOnavhw4drxIgRio+PV3p6umJjY7VgwYJLbvfQQw9p8ODB6tKli8uFBQDg6tBTDXis8sO/TdGG4X7UA7ifU6G6uLhYW7duVVJSkt3ypKQkbd68udLtXn/9de3du1dPPPHEFX1OUVGRCgoK7H4AAKhanIgBHoXZvwGYlFOh+ujRoyotLVVUVJTd8qioKOXl5TncZvfu3Xrssce0bNkyBQQEXNHnzJ49W7Vq1bL9xMbGOlNMAAAcM9s91WYoA+ApaC9wxK5ecOEF7uHSRGUWi8XutWEYFZZJUmlpqQYPHqyZM2eqRYsWV7z/KVOm6OTJk7afAwcOuFJMAADKMdtJudnKA5gYw7/hkOHwV6A6XVnX8f+pV6+e/P39K/RK5+fnV+i9lqTCwkJt2bJFWVlZeuSRRyRJVqtVhmEoICBAn3/+uW655ZYK2wUHBys4ONiZogEAcHlMVAZ4Lh6pBUfMdlyHT3KqpzooKEgJCQnKzMy0W56ZmamuXbtWWL9mzZravn27tm3bZvsZNWqUrr/+em3btk2dO3e+utIDAOAUkw3/5gQQcAKP1IIjZjuuwxc51VMtSePHj9eQIUPUoUMHdenSRQsXLlROTo5GjRol6cLQ7YMHD+qNN96Qn5+fWrdubbd9/fr1FRISUmE5AAC/ObP1aHACCFw5eqrhiNmO6/BJTofq5ORkHTt2TGlpacrNzVXr1q21evVqNW7cWJKUm5t72WdWAwDgdgRawLMw+zcAk3I6VEtSamqqUlNTHb63ZMmSS247Y8YMzZgxw5WPBQDgKpmtR8MMZQA8RPkLYVwYg6SLj6MGdQJu4tLs3wAAeCSznXCZrTyAmVVoL7QfyHyPSoRPIlQDAHyH6U6+zFAGwEPwSC04ZLYRSPBFhGoAgM8wLvHKLQgFgBPoqYYDprtYCl9EqAYA+I6Le7o4+QI8Cz3VcIieargfoRoAAADmx+zfAEyKUA0A8CEmGyZohjIAnoKJyuAIw79hAoRqAIDPsJjufMt0BQLMi+HfcIjh33A/QjUAwGcYstq9cjtCAXDlKgz/pv1A9FTDFAjVAADfYYaTL4NeFcA15doLAQqS6KmGGRCqAQA+yl0nXyYI9oAnoqcajpjhYil8HqEaAOCbOPkCPAttFoBJEaoBAL7DDEOvzVAGwBOVD9WEbFRAnYB7EKoBAD7EDCdcDFUEXMLwbzjC8G+YAKEaAOA7zHDyRU814BoeqQWHOKbC/QjVAAAfYoaTLxMEe8Aj0V7ggBkulsLnEaoBAD7DYoaTL3qqAdfQUw2HOKbC/QjVAAAfxckX4FEq3FMNAOZAqAYA+AzDFEOvzVAGwANVaC+0H6jc8G/3FQO+jVANAPAdZgixDP8GXMPwbzh0cT1gNAPcg1ANAPAhZgi09FQDLuGRWnCEnmqYAKEaAOA7mKgM8GDl2gsXpSDJHBdL4esI1QAAH2KGky8TBHvAE3FPNRwxw8VS+DxCNQDAN3HyBXgWZv8GYFKEagCA7zAqfeFbZQA8UfkLYVwYgyRzjECCryNUAwB8iBl6uhiqCLiEicrgCMO/YQKEagCAz7CYYZZYTvoA1/BILThETzXcz6VQPX/+fDVt2lQhISFKSEjQhg0bKl33/fffV+/evRUZGamaNWuqS5cuWrNmjcsFBgCgajBRGeBZmKgMDtBTDRNwOlRnZGRo7Nixmjp1qrKyspSYmKi+ffsqJyfH4frr169X7969tXr1am3dulU333yz+vfvr6ysrKsuPAAATrm4p4tHagGehZ5qOMQxFe7ndKieO3euhg8frhEjRig+Pl7p6emKjY3VggULHK6fnp6uSZMmqWPHjmrevLmeeuopNW/eXB9//PFVFx4AANdx8gV4FGb/BmBSToXq4uJibd26VUlJSXbLk5KStHnz5ivah9VqVWFhoerWrVvpOkVFRSooKLD7AQCgSrmtl4uhioBLeE41HGH4N0zAqVB99OhRlZaWKioqym55VFSU8vLyrmgfc+bM0enTp3X33XdXus7s2bNVq1Yt209sbKwzxQQAoBImOOFi+DfgGoZ/wyGOqXA/lyYqs1gsdq8Nw6iwzJF33nlHM2bMUEZGhurXr1/pelOmTNHJkydtPwcOHHClmAAA2DNFoKVXBXAJPdVwxO6wTp2AewQ4s3K9evXk7+9foVc6Pz+/Qu91eRkZGRo+fLhWrFih22677ZLrBgcHKzg42JmiAQBwBUwQaE0R7AFPVK69EKAgiZ5qmIFTPdVBQUFKSEhQZmam3fLMzEx17dq10u3eeecdDRs2TG+//bZuv/1210oKAMDVMkWgNUGwBzxRhYnKaD+QSY7r8HVO9VRL0vjx4zVkyBB16NBBXbp00cKFC5WTk6NRo0ZJujB0++DBg3rjjTckXQjUKSkpeuGFF/S73/3O1ssdGhqqWrVqVeFXAQDACQRawLMw+zcAk3I6VCcnJ+vYsWNKS0tTbm6uWrdurdWrV6tx48aSpNzcXLtnVr/yyisqKSnRww8/rIcffti2fOjQoVqyZMnVfwMAAK6QxQy9GPSqAK4pfyGM5gNJF1cEC3UCbuJ0qJak1NRUpaamOnyvfFBeu3atKx8BAEDVM0WgZfg34BKGf8MRUxzX4etcmv0bAADPZIJAywkg4BoeqQWHTHBch88jVAMAfBQ91YBn4ZFacIALlTABQjUAwHdc3NNFTzXgWeiphkNcqIT7EaoBAD6Kky/AozD7NwCTIlQDAFCt6FUBXFKhvdB+IEb/wBQI1QAAH2KCQGtU+gLApVR4pBbtB5L9cZQ6AfcgVAMAfIcpejRMEOwBT8QjteCIwTEV7keoBgD4DIsZAq0pgj3gieiphiP/rQcWN5YCvo1QDQDwHaY4CTcc/grgMuiphiP0VMMECNUAAB9igpMveqoB1/BILTjEMRXuR6gGAACA+fFILQAmRagGAPgOU/QSm6C3HPBEPFILjpjiuA5fR6gGAPgmhn8DnoXh33CIC5VwP0I1AMBnWExx7x0ngIBLmKgMjlx0HLVQJ+AmhGoAgO8wwyyx9FQDLuKRWnDEBMd1+DxCNQDAh5gh0HICCLiEe6rhiFHpC6DaEKoBAABgfsz+DcCkCNUAAB9igl5ihn8DrinfZhnpAUnmGIEEX0eoBgD4DIspAq0Jgj3giZioDI7YzZXhvmLAtxGqAQA+xASB1hTBHvBAFR6p5Z5iwGyY/RvuR6gGAPgoeqoBz8JEZXCAC5UwAUI1AMB38EgtwHNV6Kmm/UDiQiXMgFANAAAA82P2bwAmRagGAPgMiylmiaVXBXAJz6mGI4z+gQkQqgEAPsRsgdYMZQA8BMO/4RATlcH9CNUAAN/h7h4NnrMLuI6eajhihrky4PNcCtXz589X06ZNFRISooSEBG3YsOGS669bt04JCQkKCQnRtddeq5dfftmlwgIAcDUs7u6pJhQAV4GLUnCEegD3czpUZ2RkaOzYsZo6daqysrKUmJiovn37Kicnx+H6+/btU79+/ZSYmKisrCz95S9/0ZgxY7Ry5cqrLjwAAM5x9713hALAZRUmKqP9QO4fgQTIhVA9d+5cDR8+XCNGjFB8fLzS09MVGxurBQsWOFz/5ZdfVlxcnNLT0xUfH68RI0bogQce0PPPP3/VhQcAAICPYPZvACYV4MzKxcXF2rp1qx577DG75UlJSdq8ebPDbb766islJSXZLevTp48WLVqk8+fPKzAwsMI2RUVFKioqsr0uKChwpphu88OTnRViPeXuYgAAKnF96VHJ8n8vsj+SDvy7egtQvmf6o9FSUI3qLQPgqU4dtn/96QTpnzPcUhSYSFGh7deA0nP6Oe0GNxYGzjgUc5u6PPiCu4tRJZwK1UePHlVpaamioqLslkdFRSkvL8/hNnl5eQ7XLykp0dGjRxUTE1Nhm9mzZ2vmzJnOFM0U6pccVB0VXn5FAIB7WC76vajgwo87FRx07+cDnqzwkDjtQnmNrb+4uwi4QodP57u7CFXGqVBdxmKx2L02DKPCssut72h5mSlTpmj8+PG21wUFBYqNjXWlqNXqcL/XlVta4u5iAAAuoUbt+mpcN1Q6+6v7ClH3WunEz5K11H1lADxRSE2p3vXSoe9oP7ApkZ+yz9RSwMmf3V0UOCE6omLnqqdyKlTXq1dP/v7+FXql8/PzK/RGl4mOjna4fkBAgCIiIhxuExwcrODgYGeKZgotO/V2dxEAAJ6ipvecTADVLu537i4BTCRAUltJUiv3FgQ+y6mJyoKCgpSQkKDMzEy75ZmZmeratavDbbp06VJh/c8//1wdOnRweD81AAAAAACewunZv8ePH6/XXntNixcv1q5duzRu3Djl5ORo1KhRki4M3U5JSbGtP2rUKP38888aP368du3apcWLF2vRokWaMGFC1X0LAAAAAADcwOl7qpOTk3Xs2DGlpaUpNzdXrVu31urVq9W4cWNJUm5urt0zq5s2barVq1dr3Lhx+vvf/64GDRrob3/7m+66666q+xYAAAAAALiBxTDKP9/DfAoKClSrVi2dPHlSNWvWdHdxAAAAAABe7kpzqNPDvwEAAAAAwAUuPVKrupV1phcUuPl5ogAAAAAAn1CWPy83uNsjQnVhYaEkecSzqgEAAAAA3qOwsFC1atWq9H2PuKfaarXq0KFDuuaaa2SxWNxdHPzGCgoKFBsbqwMHDnAPPbwG9RrehjoNb0S9hrehTl8dwzBUWFioBg0ayM+v8junPaKn2s/PT40aNXJ3MVDNatasSeOH16Few9tQp+GNqNfwNtRp112qh7oME5UBAAAAAOAiQjUAAAAAAC4iVMN0goOD9cQTTyg4ONjdRQGqDPUa3oY6DW9EvYa3oU5XD4+YqAwAAAAAADOipxoAAAAAABcRqgEAAAAAcBGhGgAAAAAAFxGqAQAAAABwEaEa1Y658QDA/DhWA4D5caw2B0I1qlVpaanOnDnj7mIAVebs2bOaP3++8vLy3F0UoMpwrIa34VgNb8Sx2jwI1ag2c+bMUceOHdW/f3/Nnj1bv/zyiySusMFzPffccwoPD9eKFSsUFhbm7uIAVYJjNbwNx2p4I47V5sJzqlEtHn30UX3wwQdKS0vTli1btGnTJvn7+2vz5s0KDAx0d/EAp6xbt05Dhw6VJM2dO1d33nmnm0sEVA2O1fAmHKvhrThWmw+hGr8pwzB0+PBh9enTR+PGjdOwYcMkSTt27NBtt92m5ORkzZkzRwEBAe4tKOCEO++8U59++qnOnDkjf39/HT58WIcPH1b9+vUVGRkpf39/GYYhi8Xi7qICVywvL49jNbwKx2p4I47V5sTwb/wmDh8+LEmyWCyyWCzavn272rZtK+lC0G7durXS09P18ssv69tvv3VnUYErcvF9eLNmzVJgYKDeeOMN/eUvf1GnTp00bNgw3XjjjXr88ccliZM0eIyya+scq+EtrFarJI7V8B4X94FyrDYnQjWq1IsvvqjIyEitW7fOtuzcuXPq1KmTVq5cKem/f8DuuecedejQQXPnzpX03z+CgJmU1en169fb/qjdcMMNGjlypIYPH66srCy9+OKLmj9/vh555BEtX75cEydOlESdhnmtWLFCf/vb37RlyxbbJDenT59Wx44dOVbDIzmq0zfccIMefPBBjtXwWN98840k+4s/nFeblAFUgY0bNxotWrQwYmJijNdee83uvfPnzxvDhg0zbr/9dmPnzp22ZYZhGCtWrDDCw8ON/Pz8ai8zcCmXqtOGYRhHjx41Jk2aZHz//fe2ZcXFxcbzzz9vREREUKdhSj/99JPRsWNHo1GjRkbHjh2NBg0aGHfeeadhGIZRUlJi3H///Ua/fv04VsNjOKrTd911l+39o0ePGhMnTuRYDY/y/fffG127djUsFovx7rvvGobx3+Mx59XmRE81rtrChQuVmJio2267TYcOHdLw4cN1/vx52/sBAQEaOHCgDh06pHfffde2TJJq1KihyMhIHTx40C1lBxy5XJ2WpLp16+rxxx9XmzZtbMsCAwMVHR2t0NBQ5ebmVnexgct67733FBgYqF27dunzzz/Xm2++qc8//1yPPvqo/P39dc8993CshkdxVKfXrFmj8ePH6+TJk4qIiNDUqVM5VsNjbNmyRaNHj1ZERIT69++v+fPnq6SkRAEBATp//rwCAgJ01113caw2GUI1rlrfvn0lSbfeequkC4+uGDlypFJTU7V8+XJJ0oABA9S9e3f94x//0LJly2zbHj58WOHh4bruuuuqv+BAJS5VpzMyMiRdGG4VHh5u28b4v6HhP/zwg5o2baoWLVpUc6mBSystLdXy5cvVpUsXhYeHq3bt2rrlllu0cOFCvfLKK/r444+VlJSkXr16cayGR7hUnX755Ze1du1aSVKtWrVs23Cshtk1a9ZMbdq00dNPP60hQ4bo119/tQ3p9vO7EN3uuOMOJSYm6rPPPuNYbRJMDYerUlpaqtjYWI0bN07Jycm6/vrrFRwcrN69e+vLL7/UihUrlJ2drbS0NI0dO1bz5s1TSkqKMjMzVbt2bS1dulSPPvqowsLCmIETpnAldfo///mPnnjiCVt9LSgoUHFxsRYvXqylS5dqxowZCgkJoU7DNKxWq/z9/RUVFaWff/7ZtszPz0+DBg3SggUL9MILL+iOO+7Q2LFjVVJSwrEapnYldXrBggXq2bOnateuLYljNczPMAzVrl1bzzzzjMLCwtSgQQNt2rRJb731lgYNGqTY2FgVFxcrKChI48aN05w5czhWmwSP1ILTDMOw/TErG44iSa1atdLtt9+uJ554QuHh4Tp//rxeffVVPfroo9q3b58aNWokwzC0YMEC7dixQ3v27NHo0aPVv39/N38j+DpX6vT+/fvVsGFDZWVl6f3339fy5ctlGIZefPFFW083UN3Kn0SVlpbaHhtktVqVnp6uN954Q8uWLVPr1q1VVFSk4OBgffvtt+rcubO2b9+uG264gWM1TONq6/SOHTvUqlUrjtUwlUvV67LlZReJ1q5dq8cff1xt27bV/PnzK+xr/vz5HKtNgFCNyzp16pReeOEFtW/f3u4P0JkzZ/Trr7+qYcOGkqTs7GwFBQWpWbNmtnXy8/PVuXNnjR49WuPHj6/2sgOOVGWdPn36tD744AMZhqH77ruv2r8LUKa4uFglJSUKCwuzW37mzBkdO3ZMsbGxyszM1KxZs3TTTTfphRdekPTfGWLbtGmjoUOHatKkSdVedsCRqqzTHKthFpeq12XnIGUhu2z9OXPmaOnSpVq0aJG6deumkpIS+fv70xNtItxTjUuaMWOG6tSpo2nTpun06dOSLvyxys/P14ABA/SnP/3Jtm6rVq1s4aPsD1pOTo6OHz+uuLi46i884EBV1+kaNWro3nvv5SQNbjV79mz16NFDv//97zV37lwdO3ZM0oXnqw8YMEB33323JKl3797q0aOHNmzYYHsci5+fn3755RcVFhaqcePGkuyfiQq4Q1XXaY7VMIPL1euyc5CyQG0YhoKCgnTHHXeoRYsWmjNnjnJycjRkyBCtWbPGbd8DFRGq4dDKlSsVExOjt99+Wx9++KESExO1adMmSRf+WEVGRmrgwIG65ZZbdO7cuQrb+/n5qbS0VB9++KF+97vfqUePHtX9FQA71Gl4o/379ysxMVFvvfWWUlNTFRsbq2XLlum9996TJEVFRWngwIG69dZbderUKUnS0KFDdeONN2rkyJH6+OOPtWfPHr3//vsKDw+3zZBM7wfc5beq04A7XWm9Ln8OUnYsbtOmjXr37q1//OMfuu666/Tvf/+bycjMpnqe3AVP8pe//MUICgoy5s2bZ1v2hz/8wUhOTjbOnj1rWK1WwzAM49y5cxW2PXfunLFu3Tpj3rx5Rrt27YymTZsaX3zxRXUVHXCIOg1v9eqrrxqdOnUyTp48aRiGYVitViM+Pt545ZVXbOucPXu2wnb5+fnGPffcYzRt2tRo0qSJERMTY3zwwQfVVm6gMtRpeCNX67VhXHgG9SeffGLExMQYTZo0MT788MNqKTOcw+zfsCm7f+Phhx/WpEmTVKtWLduECVFRUfruu+8UEhIiq9Uqi8Wi4OBg27Zl6509e1a7d+9WRkaG7rzzTk2fPt2N3wi+jjoNb1ZaWqodO3YoODjYNlz7zJkzatiwoWJjY3Xy5EnVqlXLbnbjsolvIiMj9c477+jIkSPatWsXIy9gCtRpeCNX6rVx0YRlJSUleumllzRs2DA99dRT7vwquASGf0OHDh2S9N/7Nxo0aGALH2WNv0ePHtq3b58OHDhge0ZemZ07dyo5OVkHDx5U7dq1deedd+rLL78kfMBtqNPwRmX1uoy/v7+uvfZanThxQiNHjlRaWppiYmK0f/9+jRo1SrfffrsWLVok6cJFop07d+qee+6x7aekpESRkZGED7gNdRreqCrqdXJysm0/ISEh+uijjwjUJkeo9mGbNm1S27ZtNXnyZFvDNS6anMZisdjCRkBAgGrVqqW8vLwK+zl06JA2bNigt99+W5JUp04dhYaGVsM3AOxRp+GNHNXrkpISSdLIkSP11FNPqV27dnrttdf03HPPafv27frkk0/Uo0cPPfnkkyooKJCfn58OHjxoV6/LHh0HVDfqNLzRb1WvJSkwMNAt3wlXjlDtgwzD0HvvvadRo0YpKChIX3/9tTZs2CCp4uQ0ZYEkMTFR+/fvV0FBgaQLMyFf3OP3xRdfaOLEidX4LYD/ok7DG12qXgcEBMhqtSokJER33HGHmjRposjISA0dOlQhISFq06aNEhISZLFYtH37dklSz5499cUXX2jChAnu/FrwYdRpeCPqNSRCtU+yWq0KCAhQv379lJmZqcaNG+vtt9/Wjz/+KKliz54kBQUFqV27dvrXv/4l6cJMyGXvBQcHq1WrVtX8LYD/ok7DG12uXl98wei7775Tq1atbLc8SBce0VK3bl21a9dOEvUa7kedhjeiXkMiVPskf39/9ezZU1OnTlWdOnWUlpamLVu2aM2aNTp//rxtgoSL1a1bV35+fioqKnJTqYHKUafhja6kXpcNLezcubM+/vhjTZ48WevWrVNaWppmzZqle+65R2FhYTx3GqZAnYY3ol5DkiwG//d8WtnsyMOHD1d2drbS09PVuXNnh+sMGDBAoaGhWr58uZtKC1wedRreqLJ6ffEMsVOmTNGaNWtUUlKiwMBAPfvss7r11lvdXHLAMeo0vBH12ncRqr1UcXGx/Pz8LjtpR9mjKA4dOqRu3bpp0KBBmjx5st2jh8r+e/DgQTVs2LCavgFgjzoNb1QV9fr8+fMKDAxUcXGxSktLtX//fsXHx1fTNwDsUafhjajXuByGf3uhGTNmqF+/fkpOTtZHH32kc+fOVbqun5+fSktL1aBBA40cOVKrVq3Sv//9b+3Zs0dPPPGEjhw5YruyRviAu1Cn4Y2qql7PmjVLR44cUVBQkEJDQzlJg9tQp+GNqNe4EvRUe5Ht27dryJAhslgsGjlypDIyMnTq1CnNmTNHPXv2rHS7i4ek3HTTTSosLNT+/fvVs2dPvfvuu4qIiKiurwDYoU7DG1Gv4W2o0/BG1Gs4gwf6eZFVq1YpKipKn376qQICAjR48GA1atTINjlCZSwWi86ePauPP/5Y+/btU4MGDbRq1Sr179+/mkoOOEadhjeiXsPbUKfhjajXcAbDv72AYRgqLCzU5s2bFRsba1t+/PhxJSYmql69epc9AOzdu1f33XefHn30UWVnZ9Pw4VbUaXgj6jW8DXUa3oh6DVcw/NtDbdy4UXFxcYqLi7MtS01N1fr169W/f3+FhITomWeeUVxcnI4dO6ZevXrpwQcfVFJSkm0ShfKKiooUHBxcnV8DsKFOwxtRr+FtqNPwRtRrXC1CtYf58ssvNWLECFmtVhUXF+u2227TmDFj1KFDBx05ckTvv/++duzYoRUrVmjOnDnq37+/tmzZooULF+rEiRP65JNPLjtzIVCdqNPwRtRreBvqNLwR9RpVheHfHuSXX37R448/rsGDB2v9+vVauHChtm/frscee0w//vijIiMj9dBDDykmJkZdunTR4MGDVbNmTd1yyy1q3bq1jh49qry8PHd/DcCGOg1vRL2Gt6FOwxtRr1GVCNUeZNeuXcrKytLQoUMVFxenO+64Q88884ysVqumT59uW2/jxo1q27atbeZBSTp16pTq1KnDI4RgKtRpeCPqNbwNdRreiHqNqkSo9iDHjx9Xy5YtZbVabctuu+02/fGPf9Q333yj1atXS5K6dOmi9PR0vfjii8rKytLUqVO1dOlS22MBGPEPs6BOwxtRr+FtqNPwRtRrVCXuqfYgO3bsUIcOHZSRkaEBAwbYlv/www+aPHmyateurSVLlkiS/vjHP2r79u3y8/NTjRo1lJ6eru7du7up5IBj1Gl4I+o1vA11Gt6Ieo2qRKj2MP369dOZM2f0ySefKDw83Lb80Ucf1Y8//qh3331X11xzjc6dO6fCwkIdOnRI7dq1c2OJgUujTsMbUa/hbajT8EbUa1QVhn97mNmzZ2vTpk166623VFRUZFseGRmp7OxshYaGSpKCg4MVGRlJw4fpUafhjajX8DbUaXgj6jWqCnPAe5h27dpp8uTJSktLk7+/vwYNGiSr1ap///vfuvfee23T+l88mQJgZtRpeCPqNbwNdRreiHqNqsLwbw/18MMPa+XKlYqLi1N+fr7CwsL07rvvqnXr1u4uGuAS6jS8EfUa3oY6DW9EvcbVIlR7qKKiImVnZ2vbtm0KCgrSvffe6+4iAVeFOg1vRL2Gt6FOwxtRr3G1CNUAAAAAALiIicoAAAAAAHARoRoAAAAAABcRqgEAAAAAcBGhGgAAAAAAFxGqAQAAAABwEaEaAAAAAAAXEaoBAAAAAHARoRoAAAAAABcRqgEAAAAAcBGhGgAAN+rVq5fGjh3rc58NAIC3IFQDAOAh1q5dK4vFohMnTlTJdu+//75mzZpVdQUEAMAHBbi7AAAAwD3q1q3r7iIAAODx6KkGAKCanD59WikpKQoPD1dMTIzmzJlj9/5bb72lDh066JprrlF0dLQGDx6s/Px8SdL+/ft18803S5Lq1Kkji8WiYcOGSZIMw9Czzz6ra6+9VqGhoWrXrp3ee++9y25Xfvh3kyZN9OSTT9rK2LhxY3344Yc6cuSIBgwYoPDwcLVp00ZbtmyxK/fmzZvVo0cPhYaGKjY2VmPGjNHp06er+p8PAABTIlQDAFBNJk6cqH/9619atWqVPv/8c61du1Zbt261vV9cXKxZs2bpf//3f/XBBx9o3759tgAcGxurlStXSpJ++OEH5ebm6oUXXpAkPf7443r99de1YMEC7dy5U+PGjdN9992ndevWXXI7R+bNm6du3bopKytLt99+u4YMGaKUlBTdd999+u6779SsWTOlpKTIMAxJ0vbt29WnTx/deeed+v7775WRkaGNGzfqkUce+S3+CQEAMB2LUfZXEQAA/GZOnTqliIgIvfHGG0pOTpYkHT9+XI0aNdLIkSOVnp5eYZtvv/1WnTp1UmFhocLDw7V27VrdfPPN+vXXX1W7dm1JF3q/69Wrpy+//FJdunSxbTtixAidOXNGb7/9tsPtpAs91TfeeKPts5s0aaLExES9+eabkqS8vDzFxMRo2rRpSktLkyR9/fXX6tKli3JzcxUdHa2UlBSFhobqlVdese1348aN6tmzp06fPq2QkJAq/FcEAMB8uKcaAIBqsHfvXhUXF9sF37p16+r666+3vc7KytKMGTO0bds2HT9+XFarVZKUk5OjVq1aOdxvdna2zp07p969e9stLy4u1k033eR0Odu2bWv7PSoqSpLUpk2bCsvy8/MVHR2trVu3as+ePVq2bJltHcMwZLVatW/fPsXHxztdBgAAPAmhGgCAanC5gWGnT59WUlKSkpKS9NZbbykyMlI5OTnq06ePiouLK92uLHh/+umnatiwod17wcHBTpczMDDQ9rvFYql0WdnnWq1WPfTQQxozZkyFfcXFxTn9+QAAeBpCNQAA1aBZs2YKDAzU119/bQubv/76q3788Uf17NlT//nPf3T06FE9/fTTio2NlaQKE4IFBQVJkkpLS23LWrVqpeDgYOXk5Khnz54OP9vRdlWlffv22rlzp5o1a1bl+wYAwBMwURkAANUgPDxcw4cP18SJE/XFF19ox44dGjZsmPz8LvwpjouLU1BQkF588UX99NNP+uijjyo8Q7px48ayWCz65JNPdOTIEZ06dUrXXHONJkyYoHHjxmnp0qXau3evsrKy9Pe//11Lly6tdLuqMnnyZH311Vd6+OGHtW3bNu3evVsfffSRRo8eXWWfAQCAmRGqAQCoJs8995x69Oih3//+97rtttvUvXt3JSQkSJIiIyO1ZMkSrVixQq1atdLTTz+t559/3m77hg0baubMmXrssccUFRVlm2F71qxZmj59umbPnq34+Hj16dNHH3/8sZo2bXrJ7apC27ZttW7dOu3evVuJiYm66aabNG3aNMXExFTZZwAAYGbM/g0AAAAAgIvoqQYAAAAAwEWEagAAAAAAXESoBgAAAADARYRqAAAAAABcRKgGAAAAAMBFhGoAAAAAAFxEqAYAAAAAwEWEagAAAAAAXESoBgAAAADARYRqAAAAAABcRKgGAAAAAMBF/x+qF7vMOIEj5QAAAABJRU5ErkJggg==\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "Xy_traintest_list = load_preprocess_skab()" ] }, { @@ -308,32 +85,22 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from Vanilla_AE import Vanilla_AE\n", - "from sklearn.preprocessing import StandardScaler" - ] - }, - { - "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hyperparameters selection\n", "BEST_PARAMS = [5, 4, 2, 0.005, 32]\n", - "Q = 0.99 # quantile for upper control limit (UCL) selection" + "Q = 0.99 # quantile for upper control limit (UCL) selection" ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# model defining \n", + "# model defining\n", "model = Vanilla_AE(BEST_PARAMS)" ] }, @@ -346,119 +113,49 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "13/13 [==============================] - 0s 2ms/step\n", - "24/24 [==============================] - 0s 2ms/step\n", - "13/13 [==============================] - 0s 2ms/step\n", - "42/42 [==============================] - 0s 2ms/step\n", - "13/13 [==============================] - 0s 3ms/step\n", - "38/38 [==============================] - 0s 2ms/step\n", - "13/13 [==============================] - 0s 2ms/step\n", - "33/33 [==============================] - 0s 3ms/step\n", - "13/13 [==============================] - 0s 2ms/step\n", - "29/29 [==============================] - 0s 2ms/step\n", - "13/13 [==============================] - 0s 1ms/step\n", - "29/29 [==============================] - 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[==============================] - 0s 1ms/step\n", - "13/13 [==============================] - 0s 2ms/step\n", - "34/34 [==============================] - 0s 2ms/step\n", - "13/13 [==============================] - 0s 1ms/step\n", - "36/36 [==============================] - 0s 1ms/step\n", - "13/13 [==============================] - 0s 2ms/step\n", - "32/32 [==============================] - 0s 2ms/step\n", - "CPU times: total: 2min 26s\n", - "Wall time: 2min 10s\n" - ] - } - ], + "outputs": [], "source": [ - "%%time\n", "# inference\n", "predicted_outlier, predicted_cp = [], []\n", - "for df in list_of_df:\n", - " X_train = df[:400].drop(['anomaly', 'changepoint'], axis=1)\n", - " \n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", " # scaler init and fitting\n", " StSc = StandardScaler()\n", " StSc.fit(X_train)\n", - " \n", + "\n", " # model fitting\n", " model.fit(StSc.transform(X_train))\n", - " \n", + "\n", " # results predicting\n", - " residuals_train = pd.DataFrame(StSc.transform(X_train) - \\\n", - " model.predict(StSc.transform(X_train))).abs().sum(axis=1)\n", - " UCL = residuals_train.quantile(Q) * 5/2\n", - " \n", - " df_sc = StSc.transform(df.drop(['anomaly','changepoint'], axis=1))\n", + " residuals_train = (\n", + " pd.DataFrame(\n", + " StSc.transform(X_train) - model.predict(StSc.transform(X_train))\n", + " )\n", + " .abs()\n", + " .sum(axis=1)\n", + " )\n", + " UCL = residuals_train.quantile(Q) * 5 / 2\n", + "\n", + " df_sc = StSc.transform(X_test)\n", " residuals_full_df = df_sc - model.predict(df_sc)\n", " residuals_full_df = pd.DataFrame(residuals_full_df).abs().sum(axis=1)\n", - " \n", - " prediction = pd.Series((residuals_full_df > UCL).astype(int).values, \n", - " index=df.index).fillna(0)\n", - " \n", + "\n", + " prediction = pd.Series(\n", + " (residuals_full_df > UCL).astype(int).values, index=X_test.index\n", + " ).fillna(0)\n", + "\n", " # predicted outliers saving\n", " predicted_outlier.append(prediction)\n", - " \n", + "\n", " # predicted CPs saving\n", " prediction_cp = abs(prediction.diff())\n", " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" ] }, { @@ -470,39 +167,14 @@ }, { "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -510,12 +182,11 @@ } ], "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" ] }, { @@ -527,14 +198,16 @@ }, { "cell_type": "code", - "execution_count": 14, - "metadata": { - "tags": [] - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" ] }, { @@ -546,27 +219,23 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 1.41 %\n", - "Missing Alarm Rate 75.3 %\n", + "False Alarm Rate 2.59 %\n", + "Missing Alarm Rate 75.15 %\n", "F1 metric 0.39\n" ] } ], "source": [ + "# [donotremove]\n", "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { @@ -578,133 +247,65 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:10'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:23.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:01.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:52.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:06.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:51.600000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:37.600000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:15.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:15.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:25.750000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:42.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:24.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:52.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:52.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:07'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:07'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:09'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:08'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:59.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:03.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:06:00.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:12.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:11.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:17.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:18.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:32.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:32.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:33'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:33'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:38.800000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:38.800000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:39'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:40'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:40'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:40'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:40.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:40.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:40.800000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:40.800000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:41'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:42'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:39.750000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:33.750000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:34.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:35.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:35.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:35.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:35.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:36.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:35.800000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:35.800000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:37'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:37'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:37.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:37.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:38'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:38'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:29.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:29.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:30'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:32'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:30.800000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:30.800000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:02.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:03.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 104\n", - "A number of FPs = 64\n", - "Average time 0 days 00:00:44.240000\n" + "Amount of true anomalies 127\n", + "A number of missed CPs = 103\n", + "A number of FPs = 106\n", + "Average time 0 days 00:00:18.083333333\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:57'), Timestamp('2020-02-08 18:20:31'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:52'), Timestamp('2020-02-08 18:51:40'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:43'), Timestamp('2020-02-08 19:26:22'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:27'), Timestamp('2020-02-08 17:16:58'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:26'), Timestamp('2020-02-08 17:23:59'))\n", - "Standart - 3.81\n", - "LowFP - -5.27\n", - "LowFN - 7.96\n" + "Standard - 11.41\n", + "LowFP - 6.53\n", + "LowFN - 13.91\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -716,7 +317,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/Vanilla_LSTM.ipynb b/notebooks/Vanilla_LSTM.ipynb index 8f1c285..c104b62 100644 --- a/notebooks/Vanilla_LSTM.ipynb +++ b/notebooks/Vanilla_LSTM.ipynb @@ -16,20 +16,23 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", + "import numpy as np\n", "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", + "from sklearn.preprocessing import StandardScaler\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.Vanilla_LSTM import Vanilla_LSTM\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, @@ -40,243 +43,13 @@ "## Data" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "path_to_data = '../data/'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
\n", - "
" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "Xy_traintest_list = load_preprocess_skab()" ] }, { @@ -297,18 +70,7 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from Vanilla_LSTM import Vanilla_LSTM\n", - "import numpy as np\n", - "from sklearn.preprocessing import StandardScaler" - ] - }, - { - "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -318,12 +80,12 @@ "BATCH_SIZE = 32\n", "VAL_SPLIT = 0.2\n", "PARAMS = [N_STEPS, EPOCHS, BATCH_SIZE, VAL_SPLIT]\n", - "Q = 0.99 # quantile for upper control limit (UCL) selection" + "Q = 0.99 # quantile for upper control limit (UCL) selection" ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -333,7 +95,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -343,7 +105,7 @@ " # find the end of this pattern\n", " end_ix = i + n_steps\n", " # check if we are beyond the dataset\n", - " if end_ix > len(sequences)-1:\n", + " if end_ix > len(sequences) - 1:\n", " break\n", " # gather input and output parts of the pattern\n", " seq_x, seq_y = sequences[i:end_ix, :], sequences[end_ix, :]\n", @@ -361,120 +123,45 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "13/13 [==============================] - 0s 3ms/step\n", - "24/24 [==============================] - 0s 3ms/step\n", - "13/13 [==============================] - 0s 3ms/step\n", - "42/42 [==============================] - 0s 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[==============================] - 0s 5ms/step\n", - "13/13 [==============================] - 0s 4ms/step\n", - "35/35 [==============================] - 0s 4ms/step\n", - "13/13 [==============================] - 0s 4ms/step\n", - "36/36 [==============================] - 0s 5ms/step\n", - "13/13 [==============================] - 0s 5ms/step\n", - "36/36 [==============================] - 0s 5ms/step\n", - "13/13 [==============================] - 0s 6ms/step\n", - "35/35 [==============================] - 0s 6ms/step\n", - "13/13 [==============================] - 0s 6ms/step\n", - "34/34 [==============================] - 0s 5ms/step\n", - "13/13 [==============================] - 0s 5ms/step\n", - "36/36 [==============================] - 0s 5ms/step\n", - "13/13 [==============================] - 0s 4ms/step\n", - "31/31 [==============================] - 0s 4ms/step\n", - "CPU times: total: 8min 17s\n", - "Wall time: 4min 32s\n" - ] - } - ], + "outputs": [], "source": [ - "%%time\n", "# inference\n", "predicted_outlier, predicted_cp = [], []\n", - "for df in list_of_df:\n", - " X_train = df[:400].drop(['anomaly','changepoint'], axis=1)\n", - " \n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", " # scaler init and fitting\n", " StSc = StandardScaler()\n", " StSc.fit(X_train)\n", - " \n", + "\n", " # convert into input/output\n", " X, y = split_sequences(StSc.transform(X_train), N_STEPS)\n", - " \n", + "\n", " # model fitting\n", " model.fit(X, y)\n", - " \n", + "\n", " # results predicting\n", " residuals_train = pd.DataFrame(y - model.predict(X)).abs().sum(axis=1)\n", " UCL = residuals_train.quantile(Q) * 5\n", - " \n", + "\n", " # results predicting\n", - " X, y = split_sequences(StSc.transform(df.drop(['anomaly','changepoint'], axis=1)), N_STEPS)\n", + " X, y = split_sequences(StSc.transform(X_test), N_STEPS)\n", " lstm_residuals = pd.DataFrame(y - model.predict(X)).abs().sum(axis=1)\n", - " prediction = pd.Series((lstm_residuals > UCL).astype(int).values, \n", - " index=df[N_STEPS:].index).fillna(0)\n", - " \n", + " prediction = pd.Series(\n", + " (lstm_residuals > UCL).astype(int).values, index=X_test[N_STEPS:].index\n", + " ).fillna(0)\n", + "\n", " # predicted outliers saving\n", " predicted_outlier.append(prediction)\n", - " \n", + "\n", " # predicted CPs saving\n", " prediction_cp = abs(prediction.diff())\n", " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" ] }, { @@ -486,39 +173,14 @@ }, { "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -526,12 +188,11 @@ } ], "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" ] }, { @@ -543,14 +204,16 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": { - "tags": [] - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" ] }, { @@ -562,27 +225,23 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 5.19 %\n", - "Missing Alarm Rate 63.37 %\n", - "F1 metric 0.5\n" + "False Alarm Rate 12.54 %\n", + "Missing Alarm Rate 59.53 %\n", + "F1 metric 0.54\n" ] } ], "source": [ + "# [donotremove]\n", "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { @@ -594,133 +253,65 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:08.333333333'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:22.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:00.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:51.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:05.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:50.400000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:36.400000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:14.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:14.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:24.500000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:41.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:23.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:51.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:51.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:05.750000'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:05.750000'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:08'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:07'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:58.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:02.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:05:59.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:11.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:10.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:16.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:17.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:31.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:31.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:32'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:32'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:37.600000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:37.600000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:38'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:39'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:39'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:39'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:39.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:39.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:39.600000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:39.600000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:39.800000'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:40.800000'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:38.500000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:32.500000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:33.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:34.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:34.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:34.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:34.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:35.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:34.600000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:34.600000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:36'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:36'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:36.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:36.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:37'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:37'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:28.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:28.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:28.800000'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:30.800000'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:29.600000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:29.600000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:01.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:02.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 86\n", - "A number of FPs = 86\n", - "Average time 0 days 00:00:45.400000\n" + "Amount of true anomalies 127\n", + "A number of missed CPs = 90\n", + "A number of FPs = 342\n", + "Average time 0 days 00:00:13.756756756\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:57'), Timestamp('2020-02-08 18:20:31'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:52'), Timestamp('2020-02-08 18:51:40'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:43'), Timestamp('2020-02-08 19:26:22'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:27'), Timestamp('2020-02-08 17:16:58'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:26'), Timestamp('2020-02-08 17:23:59'))\n", - "Standart - 3.73\n", - "LowFP - -10.15\n", - "LowFN - 10.5\n" + "Standard - 11.31\n", + "LowFP - -3.8\n", + "LowFN - 17.25\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -732,7 +323,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/isolation_forest.ipynb b/notebooks/isolation_forest.ipynb index af15e2c..cc5be85 100644 --- a/notebooks/isolation_forest.ipynb +++ b/notebooks/isolation_forest.ipynb @@ -23,20 +23,21 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.Isolation_Forest import Isolation_Forest\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, @@ -47,243 +48,13 @@ "## Data" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "path_to_data = '../data/'" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" - ] - }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
\n", - "
" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "Xy_traintest_list = load_preprocess_skab()" ] }, { @@ -302,29 +73,20 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "from Isolation_Forest import Isolation_Forest" - ] - }, - { - "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hyperparameters selection\n", - "random_state=0\n", - "n_jobs=-1\n", - "contamination=0.0005\n", + "random_state = 0\n", + "n_jobs = -1\n", + "contamination = 0.0005\n", "PARAMS = [random_state, n_jobs, contamination]" ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -341,39 +103,39 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CPU times: total: 11.2 s\n", - "Wall time: 9.85 s\n" - ] - } - ], + "outputs": [], "source": [ - "%%time\n", "# inference\n", "predicted_outlier, predicted_cp = [], []\n", - "for df in list_of_df:\n", - " X_train = df[:400].drop(['anomaly','changepoint'], axis=1)\n", - " \n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", " # classifier fitting\n", " model.fit(X_train)\n", "\n", " # results predicting\n", - " prediction = pd.Series(model.predict(df.drop(['anomaly','changepoint'], axis=1))*-1, \n", - " index=df.index).rolling(3).median().fillna(0).replace(-1,0)\n", - " \n", + " prediction = (\n", + " pd.Series(\n", + " model.predict(X_test) * -1,\n", + " index=X_test.index,\n", + " )\n", + " .rolling(3)\n", + " .median()\n", + " .fillna(0)\n", + " .replace(-1, 0)\n", + " )\n", + "\n", " # predicted outliers saving\n", " predicted_outlier.append(prediction)\n", - " \n", + "\n", " # predicted CPs saving\n", " prediction_cp = prediction.rolling(30).max().fillna(0).diff().abs()\n", " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" ] }, { @@ -385,14 +147,14 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -400,37 +162,11 @@ } ], "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[1].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[1].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" ] }, { @@ -442,12 +178,18 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(\n", + " f\"../results/../results/results-{model.__class__.__name__}.pkl\", \"wb\"\n", + " ),\n", + ")" ] }, { @@ -459,27 +201,23 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 1.16 %\n", - "Missing Alarm Rate 83.28 %\n", - "F1 metric 0.28\n" + "False Alarm Rate 2.56 %\n", + "Missing Alarm Rate 82.89 %\n", + "F1 metric 0.29\n" ] } ], "source": [ + "# [donotremove]\n", "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { @@ -491,133 +229,65 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-03-01 15:58:10'), Timestamp('2020-03-01 15:54:50'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:02:23.600000'), Timestamp('2020-02-08 17:58:38'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:09:01.600000'), Timestamp('2020-02-08 18:08:03'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:24:52.800000'), Timestamp('2020-02-08 18:20:46'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:31:06.800000'), Timestamp('2020-02-08 18:28:37'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:48:51.600000'), Timestamp('2020-02-08 18:46:33'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:55:37.600000'), Timestamp('2020-02-08 18:51:55'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:01:15.800000'), Timestamp('2020-02-08 18:58:30'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:06:15.800000'), Timestamp('2020-02-08 19:03:36'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:30:25.750000'), Timestamp('2020-02-08 19:26:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:37:42.600000'), Timestamp('2020-03-01 16:34:52'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:43:24.600000'), Timestamp('2020-03-01 16:40:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 16:57:52.600000'), Timestamp('2020-03-01 16:54:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:03:52.600000'), Timestamp('2020-03-01 17:00:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:19:07'), Timestamp('2020-03-01 17:14:53'))\n", - "Intersection of scoring windows(Timestamp('2020-03-01 17:20:07'), Timestamp('2020-03-01 17:19:53'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:41:09'), Timestamp('2020-02-08 16:38:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 16:47:08'), Timestamp('2020-02-08 16:44:10'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:00:59.200000'), Timestamp('2020-02-08 16:59:15'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:03:03.200000'), Timestamp('2020-02-08 17:02:12'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:06:00.200000'), Timestamp('2020-02-08 17:03:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:21:12.400000'), Timestamp('2020-02-08 17:17:13'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:28:11.400000'), Timestamp('2020-02-08 17:24:14'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:41:17.800000'), Timestamp('2020-02-08 17:38:17'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:47:18.800000'), Timestamp('2020-02-08 17:44:19'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:28:32.800000'), Timestamp('2020-03-09 10:25:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:34:32.800000'), Timestamp('2020-03-09 10:31:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:48:33'), Timestamp('2020-03-09 10:45:33'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 10:54:33'), Timestamp('2020-03-09 10:51:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:48:38.800000'), Timestamp('2020-03-09 13:45:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:54:38.800000'), Timestamp('2020-03-09 13:51:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:08:39'), Timestamp('2020-03-09 14:05:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:14:40'), Timestamp('2020-03-09 14:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:28:40'), Timestamp('2020-03-09 14:25:40'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:34:40'), Timestamp('2020-03-09 14:31:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:48:40.800000'), Timestamp('2020-03-09 14:45:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 14:54:40.800000'), Timestamp('2020-03-09 14:51:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:08:40.800000'), Timestamp('2020-03-09 15:05:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:14:40.800000'), Timestamp('2020-03-09 15:11:41'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:28:41'), Timestamp('2020-03-09 15:25:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 15:34:42'), Timestamp('2020-03-09 15:31:42'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:10:39.750000'), Timestamp('2020-03-09 11:10:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:15:33.750000'), Timestamp('2020-03-09 11:11:34'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:28:34.200000'), Timestamp('2020-03-09 11:25:35'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:34:35.200000'), Timestamp('2020-03-09 11:31:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:48:35.800000'), Timestamp('2020-03-09 11:45:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 11:54:35.800000'), Timestamp('2020-03-09 11:51:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:08:35.800000'), Timestamp('2020-03-09 12:05:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:14:36.800000'), Timestamp('2020-03-09 12:11:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:28:35.800000'), Timestamp('2020-03-09 12:25:36'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:34:35.800000'), Timestamp('2020-03-09 12:31:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:48:37'), Timestamp('2020-03-09 12:45:37'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 12:54:37'), Timestamp('2020-03-09 12:51:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:08:37.600000'), Timestamp('2020-03-09 13:05:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:14:37.600000'), Timestamp('2020-03-09 13:11:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:28:38'), Timestamp('2020-03-09 13:25:38'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 13:34:38'), Timestamp('2020-03-09 13:31:39'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:10:29.800000'), Timestamp('2020-03-09 16:07:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:16:29.800000'), Timestamp('2020-03-09 16:13:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:30:30'), Timestamp('2020-03-09 16:27:30'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:36:32'), Timestamp('2020-03-09 16:33:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:50:30.800000'), Timestamp('2020-03-09 16:47:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 16:56:30.800000'), Timestamp('2020-03-09 16:53:31'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:10:02.600000'), Timestamp('2020-03-09 17:07:32'))\n", - "Intersection of scoring windows(Timestamp('2020-03-09 17:16:03.600000'), Timestamp('2020-03-09 17:13:32'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 68\n", - "A number of FPs = 36\n", - "Average time 0 days 00:00:55.115573770\n" + "Amount of true anomalies 127\n", + "A number of missed CPs = 76\n", + "A number of FPs = 135\n", + "Average time 0 days 00:00:22.725490196\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:57'), Timestamp('2020-02-08 18:20:31'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:52'), Timestamp('2020-02-08 18:51:40'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:43'), Timestamp('2020-02-08 19:26:22'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:27'), Timestamp('2020-02-08 17:16:58'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:26'), Timestamp('2020-02-08 17:23:59'))\n", - "Standart - 9.24\n", - "LowFP - 1.09\n", - "LowFN - 13.91\n" + "Standard - 26.16\n", + "LowFP - 19.5\n", + "LowFN - 30.82\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -629,7 +299,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/mscred.ipynb b/notebooks/mscred.ipynb index 07c5041..e8286b3 100644 --- a/notebooks/mscred.ipynb +++ b/notebooks/mscred.ipynb @@ -16,267 +16,50 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", + "import numpy as np\n", "import pandas as pd\n", - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", + "from sklearn.preprocessing import MinMaxScaler\n", "\n", - "# additional modules\n", - "import sys\n", - "sys.path.append('../algorithms')\n", + "sys.path.append(\"..\")\n", + "from core.MSCRED import MSCRED\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", "\n", - "import warnings\n", "warnings.filterwarnings(\"ignore\", category=UserWarning)" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Put the `data` folder from the SKAB repository in the root of this repository. So the path will be following: `../data/`. Or select your own path." - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "path_to_data = '../data/'" + "%load_ext autoreload\n", + "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Data loading" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# benchmark files checking\n", - "all_files=[]\n", - "import os\n", - "for root, dirs, files in os.walk(path_to_data):\n", - " for file in files:\n", - " if file.endswith(\".csv\"):\n", - " all_files.append(os.path.join(root, file))" + "## Data" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# datasets with anomalies loading\n", - "list_of_df = [pd.read_csv(file, \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True) for file in all_files if 'anomaly-free' not in file]\n", - "# anomaly-free df loading\n", - "anomaly_free_df = pd.read_csv([file for file in all_files if 'anomaly-free' in file][0], \n", - " sep=';', \n", - " index_col='datetime', \n", - " parse_dates=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data description" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "SKAB v0.9\n", - "- A number of datasets: 34\n", - "- Shape of the random dataset: (1147, 10)\n", - "- A number of changepoints: 129\n", - "- A number of outliers (point anomalies): 13067\n", - "\n", - "Head of the random dataset:\n" - ] - }, - { - "data": { - "text/html": [ - "
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Accelerometer1RMSAccelerometer2RMSCurrentPressureTemperatureThermocoupleVoltageVolume Flow RateRMSanomalychangepoint
datetime
2020-03-01 15:44:060.0820650.1335211.277940.05471192.256222.2577209.63976.01970.00.0
\n", - "
" - ], - "text/plain": [ - " Accelerometer1RMS Accelerometer2RMS Current Pressure \\\n", - "datetime \n", - "2020-03-01 15:44:06 0.082065 0.133521 1.27794 0.054711 \n", - "\n", - " Temperature Thermocouple Voltage Volume Flow RateRMS \\\n", - "datetime \n", - "2020-03-01 15:44:06 92.2562 22.2577 209.639 76.0197 \n", - "\n", - " anomaly changepoint \n", - "datetime \n", - "2020-03-01 15:44:06 0.0 0.0 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# dataset characteristics printing\n", - "print('SKAB v0.9')\n", - "print(f'- A number of datasets: {len(list_of_df)}')\n", - "print(f'- Shape of the random dataset: {list_of_df[10].shape}')\n", - "n_cp = sum([len(df[df.changepoint==1.]) for df in list_of_df])\n", - "n_outlier = sum([len(df[df.anomaly==1.]) for df in list_of_df])\n", - "print(f'- A number of changepoints: {n_cp}')\n", - "print(f'- A number of outliers (point anomalies): {n_outlier}\\n')\n", - "print(f'Head of the random dataset:')\n", - "display(list_of_df[0].head(1))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Data visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# random dataset visualizing\n", - "list_of_df[1].plot(figsize=(12, 3))\n", - "plt.xlabel('Time')\n", - "plt.ylabel('Value')\n", - "plt.title('Signals')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Labels visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# plotting the labels both for outlier and changepoint detection problems\n", - "list_of_df[1].anomaly.plot(figsize=(12, 3))\n", - "list_of_df[1].changepoint.plot()\n", - "plt.legend()\n", - "plt.show()" + "Xy_traintest_list = load_preprocess_skab()" ] }, { @@ -297,57 +80,25 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "import tensorflow as tf\n", - "gpus = tf.config.experimental.list_physical_devices('GPU')\n", - "if gpus:\n", - " try:\n", - " # Currently, memory growth needs to be the same across GPUs\n", - " for gpu in gpus:\n", - " tf.config.experimental.set_memory_growth(gpu, True)\n", - " logical_gpus = tf.config.experimental.list_logical_devices('GPU')\n", - " print(len(gpus), \"Physical GPUs,\", len(logical_gpus), \"Logical GPUs\")\n", - " except RuntimeError as e:\n", - " # Memory growth must be set before GPUs have been initialized\n", - " print(e)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "from MSCRED import MSCRED\n", - "import numpy as np\n", - "from sklearn.preprocessing import MinMaxScaler" - ] - }, - { - "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hyperparameters selection\n", - "step_max = 5 # maximum step in ConvLSTM\n", - "gap_time = 1 # gap time between each segment\n", - "win_size = [5, 10, 30] # window size of each segment\n", + "step_max = 10 # maximum step in ConvLSTM\n", + "gap_time = 1 # gap time between each segment\n", + "win_size = [5, 10, 30] # window size of each segment\n", "scale_n = len(win_size)\n", - "Q = 0.99 # quantile for upper control limit (UCL) selection" + "Q = 0.99 # quantile for upper control limit (UCL) selection" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def create_dataset(df, win_size, gap_time, step_max):\n", - "\n", " data = np.array(df, dtype=np.float64)\n", " sensor_n = data.shape[1]\n", " data_all = []\n", @@ -357,23 +108,22 @@ "\n", " for win in win_size:\n", " matrix_all = []\n", - " print(f\"generating signature with window {win} ...\")\n", " for t in range(win_size[-1], len(df), gap_time):\n", " matrix_t = np.zeros((sensor_n, sensor_n))\n", " for i in range(sensor_n):\n", " for j in range(i, sensor_n):\n", - " matrix_t[i][j] = np.inner(data[i, t - win:t], data[j, t - win:t])/(win) # rescale by win\n", + " matrix_t[i][j] = np.inner(\n", + " data[i, t - win : t], data[j, t - win : t]\n", + " ) / (win) # rescale by win\n", " matrix_t[j][i] = matrix_t[i][j]\n", " matrix_all.append(matrix_t)\n", " data_all.append(matrix_all)\n", "\n", - " data_all = np.transpose(data_all, (1,2,3,0))\n", - "\n", - " print (f\"create dataset ...\")\n", + " data_all = np.transpose(data_all, (1, 2, 3, 0))\n", "\n", " dataset = data_all[:step_max]\n", - " for i in range(step_max+1, len(data_all)+1):\n", - " dataset = np.append(dataset, data_all[i-step_max:i], axis=0)\n", + " for i in range(step_max + 1, len(data_all) + 1):\n", + " dataset = np.append(dataset, data_all[i - step_max : i], axis=0)\n", "\n", " return dataset.reshape([-1, step_max, sensor_n, sensor_n, scale_n])" ] @@ -387,2337 +137,71 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": { "scrolled": true }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "----------------------dataset №1--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 16s 1s/step - loss: 0.1163 - val_loss: 0.0306 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 2s 750ms/step - loss: 0.0287 - val_loss: 0.0125 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 2s 748ms/step - loss: 0.0149 - val_loss: 0.0124 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 2s 719ms/step - loss: 0.0104 - val_loss: 0.0096 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 2s 737ms/step - loss: 0.0072 - val_loss: 0.0086 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 2s 716ms/step - loss: 0.0065 - val_loss: 0.0072 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 2s 677ms/step - loss: 0.0045 - val_loss: 0.0068 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 2s 691ms/step - loss: 0.0039 - val_loss: 0.0058 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 2s 716ms/step - loss: 0.0031 - val_loss: 0.0055 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 2s 741ms/step - loss: 0.0028 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 2s 740ms/step - loss: 0.0024 - val_loss: 0.0045 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 2s 755ms/step - loss: 0.0022 - val_loss: 0.0046 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 2s 709ms/step - loss: 0.0020 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 2s 722ms/step - loss: 0.0019 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 2s 663ms/step - loss: 0.0018 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 2s 714ms/step - loss: 0.0017 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 2s 721ms/step - loss: 0.0016 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 2s 716ms/step - loss: 0.0016 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 2s 720ms/step - loss: 0.0015 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 2s 726ms/step - loss: 0.0014 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 2s 703ms/step - loss: 0.0014 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 2s 745ms/step - loss: 0.0014 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 2s 737ms/step - loss: 0.0013 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 2s 719ms/step - loss: 0.0013 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 2s 749ms/step - loss: 0.0012 - val_loss: 0.0031 - lr: 0.0010\n", - "23/23 [==============================] - 2s 49ms/step\n", - "----------------------dataset №2--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 17s 2s/step - loss: 0.0444 - val_loss: 0.0502 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 3s 986ms/step - loss: 0.0107 - val_loss: 0.0344 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0055 - val_loss: 0.0296 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0030 - val_loss: 0.0293 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0026 - val_loss: 0.0234 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 3s 988ms/step - loss: 0.0021 - val_loss: 0.0221 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 3s 954ms/step - loss: 0.0020 - val_loss: 0.0206 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0016 - val_loss: 0.0194 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0016 - val_loss: 0.0185 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0014 - val_loss: 0.0176 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0013 - val_loss: 0.0166 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 3s 985ms/step - loss: 0.0013 - val_loss: 0.0159 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 3s 977ms/step - loss: 0.0012 - val_loss: 0.0152 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0011 - val_loss: 0.0143 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0010 - val_loss: 0.0137 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0010 - val_loss: 0.0133 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 3s 996ms/step - loss: 9.4637e-04 - val_loss: 0.0128 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 9.0861e-04 - val_loss: 0.0125 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 8.7476e-04 - val_loss: 0.0123 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 8.4063e-04 - val_loss: 0.0120 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 8.0878e-04 - val_loss: 0.0118 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 7.8032e-04 - val_loss: 0.0116 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 7.5424e-04 - val_loss: 0.0114 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 7.2692e-04 - val_loss: 0.0113 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 7.0320e-04 - val_loss: 0.0110 - lr: 0.0010\n", - "41/41 [==============================] - 4s 81ms/step\n", - "----------------------dataset №3--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 17s 2s/step - loss: 0.0891 - val_loss: 0.0299 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0176 - val_loss: 0.0222 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0088 - val_loss: 0.0175 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0061 - val_loss: 0.0153 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0040 - val_loss: 0.0143 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0038 - val_loss: 0.0132 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0029 - val_loss: 0.0123 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0027 - val_loss: 0.0114 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0023 - val_loss: 0.0103 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0021 - val_loss: 0.0094 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0020 - val_loss: 0.0089 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0018 - val_loss: 0.0084 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0017 - val_loss: 0.0079 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0016 - val_loss: 0.0074 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0015 - val_loss: 0.0071 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0014 - val_loss: 0.0067 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0013 - val_loss: 0.0065 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0013 - val_loss: 0.0062 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0012 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0012 - val_loss: 0.0058 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0012 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0011 - val_loss: 0.0055 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0011 - val_loss: 0.0053 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0011 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0010 - val_loss: 0.0051 - lr: 0.0010\n", - "37/37 [==============================] - 4s 85ms/step\n", - "----------------------dataset №4--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 18s 2s/step - loss: 0.1010 - val_loss: 0.0317 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0226 - val_loss: 0.0242 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0096 - val_loss: 0.0187 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0059 - val_loss: 0.0142 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0041 - val_loss: 0.0141 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0037 - val_loss: 0.0131 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0028 - val_loss: 0.0116 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0028 - val_loss: 0.0107 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0023 - val_loss: 0.0101 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0022 - val_loss: 0.0094 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0020 - val_loss: 0.0090 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0019 - val_loss: 0.0086 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0018 - val_loss: 0.0082 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0017 - val_loss: 0.0079 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0016 - val_loss: 0.0077 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0016 - val_loss: 0.0076 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0015 - val_loss: 0.0074 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0014 - val_loss: 0.0070 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0014 - val_loss: 0.0067 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0013 - val_loss: 0.0066 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0013 - val_loss: 0.0064 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0013 - val_loss: 0.0061 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0058 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0057 - lr: 0.0010\n", - "32/32 [==============================] - 6s 145ms/step\n", - "----------------------dataset №5--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 17s 2s/step - loss: 0.0667 - val_loss: 0.0312 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0218 - val_loss: 0.0123 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0101 - val_loss: 0.0081 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0065 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0041 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0036 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0029 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0025 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0022 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0020 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0019 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0018 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0016 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0016 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0015 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0014 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0014 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0013 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0013 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0012 - val_loss: 0.0020 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0012 - val_loss: 0.0019 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0012 - val_loss: 0.0019 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0011 - val_loss: 0.0018 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0011 - val_loss: 0.0018 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 3s 1s/step - loss: 0.0011 - val_loss: 0.0017 - lr: 0.0010\n", - "28/28 [==============================] - 4s 116ms/step\n", - "----------------------dataset №6--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 18s 2s/step - loss: 0.2025 - val_loss: 0.1088 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0521 - val_loss: 0.0562 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0168 - val_loss: 0.0365 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0098 - val_loss: 0.0444 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0063 - val_loss: 0.0377 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0052 - val_loss: 0.0316 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0039 - val_loss: 0.0329 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0035 - val_loss: 0.0360 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0030 - val_loss: 0.0399 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0033 - val_loss: 0.0326 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0031 - val_loss: 0.0345 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0025 - val_loss: 0.0314 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0023 - val_loss: 0.0270 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0022 - val_loss: 0.0275 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0021 - val_loss: 0.0244 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0019 - val_loss: 0.0247 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 1s/step - loss: 0.0018 - val_loss: 0.0234 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0018 - val_loss: 0.0228 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0017 - val_loss: 0.0222 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0016 - val_loss: 0.0214 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0213 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 1s/step - loss: 0.0015 - val_loss: 0.0204 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 1s/step - loss: 0.0015 - val_loss: 0.0205 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0014 - val_loss: 0.0199 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0197 - lr: 0.0010\n", - "28/28 [==============================] - 6s 159ms/step\n", - "----------------------dataset №7--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 18s 2s/step - loss: 0.0743 - val_loss: 0.0601 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0236 - val_loss: 0.0274 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0124 - val_loss: 0.0163 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0070 - val_loss: 0.0146 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0058 - val_loss: 0.0118 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0044 - val_loss: 0.0101 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0034 - val_loss: 0.0073 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0030 - val_loss: 0.0062 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0025 - val_loss: 0.0054 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0022 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0020 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0018 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0016 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0016 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0014 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0014 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0013 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0013 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0011 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0011 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0011 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0010 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0010 - val_loss: 0.0025 - lr: 0.0010\n", - "24/24 [==============================] - 5s 170ms/step\n", - "----------------------dataset №8--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.0887 - val_loss: 0.0220 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0216 - val_loss: 0.0120 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0112 - val_loss: 0.0100 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0072 - val_loss: 0.0077 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0049 - val_loss: 0.0070 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0045 - val_loss: 0.0062 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0034 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0030 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0027 - val_loss: 0.0045 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0023 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0022 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0020 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0023 - lr: 0.0010\n", - "35/35 [==============================] - 7s 179ms/step\n", - "----------------------dataset №9--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 17s 2s/step - loss: 0.0865 - val_loss: 0.0201 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0218 - val_loss: 0.0143 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0106 - val_loss: 0.0108 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0068 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0048 - val_loss: 0.0062 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0041 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0030 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0028 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0024 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0022 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0019 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0018 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0017 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0016 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0015 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0014 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0014 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0013 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0013 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0020 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0012 - val_loss: 0.0020 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0011 - val_loss: 0.0020 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 4s 1s/step - loss: 0.0011 - val_loss: 0.0020 - lr: 0.0010\n", - "37/37 [==============================] - 6s 138ms/step\n", - "----------------------dataset №10--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 18s 2s/step - loss: 0.0265 - val_loss: 0.0423 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 0.0064 - val_loss: 0.0401 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0034 - val_loss: 0.0329 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0280 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0279 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 0.0014 - val_loss: 0.0276 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0259 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0244 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.2554e-04 - val_loss: 0.0234 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.6217e-04 - val_loss: 0.0231 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.1863e-04 - val_loss: 0.0230 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 7.4798e-04 - val_loss: 0.0223 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 7.2217e-04 - val_loss: 0.0216 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.7626e-04 - val_loss: 0.0214 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 6.4839e-04 - val_loss: 0.0212 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 6.2068e-04 - val_loss: 0.0207 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 6.0107e-04 - val_loss: 0.0206 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 5.8077e-04 - val_loss: 0.0204 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 5.6186e-04 - val_loss: 0.0202 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 5.4817e-04 - val_loss: 0.0200 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 5.4016e-04 - val_loss: 0.0200 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 5.2525e-04 - val_loss: 0.0200 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 5.1576e-04 - val_loss: 0.0198 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 4s 2s/step - loss: 5.0225e-04 - val_loss: 0.0199 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - ETA: 0s - loss: 4.9980e-04\n", - "Epoch 25: ReduceLROnPlateau reducing learning rate to 0.000800000037997961.\n", - "3/3 [==============================] - 5s 2s/step - loss: 4.9980e-04 - val_loss: 0.0196 - lr: 0.0010\n", - "36/36 [==============================] - 6s 147ms/step\n", - "----------------------dataset №11--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.0417 - val_loss: 0.0450 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0098 - val_loss: 0.0426 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0051 - val_loss: 0.0331 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0031 - val_loss: 0.0289 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0025 - val_loss: 0.0284 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0020 - val_loss: 0.0265 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0256 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0249 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0240 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0237 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0237 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0233 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.7727e-04 - val_loss: 0.0229 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.2784e-04 - val_loss: 0.0226 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.8716e-04 - val_loss: 0.0223 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.4278e-04 - val_loss: 0.0221 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.1345e-04 - val_loss: 0.0214 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.8438e-04 - val_loss: 0.0214 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.5255e-04 - val_loss: 0.0215 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.2805e-04 - val_loss: 0.0212 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.0327e-04 - val_loss: 0.0212 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.8358e-04 - val_loss: 0.0209 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.6225e-04 - val_loss: 0.0208 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.4616e-04 - val_loss: 0.0209 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.3252e-04 - val_loss: 0.0207 - lr: 0.0010\n", - "35/35 [==============================] - 7s 178ms/step\n", - "----------------------dataset №12--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.0347 - val_loss: 0.0413 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0094 - val_loss: 0.0359 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0050 - val_loss: 0.0279 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0030 - val_loss: 0.0239 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0023 - val_loss: 0.0228 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0218 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0212 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0204 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0194 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0191 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0189 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.7832e-04 - val_loss: 0.0186 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.2265e-04 - val_loss: 0.0184 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.6509e-04 - val_loss: 0.0184 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.3349e-04 - val_loss: 0.0183 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.9309e-04 - val_loss: 0.0180 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.6959e-04 - val_loss: 0.0177 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.4315e-04 - val_loss: 0.0174 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.2087e-04 - val_loss: 0.0173 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 7.0781e-04 - val_loss: 0.0174 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.9232e-04 - val_loss: 0.0173 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.7194e-04 - val_loss: 0.0171 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.5707e-04 - val_loss: 0.0173 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - ETA: 0s - loss: 6.4395e-04\n", - "Epoch 24: ReduceLROnPlateau reducing learning rate to 0.000800000037997961.\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.4395e-04 - val_loss: 0.0172 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 6.3484e-04 - val_loss: 0.0173 - lr: 8.0000e-04\n", - "33/33 [==============================] - 7s 189ms/step\n", - "----------------------dataset №13--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.0280 - val_loss: 0.0169 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0075 - val_loss: 0.0076 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0040 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0024 - val_loss: 0.0046 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0020 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.4195e-04 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 8.8080e-04 - val_loss: 0.0018 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 8.3308e-04 - val_loss: 0.0017 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 7.7947e-04 - val_loss: 0.0016 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 7.4924e-04 - val_loss: 0.0015 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 7.1587e-04 - val_loss: 0.0014 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 6.9018e-04 - val_loss: 0.0014 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 6.6306e-04 - val_loss: 0.0013 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 6.4413e-04 - val_loss: 0.0013 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 6.2766e-04 - val_loss: 0.0013 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 6.1457e-04 - val_loss: 0.0013 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 5.9830e-04 - val_loss: 0.0012 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 5.8633e-04 - val_loss: 0.0012 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 5.7509e-04 - val_loss: 0.0012 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 5.6514e-04 - val_loss: 0.0012 - lr: 0.0010\n", - "35/35 [==============================] - 8s 197ms/step\n", - "----------------------dataset №14--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.0842 - val_loss: 0.0407 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0169 - val_loss: 0.0375 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0072 - val_loss: 0.0309 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0047 - val_loss: 0.0278 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0032 - val_loss: 0.0272 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0027 - val_loss: 0.0260 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0022 - val_loss: 0.0251 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0020 - val_loss: 0.0242 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0236 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0230 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0225 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0221 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0216 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0213 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0212 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0209 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0208 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0207 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0205 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0010 - val_loss: 0.0205 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.8810e-04 - val_loss: 0.0204 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.5784e-04 - val_loss: 0.0203 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.3628e-04 - val_loss: 0.0202 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.1411e-04 - val_loss: 0.0202 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 8.9273e-04 - val_loss: 0.0201 - lr: 0.0010\n", - "35/35 [==============================] - 8s 192ms/step\n", - "----------------------dataset №15--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.0987 - val_loss: 0.0257 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0218 - val_loss: 0.0150 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0112 - val_loss: 0.0125 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0075 - val_loss: 0.0104 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0049 - val_loss: 0.0095 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0049 - val_loss: 0.0085 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0037 - val_loss: 0.0078 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0034 - val_loss: 0.0069 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0030 - val_loss: 0.0063 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0026 - val_loss: 0.0059 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0024 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0022 - val_loss: 0.0053 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0021 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0045 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0033 - lr: 0.0010\n", - "35/35 [==============================] - 8s 189ms/step\n", - "----------------------dataset №16--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.0718 - val_loss: 0.0167 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0182 - val_loss: 0.0094 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0092 - val_loss: 0.0079 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0061 - val_loss: 0.0055 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0042 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0036 - val_loss: 0.0046 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0026 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0024 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0020 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0021 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0020 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.8903e-04 - val_loss: 0.0020 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.6224e-04 - val_loss: 0.0019 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.4084e-04 - val_loss: 0.0019 - lr: 0.0010\n", - "35/35 [==============================] - 7s 180ms/step\n", - "----------------------dataset №17--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.0785 - val_loss: 0.0258 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0218 - val_loss: 0.0137 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0098 - val_loss: 0.0104 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0058 - val_loss: 0.0075 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0044 - val_loss: 0.0068 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0037 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0030 - val_loss: 0.0057 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0028 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0023 - val_loss: 0.0046 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0021 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.8616e-04 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.6077e-04 - val_loss: 0.0027 - lr: 0.0010\n", - "35/35 [==============================] - 7s 174ms/step\n", - "----------------------dataset №18--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.1044 - val_loss: 0.0278 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0281 - val_loss: 0.0175 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0144 - val_loss: 0.0131 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0094 - val_loss: 0.0084 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0063 - val_loss: 0.0080 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0054 - val_loss: 0.0062 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0039 - val_loss: 0.0066 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0036 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0029 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0027 - val_loss: 0.0046 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0024 - val_loss: 0.0045 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0022 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0021 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0032 - lr: 0.0010\n", - "35/35 [==============================] - 7s 175ms/step\n", - "----------------------dataset №19--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.1108 - val_loss: 0.0276 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0254 - val_loss: 0.0179 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0117 - val_loss: 0.0140 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0075 - val_loss: 0.0096 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0055 - val_loss: 0.0089 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0046 - val_loss: 0.0078 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0038 - val_loss: 0.0070 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0034 - val_loss: 0.0063 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0028 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0026 - val_loss: 0.0058 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0023 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0021 - val_loss: 0.0057 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0020 - val_loss: 0.0055 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0045 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0038 - lr: 0.0010\n", - "35/35 [==============================] - 8s 195ms/step\n", - "----------------------dataset №20--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.1005 - val_loss: 0.0323 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0271 - val_loss: 0.0242 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0133 - val_loss: 0.0173 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0088 - val_loss: 0.0113 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0064 - val_loss: 0.0106 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0054 - val_loss: 0.0088 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0042 - val_loss: 0.0072 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0038 - val_loss: 0.0066 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0032 - val_loss: 0.0061 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0029 - val_loss: 0.0059 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0026 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0024 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0022 - val_loss: 0.0049 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0021 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0045 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0035 - lr: 0.0010\n", - "35/35 [==============================] - 9s 218ms/step\n", - "----------------------dataset №21--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.1044 - val_loss: 0.0290 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0305 - val_loss: 0.0166 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0145 - val_loss: 0.0126 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0087 - val_loss: 0.0076 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0062 - val_loss: 0.0072 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0050 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0038 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0035 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0029 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0027 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0024 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0022 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0021 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0027 - lr: 0.0010\n", - "35/35 [==============================] - 8s 197ms/step\n", - "----------------------dataset №22--------------------------------\n", - "generating signature with window 5 ...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - ":40: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`). Consider using `matplotlib.pyplot.close()`.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.1205 - val_loss: 0.0353 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0278 - val_loss: 0.0211 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0122 - val_loss: 0.0154 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0069 - val_loss: 0.0121 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0051 - val_loss: 0.0113 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0044 - val_loss: 0.0101 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0034 - val_loss: 0.0091 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0033 - val_loss: 0.0085 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0028 - val_loss: 0.0082 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0025 - val_loss: 0.0079 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0023 - val_loss: 0.0074 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0021 - val_loss: 0.0072 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0020 - val_loss: 0.0071 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0067 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0065 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0063 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0063 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0058 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0057 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0055 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0054 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0053 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0052 - lr: 0.0010\n", - "35/35 [==============================] - 8s 181ms/step\n", - "----------------------dataset №23--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 2s/step - loss: 0.0906 - val_loss: 0.0268 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0256 - val_loss: 0.0137 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0134 - val_loss: 0.0090 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0082 - val_loss: 0.0071 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0055 - val_loss: 0.0063 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0050 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0034 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0033 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0027 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0025 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0022 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0020 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0023 - lr: 0.0010\n", - "33/33 [==============================] - 7s 177ms/step\n", - "----------------------dataset №24--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 21s 3s/step - loss: 0.0825 - val_loss: 0.0269 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0229 - val_loss: 0.0168 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0113 - val_loss: 0.0114 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0072 - val_loss: 0.0066 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0053 - val_loss: 0.0067 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0042 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0033 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0029 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0025 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0023 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0020 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0015 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0013 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0012 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0010 - val_loss: 0.0022 - lr: 0.0010\n", - "35/35 [==============================] - 9s 233ms/step\n", - "----------------------dataset №25--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.0975 - val_loss: 0.0212 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0238 - val_loss: 0.0130 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0130 - val_loss: 0.0096 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0088 - val_loss: 0.0065 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0055 - val_loss: 0.0061 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0051 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0036 - val_loss: 0.0049 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0032 - val_loss: 0.0046 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0029 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0025 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0024 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0021 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0020 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0021 - lr: 0.0010\n", - "34/34 [==============================] - 8s 186ms/step\n", - "----------------------dataset №26--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 21s 3s/step - loss: 0.0912 - val_loss: 0.0313 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0217 - val_loss: 0.0233 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0112 - val_loss: 0.0189 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0078 - val_loss: 0.0139 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0055 - val_loss: 0.0126 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0049 - val_loss: 0.0115 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0034 - val_loss: 0.0108 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0031 - val_loss: 0.0099 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0027 - val_loss: 0.0086 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0024 - val_loss: 0.0083 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0022 - val_loss: 0.0076 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0072 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0068 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0063 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0015 - val_loss: 0.0057 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0014 - val_loss: 0.0055 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0053 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0049 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0046 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0045 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0010 - val_loss: 0.0044 - lr: 0.0010\n", - "35/35 [==============================] - 8s 186ms/step\n", - "----------------------dataset №27--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 20s 3s/step - loss: 0.0937 - val_loss: 0.0255 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0268 - val_loss: 0.0136 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0138 - val_loss: 0.0099 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0083 - val_loss: 0.0071 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0056 - val_loss: 0.0059 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0047 - val_loss: 0.0053 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0032 - val_loss: 0.0049 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0030 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0025 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0022 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0020 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0023 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0022 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0010 - val_loss: 0.0021 - lr: 0.0010\n", - "35/35 [==============================] - 8s 202ms/step\n", - "----------------------dataset №28--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.1027 - val_loss: 0.0220 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0259 - val_loss: 0.0140 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0125 - val_loss: 0.0108 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0079 - val_loss: 0.0071 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0056 - val_loss: 0.0066 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0048 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0036 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0034 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0028 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0026 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0024 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0022 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 7s 2s/step - loss: 0.0020 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0026 - lr: 0.0010\n", - "34/34 [==============================] - 9s 215ms/step\n", - "----------------------dataset №29--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 20s 2s/step - loss: 0.0768 - val_loss: 0.0240 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0192 - val_loss: 0.0143 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0090 - val_loss: 0.0114 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0058 - val_loss: 0.0088 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0041 - val_loss: 0.0081 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0037 - val_loss: 0.0070 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0028 - val_loss: 0.0065 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0026 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0022 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0021 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0019 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0016 - val_loss: 0.0042 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 9.8034e-04 - val_loss: 0.0026 - lr: 0.0010\n", - "35/35 [==============================] - 7s 167ms/step\n", - "----------------------dataset №30--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 20s 3s/step - loss: 0.0962 - val_loss: 0.0295 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0251 - val_loss: 0.0204 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0117 - val_loss: 0.0152 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0072 - val_loss: 0.0093 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0050 - val_loss: 0.0097 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0043 - val_loss: 0.0080 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0032 - val_loss: 0.0076 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0030 - val_loss: 0.0061 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0024 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0023 - val_loss: 0.0054 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0020 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0010 - val_loss: 0.0032 - lr: 0.0010\n", - "35/35 [==============================] - 8s 188ms/step\n", - "----------------------dataset №31--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 20s 3s/step - loss: 0.0869 - val_loss: 0.0211 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0176 - val_loss: 0.0144 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0086 - val_loss: 0.0114 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0057 - val_loss: 0.0087 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0036 - val_loss: 0.0083 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0037 - val_loss: 0.0078 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0028 - val_loss: 0.0073 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0026 - val_loss: 0.0069 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0024 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0021 - val_loss: 0.0057 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0020 - val_loss: 0.0052 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0040 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0039 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0035 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0031 - lr: 0.0010\n", - "35/35 [==============================] - 7s 174ms/step\n", - "----------------------dataset №32--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 21s 3s/step - loss: 0.1040 - val_loss: 0.0274 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0284 - val_loss: 0.0154 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0137 - val_loss: 0.0120 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0086 - val_loss: 0.0077 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0061 - val_loss: 0.0074 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0049 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0036 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0032 - val_loss: 0.0044 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0026 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0025 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0021 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0038 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0018 - val_loss: 0.0036 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0014 - val_loss: 0.0033 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0030 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0027 - lr: 0.0010\n", - "33/33 [==============================] - 8s 186ms/step\n", - "----------------------dataset №33--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 20s 3s/step - loss: 0.0838 - val_loss: 0.0202 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0190 - val_loss: 0.0122 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0100 - val_loss: 0.0100 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0064 - val_loss: 0.0072 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0045 - val_loss: 0.0062 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0042 - val_loss: 0.0059 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0030 - val_loss: 0.0056 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0027 - val_loss: 0.0049 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0024 - val_loss: 0.0043 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0020 - val_loss: 0.0041 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0019 - val_loss: 0.0037 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0017 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0034 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0015 - val_loss: 0.0032 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0031 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0029 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0028 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0011 - val_loss: 0.0027 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0010 - val_loss: 0.0026 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0010 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 9.8151e-04 - val_loss: 0.0025 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 9.5867e-04 - val_loss: 0.0024 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 9.2740e-04 - val_loss: 0.0023 - lr: 0.0010\n", - "35/35 [==============================] - 8s 191ms/step\n", - "----------------------dataset №34--------------------------------\n", - "generating signature with window 5 ...\n", - "generating signature with window 10 ...\n", - "generating signature with window 30 ...\n", - "create dataset ...\n", - "Epoch 1/25\n", - "3/3 [==============================] - 19s 3s/step - loss: 0.0906 - val_loss: 0.0291 - lr: 0.0010\n", - "Epoch 2/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0228 - val_loss: 0.0225 - lr: 0.0010\n", - "Epoch 3/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0108 - val_loss: 0.0189 - lr: 0.0010\n", - "Epoch 4/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0074 - val_loss: 0.0128 - lr: 0.0010\n", - "Epoch 5/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0053 - val_loss: 0.0119 - lr: 0.0010\n", - "Epoch 6/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0045 - val_loss: 0.0101 - lr: 0.0010\n", - "Epoch 7/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0034 - val_loss: 0.0089 - lr: 0.0010\n", - "Epoch 8/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0032 - val_loss: 0.0077 - lr: 0.0010\n", - "Epoch 9/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0026 - val_loss: 0.0069 - lr: 0.0010\n", - "Epoch 10/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0024 - val_loss: 0.0064 - lr: 0.0010\n", - "Epoch 11/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0021 - val_loss: 0.0066 - lr: 0.0010\n", - "Epoch 12/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0020 - val_loss: 0.0061 - lr: 0.0010\n", - "Epoch 13/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0018 - val_loss: 0.0060 - lr: 0.0010\n", - "Epoch 14/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0017 - val_loss: 0.0057 - lr: 0.0010\n", - "Epoch 15/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0016 - val_loss: 0.0055 - lr: 0.0010\n", - "Epoch 16/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0015 - val_loss: 0.0054 - lr: 0.0010\n", - "Epoch 17/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0014 - val_loss: 0.0054 - lr: 0.0010\n", - "Epoch 18/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0013 - val_loss: 0.0053 - lr: 0.0010\n", - "Epoch 19/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0013 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 20/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0051 - lr: 0.0010\n", - "Epoch 21/25\n", - "3/3 [==============================] - 6s 2s/step - loss: 0.0012 - val_loss: 0.0050 - lr: 0.0010\n", - "Epoch 22/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0012 - val_loss: 0.0049 - lr: 0.0010\n", - "Epoch 23/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0048 - lr: 0.0010\n", - "Epoch 24/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0011 - val_loss: 0.0047 - lr: 0.0010\n", - "Epoch 25/25\n", - "3/3 [==============================] - 5s 2s/step - loss: 0.0010 - val_loss: 0.0046 - lr: 0.0010\n", - "31/31 [==============================] - 7s 176ms/step\n", - "CPU times: total: 4h 53min 28s\n", - "Wall time: 1h 25min 40s\n" - ] - }, - { - "data": { - "image/png": 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\n", 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\n", 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\n", 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FAJvNhqqqKsU/IiIiIiIiIiIiIiIiIqLWLKg1icvKyuByuZCTk6PYnpOTg5KSEs37lJSUaLZ3Op0oKytDly5dmuW4ADB16lQ8//zzAfdPRETU2rhcLsOTtci45ORkmM3maJ8GERERUVDYN4we9h9bL37uooefOyIiIq+ggsQS9ULHHo/H7+LHWu21tkf6uJMnT0ZeXp78e1VVFbp16xbUMYmIiBKJx+NBSUkJKioqon0qCatdu3bo3Llz0P0cIiIiopbGvmFsYP9R36xZs/D3v/8dxcXFuPjii5Gfn4/hw4frti8oKEBeXh527dqFrl274sknn8T48eMVbZYsWYJnn30WBw8eRJ8+ffDSSy/h9ttv19zf1KlT8dRTT+Hxxx9Hfn5+RB4TP3exgZ87IiKiIIPEHTp0gNls9sneLS0t9cnylXTu3FmzvcViQXZ2drMdFwCsViusVquhYxARUetzptaOqnoHenbIiPaptBhpMKJTp05IT0/nBXEEeTwe1NXVobS0FAAMVUshIiKixFBvd+FIeS36ds6Kq/4V+4bRxf6jf4sXL8bEiRMxa9YsXHXVVfjXv/6F0aNHY/fu3ejevbtP+8OHD+Omm27Cww8/jPfffx/ffvstJkyYgI4dO+LOO+8E4F0Wb+zYsXjhhRdw++23Y+nSpbjrrruwbt06DBkyRLG/TZs2Ye7cubj00ksj+rj4uYsufu6IiCjS6u0uHDxdg4u7tom7v+tBBYlTUlKQm5uLlStXKmbYrVy5ErfddpvmfYYOHYpPP/1UsW3FihUYPHgwkpOTm+24REREgVz+wkoAwLd/uQ7ntkuL8tk0P5fLJQ9GGJ2oRcFJS/O+j0pLS9GpUyeWMCMiImol7py9HruLq/Cvcbm48eLO0T4dQ9g3jA3sP+qbMWMGHnzwQTz00EMAgPz8fHz55ZeYPXs2pk6d6tN+zpw56N69u5zx269fP2zevBnTp0+Xg8T5+fkYOXIkJk+eDMBbhbCgoAD5+flYuHChvK+amhrcc889ePPNN/Hiiy9G7DHxcxcb+LkjIqJImvDvLfh632nMuTcXPxsQH9cCkqDLTefl5WHcuHEYPHgwhg4dirlz56KoqEgu3TJ58mScOHEC7777LgBg/PjxeP3115GXl4eHH34YhYWFmDdvnqLjZbfbsXv3bvnnEydOYPv27cjMzMT5559v6Lgxo7Y22mdARERB+v7AKZzbr2O0T6PZOex2wO1GutUKuFzRPp3YFIHBgfT0dACAw+HgYAMREVErsbu4CgCwZMvxuAkSS2uhSn0Xih72H33Z7XZs2bIFf/nLXxTbR40ahfXr12vep7CwEKNGjVJsu/HGGzFv3jw4HA4kJyejsLAQkyZN8mmjLiX96KOP4uabb8YNN9xgKEhss9lgs9nk36uqqjTb8XMXO/i5IyKiSPl632kAwJtrDyV+kHjs2LEoLy/HlClTUFxcjAEDBmDZsmXo0aMHAKC4uBhFRUVy+169emHZsmWYNGkS3njjDXTt2hUzZ86UZ/ABwMmTJzFo0CD59+nTp2P69OkYMWIE1qxZY+i4MSMzM9pnQERERv35MwCA6Ve/An4sjPLJtIAePYA5c2Cqr4/2mcSuwYPD3kW8lZUhIiKi1o19l+jja+CrrKwMLpfLZ5m5nJwcn+XoJCUlJZrtnU4nysrK0KVLF9024j4XLVqErVu3YtOmTYbPd+rUqXj++ecNt+drHn18DYiIKNJqbc5on0LQgg4SA8CECRMwYcIEzdsWLFjgs23EiBHYunWr7v569uwJj8cT1nGJiIhCZULgv0FERERERIGwV0kUWepAnsfj8Rvc02qv3u5vn8eOHcPjjz+OFStWIDU11fB5Tp48GXl5efLvVVVV6Natm+H7ExERUXxyu5uuAOod8Ve5MaQgMflRUxPtMyAiIqNeWAMAMC1aBFzUIaqn0iJsNqC4GOjZEwhiwIOIiIiIjDEyAZ6IAuvQoQPMZrNP1nBpaalPJrCkc+fOmu0tFou8/q9eG2mfW7ZsQWlpKXJzc+XbXS4XvvnmG7z++uuw2WyapYmtViusVmvwD5SIiIjiWkW9Q/7ZakmK4pmEhkHiSMvIiPYZEBFRkEypqa3j+9tsBpKSvP8n6JpLCxYswMSJE1FRURHtUyEiIqJWiDHi2MK+YfxKSUlBbm4uVq5cidtvv13evnLlStx2222a9xk6dCg+/fRTxbYVK1Zg8ODBSE5OltusXLlSsS7xihUrMGzYMADA9ddfj507dyr28Zvf/AZ9+/bFn//8Z65daxA/e0RE1FpsKzor/2x3uqN4JqGJv7A2ERFRhCVxKaKEMXbsWOzfvz9i+/vb3/4Gk8mk+Ne5c+eI7Z+IiIgSi5tR4pgS6b7hN998g1tvvRVdu3aFyWTCRx995NPG4/Hgb3/7G7p27Yq0tDRcc8012LVrV8TOoTXJy8vDW2+9hfnz52PPnj2YNGkSioqKMH78eADeEs/33Xef3H78+PE4evQo8vLysGfPHsyfPx/z5s3DE088IbeRSklPmzYNe/fuxbRp07Bq1SpMnDgRAJCVlYUBAwYo/mVkZCA7OxsDBgxo0ccfzyL92Zs9ezYuvfRStGnTBm3atMHQoUPxxRdfKNrws0dERNHw3ZEz8s+19vgrN80gMRERtUpiKUA/S1pRnElLS0OnTp0ius+LL74YxcXF8j91ZgERERGRhCHi2BLpvmFtbS0uu+wyvP7667ptXn31VcyYMQOvv/46Nm3ahM6dO2PkyJGorq6O2Hm0FmPHjkV+fj6mTJmCgQMH4ptvvsGyZcvQo0cPAEBxcTGKiork9r169cKyZcuwZs0aDBw4EC+88AJmzpyJO++8U24zbNgwLFq0CG+//TYuvfRSLFiwAIsXL8aQIUNa/PElskh/9s477zy88sor2Lx5MzZv3ozrrrsOt912myIIzM8eERFFQ02DU/65zub00zI2MUhMREStksstBInROqPEHo8HdXZnVP4Fs17fp59+inbt2sHt9pZs2b59O0wmE/70pz/JbR555BHcfffdWLBgAdq1aydv/9vf/oaBAwfivffeQ8+ePdG2bVv88pe/DGqgwGKxoHPnzvK/jh07Gr4vERERtS7xnkgcD/3DaPYNR48ejRdffBF33HGH7vOXn5+Pp59+GnfccQcGDBiAd955B3V1dfjggw8MHYOUJkyYgCNHjsBms2HLli24+uqr5dsWLFiANWvWKNqPGDECW7duhc1mw+HDh+WsY9GYMWOwd+9e2O127NmzR/f1lKxZswb5+fmReDia4uFzB0T3s3frrbfipptuwoUXXogLL7wQL730EjIzM7Fhwwb5OeRnj4jiSTyWJSZt9UL2cJ3DBbc7vi4IuCYxERG1Si7xYrh1xohR73Ch/3NfRuXYu6fciPQUY92Qq6++GtXV1di2bRtyc3NRUFCADh06oKCgQG6zZs0axbpiooMHD+Kjjz7CZ599hrNnz+Kuu+7CK6+8gpdeesnQ8X/88Ud07doVVqsVQ4YMwcsvv4zevXsbui8RERG1LvE1JOQrHvqH0e4b+nP48GGUlJRg1KhR8jar1YoRI0Zg/fr1eOSRR8I+BiWeePjcAbHz2XO5XPjvf/+L2tpaDB06FAA/e0QUX/6xYh/eXHsIH/7uKvTv2ibap0NhqhOCxB4P0OB0Gf7bGguYSUxERK2SW5iw10pjxHGjbdu2GDhwoJwlIA087NixA9XV1SgpKcH+/ftxzTXXaN7f7XZjwYIFGDBgAIYPH45x48bhq6++MnTsIUOG4N1338WXX36JN998EyUlJRg2bBjKy8sj9OiIiIgokQSTlUehiWbfMJCSkhIAQE5OjmJ7Tk6OfBtRvIr2Z2/nzp3IzMyE1WrF+PHjsXTpUvTv3x8AP3tEFF/+ufoAGhxu/GPFvmifCkVAnUO5DnGtLb7WJY6fcDYREVEEiZnESa10UeK0ZDN2T7kxascOxjXXXIM1a9YgLy8Pa9euxYsvvoglS5Zg3bp1qKioQE5ODvr27SuXGxP17NkTWVlZ8u9dunRBaWmpoeOOHj1a/vmSSy7B0KFD0adPH7zzzjvIy8sL6jEQERFR4ov3GHG89A+j1Tc0yqS6vvB4PD7biCTx8rkDovvZu+iii7B9+3ZUVFRgyZIluP/++1FQUCAHigF+9ogovqSmBPcdTLGp3q5ch7jO7gRgjc7JhIBBYiIiigtutwfvFh7B0D4dcFHnrMB3CLQ/YQSvtV4zmkymuCl/cs0112DevHnYsWMHkpKS0L9/f4wYMQIFBQU4e/YsRowYoXvf5ORkxe8mk0leRytYGRkZuOSSS/Djjz+GdH8iIiJKbJ44LzgdL/3DWOkbqnXu3BmAN6uxS5cu8vbS0lKfDEciSbx87oDofvZSUlJw/vnnAwAGDx6MTZs24bXXXsO//vUvfvaIKC5lMEicEMRy0wBQ3eDUaRmbWG6aiIjiwtf7SvG3T3fjxvxvIlLGz+0WgsQsOB3zpPWv8vPzMWLECJhMJowYMQJr1qzBmjVr/A5GRJLNZsOePXsUAw9EREREknjPJI4XsdI3VOvVqxc6d+6MlStXytvsdjsKCgowbNiwqJwTUSTF0mfP4/HAZrMB4GePiOKHOB4ZLxOEyL96VZD4bJ09SmcSGgaJiYgoLlTWO+SfD5XVhr0/l5uZxPFEWv/q/fffl9e4uvrqq7F161a/616F64knnkBBQQEOHz6MjRs3YsyYMaiqqsL999/fLMcjIiKi+OZmlLhFRKtvWFNTg+3bt2P79u0AgMOHD2P79u0oKioC4M2MnDhxIl5++WUsXboUP/zwA379618jPT0dv/rVr5rlnIhaUrQ+e0899RTWrl2LI0eOYOfOnXj66aexZs0a3HPPPQD42SOi+FHV0DS+uWD9ETz5vx1RPBuKBCmTuE2qN+h/ppZBYiIiooizWppKsKhnaIVCXJOYY3nx4dprr4XL5ZIHHtq3b4/+/fujY8eO6NevX7Mc8/jx47j77rtx0UUX4Y477kBKSgo2bNiAHj16NMvxEtmsWbPQq1cvpKamIjc3F2vXrvXbvqCgALm5uUhNTUXv3r0xZ84cnzZLlixB//79YbVa0b9/fyxdutSnzYkTJ3DvvfciOzsb6enpGDhwILZs2RKxx0VERCRiv7LlRKNvuHnzZgwaNAiDBg0CAOTl5WHQoEF47rnn5DZPPvkkJk6ciAkTJmDw4ME4ceIEVqxYoViLlSieReOzd+rUKYwbNw4XXXQRrr/+emzcuBHLly/HyJEj5Tb87BFRPDhb51D8/p/NxxWJLBRfHC43Kuq9QeFz26cDAM7GWZDY5IlEzc44UVVVhbZt26KyshJt2rSJ9ukQEVEQPtlxEo8t3AYA+OwPP8WAc9uGtb+Sygb8ZOpXAID3HrwSwy/oGPY5xrqGhgYcPnxYDtRR8/D3PLfWvsjixYsxbtw4zJo1C1dddRX+9a9/4a233sLu3bvRvXt3n/aHDx/GgAED8PDDD+ORRx7Bt99+iwkTJmDhwoW48847AQCFhYUYPnw4XnjhBdx+++1YunQpnnvuOaxbtw5DhgwBAJw9exaDBg3Ctddei9/97nfo1KkTDh48iJ49e6JPnz6Gzr21vmZERBScnn/5HABwZa9z8J9Hhkb5bIxh3zB2sP+YePReN37uYgdfCyKKhq1FZ3HHrPWKbXum/AxpXJ84Lq3cfQoPv7sZ7dOTMbJ/Dv6z+Tgeu+585I26KNqnZrgPyaLnREQUF8Q1OyJRxk/MJOaEPaLmNWPGDDz44IN46KGHAAD5+fn48ssvMXv2bEydOtWn/Zw5c9C9e3fk5+cDAPr164fNmzdj+vTpcpA4Pz8fI0eOxOTJkwEAkydPRkFBAfLz87Fw4UIAwLRp09CtWze8/fbb8r579uzZjI+UiIhaPfYriYiIiEiHVpapzelikDhOHTtTBwAYdn4HdG6bBgA4wzWJiYiIIk8svRKJGhiRDjpT/CkqKkJmZqbuP2ltOQqP3W7Hli1bMGrUKMX2UaNGYf369Zr3KSws9Gl/4403YvPmzXA4HH7biPv85JNPMHjwYPziF79Ap06dMGjQILz55pt+z9dms6Gqqkrxj4iIyCgPo8Rxi31DoujgZ4+IWhN1uWkAsDvdUTgTioTyWhsAoGOmFeekJwMAztb6vsaxjJnEREQUF5SZvxHIJFYEnTmY1xp17doV27dv93s7ha+srAwulws5OTmK7Tk5OSgpKdG8T0lJiWZ7p9OJsrIydOnSRbeNuM9Dhw5h9uzZyMvLw1NPPYXvvvsOjz32GKxWK+677z7NY0+dOhXPP/98KA+ViIiIFWriGPuGRNHBzx4RtSbamcQMEser8hrv65mdkYL2GSkAgDNxtiYxg8RERBQXxMzfSIy9iUFnxohbJ4vFgvPPPz/ap9FqmEwmxe8ej8dnW6D26u2B9ul2uzF48GC8/PLLAIBBgwZh165dmD17tm6QePLkycjLy5N/r6qqQrdu3fw9NCIiIhknH8Yv9g2JooOfPSJqTSrqtctNU3wqq/FmEmdnWpGdYQUAnGW5aSIioshTBnXDH3wTg84fbT8Z9v7iCQcvmxefX6UOHTrAbDb7ZA2Xlpb6ZAJLOnfurNneYrEgOzvbbxtxn126dEH//v0Vbfr16+e3ZJ3VakWbNm0U/4iIiPzxKCreRPFEQsS+S/TxNWh9+JpHH18DIoqGertv1nCDg5nE8UrKGj4nIwXtM5IV2+IFg8RERBQX3BFek1gMOn+6o3UEiZOTvZ2Vurq6KJ9JYpOeX+n5bu1SUlKQm5uLlStXKravXLkSw4YN07zP0KFDfdqvWLECgwcPlp9XvTbiPq+66irs27dP0Wb//v3o0aNHyI+HiIhIzRWPkWGwbxhL2H9sPfi5ix383BFRNGhlDbPcdPyqtXlfz6xUC85pLDd9ts4eVxORWG6aKERutwdvrj2Ey3u0xxU9z4n26RAlPFeky03H6WBeOMxmM9q1a4fS0lIAQHp6ut9yvxQcj8eDuro6lJaWol27djCbzdE+pZiRl5eHcePGYfDgwRg6dCjmzp2LoqIijB8/HoC3xPOJEyfw7rvvAgDGjx+P119/HXl5eXj44YdRWFiIefPmYeHChfI+H3/8cVx99dWYNm0abrvtNnz88cdYtWoV1q1bJ7eZNGkShg0bhpdffhl33XUXvvvuO8ydOxdz585t2SeAiIgSTnFlPZ5e+gMeuKoXrujVXt4eTz1M9g2jj/3H1oefu+jj546IosmuERDef6oaHTJT0CM7IwpnROGosTkBABlWC9qne4PEDpcH1TYn2qTGxyQkBomJQvTZzmJM/WIvAODIKzdH+WyIEp9LGHFzBxngdbk9eOGz3Rjcsz1uubRr4z4ieXbxo3PnzgAgD0pQ5LVr105+nslr7NixKC8vx5QpU1BcXIwBAwZg2bJlckZvcXGxogR0r169sGzZMkyaNAlvvPEGunbtipkzZ+LOO++U2wwbNgyLFi3CM888g2effRZ9+vTB4sWLMWTIELnNFVdcgaVLl2Ly5MmYMmUKevXqhfz8fNxzzz0t9+CJiCgh/e79rdh+rAIF+09j599GydvjKWsAYN8wVrD/2Lrwcxcb+Lkjomiwu3wHJCd/uBMAsP/F0UixsPhvPKm1e4PEmVYzUpPNSE8xo87uwtlaO4PERInu0OmaaJ8CUaviDiOT+LPvT2LB+iNYsP6IHCR2xdkAXqSYTCZ06dIFnTp1gsPhiPbpJJzk5GTORNcxYcIETJgwQfO2BQsW+GwbMWIEtm7d6nefY8aMwZgxY/y2ueWWW3DLLbcYPk8iIiIjth+rAOCdjBjPFWrYN4w+9h9bH37uoo+fOyKKFpuf9YerGxzIzrS24NlQuGqFTGIAaJ+egjp7Pc7U2uMmM5xBYqIQtdL4ElHUiEFdd5AfwPIau8+2YPeRaMxmMy+KiYiIiCLgo+0no30KYWPfkKjl8XNHRNT6SJnEE2+4APmrflTc1sC1ieOKzemCo7H0ZXqKN9SanZmCExX1OFvnOxYdq5i7TkREcUER1A0yvmtO8l3jSV2yOt5KAxIRERFRbHj2ox+ifQpEREREFKMaHC68tfYQjpTVwuZ0AQB6dcjAtRd1VLSra8xKpfhQa3PJP2ekeCd9SesSayUsxSpmEhMRUVwIp9x0kkaQWF0W0O0BzL7NiIiIiIgM47xDIiIiIhJN/3If3lp3GP/65hB6ZqcDAFLMSchUrVlba3dp3Z1ilFRqOjU5CRazNx83s7HsdF0cvZbMJCYKkYnBJKIW5RIqrgRbKlojRuyzJjEziYmIiIgoXPG8PjERERERRd7HO7xLk5yutsHeWFLampyEXh2Ua9Yykzi+VDU4AACZ1qZgf2qyN6O43sEgMVHCYzyJqGWJQd1gP39mjVkdbtUyHxzPIyIiIqJwBTuZkYiIiIgS2+lqm/yzrTFInGI2o09HZZCYmcTxpbTxde2QmSJvS0vxhlzr4+i1ZJCYiIjiglhuOvhMYo1y0+pM4qCLWBMRERFRa5Vi1h5OcXLmIRERERHp2FtSDQBIsSShY6ZVcVudnZnE8eQ3b28CAGRYm1b1TWvMJG5wJniQeNasWejVqxdSU1ORm5uLtWvX+m1fUFCA3NxcpKamonfv3pgzZ45PmyVLlqB///6wWq3o378/li5dqrjd6XTimWeeQa9evZCWlobevXtjypQpcKtTwYiIKCEpMomDvK/WmsRut7rcdChnRUREREStkTVZezhF3cckIiIiIlKzWpJgbQwoSmpt8RNYbO2ksuEAcKC0Rv5ZDhIncibx4sWLMXHiRDz99NPYtm0bhg8fjtGjR6OoqEiz/eHDh3HTTTdh+PDh2LZtG5566ik89thjWLJkidymsLAQY8eOxbhx47Bjxw6MGzcOd911FzZu3Ci3mTZtGubMmYPXX38de/bswauvvoq///3v+Oc//xnCw45fLrcH/9tyHIdO1wRuTESUQBQDbkGOvWmuScwgMRERERGFSK+EnLpaDRERERGRWoolCamqSYfMJI4f1Y3rEQPK64LUlFawJvGMGTPw4IMP4qGHHkK/fv2Qn5+Pbt26Yfbs2Zrt58yZg+7duyM/Px/9+vXDQw89hAceeADTp0+X2+Tn52PkyJGYPHky+vbti8mTJ+P6669Hfn6+3KawsBC33XYbbr75ZvTs2RNjxozBqFGjsHnz5uAfdRxbsuU4nvjvDlz3j4JonwolgAaHCwdKq6N9GkSGuMIoN20WosRSsFk9gOf2eLBiVwmOlNWGcZbUUk5W1ONERX20T4OIiIhaoddX/6hbVlo9EZGIiIiISM0bJFZmEtucrJobLwr2n5Z/fvmOS+SfUy1SkDh+XsuggsR2ux1btmzBqFGjFNtHjRqF9evXa96nsLDQp/2NN96IzZs3w+Fw+G0j7vOnP/0pvvrqK+zfvx8AsGPHDqxbtw433XST7vnabDZUVVUp/sW7LUfPRvsUKIGM/VchbpjxDVbsKon2qRAFpCg3HeTYm0lYk1jaj7oU4F8+3InfvrcF10xfE/I5UsuwOV0Y9spqXPXKakV5FyIiIqKWMH3Fft3bWG6aiIiIiAJJTzH7BIkb4ij7tLXL+88O+ec7Lz9X/jlNyiRO1HLTZWVlcLlcyMnJUWzPyclBSYl2kKmkpESzvdPpRFlZmd824j7//Oc/4+6770bfvn2RnJyMQYMGYeLEibj77rt1z3fq1Klo27at/K9bt27BPNyYlBTSKtJE2nYcrwQA/Gfz8SifCVFg7jAyicVy01J2h92lDC5+uuNk6CdHLepMrV3+maV4iIiIKJboZRgTEREREUnSUyxItSiDPf9cfQAvfLabkw5j3A8nKhW/i8lJ8prEcRTwDynkKD5oAPB4PD7bArVXbw+0z8WLF+P999/HBx98gK1bt+Kdd97B9OnT8c477+ged/LkyaisrJT/HTt2LPCDi3n6zzMRUSJTZBIHed8k4e+JNHB3Vgg0UnxxupreAf76H0REREQtLdjJjERERETU+mhlEgPAvHWHsXpvaRTOiIywOV245Z/rdG9PjcMgsSWYxh06dIDZbPbJGi4tLfXJBJZ07txZs73FYkF2drbfNuI+//SnP+Evf/kLfvnLXwIALrnkEhw9ehRTp07F/fffr3lsq9UKq9UazEOMeRwLJ6LWSkz89QSdSSyUm24MElfUOyJyXtTyxAydYN8LRERERM2JaxITERERkcTp8l0mLcWShGRzkmK8UrSl6Cxu6K8db6PoOnG23u/tmVZvyPVsnX5y0qHTNfh632n8fGBXZGdGP34ZVCZxSkoKcnNzsXLlSsX2lStXYtiwYZr3GTp0qE/7FStWYPDgwUhOTvbbRtxnXV0dklS1ls1mM9zu1rUWYRKDxDEjkS79OfmA4oHbHfqaxFrlpivqGCSOVw6hg82BWCIiIool7JsQERERkcTm9I1f2Ru3mXWCPet+LEOtjcurxaJjqiDxo9f2Ufzeq2MGAOBoeZ38Oqu9vGwvXvhsN3JfXAWbM/oZx0GXm87Ly8Nbb72F+fPnY8+ePZg0aRKKioowfvx4AN4Sz/fdd5/cfvz48Th69Cjy8vKwZ88ezJ8/H/PmzcMTTzwht3n88cexYsUKTJs2DXv37sW0adOwatUqTJw4UW5z66234qWXXsLnn3+OI0eOYOnSpZgxYwZuv/32MB5+/DGx3DQRtVLhlJsWORsnF1X4mdFFsU3sZLmYSUxEREQtYFvRWVz/jzX4OkD5P8aIiYiIiEiiFSQOZOeJStw5ez0nH8ag42frFL//6ca+it+7tk1FptUCp9uDo+W1mvs40rj98u7tYLX4lhxvaUGVmwaAsWPHory8HFOmTEFxcTEGDBiAZcuWoUePHgCA4uJiFBUVye179eqFZcuWYdKkSXjjjTfQtWtXzJw5E3feeafcZtiwYVi0aBGeeeYZPPvss+jTpw8WL16MIUOGyG3++c9/4tlnn8WECRNQWlqKrl274pFHHsFzzz0XzuOPO8wkJqLWSswkDnatN7FP5XJ7UFrVgI+2n4zUqVELEzvYraygCBEREUXJb9/bgtPVNvxmwSa/7ZzsnBARERFRo1AzRfeWVOPQ6RpckJMV4TOicJyutvm93WQyoXPbVBworcHpGpvm6yclLv311oub5RyDFXSQGAAmTJiACRMmaN62YMECn20jRozA1q1b/e5zzJgxGDNmjO7tWVlZyM/PR35+fjCnmnBMrAscM/hKELUsRSZx0BPpmu7gdHkwfqH/v0lna+04Ul6LQd3bB3sgagFiBzvYCQNEREREodAbEDKZlH1TxoiJiIiISGJzhN45PF5RzyBxjDlb21SZ8g/Xna/Zpk2qN+xaVe+71KHT5UZ54z66tktrhjMMXtDlpim6GCOOHYkUluDbiuKBK4KZxDuOVfhtP/zVr3H7rPVYf6AsqONQyxAziVl6h4iIiKIp2awcVuFSGEREREQk0So3fUGnTPnnhQ//BEN7Z2ve94Rq/VuKPinA+9wt/fHHURdptmmTlgwAqKr3XVf6TK0dHo+3YvA5GSnNd6JBYJA4znBNYiJqrcLJGBXv6jQQVKyxef+Irw6w5hxFh7gmMTOJiYiIKJrMqpncoU5gc7s92FZ0Fg2O0EoSEhEREVHsOVnpDfR2yrLi3HZpyLRasOi3P5FvH9onG+Ov6aN53+MMEsecM41B4uxM/QBvWylI3OCbSXy6xlud6JwMK8wxsrYsg8RxJkbeN0RELU4ccAs2LigGEpl5Gv8inUm8/IdivLp8LzwMOBMREVGQLBoX6e4Q+idvrTuE22etxyPvbYnEaRERERFRDPhqzykAwKiLc7D2yWvxw/M3IjvTqmjTQRVwvOXSLgCAExUMEscaKUjcPl0/SNwmVcok1ggSNy5h0zHL6nNbtDBIHGdYbpqIWiuXUJ0l2OxRsbXT7dYczKP4YXOIaxKHv7/x72/FrDUH8eWukvB3RkRERK1Kkka/0kjlGrV31h8FABTsPx32ORElklmzZqFXr15ITU1Fbm4u1q5d67d9QUEBcnNzkZqait69e2POnDk+bZYsWYL+/fvDarWif//+WLp0qeL22bNn49JLL0WbNm3Qpk0bDB06FF988UVEHxcREbUOR8vrAACXnddOs98IAP27tFH8fvMl3iDx8bN1zXtyFDQpSOyvVHSbNO+axJV+gsTqiQHRxCBxnDExSkxErZQYGA424dOjyiS2WvjnL57Zmqnc9MHTtRHbFxEREbUOmpnErE5CFBGLFy/GxIkT8fTTT2Pbtm0YPnw4Ro8ejaKiIs32hw8fxk033YThw4dj27ZteOqpp/DYY49hyZIlcpvCwkKMHTsW48aNw44dOzBu3Djcdddd2Lhxo9zmvPPOwyuvvILNmzdj8+bNuO6663Dbbbdh165dzf6YiYgosUjZwOe2S9NtYzKZkGJuGqs8t7237UlmEscUj8eDs3WBy01LWcbS+sUiqdw0M4kpZAwRU3Pg3AOKB+JgW9CZxKo1iVMYJI5rkS43LdFaK4SIiIjIH62MkFD6J7wma36bjpzBnbPX44cTldE+FTJoxowZePDBB/HQQw+hX79+yM/PR7du3TB79mzN9nPmzEH37t2Rn5+Pfv364aGHHsIDDzyA6dOny23y8/MxcuRITJ48GX379sXkyZNx/fXXIz8/X25z66234qabbsKFF16ICy+8EC+99BIyMzOxYcOG5n7IRESUQDwejxzolQK/elKTm8YqpXLFtTaXXnOKgqoGJxwubz/fX7npro0TArTKhZdVewPHHTMZJKYQMZOYiForxZrEQd7XA2UmsZnlpuOa09U8mcRV9c6I7YuIiIgSh781hrUyiV0h9E+SeK3f7H4xpxBbjp7FbxZsivapkAF2ux1btmzBqFGjFNtHjRqF9evXa96nsLDQp/2NN96IzZs3w+Fw+G2jt0+Xy4VFixahtrYWQ4cO1T1fm82GqqoqxT8iImrd6uwuNDi8Y1iBMkdTk83yz9bGgLHNySBxLJFKTWekmBWvl5qUNX7irEaQuEYqN80gMYWI141EkWN3uvGvgoPYU8yLt3jgEBclDnLczS3c1enyGC5Xze/c2CSO04qvbbiYSUxERERa7C79DodWcNdfUFkP+50tR1oLjmJbWVkZXC4XcnJyFNtzcnJQUlKieZ+SkhLN9k6nE2VlZX7bqPe5c+dOZGZmwmq1Yvz48Vi6dCn69++ve75Tp05F27Zt5X/dunUz/FiJiCgx1di8yQjmJBPS/AQVAaBXhwz5Z6vF29bh8kS0gh6Fp7wxwHtOgPWEpazx0mqbT6BfDhJncU1iChGT32II15mKe/O/PYypX+zF6NfWRvtUyACxUxR0uWnhZ6fbzXXi4pz4+oWSqaOnuoGZxEREROTLX5DYYva9SHdyMC+miWv+UexTV9TzeDx+q+xptVdvN7LPiy66CNu3b8eGDRvwu9/9Dvfffz92796te9zJkyejsrJS/nfs2DH/D4yIiBLeV3tKAQDpKeaAFWKn/+IyDL+gA9554EpYhWXy7M4IZkdQWH4srQEA9Dgnw2+77IwUuXx4cUWD4rZYzCS2RPsEKDgmrkpMzaC1vq92ci2quCKt+QAEX25aDCo6XZ6g70+xRczOieSMSg8nDxAREZEGh5/BOa1lTELKJA76HhSqZI3APsWeDh06wGw2+2T4lpaW+mQCSzp37qzZ3mKxIDs7228b9T5TUlJw/vnnAwAGDx6MTZs24bXXXsO//vUvzWNbrVZYrbEz4EtERNH31NKdAIwlJXQ7Jx3vPTgEgLKaot3pRlqK/yxkahm7T3qrkV7ctY3fdiaTCV3bpeHQ6VqcqKhHTyFLvKzGW7I6loLEnD4ZZ1iCiohaq3AyicWosN3lxtDe2RE6K4oGcdyVgV0iIiJqDh6PB698sRf/23JcN5P47d9cAbPGRXoolU4CZZdQcDYcKtctK21hJnFcSElJQW5uLlauXKnYvnLlSgwbNkzzPkOHDvVpv2LFCgwePBjJycl+2+jtU+LxeGCzsVQ5ERE1P0uSSa4oy3WJY8fhsloAQJ9OmQHbSusS3/PWRjywYBPcbg+cLjfO1sVekJiZxHGGF45EkcNPU3wRZ9EFO+4mBpXtTjdSLBwYimeKctNhZhKHkulDREREiW/TkbOYU3AQAPDNn67VbHN5t/aamcSh9E94qR85BftP4/753yE1OQl7XxiNV77Yi3p7UwZPMoPEcSMvLw/jxo3D4MGDMXToUMydOxdFRUUYP348AG+J5xMnTuDdd98FAIwfPx6vv/468vLy8PDDD6OwsBDz5s3DwoUL5X0+/vjjuPrqqzFt2jTcdttt+Pjjj7Fq1SqsW7dObvPUU09h9OjR6NatG6qrq7Fo0SKsWbMGy5cvb9kngIiIWiWTyQSrxYx6hws2lpuOGScq6gEA3dqnB2zbp2Mm1v5YBgBYvbcUJyrqYbUkwePxLil7TkbsrEnMIHGc4XUjEbVW4mBbsNmjYmuHyw2j43acmBObIrkmMdcMJCIiIi0VjbP8AcDu0s7gsJhNOuWmgz8ee52R8/Ve7/p/DQ43qhoccrBfksJy03Fj7NixKC8vx5QpU1BcXIwBAwZg2bJl6NGjBwCguLgYRUVFcvtevXph2bJlmDRpEt544w107doVM2fOxJ133im3GTZsGBYtWoRnnnkGzz77LPr06YPFixdjyJAhcptTp05h3LhxKC4uRtu2bXHppZdi+fLlGDlyZMs9eCIiimvhJiVYk5Mag8TMJI4FbrcHJ856g8TntU8L2P6Knudgwfoj8u//XP0j7h/WE4A3QKx1DREtDBLHmSQGLIiolVIEiYO8rzqTOOhy1RRTxNcvlEFYUSTXNCYiIqLEIQ7cVNQ5NNtYLUmwaAzwOEPooHByYvM4Vdngs43lpuPLhAkTMGHCBM3bFixY4LNtxIgR2Lp1q999jhkzBmPGjNG9fd68eUGdIxERkZq4DnH3cwJnnqpZG6sgMpM4Npyts8tL0HRumxqw/UWdsxS//2fzcdx8aVcAsVVqGuCaxHFHvG7kOoyJwe504+DpmmifBiUoh8uNZz7aiRW7SqJ9KmFzuEMvN+1RrUnM78/4JsZ1ww34i5nIHJwlIiIiidjFKK+1a7axmJOQFKFy0xQ5Yl+/pMo3SFx0pg43/t832FNc1ZKnRURERK3I31fslX/+7/ihQd8/hUHimFJR7500mpVqMbR0iVa28Y+nqgEAOW0CB5lbEoPEcSZJESSO3nlQ5IybtxHX/6MAy38ojvapUAL6YGMR3t9QhN++tyXapxI2l0vIHg223LQ6k5j9q7gWyXLT4vuKiIiISFLnaCrtd0YnSAxAJ5M4hDWJg74H6RGf/hKNTGIA2HeqGvfP/y6s4zQ4WP6RiIiItL2/oWk5hFCCglaLGQBgc3AQMxZUNgaJ26UnG2qfmmz22fbR9hMAgGsu6hi5E4sABonjjJjlFO7AOMWGjYfPAFD+4SCKlBMV9dE+hYhxKNYkDu6+YnO7i+Wm4524rku4a7yEUg6SiIiIEl+9valEoL8gsdaSUM4QJqGxoEnkiH39KqHUo1pptS3kY2w4VI6+zy5H/qr9Ie+DiIiIElMkKhhK5aalEscUXZWNy8+0TTMWJAaAyaP7YmC3dvLvP5zwVrH52YDOET23cDFIHGfEC0cGORJLNAcFWuuARGsoLetIoI6EWLYv2O8/MZDocHrk7IIb+uVE5NwkT/x3B257fV1CPe/NLZSOsxgXDrecoyuCAWciIiJKHHV2g5nE5sisSawVbKbQKCaI+inRGM5T/tzHPwAA8lf9GPpOiIiIKCGdrmmaiHbX4PNC2oe8JjErl8SEinrv9UC7tBTD93lkRB989OhViuzjq87PRpe2vqWoo4lB4jhjEopQMfmJiAJJpPXQnGEEXpWZxC45MDmyfyd0yrKGeWZN/rflOHYcr8TGQ2cits9EdrKiHle+/FXQGRjiJIFw3+JiOchE+rwQERFReMQg8Wk/GaeamcTsU0SVeqkZPRkpljCOEfJdiYiIKMGNnPGN/POrYy4LaR/t0r3ByGKdpTOoZZ04663W2dZguWmRmH0c6YSlSGCQOM4kMZM4YbWGrFZqeY4EWm/VGUa5aXGczuHyyN+fJpMJyebI/yn0IHGe9+b0fyv343S1LegMDHcYWeVqLgaJiYiISEO9ECQ+drZOt53WmsShVJXh9WDkiN1Du0s/+yY1mUNiREREFFkej0devzYcl53XDgCwtehs2Pui8H26oxgAcH7HzKDv26Vt05rU57VPj9g5RQp7xHFGvG7kmsREFIgrgUoOOMMIDKqzCaRdBSrrF+pQnSnke7YuoQZlm6vcNP+uEhERkUTMJC4q1w8SmzWDxOxTtBSnyw2bUxkIFq8V6u3610PhZHzzFSYiIiItFXXhB4gBoF+XLADAkbLaiOyPQudwuXHgdA0AYExu8OXDH7m6j/xz13apflpGB4PEcUYMaHgSJ/YTlyJ9URjNkFJrnbTeGh52IpW6E8tNh/OobE63PHCUZGqe939r/UwFK9QsYGW56fDe4+JnJJE+L0RERBSeeodT/rlcY03it+4bDEA7SHz//O8w/ct9QR2P3cfQXD+jAAOfX4kGYb0+sXtYa3Nq3MsrnGVnPJxcSERERBpOVNRHZD+dG7NPT1XpL3tCLeNkRT1cbg+sliSc2y749YRHXNgRg7q3Q8/sdPQJIRO5uTFIHMfiOeNp9d5TuOqV1dhwqDzapxIztIJK6w+W4Wg5Zws1l9YQyEuU8rlut0eRPRpsYFBs73C55YGjJJMpYDYxNZ9Q357hvBfUxM+IO0E+L0RERBQ+MZNYrWd2Om7o711PTCtIDACvf30gqOOxSxqao+V1qHe4cKC0Rt4m9uhq7Mog8Q39OmH0gM4AgN4dQh+kY6+RiIiItJyubgrqtgth/VpJThtvkLikqiFhxnfj1bEz3sD/ee3TkKTT9/cnKcmE/z4yFF8/cQ1Sk82RPr2wMUgcZ8R1iuJ5TeIHFmzGiYp6/OrNDdE+lZih/nr54UQlfvXmRoz4+5ponA4lCGeClLpTZ3gG+/WnWJdMyCQ2NVMmMRkT6mQnt2Id4fDOwSmUZGcmMREREUn8BYnFwLA5KTLDKpy4GDwxm1fsVop9xTpVJnGG1YIRF3YEoOwHBn/w0O9KREREiateqG7yn0eGhryf7IwU+ee53xwK65woPNUN3hLi7dNTArTUZzEnKWJ7sYRB4jgjXgQlQsaT2wPsOlmJGSv3o86uXwaqNVB/SfxwojJKZ0KJxBFuBC1GhDtjTry7zekSyk03TyZxbP7Jjz2hlulzR/BvITOJiYiISEu9nyCxmAFgjlDHL0bHjGKa3jWCTbgGqrUpX8cMq0UO8nNNYiIiIoo0qQ854sKOuDAnK+T9WMxNobuSysiUsKbQSJNH01JiLws4EhgkjjOK2bEJclVy88x1mPnVj3ht1Y/RPpWoUo8JtOQggYkhrYSVKOVI1LP8gw3meYRhnLN1Dvn7M8kU4N3Pj0azUidvbDl6BluOng18vwiWm1auSZwYkyqIiIgofLUak5hH9s9Bxywr/j7mMnlbpDKJ2e0MntgnFPv7dmdTn65alUmcabUguXHQNZyqS1yTmIiIiLRImcRpESgr/KcbLwIANDg4XhVNdY2vaXqCBokt0T4BCo544RPPaxJr2V1cFe1TiCkM3LZuy3YWo8Hhwh2XnxfWfhyJEiRWDeAE+6jEr8uyGptcsiUpguWmFQNF/PgaIgZ4a21O3Dm7EACw94Wf+V2jQ7xfuH8LxQkHCfJxISIiogjQyiS+b2gPzB2Xq6gCJSR5IMWSpAhQejyemC0rlwjcRspNq4L9GSliJjEHXImIiCiyGhyRyzq1WrwdzQanfoUban71jf3J9JTEDKcykzjO6F34UOLhWELzi9Wn2OlyY8K/tyLvPztwutoW1r5cCTLwoS4FF2z2qBjALa+xy9+lJpPJ/8BdEIfhV3LwxOesqnF9DwCwByiTHsly08wkJiIiIi1aaxKnaKwlJmYSSwN5EpsziL4FLwCDplc1yaWaiCjKsJqR3FgjPNiqSwX7T2PDoXIALDdNRERE2qSJhv6SH4yS9tHgSKwgcWl1A36W/w1mrzkY7VMxhOWmNcyaNQu9evVCamoqcnNzsXbtWr/tCwoKkJubi9TUVPTu3Rtz5szxabNkyRL0798fVqsV/fv3x9KlS33anDhxAvfeey+ys7ORnp6OgQMHYsuWLaE8hLglXoiEW2KTYot6TIAzzlsvMWilHtQIliOMEmqxRB28C/brTxz/qax3yAN2SSbvPz3BHEb8TmYlAGPE4L2iXGCAJ15sG25JdeWaxGHtioiIiBKIZpDY4juEImYSWy3KgSOtfehh7zF4ikxiYbvYv6tuUAeJLXJgP5hrpeLKetw//zv8cu4GeDyeoK9HiIiIqHWIZLlpOZM4wcpNv776APaWVGPa8r1Y+F1RtE8nICnwnx6B1zQWBR0kXrx4MSZOnIinn34a27Ztw/DhwzF69GgUFWm/mIcPH8ZNN92E4cOHY9u2bXjqqafw2GOPYcmSJXKbwsJCjB07FuPGjcOOHTswbtw43HXXXdi4caPc5uzZs7jqqquQnJyML774Art378Y//vEPtGvXLvhHHccScU3ieBX5i0KTn9+aGUckElasrUl8pKwWI2cUYMmW40HdL5LlpgGgot4OQFqTWP8DEMzzx4k7wdPLCA70vEeyRDQziVtOtCYZSqZOnQqTyYSJEyeG+1CIiKgVqNdYk1grSGzxk0m8r6Ta8PH8TVwkbWLXzaNTelqdzZ1htcASQibxDyealsdye5RLgRERERFJ5CBxSvhFfBM1k7iqvqma4OQPd0bxTIyRJn4m6prEQb9TZ8yYgQcffBAPPfQQ+vXrh/z8fHTr1g2zZ8/WbD9nzhx0794d+fn56NevHx566CE88MADmD59utwmPz8fI0eOxOTJk9G3b19MnjwZ119/PfLz8+U206ZNQ7du3fD222/jyiuvRM+ePXH99dejT58+wT/qOKZYkzjGgj/hSmrlmbO+mcTROQ+KPsXStmG+D5wByva2tKc/2okfS2vwx//uCOp+6nLTniADsuoArsPp/T0pyf9zHEzgN5KvW2shvqwO4b0a6H2rWJM47Exit/BzWLsiP6I1yVCyadMmzJ07F5deemmzPUYiIkosDRqlotVBYEB5Hau+ffqKfYaPx0pSwXMZyCRWy7SaYWmMyDuC6PwVnamTf1ZfI3ApMCIiIpI0RDCTWA4SB7OESRyIt55TU7lprkkMu92OLVu2YNSoUYrto0aNwvr16zXvU1hY6NP+xhtvxObNm+FwOPy2Eff5ySefYPDgwfjFL36BTp06YdCgQXjzzTf9nq/NZkNVVZXiX7wTr0WCDZLEutZ+Tax++K39+WjNxMkg4X7M1cHVaKu1hTbzTb22crDPi7q5lDEaaE3iYAZ8FEHiYE6uFRMH2MRyf+L79tiZOlz1ymrM/eag5v3CnU0pZqknyhresShakwwBoKamBvfccw/efPNNtG/fvjkfJhERJQiX26MZaEwx+w72SVmpgG+mcT3LTTcr8TVSLmOi34c/J8MqZ38HM9nwVFWDYv/iIeycaUhERESNIrsmsbfPYkuwTOJ4C2vVO7wVhphJDKCsrAwulws5OTmK7Tk5OSgpKdG8T0lJiWZ7p9OJsrIyv23EfR46dAizZ8/GBRdcgC+//BLjx4/HY489hnfffVf3fKdOnYq2bdvK/7p16xbMw415rnj7NCWYSAdxfTKJOUzQ7GJ1tn4k47rqMs3xSh3sDra0s3pSjRSQNMF/kDGY14LlpoOnDBKLGb1N2/9v1X6cqKjHy8v2Cvdr2kdtEIOvgc4h0Sp0xIpoTjIEgEcffRQ333wzbrjhBkPnm4iTDImIKDh6GaZa5aYVmcSqwcB26cmRPTFS8Cj6cU3b/fXLO2SmyIH9YCbUKgPSysHNYDKSiYiIKLHVRTRI7N2HevmMeBdvY6ilVTYAQPuMlCifSfMIqTC6OrDi8Xj8Blu02qu3B9qn2+3G5ZdfjpdffhmDBg3CI488gocfflg3AwUAJk+ejMrKSvnfsWPHAj+4GOdJ4MHs2AzX6Wvu77KWjF/G23Of6MQ/lOG+DxwJkhkZ6TWJpe/PJJMJh8tqde8XzGSceOvgxALx7Sl2eMUBO61sbnFbncZ6gcEQj5Vof1djRTQnGS5atAhbt27F1KlTDZ9vok8yJCKiwPQG4rTKTVuS9MtNVwrrrQUSo/NXY5rYV3cKHUt/XbrsDKv8mjmDuFYSu/rqPqMjQSbmEhERUfgq6rz9v/bp4QcUUy2JuSaxFHSNBx6PB/tPVQMALuiUGeWzaR5BBYk7dOgAs9nsM6BXWlrqM0gn6dy5s2Z7i8WC7Oxsv23EfXbp0gX9+/dXtOnXr5/uWnYAYLVa0aZNG8W/eKcsNx2986DIU2cOx2qWKzU/TwTjuvEW9GpwuHDvWxvx1tpDiu3hZhL7rEncONs/0FrowZT1F1vy82uMfiZx089aMy/F+9XYwgsSi58RVuhoXi09yfDYsWN4/PHH8f777yM1NdXweSbiJEMiIgpOUJnEQpD4aLly8mFQQWLhejDRlpZqLi7FxELt7WppKWa53HQwVZfEJYHcHo/iPWJPsOweIiIiCl1ZrTcAmp0ZgSBxY7npRAoSn662YdPRM/Lv57ZLi+LZBFZWY0dVgxMmE9CrQ0a0T6dZBBUkTklJQW5uLlauXKnYvnLlSgwbNkzzPkOHDvVpv2LFCgwePBjJycl+24j7vOqqq7Bv3z5Fm/3796NHjx7BPIS4J17CJNp1Y2sPqviWm27CQYLWRZFJHGaed6yVmw50Ngu/K8K6A2V48fM9iu1O9UBd2GsSS5nE/u8XTCJ2JIP7rYVemT5xUoAYJK5tDAiL4351Ia5zLR9LsSZxbH1eEkW0Jhlu2bIFpaWlyM3NhcVigcViQUFBAWbOnAmLxQKXS/u9k4iTDImIKDh6QT+tILGYSXxKlRURaiYxuyTGiH1JMStY7/q5fWP5b7OcSRxEkFho6vYo1yFmuWkiIiKSlNfYAXiXuAiXNCZWn0BB4p0nKhT9qrQYX+e3rMbbvz8nPSUiJcRjUdDlpvPy8vDWW29h/vz52LNnDyZNmoSioiKMHz8egDf74r777pPbjx8/HkePHkVeXh727NmD+fPnY968eXjiiSfkNo8//jhWrFiBadOmYe/evZg2bRpWrVqFiRMnym0mTZqEDRs24OWXX8aBAwfwwQcfYO7cuXj00UfDePjxR3lhklhXjq07RKwRJBZ+Z+AissprbBj/3has2Vca7VPRFMnPdjAl1GJBrU5WqHoAJ9hnSP2cSp+pQJNTWG66eYnPmTgYKwZuxUE+qaMt3q82zHLTLpabbnbRmmR4/fXXY+fOndi+fbv8b/Dgwbjnnnuwfft2mM2J2bknIqLwaQX9TCZlQFhiFrb9v8u6Km6rbnBqLp2hhdd/wVNkEotLc2n0yxf99if45slrAQDJ0prEIQZ3PR6Pou9qZ5CYiIiI4B3bkiYJZmdYw95fh0zvPhocblQ1GJ98GMt2n6wCAPRuzMqtt8d2AFwaizwnQdcjBgBLsHcYO3YsysvLMWXKFBQXF2PAgAFYtmyZnNFbXFysKAHdq1cvLFu2DJMmTcIbb7yBrl27YubMmbjzzjvlNsOGDcOiRYvwzDPP4Nlnn0WfPn2wePFiDBkyRG5zxRVXYOnSpZg8eTKmTJmCXr16IT8/H/fcc084jz/uiCWOEu2yMZ4TiQOVzDTCp9y08HtzjxG0tizul5btwfJd2utgxoJIvt6xlkkciF6cVf04jA62Ne1Ye3PATOIQg8St7CMVMpduuemm7dXCxIGyWhu6Z6crg8RhlptWrH/sicz3OfnKy8vDuHHjMHjwYAwdOhRz5871mWR44sQJvPvuuwC8kwxff/115OXl4eGHH0ZhYSHmzZuHhQsXyvt8/PHHcfXVV2PatGm47bbb8PHHH2PVqlVYt24dACArKwsDBgxQnEdGRgays7N9thMREYmkAKAlyST3FSxJJs0+ghgk/sN15+OTHScVt9ucbkMZEsrrv/jqw0eL2JcU47Ra82R7d8hAVmo4mcTKPqMiSMxy00RERATgbJ03oGhOMqFtWnLY+0tLMaNdejIq6hwormhAm87h7zPaymu9z1Hvjhk4VFYb86W0yxvLhzNIrDJhwgRMmDBB87YFCxb4bBsxYgS2bt3qd59jxozBmDFj/La55ZZbcMsttxg+z0SUyJnE8ZxL7PFEICjkJ5M48V7r6DpV1RDtU/BLOQAR3msfzMBHiwjwePRuVWdEh5tJLEkKECUOJhgdY890XBCfXrswEUB834pBYDmTWHg71IZZblqdaeJye2Axx+/fo1gVrUmGREREoZAyQ9ukJeNM40DWFT3P0WxrFi7ctILB9Q5X0GX0eP1njEcRJG7qIGo9f2Kp8GSz9+dgykSL/Vany63or7LcNBEREQHKrNNAY45GdWmbhoo6B05W1uOizlkR2WdLq6xzIN1qRrI5SQ4Kt0v3Bl1jPUgsXQtEYo3pWBVSkJiiR7kmMS8cE1kSg8StljgAEe4rH2oJtWjRe6urS+4F+5nQay5+zsxJJo3jGD+GeE78yBqkU27apQgSN3UWpXVAxOe6zhFmuWnVZ8Tp9sDCKsTNIlqTDEVr1qwx3JaIiFovqV+SJqw7NrhHe822DiE4KWWqiowOfCUJi4HF3ETPGCV245Q/+z5/UmAYAKzJ3p9tTrfhKjLixMIGh7L/yCAxERERAU1Zp9kRzDrtlGXFnmKgrNqm2H6gtAbvFR7BhGvPR06b1IgdL9LKamwY/OIqXNy1DT5/bLhcXlrKzK13uGK6qt/ZxiBx+3QGiSlWqEocJZIY/R4wJBIvhe/Db9rCNalaF3cCZxIHOhu9x+tQlZsO9mnRay52QCwaQeJg1iRO7EoPzUN8usXBNTFzXFxzpVwjSKwepAuW+jPC146IiIikvqdVyD7t37WNZltp3TkAaJPqO8RiNEhsFqLELF9sjNh3dwaRSZzaGPz3eLxZ41YDMwTFCkMNTuVrauPrRURERGjKJI5k1qk0abFB1d+4f/53OFFRj93FVfjv+GERO16kfXugDACw62QV3G4P6hv7xlI5brcntqv61TYGtTM1+vmJIilwE4olykziqJ0GqYSa1S3eTz1bRlluOqTdU5xSZqQmVpA4EL2zDXeihG65aeGDlmL2/ZMYzPPPTOLgic+Z3prE4sDr2TpH4/2a9mELoizN37/ci6eW7lSVJlS+WPH2mSEiIqLIk4K0KZYkPDHqQvx8YFeM7N9Zs21lXVNfRSsDIpQJbQw6GqM3uVbdnTOZvBNCJalCULjBbuy5FvuM6sD/N/vLDO2DiIiIEptUAS87wxqxfcoVUFT9jxMV9QCATUfORuxYzaFjZtNzUVptQ72jaVkXiTo5KJZIQW2xwlCiYZA4ziRyplpszhXR5xHCWaG+EuKFpvrxi78Hsy4qBWaK4Xdbjc2J6oam8rnhfszjLgtd5wGr1yRujnLTyRbfP4nBPH/iMTxcodgQ8fkVM2acOkFiqY0ik9jgIOrpahve+PogPthYhIOnazWPBfD7loiIiJomryWbk/D76y5A/i8HwayzrtzZOrvffc0pOIi31h4KeExxEhsziY0R+4ROl3bAGPC+jmIAP9lskl9PdVawHn/lpucUHDR+0kRERJSwqhrHsNql+y5BEippclu8TiIUe2VHymvRYFdmEgPeyi6xSiqPnZ7CIDHFCDHwkHBB4tiN2wEANh4qx4+nqjVvC/WlcCkyiZW3iRexifZakza7040Bf/0So19bK29rbfEqvcfrDLfctIFMYq2Bv2D6KG5llJgMEJ8yMVjrany93W6PdpBYFVw2kvE95OVV8s9SBw9gJjERERH5sgmZxIH07JDh9/ZPdpzEi5/vQa3N6bed2J2xGQxctnZiP87tp1KMmslkQmrjazvzqx9xqqoh4LHcfjKJiYiIiADA1jiQaDXQhzRKyiRW9z+SY7Q8s5pYOXBvcZWcmZtlbSrfHMsTJOvs3j58WkrilptO3EeWoBQxiAQbx47l7M5jZ+owdu4GAMCRV26O2H7F5Ej1o1eUQ020FzvKYnVCQkml7+BEomWkBnor6z3esDOJdbaL74XkJBOSTMpAdTDHYYw4eHolAqXXu9rmVDyvUsdSPe5nc7rlteX0j9X0s92lHyRmJjERERE1ZRIHvnD4/bXnAwBuuaSr33bqSY9qYl/IFkKJ6tZI7LaJkzvVXXitgcfUZDNq7S78e2MRNh85iy8nXe33WOJEwnoGiYmIiEiD1OdI1ljSLlTSeJc6kziWSzSLxPP8/kSlEHQ1I8WcBLvLrQgkxxqpPHYil5tmkDjOJPKaxLEauAOAo+V1PtvEoHaogTx/wV/xFnczf0/G8FPfqtTafbMLmvu1jzV6HwmfksCBgs0eD8pr7ejQuO6FkTWJzWaTN4NfEawMLUjM7H9jFEFit+/zLq7xBzSVn1E/vw0OV8AgsahKKOnOTGIiIiJSa1qTOHD/Iis1GZNH9wvYzhGgYy/2b2K55F4sUWYPu4WfA/fnxL7jPp2KYXrHYiYxERERaZGCnUaq0RglZSWL/Y//bD4Wsf03N6fQry2tssnLdqQlm5FiiYMgceN4PctNU8xgECI6xDK0UoavYk3iEF8Kf68hX+vWp04jSJxomcSB6I3n+A70+H9e/vifHRj84ioU7D/tba27JrGwNllSks+EiWCySsXPaUt+ZI2UWo5ViskwikwQ7y/qLI2mNYmV+wl2XZaqegc8Hg82HTmD8lrlOoJxt443ERERRZy0Tm0kSwUG6mOINzOT2BjxOdUrPa0nNVn52mr1qSvrHXj0g61YvfeUYv/lNf7XoSYiIqLWyR7EkiVGyZnEQv/wyf99r2gTy2NZDuHcqm1OeawvLcUsV+2J5fWWyxr7fWkMElOs8OiU5kwE6kzir/eWYvkPxdE5GRUxSBzJUg5iAMqkegIU5aab4Ys+ngNLiarW5jsjPZyXSf2+iYfXXC8orv7cBcqw/nDbCQDAG6sPeNvrBombfjYnmRRBY8C3zLU/iiCx4XuF58XPdmPIy1/hdLWthY4YYTqTYaRyjOqZhHK5adULGmw2R3WDE5/vLMYv5hRi4XdFittiuWNNRERELUNaPzjTGnzxtdsHnQvANwgZKEPCo8gkZqaqHrvTjUmLt2PptuOq5UqCDRIrB/oqVBVsAOCVL/bg8++L8cCCzYpy1lM+2x3CmRMREVGik4PEESw3LU1arHe4MG/dYew4VuHTJlarnMz95iAeW7hN/r2mwYF6e2OQONmMs439r4ff3RyV8/PH7nTjvQ1HcbisFgCQnsDlphkkjjMJXW5ayOFzutz4zYJNGP/+Vpypjf4sXfF7PZKlv8RghM+axOLPzfBaMw4Se2psGpnEYbxO6oGoWHjNA2ZG62YSh7YmcVM77fbi5AyLOcnngxhMuW/x+W2JgHxpVQPeWncYpdU2LFh/uNmPN2/dYeT9Z3tE1+xVrknctF36blS/h/XLTQeZSdzgwEeNEwnUuAY8ERERSZM3M6zBDwbNuOsybH7mBtx0SRfF9kAT0cQuCDOJ9S3aVISl205g0uIdir66Xr9Sj3pdueLKBp82u4ubylAn2iR9IiIiijwpySWi5aYb+yyf7DiJFz7bjdve+NZn/3X22AsSu9wevLxsr2JbVUNTJrE4YU9rqc/mVG93BRy7fXnZHjz70Q/y72ISYaJhkDjOeBSZagl2kSJ8zsRZwDUNvoGzliZmFzo0yh+Eer3o8pN5KO6zOYIW4nsplteDbk2qG3xnr4czGKEOsMVHJrE2n0xigw9FaqYX7BXf+5Ykk89kjeA+ey1XbtrpcmP0a2vl333PPPJe+Gw3Ptx6Qi7hHWkejUwQ9evucHp/V38ubM7gOsN2p9unlLWEmcREREQkZRJnpASfSWwymdAh04rObVIV2wNVpOKaxMaUVjVV0HHpZBKr+3PqgDAApKuyxIsr633aVNQ1TVh3so9IREREAUhlk5MjmEmcqhFwVo8CxmIm8b6Sap9t5TVN/bhorfG7+2QVLn3+S7z4+R7dNm63BwvWH1Fs656d3sxnFj0MEscZxTq1CXzd6I7hAKbWBXuoAXu9mc/q35tj1jIvcWNPtcaEiPCCxKEFVqNJL0s11NLZWmuIi8QJIBlWs8/3TTCDQYpM4mb+hNU7XIq1dFtyMluVxmSGYDlcbizeVISjZ5pmCorvdSlzXCuTuKLOjoOnaxXbg80kdrs9cnkbNQaJiYiIqNbeGCQOody0JEcVJOaaxJHh0rlOFq8j1NcUndsqXwsA+PWwHvI6eABQqrF8y1mhvx2omk4kq+2Q0qxZs9CrVy+kpqYiNzcXa9eu9du+oKAAubm5SE1NRe/evTFnzhyfNkuWLEH//v1htVrRv39/LF26VHH71KlTccUVVyArKwudOnXCz3/+c+zbty+ij4uIiBKPNI4V0XLTGpPdpGC0NB4YC5nEB0prMG/dYTmRo7Tat0qL2F1SL/3RUv76yQ9wuDyYt06/KuMHqqXpnrqpLzpl+fYnEwWDxHFGvOxItHJHYoxDDMxoBYmDzRoLl3hBb49gJrG/kliK17pZ1iSO+C7jhnr951ihFSQO52XyySSOgakBgd53ejc7fUpnGy03rfxfLckETLvzEvTMTsfLt1/isyZxMJ89xZrEzfxUq08rqQWjxJF4bO8WHsWfl+xUTnwSfpb+Bqgn5didbuw4Xin/ntE46/BMbXBrMrs9QL3O4CuDxERERNRUbjpyQWKtNYmrGhz41ZsbsOi7IsUkyJa+3o0nesFgrTWJH7/+AnRuk4qZvxzks5/r+uZgw+TrMeDcNgAAm0YGTpVwfabVRxzYrZ3m8SlyFi9ejIkTJ+Lpp5/Gtm3bMHz4cIwePRpFRUWa7Q8fPoybbroJw4cPx7Zt2/DUU0/hsccew5IlS+Q2hYWFGDt2LMaNG4cdO3Zg3LhxuOuuu7Bx40a5TUFBAR599FFs2LABK1euhNPpxKhRo1BbW6t1WCIiIgBNcYPkCJab1qqIIsnOtAKAbrW8lnTDjAK88NluPPXhD+j5l8/x67c36bZNsSRFrXzz4bLApa3fUWURD+vToZnOJjYwSBxn9AbUE4EYuHMJGZDqgN7qvacw4K9fYtF32hcFoh9PVculwsIhXhDaNILEkdivOujl8RNAjoREm2SQCDSDxGG8TuoJDfHwkuudo3rQJdhy03r7TTKZMPaK7ljzp2vRu2OmT7mWoDKJhae72YPEqvNSB7eb9dgReHDfHS733a9GiUCnuty0y614X49uXOtvT7FvCRt/XB6PbikeBomJiIioqdx06BkOOW2sit+1+hizvj6I9QfL8ZcPdyoziSN4zZloXBp9RkDVl2zsr47JPQ8bnroel5zXVnNf2ZlWXNApC0DgcuBay9CIg7bsQzaPGTNm4MEHH8RDDz2Efv36IT8/H926dcPs2bM128+ZMwfdu3dHfn4++vXrh4ceeggPPPAApk+fLrfJz8/HyJEjMXnyZPTt2xeTJ0/G9ddfj/z8fLnN8uXL8etf/xoXX3wxLrvsMrz99tsoKirCli1bmvshExFRHGuOTOJOWVbd29qmJQOAZrW81XtP4e9f7m3xPsqSrccDtvEX+G5uZTWBE03UmdkdMvVfg0TAIHGcUWYCJu5FiL/AzPj3t8Lh8uAvH+70u48tR89g5P99g1tfXxf2+YgXhJqZxCHuV5l5qA4SC8dv5i/z2MyrbX201iQOJx7nuyZx6PsKRJ3pqydwJrFOuenGO0ol4QwHKqVy0zrtraqZfepJKcFkEovn3tyTMNSDVHqz7xZ9V4QlWwJ3zoI6dgS+j1Isvp1Bp0YmiPQetjQ+PrsQJL6y1zm4KMc7qHfgdE3AY4qDvG6PfrlpZoEQERFRjS38ctPqEsdOjfWixDJ8Yl+yqj785T0SlUtnMrXWdiPVdqTri0DrQGtdF4hr6WkFkSk8drsdW7ZswahRoxTbR40ahfXr12vep7Cw0Kf9jTfeiM2bN8PhcPhto7dPAKis9FYzOuecc3Tb2Gw2VFVVKf4REVHrIvUnUiyRG23vorFshkTqi9Q7fBOPHliwGW98fRBr9pVG7Fz0VAbZd41mkDgQh8uN4sp6xbZzMlKidDYtg0HiOJPQmcTCz3ozggHja2+u2HUKAHDodPjlgMTzkYIW4msRaranoiSW6pq0uQNOvIaNPdprEoe+P/Vs+OYqN/23T3Zh4JSVOFlRH7hxAHrvS+l7QAqGGn3/Ss+f3qBNm8YZdxLfNYmNZ3EovhPgDZx/vP0EDhkIYAZL/Z2glUhc3eDAXz7ciT/+dwd+OFHp2yBEkfjuENd/k2hlhUjft1Knt7rBiaXbTgDwBvjbpHkHbhsMrL0ifpbcbo9uKR5WWSAiImodtMo/S6TsgcwwgsQdVRkH6gopgHICstjtLK70XcONvBTlpoV+m1NjDMFsoNpOcmOmj9brI9LMJBaDxAHuT8ErKyuDy+VCTk6OYntOTg5KSko071NSUqLZ3ul0oqyszG8bvX16PB7k5eXhpz/9KQYMGKB7vlOnTkXbtm3lf926dQv4GImIKLFIfbsUc+SCoNlCn/L2QefivPZp8u/Sur71dmW/tkpIRGqJCjWffX8yqPZpYVTraW4llQ0+4/EpESwfHosS+9EluJYayP50x0lsP1bR7McRr9+Us4CVj9OSZOxtK5YBCKdkL6Bak1hjMCHUvfsvNw3d2yIhFtanjZZYzZyutmllEof+OqkHvpprYsmC9UdQY3PirbWHm+cAaDp36fNv9DMhvc+1skNTk5PkzpRE/d4I5jkTz8nhcuP8p7/A44u247p/FBjfidFjqb6GtAbAGoQ1dzcePhOxY0ciS0KdwQ0o36/SIJ000UHK4jlTa8eqPd4JQMnmJLmTZqTDK37f7i2p1p3lGGiAkIiIiOLf598X48JnvsDH209o3i6Vm04PYwDLoiozuL/UO3HwQGm1vOawIkgs9LHiLUhcWefAqaqWOWexL6o3uVx6Lo1MMJeCxP4mDaiPJRGzYIKZXErBUVd78ng8PtsCtVdvD2afv//97/H9999j4cKFfs9z8uTJqKyslP8dO3bMb3siIko8TZnEkQu7mZNM6NhYcvrRa8/HvPuvAABccm5bua9aZ29KPJq95iCu/fsa+XetMbhQHT9bh7e/Paw4HgDsDXIZOK1M4nDjN5FyurEc9Xnt0/Dxo1eh4E/XRPeEWgCDxHGmudepVfv+eAX+sHAbfv7Gt81+LEUmsUv7wg/QL6uqlp3ZVAbgTK09rHMTL9g1y02rXouVu0/hwQWbUB6gxr0ySKw+pna7SEm0TPREEOlMYvWEhlj5Y+uP3jlKn0Hp8284SCxlEmsE/tql+ZYKUQ8MBPPZE5vuKW7e0mLqQK3WmsTicxTJkoWR+D5K1libRZlJ7H3vShnQWgO0KeYkWBvLVmt9L/vsX3g+1v5YptuOmcRERESJ79EPtsLjAR5ftF2xvbS6AXmLt+NQmbcaVTjlpgFg0g0Xyj8/+9EP+GJnMW6Y8Q1+PX8TAOVEN7ELcrIy/Ao9LemyKSsw5OWvUFEX3nW3EeIljlYmscfjCarctDSIG0qQ2JqcJAeiWW468jp06ACz2eyT4VtaWuqTCSzp3LmzZnuLxYLs7Gy/bbT2+Yc//AGffPIJvv76a5x33nl+z9dqtaJNmzaKf0RE1LpI41NaFfTC8fkfforPH/spzu+UiYs6Z2Htk9di0W9/IgdbG4RqedOW70W5EAuJZCbx7bPW4/lPd+PvX+5TbK8Ittx04zjfsD7Z8rZA440/nKjEcx//oLlco1FGxsal/mz79BRc1q0demRnhHy8eMEgcZwR38YtEfA5XBZ+qWajxOCMOAtX/f1gMRgkFoPJpdWBFyT3R8wsMxKMePjdzfhqbyleXrbXbzvxy893TeLmnRAg7t/fLNxEFKsPVytIHE7Gt8PZMpnEwRBP4d63NsrlSGpsTtTbXbrnKGUGWOQgsbHjSe20MonbpSf7bFN/vQQTEPUoMomb98lWl+HXep+I565eSyMckfjbEyhI7Gj8ecH6IwC0PxspliSkNO7HFmBQz+PxGH4tuSYxERFR6/XM0h/w4bam7OJwyk0DwOM3XKD4/Xf/3goAKDxUDkA/kzhe1yTefyryy6yoif1gsc/tloPETW21JlKqSdcXgdYk1upLppjN8rhDc0zsbu1SUlKQm5uLlStXKravXLkSw4YN07zP0KFDfdqvWLECgwcPRnJyst824j49Hg9+//vf48MPP8Tq1avRq1evSDwkIiJKcI5myCQGgE5tUnFx17by793OSUeG1SIHiaUl1bT6I1IFm0g43Rhj+Wb/acV2qVrfI1f3xrsPXIlrLurodz/Sec8ZlytvCzSWess/1+HdwqOYttx/vMUfIwHzijrvY9EaN05UDBLHGeU6uNE7j+bmrwyzGPz1dyEWbGDXH/EcNL9MdE6jtNp/yS2/5aZ1jh8pCfz2iVsNGmukhvPS+/xxjbEXfd2BMvz+g22ot7sw4K9fYuCUFbpBcbnctFlak9hoJrG3nUuj/Jt6PWIgcpnEgTIRwqX+TtDqSInn/p/Nx1ESobKFkRj/0uosa61JLNGa6KMoN63x2Tl+tg5bjnrLbAdVNpwDfERERK3WkXLlJOl0a/OulyYO2v1Y2hRgrbH5TpCLhlW7T8mVXfQoJzc3fz9KnNAnPn9OtwdvrT2ET4U18YJZkzhQ/13rsVmTk+TxCS5Z0jzy8vLw1ltvYf78+dizZw8mTZqEoqIijB8/HoC3xPN9990ntx8/fjyOHj2KvLw87NmzB/Pnz8e8efPwxBNPyG0ef/xxrFixAtOmTcPevXsxbdo0rFq1ChMnTpTbPProo3j//ffxwQcfICsrCyUlJSgpKUF9fXxl+RMRUctqWpO4ZcJuaXK5aW+fSGtpNXE5ukhRV3qtbMy+HdzzHFx9YceAEy2l5f/EstP+JuwplpALsrS1SN3HdmocUwoSt9UYN05UDBLHGTGAkmglMcWvFqfBILG/GdYujdJToRK/L7TXJNbef6CXSPk41ffVXl8pUhLs7ROUGE0k1pyAEM7n3O5SBs6a+zsj1KxnqWKBzenWfV9Kn+emNYkNnpO/TGKtILHqd+l+c785iM+/Lw5wLDGrQflalgUoPR8sdRBVa1BK/Vx+pLPmnhHiYwsnS8LpcmPV7lPyOn+K24T9Ol2BM39TLEnyuipa38s/nfY17pxdiD3FVUGdMzOJiYiIWi915mm4mcSB6GUzNDjczT7pMJD9p6rx0Lubccs/1/ltJ3adWmKMQjGBWxj03FdSjRc/36MoIZ5kYMRLLjft9H/uWv3JertLuD5hH7I5jB07Fvn5+ZgyZQoGDhyIb775BsuWLUOPHj0AAMXFxSgqKpLb9+rVC8uWLcOaNWswcOBAvPDCC5g5cybuvPNOuc2wYcOwaNEivP3227j00kuxYMECLF68GEOGDJHbzJ49G5WVlbjmmmvQpUsX+d/ixYtb7sETEVHckYPEEc4k1qPOJP5w63GfNg0OF/YUV0U0o1jdZ5aC01L2barGmsMiKbgtVoz9Yqf+uKu4pKcljFLeNapKhVp98Yr61pdJ3LxXPBRxHsUFWPTOo1kIn29/GWXi72fr7Gif4buuaKB9BEssf601w0Q3sBXguG4/s67FX5tlfaNEe/8kAK1syHBe+gcWbFbuK/RdNSt/GfUSKUgpdQQMr0kMKZPY+3+Sqem7U2tGmDqT2O3xYOfxSrl0/M2X3qx7LH/riA9+cRUOvDQalgjNJFR/tUjfUYdO12D9wXKMvaKbz/dGOANXkRr8W7D+CF78fI/mbeo1iQMNjFotYiaxftsdxyrQM4j1Q1gqkIiIqPUSJySbTMrshubgr+Rdrc2Jduna17ot4UCpsdLRYp9No3hPxIl9NXGioFbmjJFy09KagaGsSbynuEperoYTDZvPhAkTMGHCBM3bFixY4LNtxIgR2Lp1q999jhkzBmPGjNG9vSWWdyMiovhQZ3di5e5TuLZvJ7RJ9R84lCr9aS2z1hzSG4Ot9XYXjp2p0xxzW7zpGJ7/dDd+dnFnRXnncIiBWo/HgzONayBLY61WIUj+wUNDsLu4CqXVNsz95hAAIC3Ze7s4DvuXD3fil1d2l39ftrMYXdqmYlD39nIQHADKa5rWWw6WOpPY5nQjw6psc7CxD9w+iv3wlsYgcZwRu6kt0WltybVqTdAuI61+mOK119k6P5nEiqy0yJWbDubiL1AwRcz+UzdVvtaGD2lYLM109ng8UV8XORbOIdKZxGqxcKGrdQ5iMFNvYEnabg5zTeIUS5JcZkVrRpj6LXCm1o6tRWcNHUt8bFqvZa3dhbZpkQoSK58AqZT0df8oAODtHF7bt5Nmm3CPF857cpmfWYGKyThuj+K71mTy/R5MNptgtXg7wwHXkAvinBkkJiIiar3EbIaMFEuzXx/4WxapuiG6QWKjfSIjEz4jSezXiRMFtSrVqEshapEGcUPpT97QL0cuE84+JEVFbW3gNkREFJapX+zHe5tP4qe92uP9ey/TbefxeOT+RIq9Aaht/tlzqfAGT98tPIplwpIbor0l3vLMy3eVROzvhtnjkfe1u6QaVQ1OpFqS0M3q3e6yN8VsLjknGcO65GD2t02VP9JMHu1zady2v7QWE/7tnfC19IHLkSYEnRvszpAfR1WFslS1vaoGgBW7S2rwu//9gFsv7iSPXY7s1ab5/85mGE9qaU4MEseZll6TOFohM6efLGAxEFNZrz9zRBEkjmC5aa2LP729Bzqqvwtq8ffmuOAU9xjN0OiJinrc9vo6/GpID+SNvDBq5+Hx+AYIW5JLFRSTRPKVj9VxC0UGqc4Xm7Q9ubGcm1awed2PZXju4x/wyp2Xytua1iRuDBKbxSCx76Cb1lvgr5/skn92uz1I0hlsEp9frfWlw10bXXks5eP/75bjuLxHe/n3LUfPYsRFHRVtymtDn2mnzPINeTd+B1rV37OBJvekCJnEp6ttqLe75HI1Ig8AVxBrxDVL5QYiIiKKC2I/L12jXxFp0vpxWmrt0V2XWDFJ0E8f2N9SUc3BIfSpxbKJWhPIjVzfiWsSf7mrBGt/PI2/3nqxTwaQ1mTW+4b1wNy13owYBokpKjIzo30GREQJ76OJiwFrBtYdPuv3e9eRZAH+9BEAILl7N8DW/BN50nJvBW54BABQVqufTCcL4++GBwD+/BkAwLzpO+DxEQCAXZfcANw0EbkHtiKt/U0AgKKxLwE9vQH1rOx2AIDkwbcB1z/sPe9/5gNj3vHuuHGf4vmd6D0Y+MXfAAC3z9+Kpe/mAffNAADUHy8O+XHUnD8EuPNZ+Xdb/4uBihLk/eafONqpF15f5w1kDz+8FZdeeEtIxwhKjIxBck3iuNOyF2AtGTQTj2U0eHrWz5dfJMtNuwKWm/ZfIld3vwbLTTfHax2trNKPtp3A98cr5N9fW7UfZTV2zPzqxxY7B61AVbS/kvUCiOLrFO5rFuqawc3NyHq30megKZPYt9298zbiUFkt7vpXYdO+G/9vyiRuGuxro1FuOlBJOn8ZBuLjaNAof1xvd2HqF3v8ZtMapfU8Tf5wp982WuXMjQrl+6jO7sRjC7fhY2EtZH/JHC5VJrHDT6UFAEgxmxXla179cq/+voPKJI7u+n9EREQUPWImcaC11CKhusH3elZaB1m9ZlpLE7tP/vrA4vVxS4xRiEFpsc9dr9HXNRsY0EiRg8QePPLeFry/oQgfbCzyaafV/7ZazPIxGCQmIiJKTB1rzhhqZ7c0jTNaXQYCthGQ7vCtGjhx3b/xwopZuObgZo17hM5maUq2MQtjZzUp6QCA9vVVQlvfMdcUV1PfNs1h87ldZHUqb69PbqoJbUsOrtLOlxf8BJNv/D3sSRbUWNMVt9UlpwIAGizKmtPnVZYGdYx4x0ziOJPIaxKLl29i2VHfIHHTz/5mV4sXaYHWFwpEvPvpaptP/Xq9lyLQayQGI9RxCfGuzRIk1vm5OW08VI6Ji7cDAI684l3bNUYmzDQG+KKXSlylMUAEND0/j/57K/YUV2HZ48NDHrCKledaTW9SiFgC3N3YRlrzwuhjkdpJnzUxqKi9JrH//dmcbt3nX/y812tkhSz7oRj/KvBmGkjv/1AZiWOqB6q0Atda9pZUweX24OKubZuOF8JkhS93leCTHSfxyY6T+H+XdYXJZFIsK6CmriAhnv/z/+9iRUY34M0kFl/PT3cU46+3Xqy5byODdlJJ6zD/XBAREVEcEycMiv2M5mB3ujWXKMnOTEGNzelzzdnS1Gv/6vWBldfdLZBJLHTWGpz+J0EaWpPY4rsm8eEy38wfvepk0iRWrklMUVFjbO1wIiIKXad3t+PQ0QrvL36+d+11duAf6wEAyWfK/WdKREi7vaeB/yrHy3pOfxE/vyQHK/69Azh0VnFb3ZnKkKrl/Gd7sbfP9/l+AIDpqmHAXO9zUf3NEaDgCLLuGQt88BwA4NkTVfjDh7vx5+t6A8962yVvPSnfP+3554Chb3l3/sKapgM1Pr+uQ2eAf38vb274+DNgkTc5pj4tM6i/f4807v/8Jx/1Vqhc3pSoVlOwDujeDpbZ3wFldfL2rN89DCx5xfAx4h2DxHFGUW66BUJ7/gb0I34s4VBiAER9rWW0DLPLYDsjxH3NXH0AM1cfwO+u6RPwfoGCuy7F49Qvq90cQYtQgj7hOnA6Ni5gtN7V0bykd7jcGPbKas3bpLfu543ZpxsPn8GICztqtg2kuV/mUPevl/UvlgCXNls0MonLa2xYsfuU5r4Pl9Xi+n+sQdEZ7x96a3LTYF+GRqco0Deev5LR4neyVibDqarQ1wRWMzJxRN1EqwS2mt3pxs/y1wIAdk+5EekpFp/jGf0+ShWytg+ersX5nTL9BuHFNdq9mcRNB7p/WE+fILG4JjEAtE3T7tJ4A7+Bn68UcxJsTjcziYmIiBJUjc2JuQUHcdOlXXTbiGvYiv3G5qCVRQwAbVK9ExlPV/vPsGhuiiCxqg/8741H8fTSH3D3ld3wyyu6y9vDnZxthHgMW4BJkHolskViuWmJ1oRPvccmTWJlJjFFRYysZUhElMgy05uyTD3p6bpLqTlc3jEqc5IJ5qyWWQ6gY0ffpeU6ZLcBMjJQXOPb1/zbV4fx6pjLgjrGxkPlePLTfYptNo9J/htU4/Y+H1mZafK2gRdmYO1flH1uS1qq/HNaRlPbnw/sio+2n/QuKde4rT5JuXZwfVJToo/T7YEjNc1naZBATta5cU6Gcuyw2mQBMjJgsSjHiNtkpbWqv7EsNx1nPIpy081/PPE7r7kDiWJAWswk9l2TGLq3iSK6JrFmiWntn0Vuj/+gkstPxrTycTbDxbZH88dmpVXuS5zd/eJnu1FZH3w5Do/Hg1lrDuDrvaGXgohmlu2pqgbd97LHo8yoTDaHPnGjJcq/BaJ1Cnpl17V+tjSuSSw+Xb//YJtPqWXRwdO1claDGLi0aHQm/K2ZCyjXPVMLtCax+F4P9/vUSPlkdZtAmRYAFBkrtbam9uJjM/o+EgdZz9Z5O63+sjmUkwXc8ve2VHJRzZpsltckBoDMVN/McHl/Bs5Z2hcziYmIiBLT35fvxczVB+QJcVrE/ktKkANPei7KydLc3qBxnZhibqqU8qf/fa9bbSiSSiobNPumYr9XvKZtcLjw9NIfAAALvzuGl5ft0WzXXMRsZX/9W7PB7J1kody0pE6jL68XJGa5aSIiime1NidOVtRH+zTihr8Yg9QPilQf0oiOmVafbTltvNuevPEin9uW7SwJ+hhf7zvts61eqO4qjSXqjd9JxDE8sULNUzf1A+BdwkTqk6r7yerJlUYSYdRcbo9PpZ7qxuVd1AFnrSUKE1lI79hZs2ahV69eSE1NRW5uLtau1b/IAoCCggLk5uYiNTUVvXv3xpw5c3zaLFmyBP3794fVakX//v2xdOlS3f1NnToVJpMJEydODOX045oyMNkSmcRNQr3oaXC4gj5Xo2sS+wtWKLPSwiw3rXEYce0lvazuHccqcMnfvsSOYxXa56h4nMrbmjuTWFnOOvL716IVIBI3vbXuMF76fHfQ+/3u8Bm8unwffrNgk6H2WnGqaAZQ/XUe3B7v2q4SqyX0tdFiddhCN5NYaCMHieVy0023Fh4qN3ysVCEjJFlj4ChQRTp/A1/ie0grk1g8nNbtwXAb+NCqv7O1MiLUjKyNbfSzIraTOm/+nl8xkOt0eeTvWIvOxIjz2qUpOpg5Wb4dY/lcDDxf0oBsKB1NIiIiin3bda7JROL1itEgYyDvPzQEk2640Ge7Vv8kNTlJkf268ZCxNfBCPrcNR/GTqV/h/1bu97lNXKpEDJCq1yc+U2vXbNdcnIpMYv1+m8Xg65eikUlcp1HqWzdILJeb5kxDIiKKPyNnFGDYK6tx/Gxd4Mbkt68j9ZHCSfAJVgdVkPjnA7vi/E7eLOZRF3fGxV3bKG6vsTkV416bj5zBou+K/I6baSXMiOOaVY2B1qxU/0FiMRCbJlR3bJueDJPJOwZ+usZbSadBNYZ5qkq1RnEIY3dOt9snOe10tQ0ej8fnNQv0WBJN0EHixYsXY+LEiXj66aexbds2DB8+HKNHj0ZRUZFm+8OHD+Omm27C8OHDsW3bNjz11FN47LHHsGTJErlNYWEhxo4di3HjxmHHjh0YN24c7rrrLmzcuNFnf5s2bcLcuXNx6aWXBnvqCUERNGmByJ6iBHQIhztaXou+zy7HHxZuC+p+iuCp6rtXDDz4m72jDjiEQ+u5VvxR8LN7m9ON709Uat6mLK2rDoY3/dwcF5wtPeEA0A4QqbftKa72bRSA9McIUA4axAt/ny2Px6MI7hkd7NA8TozObldO/GjarliDvfFlNcvlpkM7ltgJSdZYZy5gkNjP+0v8HGkFW8VzDneNuUCP39u5UmUSG1iTWOwoutweuN0eVNTZdQP5/ohPlVQK0F8msXpNYimbQ8oeV+vTMRPmJBMuaOz8dtQJEnvgMVRNolcHbxmZz3cWt9h3IhEREbUcI10YMTAcqa5zxywrxg3t4bP9y12+mRypyWbFteWB0uZdrueZj7wZwTNXH/C5TewXin1bl+raul6nXXMRM3611nSWGC1BKLUTS1fXaZabVj7udx64EoBwfRJ/l6FERNTKeTwenKz0Lo22/qDxBIzW5EBpNU5XNy0f56+vI2cSh5HgEyxxnPP+oT2Q/8tBiiqJb90/GM/c3A97X/iZnDhTKgRcH1+0HX/5cCdmrfHtC0pqNcYw6+1Nz0NNg7FMYnFMO0Noa7WY0SvbOya3tzEuoA4Cl6iW8Au05IgWlxuorFMGiV/8fA+eWvqDT7XJLCszif2aMWMGHnzwQTz00EPo168f8vPz0a1bN8yePVuz/Zw5c9C9e3fk5+ejX79+eOihh/DAAw9g+vTpcpv8/HyMHDkSkydPRt++fTF58mRcf/31yM/PV+yrpqYG99xzD9588020b98+2FNPCIp1ZA20L6lswF8//gEHSoMPvPk7tlHvrD8KAPjs++KAbcVsXP+ZxMLPfstN65esDpZWgMHuCu610KJ8nMrbPDrtRKerbfjv5mMhZb4F+16KBO0AkUnVJvj9irN7ymt912IwIlIxoa/3lmLhd9qTZvT4+2x5ANQKgxRGS6fHU5BLsTa3zmdfmvShtSZx+3Tjf7gV5aY13mz+gpiA/06I+JRrvU5iB6emwYniynpMW743pLI+Rr7T1G38lcrWOken243x72/BwCkr8f3xpokuRko3q9tJpQD9ZhIL39lOt0eeHKM3A/Pc9mkAgJ8POtd7Hz+TgYw8Xw8P743U5CR0yrJqDgwSERFRfDPSHxD7gpEsH2zVmJz44ud7fLalpZgV18XRXJdY7BeKwVh1X1C8zR7m5GwjxMna/q6D9arRqEkDpmJfWavctKhjlhUjLuwIgJnEREQUv8TxRq2+Smt3sqIeN8z4BjuEMTF/ySNSHyWlBTOJAeDjR6/CLZd2wX3Devrc1qVtGh4a3hupyWZ0aesdRztZ2TQOeaJxTPJzP2WoxeXoJFrlprP8LAMHKJN12qgydS/q7F2e5cfGCZL/2XxMcbt6rD2UTGK32yNnEp+TkaLYt3rssVMb/WqFiSioT7/dbseWLVswatQoxfZRo0Zh/fr1mvcpLCz0aX/jjTdi8+bNcDgcftuo9/noo4/i5ptvxg033GDofG02G6qqqhT/4p5iXcjAzf+wcCveKTyK217/NsQDijOpg7/gC5SVJ9Jba1h9EWq0DLN4myPMC3ytxx5MKS29YLa/YLjycWrff+y/CvGn/32PV77Ya/hc5P3r/tJ8xJn5uoMuwbxpGonPb2lVaAMpeiXDg/WbBZsw+cOd2FdifGKGv8+W2+NRzNgyOlil1SwW4sZaz7O/z7t8P7nctO+axO2FP+yBiGteaGUXBHr3+esMKrL/NdrVqdb7/e27WzB7zUHcN/+7AEfVOlbgF1P6XEglmY2Um1YEiV0erNh9CgAw/9vDiu2GzlF4QqTgur81n8X9utxN2b/qAb4sqwUbn7pe/j6Rgv3id7J6koSRz03Xdmn45k/XYva9uYoZjURERJQYjPSfxEBfJLNijQ68plrMij57vSO86jPhEKvQiH1gdb9KL+O4uYiTMf1VytGrRqMmLeejKK/tlPqu2vcxCzdIfVGuSUxERPGmTJiMpq6YQd7lDdWMZRK3bMD9sm7t8PqvLkefjpl+22U3jp+e1Uiw2lNchW1FZzXvd0qVxQt4Jxi8unwvymts8nrBgUo0i8stqgPKUnXAijo7PB4Pdp30H8cLJWHO6fagot772M9rTDyRfHtAmUnfuW1q0PuPZ0G9Y8vKyuByuZCTk6PYnpOTg5IS7dkGJSUlmu2dTifKysr8thH3uWjRImzduhVTp041fL5Tp05F27Zt5X/dunUzfN9YJX5dG8kUlNZdqg0xK0q8KArloieYcJ9e5qy/MswuP7N1FZnEYZYg1nrsijWJAzw1egMS4n53nazCpiNNf3z0guaiQ2W1ALRLlQUiPq+RCpAGIr6fpICO+sI7lLlW4iSAshojQWLfo0Q6gFpa7fsHVI+/Y3s8QLVYTtvgDHWt90xzrLsciYxlt86ECEW56cafpUEY8bj+1nRWswprEmtlF/gLYgLG1yTWCqSK2ak1Nid2NpahD6WMoJHXUgq4ZzSWnmkwMGjXYCBr3WhJd/G1lDOJ/bQXH5PD5Zafw2TVAF/PDhnIadPUWZMmDojfA+r3kZG/X+YkEzq1aV2dQCIiotbESLdVnHQWyfV11SXs9KRYkhRXZlX1UQwSO3XKTfsJErfEmsTiufirlGM0i0crk1i6JNDbgzj5OTvTis5tUg2XtyYiIooVp4Ux1CrVWq2kXa3SXzBd6qPEap8gTR4f1O4/3T7LNwl0/6lqbD6qHTyeteYgpq/YH1K5aXXbdmneoPHZOrvf5UQkRhJhAN+KlRWN5abVQWK1DhnMJA5IPYju8Xj8DqxrtVdv97fPY8eO4fHHH8f777+P1FTjA7iTJ09GZWWl/O/YsWOB7xTjxMCIkSBBuPEb8VUJZWJsMEmhemsNq68ztUrQahHvZ7RErx6t+zsU5ab9718vQKE+/1/MKZRfY3Gfgc4/UIlcLco1iYO+e0jEi2k5SKxqs/1YBf698WhQ+3UaLDnmT6SfAlMQ4W7x+b/svLaK29weD/685Hv5d+OZxE3tpLdHc7zMkZgwr5dRrxU8bsokbrrNmmx8rQ8xk1gru8AcoN65v4Eo8fvZoRHMF7N0958KbwkAI+8DqUl6ikW+T6CBO7GjaPR7S/cchXZNaxLrt1evSSx9rtWviboEjDQAKH4PqM/RyN/LcNb7JiIiigWVdY6QlrFoLYz0BxzOpjb+KshEktgFsZhNij5lZTMN2Ho8Hkxb7r8alTh50F+QWLwubokgsThp1l8msdHrFOn6wN++1MT+6fxfX4ENT12PqxvLTxMREcULcX3W5upzxLMztb6JSH4ziaVy0zFaultdPcVIEsi8tYf93r6vpEpObgqUSSyO1anbtkv3ZjlX1DkUyVJ6jJabFvvzTrdHfs93a5/u935JrWyMMKh3bIcOHWA2m32yhktLS30ygSWdO3fWbG+xWJCdne23jbTPLVu2oLS0FLm5ubBYLLBYLCgoKMDMmTNhsVjgcmm/KaxWK9q0aaP4F++UmcT+21bU2cMOjor8rf8bEToZwr5lmMV2+rtTr28ZDq3Hbg8ik1jvdq0gzPGz9T73CTSgEUKMOCpBYjGYLWUJap3700t/UJRYDkQcjDAymKN1zEhn2YYyQSLLakGHTN+ZSkVn6uSfjZb6Fd9bUiZmc2QSR6KsmiJILLx84p6lc5fXJBbaWYOYoSeuSayVgRyoFKC/zuBeocS41uskvqcLD5b73B4MIy+l9L2VYW16zHqdqN0nq3DrP9fhyx9Oydv0BvkMT1TQyiT288EQ9+t0e+TMYHXmjboUtJxJ7Oc72cjfgEATBIiIiGLdZVNWYNgrqw1W1ml9DAWJhU6mo5lLJ0troaUJkxjVk3+ba8C2uLIBs9cc9NtGnDzo8FNuWtQS5abFoLS/CcK1dmPXk1KlIa2sGr2+KycXEhFRIhD/vlc1MEisplXRpcam/zxFq9y0UVImsZSFa6TiYGaAwG/vjpmoaexzBWprEybkZaSog8TeTOLKeoehmIDRyX3KPqxbPtcuOuWkrzo/G58/9lND+04kQb1jU1JSkJubi5UrVyq2r1y5EsOGDdO8z9ChQ33ar1ixAoMHD0ZycrLfNtI+r7/+euzcuRPbt2+X/w0ePBj33HMPtm/fDrPZeBZZvNMqv6qlusGBgVNW6jcIQXMEmPT271QEjcSyocpz8Ftu2sCavkZpZc4FtSaxznOnFUga/urXOHamTrW+qf5zAISYSSyE4Fqq3LR46k2ZxNrnbjQY6t2XkLEY4sBEJN7e4ns1mFdEen+YTL4zldweD85t11QCw+iEB/E9a5ZLNAdxUgYF+72g1VyRQerRfq+rg8Ti4GeyxfiznZbiv9y0GCQe1d938pO/91f+qh/ln7VeJ7HctL+MZCMCfaeZTE1t0lIs8qQFvYG0cfM2YueJSize3FRxQzeTOIT3YIORTGL1msQuqUyP904v/HwAzmufhuf/38WK+zWtSaz9ne+Bd22VQIyuW0dERBTrjPzda42MdGGCnXwaDmmALk0YJFNf6zVXkNhI9oU4+Cb2gf1VlWmJ7GuHwSpSdQbLEEpZNVoPS29pndaWXUJERIlJ/LsdzSUu4smdswt1b6tpDG6qA6CxItXSNDGuvMamWbJZnSgXqMtTb3fJfagsa7L/xsK+1H0pKUhcUeeQn8ecNr6JVNIYodFKouIExlpb07nqLTd3x6DzcHHXtpq3JbKg37F5eXkYN24cBg8ejKFDh2Lu3LkoKirC+PHjAXhLPJ84cQLvvvsuAGD8+PF4/fXXkZeXh4cffhiFhYWYN28eFi5cKO/z8ccfx9VXX41p06bhtttuw8cff4xVq1Zh3bp1AICsrCwMGDBAcR4ZGRnIzs722Z7otDLrtIRbylTreEZLjIoCre+pdyxlvXho/gwEyiQWgs5BBBwD7UuiyFoLdH+d507vNfz2QJkicDvls90wJ3lLj80uOIgPHv6JYjH6UDLgWiKTuLiyHinmJGQ3ZseKz4OUJaj3FgkmcK0YzDEQJNY8ZASeA8XrHFQmceNdTCaYfUrvAx2yrDjRWDrQ38QIxT6F96zFbAIckVk/WC0SmcROncwExWe/sYkU2C2ttmHl7lMY2T8HBp8SAMpMYq0gsViO+oZ+OVix+5Ti9lAnIQDKgapwqxsY+T6W2phN3uB3g8OtmLUn0lpnRW/9a6PnLr4HbaFkEruUEwPG/aQHxv2kh8/9pBma4vmqn5+v95YCAPp2zlJkfIvMBtetI2o2tbXRPgMiShQNDfxO0eDWqUAmPlcOdYnlZnwepUBtenJTH8Ttcikm0VbW2ZvlHBzVGvtUHae+oal/WF1ZK9/urq2DHntD85yvyOHUDl6rudweQ+eSqrEPk9v72ut1e3u1syr3nZER8DhERESxRpxsz3LTvoIduzvTOLYmVYuJNVIm8YZDZ/Dq8n0Y2K2dT5ujZ+rQq0MGZn71IxZvOobOOhm3kpKqBgDesbvUZP/JF8PP74ARF3bEJef6BmGzG9cAPlXV0BRst1oANCUJmUzA+Z2ysKe4yniQWBhzPlvX1LftmKW95nByjGaBN7egg8Rjx45FeXk5pkyZguLiYgwYMADLli1Djx7egdvi4mIUFRXJ7Xv16oVly5Zh0qRJeOONN9C1a1fMnDkTd955p9xm2LBhWLRoEZ555hk8++yz6NOnDxYvXowhQ4ZE4CEmFo9Olp1aKJml2sfT/tmo4LIpm37WyyxUB1XdHg/2llTh1/M3IW/khbjrim5N+3CJAYfwZjRrBomdxl4L7+3a2/X+2LRJS/YJ2vz1k13yz3/7ZBfee7Dp8xFSuWmdnyOlqsGBoVNXAwCOvHIzAGXQKJLl25wG1sE6VdWAFbtKcMfl52neHols6lACptuPVSB/1X4A3tlZ6oC/26N83gxnEovlphvL8TbH66yX+RsMh97jU0wQaQx4Cs/PK1/swcj+OUE97+If+2SNzFExkzjd6lulIpwSemKQONzgupHnWnrfmJNMSE02o8HhDmrNbr3JNUaXHhAfoxSc9vdVpVyT2C1/b6vLTatJGcCK72TxZfJ4cKC0BgCQ26O9bpCYZQMp6jIzA7chItLhMiUBT34CADDdeitwdEeUzyj2uB55C2jX2fcG4fu36ndvA228a8uO2vQFkPmzyJ3Anz/T3Gw58COQ7b2O9WzaDMADdO3rPZ96O9yZWUiKcE9+62U3Aj/7g3Kj6u9Qw73TgXO953Hmib8AG5cAAJwdewIPvK65X8fbC4C7Zkb0XNWcT3wEmL1DWQEncBr425oCwPTkJ/CYhD7n9u1wZ14L/PlTn/b/b/caPPP6W8CDFU0bW2r9JiIioghiuWn/gqkiCsRBkLgxMeab/acBeMekAe/6wNI6wA8u2ITVT1yDGSu9Y9VS0lLP7HQcKfedKLjl6FkA3lLTgZIFLeYkvPPAlZq39cz2TrgrrbbhdLU3MJypWm7uv48MxYL1R7CnuMr4msRCX7G8xvv6pJiTdMcAk1vp2GBIue8TJkzAhAkTNG9bsGCBz7YRI0Zg69atfvc5ZswYjBkzxvA5rFmzxnDbRKII7Pm5DolckFi7fKdhQZyG3rG0Ss5KnG43/vifHSipasCTS75XBInF4FW4WXtaC7mLM1GKztShXXqKz5eXfC5Blm3NSrX4DQKpn4dQXm+3IrgX9N0DKtL4w6HMFPQfNArmnMS1w/SCeGPmrMexM/X44YR2+b1IPAfi49Mro6328ze+lX9OMpk0y02L+/3u8BlMW74Xz91yMUZqlENWn4vJ1FQaJJyS8Q0OF46dqcMFOVnK8wvys6XV2qVaH6Kpre9nXywJLA0KBTMJROwEBMokbpfm26kLJ0hcL6yLFnYmsYHTkL4DTSYT0pLNqIDDcCcK0D9Ho+cutpMyif19V4mdb6er6X2fHCDDV7rdoZNJbHO6caTcm+lxUWfl+1cUqb+bRERE0eAwN12H8C+aNkUQUEdFqrev8MjGJfjD+kXNfUoAALMwu81jMik6zB5TEqqt6Whri2x27lPqALGgJiUNhd0vQVVqU3bstGt+g/Ebl8CExgkJOuzmAGUGw+QB4DRHtoSjCUCqw476lKZMGZPHA5fGhNKc6nLM/HR6RI9PRBRPdp+swuGyWtx8aZdonwpFgFNRbppBYrVECxJbk7WXbE1NNstB4kNltZpxkPPaNwWJB3ZrJweYJXoxEaPapiejXXoyKuoc2HWySnOfg3ueg0WbvMvkqcc35xQcRI9z0jH6EuV3k0Mjkzg1OUkOSqslB0hUSVSxWSCd9PkpvSwKpfywFvEYoQSJjQbKAGXwSJlRph/MdLn1a9Ary037frk5XG7DH3ytoIj4JfOrNzcCAObdPxjX9/MN3OkF5/Se02Rzkt+g5Ymz9YogcigvtzK4Z+y1/eFEJaZ8uhtP/uwiDO55juFjeTwemEwmReDG3pj1p/e2CiagKWYlT/1iLyrqHfjzz/oq2hw74535tHpfKQZplNOIxJrb4Qb+vOWmVRs9ynN7t/AoAODhdzfLGdpamkoNmyANFYbzEH85dwO2H6vAnHtz8bMBTRkY6rVfQ+FUfFZ1yk03/iwGeaUgcTDfTWIgUOvzL2YSt8/wHeQKp9x0rZBJ7HZ7kGQytjaeFiPlpqV9m00mOfjdoFFuWi/Qr/d+NvpZEdtJx/UXhxUD8HaXWyg37f97Wnod1WsaSw6VeUsFZqVa0FlnzRHvcTikTlFWUxPtMyCiOOawOYFXvcs14bPPgF7to3tCMcj9WiFQZfPZvvdgCT7+oRQPDz0P9f9YDwCY8L8ZyEz9Z2RP4IU1mpvN/fsDpd4gsOfyy71ZGCebKp+U7TuMiiQTepyTJm/bX1qLPaU1+H8XdwpqiSd/5+KprobJZMLvF36PNQfO+Ny+eusRfHPoLAZ2zQI+3qu5W8eYu4BFzwd/PgY5XG7g5W+M38Hg31br9HWoF9divHwQ3DPPAlOVx0rudi7/XhNRq+XxeHDTzLUAgF4dhqN/1zZRPiMKl10YR2GQ2FewQeLyGA8Sp+kEia2qEstS9rAoRxhPm3jDBXC4PHj43c3ytqzU8CcKdm6Tioo6B46UefvFGRqB5zSN8c2dxyvxyhfevql6rFwcx5UqPKanWNA+IwWr/zgC6SkWnKiox52zvdcArXUpOgaJ44xWZp2WSGVENXe2qUgvk1gZKFKVm3brFwlWr28pmvLpbry/8ShWTroaPXRmjoi0yq5q/aF48B3twJ1eIEgvCOPx+A+4HSmvw4uf75F/D+X1doXw2t7yT+/A0xP/3YE1f7rWb1txny63BxazSVU22X8WaDDBM/XzOHvNQZ8gsSTJpB2o8gA4dqYO57VPC22gBcpgm79dLNtZjDO1dtyrWl/VZELATGKjpPskJZnkSQThfIalGWL/3XxMGST2k+mvRStDXnz9FGt9a3wniH+sbY0TRIIJzovZw1pBYjGTuI1GB8dfJnFOGytOaQw8pliSfO7ndHtgTjLBHeJ66cGWm5Y6fFqTaspqfc8ZUE6uEQ9ndI138SuyaU1i/fbia29zuuXjB8okll5TvffOvsby0hd0yvQ7gaq1dgQphnA9QyIKgwNNS9WYUlNhs6Zi6rK9GHFRR1x7Uaconlns0OvF/erf3+NMrR0/nPZmRySZgKz2bUObiRsCs6Wp/+lJSvLpMP387a2obnDi7V9fgWv7el/LUf9aAwDIapuB6/rqVxfSojdB0J2eAXOSSTNADAAP/ecHeDzAO372bUNSs/49cwqVeQwxeC6pyRZACBK7TUlwp6X7tEuxmPn3mohaLbHU7KnqBvQHg8TxTlluOsi/sQDq7S7MWnMAN1/aBX07J977we4MbsxOWte5XXrzVlYJld6awVZLEn52cWcs31WCK3ueI5eQFvXIbuoXZVotPoHkrDAziYGmoPDpGpvuPqXHII5v1gr9w3q7S157GQAq6nwnP6Q33t67o3dZkuzMpqB+WbX2GGmia5350zHO7fboBgCUawTrf1FFqmqmGPSRgkENDpfhmTTBnIc6qCifQ+PPlXUOORtU4nR7dANf4j7UQbb53x6G3enGG18fMHRu2pnExv9QuNxuvLX2ELYcVV5w612gezyegAG3eesOyz+HFCQOIwM02IxZqblWMFAv4BTM+rb2IGZ26WW3v7v+CIa/+jWmfLbb8L7UjD4vE/69Fc989AOOnVGW5E4ySZm/TcpqbIayRtWk2LvZZJI/h5HIltY7DmCsBLIWMRjp1HlfSu+HcDOJxaxUrYChOHsu2Zzk04Gyu/TLNWsFkF/4+QDMuOsyn+0utyesyTxGHrM4UUDqIGmVmy6uaNC8v/gdZ3SCkkg7k1j/MSvKUztc8lrVgSpjSMF+8e+S+JmRPmc9sjN8JmGImElMRETxTP138N8birBg/RH85u1NUTyr2KLXfZJKA679sQwA0C49xW+fIVwZKcosDrGvozVZWCr/9++NR3329d1h30G8QPSunQIt4WKkCxhsxk2wbBpVcSLBqurzu9wezWswreVqiIhai8NlTZUUHGFUWaMmDpe72f92+j2+8DrW2JxBJ6k8tXQn/rn6AH49PzH7m8G+NrU2b59NKwM2FqT6KTd9++XnAvD2B9WlpAHg+n6dMKp/Dnp1yEDfLm1wXV/lJNTM1PAfsxS8La32jlP6zyRuGt8Uk0vKapRB3i93lfjsQ/08iElEiTjZwQgGiZtBrc2JUf9XoEi5N8rt9uCO2esxZk6hZpBMEST2s5+Q1g8OdG4eDxocLlz81y8xfNrXhu4TzCWUGFAQgwXS9sumrMCN+d/43EcvYCGWEyjVyO4zqrSqAUu2HvfZrpdRKGXMiT7/vhgvfr4Hd84uVGzXL+caXNZngGqsmtQTDorK63RLd6ud2y4tYButoJL4WkkBKL3nIJjAqNHMRolWoHjmau+Egbe/PRLUvkTi49Mt4auYpaeczZRkMvkExKav2B/0ur+AUG46ydSsa626DDzmQMRgpNhBVTyfjT9qr0kcTJDY/3MhdhSSkrwlSET+Bqa0Jo6YG9cDVnOqgsQT/r0Fz3y00++5iQwFieWS40CqRdmJ2nzkDG5741tsKzqL4krfMjKA9neZdO7BnqORNYmVx27KJLYEWBZA6gzqLVMgDaxmWi1+jx+pZRqIiIiiQRzEcro8KKnSngTWGkl9CqN91XZpzZv94fJ4FGs5iv0Tf6eoNdlO6tsFM8F2d3GV5vZgr6m0+tX+qu5EQrlOBZxwqR+L0609ztBa16kjIgKU4yG1wVZ2IB8ejwfj5m3ElS+t8hkfbCkOVcfD6Lgw4B3nWbrtBAAkbL8z0AQ6NSlIHIms2uZw2XntNLenJZvlpBmb062Zfds2LRlz7xuM1X8cgUyrBVmpyfj9tefLt2dFIEgsjZ9KSYKZqRa8+PMBAIBnb+kPAEhtDCTXCUv6KWJAqkzgUxrvzfQU33Ha9X+5Dgsf/gkuOa9tOA8hbrGH2wxW7C7B/lM1WLn7FOqC/KNZXmvH9mMV2HL0LM5qfCCNZnNFKmNQHfTaV1INl9v4oIPeeLzWYubKTGLtjDA1l04msd3pxuq9pfLvq/eVag4KGFkz+eVlezS3680muuiZ5T7bxJIskrIaG+YUHNTch9ujX0ZbS7iZxFuOnsXVf/8aP3/j22Y5nvQ+Eo8pZxL7CZQbpbXmtJ7mjAMpglQGJi+kqAYZkkwmzayFUDKJ5SxSU9NkjebJJNZ+zH/+3/cYOaPAUAdT7HSJ66FA8Z3gm0kMeDvVQa1JHOANkCJkEluSknwCvP6y1rUGxSxJJs2Zeu7GctOSZTtL8P6GIsODl9JT7a8Us1huWsqIli7qxswpxI5jFfjl3A04qZNJbGS9d3/EdnImsaF7ej8n0ndEcoDXTJo4IE4wEN/qUvZ0eorZJ1Nfaz9ERETxSDHpzuXm5KdG5TU2XPnyV5j84feafeEkk++gVue2qT7tIsntaZrAByj7tx6PfqUsrZe03u7Cl7tKcMVLX2H9wbKAxz5+tg53zFqveZveddntg87V3K5evw5ousY7dLoGDyzYhK1FwWc6+xPO5G9/1MFfl9uj2S9P0XjMRESthTgeUhNCaWJS2nWyChsOncHZOgcOlEZnvXv12HYwQeJtRRURPpvY4xDKTXduXJNXXRFGVBPjmcT9u7bBK3dc4rM9M9UCa2Pf1OZ0a05akGI54qRFsay2VqwnWOp+VqbVgnt/0gPbnxuJB3/aCwCQ0ZjM878tx/HXj3+Aw+VWjLWfrlaOcUqviShN4zXs2i4NQ/tkh/0Y4hV7uM1A/GI/UuYbHPRHvPDTCkKKF4z+xukjlUksTphxe5RBXyPBDL0grNYFpbg3ZSax/v5dbg+0wqnqWSJ2pzvkAJlWsB4Iv5TW1GV7dW9ze/RLjmsJZQ1dMaAnrTuxt3HtzsDHC9xG672qFTTSC/AGk5VqD2LWe6jrDRuhCJjqnL/4h0tr8E4riBXkxDXvfaTyzOYk+TE3x7riWmXd3W4PFm8+hh9La7DhULmivdYpqAc1tdpKj0e9buz7G4tQUmls0oqRwVJ1OWp1EPbdwqNYs69pAorL7cGh0zXweDyaAeSkJJPmYJLT7db8HBktnS59fv0FNqU2JlNToFpdbtrmdOtmEtfbwwsSK8tNS5nEhu4KAKi1ee8TKJO4TWO2z9k6h/wZ1DrH9BSL4vh/HHmh4naOpRMRUTxzqJbviNQyCu9tOIqf5X+jOQs/Hvx7YxHO1Nqx8LtjmteVyeYkn0GtLm0DV00KhTT5sF+XNoryxupJjHrThaVra3FiYr3DhUfe24KyGhvufWtjwHPYfEQ/aKvVf3rgql7omGXVbG/VmAgp9WXHv78Fq/eW6gakQ3W6pmWCxE63W/P5uLLXOc1yfCKieGBTlCY2HkxUc/lZZrE1OVJeK/8camW+cKnLhjcEURHkqHD+gHYwLt6JY3Qj++cA8M2+FknPQSQCps0lR2MyZKbVIvdNGxwuVNVrrePr+5guzMmSf85KDb8Sj031/pOex3bpKT7bAOCdwqPYfOSsosrBYVUsTuu7qk0EzjXRMEjcDBqEN6b6CzMQl8agukj8Gpq95iD+s+mY5n6aI5PY5fYogr6hZDdKtO4pdhBcQtDI3x9K7wxf3+1agZZQ/97qBZaCLceldsTPe8MTbLnpEMaAwumABBtnlYOHwoM601gqTD+TOJhy01oTKlqmg+XxeHD8bB1W7T6lGJzTO3/xc61ukZSk/X4L5fPclEkc2TWJ1a+9S/UdAXgrIkjaGijXJw506T2H0s/JqqDosx/9oLnOrhazTsBW1KlN0yBYeopZM/P418LaflM+3YXr/lGAdwt914gDvJkhWpn3LlUmscTo5BM5s9pfJnHj02cWgsRaf1dO6gTZP2wsG6QWWrlp7+MKpgrBoTLvd6S/bGkA6NY+DSnmJNQ7XMhftR/VDQ7N97r69Ty3vXIAuDknkBARETU3sQ8RyUziZz/6AXtLqjFtuf4E11immHyslRlqTpJLA0q6tmueTOKPHr0KYwd3wxu/GqTIJDYryk170CM7Q/P+UjdYnMgn9oONdNG0+prSW0WrpGJaShJSdfrPWhO/pX69ViWtSDhd3VxBYuXnxe3Wfj77d2md69QREQHKsZsaW2jlkWttTgyfthq/e39rpE4rbonlchv8LG3WnNT9Ar1kAS1HVX/rKzUCi/FOen5u6JeD313TB4B+slNlvUN+HWM1kxgAOmT4Tv7LSrXIfVOb0y0v2ybSGk8dfkEH3H1ld2SkmCOShases9R6HtUVgGpsTsVyeT+WKhPgajSyotumM0isFrvv2DgmDoyXCcGSYO+rFfhQj3s/ueR73HVFN592kZqApMwGVe7U5fZAZ71zmd6Yu9YAvrhJa01iLXrBCulLPDU5Sf6CDjVApje8YjTjT496MELkLTcdRAndMMtNB8vI8cS9SwFb8Skrq/F+NnQziYM4Pa3BDrfHuxarlkjFgrYfq8D987+TO0J/Gd1XOKfAmcTqgaokk35AMVjSfcxJTa9XqK/4O+uP6N6mVW76ZEVTZqqR94o4IKXIJPYA1Q0OFOw/LWeVhjPgaUky4caLc3BFz/bI7aGdBXD7oHNhTjIht0d7JJuTdLNwth+rwMBu7fBOY3D4xc93a7YzJ5k096Fek1hidB036TOlLlkuMcGkKDctPW9ak3u0ZggCwPfHK+WfHQYn7og0Jz2pHrLJpD8h5tMdJwEELgNtMSehd8cM7C2pxszVB7DrZBUm39TXp1261ax4zq2WAH/AiCihbS06i6/2nMIfrrtAc1kAongj/q12uiKXSSyJ17KS4jJGmteDJqBWNSDaXOWmL+qchWljLgUARSaxWVFuGvjbrRfDkmTC3Vd2x8PvbEZ143Xjsp0lWLGrRLFWml4/To9Wlo8lKQl2lxvicjVSdy/VT39Jr9z08h9KFH3a7ccq4PZ4cHn39kGdq5a6IAavg6GuXON0a1ciUy9FQ0TUmojf7bUhZhKv2F2Ck5UNOFlZEqnTilt1wt9kMcjVkkJdk/ib/acxa41yCcVgSlXHC2mM8oGresrXjG6Pd1xMnVTykjAumGGN3f7Cee19K+ZkpDRlEtscLlQZvIwwmUyYesclmKpRwjoU6kkKmRrPozpj2eZ0qTKJlUl5Wt9V7QwkNLU2zCRuBmJAJ9iLNjE7VfsCKPgMrnCo10BWlJs2EHQVv1PEwILWXbWyBgH99YCkdmLbPyzchlqbU14zQAwChBIjtjvd+EpY21ikLoEQrFo/61W7PcEFSf2ts6knnEzwYDPupPejOEgjzQKPRCaxVqkPvc9AJJMF//TfHYqZchuF0sqPvLdF8z5ix0/9GiSZTNCK+YWTSWwWMolDza7+6ye79I+jWrccUJZ7N/I+E9f4EAc4PQD+smQnfv/BNpxoDDwHyir1x5xkgtVixn/HD1ME9EWpyWbcNbgb+nTMBKAf5P6Xaj1xvUkBYoBW5NYJEuvtR81IJrE80Jdkkr8jXl2+Dw8u2KRoZ6Qjry5hqcej8X4Amr4v1UsQ/OveXAy/oIPfY/t7jBKxxM1Xe0tx8LRvpYaMFIvi85WW0vRL747aGTtElLjumLUeb3x9EHO/ORTtUyGKCKfib7UbZmGSVSQq7ETq+rKliXNJtR5Cvd3l89i6NlO5aZEik1joK7o9HnTMsuK1Xw7CT3pno2MbZbbHb9/bohjsKldNSheXEamxOX2uo7UycaXjS2MRYiDUmpyEZN1MYu1y0+PfV14H/fyNb3HHrPWo83P9q0XrfWuk6k77xuyQYPp36omXLrdH8z3PSUVE1JqJyTL+El/8aa7JPvGoThiLCXeMOVTqctNGgtUNDhfum/+d5vZEI43RJVuSFGNTDo3qK//ZfFz+OZaTEtpnpPhs865J3FhuWieTuCWICZMdMq249Lx2Pm3UmcQNDrfifSsmLgHaEyTbp/s+B60dg8TNQAyKBFtqQRx8b9D4w2n0+j5SaxmIu1HvMlDJUafLjZmrD8i/u3SCwFr7d6oCynrHcrmVQeJPd5zE3G8OyR0XcXZzKIG2r/acCvo+RtXb9TsAHo8nqKC2VhzL6XKjyE+Zr2CfDvEi3UiYThn09/4vXtNLAxR6r0swg1la2ch6+zWZIleOXR3kMwfIeASgmN2kLllugu+aZECImcSepgChdJ7ibmZ+9SP+9N8d8vN87Ewd/rBwG3YK2aNa1E+d1prEfrNONR6K3mCP2+3B5zuLFduMPMd6Qsmo0ctc7qSzNpvW/bWCwScrG1Cmsaaa0Uxi6Wn1l2Urr+NsUr6v1BNfjJQ1Et+rep+fg6drkPviKsxunE0qvqzSxYL6qUix6GdrS9RrxGm5MCdT8fvzGhMb0lLMigkuHTKbXsPeHTJ92lPkzZo1C7169UJqaipyc3Oxdu1av+0LCgqQm5uL1NRU9O7dG3PmzPFps2TJEvTv3x9WqxX9+/fH0qVLFbdPnToVV1xxBbKystCpUyf8/Oc/x759+yL6uCi+7T9VHbhRC+L6bBQqu6LctEcxsc7oUhH++Ft/LZbpTUSWaD03XZqp3LRInUl8RU9vlu0vr+iuaCf2VyQ3z2z6+3lGFSSe+dWPAIAfT1Vj4PMr8OSS7xW3a41PSIOe0nPRRsiuSDEn6fbFxMcgESd/qgWTjd7gcOH6GQV48n87FNuNVPN6457LkTfyQrz34BDDx1NPSnSqxhkkaSmxO+hLRNTcHDpLhQVDzBRs7f1e8bmIWiax6nU0Mj60/ViF4vfsxqBjtEpmNyfp+Uk2JymWv9NagvKaizoCCG3ssaW9/qtBit8zrRZ5Ipzd6ZYnc6Q29vX0qhhG2pBeTSWrCydfh67tfCduqtcTtjldikkWpdU2eWzV7fbISXritRHLTftikLgZiEGRyrrggsRipqXW7Cqjfz7DyRIV+axJLGYSBxgo2HlCGWxSBLo07lqw/7Q8u1hck9jl0b5Ak/apvqmsxiZ/iYsXrlr7CJRV2lyDIUu2HNcMEEncHoRUbrrB4cL6g2WwO934w8JtuPrvX2P5D8Wa9wk28Ci2N5KNK74/pOdefF9Ks4O01pT2Hs/4uWllX+o9vmNn6vHlLuPBf3+dVvV6DOosV6fL7bMueYNi3TBVkNiknRUeSpBYLDUsdVDEzt+Mlfvx3y3H8d3hMwCACf/eik93nMStr68L8jhNP0v7F19n9cCb1iMJpnS7kaxSPaF8mvU6d+8UHsVD72wOeH+zyRTUOdtdxi4M5DWajWYS+/lrH3QmsU6288uf78GZWru8ZqH4/tabFZtiTvIp76dmpMT4ee3TFb9rLfWQ8f/ZO+/wKMrtj39ne3pIQhJKgNB771KlieWiWFDvxQYq1y6WK/Zr+WEXC4rda0NU7KLSe++9l9AChJJA6pb5/bH7zr7z7juzM5tNgbyf5/GR7M7uzk7ZOXPO+X6Pw6ZqcKGTrmnxoouwopk2bRoeeOABPPHEE1i3bh369u2L4cOHIycnh7v8vn37cOmll6Jv375Yt24dHn/8cdx3332YPn26ssyyZcswatQojB49Ghs2bMDo0aNx3XXXYcWKFcoyCxYswN13343ly5dj1qxZ8Hg8GDp0KAoLQ9XmgppJdUpNnSosw0UvzcX/zdhW1asi4PDa3zvw1fIDVb0amqjtpn2qJjWz6hTefZ5XK2iv5hhpdGOpk1gZSuJg/GORJHx2a3d8c3sP3NYnW7VcKkftQe/P00XqmIfEfy/8sQ0en4wf1hzSfC2BxLs/rTuM3zceQTw1/63E44NDI97kziTWievNHIezth7D3hOFKlUOoF+EJqQnuHDfoGaox0ksasEWwr1emXufqme/LRAIBBc6qoa0CPOldP4hGk1s5zO0M0jVzSRW74MjZ4rDFu9Jw1lSjB2zHuyH1EA+pfSCVBKTIrE6t8fmxUrcXszfcQIA8MaojpW2fpFyefu6eOaK1srfCZSSmObrsT3QIzsF34/rVSnr9dDQ5nj80pZY+MhAzSbFeK6SWD26kDhcni31KHWj9IRgE2iKUBKHIIrEFQB9kSuPkpg/k9icFWl5UdV1OTOJ9WCtCcJ1cQP+m0EgdCaxnpL4OGOZZZGkYJGYuomLJK8RiY2zER76foPu82aVxKSZ6ZlftuDGj1bg9Zk78Odm/3wPdkYEwWwjAb28kTmzXk6RWDW/llhQa6yHKbtpTjIiGo0SMzYdRafnZ2HJ7jzu82yRmC1mjftqLfq/Ol+ZrQqokyPsOeS3m+ZYE4f5Km6vL0SBSttNkwsrr5g+6sPl2Hw4H7uPn9P/kADsrlfPnQ12ainrbuC3SKvoKMtBuzhCeTryiiKYmcNTdhNmG3AasFr5SmItygwkvoDg/tVT2SpqcknS/S3jXWtY6HNMT6XPW0fA34no4ygyHDZLWAtxu4F9HudUB4k8RbbLblHZzKRShWHRRVjxvPHGGxgzZgzGjh2LVq1aYdKkScjKysL777/PXX7KlClo0KABJk2ahFatWmHs2LG47bbb8NprrynLTJo0CUOGDMGECRPQsmVLTJgwAYMGDcKkSZOUZf766y/ccsstaNOmDTp06IDPPvsMOTk5WLOGPxJAIKhK/rd0P47klwgL7GrIliP5eHfebjz58+aqXhVN1HbTsiqmNJO0++9vW9Bj4pyQhlateK26Q8ceemM9Yh1WjB/SHI8Ma1EpcYHTTttN+xUcvZukhdwLsJZ6LGxYRprvNhw6ozx28FQR/vXxCizceYLbHEicet6eswv3fLNO1axeVOrRjDd5jjDsLDkaMxajWqGrEeVaJONp2FyHxydz7yfpcSUCgUBQ06Dvs1mbYqMUVwOL5epCsZuaSVxFBVa2ueuRHzZq5pEJxBmkQ1YymmUkKArUkipSQ1ckJHZ0WNUxD2s3/dKf25V/J50n827p2b5JMQ7EOmyq7xjnsKJLwxRMu7MXOmQlV8o6xTltuKNfEzRIjdVcplasHZe3r6P87Z9JrD72SE2KFIuTYuyqGLhLw1rRXO0LAhHhVgC+8hSJqRtX3g2W3q35yn2n8Mpf2/3J+CgpiembJVa1G65IzM6noJfXeiWxAqU71X0+WaUspllGzYAlWC10kbh8dtMV4RBhpNDvk83ZrpAi1LTVBwEAH1DJRa05IWYtyenrn5Ht4mWOHa3HtL5nuYvEUUhk3fX1WpwpcnNnbQChdhtskoQUET9etBc5J4swZ9sxVRDMfkeLxC8o6p1rsizj0rcWofdLc1QBO203TRIlJHnIbvNJs3dpKtfDHSf0uUoCQrqp49CZYjz03QZsPpyP3PwS7n7VSvZsyy0I+e5GVKVamFEsK59H7Y9f77kIzdLN2RJbNQr/WjzzazD5/P3qg1ibc5q7HNnGbKMCDdnUVknSLXYb6VhVqZM0jgn22GUTa2VeX0gi02616FpmAwirNAb8wWs47FaL6hpLNxElx4guwoqkrKwMa9aswdChQ1WPDx06FEuXLuW+ZtmyZSHLDxs2DKtXr4bb7dZdRus9ASA/3+9ykpKSorlMaWkpCgoKVP8JLmCqUd2rplvuVWfM3tNVJD6fjPUHz4Q0RLkZu2kjjh48PluyHyfOluKjRepmhfN3JrGx9bZbLbhvUDPcPbBpBa+RHxfleKUXC/HspvWwWyTIsowzlKPZQ99vwOLdebjp05W6SmICncAvLPNqFoktkhQyo1ev+dBIYyJBq8HRSJE4Ektodt3YsVaE6jxjUCAQCCqa0qjYTQdfZ3Tc1oVKUVnVF8x5zWOv/q0/nok03ycEmvWJy8YFaTftCdpNS1LQqZHOLZ04W4rPl+5X/k4M0+BXXaCdY2rF2mG1SKhXK+jCkuCqnsVuSZLw7o2dMbpnQwChSmIg2IBBisQZiU6cpBwHeXOZazqiSFwBeFU35Oa6aOibWGK9TKN3j3vdB8vw3vw9+N/S/aasevVQFYUZ2+dwSs2zTHGSLjJqvZTcDNL1PbdXhseEDFiSggWNcheJK6BKbKRQ5TOrJGZuoumkQ6GGetK03bRqhcJvF97+5iqJNdbDjPKbp2yIluU6oH3shCqJNRIoFgn9Xp2HMf9brZpzzR4KksQvgmp9l982HIHbK2PX8XPIO1eGPSeCamCy/WwWWkkcUPoyb6cndA23Heltz1MSP/rDRkxfewiXv7MYPSfOwQHOnGytc+LOL9eggHEkMDKfNprQvwHt6ydjRMe6pl5vo+y+jbBqv78ovGLvSTzyw0aMfI9f7CLbXbNILAGHThcDAJJj7bpKYrN201qNA+yxyy5X4vZylcThto+RUznWGT4It1ok9G2WhqGtM/DoJS1UzyULJXGFkpeXB6/Xi4yMDNXjGRkZyM3N5b4mNzeXu7zH40FeXp7uMlrvKcsyxo8fjz59+qBt27aa6ztx4kQkJSUp/2VlZYX9joLzFzPjPaLN6v2n8OyvW4INfRXkYCMoP9Wpfj953m5cOXkJHvxuverxMsZumo6xI0k8so2mVT2T+ONFezF+2nrTja5Gk9iVHWPGOoKxi949Z50kc/ORbVaLymkrJc6Bg6eC8TfvWGBV47Qa48qO9WDXaUo8p9GQzIOX39CCjivpBhpy3/DvAU00X0tvW6OwKnMvU2gniJnEAoGgJlLq8WLXsbNqu+kIhRm02rSq5vBWFzZTYxqrqsCad85fOKPz5+EcOci1nxQZyahHPTeR8xVyzBOrafJ/Or7cdPiM6jXJ54mVMV3MJkXTBilBBe/JQu0xmdUBUvsodXuVucME0oySm0+KxObi6ZqIKBJXALTKyuw1k34tr3BiRGGwN+9c1JTE9PvIsrqgF67IeC4Cu2lyb06rE70+2VRB00rZTTtsFiXfFkleoyLspo0kaY6cKcaSPaEqaS3YvALdDaSpJDa5PWhlrpHNwlMNe3hFYo31MKUk5nwZswkkPbS+Llug0zyuqQ22lNqv7HEtaahOtY7/e6euUwXVdLGPthpm7abZpotZW49pBqThzj2PKgHpVX22UczYFxpV5davFYOGOvYkhj8vpAHDXGLIYtFX8WqxN09/XirZh6yanWbNAf+86S4Na+luN9MzibWUxMxnsMdOidsX8rtjt1rCzmw2cjwZVRLbrBZ8eFNX3DVArRLqWEnWOTUdiTmfZFkOeSzc8uzjZt7znnvuwcaNGzF16lTd9ZwwYQLy8/OV/w4ePKi7vOD8piqLf9dMWYbPl+7H23N2ATDSgieoKujjJJoxZiQQO/I/Nh7F8r0n8c+Pl2PPiXMooRJzbub+6b15u01/Djumo6pnEr/wxzb8uO4wFuw6Yep1RuIcAJpzdyuKuklBpYbeR7eqk2jqfW1WSTWnWJZllVKL3R5dGtYKie2Iqvbjm7qiXf0kzW1z4qy55KGZ5DEdu9J5EfJd0hOc6NssjfvaGJPxOhDaTOD1ydgfiMfpdTF7LyAQCAQXAnd+uQZD3lyIPzYeVR6LxKkNAErdob/pNZFjBSXYcyKY96mqgvnJQKNYdlqc8li4ghqx8iWzYS9su2l17s0eEAfRsRPbaEhvy+pMrEpJ7C8S92ycqjwWaSNIZUGOu1KPD/nFTJE4EMuSJojaCeaceWoiokhcAZidx0njCdOVxSvYsI/JcuTJi2d+2YwbP1qOw2f8CjT6bVjLpbBFYtZumi44a7yGLEIXjdw+n6mik8Ui4bHpm4J/B5LFkVj4lcfaVgv2xvyFK0PVTBP/3I5tR43bW7JKYrrD+ZxGx7ZWQVNrO6lnEodfJ9V5IIeqhsn7RcVumhNYRlNJrFVwYIvEWgEuvX/oBAQbVFu0lMQ65xr9mbRNGtn+VosU0ulmpuki3H5QFYnd5t+fXi8jGFXlLnhkIOY+NCBEMWqW9llJqr/NJoZsFv15wJFixG76dED9kJUSq1uo1ir60tDXI639y+4bdrlST6iS2GmzhNhJs4k9I7/dRpTEvGL0Xw/0xRe3dTedgBWYIy0tDVarNUThe/z48RAlMCEzM5O7vM1mQ2pqqu4yvPe899578euvv2LevHmoX7++7vo6nU4kJiaq/hNcuFQHhShxAhFC4uqLGTelyuT6D5djye6T+PdXa1QWah6vT3V9/37NIdPvzXbkR8upqrywxeuwyxssTOqpZSsC2s5PLxbr2igF9allw2GzSMinFLBur7pITBqWX7m6PR6/tCWm/KtLyHuQ1SENl1oq66MBdYZRzMwkVhWJPT54vD6sP3hGKTTbrRbEaSiGI7mH592PkN/mRlTjqauSjxOBQCCoDszf4W/QosdveCIMDOg8WE2eScyOMqmKbeHzyTgViB+bUqPVElx2zNp6DD3/b46qMYBwrtS/7kSgRHI4F5rdtL8O4v83iYVszDg/QC3Oemx4y8pbwShC3PXu7Nf4vHHaI+r3Erc35Hwi+fGCEv/j58uc6KpERLhRZHtuAf7ekosdx84qj5m29KWVxJwLhNF5npEkL84UleF/yw5g6Z6TmLnFn3Slk/M+WQ4pGuvBrhddNNRK+v/767V4feYOzNwatOT1eGVTSkNJChaol+89pRQ0zdbN84vceHHGNs3PiJRS5qLZpm75k89sEZM+drQOBU2bZ6VQ7wuZSW0GL6dIzGsy0F4P45/HsyOP5tw0rd3tZJIEWkEd7UKtLqqqEyUWyXxBkf7Ms5R6n3x/i0VSOt48ipLY+LYJtx1VM4kD38esk4GZIjFvZjMPq8WvymYVo2Z5YFBz3HtxU/x+bx8A5gN3i8XcTGKjkICUPQZpvFSjQHkL1fQ+0jom2M9gr0Mlbl9IA5PdaoGd2T6JMeqEn5Fz2YiSmNdg0DIzEf2a1w77WkH5cDgc6NKlC2bNmqV6fNasWejduzf3Nb169QpZfubMmejatSvsdrvuMvR7yrKMe+65Bz/++CPmzp2L7OzsaHwlgSCqkJ85SWiJqy1mGmWjgSzLqoKY6jnO8kfzSxQlCOC/5tLrObgVvyFHD7agF2kyONqYDWmMzsGtbLvpWlQC7niBviL3X4GZa0aQZeAMlSgr8/hQSifkA9ujTrILd/RroqusII18WtvG7KzuYrcXXp+sOla1YIvEr8/aiSsnL8Gc7ccB+BU9cQaaBI3i9oSeWYt2+cdb0M2EbHOjQCAQ1FQiVRnSebCarCRm4yyjzifRpKDEreQH6Xgg1mHF7V+sRm5BCe7+Zm2IiIk4hyYoSuJgse5Cgs6DkWZCG+PUCKhzsbf0blQ5KxcFWtdJRLP0ePRtlkYVwS2Y/u/eaJYejzdHdajiNdRHUbDzisSBZteC4tAicaqYR8zl/JikfZ7w1fID+Gp5juoxs8WScHbTPJcvt9enUrd9u+ogGtc2b21A/8CRQojKWk1W25aFS5Cw312lJNZ56Ttz1XZo7EytcLBFJH8BVeYWzvWSDC/9tR27j5/jPme3WiIOZlgLkWhYVtmtkqqga8TKS+vYdHt9OFvixYDX5mNgi3S8OapjyPJGDmuvqsEg8Bjn+NHatWbyb2Wc4JQ+VxbsNG5LxzsmtI4TtkCnZbdDJznoIhlbcLRI5udgv0vZB6q6OkmBUAp2upH185oI5kN/c9Tr51bNJA7YTZtMnvL2X3UhxmHFQ0ODauQzlH2fEWwRFInLPL6wZQKekrh1nURspYJ3ksy1Rmh5rfo8Wkms8QMQzm6apyR2cJTESTF2HKOSpUaanozMnhNJvapl/PjxGD16NLp27YpevXrhww8/RE5ODsaNGwfAb/F8+PBhfPHFFwCAcePG4d1338X48eNx++23Y9myZfjkk09UVtH3338/+vXrh5dffhkjRozAL7/8gtmzZ2Px4sXKMnfffTe++eYb/PLLL0hISFCUx0lJSYiJMa7MEly4VOVMYgL5vRRK4uoLfZRURpF46sqDePynTejeKAXfjetl6DW0knj/yUK0cwXdUIw6sdCwI2sq43tXBEYtjiu7SEw3+R4tKNZd1khRlVDm8anuCdj7E3L/YeQelMwkjNa2KS7z4s4vV2P2tuP4+4F+aJGZoLksfbiVeX14f/4e9brZJMQ7o2f97OYkWjYFZkVe3r4uEmPsphTdAoFAcKFjptmfplTlbnFhFRXNwMYnVaEkJla8CS6bKi5ghSU/rz+saphiZxIrtr8XcpE4EBMREQ4dX5HtcVn7OufVWAqHzYK/H+gXcg/apHY8Zo3vXzUrZQKyrU8WlinF4NoJTpw4W6qcXyQmTnTZ8eWY7pg4Yztevrp91axwNUcUiaOIzRJ682S2SEzffPMsdPlK4tDH/m/GdlOfy743KYCq5gj71AWucIl79qLCsxo2gtsnm1I+sikQRUlsMrGx+/hZzecc5SgSs/Yb0biASJL6RtqIxYdWosfjkzF97WGcKXLjp3WHlSIxvQ/Yl3p9MhbuOoFOWclIDswx4NlN81QYWvvFzP7iKRvIMVZQ4sbNn640/F48xaWm3TSTMNEKiOjGBVUjCHsMSZLuTDIe36wINqYUUAmhH9b4Z2haLcGZxGQ7mVIShzlXvZyit9kkYnVRphihQ/1kU8tbNOZM62EkmUmKtvQx2CErWVUkJvshGpbXZREoidnrFX8msRRiA53oUtvAGGlq0LPdJkSSIBdEj1GjRuHkyZN47rnncPToUbRt2xYzZsxAw4Z+ddTRo0eRkxP8PcvOzsaMGTPw4IMPYvLkyahbty7efvttXH311coyvXv3xrfffosnn3wSTz31FJo0aYJp06ahR48eyjLvv/8+AGDAgAGq9fnss89wyy23VNwXFpw3VAfnYPJ7WVm/Uj6fjMd/2oSWmQm45SKhrjeCyl2nEg6aqSv9v4cr958y/Bq6SLwj9yxaU8m8SBK5xcz9hJn4sSIxe54YtTiu7JnENLlhbJutnDyDFmVeH5bvPan5PLlf0XOjIZB7CIctOtvmbIkbs7f5lcC/bTiCFpnaY2FotyLefbfdaoEziolYvXMkOy0Ol7TNjNpnCQQXMrLsz99VduONoPKJdCYxbwRCTaTYrW7Gq4ptQZrQ0uKd6NqwlvI4e91tmKIWomnPJL6w9iddbyGziGMDLnZFpR4cP1uCWVuP4fhZ/3ZMiKLDSWVRXkFJVRIXaBYkzi8AkJno8heJA/cxBYFjNTHGjr7NaqPv/cJJUAtx1Y4ids6NJZ1MX7o7D5Nm79QtftE330ZtpCPt3tL77GCRmH7eZ8pumv2e5D7P55NNJeTMKonZJYMziY1/JgDE6CjTjNxUaxGqJC7/aejzqS2XjQRrWpuUtZkOfgatJFY//9mSfbj1s1W44aMVymNeTkGYZ0GtlWgzk4Dj2ZGTxMKmQ/mG30cLrUsme+Ojtd3pIjG9DR76fgOzXPnmYO/IPYttRwuwP69QScBYpGCRePHuPLwxc4epYN6MrbzHJ5s+X9n3CIuBzVMvueK6/Ae1SscDg5sZXt5mNV8kLnJ7VL9jRWUe7MhVN63wlMTsNUhRk1skRPMeXWv/GlESs78dDptFCbYBf8MLax1o9HB6+4ZOGNtHu9ghisRVz1133YX9+/ejtLQUa9asQb9+/ZTnPv/8c8yfP1+1fP/+/bF27VqUlpZi3759iuqY5pprrsH27dtRVlaGbdu2YeTIkarnZVnm/icKxILqBPlprCwl8aLdefh21UE8+9vWyvnAKHPkTDHWHDBePI0G9OXr/qnrKlxVG8kl6+iZoBr1xNlS9X1lBOtb5mEVLuenOsSo3XRVOo6Es+y8vW82ejZOMfReZR4fFu7M03z+SKAgbaRRmcROWsWe7o201+ny9nVCHtt8ONjMGE6VS98e8IrEDqtFFWPHlzMxqzXeKjXOEZFLm0BwvrF6/yn0+L/Z3PmjRikocWP4W4vQ5+W52HuC78onuHAwMxaQho4nanSRuIxx+qgCFS5pMEyNc+Dilum4oXsWAH+OjrbkZePSECUxNRv2fGXW1mNYGHChfHvOLlz8+nwcK/DHTDbKnY/kq86VenDLp6vwxE+bFbeT8sYiAnPEO0PnDGckugBQM4kVJbHYN+EQReIowruxpO/Hb/x4BSbN3oWf1h3WfA9VxyzPQpdzDY5WkZguApIiEq0EKyj2cAt/WrCr5Q1TFNRi8a48DJu00PDy7HoRdZtZVXeMTvG2PEViVuUbE4UOaNYK3NBrNJZ3e2XutqLfn/zrbIkbk+ftxmszdwCAUqD0r1PwteTt6GQV+bfWfjGzu7gNFYGHzCq+JQl45PsNeHDaetVjPNhjWeuz6ASG3n6ySOWzBf5+zSEMf2sRBr2xQPXZpHg4e9txvD13N75dmaP1FiGEO2/Y71Pi8Zk+x83so4wEV9hlXr+ug+rvaM4EliQJV3asZ3j59ASXaRVvYak6sB71wXIMm7RQCViBoPqaLhKz3zOoJLZEtTtQ6xhmi7AhxwZHSeywWlSJxziHLSQRafS3+x8d6uLO/k00nxd20wJBEFmWTTusXKhUh60QtJuunCrx2RJzc0SrG71fmour31+GzYfL3whoFPqaNm/HCczaeqxCP0/vWOA1c8oycOBUkfJ3mdenStQZdW2h35tN3B4rKOV+dmVAf67Z06SozBN+ISBk3l5l8NFNXeGyW/D2DZ10l0uNd+LbO3rhmi71VY8TNQtNmddn6DsbuZ9NCLi78IrEIzvVwweju6gey04LFlPfvbFzyL5af/CM8u9wlyA6L8IrIthtFtip2HNUN39im7dNjKCVU+naqJZQRFYD3nvvPWRnZ8PlcqFLly5YtGiR7vILFixAly5d4HK50LhxY0yZMiVkmenTp6N169ZwOp1o3bo1fvrpJ9XzCxcuxBVXXIG6detCkiT8/PPP0fxK1QpZlnHNlGU4VlCKu79ZG/H7zNl2DNtzz+JYQSmmrToYxTUUVDU8hWSkuWhatFCzZxKrr9VVocIlSuLUeAckScI1XfzX0jKPT7Wf2OswKRKTmcROajZsdeXAyUJlvVlOF5bh9i9W46ZPV8Lt9eGNWTux90QhPljgL/7S7nekEPzXllyVkx/gj9cElUccZ+xInaRAkZjMJA7c9ybGhBaUBWpEtBtF7JwkPC+ZvvOYto0xXUSbujIn5KLBuzEP13lsFHpdyYWa/rzTRWVqu2mzM4kDKsMtR8zdgB/h2G/p1TvYIIPcnCqWxwaTonrFWyPWplqwF81o3HT6ZPWxYyR5oqng1VB6q2cM+//93G9b8erfO1SF7wGvzcfS3XncY0VlQR3ObtqUJTmvSOx/vdnA1e2V8f2aQ6pmDklDvsquolYXpEpJrPO9LBLf7tos9LlptUghxTFWlWr0vQD/78AlkxYqwRJrPVji9pouPJhRNqclOPD9uF4Y1iZDcxl2Lnk0tikNff7PerCfzpJArVi7eSUx87tP5qH9sv6I8hjZLw5r8HdK9Vsiq5XE0VTRejjnG/kcev3YRifeTGJJklTJvFiHNWyxWQ/WAp5GKIkFgiC3fLYKl769KGqNhuczsuxPkFTlvNWKtC8+V+rBQap4eCGhZ6kbbdjjg53XG23Mxg7nSj0h90D0GBKj57pqDiwnrj1x1vhs3GhSntPT6Eziqvg9HNI6A1v+ewn+0aGuoeVphcp9FzfF7PH9Q1QrpR6fIYttMiJIi9Q4hxLzsverb47qgDdGdUStOAfa1vPbmv+jQ10kx6oTcHUS1c2duQXB+/pwiWSVkpizbxxWi+oe55FhLfDA4Gb43uAMbxYyn+6RYWoLbFEgrnqmTZuGBx54AE888QTWrVuHvn37Yvjw4aoxJTT79u3DpZdeir59+2LdunV4/PHHcd9992H69OnKMsuWLcOoUaMwevRobNiwAaNHj8Z1112HFSuCzmiFhYXo0KED3n333Qr/jlXNX5tzVX9PnLEtovc5UxS87pBZp4ILg6TY0AJLxDOJ3fpNQDUF9jpYFUpicp6mxPmLmySfUuL2KpbSgDom9PpkHDjpv7cgSk7iTsKOKqkubD1SgP6vzsetn/FHEeZTMTP9vUlRWSVsCBQmf1wbKgC8tJ0YTVGZ8JTbtQIK+KCS2L8Pk0SROCwi4o0iPJUSL+GkZ3nF2nVMXanuvuO9X0XYTRP7DzpndabYrZ5RzElonThbitGfrMCfm46GrKtPlvGf6Ztw5eQlIa8za+EUp2MFTVuX9GteW1HQkdUxmoiLYbqQu1DzGZy2yNW/bBDEFrQigVUEhXvHErcX783fzX2uzBOq9gNYq2j//xfv5luZfbf6oIa1dHCZoJKYv45mkrVuT+iyN3y0HOsPnonK/DRNJTHz3lpdkHSeT6+AKqF8SmIt2MJZeeym1xw4je25ZzHxT//cc/Y3q9TjC3ERCIeZGwObxYJujVLQuUEtzWXYTRhNJTGgVl5kpcTqLitFMJNY6zhKjAn+7vHspunPoX+fbRYp7O8MqwTRQ6NGrPoMt9cXYlPJUxIDanvpeKcNVsY2u03dRPYlmrDzjY0+JxDUNBbsPIHtuWdNN+5diGw4dAZdXpiN2z5fVWXrQJoyK0JI3O+Veej7yjzsoWwfq8Mc5mhQmWqFSOfuRUqkoUuj1FglTslXFYmN7XQ3RzVCN1nRc48rE3U8anzjlHl8yiyycESr8dosZuJEOhkW47ChbnIM7rm4qWqZ/KLwTgH3DGwaNlmWThV42XuJ1LigUubTW7rhuRFt8MJVbVUjRAAgI0nbAShc/E/fs2vNJKZjO5fdigcGN0ebukm676vFoFYZ2PLfYbh7oHp7Rvs+QmCeN954A2PGjMHYsWPRqlUrTJo0CVlZWXj//fe5y0+ZMgUNGjTApEmT0KpVK4wdOxa33XYbXnvtNWWZSZMmYciQIZgwYQJatmyJCRMmYNCgQZg0aZKyzPDhw/HCCy+EjDK5EHn61y2qvz9YuDei96GLK/nFokh8IcGLHSNVAdO//zVNSTx76zE88dMmlLi9SkMXscGtioI5iRVrBZoASH7pdJH6/KXz7G/O2qn8OziTuHrbTX+yeB8AYNX+09zn6ToN3WRJ9olDVSTm1yMkCahfSz8/KIguvCIxEaEUl/lHaSp206JIHBZRJI4ivAQ0r5DK6+z1+WT897cteGvOLtXj7OwnXoLdyEXVyL2Nj2MvRn/emSK3Mowd4M+fmPjnNizalYd/f702pBh740crMH3tIe5nu0wWXWM5lgIEevu+fX1HpXChFCoNK4nVPzb0hcBZjjnC7D6NRkLQK8uqYmi4bzh53m4cPFXMfW7wmwuwdE9o8VdlNy0Tla6GVTT4ymOeulhrfyzfa3zWHE/ZmF/sxo0fLY9KE4XWLorEblqvaC1FSUnMwioozWyT8HbT6vcqcXtNK6JMFYkDv7OxOrM+WIvGaCd3UuOdePKyVnh+RBu47FZN9erNvRoCMJ/o1TqvEgOWf9+vPohfN/hVxXSR2KZxnFkNzEW+qGmaYYcELRtDejO4vb6Q71HiDp1JDKgtYlx2q8qVY1DLdFzbNcvQegH6ag82cSkQ1FToa7FRC9oLGaKMXEBZ+lc2ZJfQzTbRsgM/FSjqLdjB/37ns+04O8KlIvl2ZeXaZkZqPd4gNU65ZymgbMWP5hfjke83qOx+edDxA4lr6ceMKFQrArNjgwg/rePfe56v0PejJAnmYuK3M4HCjCTx7UEBYECL2mE/KyMxWAhmC8p0zJme4MJNvRoh0WUPyYfU0SkSh1cSB8/v6z9cHvK8zSrpOshEAtm+r1/bQXksGg3dgsgpKyvDmjVrMHToUNXjQ4cOxdKlS7mvWbZsWcjyw4YNw+rVq+F2u3WX0XpPo5SWlqKgoED1X3Vnw8EzXJcIYkNrBnqcxWkDDSuC8wdezi3S5io6b8bmRy90xn6xGl+vyMG7c3djX2BUH1E+VkSBdX9eIQ6d1nYUIgU0cp0no+rYfVtKuY2+Oy8oOCJFuphqbje967i+myLtEETHz+RYpfNMWnOHE13mXQQF5YO3L+hjsZSyTRczicMjMqZRhHeTEk5JvOHgGVw7ZSle+ms7PluyX7lIENjiKS+RY6Sz3WYgOc6zm6ZvyM8UlWHCj5uCy3Nu1k9SljLsuubpBJlmZf8Om0XTOpQkL+KdNiTHOpQCjVKoVK239g94jEO9zeiPK88NKZ3QuqJD3ajcePpktoirv7xegqjM48OiXeGKxP7/a9nOyjJjLU1U3Bx1sVbSZ0rAztgIWsFpUZk3KqoArUQdW/DSOheN7mNLBKpTI9iZ5JGZbs1wTRW8QqBpu2lTSmL/9tH7zahoJTEAjO3bGKN7NQIQDKRZ/juiLQDzamKPz8f9ZSLF1Ed+2Kg8Rqua6eOULvzYLOE/32mzmJq1zrMsp1Xwbq+s7Fe6M5Z3PNHOEE67BVbqejWmT7apbae1LyQJFaLSFwjOR+iCT1Up5wRqlJnE9GNRlvtqXc95IzvOFyozEbWMsbau6LqR3iVL78holBqrxAvEXg3wzxP+fs0hrqMTjcerTtyyMZ1R6+ZoQx+/ZrY9756GZsLwlpGuUpUQ71SP6PD/X530IvfjcQ6bZmOzS2esEqE2NVePtRnVis1YZzU9VW9JoDCgdd8QLsXRpm4iMhK1i9Dl4Wpq9rOoEVcteXl58Hq9yMhQjxrKyMhAbm4u9zW5ubnc5T0eD/Ly8nSX0XpPo0ycOBFJSUnKf1lZxptdq4p5O45zH9957Bz3cT3oeZ9nioSS+EKCJxLSygeGgy4M1yQlMf29l+89id8Cjf9pgetttLfFzmNnMeC1+bj6/aWa11p2XqtW0z1Zt+1MHogU6UhcQazEC0s9+HndYUPuJpXBuTCuMmdLaReE0HEtdlswGNBSErvKISYTRAZvX5AicVGZR2mCsEj6jrQCP+IIjiK8oiUpgNHFpBLq5vqWz1Zi1f7T+FDDzoVVdvEKakaUsUaS7PT70F1ChDPMj3u4eMCMXXDtBHPD3S2SpDkzmCSMSLGAFE7I+tLrtenwGd3P0Pq7PEpisn71a8XgnRs6RWwnRyMzSuJwRFI0Y63Gv1p+IOSYoJ+nk5uKaph6LGg37f8/O//JDHrK2GiopNjkwP/N2Ibhby3CuVJjM0SMJhcsloopZLHz0s0En+GVxGyR2FehsxXJsavXBRYyk7iCi4N0Ef7Bwc3RICUWQ1qrkw5mFOK8GzCAr0KnG1bor0kXfqwG7KZtFslUkXj3cX/SQNUoQf3TbzftP84SAgroEnfoTGJA7QzhtFlUhV6z54NWQ4dQEQsEQejf7UiTO+c7PFeDqiTS+N4MWnGi1jXnfEBvhE9FU5GFo78255py1KHJTHIpSRA6yWUUOn7wycFCHoHnJFIZmB0fs/lwPq6cvETVwMzjfLMFjHfRSmL/v1Pj1bOFiSIwxmHVTPbGMmOVnr2idcgy3bNTNNdDa4QHe88xpk82LmtfB89w3r/U7cOdX65Gv1fncZsPWLcimo9u6gqnzYpL29XB6J4NMWlUR81ly4tQElcP2BhflmVdxwXe8uzjZt/TCBMmTEB+fr7y38GDletCEQlaYo7dYZR3PGh7f61ckeD8hHcddnvliGLqmmo3vflw0FmgsMyLwsC1b3RPvwNdtO2mf1rnn5l7rKBUU9CSzyiJtXJCZN22BkYV1UuOwaJHByq5NsVuOhA3vvDHNjwwbT3+/fWaaHyVclNIxa+8Y5YuItPOCiQuNqIkPlZg3n1BUD7YeDbeaYOL2E27vaomCCEaCY8oo0cRvZnEZZz5TkB4Cxb2B5qXRDKS3NFS3dLwlcTB54/mq+2JwyUWZ249pvu81SIpn5kca05JbJEkuBxWVbcPgSiJyY94iJKYWu3NhwtwrKCE24XMJueirSR2KOsXDSWxDK+JJJ+R44GFDgpPnC3Fkz9v1lxWBqskDrWWJs+TU4O3Td1en659rLJuGt/dZpHgjsZMYuZv0tSx7ajaPkor8DK6BhKkCrGbZrehmeAzXI2dvVko9XijntimIa4IevMkKr1ITG3fhqmxmP/wgJAAxGqRAIO5bK2mB94NFN1IRH/vMpWS2BJ2G0iSZGrW+uR5u7Fg5wmsyzmDP+7rg+RYh2q/HzlTrHyPBEpJzJ1JTHX0OWxW1bpGa98J2x+BIAgdv53PBcLyUJHXqUjwKcnr4GNmi2Lh8M9mdSPRZVfFJdEYy1GZqBpvK8luurJs2UvcXtw7dR1mhbmH0iM1zqEkr2i7PJrNh/PRth5f4cne361gitVVVZg361Jz6+eruPapLGYblasaOmYiTXbsdyC/HXEOK9ITXTiaXxLyPjFMUu2Wi7Lxf39uV8WaV3eur1rm7Rs64b6p6wBo30sMaJmOOduPK8lil92KyTd2DozW2qpa9kxRGf7e4j/WNx3ODylK65125P2tFgnPX9lWe8EoUBH3ZgLjpKWlwWq1hih8jx8/HqIEJmRmZnKXt9lsSE1N1V1G6z2N4nQ64XSeX78rWjnJiJTEJXzLVsH5D4mFWmYm4Pkr2+LaKcsA+PMOZvIIAGs3fX7FoeWBKIeBYC4xOdaOVnUSAUTPIefDhXuw89g5VTGz1O3juogQ1xky2kwr/0r2U84pv3V1v+ZpyEoJNtoRF1TyHci4j6V71E48VQU9LoV3zNIuCHSxlxyrqpnEDv7xLnJOlY8kSdjw9FAUlnnwx8ajuLhVOvad8Dv0Frt9yGeOb4E+QloTRXg2lyQJRV/46MSUljUmIVRJHLpMeRNdsizj4KkilfqP/BDKVBrp0Gl1kTicwjBc9zr93c2esJKkbeVAOpHJtiM3dmR1WZWj1nwGdrvSXaXWcqjSiMWITVE6R/xWCj6fvi0h2ykVSWGaTs4Ucorz6g9kC8L+/6vVS2qVPU+dfTowR+9siRv/+WEjluwOtYyTZVmzOBvrsEYlsVdQ4sElkxZi1X6+qoMEDJozmg12V0qSeq5rNJDl0AYWMwnhcL8v7PYtdfMthaMFCbz07KbZw7tHIOmkFcyVFztT1OR1qJmzm+Zvv/BF4uDj9D62GJx1bXQmMQDsP1mE3zcexeEzxfh6RQ4A9W/QVe8tVa575Pe9VHMmMWU3zYwSiFagraV4EQhqIvRv9PlWIIwW0S7A6pFf5FbN6ONB4iSJakuL9rX0zdk70f7ZmThwslD1W3y+WY7T+66y7KZLKimB+c2KHEMFYr2wMjnWoRQAteYH66k62MYR1q65qmYSm3Wp0RtzRFMnyYUPRneBRQJeuaZ9JKtWqTTPSAj+EdgkWoXuGIcNfZumcZ+LtYdqBdiGXTaevaJ9HeXfWgrBG7s3wFvXd8Ts8f113wsAZm8LWtxy8yg6+9yIXXa0EMqTqsXhcKBLly6YNWuW6vFZs2ahd+/e3Nf06tUrZPmZM2eia9eusNvtustoveeFDLGDfXNUB9zZv7HyONto8+3KHCzYeUL3veh4x+2Va9y82QsZIr745JZuaF8/2GhmtmHP4/WpYrmapCQ+zbFgr18rRhGHRatg/n8ztuOHNYcwe1swptQ6F1klsVZOiLz+YKBITBeIAcCpzIFVu8kZoaKPAVmWVTnsWVuP4amfN6vuI+gGl2MFweY6okCmi+d0/qpn4xS8c0MnjOxcD9/e0bNC1l+gT1KsHXWTY3B7v8ZoUjteuQ/aeiQf10xZCgBIjBEaWSOIInEU4c39LSjx4OCpIsWXH1B3aIe7wdl7ohAXvTQXXy0/AEBDSWzAKlCvoPvBwr3o+8o8vDlrp/IYKbrR+Sk2oTZjU/nmtdBFi+aZCTpLhmKRJM0OJ/JDT250FbtpjpoVAI7ml2ADZ0avnpI4EiUugVz4SaG5vJZGQEBJrHMcsAlAMwWTz5bsA6DeHkYSNfRH8uYPK0piUiTmBCOnAkHU23N2Ydrqg/jnxytCltFL9MY6bFFLgG/PPat0S7KEK64ZzWtZJG1b4PIcc2zixUxCOFwzCLv9S9wVqyQm6DWWsNvwxSvb4b6Lm+K3e/tUyLrQdtNa+8nM7tM6Zt+bvyekyEon9OjfkrOBINdqkSBJ/MI1ixm7aZpX/96BqStzQlQ+pYrddBglMWU37bBZVE0N0VJvGHEkEAhqCmImcfhrG+D/Ld58ON+0gpGmxO1Fh+dmouf/zdFtGOMpiaNxLf1i2f6Qx35Yc0i138+3RgF6fWXDXi3lg1eMlkJ8ZsrP2TDz0oyQEucIe395plC7aYE9Hthia5UVianzwUjzpdH4ITPJhWFtMrHt+UtwXdfqPzu0UVqcogwi98+pcfwicWqcA/VTYrjPsUpiAGhbL1H5Ny+elSQJdZL87ltdG9bivq/VImFEx3q6Nt71kv3rRKt26CLD7uNn8fzvW3GiIFQBTYg0Zo2E801tfiEyfvx4fPzxx/j000+xbds2PPjgg8jJycG4ceMA+C2eb7rpJmX5cePG4cCBAxg/fjy2bduGTz/9FJ988gkefvhhZZn7778fM2fOxMsvv4zt27fj5ZdfxuzZs/HAAw8oy5w7dw7r16/H+vXrAQD79u3D+vXrkZOTUynfu7I4U+zPuSTHOvCfYS0V+3laCXzgZCEe+3ETbv50pW5Bh72OhZsDKjh/INdhm0WCw2pRYlazjQCswKMmNRLw4sna8U5FMBPtbUELvbQK0EE7Xn9sEWO3KvkbmjKPD6cLy7B8r18Z3IApEhMRF4kTEzQsmVn25xWi43Mz8fzvW8MvHCHnSj2qPNQ936zDl8sPqMZ+0k45dJGYFNHpHDqt0B7aOhNXdKiLN67riG6NtMd0CCoPch/kt8P3PyaUxMaIKLp+7733kJ2dDZfLhS5dumDRokW6yy9YsABdunSBy+VC48aNMWXKlJBlpk+fjtatW8PpdKJ169b46aefVM9PnDgR3bp1Q0JCAtLT03HllVdix44dkax+haFVeOv7yjx8uzIYSNI316x/Ostbc3bh8JlixdqXlzAykkTSW+SlP7cDUHeKk4uTXhLthzWHwn6uHrRCLMFlw1djehh+rUXSLsYUMUpiUrv3cgqVgP8CMWLyEizdo+6UZ4tfw9sGu6fLo0ojgUF5in4svjAzidmEjxklNLEG480Y1kKGrEqqejkFevYxnkXNqYCS+MDJoNqbFK0JejcpsU6rkgg1a2luhnCOAEaxSNrKyfIUuZxMstBMp57evvbPwla/V4mHP3c22uh1grGHd1KsHeOHtkDj2vEVsi70vtHaf3Th885+jTGoZXrIMuSlevava3NOq/7WspsmM4PJ+hg5fMwoiVkm/LgppHnkTKDJg9xkaM0kpjsxJaDcSuI0ZjZfpO8jEFyoeKtAiVndMKIk/s8PG3H5O4vx3vzdEX/O/pN+u6vCMq+qIMISaROoHm/O2omnf9kS8niZ16eKC883y/GqaGzgFokr4LIS7v7ik8X7MP679bpxVq3Y8EVivXVn4z5WSVZcRTOJVfcQYU6NAycLdc/xzEQXLBLQIStZieHMWmVWJQsfHYjZ4/spxVaHzYJHhrXAZZTSFwDuGtgE6QmhI5UA/r3LpFGdlH9rxYTzHh6AVU8MRjpnVFM4Prm5K27q1RD/HtAk5LkSjxdurw9P/LQJg99YiE8W78Pbc3drrktlKInfur4jhrTOwB39GodfWFChjBo1CpMmTcJzzz2Hjh07YuHChZgxYwYaNmwIADh69KiqcJudnY0ZM2Zg/vz56NixI55//nm8/fbbuPrqq5VlevfujW+//RafffYZ2rdvj88//xzTpk1Djx7BnNTq1avRqVMndOrkPzfGjx+PTp064emnn66kb145nA40DiUHZjY2TIsDoC4S0y6Bmw6f0XwvNtbRi30E5w+yLKuKxJIkKfbCpSaVxGwuqiYpiXmF2sQYu7It3V653E2iWs2fpR6/qxt9Trq9PiV/TopoFoukOPHRlLh9GPTGAhwJjLBgi8SkYe10URm8PllVaNZr7vtg4V4UlXnxyeJ9msuUlyNn+E1ne04ELfXp7ZZLFYlJ44uWkjiVk3sSVC0xnBhRFImNYTojPG3aNDzwwAN44oknsG7dOvTt2xfDhw/X7Kbbt28fLr30UvTt2xfr1q3D448/jvvuuw/Tp09Xllm2bBlGjRqF0aNHY8OGDRg9ejSuu+46rFgRVA0uWLAAd999N5YvX45Zs2bB4/Fg6NChKCwsjOBrVwx6RZzXKZVuMVUk5h28evB+W40kS4rdXgx5YwF+33gk7LIAZTcd5q03H87HtytzDNvp0tBFEwlAvVr8TmceEiSuchsIdgDZmZm/MqdQSfMR1UUEhCbshrXJVP5dnoId6ZSOpv2pT9ZP8rHPRfLR9HYLZ4PC2l/ztn3Qbtr/N88+vKjUvy/pZBYpWr/693Zc+tYirmULwW83ra1UjhbhjgdTSmKNYhattjQL+93D2oVT6KnGyxirIMB/fFeGklgvmVcJNWoV9P7XOq/p41SSJG53Zmq8P7DW235lHkZJTO1bXtKXFFyNWMyX9xxh15scG8RqSEtJHEtdBz1eudwzib+5vSeGtM7A69d2UB6ziyKxoIZRVObBY9M3cm0BVXa9Nah7n8aIOvjHdYcBAK/N3IkDJyO736AVNFr2rECwmZM3qoNmz4lzWGZwttdbc3ZxH3d7ZFUixF3OYnRlQ4+5qAg1L4/Kmn3M2v0SyHd+/vet+HHtYd04PCXOAVeY67meuwh7X3nsrDqxVh2UxLzY1OP1QZZlnDxXiv6vztd9r6bp8Vjy2MX44rbu0V7NSiElzoGm6WoXrrsHNsUrVwftsu8Z2BS9m6QhXUMFy3OyykwKFn61isQuuzViZe2gVhl4bkRbpMWHvn7hzhOYtuqgMsKE5vJ2dUIec1VCUX9Ex3r46KauKsWQoOq46667sH//fpSWlmLNmjXo16+f8tznn3+O+fPnq5bv378/1q5di9LSUuzbt09RHdNcc8012L59O8rKyrBt2zaMHDlS9fyAAQMgy3LIf59//nlFfMUqQZZlnCz0NwOlxPmLHSSZTmaVAupir96sYlZJHA2HjIpkXc5pvPzX9mqrZi1xe/HFsv3IOckfkVdZ0LEByeOS/J3ZhlM2hqlJM4l52yrBZVON3ivvsVissT9K3D7cM3Ud2j/7t2IZXUA1f9D5qZ6NU5V/t6nrdxmZve2YIuIBgCzGMaR2ghM2iwSvT8bxsyVIjg0WT/POaedsoyW40UNrxCTd4EAr3I8XhI4scWgUicnvpqD6wBNj6o0rFAQxnRF+4403MGbMGIwdOxatWrXCpEmTkJWVhffff5+7/JQpU9CgQQNMmjQJrVq1wtixY3HbbbfhtddeU5aZNGkShgwZggkTJqBly5aYMGECBg0ahEmTJinL/PXXX7jlllvQpk0bdOjQAZ999hlycnKwZo32TKXKxqgytJDqwI5xmLvpiFRJDAC7jp/DPd+sQ5+X5+JkmDlNpEgcLol2+TuL8diPm/D3lvDzs1isFgmDW2WgQUosejZONWUrKknaxRhShCcXG4tiN+1/Xmt7Hc1XJ0HoJGq95BiVOrE8qjRlJnGUlcS6haVyKIkJ9PuHC/ZlyNyOf67ddOD/vGREkUaA4/H6MHneHmw9WoBpqw4C4O8Tl82qKHEqUiEQrkhsdI6apDM7lpdQMYIMOaT4pxU48tD7DXB7ZXiZZOLMLbmG58BVFJWhZKahZx1rnVv0KlkkvrtDaiDAdPv4xVQg9Dyh923fZqFz58jxZOQ3qzxKYgA4qRH800pini0+3TDk8fnUdtMR/E42z0jARzd1RYesZO5nCAQ1gffn78G3qw7i5k9XhjxH/25XVvGruqGnMtyRexbP/aa2PBv0+oKIPodOitAqnI8X7cWQN4LvSa616jEv6n1z5EwxBr2+ADd+vBy5+fyO+EOni/D7xiNhrt0+lWrjfLObpvddZV3vj3Nsb6P50aSZUuveho3j9UiKsauSjbymNL0rK3vc7T2hbpA4cqYY360+iNOF2gm/isDHaT4lvDlrJ5o9+Scue3sxdh3XLl4Q7FYJdZJiLriEEd183ri2XwlIF37NUJFjOjISQ+9pPluyX3FOY+E1NTg5zcUCgcA8BcUeJRbMCDgEJAauG/R8YTr/wyugAP68Dikmk99XM83plU2J24ur3luK9+fvwR8bj1b16nCZvvYQnv5lC/q9Oq9K14OODUgek+TXzN5L1GQlMW9bJbjsqlylWWV2yGdoNPOVerz4Y+NR+GRgasDptCBwXsc7bap8yYAWQde7vs1qc9+PdWq0WiTlN4RV7u46dlZzfel8Fv2bE002HsrnPk4X5N2UGCOXE/fTYzriRZG4WpMWaFigETOJjWEqui4rK8OaNWswdOhQ1eNDhw7F0qVLua9ZtmxZyPLDhg3D6tWr4Xa7dZfRek8AyM/3n+QpKdqe76WlpSgoKFD9V5EYvZkqUimJzd3gRMOO7tDpYvxv2QHdZRQlscH3XL3/lKl1APzBxUc3dcG8hwfAZbeGWMTqYZEkzSIrSaSQggepuQUTcPxvdfxsKe7+ei0e+X6DannyGrp4F0m3U1ZgJhS56GspoSPBJ+snPNljJJICtZlEnCyHbj//eoSqAMhzvCLuop0n8OasnSFK6BIqkCSdhzz1hVeWleOhIpXE7Hs3SlV31RlNwEqSpFkUK4+NCbttjdhsEvRVraFK4nk7TkTUNEJT3m7CylYS00lGI+eWRZK45xNpBPB4Zc3GAvZYslst+PP+vvj57ovQpm4SBrTgB/FGmnDK20hx7Cw/YUCUxCVur6pIwsPtlcttN02gj6NoNuUIBOcD9AwqFjomqKl203rXtmGTFuJTZrSFmesmDd00Rf/+vfDHNlUxyyeHxqjsOpJxA7IcOicWAKavOYQ+L8/DPd+sw9RV2vMS3YwLyPlnN01ZZVeCc8mZojLc+PGKkMej5ZqyYOcJdPjvTHy1/ADeoJynaNwe459ltUgqleVVneqFLKPnLhLOoern9Ufw6A8bcceXqw2vUzRQ3UMw237m1mOQZWDr0QJDBYmKLIBWJXQxtW29JAD+GCyR0yigxcjO/uPl/kHNortyFBkmrap5MVxlKIkFgpoAKYYkx9oVG/fEwL1tQYlHacqhnVFYhwkCLYYh88urs900PdKMtp2tTtCNWuGEPhUJfQ0mDW2Kktik8pVVygolsQ1Wi6TkLsq7PbQEIXTxmRSEyb0J2zTXND0eU2/vieevbIurO4fGkQDfkYSc94/8sEHlZpVzSlsJT39frSbY8vLz+sNhP5u+v+DF+PQ2opWqxGZbUH2Id9rQo7G6Vijspo1h6g4pLy8PXq8XGRkZqsczMjKQm5vLfU1ubi53eY/Hg7y8PN1ltN5TlmWMHz8effr0Qdu2bTXXd+LEiUhKSlL+y8rKCvsdy4NR++CiMq8SbGkpt7Tsxnj5iEiSFOHWlPxYGi0MRmIjY5EkVVHMTDHAYglfZGXtpn2yP7Bavf80d/lThWX4Y9NRfL/mEEo9XlUgJMvq9YukwEvmRikziaNoqyHLsu6+YpNLejZzWpgRmshQH6tKgZ7Zpj5fcL15dtPfrzmEt+bswpztx1WPF3O643jnkscrB+2mK7DjnE02DWyZrlKXGu2OtEjaibtaseUoEpfju+vaTXt85Z6ZyKO8iZ/KVhInUgGjkd8xi8QvZNciSmKvT1MFxt402CwSWtVJRMeAarZOktq2n+w/I+e81nXHKDylFRDs2iv1+JSZV1p4fD613XQ5hj7aDNiACwTnG2tzTuOSSQuxZHee7nL6SkFqfIQoEhsmktEqtNrSrN00u47qsR/q/SbLMh4KNDkCwF+b+fdQQGAm8fmsJKaKmB5m3Q+eKgrbjGQEWZYx5vNVuO6DZVilcd/AxkcFJW5lW8qyjIOnigwdMzd/uhIFJR48+fNmzfupUq835LvqQc9rjeNY5epdWsnn8OJyGq3tUlH4dM6NcIk9QF1otFdg42hV88O4Xpjyry5onhG0o57/yEC8NLKdode/ek0HzB7fH//s0aCiVtG0O5LFIqF7I3WyTyiJBYLoQIrEmVTzBkmme32yInChi73HNAo55BrmsFqU8/xkJbtOmIEuamvNLK1q6P3y83pjowMrAjr2sluI3XRkM4lZ9zGzRdH9eYW46+s12KShDq3O8AQupKE+qMyuGLtpOj52BHIjxG6a5zrTq0kqRvdsiDrJxsdCElUt60Kj951OU/dHPAWvURbsPIEnf94U8lmlHq9ir82OyzDjrEQXiemCY604UXysjlzWrq7q78QLzD2ooogoumY7RmRZ5naR6C3PPm7mPe+55x5s3LgRU6dO1V3PCRMmID8/X/nv4MGDusuXF6OFQ68vqG7U6tbmWRbQBTWaSLrow91YGZ1JTDhbaj4hwybtzRQDLJIUNulPLrzkfWVZRp+X56mSaFr4fKFKWPp4NKtum/tQf+X4IIFBeRRyLMVlXs3iNxA6by4SVR3PJlYLWVYnz5TkJ3NAeSmbbDMqxqKy0CQar0js9vqUZFd5C2B62G36x7LRBKxFkjRVtKkR2pjIcvlU1Hq7vczjqxAFUnkTP5UgLFJhVkksaSiJyTHq8Wnbx7MNB+xx3yRgL0gg76P3+/rY8JYAgHgNpclv9/RR/q33u3VMI6gnNz6r9p8K203u8cqqc6BcSmLqtcIGSHChMPrjFdieexb/5CgbVegWgagiW2X/YEaAzycjX6fAapTiMi++Wn4AR/OLIyoSf7vK/H0Era44U6ydKCXro6ckpvcbm5ArZJrn9Jo33V5ZZV/M3ouUuL1Yl3Pa0NzmqkBLSXw0vxh9X5kXsTU4TZnXhznbj2PlvlM4oeGSQZKTB08VYdDr89H+2Zn4x7tLAABfLDuAvq/M05wLbXp9PD5TSVQ67kuNc4QUfPXOe/I5bNNZRXDodBEuemkuPliwJ+yy6vsK7SKxVnKUtmKuyHuCqqZroxRc0jZT9VhKnAPXd2+Apy5vDQD4YHQXzddbLRKapsfr5nbKi8NmwbA2GWiZmaDaL1rYLBK+GNMdb1zXQXmsIh2iBIKaxL6AgrY+NV/UZbco92MFAftX+h5Oq/BLrGITXDa0quNvVFmXU7kNRWagnSe0ZpZWNXTBS+teuyLYcPAM7v92HQ6f8TsTkZyaJAWbz51280XN9+fvwagPl6seO3S6yFTD4j1T12LGplxc8e5iw6+pLpDm3KRYuuDoz8GQ61q5lcQadtPseEUgeH7rFdDinTZF8ES4Z2BT7rJa7od63+lMUfD3hLeORrn505X4ankOPlmsdoM6dLoYPtmv/s1OVefK6PUKN9olmdpGSbF2vPfPzvj4pq4VOtZQEDnXda2P4VQ8bNbFpqZiKrpOS0uD1WoNUfgeP348RAlMyMzM5C5vs9mQmpqquwzvPe+99178+uuvmDdvHurXr6+7vk6nE4mJiar/KhIzFqnkh1vrYshL1heWebiFhUgSXeSHTOsCUuo1ryR++a/tKkuJcLDJfzM3o3q2vIQQu2nZ+CxWt09txcduBbN2uI1rxyvrqyiJo2g3vev4Obz813bN54tK1d/bbOHlwWnrTe1bQFYVlclxxB7uXp+sFPTM3OzT3WaKKp+T8Cnz+uCOoAitB08VwiqJrVZJdcyU6RRS6fWWJO0ALaUcNibl+e56SuKV+08px3N559nS8FQvPHgdj8D5oCTmF4nJ74rH69P8DuxvWMtM9XVtdK+Gqr/J++it17j+TQCoZ6vQy9PzZmJ1knlal6KEwPuGs7AE/Ilreq5zeYrEsdT3iTd4TAkE1R22GMhCCnuSTpWYjhvPhyLxzZ+tRIfnZmLLkfIpBt6euwtP/rwZV05eEtH3fvbXLaaWLyhxY+HOoOJbX0kc6rjCriPt3FHKBFSnGFWG3kwvt8eHd+buDr4v8153f70WV723NMRyW7W+VXjc0NcS+lhesdc/+ibvXGm5raDpgrxWfPPl8gOQZRlP/bIZewKKiW1H/aONngkcK5Nmhy8SG2kuc3tlQ0lDu2IBGbxWu+xWDGierlqOt/9KPV5sPVKgxHW8eb21YqPbhf/yXztw+EwxJv6pfQ9DoPcpu/q0Ml4rWU3PkqupIyjG9MnGpmeHYlibzPALVzAfjO6KP+/vayhm98kyXHYrruxYD72bpGJkp3oVWsQWCGoSOwKzQltmBt0HJElSlHIFxf5CKt18ppVDJLFISpwDPbL9uV5yba6OFFI5slNRVjx/v/og/vHuYhw5oz3+xQj0tV9ru0fC5sP5ukXnEZOX4Jf1R/DkT5sABGNSO3WfTvJ3Zuym6Zylw2aB02bB9tyz+Hq5/jhEmj3HC8MvVE0hY/Oa1o5XHuvZ2H+uBIvE5dvPWjOij+YHj8WzgQYJLbtplqu7BGsvU2/vifFDmnOX03I/1JtbTd8fRcNumh25RP5ukBIbkj9UzSQOk6tKYmLgS9vVweDW/DqYoOqxWS14aGgL5e+6yaJIbARTWX2Hw4EuXbpg1qxZqsdnzZqF3r17c1/Tq1evkOVnzpyJrl27wm636y5Dv6csy7jnnnvw448/Yu7cucjOzjaz6pWCzURXMvkB0rKh5XXVFpZ6uUmPcIku1p4JCCY8Thfxg6Eyjy+shTFNQbEb788P3wVOw96gm7KblsLPk2LtpvWKXSxeZiYoWxjU29dJMXauRRc7Y8JsgmJU18jt0uds98+ILfP48PvGI6puLSP8tO4wpq40rqCZve04Js8LHg+85CegPnbNFDJPFQZVHXpFZjdlqRjONs8ovNMtmQmqbBZJpcJ36yT26AKjJEmaAVpKhDOJI1USl7j9tix6ieCHv9+g2B5lJEZvFkeyQWvtP+7ty308EkvQ8qBWEvO39UBqVrBF4h9H5DfQ7dVWEtOJ/8Gt0lVJTyD0PCLvo2U3Pf3fvUI+HwDSKSseusBq1qLRZpFC1lEPj9enOlfLUySm1zvvXPW1OhMIosVvG46gw39nYv6O4/p2slSxUc8N4uNFe/Hu3OgoISPlgwV7sGiXv9DKdobzKChxY/3BM9zrALHoPlYQWRHRrKPHjR8tx6bDwcK2ng1ycMxL8LEQJbHKJpwpEjNxnZ5rA9ugynbOkxEfny3Zz339+Gnr0feVeYZmv1YEquOX2ib09+LNbDb1GV66IKl9rHh8Mne/xpq47hlpsvMricMnDeeMHwBAHfM6bBZl7AOBxFnT1xzCG7N2QpZljPtyDS59exGmrswJeQ8A+H5cL2SnqRUY5aXIxDHEWrE/+fMmvPD7VgDqZkytRCRdOL+Q7abDkVCNZrJJkmSo+YE0B1ssEr65vSfeGNWxgtdMIKg5EFvYZhnxqseDc4n95x/dgFPIcXUDgLxAoTU13oFu2SmQJGBvXqHmSKJw5OaX4ONFe5V1iDZ0HHM6Co41NI/8sBEbD+XjzVk7y/U+9LXfqOAlHLuPn8Pl7yxGj/+bE3ZZMkuWxEW0m6NLURKrf8dlWcZ/f9uCz3WaDQGgWXo8bu7dCACw/6RxJbdZwU51gpxHd/RrjBu6Z+HP+/sqCket7WmU5XtPYuKf2zTPFzofQpo+SBNIuHmttO15x6xkzdySlnubXgxL1ySioZZn74GJI1DtBGeIGE81kzhMPBKukC6oftB58MpwSLoQMH2HNH78eHz88cf49NNPsW3bNjz44IPIycnBuHHjAPgtnm+66SZl+XHjxuHAgQMYP348tm3bhk8//RSffPIJHn74YWWZ+++/HzNnzsTLL7+M7du34+WXX8bs2bPxwAMPKMvcfffd+Oqrr/DNN98gISEBubm5yM3NRXFx+TqzoomZixVJZGhZGvAKWm6vj2v/7PX6NIsijwxrgX90rBvyOCn8aBWJybqxs2y1OBJBx4+VKaaYsZuOd9rCFg+UInHgY8yoC90+H7xUwoF9qV6BNyslBi9eFTr3iawvuUBaTQY3o3s1xJujOoRfkMOk2buwdE8ePlq0F/d8s67S55koSmLWHo66EJuxGN529Kzybz0lq9sjKwnEaCldeTN4m6arb6qskgQZ/MQlSxpV/LXoFIkjtZsGIiuQX/XeUvR9ZR7WHTxjaPmMhOh1ZrFFdy0apMaiTlLo55ZHdR0JSQaUxA8MDnZbWiyS6je7U4NkvHhVW+U3y+Pzaapyv1mRo/z7vX9q2wUSyPto/b52aRhsIqLXPZParrSy26xK2261GGpSIDOVr+5SXzVHr7y2/KRJiu5+FQguVO6dug5nSz245bNVujOJ1cUW/vXpVGEZXvhjG16buTMqXd2RolIYGvj5+cc7i3Hl5CWYve14yHP0b/WMTUdNr0uHwO+UUTYfLlD9rdegRxQsdJykazfNJFvo5jlA326aVXyEGxsxc0suvl0ZvPb8uO4wDp8pjmgbRgM3M5PY65PxxE+b8MHCvcrj5bGrA9RjWrQaev2fLyPOEepUES7ZRhOu6ZWsg956EBqk+u1C6YYxp80S4tBCEs0Pfb8Bb8/ZhQ2H8jFvh98xiPyfbTrr1iilXFZtB04W4sBJtfpHz9rvyJlijP5kBeYGGl3p8+HImWJ8tTwHHy/ehxK3VxWbayXR6cL9hWw3fb7Ruk54p7eT5Wz6EAgE2hAVXypz/0wUd6RBmS6mFGkoWsm5mhrnRFKMHa0Cjlcr90emJr7505V44Y9tpp1cjEKPMDtTVFZuFxIeek17Xp+MGZuO6hbG6IKh2SJxmceHXzccQQ5TgF25z/j+ILFzDmemq4tRvpLttzbnDD5bsh/P/rZV9723HClQmrrNWCxH08GuMpFlWcldtqmbiIkj26MVdQ10lFNJfP2Hy/HBgr2a4i06BiP3CUaVxHSzoV5ukT4+6Pylvt10sKh9Rqeh1ijsPbCqSMzEw3TTbTjLcy2VtKD6Qo5HSSpfPr0mYfrXddSoUZg0aRKee+45dOzYEQsXLsSMGTPQsKHf4vLo0aPIyQkmErKzszFjxgzMnz8fHTt2xPPPP4+3334bV199tbJM79698e233+Kzzz5D+/bt8fnnn2PatGno0aOHssz777+P/Px8DBgwAHXq1FH+mzZtWnm+f1Qxc8NJbvS1bvhdHCVxmYYFqccnY+720GQY4C9mxjk57xX43NOF2j/CZR5f2PmRBK15XXqwm8uM+3JSjD1sUZ5cZImS2Mw8u5f/3IG/tgQt0Nntrle40FISksdJoGc3WfyQZWBEh3p454ZOWPjIQDxxaStTx9yNH63AbxsqtzhMINdbNvCmlS9m1K6v/r1D+Tex3dGaSUwu9rGcJF44WlDFKsKvnAJ7k9pMkdhiUSuJdYvEwUBKAv/cB8o3UzUSu2limfjj2kOGlo/mjAcz1sB0cvWjm7pi4sh2UVe6hEOlJNb4XVIpWKwS+jarHXjcgp/uugj/7NFQaT7xcObPk22y5UiB6n2MwvtZuvdi9SwZC1VIfvWa9miUGotXr2mvOrfM3jx7fbLmMU3z5ZjumHp7T/yzR0PVzVJ5Z859dFNXfHpLV9zQLXInBoHgfERfSaxvN33odBE6Px90+DEza8woh88U4x/vLsZP64xdYwBDNWJFifArJ96hf6vf0FB26LlnGLHM10PPbhrwxzP057/813bM3npM+VulJGbuH04x8bxWApf3HK/5jSDLMu74cg0e+3FTSJKxspm3/Tju/nqtqmDk9cn4a3Muvl6Rg93HzymPR6paIqhm3OpsS7fPF+KW4fPJ3LFBWhgqEntNziSmlcRWS0ghu7jMq0pCsk0GgP/6e18gTrgx4JBkpvhN4/b60P/V+ej/6nzV9tRqUNh8OB+9X5qLRbvycNvnqwGo78XobVHq9qmaTrX218CWQcttvSYKQeXy/r86h13mpHCDEQiihs8nY82B04qKlohGkhkrVdZums5bajmJ/DdQFCRzSbtn+5t11x44E9G6EivsWVuOhVlSzebD+Xh37q6wxbZzlN20T/a7I0aDg6eC8ZLe3PWpK3Nw19drMWzSQs1l6O9QEri+7c8rxL+/WoNNh/THsDz3+xbcN3UdHvtxo/LYUz9vxuMBC2kjEOeRjYfPAADa1ktSniPNV4WlHjz/+1Z0eWEWcvNLkF8c/M0ON56E5BmMNMIRjMRNlc3mw/mYs+2Y7j2T20uN2uMcF+Qx1i3ILOs1RB5rc4KPny4sw7tzd2FtYGY46zjD0rdpbditEtrVS9Id9zCwZToapsYiKcaOeY8MUGYXa52Lbq+65hDpOUgLMMwoiYkrgtcnK05KWoiZtucfLrsVa58agg3PDNVUvwvURDSk76677sJdd93Ffe7zzz8Peax///5Yu3at7ntec801uOaaazSfr2z70EigE+FWi6SbTCfJB63iES+Y8GhYkHp9Msb8bzX3fexWC7c4Rjq39azvyjw+ZVZBRRCiJDZx0ibF2FEQ5gbfESigkIvYA9PWG37/6UxhjN3seoGJVuGWnUnMfv9wyJBhsUi4ooNfGX57v8bokJWM6z5YZvg9tueeDb9QBRCcSazekINeX6D824xdOw1JdmrOJA4c62Znkg5ulY67BjbFyPeWqh5/5IeNIcsmuOxIT3DieCAAYVdFzz4nlVIS6wWVekVi2r44zmENmVlZnm5LowF7uo7d9MjO9fDj2sOGP5PX2KIFXSgdUkUzQYwoienf9LR4J/7RoS6SY+3oSo0DIOcA77c+wWULadoxM4+NVhJnpcTgm7E9kZUSq1qG7vxsmp6A+Y8MDHkfs0XiMq9Ps9DbmCrmJ7js6NXEP48n3mnDZ7d2Q3GZt9y2iEmxdlzcUsyKEdQM7FZJt5CZd64Uh08Xq2cSc5b/ifm9NjOuwyjP/7YVGw/l48FpG3BVp+gr/XkKaSMd4HrftUjDXtEoejE3ABzJL1YVwpbuOYmle05i/0uX+deNnknMXJvPmbBiZItoZTrHDB1PnC2tGLtHo9z6+SoAwUQl4C+c8wqcJRqxy/wdx/HazB145eoOaF03VMEoyzIOnipGkTu4ryfN1raK9CuJ1TELq471+WTdxITDQMNXmcdnKmlIF4UdNgtG92qIz5fuR8esZCzenYeiMo/qeOT9DjjtVjw4pDmGtM5E49r+63W4JKIWdNLvwKlCtAyoy7SUxJe/szjkMQ+jICeUeLyq3z2tWLo5ZaV6/GzVuSMI1DRMjUP/5rWxYOcJzWVORnlWqEBQk/l5/WGM/24DejZOwdTbeyrKvZAiceD3nlwr6CJPqccHj9enyt/QsUWDwD1m/Vp+e8/yjoDQasLWglxDHDYL7ujXRHM5Nq5bse8ULmlb/pnt7y8IKjn1cpzzAkUpvSZC1UziwPXtrq/XYuvRAvy1JRf7Jl6m+drpa/zx/NI9J+H2+mC3WvAlM/vX65ND1pHelySHRlyF6Pt3UkDOL3YrI2E+XLgXPRsH8xslHq+uWCOSObx0bkuW5SqfUb8/r1A55q7uXB+vX8d3f6SbK9jYEQgqs83MeI6UxbvzsDgwhgcI3wSYFGvH2qeGhM0rJrrsubjczAAAdtVJREFU+PP+vvD4ZCS67Ih16he+2WM/3L2SFvR5IlFa4jdn7cSnAdvz2vHOkBjxXKkHPp+MH9aEH60YzfF6gsqjPGKrmkj1a8E5j6E7yWvF6v/IlilFYn5ihqe80rKb1ptJbLdKXBu00sCPo15RqtTjq9B5Y6xls8XExT0pxh62cSCoJDa/biysqo8uprDYbfwPtCl205HNJOZ93fJ+t5t7NSzfGxiEdBDqFZjM2I3TEMU3L5gq8/iUInK4c5LFJxvfR1YL0IgKmK0WiyHFExC0cgL07VX0LGDopgWeesWsGpO+kSszWGTP1Omsa5gSh03PDkXLzFBlNg8zqu/nR7QFANw3qJnh10Qb9UxiLSVxcB+kxTths1owomM91EsOzsYgBW9in0nDbn+ztqf0zV+7ekkhBWIA+GePBhjaOgMvjQy1yyeYUTIReNezKzvWxae3dNN8zcAW6bi0XR3TnyUQ1GToIih9g0wKKr1fmosRk5dgFWX7x4sh2UKpESXx0t15uOHD5dh6pADrck6H2MqynOQU9sJhpmGUF28YaUbUi1PKGxOHS3ycK/FAz+mMvmcoZfZJsYkCImtXeLyghFsAl6TIkzXh+HL5AYyYvESx2TbDwVPBUUNejQKsVoPbLZ+twubDBbjjS35z7dSVB9Hv1Xm4ZNIi5TG28Y7G4/UhholZSt3qa3i466aR+bh+JbHxpGEK1YDosFmQkejCmqcGY/I//apNnwxc836wyZS3n502CyRJQrv6SYpddaRK4kJKrTV/R7AYGM7aj4b+XaLtN0vcXlWxWev3inZ6Ol4g7IurE29f3wn/xxnVRLioaVolro1AcGFDxBDL955CsdurXC+TmUa6zET/Pequ436RAXtdLWJ+a9cdPK38+6ZejVTvqTfizghen4x/f7UGb83eZep19IgyHvS1CQAW79ZuVjHDKcr9QC+/YyT9VeoOvb7tPuF3TgkXFtNjFl6buYMb4/KumfTMaZLbOBcQ6NC5K5IDYQt99L2FnrNN9+wUxfEuUiWxXoNRZbHpcFDRPX3tIZULEA1p+HfZLVyBTHmUxOUV1RmZt5vgshtyKIx12JR4kSyvFQuzo3give+gLdvpsX9vzQn+ZvDspmUZOFfm0VRf04iZxIKagCgSRxE6ER7OXvP+b9ejxO1VLsr9mtdWPc8LGDw+matw0JslZrNalO4dmtLAzbRe4qLM41OCgYqATdaxf9/Zv7Hma5Nj7WGtwkjwEGnxUUVgE791fUfcNaAJ+ujcrGraTVvVSmKzHZH89yzfKVxelZ5R3D4Zsizj8BntGeImhdUhsLP/AP/xTexF2Bsfmsvbhxajyjw+w40LFklSFaGtFhjzxYT6eCFKi78f6IfXr+2gKqqydoY0tIo6JPCBMbtfmq4vzFb+TSz8EsNYJ+opiW1WCQkuu2ahuV5yjGr7mVF9926ahm3PXYLxQ5qHX7iCoANGrWOGthRiO7UJ5Fhwc+ymE5jtP/nGTqbWkbY1pwvTNC67FR/e1BXXd2+g+T6RzGpimxQcVgsmXd9J1VghEAjKD50Mon+KSAGFJGAWUgkVnuKWtYYrCZOskGUZt36+Csv2nsRV7y3BVe8tRf9X52Pe9uMY+79V3JEkq/af5ryTPvRa7c8rxJjPV2kmYni/VUaKbHqNl3rFQiOEmyVXWObRnfuuV3gsNqFyZhN2L/yxDd1fnBOynCSpR7Wwx4GRq8GWI/n4kzO7+KmfN2PDwTN4d+5u5bGJf27DiHcXm7I39/hkVUMEIVzx8bjGmJwX/9Cen9c9OyXEtabM61OddwBQ6vWqPj/ccWfENtHtMWc3nUbNliTr7LRZVeuaQ9lhahWJWej70HCxWn6RG4Nen4/WT/+lUn9/GlAbAeqk8IYwCTr6p4ouTrBJfq3zjG7iSzLZOCqoWJJi7YqlOcuIjnXx/Ig2lbxGAsGFC30fuOGgv7hls0ghykbi8LR090kAoc4PRcxv740frVD+TcQa5P4+3LgNHnTRq6DEgz835+LN2TvDFsPo58PlQEjzH1GaEWttlv8t3Y8Br87jjjLhQTfcs0Uwml3UmAwan0/GlAV7sHRPnkoIQRoCjQoZ6Ov4Bwv2chXdvCIuvW9PF5VhyBsL8OM6vyo53hm8fpKcBl0IlyT1HGa9kR1vXd+RmsNrPMahv/8Pa4yPrTHKZ0v24d6p61Bg0KWHjd1v12hEJNuF3oY0znIoict7j9IkPT78QhFAvtOaA6ex9UhovvZ0OZTEsixj74lzKPP4R5oQyP3KWWb/1U5wohZHVVpQ7IbO5B2FqlasCwSVgSgSRxEXdREOp9zbffwcPlm8T7kov319Rzw8NFjk4OWo3BoziXkJPoKdM4cKCN6U6yViNh7ONzyTOBJYRQZdXOnbLA0ThrfSfK2RTnZSQDWjUNaCbPcRHevh0Uta6r4nCVqIzUqjVL9ij9hLR6wk1vmsSIlGodoIpW4vpoexG45KMZ+CBK17Ap2WteKMKXHvG9QMFslvN23UptkiSbi5dyPlb7+S2FgxjW6OIEFRi8wEXN2lvioQ0ZtnU0rdtPGSduWZ60puCBPDdM7p2XgShazWjdqJs6UqhVScSWtwvQJ6ZUAXibWSwfT+S43nF9RtOkpitqEjPcHYTBTyG9EwNagcTtP4/IqC3e8ivhYIzDNvx3F8t1rfCouOTVRFYibxQl9bjCiJv12Zo/u5p4vcSmxDJ3lu/XwVZm87jheYwtu6HGMF4imUXR+gVkz8sv4I5mw/jrFfrOYWhHnfy0gCyqvTeFlUzpiYxNxazTY3frQCh06HNtOR/edRFR6ZZK2J5FAJZ9lzpZ6QewIJkipZw6qXjYQ5l729GP/+eq3mPqeTpx8s2IsNh/Lxx8bQorIWHq+P66oTTpGitQ/0CvmxDmtIPOXxyiGx9Jxtx1X7MVyThdGZxOG+0wODg44q9CgT+lzQ+qwX/tgW8hhPLWIm0f/J4r3Yc6IQRWVe3PPNOuVx+l6WLqaPmLxE9/3o3yU66cwmAbVU9VaLhO/u7IV+zWtjoo5jiqB60KF+EhY9OhBvXd9Jt9FXIBCYg76H/HjRXgD+IilbAOnasBYAYG9eIQpK3CHXIFptSv+W0/kTcu6eKTamJF66O0+JF7SuneFGztEOJbSTFw/yHYgjmlZR8Jlft2D/ySK8OUt7/ARNLqVqZItghIOninBAYyTZVysO4KU/t+PGj1ZwlcRGc4B0Ljcz0aVYRtOEUxLP23FCVcymXetIvo1uKJQAldBIL65KdNmVuMqMkpi2j62TFJoT2Z5bgPumrsPoT1aEndtMI8sy5m0/jv/+thW/bTiCKfP3hH8R/PN91e/DX65QKRLzc1ckXxQubuTBm+U7vG0mMhKdGN0zvHtkW84IlmhA9u/hM8UY9cGykOONuAwQa/qC4tDfGi2+XXUQF7++ANdMUY8HJI0D/zdju+rx2vFObh6soFi/SVcgqEmIInEUoVWdRmwY9gQuthbJf4Gk8xW8Djm3JzK7abbDHQhehPUSZvdNXVehReItTCcRHeuEmxsX67SpgtHhbTMx9faeqmWIEiaKQmLqbx3b5MAXeffGzrh/UDN8HVgvNpgzogJ+5orWyr95Qa6RxJIeNotUKQWbUo8Pk+cF1SKsKhIofzGfDX5IlywpPuolGOjPHj+kOXa+MBy3XJRt2FLEapHQIiOo+pWgb/9D70sbp0hMvw9Bb1/TyU62mCvL5et6I9tPz2JdkkI/l/5Isu5aRWK7VVJ1J/NmEg9rk4EPR3cxvN6VCb0/M5P4Kl2HzYInL2uFR4a10FTykgL/z+uPYF+e2qqVtbQ22sBAbt4kScJzI9qgf/Pa+KeBGwWW50a0QaPUWLxrUsEMhDYpiCKxQBCeQ6eLcJBS+t362So8+sNG1TJ/bDyKoW8uwK5jfjs92naXdplZvvckev5fUClKhyM8NxpWhPn9mkMocXuVpiuWIzouIQBU3wPwN0qGo8TtxUt/qm/u6TWlE3m8BBevCGgk6bBkT57mc2a69Bdy7O9IYUtP5Tp7W6gymlhBe1RKYmPqSR6FGqpjngUvHZeUeLyG7ey2HinA6E+CqqKr3lvKfe2P6w7j941HVMeQGccKj0/mXlPCKYm1PkPvo20WC+rVUl+/PT5fSGPBhB83qf4Op4ymr+d0QxfN8r0nQ+bosg5MxN4TULsKRGqT7uTcd1xGOe+EO+ZKNfYB7QSlN0Od5uHvN2DZnpPK3/Q2ZZ2lftNQetmsErpnp+CL27qjSe2KUcwIokefZmnc0SgCgaB80LEEsS3mOYLVinMohZulu0+GNqdRalP6vvWnu3oH34MoTQvDNxjlnSvFjR+vwFXvLYXPJ3PHYADAiTAz5eki8aytx0KuwV6frFwXyf9JoZHnVEg3s1ktEso8Pny5bL9uQ9tJym6aLSASlu89yX0cUKtj6XiPxJFGxqf4fDLOUtf/5pkJXJXmn5uP4vJ3FqHRY3+g0WN/4J05uzS3PQAkUM38yTGhTQCSpN6OO3KDlt/svoh1WCklsfE4lo7x2CK82+vDJZMW4dcNR7BoVx6uZgqIevy49jBu/XyV8reR+xXeOhBkWcbdX6/Fs79uwa5jZ7E20AChJYgIFonNq4J5DQ6N0uKwfMIgPE3llFlqxdrx7R09y+1QqQXtpne21KO42Ow9cQ5P/rxJOQ+apscj3mmDT0bYkUWE53/3NyFv5DQCHM0vxlSmybl2gpOb0ywocXMdWwWCmogoElcQvBtrFpKkSY51wGKRVN0rvKSd1s22XjLFZrFwL0LBIrH+BYhXJB7TJ1v3NXrwCtYEupAVTuHqsllUwYHb6wspopLvFk0lMUF3mwfWPS3eiQeHNFcKQmwwF64DMDPRhVsvysZ/LmmJm3s1VBUh2c8iTPmXuSKaxcIz6Ys+JW6vKimdzrk482bKhSyjs8hNzHzlOkyxLlmn4Mu+LwmStGyBWSRJPUc3XHKSVvfTxwWrBIrEgju7gix8M5iZw70apyr/dtmsIUrn2lSXHtmeWuf/B6O7qpL3PPeDD0Z3xdA2meZXvBKQJAnrnx6ClY8P0rVfHNu3Me4e2FTzeXIjXubx4c/Nuarn6GNRT1XOQheXb+rVCP+7rbspO2/6tfMfGYjL29fF7PH9dZdl9zN701E5vzoCwfmL2+tDn5fnoe8r8/DyX9uVIjDL3d+sxc5j5/D4T/6iFO3IQSdoxn21VqVqoM/Bv7bkhiQWeN3UI99bikGvL1AVagg8ZQINGzMZuQ1/hCmIs+tFX7d5xV/edzCiJL7r67WazxmdnyrLMm76dGXI40QZYGYOKxCMxentyH5nPTs/Fq0Q9hiTeJUktTKhuMyneu2783bj5k9Xcu8l/vXJCizapS64f7J4H7dQfM8369D7pbmqz2XRiru9Ppm7/83YFhrFYZNCilYnzpbpNuuGWxe316eyWW6ekYArOtQNWe6LZQfwn+nq4vPITvWUf2enxamu95Ik4bL2dVAvOQZ9mkU2z5XnQtOtUYpSAPD6ZN2Z0rxYDvBvD/KbwZ4LhaUe7OU0o/yw5pDKWYBOYJ8tNaZu1hoHJKg+NKkdvIcR+0sgqBjoazZRsqbE8ZvBSWPQBwv36CqJ8wIjHJqlx6NN3STlcSL8OFvqUf3es2NNJs/brRp3dabYremQcizMTHm6oe/Q6WJ8Qo04mLklF+2f/RttnvkbHyzYoyybGSgS89SYdIPk4dPFaP7kn3jqly24+5u1Id8D8F8b6SaqM8VubuxTwmxP+r3o5i5aVUridauB38dzZR6VaKG4zMMtgk/8c7tqbNvrs3biXKl2TEkricnohryz6ljgVGFwH9071e8kkl/sRvcXZ6uWkyQpqCQ2ERvTcRVr58022tPHbWGpB9d/uEwlXqEh91OEcOMNtdYBAHJOFmHX8XP4Y9NRfL50Py5/Z7GibNXKxRB3vF/W6zsw8uA1BMbYrZAkSVds8v243uhJ5fWiTR4z3oXEeJ8s3oevlufgsyX7Afh/K5oGLK/1HCh/33gE132wDLn5JSG/EZNGdVT+faygVNV42TIzAUkxdg0lsVulhhcIajIi+q4gjNi7kh81kvynYwzeRVJrgL1ecsKmoST+PtCdppe4aJmZoCRlaOVnCsfH3yhrnhyCKzv6kx96Kk17mMDHabeijCqku71yyM0k+W7RuMdk47pYjcQHoF2UZovC4ToAydv8e0AT/HdEW64alN1OZm2FrZKkq5qIFv4icXD9Mzm2MEBQrfqvnvy5VKO6ZWl+BqveZzti9SyMNefIGnAEAPz7km5SKPP4dJPg9LroNQsYLabRydMWmaHNBNGAtXi/ukt95d8uuyWk8E8HYKTjlFfcnP/wgJAEJk9JXN1JjnUgPdGYBbQWeooJukjvCmOvPbJzMHGsNz89UpqmxytBPI+Pb+6q+3qhJBYI9KFt2t6fvwd3frlGd3kyk5M+t/7akquxNMBeWt6Zs0v1N8/WeutRfwKJl7g4kq+vJGbjVDaZcvJcKXIYyz2eGnB9zhlFlUwrEHmxLK/Z0oyVHQ8jr1+9/5Qq0al6fWCUAG/d9ChSFMj871zi9pqym9biWAFTJAajJHZ74aFG3OScKsKCnSewPudMyHvxiocv/LEtpHDMgxeTaamfj+aXYN6OUNW22+vDhwv34NbPVkaspGWxWy14+nK1GuOGj5ZrFrCJMklPEfLMr1tUf3t9sjKiIxx9mqXhuzt7YcljF+OvB/qG3FdMvrEzFj06UPeeRQ+tGLhTg1pKAyxvvhxBL+7uOXEOiso8IUViYh0YDtpS2mhir7wjegQVz3d39lL+3apOxdzPCAQ1HZ6VrdZv+Zg+2XDYLFiXcwabDqvVer9vPKLEZMQCmnWLS4yxK7EpGVeQX+xG75fm4qHvNijLvfr3DtXr8s6VarpVsLEKCzsa5MOFfkttn0/Gs79uUQrD83YcVxqO6gauaTw15pEzwc9j14m3PBuveH0y1yKbLUhrfV+6qF9U5sXZEreh6xlbnCsq8+JcoKmqY1ay8jhPQKk3XoXex0SEoWpElaSQWcuzth7DrxuOcLeDoiQ2YbFMx+O5zPGgN9P240X7sHzvqZDjDfA3eLL3E6QJLb/YrTsqhzQudKgfbJBYd/C0Kt6n31urSEyEZjuPncOq/ac0P6+ozIMf1hxSqdR59wFGhAVaDjbRgn3/mVuOwe31hfyeJMfaleNyyoI9IfeFhHu+WYeV+05h4p+hY1La1U9C23p+2+xThaXK/cQXt3XH7/f2gSRJXOFQQYkHm4/wbcnvHtgEAPDU5dpqbIHgQkIUiSsII8Ul8kNOOuzoDjNeV75Wd5WeqtVhtagKh3RAkHOyKKxFIIEu6JZnvmmMw4oXr2qHO/o1xtdje2guZzWiJKYutG6vLyQ5QoKHaCiJ2eApJc6BV69pjycuDZ2brBW0sWo6+u83R3WIaL3sNtbC2tx3NWJVEw1K3Or90795be5yX4/tgY9v6orruvKLwXo25Kx6vzbTJaYXJJW3kcAqSaoifpnXp2vJSAeGFovEtd8GIiumZRicVWuWxBj1OsZRhUqX3RrSPJJGFY1JcMibHcw2DKQnOE3PJL5QaKBTJK6bHNxO4QL+F69sh/sGNcNtF2XjP8NbRm39aKbe3hNPXNoK13Wtj9/v7aNqkujcoJbua3lOAgKBIAibpNibp2+7Rc4/o1347PXpaEDVd7qwDHnnSnXnjtKzTgn78/g38oTiMi8m/LgRf27yW/PRNnwA0GviXPR7dR5OntNXhxw+U4y+r8wDoP6uvOLtupwzqhm+WssZ4Zvb/fGqxyfD55Nx5EyxSv1J89GivTipo64scXvLoSSmZhIHkmlL9+Sh5VN/6TcFGISnzmHtpn2cVS/1+GOel//aHnaeMJs45MGLTfUKvXO3Hw95rMzjw//N2I55O06gzTN/o7jMi9VMwu3AyUIs33sS+UV+lc/iMAVsm8WCrJTY0LnEnPuwVnUSlZhHq0js88n4ZoXaCs/jk+EwaPnnsFrQPTsF9ZJjNO87jbj0aKEVmwJA44Di81+frMCIyUvwyl/bQ863cLMgj5wpCTkniXVgOIqpJPyzvxl7TWXd8wgiJzXeien/7o1nr2iNYdXUPUggON/h5RnvvZjvdJWe4MLl7eqoHiO5rq+W5+Ch7zbgxNlS3P2N34WFHT9ltUhKozlpEPxp7SHkFpRg+tpD0CLvXKlm89vxs/qxIvu6LoHZyqeLynCEcr45fKZYabJUZhIXh8YaR3UaIXkNccSG20aJCHhKU7bYTa83nVdi7wmOFZSocips7Lw9twClHq/S3EkoLvMqytiGqbFKMY2H1ngVq0VS5dh449xkWQ6J9W7/YrUyapHwwpVtAQTz5maUxHTssPlwAX6lGkt5jWOXvrUIC3eewOoD2oXXl/7aHvIY2V7/Ctigz94aOhIGAA4EmiXuG9QM1waEFDkni1Ci4dqpJbqiczw8C2XC079swcPfb8D909YrjxVy1N+8OCzRZcP6p4cgPcGJYW0yyj2+MBwDW6TjtWs74B8Bl5wf1x3GFe8sDvl+dZNicA0lQtEacUT4ZX1oM3HdpBjFFSHvXJmy/2onOJXcOy8u3nvinHIP9OWY7qrnHhrSAvMeHoDbLmqkuz4CwYWCKBJXEFqF1KyUoAUuSRqQm3A6Z8frpPoo0AXH4uFlbALYrOri1aCW6cq/+706j/vjStgfmAUQ77Spvo/dajF1o/1/V7VDs/R4fHSTX10W57Th8UtboW29JM3X2MO8v8tuVSXZPF45pEBKAqryzGMl8GYQX9s1C1dSVm8ELfuXkJnE1N9XdaqPTc8OVRVPjKw1q54OZ831jw510T07Rfk7GgV0I5S4var90EmjiNQ8IwGDW2dozlvVKxI7rBZ8MLoLkmLs+PzWbiHzJngFSkJ5twN7jJWGURLXp2ba2SwSpt7eEx3qJ+EbpnEikmNXz9K9PLBKYnq+sCtgZUNDJxcbpfqTibx9QN7n0nb+ZNCDQ5rX2CKxy27Fk5eFNp4kxdgRYw9uk3D7OMZhxfghzfH0Fa0jVhCFo3aCE7f3a4xXrumAtvWScN+gZgCABwY305w9TXjfpC2+QFDTMDNfFgj+jhotgq7ar+6GlwHM234cXV6YhYGvztd97eR5e7CUmtvr8frw6ZJ9Oq/wF7mnrjyIfwesnE8wCS2SGApXDCf4GIthkvCki99lXp9iYcYuZxb6+lfm9aHPy3MxYvIS7OesLy8+XvToQOXfxW6vqUQYEFSWuzkziR9jLIjLQ4iSWJJUReLiMi/3nqPY7cX8HSfw/vw9SqJYi9z8YszYpF9I5lmFm1VKs+fCLZ+txDVTlqkeG/3JSlz/4XJc+d4SfLUiB/+iZijzcNj4MRmvCBxjt8AVSHyylpKEdQdDVSlen091P0MUuzyMjDbi8fLV7dDXgAV1m7raCWTamnDDwTN4b/4e/BiwB/xrcy4ufWsRnvhps+77S5LxmcQsZn8jAfONtIKqoUvDWrjlouyo3L8LBIJQ2KJjWrwDN/bgu7gBoQ3ddGFw5f5TePqXzZT7YKhKT5lLHIgn2BjoV45zzMlzZZpzccMpiVkl79ztx+H2+kIKurn5JTgbUALXCTRjF3Ma+Y7qjFThFYlJY1+sw6rM7OWpW9lRLVrflx0n8uWyAypL5ZX7goXP3zYcwSWTFuGpnzcrs4DbBXKuOaeK8MIffvVlvNOmFMZ58NZ38o2d8b9buyOVKhIncprJCsu8OMEp5NNFv6/H9sC/evpHxTkpJfFvG47gincWc+NrGnIMk7zmnG3B4i1P3b31aAHu/HKNrpvNBwtCc+05p4qw+XC+onr9asWBkGVkWUZOIG/eMDVWafo/cKpIs8GxVxO+vXO4HAqBzKxeuDPopFPsDv0s+v2+u7MXMhNd+O+INkiOdWDF44PwwWh997doYLFIuKZLfQxpnaE8tp2aU03ISolB23pJaBZwq+M13PLs3Qm1Yu2IcViRFijAvzN3F/IC95vhRq0tCYxSykh0om+z2kqh/4oOdWGxSMhOixMxiaDGIIrEFYTWDxGd9yAXMJLw98l8OwoCa8lA+Gp5DvdxILRoGOOwqub9sAxoUVvpJCRWNOdKPaoOI5tVUhU4wymL29dPwqzx/VUXhnCEm7PBFonLvD5NO+doNI5rXY94763VjMUmDtm/E1x2VWHRyIWItaQLZ1HXIjNBtf8rq6v+t41HVNtFa04ZgaeIcNgsiNWxIXbaLRjWJhPrnx6CAS3SQ4vEOkHX4MCxyQt0X7yqbdhjnN3uZR4f17qHQNuuWC0WtK2XhF/u6YPejDVwJLuHLcSS1ShvXMMqSuigk2yfzg2Slcea1o5HdlocOjdIViz16X3w+rUdVLZyb47qiN/v7YPru2WFPT4uZHgz39vXT1JZcBu9gahM7uzXBAseGYAHBjfnPk8sx7s2rIVWdbQTzwKBwNx8WQBYuuckPly4B4dOG3OHCUEGFu46AZ/snxsXjhs/ChbT1hzQtl/TglUSE4wWuc+VeZgisf/frKKTtQ5jE5MJLhu6NdJ3PgDUtrlvzNqpxIQbmbhclmWu0rZOkku5Tpa4vabtpkmyzcuxrYtmGMcmXvflFeLL5cGEWKnHx3UvKnF7wyZtCR8t2qc795l8DotZ9fUq5rhcQSVRCTkB5ce+vEK8PjPUepCF3At9cnM31eOHOa5MMQ6rouAo1ShoTp63J+Qxj1dW3XPRTYUsDmtkscCobg3w5RhtNyeC3rWad0/33O9bsWjXCYz7ak2IgolHmccXceOG2d9IQHvmpkAgEJzPTJ63G1e8sxjzOK4aBLfXh2d/3YI5246FiFFuvShbV03IFn7ZnMCS3XmazwHBovLpwjIcKyhR5rIC/rjp5T9DFZzHCko0f+eNKonpvMP3qw8pRacGKbGwBJqU8gLxKD3WiZ1DqzfSYPx3G1QFzb0nzmHmVr+zS5zTpjixse95tsSNmYwqlVaC0qEdyRmTprH/LVMXKvdTtrxkhMV3qw8pxe1mGf6iGx0jx7ts6N0kmHfKSonBK9e0V/5+jbFjdtktGN42M2REmM1qCdnnbPGbQAq039zeAxdROS96JvG9U9dh0+F8rpUwDWkEIM1sZJ/Lsow52/jngV5zGdvsR1TWsgxc/s5i5XFe8ftUYRkKy7yQJKB+rVjUD4jCDp8u1iwSD2rFz4vT9QAtV0KeKh3gN1PSNYnu2SlY/vggXNXJXwCt7KJn8wz9ERJkVB0RkhGF/LcrcxQnoDwdx6lmgfcnKu2Dp4KxuZ4zDgDFHYrkjyeObIc3rusQMmJGIKgJiCJxlHloSHPUTnBi/NDmeHhocwxulaF0zwFquzQScJCEP513ifSmmYUUr0hQMbBluu5M4U9u7oaujVJCHqeVnXaLRVWQ1ZtNCUSm0iTr/d2dvdCkdlxIosJlt6i6zz0+X0hBfPwQf7HCGhW7af5FmvfdjCqJeQVd+mOMdPmzFtbh7EIkSV2AZe027uzfWHN99fjPJfqWtiVuHzYfDiaM6IJXSpwDP999kWp5npI4xm7VLfQSez4S8LCNGnqFtQHNa+P7cb0w/5GBIc/9s0dD/HZvH83X8tY33PlLK0P0ZxLzSdDphot12FSWUcQS6M/7++LmXg0x5V9dlKJtO0rNT89Q4X4mE1ypC92BeR9U0jHBZcOsB/th+r97K/uE3n9Xd6mvUrU7bVa0rZcESZLOy5nE0YIXsL9wZVuVeji1HHPhKwqrRULDVO0GpP8Mb4kBLWpj0vUdK2+lBILzCFmWFfVBJCo5OulmltyCkhDVrVH0rJV5rM05jQU7Q2fIAlAUHeEoKHZzi8Qh6o8z6kQVmxh12qxhHVgAtXvDh5SrD7u+T/68mWv7bLNalAaua6csM2S5TEPmrXl8nCJxFKvE4Qq9/pnE/CIx/bDeDF4j8IqqZq3CtezAtdCzWCeQY4VNkh7mNGfE2K1KvF3i8eHtObsw8r0lqvvARbtCz4NasQ6V3bRe7BqpkphQN0lbRTS0dYbuZ/MSbudKPRj9yUrDn3/dlGWaTbjh4M01DEd2mnaMIhAIBOcr+/IKselwPtbqzEz9cOFefL50P8b8b3VInkJL1UiIZ37v6Vm3TptF1djFy1GQ3GPeuTJ8sWy/6rlSjy+ksR8ADp4q0nQQYW2LWcjr6lCjmhbtOqGofmsnOENssdMTnMooLXZWsN71JudUEQa8Nh8lbi9GvLsYF7++AK/85S+wxjltSoGdfc9PFoc68NBKUPrSSHKeWk1jdOGMVjaTmC6bc3/uslkxqluWsu2f+0db1bg39j6kUWqcZryZHKvelmScYRJn9isAZNVSj9cisRKtpNZrpvT6ZEXpTHJqpKHg7y3H8IeGWw2bc6PzuxNnqIvSX4/tyX0PXpMrsZrOTHTBZbcqxc5ThWU4Vaje7xNHtsPv9/bR3Db096YbW70+GfdNXYfJ83bjA8ZddNqqHHy/+iC3qaJ+rYqdN2wGXs3gl7svwr8HNMHQ1hmK0yTJc50sLMOKvSfx2I+bFCegIzqq/osDjqmp8aG/J1oCvsZMXEj2i81qwcjO9bm/TQLBhY4oEkeZewc1w8rHB6F+rVjcc3EzfHyz2sLhNJWEIAEHST7RF6r/u6odLBLwyLAWGMzpNGoRphOHQIqGs8f3x5LHLkaT2vGqdWCxWiTuLCy6+Gi1SCoFastM7U7zukkuNEozf3EilmDds1Mw56EB+PP+vqruNqfNqiq0uT2yao7x45e2RN3A89HokuJZ5wD8IrHRmcT8YnLwGHjSQOdSiIV1GCWxBEmVVLJKEl6ltqudWqelEy7G8Lba86DopOntfUPVj3rQatf+zWurZmUD4B6D4YrE7Palk1uJLhusFgl1OAmxr8b0gCRJ6NYoRbOBIlzB3Mgsj2/G9kDj2nGolxyDpunB81cvwVtHw2awtY4FYKzDigcGN8cjw1qgb7M0PHOF/zhqmZmI/45oi0vaZmLdU0Ow4ZmhqmCN2MFrwSYL6W1J1Gsuqlge47DCZrWozj89i3mamqwkZpl2R080TI1T2U3zZoJWd/7VsyE+v7V7tbpZEQiqE6/8vQNtn/kbq/efKneRzSxaauDUOAem3t4TLTNDY04Ss54OdLTzYlUeI99bqvkcnYjTSqAAwPvz9+BkYTApRhKebo86qbRy/ymcphJmbPzLWvtqoXWNZ4vQXzPzZWmI9fDR/BLc+eXqsJ9Jc6ygBJsP52PejqA6ghRSo9EISSgo9mg2RQL+xCvv2Cwu86rGstz62apyrQdPSRzpPOloYtewmyZK4ozEYDLJZbcGZxKXefHGrJ1Ym3MGXy4/gC1H8gOzqUO39VNXtFYdbyM61tVcH6Ozi7X49d4++OK24Ow1+r6qaxiFPTuCJBK0XAseGsJ3JAkHm6imCWc1KBAIBOcrpNF7g8YMU7fXh1cpZShpmHtpZDvMfLAfOmuMASOwhV/6t7vU41Nds9M4BRqSb9hyJD9kbmpRmZc78/fg6WKl6JUUY4fdKuGfAUvs7blnuTbPynsG1o++pqXFO5XXpMQ5kEzFmHEOKxJcdqVwzNoVnysN30T287rDIdvf55MVlzpWSUwXdontM71teK4tWvfQ7ExiwvHAjFWiJCbEOay4okNdxDltWPXEYOx/6TIMDBTYtHJheq4mbLxOYiKtfAWbj0sPxE4lVCNnLZ2G+PxityKsqZMUKBIHYlO9OdfsFi31+ODzySgocYeosxNdNmWGLg3PEjwnoOTOCthMpwZcS3YcO4vHfwqOhPlXzwa4oXsD3XwYHevSx8xvG47g1w1H8OrfO/D+/KALTUqcA/+ZvgmP/LARByhFOYFYX1cHrBYJ/+qptrVvkZmA/1zSEh/e1FWpL5DC7IGThaqmWlmWkaszH3xgi0CRmHPssHni78f1wkVNUzFltHoEmpHGYYHgQkecBRUAW5R847qOAMCdNQkE1XW0vUTXRinY9vwluHtgU5w4G9ox88d9fbD3/y4Nuy4k+RXjCBZV63IKT06bBQ8M9s+U5Kk4adWrw2ZRBS6t6vAL1kseuxiL/nNxRDMxeQVUunDkslvw2rUdlL/dPrXdNF3QKq/IomVmgiqJQiNxziBiK8NiVklsJKHBJi7tVgtmPthPc/mMRKdKSWy1QNUhRR+66QkuDGhRW/O9aBWBWdtq+vjhJSS5SmKHFbEmkjx0EZvYHNH2eilxDqx9akiIIoSHXrIaCK7vY8Nbon6tGNx7cTM0SlUHZb2bpuHP+/tizkP9VUVyvQL0M5e3xoAWtfExU8DVywnHOqywWiTcPbApvhzTA+mceTOSJCEpxq6agR1OjcQWienfOdLNSR8HvIJ+ryapeHNUB/zCKMdZaupMYsL7/+yMG7pnYecLw9EjMPdPrb6v/l2NYmyLQGAOctP//B/bIrJSjTZ9m6Vh5ROD0atJKv56oB/uGtBE9XzPiXOQX+xWCqW1Yu3KDCejsJcdMnv34Kki7jw0wtcrclRzlW/8aAXG/m8V9uaFqkuueNdvE+f1yThVqE6ksda+Wmi5W+SdK8WMTUfR6LE/0OixP7jLEMs6OiYxq548VlCCy99ZrEqKkqRsNMeG5Be7lXl1PD5ZvA99Xp4X8niJx6f6Tsv2nizXepDvtnzvSbwxcwc8Xl+1KBLzRqHQNKMaAGPsViWOpxPq783bjcveXozHpm8Mef3/buuOeskxqmOyT9M0PKXRNFpeJXFavBP9mgfj/B7ZKXhseEv0bZamzArUItahvy0i4YPRXbD/pcvwzzCfrcV7N3YOUYUQquOYDoFAIIgGbQJFp52cOZ8AsJtR3u445l+udoIzrAUsoM5JNU6Lw3Vd+bHePQOb4mpOHNihfjIAf+zGKolPFZYqFr702KpNh/OVYm3fZmnY9OwwvHBlW8XJbAfzXTcfzsdXyw9AlmUUBQqGzdITlGtCQYlbiSuTYuyq3E5GoGiZqKh+WWvo0MIgO3Lhx7WHQ5bJTHIFlcRM4ZkUhAe3ykC9QAGWLkDyHFW0lcT8gjlxoclOi1cVzv5+sJ+mE+TvGu55etdQMneZQLZXSqwDz17RGq0pR8g7+zXmCjvY+ci1dJq+SHNqgsum5COLyrwoLPVgWWC2LE8YwhbeH/9xEzr8dyYGvjpfeWxc/yaY+WA/SJKEt2/ohGuY47nEHRqLkuJsQ1Ik1iiOP/ePtprfiUA7IpHj9fWZO/DAtPXc5Wl3muWB2JtsE6fNgiSd7VgVvHBlO9X8c95xRXJf83acUI1Ryi9248iZ0LrIvwc0wQODm6F5oBmCbXT4emzoeJVujVLw9dieaJ6RgMeG+x0xYx1WjOvfJGRZgaCmIYrElcDAlunY/vwlGNu3sarLnECKKew8UpKM4M0+sFokWCyS8mNIQxejecmvpzjF6reu76jMkmTnr3aon6R6nwSXDYVUApPX1fbQkOaolxwTcfLKznkdXTh02a1oQBXh3F6f6rNcYRI5RolzWPHXA/3QgVG6EnhKYq0uP3Zb8F77/r+6IMFpwytXtw95zsh72iySbrA/omM91f61SJJqBgvbbaaXEKNvGMyqtWvF6isheTOAXXZr2HkSNHSRkqgL6Pf98d+9da3XacItR9Qc4/o3weL/XIy6yTH4+OZuSoBLCvFOmxUuu1Wl/tA7R9ITXfj81u7KzGQjmGnKuPviphjRsS4+ublrWFt43j5hV50+DrRuJq7qVF/zfCLwmgRqEsPb1cHEke1V2yGTutnhXROqG1/e1gNJMXZMvrFzVa+KQHBeseHgGTz0/YaovFezMONA9Eh02dVxFfObfqygFAt3nsC783YD8P9uTxzZDl+O6Y6ejUPHlvBgk1TP/b4VADBlQeis1nDM3nYcV3FUyiTBcORMcUhx1uOTDY3W0IqFft94NOx83f/d6m8yTAjTbLbx2aHc5kEA3KQIKaSGi7/S4h34Z48GuKx9Hd3lAL/6g2eBGI7iMi/cUSzivjFrJxbvysP1Hy7H23N34/s1h1AaZiYxm2CsCHhJRxr6eI5xBGNW2pacqOV/Xn8k5PXkWKTV7VaLhEvbBV19hrUJxoPlVRKzFLu9GNe/Cb4c0yNsLBntWXadGiQrKpCUOAcev7QlHhnWAu/e2Mnwe8Q6bYjVaOioiKK2QCAQVAfqBwQgx8+WwO31YdvRAtz19RqsD4xd2HlMXVAlxafkMPkYAm033TErGU9c2hr//Ucb1TLt6yfh4WEtuDmTJunB5h02DruWGjsw9Y6e2PnCcCS6bDhxtlQp+CXG2OGyWyFJEprU9l9n52xTz/O9/J3FePLnzfht41EcDShZa8Xace8g/wiuE2dLlZEu8U4bkqjvTuKH4PxgdUGXVyTu0lCtvl4ZmJkK+AutQ1pnYEyfbCUOoJ1y1uacxk/r/EXlKzrUUa5PtL02z1HFiN00jWLJXCtGle9jrbZp6ibHcEfe6eVmtAqRSTF23HJRNj6inDV5YiUAqrwuoBbOsBCHoFqxDkV4UVzmwdqc0zhX6kG95Bgs+c/FmD2+H9J03Nd+XHcYZ0s9ytic2glOPDa8pSqXmsxsqzKvTxG45Be7sSP3LN6cvRNAcBQbL8/55GWtDI2HubJTPeXfB08VYdOhfLwzd7fm8vRxQlS3t/ZuhE9v6YofxvUO+3lVwa29GwEINtGytK+XhBYZCSjz+PAl1VSSd640xHWgY1Yy/nNJSzwwuLkSl9JF+sa141Tzr3mM698E+1+6DFufuySs9b5AUBOo2Zn4SoQk12glIyEmcCM+oHltfHFbdyybcLHq+TMcNQX5EZQ4U0tvvSgbfZuloWFqLNdiollGgqqjC1AHC3QQMKR1Bj6/tbsqEcEGFomcwh1vrrEZrJxEGV2kYgtWPp9akUlbwpWUI3EVrnDGs/mrpxX8MPuCZyPTPTsFG54Ziuu6ZYU8ZwS9guOjl7SA1SKptp3VIqFVnUTcP6gZnr+yLUZ2ro/7BjVTOq54hUFCPGM1d0P3LAxqmY7v7uylm0ibOLKdKtnMiwGdNkuItZHLbuEea1rQCaHgfAl14s0o4ZJhvMC5aXo81j09VFEP09DHp5nZz4SejbUDGJcJZUmiy463ru+EQa0ywhZmeUnyF65sBwC4uVeo6qOmq4GjjdNmxeBW/gTqqAh/HyqTPs3SsP7pIYYKEwKBQI2eijYcV1EJhlsvykZqnCPE2cIIrCsK79ryNzV/N8buHzHQt1ltzVleNLcEkgQsXp+MFftOcZ8zCns9259XiL6vhCpgvT7ZkN20Fuc07HIJl7evo8zGCudIkuiy4+6BTbnPbTocaiFJLLbDhRDf3N4TL17VLir2wFqUuL1h52izCdVw/OuTFcq/9+UVaiqkAGB420zMf2SAqfePBJ6FHU0TqkhskSQlsW5k3jF5Df1/wG99R8dfxFoRAJxRVseatbnnNSqHg1Yu0/x010Wq8/aOfk1w98CmuLy92u5x7VNDMCGg+mCJdVg1XZj0xtUIBALB+UxavBN2qwSfDOTml+Cr5QcwY1Murpy8BACwPy/UhjY51q5S7upBxw/1a8UgKdaOm3s3Ul0T0xO0cz/sDFoaegyI02aFw2ZR5seTohcdP5EC3seL92EFx7Vk2Z48rAnMZu6QlYy6gWvmgZNFiuoy3mlTFf+UIrGG6pfEenQs7fH68PPdF4UIgJ4f0QZt6yXho5u6YlCrDCVv+vacXej43EzM2XZMNXalTlKM4pZIi3BY9xT/2DR+jpGsn5vTTFcr1o54pw214oLfNz5ME1g2x5HDrmPDyxZSCcQBkFYFa+XfajM25bwiOYEUdWvFOZRre1GZF9uOFgAAOmQlwWKR0DQ9Aa9e00HzfVg+u6VbyGO82J0U8y+ZtBDDJi1UHif7x2FT5yyHt83EbRcZG83Xqk4ipvzL32C/7ehZzKfGzNDoxTTJsQ5c3DID7eobG/NW2TTLSMDch/pr3itaLBIubefPH9HnxImzZcpM4iGtM/DSyHb4meNOSOfiwzkACQSCUESRuJJpnpEQMt8gJpB4kyQJ/ZrXDgkAinRsB3ccC02aWC0S/ndrd8x/eICmmo9NitHBH10QvqZLfdSKc6iUxGyiideNFlPOjm1eIJJFFVlJ0e6lke2Q4LThres7qoIOep6Als23IcIk3+gZbGnxTqTFO9FNo0DeiQnEtazzjHSZaa5PYHXuG+S3Dh/aOlRxwBaJAeDBIc0xumdDWC0Sxg9prnRc6RUO6zCqjYkj2+OTW7qhe3YK/rpf2/Ka7YLkdQpKkoRVTw5WWX5YJElzNjQPF3UMkoJxeeZM3DeomWbySU/N0apOYug5Q/0drhGBZsEjA/D8iDb494AmKjvfkVRRIFJ1R1yYc9Zpt+Djm7rCYbPgzVH+gPuG7lmY+WA/lRXijT0aoHujFFxUzk68ey/mJ8trMu/e2Bmzx/dH9+zyNeFUFtFWGgkEgvDQsVLD1FjMHt8fv2nYx+nBzobnxZO/bzyq/Pv2fo2VfxtpwnLaLTjJscjbffwcdh8/B0nyX2Migb2ePfjdeu5y/lElFXMrlOC0YeLIdsrfWkk0moYmivllGnbTbBMoUfVoqZSjQYnbq7K848FTphjltw1HMPHP7ZrP5xe74bJb8c3tPXAFZ4ZceVhAFZ+1nIII8U4r7uzfGK3rJGJk53pKrPf50v2GPovcU1zUNBg/Oe0WVdxOW59HS0k8KDCL8GaNxg0tXr2mA14a2Y47s1yLey9uaqqZkWZo6wykxDlwZ/8mWPn4IGVMEiHGblWaMljuGigsBAUCwYWJhSog9n1lHr5ekaM8V1DixsnCUKVpj+wUw/dp9ExbWghCq1N5bokEs43j5Hc855S/uE0X6m7r00i5hhCltIcqjs7fcQIHTxXDabOgU4NktMz0x0SHzxQjN1BginfZVIpnYjetqH6LPThX6sGGg2fg8foUZfE3tweLWnnnytAxKxmPDgs2Lf2jQ11c21Udt9IueGeK3Bjzv9Wq5+skuYJKYmbWM43XJ6tGxAHAy1f7Y0yidObFYeSegFa3hss1covENu3XJGsoiUksThc0eWPmeO+h17R2OOAQVC85uO2Ky7zYc7wQAFRK4IEt01WxuB48pTZvNvLB0/7j8mi+2uWHzs/QsUjnBrVM5XdJM13euVK8Pmsnd5mslBjNJtF6OvOjqwuNa8frNs/y7ocOnCxUXAKu6lQP13dvELIMANWoPfacEQgE4RFF4iqA7baPZGYvoatGZ77FIukGfmxSKUlDScxTYCbG2PDlmO6wWiT831XtVAlJQnltvXhWD9lpcXjnhk6quQLXd2+ADc8MRddGKapEH50MC6fe0CPc5Zwuns8Z3x9LH7tYs0CeGu/ES1SQUhbGOi8SvIHA64FBzfD3A/3wLGUFRJJMDsZuWg+9p2/vl42LmqbimStCZ6XpBZK8wJOHy25VJXp3HTsbsd00Ocfo40LPxobH+CHNsf7pIdznzNoj0wEL262qR8PUOIzu1chvW011xl3eofxqzXA3ik6bBYNbZ2DLf4fhqk71ldc0z0hQzZb5v6va4btxvULmzZhl/JDmWPToQNx3cVP8eX/fcr3XhYLLbtWcISQQCM5feM4ikZLFJAdqxTm4DVbhlHV25rqmN8bj45u6qpKFAHBZ+zq6CmanzapqgiRx45LdeQCAprXjTTVR0ZCkIGF/XqHybzpZJMuhTZPRYtL1HVXb3UgsGq4ISUMSiGwj6R/39UFHaqQDKU5XVDGcrMN78/Utwo0oOQe34o/WYBNxgLoRgCjvezdJw7OcmDRSGqTEomFqHF68qi0eHNwcrevyrfEIVosFE4a3woz7+6J9/WTNxkItfIHbgvb1k/H5rd3w2a3d4LJbVUVi+r6jvDOJCVNGd8HCRwZiQMDu2SgdspJxffcGmq4APLJqxWIQs59fMpjApZPc6YmukJFKTpsFaUxC9+ObumL2+H4hDdoCgUBwIXFxS/7vd87JIkV5SaOn/GWxWy1Y8tjFeOeGTqqGr/aUUpGNAVno3/mWmQkY0ILvKgGEunbQzfXpCS5FlXk4UDA6VRT8fiReuKJDXSS47EiKtSvKwoW7TgDwF63pgmBGIC9DhC8vztiGts/8jRGTl+ClP7fD7fXH6AkuGx4Z1gJp8Q6MDrio9W6aininDf2a18Yb13UIaagMJ3DISHQpYxJIPOfzydw8IW2dPKJjXfRv7t/n50o9kGWZa4tNVNzhRr3RNK4dmmvQc6NhZxITSP6NzjHxiq5AaJH4+zWHND+PFGmzasUqn1Hs9iq22+z4Eb1jjeCwWbhxOq/B8ce1h7HliNrh58e7eqty4vQxbLZQGeuwhX1N7QQnLm7Jj5m1XC3PJ3j1he25Z5VGj3DjXyYMb4kGKbF4jrHFFwgE4RFF4iqgmEnouMIUVPXsKZ65IrIfPtYmmS6+0QUvEhDQ9iWJLjv6NquNnS8Mx409GnAvqJHaeq1+cjB+v7cP2tbj22Nc0aFuyFwBC2eGF50MM2qxt/KJQZh8Y2e0oLrPwhXO7FYL/ry/L36/tw+SYu1hi4V0x5OejUqkNEr1F2AtFgktMhNU69Opgb+hgLbdCKf2KfNoJ66TYx34emxP3Mo5PnmzsAHgseEtQ5KgeqnxIqqhwm61mDqu6HUg3aJ04dJrtkrMvF7rs8yuWx5HSWUEOjk4oHk6/tmjgeFZ1hF9XuC4MftdI0WSJGSlxGL80BZoVUc/MSsQCATnMwXlsJdmoRN1WrO/AISo8FjsTHygNesTADpyLAsn39gZ8x4eoDkmwmW3qJomSaxG5hLXinWoZrgRtKxmaS5pm6n6m4636teKwbVd/I1OPbJTdC30ygN7rTTS5KZnychSGth2xwrUBVRJkvDlmO5IirGjY1ayEreYVRLXS45B3TBJGIJeMo+gNwOPkJViPLF1Y48G6BO4H7ieGsGQGu/EW9d3NPw+epBz5J89GuJ+5nz5akyPkHlq7PgQM42NAODxBY/TAS3SlRm9dOxJH1fRUhLbrZaQeYBmqGMiIZme4FQ1nHxzew9NNQjhyctaoXHtOIwf2lz1OK1I6tssDbUT/I5OhBu6N8Dg1hlomp4gnE0EAsEFzcPDWnAf35dXqMxwpUk3WbiqlxyDKzrUVf2WDm9XB3arBKtF0nTSI1zfvQG+u7MXhrbOwGe3dsMHo7tg7kP9cdcAv8sD7YrGOkKwuUaSSzoYUBqzrjSSBNx6USPl737N/bFCidt/jY13WlXxMbmG8XKGqwKzhiXJ77Bz98CmWPXEYGU2cp2kGKx5ajD+d2s3bp4o3Kg0vzWx/3MPnynGibOl+HbVQe6ydKHX45WVGMPrk1Hi9nGFB/UDcdXtfRvDYbVgRMfwDVPdGgVFSH2bpaFlZgJu79tYc/lGGgIQ2vnk1WvaY1TXLFzSJpO7rIfTLNvosT/g4zyec9K/3+vXilFygx6frFgRs8cPb042S3qCkxsnNEyNw5XMNvtw4V5c9vZi1WOdG6iFW/RnmnEJIoQTHrs9Moa35W/LC6FInMm5/1i1/xSOnfU3Aujd3wLAnf2bYOGjAzWPTYFAoI0YGlkFsHNewwVpj1/aEiM61oXdasEfm45geNugajBSCwW2mEl3uzs4tma0UoGsP11gHNwqA7O3HVP+jtRumlg2RwJd+KYLxi67BTaLxA0+CJ0aJCM9wYXL2tfxq18e+wOAvpKWEGkBS8tuOlLG9W8SUvRNjXPgoqapiHPY0CaggHCaUBKzXYx1k1xKAKZlZQ5oz9ml7aMJXXTm4dC2OW6vL+Ikj1IkptYrmsqt8tg4mp0BR3hpZDuM+2otxg9pDotFwotXGVNiREqk9oACgUAg0IeX2LmldyPDNrUOm0WJKXo1ScX0f/dG3rlSXecO+hr+weguuPPLNarn2WQXmwAh1Iq1a85qlSQJiTF2pdjbLD1emTHHzomKd9mAguDfcU6rajZzy8wEbM89i+u7NcC7c3fjrI69MRsb0zFsosuOiSPboXPDWujTNE1XAXtlx7qKWsQsbJE4XNc74E+KvHpNezhsFkxbdRC5+SXYS6mgaQpKPDh5rpSrHElw2bH0sYtV62BWMe2yW5CdFq/EfOXh0UtaqGbS8bBbJXSon2z4PdPinfhgdHNsPpyvsr8EgBEd6+H+b9dHsKZBVj4xSFdp1adZGn5t0gfDJi1Ujmk2Bjej1AKMxaWt6gQbWdn7yaqiXnLwezapHYeLW6bjo0X7uMtaLBLiqcSxEXehsX0bYywnQU33en45xu8yRTdQLufMqxQIBIILkXinDX/c1yekeHXv1HXc5S9uZc45gkf/5rWx/umh8PhkQ24p3bNTVJa8jWvH49FLWuL6bg1Qh7qO0Nc5ILRI3Li2/7qx8VA+Sj1evPjHNtXzN/dqhDZ1g4KTJowyNt5pVxXuegccDBNjQlPjGw75FaPxDpsiTGHzUXpzT/XEKpNGdQQA9G1WG+/N34MZm47iB6rpzmmzKE2O79zQCRaLhMva1cH8Hcdxbdf6iHVYIUn+a+HZUjd3hAtpPmyQGou1Tw9BrAHBRazDho9v6oq1Oafx8NAWYa2StUZO0G6Z13bNCrHipiko5sf0B04VqeIEWZaxLmAz3rpuEhJcNuUeiMwkphXXgH//3NGvMT5cuFfz8/Xy8S9f0x5Xda6PMo8Pt3+xOuT5xpw4hs6FG3VRpLm4ZQamrsxB7yapWLrHH8tc06W+cnycOFeqUvLTaNl/n0/Q++O6rvXx/ZpD2HLEv3+tFinieoFAIAhP9bi7rGHQ8zsB9dwEHjarBR2yktG6biIeGdZSpbKNtHDDKpDpZCCt1iQJjv0ng0kqXqHu3Rs7qSzeyms3HQl0AEN310uSxC1o0hfsN6/rqHqOWN6N0VFxl5doF4l58ZskSfh6bE98eFNXZb/RTQDh9lPPQCBvkfzqncn/7Kw859JJThkp5s55qD9euLIt/tVTOwFbWBpM7JLuz0ggyW06Yao1EyUSIileP3lZK2SnxeGOftqdmXpc0rYONjwzVJk/HQ0mDG8Jh82CHoH93qsxNRdP5wZIIBAIBJFTLzkGyyZcrHR/O2wWQ53vhE3PDsWf9/fF/pcug91qQZeGtTBMo1sf8CcQSAd6dlochrXJRKcGyao4gi1y1k2OQXeOUiQ7LU73Gkjf6LekmurYAhc7Sy3eZVfFcj/ffRE2PjsUSbF2VYGYncEL6KsGElw22KwW3NC9AbJSYlUqBbbBbdL1ndClYWQz4B3M2I2Rnevj2StaY+5D/fHSyHa49+KmSqKT5tquWRjRsR6+HtsDv9+nP0t6yJsLNZ+Lc9pU8Z7Dqn0NT3DacBNTDLdbLXj0khb4Z48Ghu2A2VnQhH/3b4LkMFaHnRrUMqVmzUxyIc5pQ4/GqYZmYJvFSIHXYpHw+nUdlL/Z46d3k1RFtW4EvSLx2qeGYNGjA9G7SRrinbaw511lQmZhAn6r9yspRRjgVyLd3jcbn93aDQBUx4KWTaUReFtrRMfgZ/ekYliBQCC40GFHbWjRPTtFVUQtD3FOW7lGuwH+AiYdc17Rvi66UCP1MpPUBSEyUuNkYRlaPPkXFgfGlBCGtlbb8LKuHnFOK5pnJODtGzrhp7t6K5bQeu4cZp1BCLzCM+Av+JFrZZuAKwk7PmRYm0zMe3gAZo/vhysCIxMm/7MzNv93GAa0SIckSYrQ55W/duCmT1eGfA4dZ8Y7bYZn4w5unYFHL2lpaHkt5WqcjgMRCxuDEtYcOK38u8zjw6HTxThVWAaHzYJ29ZJgsUioz3w+r4DYg2pO4M0eZtXHNE6bFf2b19Yshn9FjUIk9G3mt7humZkQNv7l8fDQ5njr+o745OZuymMxdqviGui/h+CPIKsusWF5oH8P0hNcqkZlr0+ukLhfIBD4EUriKqBRWhy+vaMnrv9wObJSYkwlAlnY4idtD6JHi8wE7P2/S/HFsv0h9r92qwWLHh0IINgFFRdmbrLLbkUmlSTQm11XGbBK5toJTpyjkopN0+Px6c3d8MnivRjbt3HI3IN3b+yETYfzNZUz5aFVnURsO1qAfxiwe6kI6GJfuPkx6YkurHxiEBKcdsQ4rNgdUEsA+kpiIzSpHR/S2clSVBbcZ3oznLVsvn+6qzf25RUqM66tFgmDWqbjVFFZ2M+uaLSUEWYo700Zy539m+CWixrBYbXgxNlSLNyVh2UBJUZ51NICgUAg0MZmtaBOUgy+G9cLb83eiVsvylZm8wJA84x47Dx2TvWaqzvXx4Kdx/Hff7SF02YN62ry4egueGfubjw2vCWaZcQjPcGFjc8OVRoDfxjXGyVuL9o88zcA/vXlu3G9MHnebqTFO/Cf6ZuUddeDVhK0zEzAbxv8/3baLHjq8tZ4/vetePry1vh94xHV7Nl4pxUPDWmOo/nFuLN/E7jsVm7c0bJOArYeLVA9pqVsBkLnw9GjJ/64ry+GTeIXXhumxuJAwOLOCGyRPc5pwy2BxkOS2Lm2Sxb6vTqP+3pJksKO2DgVsJBsUzcRjwxrgYap2mqFm3s3xHerD+KStpn4ZLFf5dmqTiI+u6Ubaic4YbVIGNe/CXq/NFf5/OYZCXjxqnaYQzkF6XHfoGaY+Od21WNTb+8JSZK48/BoVcS1Xerr7jeaXo1TVa5KevCchC5qmoolu4Mq0x7ZKfj81u54a84uTFmgP1uZhU7Ks3MfLRYJr17bAU3S4/ESs11omtSOw54TheiRrV3UTIlzKPeLq58crOnYUxXEUW5UpwrLQuYByjLwxGXBRmLaejxS5ynyviwZiS6sf3oIflx7GFcxxWqBQCC4kLFaJMQ6rCHFRsBvv98wNRYLdpzAJ7d0rYK1M47FIuGiJqlKgZBuRAL0c1D1kmPQuaE6f8eqeUkRkZ1Vf7pIe/RLrDOytDkdc06+sTPu/mYtAHUDZYLGe790dTtVDE2gi4AJThvOlnhUCuREl01x8GmnMcIvmmgVknnrrkWrOolY9cRg/G/pfrw7b7fy+LO/bkG/5mmIddgw8LX5OBGwG66XHKPk/+rVilG57vCsige0SMc9A5uiW3YKXvt7Bw6dLlY9b2R8B68YfutFjbjWx9d0qY9ujWpFVCAG/EVr0vTWICUWOaeKMLxdJno3ScNl7esocdeDg5tj+d6TSr6uQ6CB4kKgW6NaWLX/NK7sVA92q0XVMCAQCCoOUSSuIno29tsBlqdADKiVGP2a18bnt3TTWVqNxSIpCSsWtmj68tXt8dKf2zHhUu1ZcD7qbt1ol1q0ubN/Yxw+Xax0GBJeuca//rde1Agxdis6N6iFWnEO/HdEW+77uOzWsLNVIuXnu3vjeEFpyDYuL0YLhnRzGZvI4UGrKUo9wZuO8haJjVBI3eTQSnUWrURqpwa1lFnMhE9u6QZZli+ILruKgDQRpCe6QG8hsb0EAoGgYqmXHINXrvErE+vXisHXK3LQv3ltPPuPNtifV4gBr81XlqUVjEYY2iYTQxl1MZ04s1okxDltmDC8JRbvzsPIzvwCy90DmwKAUiQONzKBdqKhYw6X3Ypru2bhig51kJ7gwpDWGej7SrBgGu+0oVFaHP64r6/u+7OJHgDISHLho5u64qU/t2HPCbVdM6sGSaZipxaZCYrN90VN1QW7n+66CFuPFOCOL1erErDds1Owct+pkHXQal6jaZAaix/v6s0toAL+6+7fD/TDvrxz8PqAz5fuw+OXtsJV7y1VLVc3OQYDWuhbRybHOrD4PwMhSZJSJE6OsauSabQlNn3FN9qxf3PvRjhVVIYPFvgt/TpmJStNerSa5tFLWiDBacPoXo1w/6BmWLonD1d3rq/bDEgz9Y6eYZeZ8q8u+HZVDh4d1hL/eHexUije9eJwfLvqoFIkfuXq9rguMNN4XP/GmL/juKkmTno/a8XF4/o3QeO0OLzy9w6l2bJD/STFxvKvB/qh1ONTjf7RozLi70g5VVgWcm/Lbk9a0VMetFRKybEO3Nan4pygBAKBoLpi5dyvxzttePHKtrAEmsHOB+hcYhzn2njvxU3xztxgMbFOkgvzHh4ASQp1P2ObA7Nq8XNw13Spj48W7cUlbTNxRfu6uPXzVcpztFDCDPR1fVCrdFzduT5mbc1VjTKhcyzN0uPRv3ltXNQszVCRtW5yTMhYkKs61cPmIwVolh4f8t0risva1cEfm46qHjMa0xBqJzgxvF2mqkh8rtSDlftOIcFlVwrEgPreIzstDot2+Rtrf7yrd0iTJuCPY8nc7okzgvbkH4zugpf/2q6pZKbh5bcfGsqfBQ5At3HTDL/f1wc5J4sUN1H6fLh/cDPcj2ZYl3MaE2dsx+0ROhRWR74a2wOnC93ITHJhRMe6eHP2TgDAd3f2quI1EwgubESRuArp0rD8KlU6qEiOsVdYcbZDVnLYpEx1mH8wYXgr7uPdGqVg+r97V/La8HHarFEtEL9ydXvM3JqLm3o1MrT8GapLUssCRws62AmXNBzZuR7WHjiNk4Vl3Jl5RuiRnYKFO08AALehYUjrDMzaesy0ZXN5Cp6t6yRi69ECOKwWwwnN8xVRFxYIBIKqIcFlx9yH+ivXq0Zpcfjl7ovwv2X7MVpnTEN5ubN/E9xpIIlI1CrhCj539m+Cp37ejBEd66pGXJAmR9KIlpUSi3kPD8DAQCG8OEzxGfAXfDtmJYcUaRNddgxpnYEhrTPQ6LE/lMcva18npMA2pm82pq7MQdN0v7r3seEt0b5+UkjRNSXOgT7N0jDzwX6Yvuawkqx498ZO6P7inLDrqkU4x5oWmQloEbC4u6w9Xz2rZfXHwsY+bNxOP2+hcmx9mqZx3y8pxo47+jXGazN34OuxPeCyW/GfYS2VIjFdQE2NC6pmxvZprDyXlRKLUSkNAAAuixUPD22O12buNPR99LikbSYuCViq73pxODYdzodFkmC3WpBINQrQqtbkWAf+eqCf6c/6/NZuWLrnpGLhzmNom0zM2XZcSTTT1oZ2q4Wb1DwfOVlYCkmScHvfbKzcdwr/Gd4SPRmFdNt6SfhyTPcQdZhZbuzRALO2HsMQxlpUIBAIaipnS0NzLpe3r1NlAo5IubpzfUyavSukYY9w36BmaFUnEW3qJmL9wTMY0Dxds4GKbg5MT3BqOlhkpcRi3dND4LRZIcsy+jZLU4qPkVI3OQZPXtYKybEOuOxWvHZte8hye839kRhjx5OXawsjWHgNiW3qJWkKYSqK16/rgDF9s7HvRCEe+n4D4hxW9GxsviGsTd0kzHt4AI4VlODrFTn4bcMR7DtRiNZ11W5JtPMQHV/yRtCwjOhYD9v/2o6WmQkY1iZTdzwPy7Q7emLy/D04V+JG9+xU04XwSEh02VXjJnl0alAL3427sIqnTpsVmUn+c7VRWhxmj++HBJc9rBOmQCAoH6JIfAHBznerbHo1TsVdA5ooySxB5XBdtyxFBWGEPk3TEGO3olWdBNPF0ninDWueHGxIIfPGdR0hyzK6vjDb1GfQjO2bjdRAYpbHOzdUnC24Fl+O6Y5V+09h8+ECVafjhUj3QPLfyP4WCAQCQXRhr9EdspLxRlbHqlkZhl/vuQh/bMzFmL76ir0buzdAs/R4dG5QC0v3BJNtvGRedlqwEa24LHwTVmqcA/de3BS1Yh3onp2CL5btxygmHnrlmvZ49IeNAID+gRlhNHWSYrD0sUFw2i3Keo3srD1Htn6tWNw/uBlsVgkJLhvSE1zY9OxQtP/vTDisFpR6/Otd4q68JrJIGw/1VA5Wqkpss1qw+8Xh+G71IXy5/AC2Bey9f7qrNxrXjseYPtnK/qQTn/R9icNmweonB0OW9WOKey5uhjv7N8GEHzcp9olPXNoKK/adwuxtx3C5RqFcD0mS0L5+svI3rWg32yzJY0CL9LBKbgCoRSls//uPNjh0ughj+1wYqo8RHevil/VHMCbwfWh7aR59OeeiWWIdNkwTihKBQCDgQkYZ/LNHxTUWVhRZKbFY/eTgEKtogt1qwaXt/PFAOMUmXSQOlzMiKmRJkvDlmB5Yf/AM/vnRcozXUYyGgx4vJkkStwm/Q1YyNhw8g+tN5PQA4MpO9bB0z0nVY4NbVX7jlCvg1NgpKxmS5N9/kVotZ6fFITstDmsOnMZvG4Cdx8+FFAbfoNyURnauhykL9qBXk1RDTitj+mSjbrJLcboxQ4/GqejR2PzrBOWnabqoMQgElYEoEl9AVLX9mCRJePQSbTtqQfUgKdaO1U8Ojvh4odUP4ZAkCZ0b1sKsrcci6rRz2qy4vnsDzecr0hZci9R4Jy5pW0dleXOhUr9WLBY+MhBJ1cAlQCAQCATVh6bpCbh/cPgbdqtFQs9AQoVO1GnNzZp8Y2d8sHAP7hqorWbu37w2Fuw8gXH9myDBZce/B/iX5Tn0XNc1SykSk0IwSyTXOGK7DfhV3wseHgiPz4fHpm/C0YJitKpTccmMX++5CP94d4ny95Um7JEB4LVrO+CPjUdwz8VNNZdpw6g2bFYLbuzRAMv3nlSKxGS2slY8yc54SzMYP9qtFjw2vCV6Nk7F5QH19/XdszB3+3EMikLyk1awaiWgK4L+zWsrM4+zUmIx88H+lfbZFc3LV7fHTb0ahYz7EQgEAkHlMaZPNj5ZvA8DWtTGxJHtcK7Eg2YZ52dxxWjMEA56BIJe3MOjY1YyNj07rMKV2P+7tRs2Hy5Ab5OFy6s710d6ghPL9p5UXFzKO86wPEiSpNtoaQaS45u//Th+23BEefyx4S1xVafgSJyslFgseexilVuRHg6bRZn3KxAIBAI1okh8AVHVSmLB+QNvtktF8dLIdmicFmdK7ayHzSIps+WqklHdGmBdzhn0a15+NUR1pkFqdGdnCwQCgaBm0rlBLTwwuBna1UtCUgy/OHdZ+zqatsqE9//VGduOnkXnBsmGPvfpy1tj2d6TGN7WvArVKORa+e0dPeGV5Qq1D25fPxlJMXbkF/vHh5hp3gP8c/eu6cJP4l3bpT4W7DyB8UOac5+n5xZrQebtsqpuM6TFO1XrmOCyRy2pl5EU3F6V6ZTSq0kqPr2lK7LT4ivtMysLl90alTFKAoFAIIicxy9thTZ1E9Gzcaq/IUrfpbZGkBzrwMSR7WC3WsLa9vKoDKvu5Fht5zw9rBYJA1qko2fjVMQ5bLjyAip+dm1YC+kJThynhBlXdqzLnatdlYVxgUAguJCQZFmu+mpLJVFQUICkpCTk5+cjMTH8vILzhcvfWYTNhwvwx3190KauiAQFFzZLdudh3Fdr8MKVbUUXoEAgOO+4UGORCxmxzwTVjelrDuGh7zfgjn6N8filraL2vrIsQ5a1k6JnS9x4cNoG/KNjXfyjA1/BXFTmwd4ThWhTN9H0WJPK4oXft+LY2VK8fX3HaruOAoFAQCNikfMTsd8Egsh4Y+YOvD03ON7t7wf6idGGAoFAEAFGYxEhPb0A+GFcbyz+z0BRIBbUCC5qmoaNzwwVBWKBQCA4z3jvvfeQnZ0Nl8uFLl26YNGiRbrLL1iwAF26dIHL5ULjxo0xZcqUkGWmT5+O1q1bw+l0onXr1vjpp5/K/bkCQXVnZOd6mPtQf/wnymNeJEnSVc0kuOz4+OaumgViwD8rtm29pGpdfH3y8tZ454ZO1XodBQKBQCAQCGoq9w1qhtnj+2HZhIux5/8uFQVigUAgqGBEkfgCwGW3on4tYQkrqDmIpJ5AIBCcX0ybNg0PPPAAnnjiCaxbtw59+/bF8OHDkZOTw11+3759uPTSS9G3b1+sW7cOjz/+OO677z5Mnz5dWWbZsmUYNWoURo8ejQ0bNmD06NG47rrrsGLFiog/VyA4H5AkCY1rx8NaCTaIAoFAIBAIBAJBZWKzWtA0PQF1kmJEvCsQCASVQERFYqEEEQgEAoFAIBAY5Y033sCYMWMwduxYtGrVCpMmTUJWVhbef/997vJTpkxBgwYNMGnSJLRq1Qpjx47Fbbfdhtdee01ZZtKkSRgyZAgmTJiAli1bYsKECRg0aBAmTZoU8ecKBAKBQCAQCKoXIgcpEAgEAoFAUHGYLhILJYhAIBAIBAKBwChlZWVYs2YNhg4dqnp86NChWLp0Kfc1y5YtC1l+2LBhWL16Ndxut+4y5D0j+VwAKC0tRUFBgeo/gUAgEAgEAkHlI3KQAoFAIBAIBBWL6SKxUIIIBAKBQCAQCIySl5cHr9eLjIwM1eMZGRnIzc3lviY3N5e7vMfjQV5enu4y5D0j+VwAmDhxIpKSkpT/srKyjH1RgUAgEAgEAkFUETlIgUAgEAgEgorFVJFYKEEEAoFAIBAIBJHAzpOXZVl3xjxvefZxI+9p9nMnTJiA/Px85b+DBw9qLisQCAQCgUAgqBhEDlIgEAgEAoGg4jFVJBZKEIFAIBAIBAKBGdLS0mC1WkNituPHj4fEdoTMzEzu8jabDampqbrLkPeM5HMBwOl0IjExUfWfQCAQCAQCgaByETlIgUAgEAgEgorHFsmLziclyPjx45W/8/Pz0aBBA9HNJxAIBAKBoEogMQiJhWoCDocDXbp0waxZs3DVVVcpj8+aNQsjRozgvqZXr1747bffVI/NnDkTXbt2hd1uV5aZNWsWHnzwQdUyvXv3jvhzeZB9JeJHgUAgEAgEVUFNjB9pRA5SIBAIBAKBwDxGY0hTReLzUQnidDqVv8lGEd18AoFAIBAIqpKzZ88iKSmpqlej0hg/fjxGjx6Nrl27olevXvjwww+Rk5ODcePGAfAn1Q4fPowvvvgCADBu3Di8++67GD9+PG6//XYsW7YMn3zyCaZOnaq85/33349+/frh5ZdfxogRI/DLL79g9uzZWLx4seHPNcLZs2cBiPhRIBAIBAJB1VLT4keRgxQIBAKBQCAoP+FiSFNF4vNdCVK3bl0cPHgQCQkJut1/NAUFBcjKysLBgweF3eAFjNjPNQOxn2sOYl/XDM7H/SzLMs6ePYu6detW9apUKqNGjcLJkyfx3HPP4ejRo2jbti1mzJiBhg0bAgCOHj2KnJwcZfns7GzMmDEDDz74ICZPnoy6devi7bffxtVXX60s07t3b3z77bd48skn8dRTT6FJkyaYNm0aevToYfhzjSDiR4EWYj/XHMS+rhmI/VwzOB/3c02NH0UO8vw4PgXmEfu5ZiD2c81A7Oeaw/m4r43GkJJs0q9m2rRpGD16NKZMmaIoMj766CNs2bIFDRs2DFGC7Nu3D23btsWdd96pKEHGjRuHqVOnKom+pUuXol+/fnjxxRcVJciTTz6JxYsXK4m+cJ9bURQUFCApKQn5+fnnzc4XmEfs55qB2M81B7GvawZiPwuqK+LYrBmI/VxzEPu6ZiD2c81A7OfzC5GDFFyIiP1cMxD7uWYg9nPN4ULe16ZnEp/PShCBQCAQCAQCgUAgEAgEAoFAUP0ROUiBQCAQCASCisW0krimcSF3CAiCiP1cMxD7ueYg9nXNQOxnQXVFHJs1A7Gfaw5iX9cMxH6uGYj9LKjOiOOzZiD2c81A7OeagdjPNYcLeV9bqnoFqjtOpxPPPPMMnE5nVa+KoAIR+7lmIPZzzUHs65qB2M+C6oo4NmsGYj/XHMS+rhmI/VwzEPtZUJ0Rx2fNQOznmoHYzzUDsZ9rDhfyvhZKYoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIKhBCCWxQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQ1CBEkVggEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAhqEKJILBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBDUIUSQWCAQCgUAgEAgEAoFAIBAIBAKBQCAQCASCGkSNLhLLslzVqyAQCKKIOKcFggsHcT4LqjPi+BQILhzE+SwQXFiIc1pQXRHHpkBwYSHOaYHgwqGmn881tkjs9XpRVFRU1ashqASKi4vx3nvvITc3t6pXRVCBiHO6ZiDO55qBOJ8F1RlxfNYMxPWmZiDO55qDOKdrBuKcFlRXxLFZMxDXmpqDOKdrBuKcrhmI87mGFolff/11dOvWDVdccQUmTpyIQ4cOARAdAxcir776KuLj4/H9998jNja2qldHUEGIc7pmIM7nmoE4nwXVGXF81gzE9aZmIM7nmoM4p2sG4pwWVFfEsVkzENeamoM4p2sG4pyuGYjz2Y8k17BvfP/99+Pnn3/Gc889h9WrV2PJkiWwWq1YunQp7HZ7Va+eIEosWLAAN998MwDgjTfewMiRI6t4jQQVhTinL3zE+VxzEOezoDojjs8LH3G9qTmI87lmIM7pmoM4pwXVFXFsXviIa03NQpzTFz7inK45iPOZQq5BHD16VG7fvr382WefKY9t2rRJzsjIkO+77z7Z7XZX3coJospVV10lOxwO2ePxyLIsy7m5ufKGDRvko0ePKo/5fL6qXEVBFBDndM1AnM81A3E+C6oz4visGYjrTc1AnM81B3FO1wzEOS2orohjs2YgrjU1B3FO1wzEOV0zEOezmhpRJCYnbm5urixJkrxmzRrV41OnTpUdDoe8dOnSKltHQXTwer2yLMvy5s2b5bi4OPnTTz+VJ0yYIDdo0EDu1KmTnJGRIT/22GNVvJaC8kBfiMU5feFC72dxPl/YiGu0oDojjs+agYgfL3xE/FhzEDFkzUFcowXVFXFs1gxE/FgzEDFkzUDEjzUHcY3mc8HOJP7+++/x9ttvY/Xq1crg6cLCQnTr1g3Tp08HAEiSBAC4/vrr0bVrV7zxxhsAAJ/PVzUrLYgI3r5u06YNbr/9dowZMwbr1q3DO++8g/feew/33HMPvv32WzzyyCMAxL4+n1ixYgWA4HkLACUlJejevbs4py8gePu5TZs2uOOOO8T5fAHx999/47fffsPevXvh8XgA+K/R4nwWVAdEDFkzEPFjzUDEjzUHEUPWDEQMKaiuiPixZiDix5qDiCFrBiJ+rBmI+NEAVV2ljjZ79+6Vu3XrJtevX1/u1q3b/7d3r8FR1mcfx3+72QSpwQgMI4EhgKSlRsKh8KLISTl6KG1BHaEC4tDBYUSQjogWlCpWoKVDOw617XS0CqSUk0C0lNQWGBRr5CRHOVgEBDScpJABArvX84Inq1HEJCzZe3N9P6/Cnd3NvXz/N17OP7trTZo0sYEDB5qZ2YULF+zBBx+0O++807Zt22ZmFn/p+IIFCywzM9NKSkqSdu6omku1vvvuu+PfP3r0qI0fP942b94cP1ZWVmYzZsywhg0b0jpFbN682W655RYLhUI2f/58M/v8uj1//rwNHz7c7rrrLq7pFHepzuVv42J28Xp+/PHHuZ5TXHFxseXn51tubq7l5eVZbm6uTZ061cwu9uR6RjIxQ/rA/OgD86MfzJA+MEMiqJgffWB+9IMZ0gfmRx+YHyuv1r2SeOHChUpPT9eOHTtUVFSk2bNnq6ioSGPHjlVaWpoGDRqkQ4cOaf78+ZKkSCQiSbr22mvVqFEjHTx4MJmnjyq4VOsVK1boZz/7mU6ePKmGDRtq4sSJys/Pj98nPT1djRs3Vt26dXX48OEknj0qY926dXrkkUfUsGFD9e/fX7///e914cIFRSIRnT9/XpFIRHfffTfXdIr7us5paWnx39jiek59K1as0IgRI3THHXfovffeU2Fhoe69914tXLhQW7duVXp6ugYOHMj1jKRhhvSB+bH2Y370gxnSB2ZIBBnzow/Mjz4wQ/rA/OgD82PV1KpN4mg0qnnz5qlz587KzMzU9ddfr549e+pPf/qT/vjHP6qwsFB9+/bVrbfequXLl2vu3Lnx+3766afKzMxUq1atkvgMUFmXa/2HP/xBq1atkiRlZWXF72NmkqSdO3eqZcuW+s53vpOMU0cV5ObmKj8/X9OmTdPQoUN14sSJ+Ns9hMMX//n6wQ9+oG7duukf//gH13SKulznL7ruuuviX3M9p5ZoNKoDBw6oe/fuevzxx5WVlaUbb7xRvXr10smTJ+PXc//+/bmekRTMkD4wP/rA/OgHM2TtxwyJIGN+9IH50Q9mSB+YH2s/5sdqSObLmBMpGo2amdkdd9xh99xzT4VjZmbdunWzXr16WSwWs48++shGjx5t4XDYHnjgARs7dqxdf/31NnnyZLtw4UKFDytH8FSmdb9+/ezEiRPxYydPnrQjR47Y9OnTLScnx1566SUzM1oHWHmb0tJSMzM7ceKEPfroo5afn2/79+83M7Nz586ZmdnevXu5plNUZTp/8S1fzLieU9X27dvt+PHjFY4dOHDAGjdubDt37owf43pGTWOG9IH50QfmRz+YIf1ghkQQMT/6wPzoBzOkD8yPfjA/Vk1KbxLHYrH4hVv+9YwZM6xt27a2ZcsWMzM7e/asmV18D/JQKGRbt26N337WrFk2atQo69Onjy1btiw5TwKVUp3W5e8nv2HDBps0aZLl5uZaq1at7O9//3tyngS+0Zc7lysfwleuXGldunSxUaNGXfL+XNOp4Uo6v//++1zPKeKLnb98vLz7yy+/bDfffLOVlZVV+J9tM65nXF3MkD4wP/rA/OgHM6QPzJAIKuZHH5gf/WCG9IH50QfmxyuTUpvEp06dsueee+4rF2RpaWn8tz2KioqsW7duNmbMmPj3o9GoRaNRy8vLs+nTp9foOaN6Etn69OnTNmfOHJs9e3bNPQFUyuU6f/zxx2ZW8Te4zp07Z88//7y1bt3a3nrrLTO7+KHyXn6rJ1UlqrPZxet59uzZXM8BdLnOBw8eNLPPO5Zfsw8++KA99NBDNXuicIkZ0gfmRx+YH/1ghvSBGRJBxfzoA/OjH8yQPjA/+sD8mFgps0k8efJki0QiFgqFbMGCBWZ28T/In376qfXu3du+//3vx287ceJE69Chgy1cuDB+bN++fdasWTObN2+emfGWAEGW6NYIpm/q3Llz5wq3L79mN2/ebP3797cBAwbYvn37bNCgQbZ8+fIaP39UTiI7v/HGGzV+/qic6nbu1KmTvfrqq2Z2ccB74oknbPfu3TV78qj1mCF9YH70gfnRD2ZIH5ghEVTMjz4wP/rBDOkD86MPzI+JF072ZyJ/k0WLFik7O1sFBQVaunSpunXrprffflvSxQ+Nb9SokX784x+rV69eOn36tCTpgQceUPv27TVy5EgVFhZqz549Wrx4sTIzM5Wfny9JCoVCSXtOuLSr1RrBUtnOPXv21NmzZ+P3K79m8/Pz1adPHy1fvlytWrVScXGxrw+STxFXo/O3v/3tpDwXfL0r6bx3714dO3ZMXbt21UsvvaRmzZqpsLBQ6enpyXo6qGWYIX1gfvSB+dEPZkgfmCERVMyPPjA/+sEM6QPzow/Mj1dRsnepL+fnP/+5ZWRk2MyZM+PHBgwYYPfdd5+dOXMm/lsA5Z8F8UUlJSU2aNAga9mypbVo0cKys7NtyZIlNXXqqCJa+3Alnc0uvk3E66+/btnZ2daiRQtbunRpTZw2qojOPlxp5xdeeMEikYg1b97c6tevb3PmzKmJ04YTzBU+0NkH5go/aO0DMySCirnCBzr7wVzhA519YH68ukJmZsneqP6yaDSqtLQ0HTp0SNdee62ysrJkZgqFQho1apQ2bNigd999V7FYTOFwxRdDf/nYkSNHtGPHDnXv3r2mnwYqgdY+XEnn8ttJ0tmzZzVgwAB16NBBzz//fDKeCi6Dzj4korOZ6Ze//KWmTp2qJ598UpMmTUrSs0Ftw1zhA519YK7wg9Y+MEMiqJgrfKCzH8wVPtDZB+bHGlIjW9GVVP6h0l8Wi8UsGo2amVlBQYE1atTI9u/f/5Xbbd261e69996vfDg1gofWPiS6s5lZWVnZ1TlZVBudfUhU548//tjMzDZt2mT/+9//rt4JwxXmCh/o7ANzhR+09oEZEkHFXOEDnf1grvCBzj4wP9asQHwm8dtvv622bdtqwoQJOnTokKSLO/3lQqFQ/DcBIpGIsrKy9Mknn3zlcQ4dOqQ1a9aooKAgflsEC619uFqdJfFZAQFCZx8S3Xnu3LmSpHbt2qlevXo18AxQmzFX+EBnH5gr/KC1D8yQCCrmCh/o7AdzhQ909oH5MUmSsDEdF4vFbMGCBdamTRvr2LGj5ebm2rx58772tmZmhw8ftkgkYm+++aaZmUWj0QrvOb5t27aaOXlUCa19oLMPdPaBzggy1qcPdPaBzn7Q2gc6I6hYmz7Q2Q9a+0BnH+icXEl9JXEsFlMkEtGdd96pf/7zn2revLkKCgq0a9eu8g3s+G3L3yc+IyND7dq108qVKyVJ4XA4/r06deooLy+vhp8FKoPWPtDZBzr7QGcEGevTBzr7QGc/aO0DnRFUrE0f6OwHrX2gsw90Tq6kbhKnpaWpR48emjhxourXr69nn31W69at04oVK3T+/Pn4B0t/UYMGDRQOh3Xu3LkknTWqg9Y+0NkHOvtAZwQZ69MHOvtAZz9o7QOdEVSsTR/o7AetfaCzD3ROrqR/JnH9+vV13XXXKRqN6pZbbtHtt9+ugoICbdiwQdLnvxkgSdFoVJKUnZ2tAwcOJOV8UX209oHOPtDZBzojyFifPtDZBzr7QWsf6IygYm36QGc/aO0DnX2gc/KE7Mtb8EkSi8UUDod16NAhdenSRYMHD9aECROUlZUlM4v/tkAoFNLBgwfVtGnTZJ8yqonWPtDZBzr7QGcEGevTBzr7QGc/aO0DnRFUrE0f6OwHrX2gsw90rnlX9ZXEixcv1meffVa5EwmHFY1G1aRJE40cOVKvvfaaiouLtWfPHk2ePFlHjhyJ/7YA4YOH1j7Q2Qc6+0BnBBnr0wc6+0BnP2jtA50RVKxNH+jsB619oLMPdA44uwpWr15teXl5FgqFbNasWZW+XywWi3/dvn17a9WqlaWlpVnPnj3t6NGjV+NUcYVo7QOdfaCzD3RGkLE+faCzD3T2g9Y+0BlBxdr0gc5+0NoHOvtA59SQ8Leb3rVrl5555hllZWUpFAppyZIlKi4urvSu/pkzZ1RYWKiRI0eqSZMmmj59uvr375/IU0SC0NoHOvtAZx/ojCBjffpAZx/o7AetfaAzgoq16QOd/aC1D3T2gc4pJNG7ziUlJfbnP//Ztm7daqWlpZaTk2Njx46t9P23bNli6enp9vTTTyf61JBgtPaBzj7Q2Qc6I8hYnz7Q2Qc6+0FrH+iMoGJt+kBnP2jtA519oHPquOJN4jVr1ti+ffsqHDt//nz861dffdUyMjJs/fr1lX7Ms2fPXulp4SqgtQ909oHOPtAZQcb69IHOPtDZD1r7QGcEFWvTBzr7QWsf6OwDnVNXtd9u+t///rd++tOfKhaLqaysTL1799a4cePUoUMHmVn8w6MlqWvXrsrKytKSJUuUnp6esFdBo2bQ2gc6+0BnH+iMIGN9+kBnH+jsB619oDOCirXpA539oLUPdPaBzrVAdXaWDxw4YJ07d7aJEyfavn37rLCw0Nq3b2+9evWy3bt3m5nZhQsX4rdfu3athcNhW7x4sZmZRaNRPmA6RdDaBzr7QGcf6IwgY336QGcf6OwHrX2gM4KKtekDnf2gtQ9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\n", 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FuZz5F0RERNS7cH/Rc9y1B8kAMBERUR9hNptRUlKCqqoqT0+lzwoJCUF0dHSLmatkT6VSITk5GZmZmbj99tvF65mZmZg9e7bTx6SmpuKzzz6zu7Zr1y6kpKTAx8fH6WPMZjOys7MxevRo902eiIiol9PpdMjNzYXJZPL0VLyWXC5HYmIiVCqVp6dCRERE1CruL/YM7tiDZACYiKgL1TbpUVTVhKuiAz09FfICwuKsX79+8PPzY5DSjcxmMxoaGlBaWgoAiImJ8fCMepf09HTcf//9SElJQWpqKl5//XXk5+dj4cKFACylmQsLC7F161YAwMKFC/Hqq68iPT0dDz30EA4dOoRNmzZh27Zt4nM+9dRTuO666zB06FDU1NRgzZo1yM7Oxtq1az3yHomIukJeWT2CfX0Q6s/AEbWf2WxGcXExFAoF4uLimIXqASaTCUVFRSguLkZ8fDzX50RE1KNdLLesPUP8uPb0Ztxf9Cx37kEyAExE1IVmvfIt8sob8J+FqUgZGObp6VAfZjQaxcWZqxK51Dm+vr4ALKWI+/Xrx3LQ7TB37lyUl5djxYoVKC4uxqhRo7Bjxw4kJCQAAIqLi5Gfny+OT0xMxI4dO7BkyRKsXbsWsbGxWLNmDebMmSOOqaqqwsMPP4ySkhIEBwdj/Pjx2LdvH6699tpuf39ERF3heEEV7txwECNig/HfP17v6elQL2QwGNDQ0IDY2Fj4+fl5ejpeKzIyEkVFRTAYDC4rmRAREXnayaIazFyzHxMSw7D996meng55CPcXewZ37UHy+CcRURfKK28AAHzxU7GHZ0J9ndCTg5t7XUv4+bIHSvstWrQIeXl50Gq1OHLkCCZNmiTet2XLFuzZs8du/OTJk3H06FFotVrk5uaK2cKCl156CRcvXoRWq0VpaSl27tyJ1FR+SCWivuP1fRegN5pxvKAKs9ceQHUj/++h9jEajQDA0sMeJvz8hT8Pap9169YhMTERGo0GycnJ2L9/f4vj9+7di+TkZGg0GgwaNAgbNmywu3/Lli2QyWQOt6ampq58G0REPd7G/RcAAN/nVsBoMnt4NuQp3F/sOdyxB8kAMBFRNzBz3dTnGE1mmHvgHyzLsnQt/nyJiKi7GCQ9W48XVOHeN77rkWsP6vm4fvEs/vw7bvv27Vi8eDGWL1+OY8eOIS0tDTNmzLCrHCOVm5uLmTNnIi0tDceOHcPjjz+ORx55BB9++KHduKCgIBQXF9vdNBpNd7wlIiKP0xlMWPz+Mdz0rz04ml8pXi+ubnT6NXknrl88zx1/BgwAExF1kc9/LPL0FKiLaA1G3PSvPXhwy2FPT4WIiIj6qHqtfbbgz4U10BpMLkZTd6jXGvD9hXI06ZnJSdQdVq9ejfnz52PBggVISkpCRkYG4uLisH79eqfjN2zYgPj4eGRkZCApKQkLFizAgw8+iFWrVtmNk8lkiI6OtrsREXmLd7+/iE+yi3DhSj3+9O5RVDXoAAAXrtSLYy5aKxoSUe/GADARURf503vHxK9NzNboUw7nVuJieQO+OX3F01MhIiKiPqpWawAAzBobK15r1BlRWtuE/xy5xCCkBzzw5mHMff07PP+/U56eClGfp9PpcOTIEUybNs3u+rRp03Dw4EGnjzl06JDD+OnTpyMrK8uufGJdXR0SEhIwYMAA/PKXv8SxY8eaP5UdrVaLmpoauxsRUW9kMJqw9ptz4vdF1U3I+Oosqhv1KK3VitfzyuudPZyIepkOBYDZf4OIqH0Y/+1bzOAfqCds2bIFISEhnp4GERFRt6hrsgQr7p0QD5XC8tG9UW/EXa99h6X/Po71e857cnpe6Ye8CgDAloN5MHWiN97hvApMXb0X354tc9fUvBbXh31XWVkZjEYjoqKi7K5HRUWhpKTE6WNKSkqcjjcYDCgrs/x7Gz58OLZs2YJPP/0U27Ztg0ajwfXXX4+zZ8+6nMvKlSsRHBws3uLi4jr57oiIPONsaR3K6nQIVCvx9OyRAIAfcitwqdI+45cZwNSXedP6sd0BYPbfICJqP2kPN+r9pPt9ndn8o/aZO3cuzpw547bne/LJJx0On7H8GxER9RR11gzgALUSGh9bAPhCmSUjY/2e83jgzR/w06Vqj83RmzToDHbfV1jLJXbEH945gnOldbhv0/ednZbXc/f6cN++fZg1axZiY2Mhk8nwySefOIwxm8148sknERsbC19fX0yZMgUnTpxw2xzIXvP+d2azucWeeM7GS69fd911uO+++zB27FikpaXhgw8+wLBhw/DKK6+4fM5ly5ahurpavBUUFHT07RARedTPhZZ144jYIEwdYTkwc7K4Bjt/tj9Yc7G8HpX1Ohi550V9kLvXj+vXr8eYMWMQFBSEoKAgpKam4n//+5/dGE+tH9sdAGb/DSKi9qvTOpboM5nMWPj2ETy3I8cDM6LOMEtSuvUM7ncbX19f9OvXz63POXLkSLvDZz/99JNbn5+IiKijhB7AAWol/FRKAJYS0AKd0YRvTl/BPW9855H5eZvmgfYzJbUdfq4GHct3u4u714f19fUYO3YsXn31VZdjXnjhBaxevRqvvvoqDh8+jOjoaNx8882ore343wlyFBERAYVC4ZDtW1pa6pDlK4iOjnY6XqlUIjw83Olj5HI5rrnmmhYzgNVqtbipK9yIiHoj4SDh8OhAxAT7YuJgy+/GNV9bykL7qRQAgJ0nLmP805n4wztHPDNRoi7k7vXjgAED8PzzzyMrKwtZWVm46aabMHv2bLsAr6fWj+0KALP/BhFRx1yucSxpf6ygCl+eKMHr+y54YEbUGdLzjwZjzz0NaTab0aAzdPvN3I6a55999hlCQkJgsgbSs7OzIZPJ8Je//EUc8/vf/x533323Q4mWJ598EuPGjcPbb7+NgQMHIjg4GHfddVe7Fk9KpdLu8FlkZGSbH0tERNRVTCazLQNYo4SvdTOuulHvMLa2yeBwjdzvro32gfZ73uh49m6on6qz0+kQT60Ne9P6cMaMGXjmmWdwxx13uPwZZmRkYPny5bjjjjswatQovPXWW2hoaMB7773X5vdIrVOpVEhOTkZmZqbd9czMTEycONHpY1JTUx3G79q1CykpKfDx8XH6GLPZjOzsbMTExLhn4kREPVhRVSMAoH+oLwDg2sQwu/t/Nb6/3ff7zl5p1//h1Ddxf7Fls2bNwsyZMzFs2DAMGzYMzz77LAICAvDdd9+JPz9PrR+V7RncFf03YmJixP4bo0ePRk1NDV5++WVcf/31OH78OIYOHer0eVeuXImnnnqqPdMnIvKYHy9VQWcwQaW0nbvR6nnyv9eSrD/0xp6bAdyoN2LE33d2++ueXDFdzFRqzaRJk1BbW4tjx44hOTkZe/fuRUREBPbu3SuO2bNnD5YsWeL08efPn8cnn3yCzz//HJWVlfjNb36D559/Hs8++2ybXv/s2bOIjY2FWq3GhAkT8Nxzz2HQoEFteiwREVFXqZOUG7aUgLYEgM+V1rX5OQoqGmAym5EQ7u/2+Xmb0pomONt/atAZWl3zfP5jEVZnnsG6e6/G8GhL1mCYvwqF1g1Yk8kMudx1OVt38tTaEOhd68OW5ObmoqSkxC7RQa1WY/LkyTh48CB+//vfd/o1yCY9PR33338/UlJSkJqaitdffx35+flYuHAhAEtp5sLCQmzduhUAsHDhQrz66qtIT0/HQw89hEOHDmHTpk3Ytm2b+JxPPfUUrrvuOgwdOhQ1NTVYs2YNsrOzsXbtWo+8RyKi7iQEgGNDLAHgqCBbC874MD/8/Zcj8N73tlafTXoTLtdoER3MVp3ejPuLbWc0GvHvf/8b9fX1SE1NBeDZ9WO7S0AD7L9BRNQW/a2LKcCyYPq5yL5sHNto9F7SHij6HpwB3BsEBwdj3Lhx2LNnDwDbYuz48eOora1FSUkJzpw5gylTpjh9vMlkwpYtWzBq1CikpaXh/vvvx+7du9v02hMmTMDWrVuxc+dObNy4ESUlJZg4cSLKy8vd9O6IiIg6prLe0l/WT6WAxkcBX2sP4LOlzk+hG6wH0sxmM47lV+KnS9VIe+Eb3LhqD/Kspf4IHe5jt+vkZafXL1xp/Wf7p/eO4cKVejy6LRu1TXocOFeGED9bJmJeOf98mvPk+rA1QvJDexIjqOPmzp2LjIwMrFixAuPGjcO+ffuwY8cOJCQkAACKi4uRn28LVCQmJmLHjh3Ys2cPxo0bh6effhpr1qzBnDlzxDFVVVV4+OGHkZSUhGnTpqGwsBD79u3Dtdde2+3vj4iouxVVWSoUxgRb9izVkkSVLQ9cY113Kuwec6Gs7QcQqeuU1Wnx9Ocn8dHRS8zKdsLT68effvoJAQEBUKvVWLhwIT7++GOMGDECgGfXj+3KAO5p/TfUanV7pk9E1K20BkuGb3yYH/IrGnA4twJXx4eK95slaaTdefKfOk8nyfo19OAewL4+CpxcMd0jr9seU6ZMwZ49e5Ceno79+/fjmWeewYcffohvv/0WVVVViIqKwvDhw8XSKVIDBw5EYGCg+H1MTAxKS0vb9LozZswQvx49ejRSU1MxePBgvPXWW0hPT2/XeyAiInKnsjpLADjM31IqWCgBffay8w244uomxIX54ZPsQizZfly8bjIDpy/XYmBE12cBnyutg1opR1yYX5e/ljMma3DX1Zo68+RlPPr+Mfzr12MxY7TrUq9NeiOe/SIHNw3vhxuHW3qDHc6rAAD8+eZhOH6pGl/lWALCuWX1GNU/uE3zK6/X4vdvH8HB8/YHzX4qrMagyIA2PUdneWptKLx2e3hqfdhW7U2MoI5btGgRFi1a5PS+LVu2OFybPHkyjh496vL5XnrpJbz00kvumh4RUa9SXq8FAPQLtMRVkhMs+5Qhfj7ieuR/j6bh5d1nceh8OUpqmsSgMXXeudI6vPv9Rdx1TTyuig5s/QES7/+Qj03f5gIA/FRK3DIquium6BT3F1t31VVXITs7G1VVVfjwww/x29/+Fnv37hWDwIBn1o/tCgBL+2/cfvvt4vXMzEzMnj3b6WNSU1Px2Wef2V1ra/+N0aNHt2d6REQ9SpPeEhgcMyAY+RUNYpk3gTQBwWAyQ8UAcK/x/P9OiV/rDT331J1MJmtzqRRPmjJlCjZt2oTjx49DLpdjxIgRmDx5Mvbu3YvKykpMnjzZ5WObryVkMpnY76O9/P39MXr06BYPoBEREXWHCmsGcLgQAPax/H/uqgR0QWUD4sL88OaBPIf7yq3B5K5U3ajH1NWW8mq5K2dCJpNBazBCrWx906a2SQ+D0YxQ/473xTWazPjlK9/CT6XAfxamOt1IeWhrFgDgD+8eRd7zt7p8rg17z+Pt7y7i7e8uiuPOX7H83IdFB+L+1ARc++xu6IymNmUAC8rqdCirc6wyUlqjbfNzdFZvWRsCPWd92Fx0tGWztaSkxK5nbEuJEURERD1Bo84o7lUK1UgSwv3x5eI0RATYEu0GRvjjpbnj8Nh/juODrEsobraf2R2a9EbkFNdgXFxInzpgdd8b36OkpglvHsjDtoeuQ+pg5wmSzkj3lQ+cK+vWAHBvWUN6cv2oUqkwZMgQAEBKSgoOHz6Ml19+Ga+99ppH14/tLgGdnp6ON954A5s3b0ZOTg6WLFni0H9j3rx54viFCxfi4sWLSE9PR05ODjZv3oxNmzZh6dKl4pinnnoKO3fuxIULF5CdnY358+cjOztbfE4iot5IyAAO9bNsZjU16/lrkpTrMLF0R49V26TH7LUHsH7PeQCW7JL8igbxfn0PzgDuLYQ+HRkZGZg8eTJkMhkmT56MPXv2YM+ePS0u0NxJq9UiJyfHbjFGRETkCeV1lqBguHUzTsgALq93Hsy9VGHZEJI72SCrqO/6AGOBZG2kNZjw6tdnMfofu5CVV4FzpXXY9G2uw1oYAC5VNmD0k7sw+cVvUNuk7/Dr55XXI6e4BkcuVqJe5/g6baEzmPDZ8SJ8fKzQ7rrJZEauNdA7ONIfIX4qLLl5GADgpa/OoKYT8wbQqffdl/WU9WFziYmJiI6ORmZmpnhNp9Nh7969mDhxokfmRERE1BaVDZZ1pFIuQ4DaFswbHh1kFwAWRFvLRBdVd38G8Is7T+P2dQeRuGwHsguqcDS/steXPS6pbkJJje1nue2H/BZGO3+8IKe4xm3z6kt60vrRbDZDq7V8DvPk+rHdYfu5c+eivLwcK1asQHFxMUaNGtWm/htLlizB2rVrERsb67L/RklJCYKDgzF+/Hj23yCiXs1oMou9YUOtp+oa9c0Chc0ygKln2nroIo4XVOF4QRX+MGUwGpttXhrYA7jThD4d77zzDl5++WUAlkXbr3/9a+j1epf9OTpr6dKlmDVrFuLj41FaWopnnnkGNTU1+O1vf9slr0dERNRWQqBXKAEdoG45k/axD3/EHVf3R3ZBlcvn6krS9hhavQmrdp0BYAmQHjhnyXoN0ijx65Q4u8fd8M9vAAA1TQZ8f6ECU0d07AR8oyToW9ukt9vUdKa0tglavQlagxEPbz2CP900BJknL+N/P9u3r/ohtwIGkwn1OiOCNEokhFtKaY/qHySOefPbPDw6dWiH5g1Y3js58tT6sK6uDufOnRO/z83NRXZ2NsLCwhAfHw+ZTIbFixfjueeew9ChQzF06FA899xz8PPzwz333NMlcyIiInIHIQAc4qdqU1Zt/xANACCvrB4GowlKRbtzCTtMKHUMAL9aewAA8Mrd4zFrbGy3zcHd9py2LydsbOde8GVJ1ZgLZW2vQuNNPLV+fPzxxzFjxgzExcWhtrYW77//Pvbs2YMvv/wSADy6fuxQ3jb7bxARtUzI/gWA4DZkALf3P33qPg06+025+mbf643MAHaHG2+8EUePHhUXY6GhoRgxYgSKioqQlJTUJa956dIl3H333SgrK0NkZCSuu+46fPfdd+KhNiIiIk9pXgI6UOO8fZLU3/57wun1K7VabNh7HtcMDBP7vLlbg9a2zi2otGUDX6nVSq7blw9snsXxc1F1hwPAVQ22LNptPxQg3Zqh68oNz38DndGEQZH+uFBWj/QPjjsd95vXDuGuayxB62kjo+Fj3fi8fnAEZo6Oxo6fSvD1qcsOAeAGnQEyyMTM7ZbUMgDskifWh1lZWbjxxhvF79PT0wEAv/3tb8X9rsceewyNjY1YtGgRKisrMWHCBOzatcuubxwREVFPI6yXwvxbX1cCQHJCGADg0IVyjH5yF2aOjsG/fjO2y+YnqHRxeHHtN+d6RAD4p0vV+CGvAr+bOBCKNrbzE8ppA0BMsAbF1U0os1b8qdMasGR7NmaOjsbt4wc4fbzRZLZbY1fU6/Df7ELMHte/k++m7/HE+vHy5cu4//77UVxcjODgYIwZMwZffvklbr75ZnGMp9aP3Xdsg4jIizRJsn2DfX2s15oHgG1fMwDcezQ2KyvIALB7rFq1CmazGSNHjhSvZWdno7S0VDyZ+rvf/Q5VVVXi/U8++SSys7Ptnmfx4sXIy8tr02u+//77KCoqgk6nQ2FhIT788EOMGDGis2+FiIio02wloK0B4GYZrV88cgOuGxSGaxPDxGu7Tthnr/ooLP9/fv5jMZ7/3ynMWX+wy+YrLYO898wV8eszl209i4VNrkadEaszz+BofpXdc5R0orygkNECAGt2n211vJCx3JYevu8fLgAATJD8rOVyGZ641bJm+Kmw2u7wp85gwk2r9mJaxl6Y2rDGZwlo1zyxPpwyZQrMZrPDTZrsIJPJ8OSTT6K4uBhNTU3Yu3cvRo0a1dG3SURE1C2EAHCIr6pN4wdH+ouloRv1Rnx49FKXzU3qWEElAGBguB80PrbwVZB1f7Wkugl7z1zp1r3UmiY9HvvPcXx7tgy/e/MHPP35SbzydetrTsDSKkUI/gLA/BsSAQDHCqpw5nIt3vw2F5knL2PJducHEgHg0Ply1DYZEKhWimv8R9/PZiloJzyxfty0aRPy8vKg1WpRWlqKr776yi74C3hu/cgAMBFRFxCyRlVKuViyr3ng0CjpHWtgH1m3qW3S45Ftx5B58rLT+1/fdx5vHcxr8/M1bzFSr21WAprBeyIiInIzWwloy6ZbgMYWAPb1UWBETBDefzgVL80d5/CYycMikff8rVj1667P0BDUNEoCwKevOB1zuboJf3jnCJL+/iXW7D7rEJC+XOOeADAAfPFjMaa9tBenS2o7/JzNTRoWafd9VJClLKLJDNRJsnjzKxpQUtOEgopGXK5tEjcuf5MyAO8tmODwvMwAJiIiou4gVLTzb6W1iEAmk4lt7QQ6Q9fvXwr7edcMDMOto20Zvz8XVuNofiVuXbMfv938A1btOt3lcxGs+eosPsi6hPs2fS+uud//oaBNj/3uQrn49YmnpmNqkqXijc5gwrSX9uFfmWfE+4uqbBVzNu67gIF//QKL3z+Ghe8cAQDcPCIKvj62P78TRQwAU8sYACYi6gJCsNdfpYDa+h9z896xeknvWMZ/3efNA3n49HgRHtqa5XBfVYMOz+04hX98esIuU6UlzcO7jfpmJaC7YfFL7Zefn4+AgACXt/z8fE9PkYiIyKWWSkAPCPUVT6/3D/HFi3eOsXtsv0BL0Fi6OdTVpOuqH/IqnI7ZfarUoceuVKmkXHR7ldfZB4D/+N5RnLlch/QPsjv8nFLzUhPEgK9AIZdBrbRsqTRIDnqWSgLZBRWNYmWgx24ZjiH9AsT7JlsDyrVaZgB3F64PiYjImzVoLftZfuq2dwX1adb3t7S24wf22sJsNuPz48UAgDnJA/D3WSOwZOowBGmUaNAZcce6g2IAdv2e87hn43e4JCmN7G56ownH8iux76zjAcfqRr1Y7aW0pgnldVrkFNfggTd/wJGLleK4oirLz+zua+Pgr1YiIdwPt46Jcfp6E5//GudK6/DTpWo8uyMHAPBJdhHqtAZcmxiGFb8aZde/Ob+cvYC7Wm9fP3aoBzAREbWs3roJ5KdSiptvzUtAS0sHMwPYfVoqoyfdnCuuakJQdNv6nkg1zwDWMwO4R4qNjXUo39L8fiIiop6qQswAFgLAto/uMSG+dmMHRfrbfS88RtOdAeDGjmexPnh9IjYfyEVxdRPMZrPdplZbXShzvvl1ydp3uLOZwGMHhDi97qdSQGsw2R30LJKUsv78xyK7sdKgvMlaZoYZwN2H60MiIvJmwl5lgKrtIaF/zBqBP//7uLimKq5uwoBQvy6ZHwBcrtGiVmuAQi7D1fGhUCnleHTqUKQMDMX8tw7btdwDgIPny/Hu9/n4v1uGd8l8Htl2zOUBxka9Ebnl9SioaMDDW4+ILUYA4JvTV5C7ciZkMpnYBkUopy2TyfDq3eNRWtOEw3mVDs/72t7z+PcRx3Lbi38xFAFqJdbcPR6/3fwDAPt2K9Q1evv6kQFgIqIuIJyq81crJAFg+0WKQZIB3FrfitLaJoT5qaBUsHBDa0L9bb1MTCYz5HLbJqI0AHypsgFXRQe2+nzNS0AL5b0FBvYA7pGUSiWGDBni6WkQERF1iLBm8bdmaEgDwBH+9n3bQv3svw+xfu+raj0AbDCa0KA3IkjT/kNxUm2trOLMohsHY9sP+aio1+GnwmqMcRFsdaVJb0TmSRcbc9af49F8x801V/YsnQK90YSbX9onXnO1ZvRTKVHZoLdbY0ozMbYeuggACFAroVEqIJPJMGNUNL7KuYz7r0vA/rNlDAB3I64PiYjImwn7WX5tLAENABMGhePb/7sJC97Kwlc5l3HgXBmuGRjWJfMrq9PigyxLWeWEMD+olLY90OuHRCBzyWQs/fdxRAdrMHlYJJ7/3ymU1mqx5/SVLgkAN+mNdsFfjY8cn/3pBpTWarHyfzn4ubAGv/jXXpePr2k0INjPB1esVW4irVV6AEsQ+OW7xuPGVXugbVZZUBr8HRsXguMFVVAp5Bg1IBiApYrM83eMxl8/+glfnijBhr3nsXDyYLe8Z3LU29ePjCQQEXUBaQawxkUJaOnJsJYCwD9eqsK1z+7GPOvpLrKUhFm96zQ+dHIiLsTXtglaIekHV1DRgKmrbQsz4fRiq6/VrAh0g851JndPYG4esSa34s+XiIi6g9BfTWU9/BcmCfqGthIAHm4NVjorAd384Np9m77HuKd22ZUt7ghpD+Dm8/1/Nw3BgFDf5g8BAMhklmyIaxMtG4kd6WO2O6fU4aClQFhv11sPZ84eF4tTT9+CO5MHuJxPQrgfhkYF4rFbrhKvS0s3SwlBdukBweYlsOPD/PDuggniocS191yNrOU3Y1R/yyZebZO+y9cXXL94Fn/+RETUEwgV7fzbkQEsmJrUD4B9P1t3Kq5uRMozX2G1tR/u9UMiHMbEhflh++9T8fJd43HH1QPw5eJJkMmAnOIarM48g+uf/xo5xe7riXv+in127W8nDsTQqEBcPyQCyfGhrT7+30cKsPNEiUMGsCA2xBcnV9yCu6+Nx/KZSfjPwlSH5/joDxPxzvwJ2PLgNXYHNm+y/nkAwKtfn+uStQbXL57njj8DBoCJiLqAsAlknwFsHzg0tDEAvO0Hy+m3g+cdF1n//PIUfvPaIWgNRof7+rKsi5VY8/U5/Pnfx1scd0XSS27j/gt291U1WHp1FFW1Eghu9kdT7xAA7hkLIh8fy0KwoaHrep+Q7ecr/LyJiIi6ghC4FDIfYiVln5sHdoN8bf8nzbl6AG4cbtkQ0vg4ftxvfiDxuwsVMJmBXScvd2q+Nc2yWGOCbf1yY0N8MXFwuN39K+8YjWsGhuKzP90AwLYhVtXgmEncpDfio6OXxLLYzQm96CYODse1LjJS6sTqPJbDmSvvGO10nNkMsQT1b1MH4voh4fjdxIEuy2n7WQPAQqax1mDEsfwquzHzUhMwNi5E/F4ulyHYz0fM6tYbzS4D2J2lUFjmp9M5/9lR9xB+/sKfBxERkSfUa9ufASxIigkCAJwr7Zqesx8dLbT7fvmtSa0+JsxfhfHWNdaa3WdRWNWImWv2uy1R46y1vHJihD/+Ye1FLBAO8jW3dJptzDNf5OD3bx9BlrUfsHR9LFDIZVh5x2g8NGkQxsWF2B06/HXyACjkMtwwNAITB9sHxPsFavDkrBEALOvctia5tAX3F3sOd+xBsgQ0EVEXEE7V+fooJZkBRruSxAZJ0NfYwokepdx1H7T1e84DsGQ+zBwd0+l5dwdnvd3yyupR06Rvc8m/S5WuFyHSfsrSMirNN0vrtHr87b8/493v87HhvqtxyyjnPz/pn4zZbEZj8xLQPaR/s0KhQEhICEpLSwEAfn5+HeqhR86ZzWY0NDSgtLQUISEh3MAjIqIuYzSZxcOBQgBYeuK/eRBXIZfhzuQByC2rx4rZI8XrzoKWjXojAq3PVSsp27z2m3O477qEDs23QWfA16dK7a5FBWnw52nDsO9MGeZcPQC+Pgp8kGWp3LL6N2Nxx9UDcPe18eL4UD/LnKoaHAOVL3x5GpsP5AIA7ri6P/7xy5EI9rP9PCqtgeHBkQG47CSTuVFntJXUtq7LfdrQVsVfrcS7C65rcYywvhSe/+ucUocyftcNCnd4nGUuSshklqBzbZO+TSW720upVMLPzw9XrlyBj48P5HLmAHQ3k8mEK1euwM/PD0olt+CIiMhzbOuh9v9/NNgamCyr06KyXudQkaazpAHMx265yuXhu+YeuD4RR/OPid+bzZYs5bShkZ2e05nLtQCA1MHheOD6RLv7pAHgycMisffMFcy/IRF/umko8isaxHWvQOMjx8hY50FjgVIhR+aSSUhctgMAML6VLOPfXZ+ID7Iu4WRxDbYeysPyW0e0+b21hPuLnufOPUiuPomIuoA0AzjI1/artlZrQLA1S0NaAtrQQhapUuH8P1npiTZPliE2GE34uagGo/sHQ9FCsBoA/vTeUZwsqsGOR9PsFnNTVu0BABz8602IDfFFWZ0WP+RW4OYRUU436Oq0to1Po8ls97rSjFzpz6V5qZWN+3PFrzO+OusyACxlMJnF4L5A20UZGx0RHR0NAOIijdwvJCRE/DkTERF1Ben6Rdr7TBAd5Jg9sOrXYx2uOds4O3qxEtNHRkNrMNkFS4urm1Ba04R+Tp67NS9ZS/VJ9QtU46bhUbhpeBQA+wxmZxuGwrVKJwHg9364KH790dFC1GsNeO3+FPFapTVrONTPx2lVnOLqRjHjReipDFh+tjpD59ZxwvMJGcBbDuYBAO5MHgCVUo6RsUEuM0TkchkC1UrUNBlw7XO78e6CCU7LHXaGTCZDTEwMcnNzcfHixdYfQF1CLpcjPj6em6dERORR9UIP4A4cOgtQKzEo0h8XrtTjh7wKTB/p3n2RkmpLAHjaiCgsnNT2frYzRkVjdP9gnCyuEQ9Qnrlc56YAsCUDeJiTViBXRQViztUD4K9WYPmtSfj+QoXY0uT/3TQUnxwrstv3Hd0/2Om6vjmZTIZnbx+FHwuqXbYskfp/Nw3BH949io37czE1KQoTXBw8bC/uL/YM7tiDZACYiKgLNEh6AKuVCmh85GjSm1DTqBcDwNKgr7QEdIPOgO9zK5A6KBwaH4XLDAVpiTxPbiY8+n42vvipWMzmaMnnPxYDAA6eLxM3BE2S936iqAaxIb74zYZDuFBWj8duuQqLpgxxeB5hEw+wlAWUbuZJS2vrJZt6phayrJsHh6Wk/RaMJrNdjzfAMQvHk4RNvn79+kGvdyyhSJ3j4+PDzF8iIupy0gxSlWQduPl3Kdh14jLuT21bpq6zHsAL3zmKaSOisP9sGZ6fY18GuXnmaludKql1uNYv0H5tJS1517xnMQBxfVzppAR083ntOX3F7vsKa9A41F+FomrHDODi6ianGS+fLLoenx4vgt5owqZvcx0e1xZCpZ61e85h96nL+D7X0v/3Nylx4iZgSwI1PmL57Hvf+B55z9/aoXm0RKVSYejQoSwD7UEqlYrZ10RE5HHCOktoQ9FeNwyJwIUr9fjuQrnbA8DF1jXc3RPixcqJbaFUyPHfP14PndGEV78+h1e/OYdzpXWtP7AVZrMZxy9VAbCVv5aSy2X4129sBzAnDbMFnOPC/LDpdynIPHkZ+85cQVWjHk/dNqrNr33vhATcO6FtY2eMjsHclDhszyrA+4cL3BYA5v6i57lrD5IBYCKiLiCcqhPKzAVpfNCk16KyQYf0D7IRG+KLhDA/cby0BPRj//kRn/9YjPuvS8DTvxrlMqtWmiEhDYi625c/FyMyUIPkBMfSI7tzLuOLnyxB3Q+yCloMAEsDqdKAdb0koCoEVy+UWXqKfPFjcfsDwJKAsvS0XUu91SIDWwoA277WG03iBqJtzj0nACxQKBQMVBIREfVS0qxUH0klGGlGbVu4Kp0n9PsVslUF7V3TmExmPLQ1C/vPljncF97scF2UJLPYWWBaCAo7KwHd/AyfdN0nfUyon8pujdg/xBeFVY0or9c57Xk3IjYII2KDoDOYcOh8OU4W12BkrOMGX0sirGvIi+UNuFhua1HirMeb08cHqFBYZSt5KG0X405yuRwaTfuzu4mIiKhvMJnMOGstaTw40jGjtS1GWUsYf3OqFPdOSLDrV9sZZrNZXA/FBvu2MtqRXC6DRq7AwAh/AC23jWvN0fxKRAaoYTSZcaVWC5VCjrHWPsPtkTY00i1ZyG0xY3Q0tmcV4Fh+pdufm/uLvR+PIBIRdYEGa5lgP+sGlZDV8P2FChzOq8R/s4vsMkelGcBCluzb31nKtPnYlTe2bQgK/c4A+x5uHVFep0WRZPNJcP5KHRa+cxRz1h90+riV/zslfp0Y0fLCTxqMVUgDwJKSylXNsj5MLpJ2pSULm2eFGOxKQNu+bnJSElAQIukj1xJLBrD983Rl8J2IiIi8j7BmUinknary4uwQob+k5F/zNhb1uvataZ787AR2S3r/Lp+ZJH7dvJ+tSinHkqnDcPe1cRgW5bhmjAiwBICv1Grtrpc66enb/G1V1FvWjyF+PggPsGUXj7aWXq5q0InvLUDteAZepZRjx6Np2Ll4Erb/PtXxjbbg4bRBTq+3VF1GasZo+xYk1Y3MsCAiIiL3u1TZiAadESqlHInWQGl7DbGu4fLKGzDtpb340ZohK2jUGfFS5hlcuNK+DNySmibUNhmgkMswMMKv9Qe4IBzAK3ZSEcaVPadLsW7POdQ06fHG/gu4Y91BzNv8g1jhZlh0QJv7EXvKOGuAOq+8waFqIREzgImIuoBDBrA1ACwN1JZKNrha7gFsO6vTqDeKJaGlJfJqGjv+H3xpbROue243/FRKfP/4L+yyKqRB4ea9dgH7QGxrQWhpBq70eeokAdTSWvtFmtlF2ebzV+olz2sLyGoNRrz0la0PnTRg3lKv3haqQ9tlZ+uNthLQIX4+qGrQ98gMYCIiIuq9hAzgtvQJa813y36BJr0RV+q0+PWGQ3bZpc0PxzXqjNAZTG1+3a2H7HvKpg2LwCvB4/HN6VLMHhfrMP7RqUNdPpfQI7iouglms1kMfB/Oc8xkqG7U240RMoDD/FV49BfDUFDRiLuvjcPeM5ZS0ZX1evHAoZ/K9RbIVdGBLu9zZWCEP/b95Ub8YvUeu4OHzQPgrtwyMhrPSw5UltVpnfZIJiIiIuqMsnrLHmRUkNpun7E9hkcHItxfhfJ6HUxm4O1DF/Hir0PE+//60Y/4b3YRPj5WiJ2LJ6FBZ3CoCuPMqWJLsDUxwh9qZceDrULFmcttDABXN+jxuzcPAwBe+PK0eD23rB57TlsOOQ7pYLZ0dwrxUyFIo0RNkwGXKhsxLKr9a1rqu5gBTETUBRrFHsCWhYuQAVwiCZgWVkrKvbUQgZSGXJt09sFOQWcygL85VQqT2RKILauzz7pQSnpVSQO1X528jEkvfIPaJtu1mqaWg9DSQK307UozaEtr7F/f2c/FbDbb9fOQBpalG2iAfQBY2OS8ZqBjKWttC9nB0uC8wWQrAR1pXcTydB1R26xbtw6JiYnQaDRITk7G/v37Wxy/d+9eJCcnQ6PRYNCgQdiwYYPLse+//z5kMhl+9atfuXnWRETdz50B4OhgDQZG+IsllqVrt+bZtjtPlGDkP77E//3nR+iNJvznyCWnJZkB54f0QnxVmDU2Fqt/M67dm3dRQRrIZJb3Xi6pcuMsI1ZvNNtV0qmot5WAjgxU460Hr8Uto2IQYn3PlQ061FjXys4ygDsrPtwPr9w9vkOPHRjhj1vH2LKArzRbixMRERG5Q12TUA2lbRXwnPFTKZGZPhnLZgwHYKlgKN2P/G92EQAgv6IB163cjRv++Q0KKloux/ze9/l4YIslCDvGWr2lo6KtGcC1WgOOF1SJ6z9Xvs8td3nf+4cLAADDOnBA0BPirG0GW/t5k/dhAJiIqAvU6+yzDIQsgLI624bWJUkA2OCq1jEAveS+BrsAsC24Wd+JLNRGyWN1zcopS0tTSxd1C7ZmIb/ZoqL1DGDb6+hNtteRBpYvN9uIlO4tVtbrUFrThLI6nd1moDR75fsLFXaPl74fIQM4Kcaxt1vzMtJSBslcDUazGLCOEAPAzAAmas327duxePFiLF++HMeOHUNaWhpmzJiB/Px8p+Nzc3Mxc+ZMpKWl4dixY3j88cfxyCOP4MMPP3QYe/HiRSxduhRpaWld/TaIiLqFGADuYHaGM0G+joHP2maH9/73cwn0RjO2ZxXgsf/8iKX/Po4l27OdPp+z9Y9w4LEjVEq5eLhOWoFG2Li7dXQMXr8/GUJFbGEt2Kgziuu45pmzodYWH1UNOjFILC0R7U63jLIFcdtbtXvtPVdjQmIYAPvPCkRERETuIuy9BXbyMFyYvwoPTxqEQZH+aNQb8crX5zD9pX148tMTduOqG/Vo1BvxxU/FLT7f4x//JH6dOji8U3MLUCvFFm+z1x7A7zb/4LKyIABknrxs971aKXdoVXLXNfGdmlN3ibcGgPPKGQAmewwAExF1gQbrwspfbQn8qsWyzbZNHWk2sNHkOgApzWJtcBGslY5pL2nwuXkgVJpd0VqZ6ZpWepZJn0s6d7sS0DVNYu9jwJYBbDKZcc2zX+Ha53ZjR7PFozSwXF5vH0B21gN4QKivw9yk89EZTDhwrkx8Xr1dBrCtB3BEIAPARG21evVqzJ8/HwsWLEBSUhIyMjIQFxeH9evXOx2/YcMGxMfHIyMjA0lJSViwYAEefPBBrFq1ym6c0WjEvffei6eeegqDBjnvw0hE1NuIPYDdkAEsCNK0HpyVZgR/fKwQAPDN6StOx0oruAg0Pp2br1AG+sWdp3HTqj0oqGgQ15eRgWpMGxmNcGuQd9pL+5BXVo8K69raRyGz628MAGH+lrXaJ9lFqLK2TgnrwvLKT902Ekq5DFseuLbdjxXmVVnPADARERG5n5gBrOl8NRSZTIa7rYHR1/ddwOnLtdhyMM/p2ObJI1LNK73cMiq603MbJOlvfDS/Cv/adcbl2H1n7de5J1fcgv+7Zbj4/V+mX9Wla0d3Gh5tSXY5UVjt4ZlQT8MAMBFRF2ieASxs4FU1OA+SuorfLvvoR7veta6CqN0RAG4tw/f8lXq7YG5z0lLN0vnalYCu1eJvn/wsfi8c1MuvaBDn+Y9mpwqlcy5vljXhrAdwoJMNUOnPcsXnJ3DvG99j+cc/Q2804bsLtpIwRpNJ3IiMDmIJaKK20Ol0OHLkCKZNm2Z3fdq0aTh48KDTxxw6dMhh/PTp05GVlQW93va7aMWKFYiMjMT8+fPbNBetVouamhq7GxFRT+POEtACjY9CbE3SXKy1XJ4rZy/XOlz7ycnmkqy9qa/N5xFimcf+s2W4UFaP53bkiBuDQnaxUN6utsmAR94/hgrr2i/ET+Xw+nFODv2FdCJLuTW/nTgQJ1ZMx+Rhke1+rFCauqW1NBEREVFH1WqFEtDuaYfxu+sHYlCkf6vj8srqXd63/bCtIljmkklO9+vaKzHCPoP31W/OiWWRtxzIxaQXvkFeWT2a9EZctrahW3nHaHzyx+uhkMtw0/B+eGNeCr545Ab8YfLgTs+nu4weYAkA/1zEADDZYwCYiKgLCEFBIQNY2MCrdNFHzVUG8LYfCvBVjq0kiV2mqlGateq6pElrDEb77FepRklws3mZQIFSbttsm7fpe5evIy017SoAXNmgs9vsNFojwKdKXAdptNYgdb3W4FBKW3id1/edF3+OaiebqdIg8jvfWRagHx69hJU7TtmV6t6dU4oya2aGUF6FGcBELSsrK4PRaERUVJTd9aioKJSUlDh9TElJidPxBoMBZWVlAIADBw5g06ZN2LhxY5vnsnLlSgQHB4u3uLi4dr4bIqKuJ6zxfNxYAhoA+lmrl0gp5DKkDo5o8XE3v7QP+60ZEn//78+Y8NxXmP9Wlnh/TLAGd13T+d+nzQO4pbVa1FjXn0HWwO3gSNum3o+XqpH+QTYA5+9tYITjpqTSzT/T5trb+1ggZOM4y6wmIiIi6iwhA9jfTQFgH4UcW353LUY4abMG2EpNF1S6zgA+UWTZ6/vL9KswNMo9vXZvGxcLmcyyxhW88vVZ6I0mPPnZSeRXNGDF5ydxyTqvALUSd10Th3FxIQAs69GpI6IwMjYYcnnnDjd2p0HWwHd+RUOLZa/J+zAATETUBeq1zTKAFR3LAAaAsjpbOT5p0PdcaZ34dWcygKUljnXG5gFgSQloFxnA8eF+4tdH86tcvo40U9a+BLTtNcxm+353wlLLWQ8LYaNPyFIulPSLE1/HaEJtkx7P7TglXtP4KPDUbSPtx7noAbz5QK7d9yv/d0ocO4ABYKJ2ab6xbzabW8wWczZeuF5bW4v77rsPGzduREREy4ELqWXLlqG6ulq8FRQUtOMdEBF1j67IAAYsZZSbG9U/GGPjglt97P2bfgAAbD10UcyWEBz4v5vw/JwxnZ5f2hD73+eNOqOYARxkDZCOGWA/17PW9XBUkGMWc79AdafLUneXQGYAExERUReq01rWVIFuKAEtiA/3w45H0/DinbZ1YL9ANe5MHoAtD14DACiqanK5Z3m6xFJlZni0e4K/ADB5WCQ+/eMN2J0+GevvvRoA8O8jlzDtpX3imIvl9cgrs+wzDgj17XQVm54gJkQDmcxSfbGcLUVIond8GiIi6mWErFSNj30GsCsGkwkmkxnP7chxfC6DtIyx5XkLKhrwnyOXxOvOApgHzpUhK6+i1bkaTI7PL2iUlG12FegMbkMpvbcP5dlliugkQWdhESroF2TbnBQSei9L+iUL+lvL+pVaNyELKx0DwHqD2aGnyLi4EMxLTbC7duhCuV3pmdb4qxRiD7oGyUbd4x//hEe2HYPJxNN2RIKIiAgoFAqHbN/S0lKHLF9BdHS00/FKpRLh4eE4f/488vLyMGvWLCiVSiiVSmzduhWffvoplEolzp8/7/R51Wo1goKC7G5ERD2NsK5Tuzlb1VkA+P7rEjAhMbxNj3eVnequ7Ig7rh5g931FvQ7l1oOQQv+1udfE4ZW7x2Px1KF2Y6OCHN+bTCazO1j45eI0t8yzKwjZOHUuKu4QERERdUZNo3tLQEulDratJW8YEoFVvx6L8XGhCPb1gdFkRubJyw6P0RtNOH/FcpBvmJuyfwWjBwRjYIQ/ZoyOwVVRgTCbgVxJKeqCykZ8e85SWWx0/9YPQvYGaqUCUYGWA5HO9kfJezEATETUBYRSxEJ55NYCwEaTGd/lluP1fRcA2LIchPsEQjD4aH6l3eObn6arbdLj3je+x50bDqFJ33KGqqHFDGDbJtSGvedR5CTLtvni0eDkZN/f/mvft1dvkJaAtp9fmJ/KNh/rOGcBYKEEoJD5KyzepF766gxKqm2PfeD6gYgNcX66780DeQ7XXAkPUIvZ3UK/Z63BiPe+z8enx4vEMjZEBKhUKiQnJyMzM9PuemZmJiZOnOj0MampqQ7jd+3ahZSUFPj4+GD48OH46aefkJ2dLd5uu+023HjjjcjOzmZpZyLq1XRGy9rC3RnA/QIds2TD/H0wtF+Ak9GOnK1vBjkps9xRKqUcqYNsG4glNU3iawoZvmqlArPGxmLx1GG4+1rb73pn7w2wP0g5PLrnHvoRSkAXVTeybB8RERG5XV65JQA6wJpM4U4DQv1w29hYALYDfXK5DLeP7w8AOOwkOSW3rB56oxn+KkWXzEmwcMog8euh/QIQqFZCZzDhve8tSSDXJoZ12Wt3N6FCoxBYJwIYACYi6hJC0FapaHsAWBrk/GjR9ZhlXTxJCZtYzXvCNQ8AV0jKfZyyllRxRVoCWqs3wWgy46dL1TAYTXZZv5cqG7Ho3aMOpekC1Ercd128+P2VOi1Kax0DtlLSQHPz55Nm7ArjmpcaBIBBkZYNx62HLuLg+TLs+KnY6WtJyzj/7dYRLudUXN3ynKXCA1TwU1myu4Uy2Q2SQPaFMi62iKTS09PxxhtvYPPmzcjJycGSJUuQn5+PhQsXArCUZp43b544fuHChbh48SLS09ORk5ODzZs3Y9OmTVi6dCkAQKPRYNSoUXa3kJAQBAYGYtSoUVCpVE7nQUTUG+gNlrWZuwPAzjbXQv1UkMtluGeCZS33u4kDseG+qzEo0h93Jttn5P54qcrh8W89eK1b5+iqLKGzHr9Jkp5zzkpAA/YB4J5MOFD53YUKrM484+HZEPUs69atQ2JiIjQaDZKTk7F///4Wx+/duxfJycnQaDQYNGgQNmzY4HLs+++/D5lMhl/96ldunjURUc9ywZoBOyiybQf/2utfvxmL3X+ejBuG2lp6CPt2bx7Iw5gnd2J15hm8fSgP+eUN+DS7CAAwLDqwS0sw3z5+AF6/PxkpCaH4v1uG4+qEUAC2/UZhjn2B0I+ZSSkk5f6cfyIiEssqK4QM4FZK+H2VcxnXWsvvzRobiyH9Apxu0ulcBIClJZUB+yDqyaIajIsLaXWulucx4ZWvzyLjq7P4442DHbJqswuq8Mrus3bXAtRKPD17FD7IugSdwYTfvHYIBRWN+OKRGzAyNthpMNg+A9g+ACztNSy83yu1TgLAkoyTezZ+Dx+F8wXjhSuWRe6YAcF2JQo3/y4FD26xlaWOCGh7wCjcXw1/awawzmiC3mhCgyTTWuglQkQWc+fORXl5OVasWIHi4mKMGjUKO3bsQEKCpRx7cXEx8vNtZdgTExOxY8cOLFmyBGvXrkVsbCzWrFmDOXPmeOotEBF1G611Q6q19WN7OVtbBllbeay4bST+dOMQxARrIJPJcMuoGBwvqLJrOdL8UOEd4/sjLszPrXNccvMw7D9bhkbJukous1RfaU6a9eusBHRvIqwrAWDtN+fw52lXeXA2RD3H9u3bsXjxYqxbtw7XX389XnvtNcyYMQMnT55EfHy8w/jc3FzMnDkTDz30EN555x0cOHAAixYtQmRkpMM68uLFi1i6dCnS0npueXgiIndo0hvFfbWB4e5duwl8FHKxUp+gf4ht7VnTZMAacT/RViVwfFxol8xHatrIaEwbGQ0A+D63HHvPXJHMsWt+Hp4wMtYSAP65sNrDM6GehBnARERuZjKZxd61Srnl16y6lQyOnScuY8/pUgBAmJ9lIy7ESW9drcGyGda81ZrOYERNkx6bv81FaU2TXQC4oLLlYKQ0A1hnMCHjK8uCbO03551mD79mLVMtCNAoIZPJkBhuCcgWVFhKMgsbhjet2uvkNV1nANdKep8JAeDKBh2aiw2x38TUG52XyxPeQ/OMkpuGRyFnxS3in42rHsfORASo4GvNABYeKy2X3aBn/zai5hYtWoS8vDxotVocOXIEkyZNEu/bsmUL9uzZYzd+8uTJOHr0KLRaLXJzc8VsYVe2bNmCTz75pAtmTkTUvYT1j7szgKODbWsnIdFC2JhTKuQObTKuirbvxyYNBgPA5VYqvnREUkwQvv2/GzE1qZ94LcxfJR6qlOonCfq6ygD+3cSBAIDZ4xwr6/Qkw2NsP2tpMJjI261evRrz58/HggULkJSUhIyMDMTFxWH9+vVOx2/YsAHx8fHIyMhAUlISFixYgAcffBCrVq2yG2c0GnHvvffiqaeewqBBg5w+FxFRXyHdZwvSOO41dpUBoa0HVydK+gd3h1GSnr8+CpnTKjO91chYy3s7WVzDliIk6tAnSpZfISJyzSj5T1bYrGqesfuvX49F7sqZ+PPNw8Rr+89asm1D/S2ZqMkJjqfgtAYTDp4vw/y3suyu641mPPHxz1jx+Uk8tDXLLgDsrG+v4Isfi7HtB1vWndZgdFl6z5VAa8m6IF/7x/UP8YXJZHYI8AK2zBbAMQAsDcQK2bXSxaogwkkmiK+PwuGabZ6Oi1xflQI7HrWc+G6eidyS8AAVVEq5mHXcoDPY9TLW9ZJyg0RERNTzuKr40lljBwTjTzcOwQtzxuDY327G4eVToWlh7aTxUeDZ20c5vU+lkOOPNw5x6/wE4QFqxEiC1YEuNioj/G1rwX4uMoD/OmM43piXgpV3jHbvJN1sQKgfvv2/GwEAtVoDqpwcfiTyNjqdDkeOHMG0adPsrk+bNg0HDx50+phDhw45jJ8+fTqysrKg19s+I69YsQKRkZGYP39+m+ai1WpRU1NjdyMi6i2E/S5/lcKuMl5XG9ovAPdOiEewrw+GRQVg8dSh4n1TrorEunuvxk3D+7XwDO533SBbwDnYV9WtP4+uNjQqACqFHLVNBhS2sBdM3qXdnyiF8ivLly/HsWPHkJaWhhkzZtiV7ZMSyq+kpaXh2LFjePzxx/HII4/gww8/dBjL8itE1BcI/X8BQCl33gM4zF8FmUyGW8fEODw+rKUAsN6Eh7cecbiuN5rw6XFL/4zjl6rbHAD+43tH7b7XGUxIaGc5GF9rlkLzIK3RZEaFi80robcdYF+u2pmyOsfyz4Dt59T8WrokqC7lKrAtZFnU64wtnpCT9pkLt244+lkf26Az2gWue0u/OSIiIup5uioDWCaTYen0q/Cba+IQ4qdCZBsyHu6dkIDRkkwJAPjTjUNwYsV0TBwc4eJRnRcqWee5WsPFhmgwKMIfw6IC7ILBUhofBaaOiBLXbD3ZgFA/BFsrALla/xJ5k7KyMhiNRkRFRdldj4qKQklJidPHlJSUOB1vMBhQVmY5cH3gwAFs2rQJGzdubPNcVq5cieDgYPEWFxfXzndDROQ5QuKFv7p710NyuQzP3j4ax/8xDbuWTMbiqcPw2C1XYdqIKGy4LxkzR8d0ewBWWjWmv5P2KL2Zj0KO6GDL+yupdn+lHuqd2v2JkuVXiIhaZjA5ZgA338Dzs5YPHhQZgL/9coTdfaF+lg0vaQk+gdZgdJpRKy2pDABVDbaganE7/tNftesMtPr2BS+FPiLS1wQsJwxLa+w3r35pDXg3Skokl1kf72oT8rL1OYKabf45y1gJ81fhkV8MxYXnZuJfvx5rd5+rzBB/teV5jCazy8Dtq/eMx1O3jRS/H9LP0tdE+HNs0BrRICkB3d6fIREREZFAZ7QcKmuthUh3WTZjuN33EQEqt2cnNye0RAGAABeblUqFHF8unoQvHknrM9kbodb3XdnQ8gFJIm/S/HOx2Wx2+lm5pfHC9draWtx3333YuHEjIiLafohl2bJlqK6uFm8FBQXteAdERJ4lZAAHtLPiX1dYNGUIXp+X0mIVmq729vxrMTw6EM/Mdl7ppjcTSlqX1vIwIVm061Mby68QEbXOaHSSAdxsk0x66u7q+BC7+6SZrf93i2XDLSLAcs1VaeHm12skWbU1rWTYNne2tK7VMX+8cbD4dVyY5cTcjc3KttTrjCiV9IY7vHwqJiSGAQAq6y1zatIbUWPNHB7g4uTd/C2HAdhngrgi/OzkcplDtkiYi8wQaUbIN6dKHe5XK+X45ZhYXBUVCD+VAmqlHKnWHiXChmRhVaNdWW6dkQFgIiIi6hi9dS3p7gzgjpo4JEJc7wFAZKDzfrvuJF33uQoAA7C25OgZPyd3CLEeBK2oZwloooiICCgUCods39LSUocsX0F0dLTT8UqlEuHh4Th//jzy8vIwa9YsKJVKKJVKbN26FZ9++imUSiXOnz/v9HnVajWCgoLsbkREvYWQSNLSmsqbpA2NxJeLJ2H0gODWB/cyQobz5RpmAJNFuz4psfwKEVHrDCZb8M9VBrA0ABwXZl9yWcgABoCHJw3CnqVTcM+18QBclxZuHnCUllWu1RpgMrkubdya5tknaqUcf5k+HJ//vxuQfvMw3G2d27KZw7F8ZhLunWD5vl5rQHmdZfMqbWgEIgPVYhD2yxMlyCmuQbl1c8tHIcOAUOelp4UxKQlhDvdtffBau++lwfPmpf40Ps7/y1PIZeJ9f3j3qMP9QknvYD8f7Fw8Cfseu1HcaAyxZmms2X3W7jFavRFEREREHSGWgO5Bgc2CCltLkUnDuq70syBccnCvJ2SrdBchA5g9gIkAlUqF5ORkZGZm2l3PzMzExIkTnT4mNTXVYfyuXbuQkpICHx8fDB8+HD/99BOys7PF22233YYbb7wR2dnZ3Fskoj5JLAHdC1piUOcI1Q+P5ld5diLUY3ToEyXLrxARuSYEDBVymfj7T620L20ilB0GgHB/FcIlgUtpEFMhl2FghD/U1tIoWoPzwGKT3nUA2GwG6nSOZaObcxUgvW1srPh1oFqJ1+5PBgCM6h+MR34xVCzbEqTxwUOTBonlkeu0BlRaN6+EoHaov62c34yX94vlnyMC1EhsofewTAa8eOcYh+sDw/3tvpf+7KSBeOE1XAnzc51dLC3pHRfmZ9cvRMjSOH/FPmuaPYCJiIioo7Rd1AO4M3yt673YYA0CNT6tjO486Zox0IuyVYQ186mSWg/PhKhnSE9PxxtvvIHNmzcjJycHS5YsQX5+PhYuXAjAsjc4b948cfzChQtx8eJFpKenIycnB5s3b8amTZuwdOlSAIBGo8GoUaPsbiEhIQgMDMSoUaOgUrVedYqIqLep11r2Eru7BzB1v0lDIwEA//up2KFdIHmndv2r74ryKydOnBDLrwhM1k17pVKJ06dPY/DgwWhOrVZDrXa9mU9E5CkGSQBYEORr/+s2SLJxJpPJMPmqSHx0tBCALatUSihn3Lwf2ORhkdh75ordNbnMsR9vTaPe7jWdCfVT2fULfmHOGBzNr8TTvxqFX461lEDuF6hutceacKKwXmsQA9HCewpvVob5iiQAPDDCPpgrNWZAiN3rCiWxfVX2gXVpADh1cDiuGRiKnwqrMXN0DKYmOf9/CgCCfH1Q1I5eyQIhS6N5wNdVqW4iIiKi1gjriJ5U2vi1+5OR8dUZPD/H8UBeV5Cu6bxps1J43/85cgn/mDXSw7Mh8ry5c+eivLwcK1asQHFxMUaNGoUdO3YgISEBAFBcXIz8/HxxfGJiInbs2IElS5Zg7dq1iI2NxZo1azBnzhxPvQUiIo8TewCrPdd3l7rH5GGRUMplMJjMuFKrRWyI83Z75D3a9UlKWn7l9ttvF69nZmZi9uzZTh+TmpqKzz77zO6as/IrUk888QRqa2vx8ssvs/wKEfU6QgawUhKwlAY+VUq5mDUruOuaeDEA3Pw+wFYmuqCiwe66s5J4JjNw6EK53bXjBdUYEOqHg+fKsPTfx/HM7aNw03D7gKg0AByoUeI318ThN9dYfgdPHhbZwju2J2zS1WuNYiBayJQNa9bHt6zOEgCODGw5ABxmDbSqFHLojCbcMioaAODXQgBYrVTg3wudlwZrrrKDZfZCXGQOu8rUJiIiImqN0NqjJ2UATxoWiUntWA92lrQlyvAY7+m1OXtcf7zxbS4adVxLEgkWLVqERYsWOb1vy5YtDtcmT56Mo0cdW/u44uw5iIj6ErEEtBcdqvNWcrkM/QLVKKpuQklNEwPA1L4AMGApv3L//fcjJSUFqampeP311x3KrxQWFmLr1q0ALOVXXn31VaSnp+Ohhx7CoUOHsGnTJmzbtg2ArfyKVEhICAA4XCci6g2cZQBLy9g5S6C9NjEMG+elIMzfeZZuvDUA3LwcXIhv20rw/fG9o7h1zK34/dtHUKs14MEtWch7/la7MdLgaXAbn9cZobx1ndaAKiED2Pp8QuauoKiqUbw+qIUAsLAJ+PEfJ+KLH4vx/24aCsASAA5UK1FrXcz2C+xYZYjmGdNt1Txb+6nbRuIfn55gCWgiIiLqMJ31IFlPCgB3N42PAi/NHYs6rRGzxsR4ejrdpn+oZZPOYDLDZDK3WnmHiIiIqDViBrCTJBLqe6KCNSiqbkJpTfsrHVLf0+5/9Sy/QkTUMqNQxl6yYSPtAWwwmh0eAwA3j3Bdojgu1Hl/XB+FHH+ZfhVe3Hna6f2RgWqxzHJtkx4Nels2QfO+tdJgZmcCwAFCBrDOgCprZq3w3DKZDGlDI7D/bBkAYM3X5wBYSkA3z6aVBnZDrcHpkbHBGBkbLI6RyWRIHRyOXScvA7AFytvr+TmjsWT7caf3XT8k3OXjUhLC7L4fGmXpf8wS0ERERNRReutaUd2DSkB7wu3jB3h6Ct1OGvTXGU3QyFmqkYiIiDqnXmcNAKsYAPYG0UEaAEBJB1rdUd/ToU+UixYtQl5eHrRaLY4cOYJJkyaJ923ZsgV79uyxGy+UX9FqtcjNzRWzhV3ZsmULPvnkk45MjYjI42wZwM5/xQr3t4dKKcebD1zjcN1sNiPIRbB2eHQgvloyWfz+YnmDXcnkX/xrr914ucwWsHbWh7itpCWga6wZwNL+w6/dn+zwmEhr5u7M0ZbSzvdOiEdkkC2bV1i8ODM2LkT8eoCLQHlrbh8/AIeXT8UvJRkmV8eHYMN9yXjl7qtdPu7axDCM7m8JSI+PDxED/cwAJiIioo4SDpJ5cwawt1JJgv5cTxIREZE71DaxBLQ3ibLuoV62JgSRd+O/eiIiNxMyfJXNSrYNjw7EqZJa3DAkokPPOyExzOFaYVUTkgfarg/pF4BzpZbM3rShEQj288GImCCcLK7BlTot/FQKceHX3FXRgYA1CTYioGOllAHAXyUEgA1iBq+0zIyfkxOHMcGWxckrd1+NP0+rx8Bwf5woqsZtrx4AYCuH58xtY2Px4s7TGB4dCF9Vx7MkIgPVWPXrsfjbL0cg3F8FuUzWprJ76+69Gpu+zcWiGwejtMayuGIPYCIiIuooBoC9l4/CtvZkRRkiIiJyB7EENAPAXkEMADMDmMAAMBGR2xmd9AAGgG0PXYcN+85j1pjYDj2vr49jcDOvvB5BkuDquLgQMQAcaM26jQhUA8VAWa3WZSbBHeP746G0Qais12Hf2StYPHVYh+YI2HoAN+qNqGls2yIzJtgS4FXIZRgcaSmj3D/EFvSNbKG3b1yYH/Y/dqNbTjJqfBTQOPk5tyQuzA9P3jYSAFBt7SXMjA0iIiLqKK3Rso7w8fIS0N5IJpNBpZBDZzRBb+R6koiIiDqvXmtJUmAGsHeIDrbsoZawBzCBAWAiIrcTSjwrFfYB4FB/FZbNSOrw88pkjtmof5l+FUIlvXOnj4zGf45cAmALGEcEWO7/9HgRqqwByuZWzhkNlVKOJ345osPzE0gXlGV1lozY5gHgO5MHiPMEgJgQxxLPYf629zUowr/F14zrYO9fdxNKQDNjg4iIiDqKGcDeTaW0BIC5niQiIiJ3qNMKJaA7XjWPeg8xA5gBYAIDwEREbucqA9jdjv3tZoT6q2A0mfGblAG4KjoIvxjeT7y/2tp/V8ie3X+2zOVzqdyYYaJWyqGUy+x6HUtLQAPAP+eMwf+7aQgmv7gHABDh75jhK5PJsO8vN6JeZ0B4J0pSdye1j+XnyAxgIiIi6iidtZWEO9dn1HuolHJAC+iYAUxERERuUK+zBIADNQwFeQMhUai60XkLQPIu/FdPRORmBpNls6Z5D2B3C7VmyCrkMrxw51iH+0P8LCWgB4S2nB07KMLfaXZxR8lkMvirlWIAGnDMAFbIZUgI98f/Hk2DWil32Ws3PrxnZPa2ldqaqWM0mWEwmqDkxi0RERG1k95oOUTHDGDvJPQBZgYwERERuUO9mAHMUJA3CPK17AfXNOphNpvduudLvQ//1RMRuZktA9j9m3YaHzma9C1vBr35wDXYdeIy7p2QAKDl8sl7lk7pkhOAU66KxH+ziwBYgr1qFxuYSTFBbn9tT5Ju1OoYACYiIqIOEAJ/rtZP1LcJ60lWlCEiIiJ3EEtAqxgK8gbB1gCwzmhCk94EXxVLf3szfqIkInIzsQdwF2QAxwT7tjrmxqv6YeUdo8X/4AdFug4AD4zw75Lyyo/dMlz82mjyntNm0lKN2lYC9URERETOCKV/mQHsnYT1pJ4loImIiKiTDNYgIOBYnY/6Jn+VQmxLWNOkb2U09XX8RElE5GZGY9f1AI4N0bT7MTHBvhgeHSh+L5wE60r9Q1oPVPdFSoVcDPwza4OIiIg6QsgAZg9g76RSWg5xsgQ0ERERdVa91ih+zRLQ3kEmkyHIWu1R2p6PvBM/URIRuZnB1HUB4IWTBwMAbhgS0a7HjYwNFr8e0i/ArXNy5a8zhkMmAzLmjuuW1+sphGwdbtoRERFRRwhrCB9mAHslriWJiIjIXep0lvLPKoWc1WW8iJD8wwAw8dgHEZGbGbswAJw2NBKZSyYhLsyvXY8L9bNl/a65ezwWvJWFm5P6uXt6dn4/aRDunRCPQE3XZxz3JGqlHA06I7QGY+uDiYiIiCTMZrOtBDQzgL2SSmH5DKFjCWgiIiLqpHpr/98ADcNA3kQIANcwAOz1+C+fiMjNDCbLZk1X9AAGgKFRga0PaiZ1cDje+DYXgKU88/8eTXP3tBzIZDKvC/4CgFqpAKBnCWgiIiJqN721lQjAHsDeihnARERE5C511gCwv1rh4ZlQdwpiBjBZMQBMRORmXZkB3FE3De+HF+aMQVJMkKen0uepfSybdgwAExERUXtJsz7VDAB7JSHzmwFgIiIi6iwhA9hfxTCQN2EAmAT8l09E5GZCD+CuygDuCJlMht9cE+fpaXgFYdOOJaCJiIiovaRBP5aA9k7+ass2Ta11w5aIiIioo+qarCWg1QwDeRNbCWiuJ70dP1ESEbmZLQOYv2K9ETOAiYiIqKOEALBSLoO8Bx0mpO7Dnm1ERETkLjVNlvWEsL4g7xCkYQYwWTA6QUTkZj0xA5i6j6UHMKDVMwBMRERE7SMEgH2Y/eu1glmyj4iIiNxEWE8EMQDsVbieJAE/VRIRuZnR2rtNoWAA2BsJ/fpOldR4eCZERETU2+iMlhYSKvb/9VpiBnATN+yIiIioc4QAIDOAvQsDwCTgp0oiIjdjBrB3mz4yGgDw8u6zKKpq9PBsiIiIqDcRWkgwAOy9glgCmoiIiNxE6AEbpGEPYG8S5Gv58+aBQuKnSiIiN7P1AGYA2BvNS01AQrgfzGbgUiUDwESCdevWITExERqNBsnJydi/f3+L4/fu3Yvk5GRoNBoMGjQIGzZssLv/o48+QkpKCkJCQuDv749x48bh7bff7sq3QETU5Zr0lgxgXx+Fh2dCnsKMDSIiInIXloD2TsE8UEhWDAATEbmZ0cwMYG8mk8kQoLactGu0buISebvt27dj8eLFWL58OY4dO4a0tDTMmDED+fn5Tsfn5uZi5syZSEtLw7Fjx/D444/jkUcewYcffiiOCQsLw/Lly3Ho0CH8+OOPeOCBB/DAAw9g586d3fW2iIjcrlFnyQD2UzEA7K2CNJYNu9omg4dnQkRERL2dkAHKEtDehQcKScAAMBGRmxmNQgYwf8V6K401a6dRxwAwEQCsXr0a8+fPx4IFC5CUlISMjAzExcVh/fr1Tsdv2LAB8fHxyMjIQFJSEhYsWIAHH3wQq1atEsdMmTIFt99+O5KSkjB48GA8+uijGDNmDL799tvueltERG7XoLME/XwZAPZawp89DxISERFRZzED2DsJBwqZAUyMThARuRl7AJNQtrGJG3dE0Ol0OHLkCKZNm2Z3fdq0aTh48KDTxxw6dMhh/PTp05GVlQW93vEDjNlsxu7du3H69GlMmjTJ5Vy0Wi1qamrsbkREPUkjS0B7PV8eJCQiIiI3EQKAzAD2LsKfd73OCL3R5OHZkCcxAExE5GbsAUxiBjADwEQoKyuD0WhEVFSU3fWoqCiUlJQ4fUxJSYnT8QaDAWVlZeK16upqBAQEQKVS4dZbb8Urr7yCm2++2eVcVq5cieDgYPEWFxfXiXdGROR+DdagH0tAey8xA5gBYCIiIuqk6kZLdRkhI5S8Q6BGKX7NLGDvxgAwEZGbMQOYuHFH5Egms/+daDabHa61Nr759cDAQGRnZ+Pw4cN49tlnkZ6ejj179rh8zmXLlqG6ulq8FRQUdOCdEBF1HSEA7KtStjKS+io/loAmsrNu3TokJiZCo9EgOTkZ+/fvb3H83r17kZycDI1Gg0GDBmHDhg1293/00UdISUlBSEgI/P39MW7cOLz99ttd+RaIiDzCbDbbMoD9GAD2JkqFHGH+KgDApcpGD8+GPImfKomI3MxospTWUCgYAPZWvj6W81XcuCMCIiIioFAoHLJ9S0tLHbJ8BdHR0U7HK5VKhIeHi9fkcjmGDBkCABg3bhxycnKwcuVKTJkyxenzqtVqqNXqTrwbIqKu1WjtAezHEtBeS6gkYzCZoTea4KPguX3yXtu3b8fixYuxbt06XH/99XjttdcwY8YMnDx5EvHx8Q7jc3NzMXPmTDz00EN45513cODAASxatAiRkZGYM2cOACAsLAzLly/H8OHDoVKp8Pnnn+OBBx5Av379MH369O5+i0REXUZrMEFnLf8bpGEYyNuM7h+MvWeu4PilKoyNC/H0dMhD+EmCiMjNmAFM7N1GZKNSqZCcnIzMzEy765mZmZg4caLTx6SmpjqM37VrF1JSUuDj4/rkstlshlar7fykiYg8xJYBzACwt5L2f27gWpK83OrVqzF//nwsWLAASUlJyMjIQFxcHNavX+90/IYNGxAfH4+MjAwkJSVhwYIFePDBB7Fq1SpxzJQpU3D77bcjKSkJgwcPxqOPPooxY8bg22+/7a63RUTULaqt2b8KuQwBagaAvc04a9A3O7/Ko/Mgz+pQAJjlV4iIXLP1AOYZG2+lYek+Ijvp6el44403sHnzZuTk5GDJkiXIz8/HwoULAVhKM8+bN08cv3DhQly8eBHp6enIycnB5s2bsWnTJixdulQcs3LlSmRmZuLChQs4deoUVq9eja1bt+K+++7r9vdHROQuwtqBPYC9l49CBoX1IGkT15LkxXQ6HY4cOYJp06bZXZ82bRoOHjzo9DGHDh1yGD99+nRkZWVBr3fsgWg2m7F7926cPn0akyZNcjkXrVaLmpoauxsRUU8nlH8O0ihbbL9EfdO4+BAAQHZBlUfnQZ7V7qMfLL9CRNQyZgCTmAHMTTsiAMDcuXNRXl6OFStWoLi4GKNGjcKOHTuQkJAAACguLkZ+fr44PjExETt27MCSJUuwdu1axMbGYs2aNeLaEQDq6+uxaNEiXLp0Cb6+vhg+fDjeeecdzJ07t9vfHxGRuwjVQ3xZAtpryWQy+PkoUKs1sJoMebWysjIYjUaHliFRUVEOrUIEJSUlTscbDAaUlZUhJiYGAFBdXY3+/ftDq9VCoVBg3bp1uPnmm13OZeXKlXjqqac6+Y6IiLqXkAEc5Mv+v95oVGwwAOBCWT20BiPUSn6+8EbtDgBLy68AQEZGBnbu3In169dj5cqVDuOl5VcAICkpCVlZWVi1apW4ide8T9ujjz6Kt956C99++y0DwETU6xiNQgYwA8DeSti0bdAaPDwTop5j0aJFWLRokdP7tmzZ4nBt8uTJOHr0qMvne+aZZ/DMM8+4a3pERD2C1mDp06ZhANiraVSWADBLQBPBIWvNbDa3mMnmbHzz64GBgcjOzkZdXR12796N9PR0DBo0yGF/UrBs2TKkp6eL39fU1CAuLq69b4WIqFvVNFkCwMEMAHuliAAV1Eo5tAYTLldrER/u5+kpkQe0qz4py68QEbWOGcAUEaAGAFypYy9SIiIiajudNQCsUrKViDdjNRkiICIiAgqFwiHbt7S01CHLVxAdHe10vFKpRHh4uHhNLpdjyJAhGDduHP785z/jzjvvdJrUIlCr1QgKCrK7ERH1dGIGsIYBYG8kk8kQG+ILACiqbvTwbMhT2vWpsivKrwiqq6sREBAAlUqFW2+9Fa+88kqr5VeCg4PFG0/eEVFPYTRZNu6YAey9YoI1AICS6iYPz4SIiIh6Ey0DwARbAJg9gMmbqVQqJCcnIzMz0+56ZmYmJk6c6PQxqampDuN37dqFlJQU+Pi4DoCYzWZotTy8S0R9S3UDM4C9nbA/WVjJALC36tCnyq4sv3L48GE8++yzSE9Px549e1w+57Jly1BdXS3eCgoKOvBOiIjcjxnAFGVdYF2u4SYCERERtZ3OaA0AKxgA9ma+KmsGMEtAk5dLT0/HG2+8gc2bNyMnJwdLlixBfn4+Fi5cCMCyNzhv3jxx/MKFC3Hx4kWkp6cjJycHmzdvxqZNm7B06VJxzMqVK5GZmYkLFy7g1KlTWL16NbZu3Yr77ruv298fEVFXqmmytCUL8m13F1DqI4ZHWypW/JBb4eGZkKe0619/d5RfAYBx48YhJycHK1eudNl/Q61WQ61Wt2f6RETdwmgNACu4cee1ooMsAeA6rQFHLlYgOSHMwzMiIiKi3kBnsAT8mAHs3YQM4AZmAJOXmzt3LsrLy7FixQoUFxdj1KhR2LFjBxISEgAAxcXFyM/PF8cnJiZix44dWLJkCdauXYvY2FisWbMGc+bMEcfU19dj0aJFuHTpEnx9fTF8+HC88847mDt3bre/PyKiriSWgGYGsNe6aXg/bD6Qi69Pl8JkMkPOZCWv064AsLT8yu233y5ez8zMxOzZs50+JjU1FZ999pndNZZfIaK+jBnA5K9W4oYhEfj2XBn2nr7CADARERG1CXsAE2DLAG5iBjARFi1ahEWLFjm9b8uWLQ7XJk+ejKNHj7p8vmeeeQbPPPOMu6ZHRNRj1TSyBLS3uzYxDP4qBa7UanGyuAaj+gd7ekrUzdr9qZLlV4iIWiZmADMA7NWERVUDN+6IiIiojcQS0AwAezWxBDQzgImIiKiDxAxgDQPA3kqllGNYdCAAoLCKfYC9UbsLwLP8ChFRy5gBTADgb924q9cZPDwTIiIi6i2EDGA1W4l4NbEENA8SEhERUQdVMwOYYPvzF/4+kHfpUAdwll8hInLNaLJs3DED2Lv5qS3/xdZruXFHREREbcMS0ATYAsDMACYiIqKOqmmyJCSwB7B3CxECwA0MAHsjfqokInIzg1HIAOavWG8mZAA3MAOYiIiI2ogBYAIkPYAZACYiIqIOYg9gAoAQPxUAoKpR5+GZkCfwUyURkZuxBzABzAAmIiKi9tMyAEyQZACzBDQRERF1UI3YA7hDRWCpjwhiCWivxk+VRERuxh7ABDADmIiIiNpPzABmD2Cv5qtiD2AiIiLqOKPJjFqtZT+KGcDeTSgBXckS0F6JnyqJiNxMb7T2AFYwAOzN/FTWDGBu3BEREVEbaY3MACbAjwcJiYiIqBNqm2zBPvYA9m6RgWoAwOXqJg/PhDyBnyqJiNxMKNXmr2KJFW/mr7Zu3Gm5cUdEREStM5vN7AFMAICIAMtGXWmt1sMzISIiot5IKPfrp1LAh5VlvFp8mB8AIL+iwcMzIU/gv34iIjert57UF07uk3fyVzMDmIiIiNpObzSLX6sVXEd6s5hgDQCghJkaRERE1AFCAJjlnykh3BIALq3ViklL5D0YACYicrMGrTUDWM0MYG8mZICzdB8RERG1hdZg25BR+/CjujeLCfYFAFyuaYLRZG5lNBEREZG9mkbLXlSQhgFgbxfs6yMmKV2u4eFCb8NPlUREbmQ2m8UMYKEEMHknP+ufv95oK+dIRERE5EpVgyVTQ6WUQ80S0F4tMlANhVwGg8mM0lpu1BEREVH7MAOYBDKZTPx7IPy9IO/BT5VERG7UpDdBOKTPHsDezc/HdgCAWcBERETUGmFDJtTPBzKZzMOzIU9SyGViub5zpXUeng0RERH1NjVNlnVlkC/3JgkMAHsxBoCJiNyoXhLo8/VhBrA3Uyps2TvsA0xEREStETKAQ3xVHp4J9QTD+gUCAM5cZgCYiIiI2kcI9AUxA5hg+3vAALD3YQCYiMiNhP6/fioF5HJmbng7oQ90g5YZwERERNSyygYdACDYjxt1BMSFWfoAl1Q3engmRERE1NuwBDRJMQPYezEATETkRkIGsB/LPxMsBwEAZgATERFR66okJaCJAjWWvwd1Wq4jiYiIqH1qhAxgDdeVxACwN2MAmIjIjRp0tgxgIqEPNDOAiYiIqDXcqCOpAGslmTquI4mIiKidmAFMUiHWvwc1DAB7HQaAiYjcSG80AQB8FCz/TICfmhnARERE1DZag2Udqfbhx3SSBICbuFFHRERE7VPTZDlAxh7ABDAD2JvxkyURkRsZjGYAgI+Cv17JlgFcz8wNIiIiaoXOGgBWKVhJhoAAjbCO5EFCIiIiah9mAJNUsB8DwN6KEQoiIjcSMoCVzAAmSHsAMwBMRERELRMDwEp+TCdbBnAtDxISERFRO9WKrUWUHp4J9QTMAPZe/GRJRORGthLQ/PVKgL9a6AHMzA0iIiJqmc5oWS8wAEyAbR1Zp+VGHREREbVPZYMOABDip/LwTKgnCGIA2GvxkyURkRsZTNYS0HL+eiVmABMREVHbCRnAagaACUCgRugBzHUkERERtZ3RZEaVNdAX5s8AMDED2JvxkyURkRuxBDRJiRnAOmYAExERUctsPYD5MZ3sN+qM1kOmRERERK2pbtTDbF06hPixBzAxAOzN+MmSiMiN9EZrBjA37giSDGD2biPCunXrkJiYCI1Gg+TkZOzfv7/F8Xv37kVycjI0Gg0GDRqEDRs22N2/ceNGpKWlITQ0FKGhoZg6dSp++OGHrnwLRERdSmdkD2CyCfNXQSYDTGZbGUciIiKi1lTUW9YNQRol9ycJABBuzQSvbTJAa2CSijfhbwAiIjcyiD2AmQFMgL+KGcBEALB9+3YsXrwYy5cvx7Fjx5CWloYZM2YgPz/f6fjc3FzMnDkTaWlpOHbsGB5//HE88sgj+PDDD8Uxe/bswd13341vvvkGhw4dQnx8PKZNm4bCwsLueltERG4lZgAzAEywHCgNs/btu1Kr9fBsiIiIqLcQDo6x/DMJgn19xM8YpTVcV3oTfrIkInIjvbU8m5I9gAmAn5oZwEQAsHr1asyfPx8LFixAUlISMjIyEBcXh/Xr1zsdv2HDBsTHxyMjIwNJSUlYsGABHnzwQaxatUoc8+6772LRokUYN24chg8fjo0bN8JkMmH37t3d9baIiNxKyxLQ1ExkoBoAA8BERETUdkIGcCgDwGQlk8kQFWRZV16uafLwbKg78ZMlEZEb6a0bdz7M3CAwA5gIAHQ6HY4cOYJp06bZXZ82bRoOHjzo9DGHDh1yGD99+nRkZWVBr3fes6ahoQF6vR5hYWEu56LValFTU2N3IyLqKZgBTM1FBDAATERERO1TaQ0AC5VEiAAgKlADALjMDGCvwk+WRERuZDBZA8ByloAmSQ9gHTOAyXuVlZXBaDQiKirK7npUVBRKSkqcPqakpMTpeIPBgLKyMqeP+etf/4r+/ftj6tSpLueycuVKBAcHi7e4uLh2vhsioq7DHsDUXIifDwCgqtH54Scib7Bu3TokJiZCo9EgOTkZ+/fvb3H83r17kZycDI1Gg0GDBmHDhg1292/cuBFpaWkIDQ1FaGgopk6dih9++KEr3wIRUbeqaGAGMDmyVZZhBrA34SdLIiI30hutJaDZA5gA+KutGcBaZgATyWT2vxfNZrPDtdbGO7sOAC+88AK2bduGjz76CBqNxuVzLlu2DNXV1eKtoKCgPW+BiKhLCRnAagaAyUoIAFczAExeavv27Vi8eDGWL1+OY8eOIS0tDTNmzEB+fr7T8bm5uZg5cybS0tJw7NgxPP7443jkkUfw4YcfimP27NmDu+++G9988w0OHTqE+Ph4TJs2DYWFhd31toiIupSYAcwAMEmEWDPCqxuZpOJNOvTJkqfviIic01szN5Ts3UZgBjARAEREREChUDhk+5aWljpk+Qqio6OdjlcqlQgPD7e7vmrVKjz33HPYtWsXxowZ0+Jc1Go1goKC7G5ERD0FS0BTc8G+lgBwDQPA5KVWr16N+fPnY8GCBUhKSkJGRgbi4uKwfv16p+M3bNiA+Ph4ZGRkICkpCQsWLMCDDz6IVatWiWPeffddLFq0COPGjcPw4cOxceNGmEwm7N69u7veFhFRl6qot6wbQlkCmiRslWV0Hp4Jdad2f7Lk6TsiItcM1gxgFQPABEkGMHsAkxdTqVRITk5GZmam3fXMzExMnDjR6WNSU1Mdxu/atQspKSnw8fERr7344ot4+umn8eWXXyIlJcX9kyci6kZCCWhmAJNACAAzA5i8kU6nw5EjRzBt2jS769OmTcPBgwedPubQoUMO46dPn46srCzo9c7/HTU0NECv1yMsLMzlXLRaLWpqauxuREQ9VWWDkAHs08pI8iYhwrqygetKb9LuT5Y95fQdF19E1BPprT2AlewBTJBkAGuZAUzeLT09HW+88QY2b96MnJwcLFmyBPn5+Vi4cCEAS2nmefPmieMXLlyIixcvIj09HTk5Odi8eTM2bdqEpUuXimNeeOEFPPHEE9i8eTMGDhyIkpISlJSUoK6urtvfHxGRO4gZwAqFh2dCPQUDwOTNysrKYDQaHSrGREVFOVSKEZSUlDgdbzAYUFZW5vQxf/3rX9G/f39MnTrV5VxWrlyJ4OBg8RYXF9fOd0NE1H0qrCWgmQFMUrYMYK4rvUm7AsA96fQdF19E1BPpDUIPYGZuEOCvsmQAaw0mGKxZPUTeaO7cucjIyMCKFSswbtw47Nu3Dzt27EBCQgIAoLi42K6aTGJiInbs2IE9e/Zg3LhxePrpp7FmzRrMmTNHHLNu3TrodDrceeediImJEW/SQ4ZERL2JVugB7MN1JFkE+wq92rhRR95LJrM/XG02mx2utTbe2XXAcqBw27Zt+Oijj6DRaFw+57Jly1BdXS3eCgoK2vMWiIi6lS0DmAFgshHWlVUNLAHtTZTtGdwVp+9iYmIcHtOW03fLli1Denq6+H1NTQ2DwETkcQaTkLnBDGAC/NS2DJ4GvRFBPBhAXmzRokVYtGiR0/u2bNnicG3y5Mk4evSoy+fLy8tz08yIiHqGRmvLCF8fZgCTRYC1nQiryZA3ioiIgEKhcNhvLC0tddhnFERHRzsdr1QqER4ebnd91apVeO655/DVV19hzJgxLc5FrVZDrVZ34F0QEXU/MQOYAWCSEA4ElNczAOxNOrQT3RNO36nVagQFBdndiIg8TW9kBjDZqBRyKKzlwMvruMAiIiIi58xmMxr1lgCwhgFgsvJVWT5TCH83iLyJSqVCcnIyMjMz7a5nZmZi4sSJTh+TmprqMH7Xrl1ISUmBj4+tF+aLL76Ip59+Gl9++SVSUlLcP3kiIg/RG02obbIcHAtjCWiSiAm2xNpKqpvE+Bz1fe2KUHTX6btdu3a1evqOiKgnEsr8KpkBTLAcdDKaLIuq53bkeHg2RERE1FMJ5Z8BwFfFADBZqJWWvwtNDACTl0pPT8cbb7yBzZs3IycnB0uWLEF+fj4WLlwIwFIdcN68eeL4hQsX4uLFi0hPT0dOTg42b96MTZs2YenSpeKYF154AU888QQ2b96MgQMHoqSkBCUlJairq+v290dE5G5C+We5DAjy9WllNHmTfkGWShZagwmVDWwv4i3aFQDm6TsiopbprQFgHzkzgMle5snLnp4CERER9VDSAJ9GyXUkWQiHAYTy4ETeZu7cucjIyMCKFSswbtw47Nu3Dzt27EBCQgIAoLi4GPn5+eL4xMRE7NixA3v27MG4cePw9NNPY82aNZgzZ444Zt26ddDpdLjzzjsRExMj3latWtXt74+IyN0q6y2BvRA/lViRjgiwHCyMCLBkhRdXN3p4NtRd2tUDGLCcvrv//vuRkpKC1NRUvP766w6n7woLC7F161YAltN3r776KtLT0/HQQw/h0KFD2LRpE7Zt2yY+5wsvvIC//e1veO+998TTdwAQEBCAgIAAd7xPIqJuIfRRCPbjKTuy+Oec0fi/D39CRAB7RhEREZFzQolfH4WMrURIJJQDb5JkiBN5m0WLFmHRokVO79uyZYvDtcmTJ+Po0aMuny8vL89NMyMi6nnE/r/clyQn+gVqUFanQ2mtFiM9PRnqFu3+ZMnTd0RErhVWWk5QxYX6eXgm1FPMHB0DACir06KkusnDsyEiIqKeSMjwZP9fkvK1/n3QGUxiWxEiIiIiV4QS0GH+7P9LjsKtGcAVdToPz4S6S7szgAGeviMicsZkMuOSNQA8INTXw7OhniJQ44PkhFAcuViJzJzLuP+6BE9PiYiIiHqYJr0lw9OXAWCS0PjYzuxrDUb4qTq0hUNERERewpYBzAAwOQq3Hgwor9d6eCbUXVhbiojITaoa9dBZewBHB2s8PBvqScbFhQAALlU2eHYiRERE1CMJJaCFnq9EAKBR2v4+sA8wERERtaaynhnA5FqYv6U9ndDCkPo+BoCJiNykQWcAAKiVcviwdxtJCL1Xqur1Hp4JERER9URN1gCwNOBHJJfLoFJaPlewDzARERG1RgjshTADmJxgCWjvwwgFEZGbNDFzg1wItZ68rGjgAouIiIgciT2AuY6kZjTWADAzgImIiKg1BRWWynP92ZqOnLCVgOb+pLdgAJiIyE0arJsyfuzdRs0IvVcqucAiIiIiJ+qtlWT8GQCmZoTDpcJhUyIiIiJXLpTVAwAGR/h7eCbUE4UHsAS0t2EAmIjITZi5Qa6IAWBmABMREZET1Y2WNhEh1rYRRAJ/lRIAUMGNOiIiImqBzmBCvjUDeFBkgIdnQz2R0Bu6vE7r4ZlQd2EAmIjITRqFEtDMAKZmhB4bV2q5wCIiIiJHVQ2WAHCwL/u1kb0xA4IBAN9dKPfwTIiIiKgnK6hsgNFkhp9KgaggtaenQz1QhNADmAcLvQYDwEREbtLEADC50D/E0nulpsmAausGLxEREZFAqBLCDGBq7prEMABATnGNh2dCREREPdmFK5byz4kR/pDJZB6eDfVEQgZwg84oVrKkvo0BYCIiNxF6APuyBDQ1469WIsLaZ6OgssHDsyEiIqKeRjggFuLLADDZiwv1AwAUVTV5eCZERETUk+WV2QLARM4EqJXQ+FhCgpdruLb0BgwAExG5CUtAU0viwixZwJcYACYiIqJmqtgDmFyItVaSKaxqhNls9vBsiIiIqKcS9pviwvw8PBPqqWQymXi4UOgXTX0bA8BERG7SyAxgakGon6XMSk2jwcMzISIiop6mvE4LwLZeIBIIrUTqtAbUNHEdSURERM4VVjUCsK0diJxJCLcEgC8yAOwVGAAmInIT9gCmlgSolQCAmib2ACYiIiJ7woZdLDfsqBlflULs11ZY2ejh2RAREVFPdcm6TugfyvUkuRYfZikRnl9e7+GZUHdgAJiIyE3qtJYAsJ9K6eGZUE8UqLH8vajTMnODiIiIbJr0RpTV6QAAA7hhR04ImTxFVQwAExERkXOltZaKMtFBGg/PhHoyMQO4nBnA3oABYCIiNxEyO4VAH5FUgBAAZuk+IiIikiiubgIA+KkUCPZlD2ByFBti2cgtZACYiIiInDCazKhssBwoDA9gSxFyLT6cPYC9CQPARERuUmsN7DEATM4EqpkBTERERI6E/r+RgWrIZDIPz4Z6ov4hlo06ZgATERGRM5UNOpjNlq/D/BgAJtcSwmwBYLPwl4b6LAaAiYjcpNaaARykYeYGOQq0/r2oZQYwERERSVQ1WNaQIcz+JReEDOBLDAATERGRE+XWdiKhfj5QKhjyIddira1FGnRG1HCPss/jbwMiIjcRAntBvswAJkcB1gzgWmYAExERkURVoyUAHMxsDXJB6A3NDGAiIiJyprzeUlEmzJ/rSWqZxkeBED/LwdMSaysa6rsYACYicpNasQcwszfIUZi1B0tJNTfuiIiIyKbK2q+NGcDkipCpcbG8AUYTS/URERGRvcs1lkBev0CNh2dCvUF0kOXvSUkNA8B9HQPARERuwh7A1JKrogIBABeu1ENnMHl4NkRERNRTVFszgEP9GAAm54b2C0SInw8q6nX4/MciT0+HiIiIepjCSkuyQX9r1RCilsQEWwPATFLp8xgAJiJyE1sAmJt35CgmWINAjRIGkxnnr9R5ejpERETUQ1RaM4CDmQFMLviqFHjw+kQAwHvf53t4NkRERNTTFFrbRPQPYQCYWhdtDQAXswR0n8cAMBGRGxhNZtRpmQFMrslkMiRFBwEATpXUeHg2RERE1FOU1lh6tkUGqj08E+rJJg4OB8CNOiIiInJ0qZIBYGq76CDL3xP2AO77GAAmInIDIfgLMABMrg2PsZSBPlVc6+GZEBERUU8h9GyLDuaGHbkW5q8CAFTU6zw8EyIiIuppCioaAABxYX4engn1BjHMAPYaDAATEblBbZOld5taKYdaqfDwbKinGm7NAM4pYQCYvM+6deuQmJgIjUaD5ORk7N+/v8Xxe/fuRXJyMjQaDQYNGoQNGzbY3X/ixAnMmTMHAwcOhEwmQ0ZGRhfOnoio6wgbL9FBGg/PhHoyIQBcpzVAazB6eDZERETUUxiMJjEDOCGcAWBqnVACuqiKPYD7OgaAiYjcoKaR/X+pdUIG8GmWgCYvs337dixevBjLly/HsWPHkJaWhhkzZiA/33kfw9zcXMycORNpaWk4duwYHn/8cTzyyCP48MMPxTENDQ0YNGgQnn/+eURHR3fXWyEiciu90YQrdZYS0MJGDJEzQRofKOQyAEBlvd7DsyEiIqKeori6CQaTGSqFnAcKqU2ETPFLlY0wm80eng11JQaAiYg6adsP+XjzQC4AIIjln6kFw6IsAeDLNVqW7yOvsnr1asyfPx8LFixAUlISMjIyEBcXh/Xr1zsdv2HDBsTHxyMjIwNJSUlYsGABHnzwQaxatUocc8011+DFF1/EXXfdBbWafTOJqHe6UquF2Qz4KGQIt2Z4Ejkjl8sQ6mf5O3I0v9LDsyHqPqwiQ0TUsnxr+ecBYb6QWw+LEbUkNkQDmQxo1BtRVsf9yb6sQwFgLr6IiCzOX6nDso9+wr+PXALA/r/UsgC1EvHWU3anuiELeO+ZKzhRVN3lr0PUEp1OhyNHjmDatGl216dNm4aDBw86fcyhQ4ccxk+fPh1ZWVnQ6zue9aTValFTU2N3IyLypBJr/99+gRpu2FGrkhNCAABf/lzi2YkQdRNWkSEiat3FcksAOIH9f6mN1EoFYqzZ4gWVDR6eDXWldgeAufgiIrI5dL7c7vtQZm5QK4ZHW7KAfy7s2sDsmcu1+O3mH3Drmm+79HWIWlNWVgaj0YioqCi761FRUSgpcb6BXVJS4nS8wWBAWVlZh+eycuVKBAcHi7e4uLgOPxcRkTuUCP1/Wf6Z2mDm6BgAQGltk4dnQtQ9WEWGiKh1FyvqAQAJ4f4engn1JgOsBwYKKhgA7svaHQDm4ouIyCa3rN7u+1+N6++hmVBvcd2gcABA5snLXfo6Ry6yNCD1LDKZfWab2Wx2uNbaeGfX22PZsmWorq4WbwUFBR1+LiIidxADwOzXRm0QGWDZLylnqT7yAqwiQ0TUNvnWDOA4ZgBTO8QzAOwV2hUA5uKLiMiesGknuHF4Pw/NhHqLGaMtlS4O51U6/P1xpyu12i57bqL2iIiIgEKhcMj2LS0tdcjyFURHRzsdr1QqER4e3uG5qNVqBAUF2d2IiDypqsESyAsPYBUZal24EACuZwCY+j5WkSEiahuhBzBLQFN7xIVa/r7klTMA3Je1KwDMxRcRkT2hb5sg2NfHQzOh3iIm2Bdj40IAAN/nlrc8uBMYAKaeQqVSITk5GZmZmXbXMzMzMXHiRKePSU1NdRi/a9cupKSkwMeHv2eJqO+obrQcig7S8HcbtU44KFDZoIPBaPLwbIi6B6vIEBG5ZjabxQzghHAGgKntkmIsLepYQbBva3cJaICLLyIiQVdmcFLfNTjC0pelsKqxy16jssGWGSL8v0vkKenp6XjjjTewefNm5OTkYMmSJcjPz8fChQsBWNZ18+bNE8cvXLgQFy9eRHp6OnJycrB582Zs2rQJS5cuFcfodDpkZ2cjOzsbOp0OhYWFyM7Oxrlz57r9/RERdZQQAOYhQmqLUD8VFHIZzGbgSh0P+1HfxioyREStq2zQo1ZrAMAS0NQ+qYPDoZDLkFtWj+LqrtufJM9qVwCYiy8i8laXKhugb3bK3mgy43INA8DUfv1DfQEAhZVdt8AySYK+BhMDwORZc+fORUZGBlasWIFx48Zh37592LFjBxISEgAAxcXFyM/PF8cnJiZix44d2LNnD8aNG4enn34aa9aswZw5c8QxRUVFGD9+PMaPH4/i4mKsWrUK48ePx4IFC7r9/RERdRQDwNQeCrkM/UMs68iCCm7UUd/GKjJERK0Tyj9HBamh8VF4eDbUmwRqfDAkMgAAcKKQ7VX7KmV7BksXX7fffrt4PTMzE7Nnz3b6mNTUVHz22Wd217j4IqLe5IfcCvzmtUOYODgc7z10nXi9vE5rF1gbFOnvielRLxRr3bg7VVLbZa9hkpxXMBjN4OcA8rRFixZh0aJFTu/bsmWLw7XJkyfj6NGjLp9v4MCBzG4nol6vpsmSsRHEADC1UVyYL/IrGnCqpAbXJoZ5ejpEXSo9PR33338/UlJSkJqaitdff92hikxhYSG2bt0KwFJF5tVXX0V6ejoeeughHDp0CJs2bcK2bdvE59TpdDh58qT4tVBFJiAgAEOGDOn+N0lE1AkXy+sBAAlh3JOk9hsZG4TTl2txoqgGU0c4T/Ck3q3dJaBZwo+IvM07310EABw8b9+vVdr/NykmCOvuvbpb50W9V+qgcMhllj4b56/UdclrmCHNAGaPOCIiop5I7AHs266z2eTFBlszNd77Pr+VkUS9H6vIEBG17HypZU9pYATLP1P7jYi1VNU9WVzt4ZlQV2n3p8y5c+eivLwcK1asQHFxMUaNGtWmxdeSJUuwdu1axMbGulx8CVatWoVVq1Zh8uTJ2LNnTyfeHhFR57lqV15s7f87Ni4E//3j9d04I+rtBkb4Y1T/YPx4qRpnL9eKG3nuJK36bDAyS5KIiKinqajXIb9cKNun8fBsqLe4d0ICth66iFMltWjUGeGrYpkX6ttYRYaIyLWTxZbKckkxbI9J7TcyNhgA8NOlapjNZshcbYJTr9WhY8ZcfBGRtzOZzDhkzQiO4YYddcCgCH/8eKkaF8rqu+T5TSb2ACYiIurJ9p+9Ap3RhOHRgV1yGIz6pmFRAQjSKFHTZEB+RQOuig709JSIiIjIA4wmM7ILKgEAIxgApg4YMyAY/ioFiqqbsP9sGSYNi/T0lMjN2l0CmoiorzMYWy+X+/Lus9hyMA8AEB3MADC13yDrRu+FK10TANZJ/h6zBDQREVHPc+ayJWPj6oRQD8+EehOZTIaBEZY+f7lddJCQiIiIer7sgkqU1ekQpFFifDzXk9R+/molfnNNHADgLes+N/UtDAATEUk8+v4xXLdyN6oadMj46gzufv076J0EhF/efVb8mgFg6ojELt64k/69ZQloIiKinufMZUvPtmH9mP1L7TMw3LKOvFjOADAREZG3OnLRkv173aBwqJQM81DHzLl6AADgcF4Fq/T2QR0qAU1E1BdpDUb8N7sIAHDgXDkyvrIEeaXtDwxGE5QK+0VVNEtAUwd0fQCYJaCJiIh6qqy8CmSevAwAGBbFEr7UPgPD/QAAedYe0kREROR9juVXAQDGxYd4dB7Uuw2LCoSPQoaaJgMuVTYiLszP01MiN2IAuL3qecKWqK86XVQjfu1n0otfSw8/NVTVIkijRGSAClfqdPDzkePGeH/+bqB2G+Qng0IGVNTrcKmwHANC3HuQQKez/R021NUDvm59+t7J39/TMyAiIkKT3ohfv3ZI/H4Ye7hSOwkloPNYApqIiMgr6Y0mfHu2DAAwITHcw7Oh3kyllGNov0CcLK7BiaIaBoD7GAaA2yuA5bmI+qoLI6YAs5YCAB54/yenYxoGDkZgXTmq//wRoFRh5ysPIPiZy904S+or/ACMv/efyBowEvtuvRf3HN/p1ufXP/AK0C8RAGC4dgJwJc+tz98rsZQNERH1AGcv14n/JcUGaxARoPbshKjXGWItG362tNbDMyEiIiJP+ORYIWq1BkQGqjEuLsTT06FebmRsEE4W1+BkUTVuGRXt6emQG7E4PBGRVVFgRKtjsgYkoUbtD51SBQCIqK/q4llRX5aWewwAsD/xarc/t05hO+NlkCvc/vxERETUMadKbFVnNv3uGg/OhHqrof0CIZcBZXU6lNY2eXo6RERE1I2MJjNe3HkaAPDg9YlQyGWtPIKoZWMGBAMADudVengm5G7MAG6vujpPz4CIukjx/84AWUUtjvnT7L/i2vhgIL8aASoFfKvKu2l21BdNKqzBS5uP4tsxk2DYugxKufvOZelf+Q6osmwIGvbtB/oHue25eyOz2Qx+JCIiIk86UVSNyno9TpdYsjZ/N3EgkmK8+/9n6hhflQJXRQchp7gGnx8vxoM3JHp6SkRERNRNTpXUoLRWC3+VAg/eMNDT06E+YNKwSADA4bwKVDfqEezr4+EZkbswANxe7B9I1GcV1xvaNO6H/GoAQGSQhr8TqFPGDPFDsK8Pqhv1OF5hQHJCqNueW2+yfW1QqXv139XTJbWIDFQjzF/VocdnnryMv/znOF6aOw43XtXPzbMjIiJqXaPOiLte+w61Wtt68yr2/qVOmHN1fzzzRQ2+PVfGADAREZEX2flzCQAgZWAY1EpWfKPOSwj3x5B+AThXWoe9Z67gtrGxnp4SuQlLQHuZtd+cw+L3j8FkYh9EouaKqtpXPq2jwSgigUIuE8usXLji3goTeqMtAmww9t7f+Wcv12J6xj7c8M+vcbygCn/+4Dgu17Tv3+pDW7NQ1aDHA28e7qJZEhERudakN+KDrAK74C8AjGD2L3XCyFjLGvJcKauUEREReYvaJj22HMwDAPw6ZYBnJ0N9yi+SLAkTu3Mue3gm5E4MAHsRk7U/wCfZRTiaz3ruRM0VVze6vO+m4Y5Zg8VVrscTtVVssC8AoKTavf3bdNIAsMnUwsiuYzabYTZ3Lvi85/QVAECDzojZaw/gw6OX8Jf//OiO6REREXWLP39wHP/49ITdNY2PXDwERtQRQ6MCAAD5FQ0oqGjw8GyIiIioO7z93UXUNBkwONIfM0bFeHo61IdMTYoCYNmHMxg9s49I7scAsBepaNC5/TnXfnMOD245DJ2BvxR6E5PJjI+PXcLF8npPT6XHaNQZUdmgt7v28KRB4td/umkI9iydgrPPzsCK2SMBAA9cz1Jr1HnRwRoAQFF1E/6bXYifC6s7/Zwl1U2obbJlGRk8VPXh1a/PYfjfvsTpklqs3nUa/zlyqd3P0aAzOlw7Y+2dSERE1BOZTGZsPZSHL38uwaZvc/HFT8UOY5751WjIZOxOTx0XEaAW24f8uwNrLCIiIupdDp4rwwtfngYA/PHGIVDIuZYk97k6PhShfpY2dVkXmTzYV7AHcC9iNptRXN2E2BDfdj3OZDJDbzLZZZfp3HCKo7pRjxd3Wv7T+T63HGlDIzv9nNQ9/nPkEh778Ef4KGQ4++xMT0+nR9j2Q77d98OjA+0a3g8M9xdLPs9LHYhbRkYjMlDdrXOkvinGGgDe9kM+tv2Qj0CNEj89Ob1Tz5n6/G677z1RAtpkMuNfmWcAAI++fwynrEHbOVf3b3XD++fCamzYex6zxsaiUe8YADa1IavYaDLjL/8+jpj/3959h0dRrm0Av7en904KaUASehXpRUARUVEREcEKx4ZwrMeGFRVBjvXIpyiKAqJgBaX30EMNkEB678km2b7z/bHJJksKaRCSuX/X5SWZzG5m82Rmn53nfZ/Xza4FR09ERNQ8giDgUHIR/jyVhaT8Chy4VFhnn26+Tlj9yBBczC3H0HDPdjhK6mxu7umHY6nFuJjHwXFERESd2Y7zuXjo26MAgEB3e67RSm1OJpVgTA8fbDieie3ncnFDGD+vdAYsAHcgy7Ym4JMdF/H27T0xLMILwR4OTRrp8+C3R3A2qwyvTI6ybqvU1b2h3lz7Lxa0+jmofWyt6uVv6MDrgralk+klePPPeADA46PD0d3PGcMjvJBRrMGPh9Jw76CgOuv9+riwqERto0+Qm83XtWfutoSl7bLtturWLSazgLi0YvTs4go7haxVP+dKMoprWqTXnoGs1hnhYqeo7yFWy7clYNu5PPx5Khuzh4bU+X5TrlxHUoqwIS6zycdLRETUGuuOpOPFDacb/P7y6X0xurs33ByU8HFmHkltI9zH0gaa6wATERF1Xv/dloiPtlkG2Hs7q7Bp/gjIZWzsSm1vfJQvNhzPxLZzeXh5cnR7Hw61ARaAO5BPdlwEALzy6xkAwPSBQXj/rt5XfNzBpELojGYcuFRTsK3Qt67AAFhurlerr0UnXb9KL2t1LEZmswCjWcDslYcRm1QzQ2PuyHC4OliKU55OKux/cWx7HSKJRA8/5zrbKvVGOChb9hZdUs/5XV2A/WpvEhZvPo/xUb74avbAFj3/5S7mqfH7yWyM6uZtbUMIAIUVulr71NyUzCvTXbEAnFJYs45deT0DlpqyrnBiLmfCEBHRtbPjfJ7N1wqZxDrY8u3be+L2fl3a47Cok4vycwEAJOaVY8PxDHy9Lxkf3NUbMQFcX5qIiKgz2Hw621r8DfF0wGf39b/iPRWilhoR6QWFTILkggpczFMjwqfuPUvqWDhUpBVMZgF5Zdor73iVrDuafsV9tAYTdFXr817IrbkB3xYF22O1esFr62nReT1KLayAhsVqlGjafj3o65XBZEaeuu55On/dCXR7ZbNN8XfZPX2sxV+ia0UikeC1W21H1eWV6bB0ywVsi89t9vNllmjqbDNUzQD+9kAKAGDbueY/b0M/a/yyPfh4eyKmfXHA5nv1FaIB1Hs+Xs5ca8ZwZkll3e8LliLwT0fT8ciqo/jPxtM2jwEsN0KJiIiuBUEQEJ9dBgD4Zs4gLL6zFzbPH4HPZ/bHoyNCcc/AoHY+Quqs/Fzt0DvQFYIALPzpJM5mleHeFQfb+7CIiIioldRaA77el4wnfjwOAJgxOAi7nxuDnl04yIuuHmc7BUZWLfP58zF21esMWABuhcd/OIbB727H8bTrd1Hs2jfga8+Gam0BWKM34WxWWZs937Ww83weRi3Zhdd+O1Pne4Y2WBO5I2msxawgCEgrrKxTTOmoZn51CIPf2Y6EWn//Sfnl+ONkls1+jkoZbu3N9TOofTw4rCt+fWKYdV3p5dssLf8f+e5okx6/6kAK/j6TDQDIrWdgUvU6um3d9nlPQr7N1zpjzXtBQwNNkvIrsOl0NrQGE9KLKpFcUFFnn+LKmscm5tYt5JoFwbKW+c+nsO1cLn48lIZzOWU4llqEV349jdTCCmSXtt8ALSIiEpet8bnIKNZAKZeif4g7ZgwORoSPM27p5Y+XJ0dDKefHbrp6nhobafO1WmtEua71Hb+IiIiofQiCgH+tPo63/oyHWQCGR3jhjdt6tvdhkUjcXTV49ZfjGdYl5ajj4ifRVvjnrGUG1fJtie18JA2rfQO+dpG2spEPhEUV+noLCLWlFVXCVKtA2BEKwC/8cgoAsP5Yhs32Czlq9F60BUu3XLjmx/TZzov4fNfFa/5zjY0Ud9ceScfIJTuxePO5Zj2nwWTGbycy23VWfH0OJ1tala+vNWM+oZ7WsN8+NJg356jdSCQS9A1yg1/V2tK/nqgZoFCqabxle0KuGq//fhbzVh+HIAj1zrytXvddVetvXBAEpBRU1DvYIyFXjbf+jEdhuc5m+xt/nMXyqtZDAFB+2WCSW/67F2qt5ecXV9R/3K/8egaP/2D5IDPig50Y8+Eumy4SBpMZxbVeQ2FF3UKy2WwpANc2+eN9mPZFLFYfTMO/fzqJnAYKwE1pH01ERNRUWSUa/Hv9SQDAI8ND4WrPbjJ0bY3t4WPNIavtSyxoYG8iIiK63m2My8S+i5b38sm9/PHfe/vyniVdM2N7+MDNQYF8tc6mAyx1TLxyNIPRZEZ8Vlmdm+V7EvLx1d6kRh9bVM8N7IaUVhqQV6ZFRnHdtpfN1VALzoziui1CAcu6k2M+3IWblu223sSvT9ll3+sILaDz1Lp6t3+45QI0BpN1jeWrJatEY/N7KyjXYck/F/DB3xdQUnnlv48zmaWY/mVsm1x4a9c/Li+GvPlHPADg//YmN+s5/29vEuavPYE7Pj9w5Z3bgdZQM2KpoNz2993DzxmDunpc60MiqiPCx6nOtiutZZtVq+VzUYW+3oJx9brvtWcArz2SjtEf7sKbf8bX2X/qp/vx9b5kPPrdUbz22xlcyi9HdqkG3+xPwfJtidb3h8tnl1yqmt0L4IrXtR8OpVn/na/W4ZPtiVi+LeGKA5AAQED9heFqR1OLra04a9u2cCQkEskVn5+IiKipPt91EWqtEWHejnhiTER7Hw6JkEwqwdJ7+qC7b80abZfyuRRGc8RnlWHVgRRU6jlzmoiI2ld6USXeqrpP89zE7vhsZn94Oqna+ahITJRyKcb28AEAfLrz2k9co7bFAnAzvP77Wdzy8V58tS+pTtHs7b/O4UxmKbQGE976Mx5/nqqZvfXzsQz0f2srvo9NueLPEAQBt322D4Pf3Y7h7+/EkRTL7MWWrlvbUAH4n/gcayE7Lq0YK/Zcgsks4H+7LqFUY0CZ1ogb39vRYGG77LICQ3M+KJ3PKbtiQeNKSir12JdYUKcNgdZgQnxWmc3s5CtpSilAazDhq71JSKmnVWlth5OLrDGrLadUixvf24Gblu22bqv9XJe3Kq3QGXE4ucjm7+z+rw/hUHIRHm1iS9jG1H7ed/46hyX/nMfRquOWtrA28veZHAD1rz96PdAZTTibVYqcUi1e+dW2DbhcxoIQXR9iAlzqbKt9Th1PK8a5ywqb+bUGt2SXalFSTwG4+j3ETlHztv/uX5ZZ/tXrAtvsXzWo53haCb6LTcW9Kw7adHpILqhApd5Y77U/s0SLi3nl+LgZg2rSiiqxdGsClm9LtFleoCFqrREXr7DGb33vA36u9k0+JiIioiu5mKfG6oOWAU3PTugOR5W8nY+IxGpYhBf+WTASz07oBgC4dIU8iWqkF1Xizi/24/Xfz+LljWfw95kcDH9/B36q1UGKiIjoahMEAW9XdUorrjSgm68THhsZ1t6HRSL11NhIyKQS7E0swNms0vY+nA7npyPpSC9q/eTOtsBPqM1QPVvpwy0JuG9ISJ3vP70mDqO6e+Ob/SkAYF1P9NmqlmCv/nYWs4Z2bfD5BUGAxmBCamHNH8fO83kY1NXDZj3EpqrUG5FdWn8xrqTSgKJKPbycVNYZm2qtEZ/VGtWh1hrx9l/n8PDw0Dozpi6fAdzUFtDlOiMmLd8LAEh852bIpRL8eiITkT7OTV7EXm80487PDyCpoALPTexuHWl/OLkI93wZCwD48O4+uGtAIExmAT8eSq3z3AaTGQqZpRBS/f/GfLbzIj7ZcREfbrmA82/dXO8+f53KxhM/HodCJsHxV2+Cs11N+7c9iZZ1MnPLago1tde9zCnVIsq/pvCz5J8L1qLMR9P7YHiEt7WY35zZ5Jd784947E3Mt/l7+mqfZabv97GpOLVoIqQNVIBNZgGnMkoQHeACpUyK/HIdvJ1U1r8Nc62i8vqj6dh1IR9L7+nT5muO1ndc720+B3dHJR4fbTvronah+6ejGfjpqG3L2HBvR9grZVh8R++reoxETXVTtC/e/su2/Xp1gTe1sAJ3Vl2vkxffYj33nvv5lHXfzBJNnQE6QP0zgLVG2+t29XXdxa5u68p8tc5m0Mptn+6HVALI67l+frw9sUkDnmrbGp9r/Xd8EwrAtXX3dUa5znjFwSc3hHnAiTfmiYioDX2xyzJY9sZwT9zc06+dj4aoppvM8bRi7E3Mx9Awz3rztaYQBAEZxRoEutu3WQeVX45lQC6TYGrfLvV+X2c0QSVvm8+PWoMJUomk3paZZrMAiQRYuT/FOssKsLTc3BiXCQB4/udTuHtAILvHEBHRNXEstdh6jzbc2xGf3te/Sfesia6GUC9HjI/ywT9nc/HiL6fx6xPDIGvprDERKNcZseZQGvZdLMDuBEsdyMVOji0LRsHP1e4Kj766eCe0JQSguJ4iXG6ZFifSS6xfm8xCk08Mo8mMGf93EEdSbNv7agwmlGkNmPLJvmYd4ou/nMLaI42PWM0r02Hj8Uzr1yv3JaO+ibOZJRoEujvYbCvT2M76auoM5YJaM9WKK/VIK6zEgnWWAnnKe5Ob9Bw7zuciqaoQseF4Bh4fHQ6JRGKzxuvX+5Jx14BAfB+bgkV/1G1vWqoxwKuqfUbt2Z96o7neD4j7q9ZdqN1G+HLfHrC8SRtMAvLVOpsCcO11MuevjcPSu/vgZEaJdVvWZYX62jPyFqw7iafG1hQ2a8/gU2sNyFfrEOZdt21sfVbub7itc1nVMUob+ID7XWwK3vgjHrNuCMHAru6Yv/YEFozvhvnjIwEAtSdjVxekTmeW4skxEbhnkGXx+LTCSqQUVmBkN+8GjyOjuBL5ah36BbtDozfh52PpuKWXf4PtTtYeSbO2q545OASuDjW/98biBQBdPR3x9ZxBje5DdC2FeDri6XGR+Hh7zdryG+My4aiS46UNp63b1DojXOwUKLhsjd653x+z+XpyL3/8dTrbugawXFpz/TCYhFr/NuOmZbuRW6ZrcO3Ch1fZdh8wC5ZrZn2KG+g+0ZDa17zNZywtpKf1D8QvxzMaeITFoinRmDMsFIIgIPSlTQAAhUxifW1BHvZIL7JcX3sHujXrmIiIiBpToTNa36eeHhfJIhFdF/oFuwMAUgorMevrw5gxOAiL72z+YNcKnRHLtibg633JGB7hha9mD2z1wN4yrcG6Xvbobj6wU0qRmFuOmAAXSCQSvPLrafwWl4XvHh5sfR0GkxkZxRqEejk262cVV+hx00e7EeHjhLWPDYXeaMayrQlIyi/HlloDD2tzUsnrLG+SXqRBsKdDvfsTERG1FUEQ8MWuSwCAewYG4oO7+rTzEREBb03tif0XC3E6sxQvbTiF96f15meeegiCgCd+OG4t/Fab3Nu/3Yu/AAvALSJAQE49axQazAIUtW6uF1fNsG2KpIKKOsVfwFJU/nZ/SqNrHVqPSxCQXaqFt7Oq0eKvq70CpRoD8tRavLOpZqZZRQNF3HVH0vHvCd1ttl2+PnB9rabNZgFSqQRGkxlb4nMxLMLLZm3KwnI9kvJrt0HWwL8J7TmPp5VY/30pvwIHk4owNNwT7o5K6/ZAd3uYzUK9xV/L8dbEpvZla92RNNwQ5on47DL8d1siPpvZH1H+LnUK+dWzTn1d7PDICEs7jtqvpboF6+qDqVhzOA29A2tmIP92IgsTov2w/2Khddv5bNuW2AGudsiq1Ra69vrEWoMZWoMJdgoZ7vz8ABLzyrFt4UhE+DhDazDBaBZQUqnHq7+ewfhoX8ysmq3elLbYpZUGm9daewT2si0JAIDvD6Zix/k8AMBH2xIs/03vU6ctOmBp6/r8L6cwqrs3fF3sMGH5bmgNZvw0dygGh9Zdc/dYajFm/N9B6I1mfD17IM7nqLHknwtY9Ec8Drw4Fr4uthdNQRDwfWyq9evbP9+PkZFeWHRbDDafycHjPxxv9PVO7u1/xd8J0bW2YHwkpvT2x28nsvDpzos4m1VmU/wFgKJyPVzsFI22S/5gWm/oTGb8dTrbOgNYb6q/YJtZrLF2KKhvDeGWmhTjh7/P5jTrMQm5lpaFwyI8r1gAru6cUDsBnRDjh79OWYrIfi521gKwnCMVqT1VNL6EBBF1HIIgYNmuFHyyz5KDutvLcYOvHc9zui74yoDu3o64UPXZdM3hdCwaFwpVPYOcG/PwdydwMLUEALDvYgG+3nEBt/X0QZBby5fTyKvVTeZ8Sh5+O5OLH49n4793RGFqT19rO/VHvj2CY/8eBkEQMOv7kziYWoJvZ/TC6AjPep/XaDZjyY5k3BDiBrMgIMDVDjevsAxcLCgvQtcX/7risU3t6YORYR749+/nbbavj03C1MFdrTOriYiIrobfT2Zh+/k8SCXAYyPD2/twiAAAPi52+OCu3njyx+P46WgGxnT3wc29Ov+9dLNZwEfbElCuM+KVydH1TvA0mQUcSSlCQq4aO8/nWYu/Q8M8MaVPAPxcVRgZ2fAEuGuJBeAWEIT619TRG81ILar5ULPuSDrmNqFXf1xasc1sr9pySrUIaKQomlpYgTf/iMe80eEoLNdh3urjVyxq9Q50xd7EAuSV6WCnkNaZJRnh42SztuInOy5iY1wmBoa4471pvWGnkFlni1bvm1Joe8NjX2IBHvnuCJ4aG4mM4kqsOZyO+28IxvgoX+s+BeU67KuaWQtYin+DQyWQQAJv57qFc0EQ8MmOi1ixx3Zd4rNZpRga7gl1rVm2BeU6rD6UevlT2LymnFItvpw1wGaU76u/nUWIp4O1DfeCdSfw9zMjbYoLuy7kIU+ts846zVfr8NzE7iiq1Va5VGNAYbnOutbs5UWarBINMotrZv0eTrZdN/hKo6tXH0zFPYOCkFgVp/0XCxHu7YRpXxxAUYUeM4cEY+eFfOy8kI+Rkd4I8nBoUhvx1KIKmxl9RRV6+LvaQ2swQV3r93R5G9UF606im2/DH4r/OJmFh4eHWv/WtpzNQWphBcq0RoR6OWBsD19klmgw7YsD1sd8F5uK1Kq/K5NZwK2f7MOGf92III+aEdhx6SU4n1NTPE8uqEByQQXuHhh0xeLv+CifBluPEbUniUSCSF9nDAnzwKc769+nsEKHrl6O1nU4as96rebppLQWc6vb9OsM9Q/0yWrG2t3OKrnN9aAxn97XDxEvbwYAhHk5Wrs3XImDUoYJMX5YMUuOx74/hlk3hOD7gzXX9MGhHsgp1dq0939lchQ2nc7Gu3f0QpSfM5ZvS8SYHj7wdbHD9nN5uP+Guks3EF0zTh3/xrFeKodZKoWdseVLURB1Bpc8AvHJo/+zfj328N+A06R2PCIiW0v8IjD77jdQ7GDJk87EDEav7ItQmq+cv+mlcsy/7Tkc7D7M9jl3JmPJzmRsWvkUovMb7irVmIKgnsB97wEAzs2ahx9vmgcA+ODb3Zj6v4eAF/4EABRWGqD28EavBeutj52z5jTe3PIFZsX9BQkAo0SKTFcfhJTk4O1xj+Hbgbfhy9jmr9l7+9md+OjPpdbnPDrhceQ4e8K9sgwbeo3DJ/tS8e3RTMS+NI5LiRARUZszmswwCQKW/HMBgGXdVQ46ouvJLb388djIcPxv9yW88MspDAhxh49L+89qbWuCIGDD8UxczC9Hpc6IVVUTzo6nlSDEwwG5ZVqM7u6DnFINNp/JQUmloc4km5dvicKj1+G63cxgW0AAcCHXUnQa090bOy/UTO+uvcbrkn8u1ClkPvHjcUT6OGHeqHDYKWQwmszWNXjrk1OqrbclcbWn18ThZEYptp/Pw43hlhGx1TOfGhLobikoL/rjLFzsFNAabFuI9vBztikAA0BGsQYZxRpEB7jgsZHhSKx6/TeGe+JiXjmSCypgMguQAHjjj7PWk6T6DQwAVh9Ms47qBYBZXx+2+Rm/xmVhwboTMJgErHpoMEZ188b5nDIs3nQeUf4uuKWXH5ZtTbDuPzjUA4eTi3AhR40yrcFmVnJmsQav/Xa2zmsP9XJEckEFfjuRBQBYdSDVpoAIwGYN5vM5asz55rBNgXbON0ds9v8uNhUPjwhF7QmwD35zBJ/e16/Oz692PK3Y5iKRXFBhnTEN1MwgtlfIoKmnYHMhR40zmTULsNsrZCgo11sLzbXbWh1LLUaQhwMKy698w/bpNXE2BfGk/AoYTYK1Jav15+eqL39oozOM/zqdjRG1Rr1Ur2lRzdVegXfv6GWz7WxWGUo1Ncecr9ZhxAc7cf6tSdYC+cEkyyxqT0elzSz5tCYssv7Q8FCuXUDXteERXnh6bAQ+rtUBoFphud4yIq3qmvjvCd3hpJJj14U8bDtnmaHv7ayyFoX3XyxAdqkGCfWcuwCs20dEeuFQUlGDM4UBYEQ3Lyy+szf6vLGlzvdOLZqA/+26hM+rWhfJZVLMubErtsbn4sWbe+Cxy1pUA8D703rhcHKxzWzfo6+Mh4NSjgkxfjj5+gS42MltCsBrH70BEontzN9HRoRZOzI8OTYS80aFQy6TwmwWoDGY4MibdkTN8meP4TjtG4Hn93wHs0SCSQ99CpNUik3fPA1HQ91OOC0hAPg9aiRi8pIQUdj4jH+iptLIVahQ2sGrsvTKO7fAweCanPXrn9/ADWmnG9mb6NrrnXMRsV88iKemPIet3YZi2v0fQm4y4tPf38ekhNgGHxfn3w17Qvtj82XF39pueegTfLHxXdyc0PA9jIbkO7pb/72oqvgLAM66ClQobG8k1i7+Vnttwr+wdMT9mHZmO3aGD0KyR8sH8ya/fys0ChUcat0LkQtmLP7nUwDAT71uwoZe4wAAaq0Rf57Mwr2Dg1v884hajN0liDqtH49nYdHfiZBLJag0mOHjpMTcgX487+m68+9hXbDnfC7ic8sxbukuPDg4EPNHdr2u76unl2hwIlON/oEu0BrMSC3WwMVODielDL+fzcPepCJ4OChxU3dP7L5YhEsFlUgqqjs55mR6CU5WLfl66LIJfADQxVWFab39ML6bJ3oHuNiev47NW8LkauHd0Cb677aaGboms4Bv9qcAAMZH+9oUgC/3fNVaqNWqi7M6oxkvTOqBwyl1/3AAwMtJiYJyPfLUOpu1YvsGudmsM3wyo+bGhq6BtRhrC/F0sK6fU6k3WWeF1Rbl74I/Gygir9iThPtvCLEWRO8aEIiNcZlQa40Yt3QXUgqvXHhryLZzNUXL2SsPY/+LY7F0SwJ2J+Rjd0I+/rf7ks3+o7t743ByEdYfy8DuhHx0rbUuUJ7atqhd/bqi/JyRXGsG2kfbEursd7ldjcQXsKzTfCGnblHlyR/jGnzM5jOWlqh2Cin0RjP0JjMKynXwcbGDuaqFM2BZv7K6Heq9g4KQWliJ2Kqi56LfawrccenF8K3VU/5Urb+LZ9adwKHkQgwMqdtyeWwPH2s7ZwB14jfzq0NQyqW4qdbM7YaUahoeUR6XVoI53xxu8PulGgOe+NF2xm712qaXF3enfxmLFyb1wLZzedY1jW/t7Q8PR5U1nt9WnZ8NGRLqgUFd6/4+iK4nEokECyd0R5i3Ey7kqrH9XK71erAqNsWmmNo3yA03hHlCKZNaC8BeTioEujvA3UGB4koDhi7e0eDPqm6XH+rliNhLhQ3uBwCOSjlc7RV4a2oMXr1soI2LnQL/Gh2Os1llGB9tuW4sui0Gr0+JBgDMHRWG0xmlOFD1MxQyCaYPCsb0QcGY1r8Llm1NwOtTYuCgrElPqtckfmhYKFbuT8ZDw0Ktg2UaI5dZBk9JpRIWf68Tn3/+OZYsWYLs7GzExMRg+fLlGDFiRIP77969GwsXLsTZs2cREBCA559/HvPmzbPZ55dffsGrr76KS5cuITw8HO+88w7uuOOOq/1Smq+8bueY2gor9PjpRA6OppdicLArHJQyzBrY9l0q9CYzHlxzCp4OSiy/IwpSiQRvb72IfUnFWDOrL9wdLOebIAh48u3dAIBfxs1AL39nJF205H6/bjuFmQMCWnwM+eV67LpUiGhfJxRXGjD/B0uu/MDAALwxqeOto1q9BMa1Om6twYTfzuRhdIQHfOvpmHOtLdmRhPQSLUq0Btzcwxsz+rf8b2NnYiG2JRbiuTGhcGtgPfqmePj7EzieUYat/xrU7Ha1OqMZmaVadPWwh7SemP52Ohev/XYOEIDHhgZh3KsNtOogamd2AB5NK8HWVScAAEaZHPPueBkLRnXFvf384euswprjWfhkbyq+uDsGRpOAad82/Pm1tn/d8R9senQgDqQUI7lIg/+MD4NjVe62Li4bgW52GBZaU+xNKqzEurhsyyDnE3WXBjnvE4qYhT836WeX2jtj5aDbm7Tv27dE4rXNiejXxQX/u7sniir1mL/xHJ4fGwbJq+VobGXf2wwm5B3MwI6LhSjUGFu9/jG1jqhzyE7QRQawzLA3S6R1OhHoZHIoTUYYpHL8GTUCg9LPIqgsr4FnocYIAARIIMWVl3+j9leqcsSiJ1dDL1dAXzVw/9/rl8Dh1a3tfGREdSkAfOwRiEemvYYUjwB8vDcV6/86isHpZ3F7/E6MSao72QMAypX20MkU8NQ0vHwdAGjlSvzRYwQ8K0sxJuko6vtkXWTvgmXDZ2J4yglMSrQd0GiGBIJEgm8GTMH2iMHokZ+CX6NHW7vhNGb3pbq1ud7ZCZh5YjNici7h24FTkOPsBYXJiINBveCo12B08lHYGfS4+/Q29Mmpv6svAKCe5TLbQ4vuiIox+Yqsp72tl5MS9wwMQkmlwWamKwBIJI3H+Itdl7AtPtfawvdyQ8I8sel0NoxmwWat2FUPDkZqUQXu+iK2zgytY6l11xCu9vqUaPxxMgsf3t3HZg3d+nT3dW7wewXlesz6+jAq9CYEedijZ4Ar7h0UhP/bm9yq4q+jUlZnDeJh7zVcrACASJ+a48xT6+ot+tamkElsiqRt6fLZzE3l4WBZtzirVItdF/Jxz6AgFFToUD2ZNsjdwVrw8Xe1R/9gd8QmFWL9MdtZMmsOp2PN4YZbXtX+vkouhc5oRpi3I3oHutoUgOujN1rWEL2cn4udzVrY1QXbhmSX1p0tNHNIMH44lGazbe6oMBxJLrL+nd7WN8A64AKwDHq476tDtsfiao95o8KwMS4DKYWVdQZWdPV0gFwmRVJ+OTY+Pgx9gtwaPVai68nt/SxFoBcm9cBnOy9iyT8XbN4XRnbzxpCqNbVd7Gve1j2dlFDJZVh6Tx889O3Rep97/rhI/LfWEgRzbuyKDcczbToBXC6g6mb6rKFdMWNwMHou+gdagxleTpbrmbOdAqseGmzzmOrCyEs3RwEAXt54Gj8cSsO9g2pmUtwY4YUbI7wa/Ln/uaUHbgz3xNDw+td/o+vbunXr8Mwzz+Dzzz/HsGHD8OWXX+Lmm29GfHw8goPrzqhJTk7GLbfcgkcffRSrV6/G/v378fjjj8Pb2xvTpk0DAMTGxmL69Ol46623cMcdd2Djxo245557sG/fPgwZMuRav8QGmc0C/u9oDnxcVPBwVKGHnzPWHE7DV3uT4eWkxIhIb5sZ7tsTLed3fKEWb03tiW8PpGDH+Tx8MqMfPJ0aLvit2HMJibnleHBYKLady8VnOy/ipmhfLJ/eF9/sT8HxtGJMjPHD/uQSAEClWYJl0/vgq4OWnOKh9WfRN8gNR1KK8N6dva3PW1BhwM6LNe+rL29KQFgXDwzs6o7sEi3SiipxY7gn4rPLsHxbIv41Ohxf7LqErBIN1s8bigqdEV5OKuvAjf/8cg5bqzqVjOxW0x3ku6NZmNQvCJE+znU66AiCgOSCCpzLVmN8tA9UchlKKw04k1WKoWGeTRoUUlul3oiiCj0kEgkOJRViVDdv6+9WbzRDKqkZRGIyCyjVGODhaLnGpRVWYu7qYziXXYZJMX7Yei4X7g4KPDuhO+4eGFRnFPT5nDJkl2oR5O6AY6lF6BPkhrWH06HRWzoThHo7Ii6tGB4OSswfH4ncMi2CPRwhkQApBRX4bOdFPDUuEuHels8iL607gY1xmegb5IY3p8bgUn45bu/bxXqdPZhUCC8nJSJ8nHE+pwyzVx7GvYOCseCmbsgr0+LeFQeRUliB358cjiAPB6jk0qrlXQyQwHINB4DcMi1e/OUU/Fzt8fDwrvj3Tyfx0PBQDA33RHaJFsEeDkgvrsRn+2vyuD2XijF9WASkUgkMJjOOpxajT9XfVEG5DlP7dIFJEFChM2LR72dRqjGgq5cjFDIppvQOwAt/JSBPrUO62oBJMX44mlKEN6bGoFxnhLeTyhqT6r8Jtc4Il6rjLdcZYTIJyFNrcSClBACwM60cD3TxQpnWgH/O5GBKnwCbIo7ZLMAsCJDLpCjVGLDjfC4+3n4RyQUVeHREKM7nqLE3sQBT+wbg5clRuJRXgfm/ngMA9OzigrnjugOO7V+EJ2rI4ChHvDnVYNMZ66PdKfj+WDZemNQdL/1lGTx73/cn4WTXvFtDt/xfTW6ZoTbgtSnR2Bafi8WbLfdFTr4+AYm5ahjNAuZ+H2ddlqS5Dv9nHGKTCrHrQj4OJRUiq+ozZRc3e2TWWsIkzNsRwR4O6B/sjgqdEX2D3HBzL3+M6hkILycV7JUyeAP4e+GVBzYDlgL6k5Oi8ZjRDIVM0uEGJ3UmYs4hmyLL2QvfDLwNm7oPg8qox5ikY+hanAVfdSFGJh+Hnall5161PEc3pLv5oX/m+XpvyDfFKb8IzJz+NiqU9piUEIvu+SlY32s8lCYD0tz8MST9DPQyBY4ExSCgLA//fP0EnPUNL1FkkMqQ4eqLFHd/uGvU6Jtd/8QOk8SSN8iEK0+WaUipyhEOBi0UZhNK7JywMWYMDDI5Hjz6OxTm+pdXKrR3wUn/bgguyUFEkSXPFgCkufkhNrg3euZeQs/cS/U+9kq0ciVO+kWiT3YC7EwGCAD2h/SBWuWIj4bPRJqbL774dXG9xZhSlSNO+UcixT0AJ/0jEVySi8HpZ+CuUcNNq4azrsKmK0JTCQAqlPZwrIrZlf5OzPUUqSsUdvgtehQ8Kssw/uIhyJsYM5NEigteIehSlgdXnWWyj1EihUwwt/jvFbAUmpx0lQ0unVBo74JXJj4B7/JiBJXmWjsajU46ih/63owJCbGYdWJzvY+tfv1r+kyCXm7JY29KiMXYpKO45xSLv3T9iijKwPav5mFDzBi8Ne5RZLt447eY0fg9eiR+WPsyAsoKEFSaC5lghlamwBc33I3/G3wHBEjw+vYVCC/MQLnKAX/0GIEKpT0kEDA66RgUJiPeHfMQCh3dAFiW5xiddAzReUnQyRTIc/JAdtV73SXPIPzYdxLmHtqAyMI0/B41CsX2zrjgHQJtrW4ysSF96n0NSqMeerkS3fJTEZN7CUapDOUqB3QtzkJ0bhJGpJyAX7ntpJgPN/3X+m+9VA6pYG7yNep6IRGE5pWi161bh1mzZtkkX1999VWjyVfPnj3x6KOPYu7cudbka82aNTbJ14gRI2ySr9dee61ZyVdZWRlcXV1RWloKFxeX5rykJhEEAW/8EY9vD6RYty29uw+mDQgEAHwfm2KdCeWkkmPHv0dh8ebz2BiX2ayfE+njBI3BhF/+dSOmfLLPpqi5YtYATIjxAwA8+M3hBmceO9vJMTzCCyazgC3xuXhuYnc8MSbC+v1SjcGmdeekGD94Oimthbjt/x6FcUstsz4un31Z2zt39MTMISHYeSEPD17WFrkxET5OeOO2GMysKuJNivFDdICLTXvnxng5KbHsnr4Y1NUDd3y+v04L59pr+Pbq4gqjWcC57DIsuas3lHIp5q890eRjvZyvi8qmzbervaJZH2bfvaMX/rOxpk3csAhPSCUS7E20rIVce43MmAAXdPdzxobjlr+hr2cPhFQiwYPfNv13XZ9nJ3TD8EhvuDso4OagxN3/O4BgD0ebGdgNmTsqDD8dSUfPLq54Znwkpn1RfwuxoWGe1pnKjTn40jjojWaMXFIze+KTGf1gFgRrnP7vgYEoKNfhpQ0Nt9f7aHof3NEvEJ/uSMSHW2z/jkK9HDF/XCSm9AmAwWTm6G3q0HJKtRj63nbrAKNFU6Ixa2hN25WsEg1urBo8k/LeZACAzmjCqA922QzYAIDnJnZH70BX6wCW/sFu2PD4MOy8kIe53x/D21N74ovdl5BXpsWBF8dhzZE0XMwrx+tToq0FAgBIzFVj+bZEPD0uEt39Gh5AVJvJLCC3TAt/V7tOdUPtauciHdmQIUPQv39/fPHFF9ZtUVFRuP3227F48eI6+7/wwgv4/fffce7cOeu2efPm4eTJk4iNtbz3TJ8+HWVlZdi8uebD9aRJk+Du7o41a9Y06biuRf64fFuizUCLlurq6YDHR0fA3VEJO4UU2+JzUaIxwN1BiV+OZTR5be62MjDEHcfTimEWrpwPDQxxR3ap1uZmfVM8OSYCa4+k1xlkdnNPP2s3lT6BrgjzdrLm3C9M6oGUggqsO5qOR4aHYnJvfyQXVGDtkXR4OCiRVlSJ+Oy6I5Bv7ukHFzsFYpMKkVZUiYEh7pgY44d3Nln+Bh8YGgIXOwU+3Vm3LX81R6UMfYPdMDLSG/lqHX4+noGSytbdeAUsg/devLkHNp/Oqbd7UBc3ewzs6g6lTIr1xzKglEvx6uQovLf5vHWAZYSPE9KLKhvsGCSTSuDjbBmg0Fh3o6aqb216wPI5qbFBRo2ZOyoMDw0LxabT2Vi6JQGVeiOGhnsipaCy3r+tG8M9MaVPgDWHHB7hhf7BbvB0UkFjMOGrvUko1RjQzdcZmSWaJsdKLpXgzBsTmVNSh7HzQh4OJxfhy92X0MiqPTZu7xuAMG8n9A92h8ZgwrubzkGjN9XJJ5vLWSXHn08Px9b4XFzKr4BMalkq6umxEfB2sUO/IDdE+7vgyz1J6NnFxWYZocudSC/BhZwy3DMwqEPnk8wfGyfWHPJoShGOpxXDASbYy2XIKtPiZKYaar0RQ0PcYa+QYl9yMWJTSmBs4MQO93TAS+PDoNYaEentCH8XFTwdlSjRGLD6aBZ8nJUoqjQgLqMM4V4O8HJU4lBqCRQyCZzt5JAA2HAqF1qjGcNC3XBjVa5xPq8crvYKPDwkEAEuKmSUanEkrRQlGiN8nZUo1hig1pqQX6GHk1KGn05kI0d95SXJqg0KcsUTw4MxIswD+eV6ZJZqIZVKUKox4FSWGl/GpttMILGTSzEu0hMjwz3wZ3weNAYT8sr1yCnTwcVOjvHdvCCRAFKJBN6OSuhNZpzNKUdmqRY3dfPCg0O6YFtCIcp1RmSV6aDWGmEyC0gq1OBUthqudnLIpBJoDSZUGix51A0hbnhpfBhCPRygM5qRVqzBmRw1EvIr8evpXFToTZBJgFuifWAnt8Qqu9a9xAGBLghwtUOAiwpxmWVQyaX49+hQKGVSeDsp4emoQGGFAanFGsSmFONSQSU0BjP2JxejXG+Ck1KGfoEu0JvMOJRad8mLwcGuuKuPH6J9nZBZqsWK2HTEZZY1+h7gbi/Hktt6oKjSgD/O5uFwWikmR3tjbIQnSrQGJBVqoNGboDOaEZ9bjtERHvBzVuG7o5lIKtRAJgFMAhDp5YByvQlu9nJE+Tihd4AzCisMcHdQYGtCAY6ll2JcpCfMAqAzmWEyC9ibVDOhydtJCReVHP0DXXB3Xz84KmXwdlJCEIBvDmfg7/MF8HFSYmb/AHx9KAOnstWwk0txc5Q3TGYBm89Z8lipVIIoX0eo5FJU6k3o5e+M0RGeiPRygEkQcCpLjWMZZbg12huBbnZIK9aiQm/CLydz8M8Fyz3a3v7OcLWXI1etQ98uLijTGpGYX4lSrQEFFY3njd28HSCTSnBjV3cMCnZFcaUB60/m4Ey2GpHejojPKYcAYMlt3XF3H/8rnhdE15MSjQFfHkjH/x1Mt3kP8ndRQSWXIqtUa53Zfi252snRw9cR7vYKRHo5Ys7gLjiWUYYePo7wcVJCJZeiRGO0dj676q5yC+im5iLNLgCLNfmqllmiwT3/i0VBuQ67nhsNf9eatmJagwl/nMxCmLcjBoR4wGQWsPpgKtKLKvHoyDAMeXf7FZ//5OsTrO0u3/wj3tri1lEpw6lFE603+XdeyMNbf8YjzMvR2u4TsHxQW36vZe1ZndGEc9lq9O7iWmdmhM5owv/tSYLJDDw+JhwKmRTbz+XC2U6BQV3dseSfC/BztcNN0b748J8EnMksxV0DArFibxLy1Tp4OCpx5OXx1iRo9srDCHR3sFnD8Z9nRmLyx3thNAv4ae5QDOrqbvPBrEJnxN9ncjA+yhe5ai0mfLQHAODhqERRraJzoLs9MoprbupUFzUAwGgyY9nWBOt6kwDw/KTu+OBvy8jjMC9HfPfwYOSWaTEgxAOF5ToMeHsbAGDv82Mw9/tjcFTJYKeQWYuwcqkERrMAH2cVDv1nHD7beRHLtyVi5ZxBGBDijqmf7beukfy/+/tj3uqa1sU/zR2Ke76svyj64d19cNeAQGgNJjy7/iTOZJbiq9mDoJRJcecXB+rc3Hzr9p5YfzTd2s458Z2bUa41YuLyPQ3Odu7q6WAzE/u1W6MR4eOE309m4eeqWcN/PT0cMQF1WyAcSSnC3f+zHPuKWQPqXavzqwcGYnR3b0glEkilEmw/l4v3/z6PhNxyBHs44Iv7+6Ok0oAhoR74ck8Ssks1eGVyNBZvOodVsamYMTgYaw7XzBS5+M7NkMuk2HUhz7q28sGXxsHVXoHHvj+Krp6OeOO2GEilErzxx1mbmcC1bVs4ChE+TqjQGTHl031IyrcU0T+7rz8m92YiRZ3LkZQi/Hw0AzNvCEbvQLc634/PKoOLvRyB7jWN7QrLdTAJAvLKdLiYV44bwz3h42IHo8mMlzacRpnWgBcm9UBY1Qwzg8kMhUwKjd4EjcFknflGjeMNvPrp9Xo4ODhg/fr1Nt1d5s+fjxMnTmD37t11HjNy5Ej069cP//1vzWjL6tkZlZWVUCgUCA4OxoIFC7BgwQLrPh999BGWL1+O1NTUOs8JADqdDjpdzXtoWVkZgoKCrlrMEnLVuPm/e2Fq6h33a8ReIYPGUP+shdpm3RCCW3v7Y/qKg7BTSKE1tO1IV4kEGNfDB3cPDMLcevIOMYj0cWqwIxBdn54ZH4lnxndr78MgarbiCj0Ucile+OUU/jqVDX9XO9w1IBCf7LAMbLl7QCA0BhOmDwpqsPBqNgtIKazAz8cyMLaHD0o1Bny5J8m6RFR9JBLgqbGReHh4KCAArtfqplsHwfyxYWLOIZduuWA9N68k1MsR46N8IJVKUKYxIrtUg1MZpTb31aq1ZT6nkkvhYq9A/hW68QGW5c3eu7M3NsZlIiFXDQ9HJQYEu0NrNCEhtxzFFXqM6eGDj7cnWgerKWXSOp0Pq12p6+LVUr28UkvIqwbbZdXTHe9yLXl9N4Z74nyOut64V/N3tUO0vwtUCimOp5Ygp0wLpdyyNN31wEEpq3epwuuVs50cfi526ObrjEv55UjKr2jwb7Y+wR4O2LJgJAcVUodVoTNi3upj1ppKbX4udpgxOBhFFTqsirW8typkEtzWpwu8nVUoLNfhWGoxMoo1uG9IMP5zSxQOJhXi3U3nrJP9fJxV8HWxg7ezCsEeDnhoWCj+OJWF3Qn5SMxVI8TTETOHBMMsCDCahapJjuLp0NTUHLJZfX70ej2OHTuGF1980Wb7hAkTcODAgXofExsbiwkTJthsmzhxIr7++msYDAYoFArExsbaJF7V+yxfvrzBY6kv+boWurjZY+vCkSjTGOF3WTthO4UMdw8Msn4tk0ow+8au1q+fn9Qdf5/JwVtTe2LnhTzcWlWYkkokOJpSjP4hbtbiLwC8emsUctVaXMhRY+ndfWxayo3p7oMx3X0AAJtOZ+N4ajHcHZWWD1VVVHIZ+jbQ6lYll+HJsZE228bVWuf1+Uk9rP9eek/NtPnx0b54d9M5TIrxsx6PnUKGdXOHAgDuGRiID7dcwHvTeiPc2wl/PT0CeqMZvQLrFhwdVXLrDGpXBwUWTYmGo0qOuwcGwWgyY09iPjKKNZjapwvKtAZ8uOUCHhja1eY55DIpnh4XiZyqmWQPDguFs50cexLycTCpCHf064JAdwdrIcTTSYV1j90AiUSCIA8HbJpvaV2eVaLB57suYs6NoSip1OObAyl4aFhXSCQSPDEmAg8PD4O90vKGvH7uUHzwz3ncPTAI/YPdkbz4FnwXmwpvZxUGh3pg7/NjYK+UYef5PGgNJrjYKxCXVoI7qtq42ilk+PS+/jav47Up0Zi/Ng4KmRT9g93w4LBQTIzxg7NKjmfWncC8UZYivbujEof+Mw4GkwCpBNh2Lg/zVh/DfUOC8eyE7nB3UCAxrxxP/ngcKYWVuLmXH/xd7RHl7wKDyYwof5d6i78AMKirBz6Y1hvBng64IcwTX88eiC7u9tiTkI8LOeXoG+SKcVE+NkX8cVG+6BvkhjWH0zBtQKDNgIjas85fnxKDuwYEISbABXsS8pFZosFN0b7WVn6ju/tg+fS+ECBYz6vvH7ad/f/6lBjcOygYz64/idOZpfjX6HCYzQKiA1wQ4eNk/ZtaMWsgHv/hGHRGM4aEcZ1f6nwGdW18DevogLpv+tUJkI+zHXp2qbkGyGVSLLm7bmsURdW5aa+UWa99RC1VUFAAk8kEX1/btou+vr7Iyam7FiAA5OTk1Lu/0WhEQUEB/P39G9ynoecEgMWLF+ONN95o4Stpvm6+zlh0WwwyiipRpjVgSKgn8tRapBRWIibABQNC3OGkkuPL3UmYMTgYcpkEr/12Bk+NjURaUSX+s/G09eZPd19n2CtlyC3T2iyr4KSyrMsd7uOEjOJKlGmMKCjX4bP7+uNMViny1ToEuTugf4gbtsbnYlBXD9zSyx8f/H0eG+IyYaeQYuXsQdgSn4vvYlMwd2Q4PKtaut/Syx8KmRR/PDkcYd6OSC6ogKeTEqUaAxZvOo/0okqEeTvB39UOfq52GBnpjeNpxVDKpUgrqkRibjmc7eQ4lVGCMq0RZrOAcB8nfDS9L/RGMxyUMvi6WN73P72vH9YdSce57DL07OKKXZfNQl00JRpFlQasOZyGSp0RvQJdcfeAIJxIL0F2qbbeTiYRPk7WQXsAEO7tiG6+zpBJJUjMLYergwJ3DQjEuiPpyCnVwiwI8He1g7uDEttrLZFRPZs1zMsRU/t2Qb9gNxxPK8b4KF+sO5KOm3v54be4LGw6kw211nZ2q0wqsQ4AeGpsBO4aEIhAd8uMgNJKA1zs5TiZUYrnfz6J4koDbgz3xG8nsgBYbgpNjPG1LvOSVaKFl7PS2qK7QmeEWmvE2iPpOJlRAoVUghGR3qg0mPD3mWyEezvhsZFhSMqvgINKBplEgmERXlh/NB1ZpVr0CXRFSmElfJxVcHNQYOW+FBRX6qGSS9HdzxmTe/ljS3wu8tQ6PDw8FD8fy4CXkxJjuvsgt0wHL2clboryRWGFHkaTgD2J+YirmhXeP9gN3s4qvFm1xvzCCd2RV6aF0SygoFyHzadzsOCmbpg3Kgxagxmf7bwIV3sFJvX0w9b4XHg4KrHmcBqKKvQI93bC32drzms7hRTjonwR7uWItKJKeDurMKVPANYfzcDJjBKMr/pM88fJLOSX6xDh7QQ3ByWOpRYhwM0ecqkEBeV6hHk7ws/FDvHZZQj2cICPswp5ah3GRfnieFoxHh0RhmAPB/xzNgdf7U2Cj7MdFk7ohm6NLJdDdD1zrxrQ9+mMfnhoWCgifJzgaq+Ai50CqUUVePXWaKjkjed9UqkEYd5ONvcLxkX5IqO4EqmFldZzrExrgJ+LHZztFNAZTTbdY4iaSsw5ZJS/C+7s1wUVeiMq9Sa42Cng7qhAqcYIncGErFINRkR6Y0SEF26oZzmMrBINPt6eiPXHMmAyC9bBf9XFX7lUgpgAF2SWaBHl7wytwQSDScDwCC94OilRpjGiUm9EqJcj+gS5YfPpbJzJKoOTSo4AN3vEJhXiZHoJ8tU6yKUS9Ap0hb+rHTKKNUgrqoSnoxIKmRQejkrEBLjgiTERcHNQYlgjS/4AwKSefvg+NhUb4zJRqjFAKrEsQSQIlqKop5MKIyK8sOCmbpAAOJlRAp3RjNUHU3EwqQiDurrjpmhf+LnYQSqV4Hx2GfLLdVDKZDCZzchT62CnkMHD0TIT7Ms9SSiq0CPIwx5u9kr4utjBx0WFQHfL1yq51FrYm9jTF1N6ByCpoAJL/rmAw8lF1g44Ps4qRPm7INDdHuHeTpg+KAhf70vGlvgcdPd1wW19AzCoqzsclHLEpRVjx/k8pBVVYuf5PIR5O6G4Uo/UwkrrhJjq1+vtpLJ+ZrBTyKCUW3KghFw1EnLUyFPrcO+gIAR5OMBOIUNOqRYf70hE7KVCqLUGGEwCvJyUiPRxxqMjQ9EvyN3mb0Vf1eY+o1iDhT+dwJGUYoR5O2JIqCeySzWwk8tQXKmHk0qOEE9H68SVrl6O+OdMDgQImD4oGFN6++NYajEOXCrEuewyFJTr0DfIDaUaAzQGE5xUciirlh3p5uuM9KJKeDqpEORuD6lEgkqDCT38nNE70BVHkouRp9bi7zM5OJ5WDL3RbO10FObliHFRvjidUYrcMi1GdvPG42PCcSmvApvPZMNBKYefiwqjuvtAZzRhzaE0lGoMkEgkqNAZcTarDGUaS+tsHxcVkvIr4OagQJnGAC8nFfxc7RDs4YDZN3ZFdqkWsZcKIZMC7g5KSCQSOCplKNcZUaEz4Z5BgejhZ3vvxWwWoDWa8MWuSxAEy3KSuy/kI6mgApV6I0ZEemNomCc0BhOKK/WY3MufxV/q0BxVcnz30GAk5JZDKgEySjQoqdSju68LovydrTWERbfFWM/F2rUvwNI1rXq/kd28MbKbNwRBgFlAneWVAEu9oXbNga6sWTOAs7Ky0KVLF+zfvx833nijdfu7776LVatW4cKFC3Ue061bN8yZMwf/+c9/rNsOHDiAYcOGISsrC/7+/lAqlfj2229x3333Wff58ccf8eCDD9oUeWtbtGhRvckXR01StbwyLbydVR2mHZRaa6jzwdhsFpBZokGgu32DryNPrYWXo8omiTOZBZTrjHUuqteDogo9NAYTurjZX3nnBtR+cyAiul5wBkf9qvPHAwcOYOjQodbt77zzDr7//nucP3++zmO6deuGBx98EC+99JJ12/79+zF8+HBkZ2fDz88PSqUSq1atwowZM6z7/PDDD3j44Yeh1dY/sv5az95oLaPJbLPuqdiYzAK0BstauU1R3wfFlIIKeDmr4NTE56hNrTXASSWHRCKxdkZoipJKPZztFNAbze02iMZkFur9wHytVX/UbIu8La9MC2c7BaRSXLFIRUTUUTB/bBhzyNbT6E1QyqWQSS0FsNTCSijlEnT1dGxVjikIAuKzy2AwCejm6wQHZfPzrMbojCZkFGvQxc3+qhbIDCYztIaWD1IprtBDZzTXmSDUVNX3tgRBgN5khkouQ0G5Dhq9CX6udk3OPdvK9XqvzWAyQxAApbztfx+CIMBkFkT9mYuIOqarMgO42uVvBld6g6hv/8u3N/c5X3rpJSxcuND6dXXyRVTNx6VlCVh7qS/hlEotM5Ub4+Nc93XKpHVH1Fwv2qKV7PWYkBIRUf28vLwgk8nqzKrIy8urM/uimp+fX737y+VyeHp6NrpPQ88JACqVCipVx2kJJPYbETKppMnFX8CSH8guSxG6erV83Z3auVlzbsC5OVhynfbsoHA9FH+Bts3ZOlpuT0RErcMcsvVq5yKOKnm93aJaQiKRNNhdri2o5DKEVy1PdDUpZNJWFVndW3l/qzpPkkgk1sFtXu3YvvR6vdd2NQvhEokE8ss/QBARdSLNuoJeb8mXi4uLzX9EREREdH1RKpUYMGAAtm7darN969atNh1lahs6dGid/bds2YKBAwdCoVA0uk9Dz0lEREREHQdzSCIiIqLWaVYBmMkXERERETXXwoUL8dVXX2HlypU4d+4cFixYgLS0NMybNw+ApbPLAw88YN1/3rx5SE1NxcKFC3Hu3DmsXLkSX3/9NZ599lnrPvPnz8eWLVvw/vvv4/z583j//fexbds2PPPMM9f65RERERHRVcAckoiIiKjlmt0CeuHChZg1axYGDhyIoUOHYsWKFXWSr8zMTHz33XcALMnXp59+ioULF+LRRx9FbGwsvv76a6xZs8b6nPPnz8fIkSPx/vvvY+rUqfjtt9+wbds27Nu3r41eJhERERG1l+nTp6OwsBBvvvkmsrOz0bNnT2zatAkhISEAgOzsbKSlpVn3Dw0NxaZNm7BgwQJ89tlnCAgIwMcff4xp06ZZ97nxxhuxdu1avPLKK3j11VcRHh6OdevWYciQIdf89RERERFR22MOSURERNRyEqF6Qd5m+Pzzz/HBBx9Yk6+PPvoII0eOBADMmTMHKSkp2LVrl3X/3bt3Y8GCBTh79iwCAgLwwgsvWAvG1X7++We88sorSEpKQnh4ON555x3ceeedTT6mpi56TERERHQ1MBfpeBgzIiIiak/MRTomxo2IiIjaU1NzkRYVgK9HTL6IiIioPTEX6XgYMyIiImpPzEU6JsaNiIiI2lNTc5Fmt4C+XlXXscvKytr5SIiIiEiMqnOQTjK2ThSYPxIREVF7Yv7YMTGHJCIiovbU1Byy0xSA1Wo1ACAoKKidj4SIiIjETK1Ww9XVtb0Pg5qA+SMRERFdD5g/dizMIYmIiOh6cKUcstO0gDabzcjKyoKzszMkEkl7H06HVlZWhqCgIKSnp7OVjQgx/uLG+Isb4986giBArVYjICAAUqm0vQ+HmoD5Y9vh9UPcGH9xY/zFjfFvHeaPHRNzyLbDa4i4Mf7ixviLG+PfOk3NITvNDGCpVIrAwMD2PoxOxcXFhSefiDH+4sb4ixvj33KcudGxMH9se7x+iBvjL26Mv7gx/i3H/LHjYQ7Z9ngNETfGX9wYf3Fj/FuuKTkkhxcSEREREREREREREREREXUSLAATEREREREREREREREREXUSLABTHSqVCq+//jpUKlV7Hwq1A8Zf3Bh/cWP8iaileP0QN8Zf3Bh/cWP8iag1eA0RN8Zf3Bh/cWP8rw2JIAhCex8EERERERERERERERERERG1HmcAExERERERERERERERERF1EiwAExERERERERERERERERF1EiwAExERERERERERERERERF1EiwAExERERERERERERERERF1EiwAi4wgCO19CETUTnj+ExFRS/E9hEi8eP4TEVFL8P2DSLx4/hNdH1gAFhGTyYTKysr2PgxqJxqNBp9//jlycnLa+1CoHfD8Fzee/0TUGnwPETe+h4gbz39x4/lPRC3F9w9x4/uHuPH8Fzee/9cXFoBFYunSpRg0aBCmTJmCxYsXIyMjAwBH44jFkiVL4OTkhPXr18PBwaG9D4euMZ7/4sbzn4hag+8h4sb3EHHj+S9uPP+JqKX4/iFufP8QN57/4sbz//ojEXj2dXrz58/Hr7/+ijfffBNHjx7F/v37IZPJcODAASgUivY+PLqKdu/ejdmzZwMAli1bhjvvvLOdj4iuNZ7/4sXzn4hai+8h4sX3EOL5L148/4moNfj+IV58/yCe/+LF8//6xQJwJ5eTk4OJEydiwYIFmDNnDgDgzJkzGD9+PKZPn46lS5dCLpe370HSVXPnnXfir7/+QmVlJWQyGXJzc5GbmwsfHx94e3tDJpNBEARIJJL2PlS6Cnj+ixvPfyJqDb6HiBvfQ8SN57+48fwnopbi+4e48f1D3Hj+ixvP/+sXC8CdXG5uLvz9/XH06FH079/feqKtXbsWs2fPxq5duzB06ND2PkxqY9VxPnv2LIYMGYJPPvkEiYmJ+OGHH+Dp6YmsrCw8+OCDWLx4cXsfKl0FZrMZUqmU579ImUwmyGQynv9E1Cp8DxEn5pDixhxS3JhDElFr8f1DnJg/ihvzR3Fj/nj94xrAnciGDRuwbNkybN++HaWlpQCA8vJyDB48GL/88gsAWEdZ3HvvvRg4cCCWLVsGwHKxpo6tvvjHxMTgsccew8MPP4y4uDh88skn+Pzzz/Hkk09i7dq1eO655wAw/p3BqlWrEBMTg5ycHEillku7Vqvl+S8SteMvk8lgNpt5/hNRkzGHFDfmkOLGHFLcmEMSUUsxfxQ35o/ixvxR3Jg/djACdXgHDx4UevbsKYSFhQmjR48WgoKChJkzZwqCIAh6vV6YM2eOMHnyZOHs2bOCIAiCwWAQBEEQ1q9fLzg5OQl5eXntduzUeo3FXxAEoaCgQHj++eeFU6dOWbfp9Xrhww8/FDw9PRn/TmLkyJGCRCIRHnnkEes2g8HA818kLo+/yWQSBIHnPxE1jjmkuDGHJEFgDil2zCGJqLmYP4ob80cSBOaPYsf8sWPhDOAO7rfffsO9996LKVOm4NSpU9iwYQNefvllHDhwAImJiVAoFJg2bRqysrLw008/AYC1376joyO8vb2RmZnZni+BWqGx+CclJQEAPD098corr6BXr17WxykUCvj5+cHe3h7Z2dntdfjURnJzcyEIAj7++GOsXLkSBw8eBGA51++8805kZ2fz/O/E6ou/VCqFyWTi+U9EDWIOKW7MIQlgDil2zCGJqLmYP4ob80cCmD+KHfPHjocF4A4uOjoazz77LF566SU4ODjA3d0dCoUCI0aMQGRkJADg1ltvxfDhw7F582b88MMP1sfm5ubCyckJ4eHh7XX41EqNxT8sLMy6n5OTk/XfQtWy3xcuXEBoaCi6det2zY+b2pZKpYJEIsHYsWMxefJkPP3009bvTZkyBaNGjcKmTZt4/ndSDcVfJpMBAJydna378vwnomrMIcWNOSQBzCHFjjkkETUX80dxY/5IAPNHsWP+2AG1z8Rjakt6vd7679WrVwvu7u5CTEyMMHPmTOH7778XBEEQkpKShCeffFKQSqXC7Nmzhfnz5wtubm7C66+/LhiNRsFsNrfX4VMrNRb/H3/80Wbf0tJSIT8/X3j//feF4OBgYeXKlYIgCIx/B1fdgkcQBGHfvn2CSqUSfv31V2HXrl3CmTNnhJycHOGJJ57g+d9JNRT/ffv2CQcOHLDux/OfiC7HHFLcmEMSc0hxYw5JRC3B/FHcmD8S80dxY/7Y8cjbuwBNzWcymSCTySAIAiQSCRQKBQBg5cqVWLp0KZ577jmEhITg6NGjeOCBBxAVFYUBAwbg448/RlRUFM6cOYP4+Hh89913mDJlSju/Gmqu5sR/5syZ6N69O/r374+4uDhs2LABa9euhSAI+N///oebb74ZACCRSNrzJVEzXB5/oWo0VUhICABg2LBhmDZtGqZNmwZ3d3esX78eMTEx+PTTTxEdHc3zv4Nrbvx//vlnAMDJkyfx888/8/wnEjnmkOLGHFLcmEOKG3NIImop5o/ixvxR3Jg/ihvzx07i2tWaqSXUarWwadMmoayszGZ7RUWFkJmZKQhCzeir4uJiobi42Ga/gQMHCv/617+uybFS22vL+KvVamH16tXWEZl0/Wss/hkZGdavf/jhB+Ghhx4SjEajMGPGDEEulwtOTk7W2BsMhmt63NQ22ir+giAI5eXlPP+JRIY5pLgxhxQ35pDixhySiFqK+aO4MX8UN+aP4sb8sfPiGsDXscWLFyMwMBDffPMNMjMzraMs8vPzMXXqVNx1110AYB195erqCjc3N+t+aWlp0Gg06NKlC4CavuvUMbR1/J2cnDBz5kzcf//97fBqqLmuFP+7777bum9ubi42b94MBwcHZGRkYPfu3fjggw+wcuVKJCcnQy5ns4eOpi3jDwCOjo48/4lEhDmkuDGHFDfmkOLGHJKIWor5o7gxfxQ35o/ixvyxc+MZeZ167bXXsH79enz//feYNGkSZDKZdYq8l5cXpk6dipycHGi1WtjZ2QGomUIvkUhgNpuxbt06uLm5Wd+kOcW+47ga8aeOo6nxr6iogKOjI3r27Ino6GjMmzcPt99+O+RyOSIjI7Fs2TJ89913eP3119v5FVFzMP5E1BrMIcWNOaS4MYcQN8afiFqK+aO4MX8UN+YP4sb4d34SgUOyritmsxmFhYWYMmUKXnrpJUydOhXp6enIzMxEUFAQvL29oVQqrSddbXq9HocPH0ZcXBxWrlyJoqIirFixAhMnTmynV0PNxfiLW2viX1lZCQcHB5tteXl58PHxuZYvgVqB8Sei1mAOIW6Mv7gxhxA3xp+IWor5g7gx/uLG/EHcGH/xYAvo64xUKkVJSQlSUlIwZMgQLF68GIMGDcKTTz6JoUOHYvHixQAsU+mra/fV/9doNEhOTsbGjRsxbdo0pKam8o23g2H8xa018a8ehVkb33g7FsafiFqDOYS4Mf7ixhxC3Bh/Imop5g/ixviLG/MHcWP8xYMF4HaWlZVV77bIyEisWLECW7duxY8//og1a9bgkUcewerVq7Fs2TIAlpPu7NmzmD59OjIzM+Hq6orbbrsNmzZtwiuvvHKtXwq1AOMvbm0V/6ysLEilUq6x08Ew/kTUGswhxI3xFzfmEOLG+BNRSzF/EDfGX9yYP4gb4y9iArWLffv2Cb169RLuv/9+ITMzUxAEQTAajYIgCEJxcbEQGhoquLi4CAsXLrQ+prS0VHjxxReFvn37CuXl5YIgCMI///wj+Pn5CR988MG1fxHUYoy/uLV1/JcsWXLtXwS1GONPRK3BHELcGH9xYw4hbow/EbUU8wdxY/zFjfmDuDH+xBnA15ggCPj5558xb948KJVKHDx4EHv37gUAyGQyGI1GuLm54amnnoJarYbJZLI+1sXFBcHBwZBIJCgpKQEAjBo1Ctu3b8dzzz3XHi+HmonxF7erFf9nn322PV4ONRPjT0StwRxC3Bh/cWMOIW6MPxG1FPMHcWP8xY35g7gx/lSNBeBrzGw2Qy6X45ZbbsHWrVsREhKCH3/8EQkJCQAAiUQCAFiwYAFiYmKwf/9+HD582Pr4srIyeHp6wtfXFwCgUqkQHR197V8ItQjjL26Mv7gx/kTUGryGiBvjL26Mv7gx/kTUUrx+iBvjL26Mv7gx/mTVPhOPxa2oqEgoLS0VBEEQ9u/fLwQEBAgff/yxoNfrBUEQBJ1OJwiCIOzYsUMYPHiwEBISIixbtkx48cUXBV9fX2HlypXtduzUeoy/uDH+4sb4E1Fr8Boiboy/uDH+4sb4E1FL8fohboy/uDH+4sb4kyAIgkQQuGJzezGZTJDJZHj44YcRHx+P5cuXY8iQITb7JCYmYtmyZcjOzkZeXh7efPNNjB8/vp2OmNoS4y9ujL+4Mf5E1Bq8hogb4y9ujL+4Mf5E1FK8fogb4y9ujL+4Mf7ixgLwVaDX6yGVSiGXyxvdz2w2QyqVIisrC8OGDcOMGTPwwgsvwNXV1XpiVtNoNLC3t7/ah05tgPEXN8Zf3Bh/ImoNXkPEjfEXN8Zf3Bh/ImopXj/EjfEXN8Zf3Bh/agquAdzGFi1ahFtuuQXTp0/H77//Dq1W2+C+UqkUJpMJAQEBeOyxx7Bx40YcPnwYFy9exBtvvIH8/HzrvjzxOgbGX9wYf3Fj/ImoNXgNETfGX9wYf3Fj/ImopXj9EDfGX9wYf3Fj/KmpOAO4jZw+fRqzZs2CRCLBY489hnXr1qG8vBxLly7FqFGjGnycIAjWRbf79esHtVqNlJQUjBo1Cj/99BM8PT2v1UugVmD8xY3xFzfGn4hag9cQcWP8xY3xFzfGn4haitcPcWP8xY3xFzfGn5qr8fnh1GQbN26Er68v/vrrL8jlctx3330IDAyE0Whs9HESiQQajQZ//PEHkpOTERAQgI0bN2LKlCnX6MipLTD+4sb4ixvjT0StwWuIuDH+4sb4ixvjT0QtxeuHuDH+4sb4ixvjT83FFtCtJAgC1Go1Dhw4gKCgIOv2oqIijBgxAl5eXlc8AS9duoT7778f8+fPR3x8PE+8DoTxFzfGX9wYfyJqDV5DxI3xFzfGX9wYfyJqKV4/xI3xFzfGX9wYf2optoBugX379iE4OBjBwcHWbY8//jj27NmDKVOmwM7ODu+//z6Cg4NRWFiI0aNH49FHH8WECROsi25fTqfTQaVSXcuXQS3E+Isb4y9ujD8RtQavIeLG+Isb4y9ujD8RtRSvH+LG+Isb4y9ujD+1BRaAm2HHjh145JFHYDabodfrMX78eDz99NMYOHAg8vPzsWHDBpw5cwbr16/H0qVLMWXKFBw9ehQrVqxASUkJ/vzzT8jl7LrdUTH+4sb4ixvjT0StwWuIuDH+4sb4ixvjT0QtxeuHuDH+4sb4ixvjT22JLaCbKCMjA6+88gruu+8+7NmzBytWrMDp06fx4osvIiEhAd7e3pg7dy78/f0xdOhQ3HfffXBxccHYsWPRs2dPFBQUICcnp71fBrUQ4y9ujL+4Mf5E1Bq8hogb4y9ujL+4Mf5E1FK8fogb4y9ujL+4Mf7U1lgAbqJz584hLi4Os2fPRnBwMG699Va8//77MJvNeO2116z77du3D71794ZEIrFuKy8vh7u7O7p06dIeh05tgPEXN8Zf3Bh/ImoNXkPEjfEXN8Zf3Bh/ImopXj/EjfEXN8Zf3Bh/amssADdRUVERevToAbPZbN02fvx43HXXXTh06BA2bdoEABg6dCiWL1+OTz75BHFxcXj55ZexatUqzJo1CxKJBOy43TEx/uLG+Isb409ErcFriLgx/uLG+Isb409ELcXrh7gx/uLG+Isb409tTqAmOX36tKBSqYRff/3VZvv58+eFqVOnCrNnz7ZumzZtmtCtWzehR48ewoABA4S9e/de46Oltsb4ixvjL26MPxG1Bq8h4sb4ixvjL26MPxG1FK8f4sb4ixvjL26MP7U1iSBwOEBT3XLLLaisrMSff/4JJycn6/b58+cjISEBP/30E5ydnaHVaqFWq5GVlYU+ffq04xFTW2L8xY3xFzfGn4hag9cQcWP8xY3xFzfGn4haitcPcWP8xY3xFzfGn9oSW0A3w+LFi7F//36sXr0aOp3Out3b2xvx8fGwt7cHAKhUKnh7e/PE62QYf3Fj/MWN8Sei1uA1RNwYf3Fj/MWN8SeiluL1Q9wYf3Fj/MWN8ae2JG/vA+hI+vTpgxdeeAFvvvkmZDIZZsyYAbPZjMOHD2PmzJmQyy2/ztqLb1PnwfiLG+Mvbow/EbUGryHixviLG+Mvbow/EbUUrx/ixviLG+Mvbow/tSW2gG6BJ554Ar/88guCg4ORl5cHBwcH/PTTT+jZs2d7HxpdA4y/uDH+4sb4E1Fr8Boiboy/uDH+4sb4E1FL8fohboy/uDH+4sb4U1tgAbgFdDod4uPjceLECSiVSsycObO9D4muIcZf3Bh/cWP8iag1eA0RN8Zf3Bh/cWP8iaileP0QN8Zf3Bh/cWP8qS2wAExERERERERERERERERE1ElI2/sAiIiIiIiIiIiIiIiIiIiobbAATERERERERERERERERETUSbAATERERERERERERERERETUSbAATERERERERERERERERETUSbAATERERERERERERERERETUSbAATERERERERERERERERETUSbAATERERERERERERERERETUSbAATERERERERERERERERETUSbAATERERERERERERERERETUSbAATEQdxujRo/HMM8+I7mcTERERUcswfyQiIiKi5mIOSUSdAQvARNQp7dq1CxKJBCUlJW3yuA0bNuCtt95quwMkIiIiousK80ciIiIiai7mkER0vZK39wEQEXUEHh4e7X0IRERERNSBMH8kIiIiouZiDklEbYUzgInoulRRUYEHHngATk5O8Pf3x9KlS22+v3r1agwcOBDOzs7w8/PDfffdh7y8PABASkoKxowZAwBwd3eHRCLBnDlzAACCIOCDDz5AWFgY7O3t0adPH/z8889XfNzl7Ve6du2Kt99+23qMISEh+O2335Cfn4+pU6fCyckJvXr1wtGjR22O+8CBAxg5ciTs7e0RFBSEp59+GhUVFW396yMiIiISHeaPRERERNRczCGJqLNiAZiIrkvPPfccdu7ciY0bN2LLli3YtWsXjh07Zv2+Xq/HW2+9hZMnT+LXX39FcnKyNVEKCgrCL7/8AgC4cOECsrOz8d///hcA8Morr+Cbb77BF198gbNnz2LBggW4//77sXv37kYfV5+PPvoIw4YNQ1xcHCZPnoxZs2bhgQcewP3334/jx48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\n", 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\n", 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EFEce+WAn3vnuCGZceTbuv/KsaA+nybndbmUBMDMzM9rDabE4fyQiIopNp6ocGPbsFwCAQ89cFeXRxA7OIWNDpOaQTDMiIopxL3z+IwDgo+8LozwSagncbjcAICkpKcojSWxykJ49YtQWLFiAXr16ITk5GdnZ2Vi/fn3A8/Py8pCdnY3k5GT07t0bixYt8jtn5cqV6N+/P+x2O/r3749Vq1b5nXPs2DH8/ve/R2ZmJlJTUzFw4EBs3rw5Ys+LiIgSxzvfHQEA/GvtviiPpHnIcxVuMIw+zh+JiIhiz96iCuVrSZKiOJLYwjlk7IjEHJKBZCKiGFfjcEd7CNQCsdxM0+Lr62/FihWYPn06Zs+eja1bt2LYsGEYM2YMCgoKdM8/ePAgxo4di2HDhmHr1q148MEHcd9992HlypXKOfn5+Zg0aRImT56M7du3Y/Lkybjuuuvw7bffKuecOnUKl1xyCWw2Gz7++GPs3r0b//znP9GmTZumfspERERxg3OX6OPPgIiIKPbUOF3K1053eIFkj0fCD0UV8HgSNwDN+Uv0ReJnwEAyEVGMc7g90R4CEVGTmz9/Pu644w5MmTIF/fr1Q05ODrp164aFCxfqnr9o0SJ0794dOTk56NevH6ZMmYLbb78d8+bNU87JycnByJEjMWvWLPTt2xezZs3CFVdcgZycHOWcuXPnolu3bli6dCl++ctfomfPnrjiiivQp0+fpn7KRERERERERBTHqoUEIGeYa7jPf74fo3O+xHOf7Y/0sIgiioFkIiIiIooqh8OBzZs3Y9SoUarjo0aNwjfffKN7n/z8fL/zR48ejU2bNinleozOEa/53//+F4MGDcLvfvc7dOzYERdeeCFeffXVgOOtq6tDeXm56h8REcWH8lon/pW7Dz8WV0Z7KEREREQU52oaEUjOWesNIDOQTLGOgWQiIiJqUZYtW8ayxTGmpKQEbrcbnTp1Uh3v1KkTioqKdO9TVFSke77L5UJJSUnAc8RrHjhwAAsXLsRZZ52FTz/9FFOnTsV9992HN954w3C8c+bMQUZGhvKvW7duYT1fIiKKnic+3I3nPtuPUf/Ki/ZQKEZwbkhERBS7TlU5cO2Cr/HWhsPRHoquqjpfaetwq0qmJlkiPRxqRi1pDslAMhEREbUokyZNwr59+yJ2vUcffRQmk0n1LysrK2LXb0m0fVskSQrYy0XvfO3xYNf0eDz4xS9+gaeffhoXXngh/vCHP+DOO+80LKkNALNmzUJZWZny78iRI8GfHBERRV1BaTU+2endTNTQVnRs85Z4Ij03/PLLLzFu3Dh06dIFJpMJ77//vt85kiTh0UcfRZcuXZCSkoIRI0Zg165dERsDERFRovjX2n3YUnAaD72/M9pD0VVe2/AeyZ0zkiM9HGpGkZ5DLly4EOeffz5at26N1q1bY8iQIfj4449V50RrDslAMhFRnOCiFVFkpKSkoGPHjhG95rnnnovCwkLl344dOyJ6/UTXvn17WCwWv+zj4uJiv4xiWVZWlu75VqsVmZmZAc8Rr9m5c2f0799fdU6/fv1QUFBgOF673a5M7OV/REQU205WOXDpP75AhZA10hApNmaOJJpIzw2rqqpwwQUX4MUXXzQ859lnn8X8+fPx4osvYuPGjcjKysLIkSNRUVERsXEQERElgmOnaqI9hIBOVTuUrx2u8DKSkzmvjGuRnkN27doVzzzzDDZt2oRNmzbh8ssvx/jx41WB4mjNIRsUSF6wYAF69eqF5ORkZGdnY/369QHPz8vLQ3Z2NpKTk9G7d28sWrRIdfuuXbswYcIE9OzZEyaTCTk5OX7XmDNnDi666CKkp6ejY8eO+O1vf4sffvhBdc6tt97qlxF08cUXN+QpEhHFnLQka7SHQC2QJEmodrii8k/OLg3Fhx9+iDZt2sDj8U7at23bBpPJhD//+c/KOX/4wx9www03+JWeefTRRzFw4EC8+eab6NmzJzIyMnD99deHNQmzWq3IyspS/nXo0CHk+xKQlJSE7Oxs5Obmqo7n5uZi6NChuvcZMmSI3/lr1qzBoEGDYLPZAp4jXvOSSy7xm1Pu27cPPXr0aPDzISKi2HPg58j0RLZwd2dczA+jOTccM2YMnnzySVx77bWGr19OTg5mz56Na6+9FgMGDMDrr7+O6upqvP322yE9BhERUUtRVuOM9hACKqn0BZLD7ZEsasx940E8zB+B6M4hx40bh7Fjx+Lss8/G2WefjaeeegqtWrXChg0blNcwWnPIsKMSK1aswPTp07FgwQJccsklePnllzFmzBjs3r0b3bt39zv/4MGDGDt2LO6880689dZb+PrrrzFt2jR06NABEyZMAABUV1ejd+/e+N3vfocZM2boPm5eXh7uvvtuXHTRRXC5XJg9ezZGjRqF3bt3Iy0tTTnv17/+NZYuXap8n5SUFO5TJCKKGeIfujaptiiOhFqqGqcb/R/5NCqPvfvx0UgNcQPFpZdeioqKCmzduhXZ2dnIy8tD+/btkZfn63+4bt06w3nGTz/9hPfffx8fffQRTp06heuuuw7PPPMMnnrqqZAef//+/ejSpQvsdjsGDx6Mp59+Gr179w7pvuQ1c+ZMTJ48GYMGDcKQIUPwyiuvoKCgAFOnTgXgLSd97NgxpXfx1KlT8eKLL2LmzJm48847kZ+fj8WLF+Odd95Rrnn//ffj0ksvxdy5czF+/Hh88MEHWLt2Lb766ivlnBkzZmDo0KF4+umncd111+G7777DK6+8gldeeaV5XwAiImpSKRHqQecJYyEqUcXD/DDac8NADh48iKKiIowaNUo5ZrfbMXz4cHzzzTf4wx/+0OjHICIiShSxHkguraxTvg43I1ncn1jrdMNmSdwCwvEwfwRiZw7pdrvx7rvvoqqqCkOGDAEQ3Tlk2O/M+fPn44477sCUKVPQr18/5OTkoFu3boZ95BYtWoTu3bsjJycH/fr1w5QpU3D77bdj3rx5yjkXXXQR/vGPf+D666+H3W7Xvc4nn3yCW2+9Feeeey4uuOACLF26FAUFBdi8ebPqPLvdrsoIateuXbhPkYgoZpyu9k2WMtO4MYbISEZGBgYOHIh169YB8E3qtm/fjoqKChQVFWHfvn0YMWKE7v09Hg+WLVuGAQMGYNiwYZg8eTI+++yzkB578ODBeOONN/Dpp5/i1VdfRVFREYYOHYrS0tIIPbuWYdKkScjJycHjjz+OgQMH4ssvv8Tq1auVzODCwkJVuelevXph9erVWLduHQYOHIgnnngCzz//vLJREQCGDh2K5cuXY+nSpTj//POxbNkyrFixAoMHD1bOueiii7Bq1Sq88847GDBgAJ544gnk5OTgpptuar4nT0RETc5qjszCnJuB5LgQzblhMHLbDW37jk6dOvm15CAiImrpYj+Q3PCMZHFaWetM7IzkeBHtOeSOHTvQqlUr2O12TJ06FatWrVLasUVzDhlWRrLD4cDmzZvxt7/9TXV81KhR+Oabb3Tvk5+fr4qQA8Do0aOxePFiOJ1OpfRguMrKygDAL1C8bt06dOzYEW3atMHw4cPx1FNPGdYpr6urQ12db8dIeXl5g8ZCRNRUTlTUKl+bzSyjR80vxWbB7sdHR+2xwzFixAisW7cOM2fOxPr16/Hkk09i5cqV+Oqrr3D69Gl06tQJffv2VUrCiHr27In09HTl+86dO6O4uDikxx0zZozy9XnnnYchQ4agT58+eP311zFz5sywnkNLN23aNEybNk33tmXLlvkdGz58OLZs2RLwmhMnTsTEiRMDnnP11Vfj6quvDnmcREQUf9yeyASAI3SZuBYv88NozQ1DZdKUSZckye8YERFRSxfrgeQSISPZ6Q59ovj4h7ux67gvHlXrdEd0XLEmXuaPQHTnkOeccw62bduG06dPY+XKlbjllluQl5enBJOB6Mwhwwokl5SUwO12hxXxLioq0j3f5XKhpKQEnTt3DnPI3hdm5syZ+NWvfoUBAwYox8eMGYPf/e536NGjBw4ePIiHH34Yl19+OTZv3qyb6Txnzhw89thjYT8+EVFz+bnCNxnxcNWKosBkMoVc/iXaRowYgcWLF2P79u0wm83o378/hg8fjry8PJw6dQrDhw83vK92Y5vJZFL6oYQrLS0N5513Hvbv39+g+xMREVHkRSyQzDl53MwPY2VuqJWVlQXAu14mrokVFxf7rZ8RERG1dHVhlotubhW1LuXrUEtb7z9RgSVfH1Qdq0nwQHK8zB+B6M4hk5KScOaZZwIABg0ahI0bN+K5557Dyy+/HNU5ZINqO4Ub8dY7X+94qO655x58//33qh54gLck4lVXXYUBAwZg3Lhx+Pjjj7Fv3z7873//073OrFmzUFZWpvw7cuRIg8ZDRNRUqh2+SYSLi1ZEAcl9THJycjB8+HCYTCYMHz4c69atw7p16wJO9CKprq4Oe/bsadBmOSIiopZCXmjbdOgk/vjWZhw7XdOkj+eKUBCQPZLjR6zMDbV69eqFrKws5ObmKsccDgfy8vIwdOjQqIyJiIgo1pwor8X8NT9EexgBeTwSHEI561BLWx8urfY7lugZyfEkluaQkiQpVZWjOYcMawtA+/btYbFY/LKPA0W8s7KydM+3Wq3IzMwMc7jAvffei//+97/48ssv0bVr14Dndu7cGT169DDMCLLb7YY9mYmIYoGYORGpLAqiRCX3MXnrrbfw3HPPAfBO/n73u9/B6XQa9i9prAceeADjxo1D9+7dUVxcjCeffBLl5eW45ZZbmuTxiIiI4t3Srw/isQ934607BuP3i78FAJyuduKduy5usseMVABYnJJ7PBLbz8SwaM0NKysr8eOPPyrfHzx4ENu2bUO7du3QvXt3mEwmTJ8+HU8//TTOOussnHXWWXj66aeRmpqKG2+8sUnGREREFG8GP+3fVzbW2kA4NIFj7fdG9LKPaxwMJMeKaM0hH3zwQYwZMwbdunVDRUUFli9fjnXr1uGTTz4BgKjOIcMKJCclJSE7Oxu5ubm45pprlOO5ubkYP3687n2GDBmCDz/8UHVszZo1GDRoUFj9kSVJwr333otVq1Zh3bp16NWrV9D7lJaW4siRI8wIIqK4JWYhM/uBKLjLLrsMW7ZsUSZ1bdu2Rf/+/XH8+HH069evSR7z6NGjuOGGG1BSUoIOHTrg4osvxoYNG9CjR48meTwiIqJ499iHuwEA977j63Pf5BnJYfSsC/maHglJDCTHtGjMDTdt2oTLLrtM+X7mzJkAgFtuuQXLli0DAPzlL39BTU0Npk2bhlOnTmHw4MFYs2aNqqceERERqTndEpKssTP3qnOqA8ehZiTrBpKZkRxTojGHPHHiBCZPnozCwkJkZGTg/PPPxyeffIKRI0cq50RrDmmSpPAiEytWrMDkyZOxaNEiDBkyBK+88gpeffVV7Nq1Cz169MCsWbNw7NgxvPHGGwC8Oy8HDBiAP/zhD7jzzjuRn5+PqVOn4p133sGECRMAeNOvd+/2fpAcO3YsbrrpJtx0001o1aqVUg982rRpePvtt/HBBx/gnHPOUcaTkZGBlJQUVFZW4tFHH8WECRPQuXNnHDp0CA8++CAKCgqwZ8+ekF7I8vJyZGRkoKysDK1btw7nZSEiahLvbz2G6Su2AQB6d0jD538aEdXxUOKrra3FwYMH0atXLyQnJ0d7OAkr0OvM+Uj84c+MiCg8Pf/m336qqee63/xUghtf/VZ17NAzV4V9HXHse5/4NZJtlkaPLZZxbhg7OH9MLPyZEREZq3W60ffhT/yO73xsNFrZY6fPbnF5LX4pZE7/a9IFuObCwFV0AeCN/EN45INdqmOLfp+NXw/IivgYo4VzyNhh9LMIZy4S9v91kyZNQmlpKR5//HEUFhZiwIABWL16tZJ1U1hYiIKCAuX8Xr16YfXq1ZgxYwZeeukldOnSBc8//7wSRAaA48eP48ILL1S+nzdvHubNm6fUHQeAhQsXAoBf2vjSpUtx6623wmKxYMeOHXjjjTdw+vRpdO7cGZdddhlWrFjBHZ1EFLdUGcksbU1ERERECcraxJm9TdEmxsX5OREREVHElVY5dI87XR4ghjqV1rk0Gcmu0OaGemWsa5yuiIyJqCk0aPvGtGnTMG3aNN3b5DI9ouHDh2PLli3+J9fr2bMngiVGB7s9JSUFn376acBziIjijdvjm5BwoYqo+RUUFKB///6Gt+/evRvdu3dvxhERERElJovZ3KTXj8RcWhuMborgNMU2zg2JiIiaXmllnep7i9kEt0cKuQdxJKzdfQKf7T2Bv48717ACTZ1LHRCuCzI+h8uDJKtZVcY63W5FRZ0r5CA0xad4n0M27Sc1IiJqFGYkE0VXly5dsG3bNsN/Xbp0ifYQiYiIEoLN0rQZyZGYS2v73jGQ3PJwbhibFixYoJRrzM7Oxvr16wOen5eXh+zsbCQnJ6N3795YtGiR3zkrV65E//79Ybfb0b9/f6xatcrwenPmzIHJZML06dMb+1SIiAj+GclJFm8Yy+FqvkDylDc24Z3vjmDZN4d0b3e4PNh3olJ1zBlgfC98th/9HvkE24+cVgLJU37VCxf3yQTABKJEF+9zyNgpKE9ERH7ExSl3eC3tKQBJkrDzWDl6d0hDWgz1VqHYY7VaceaZZ0Z7GERERI3mcnvw/Gf7MaRPewypX7CKJZYmLm3NjGSKBM4NY8+KFSswffp0LFiwAJdccglefvlljBkzxjCz5+DBgxg7dizuvPNOvPXWW/j6668xbdo0dOjQQWnDl5+fj0mTJuGJJ57ANddcg1WrVuG6667DV199hcGDB6uut3HjRrzyyis4//zzm+X5EhG1BFV16jLPchZvsIzkkso6SBLQIT1y9a+Lymp1j/9r7T4sXPeT6ph206Hon7n7AACPfrgL55+RAQBISbIo7V1cnuYLklPzi/c5JDOSiYhimCqQzIWqiFm9owjjXvwKExZ+E+2hxKxgLSWocfj6EhFRc3tzw2E8//mPuOHVDdEeiq546JGsDUa3pPk55y7Rx5+Bvvnz5+OOO+7AlClT0K9fP+Tk5KBbt25YuHCh7vmLFi1C9+7dkZOTg379+mHKlCm4/fbbMW/ePOWcnJwcjBw5ErNmzULfvn0xa9YsXHHFFcjJyVFdq7KyEjfddBNeffVVtG3btimfJhFRi6LtIWwLISPZ6fZg8NOf4aKn1qLW6d+DuKFMBlNUbRBZHkMwHglKRnKyzQJr/XNzuRPz7zznL9EXiZ8BA8lERDGMgeSm8d6WowCAvUUVUR5J7LFYvH1fHA5HkDOpMaqrqwEANpstyiMhIqKWYvPhU9EeQkDWJu6RHIm5tF9GcgtYGJPnKvLchaKH80d/DocDmzdvxqhRo1THR40ahW++0d80nJ+f73f+6NGjsWnTJjidzoDnaK95991346qrrsKVV14ZdKx1dXUoLy9X/SMiIn1iD+Hnrh8Iu9U7TwwUIC6prFPmakdORm7eYoJ+JDktyb9vsiOEYLAkSahxegPOKTZfRnKirftyDhk7IjGHZD1PIqIY5mIguUkY7SYkb6mV1NRU/Pzzz7DZbDA38aJuSyNJEqqrq1FcXIw2bdoogXsiIqKmVlxRF+0hBGRt4h7J2rn0GW1Swr6GtuSgO0EzR0QWiwVt2rRBcXExACA1NRUmTqabFeePxkpKSuB2u9GpUyfV8U6dOqGoqEj3PkVFRbrnu1wulJSUoHPnzobniNdcvnw5tmzZgo0bN4Y01jlz5uCxxx4L6Vwiopauuj4j+dpfnIHxA8/AG/mHcex0DY6frsWF/l0LAACllb6EiEOl1TirU3qDH1/M4DQqmpNss6BKkzkdSg9njyQpGdfJNovS3sWZYKWtOYeMvkjOIRlIJiKKYcxIpuZmMpnQuXNnHDx4EIcPH472cBJWmzZtkJWVFe1hEBFRC1IS44Hk5uqR3C4tCSerHPA0IJu4JWYkA1DmLPJCIEUH54/GtAvTkiQFXKzWO197PNA1jxw5gvvvvx9r1qxBcnJySGOcNWsWZs6cqXxfXl6Obt26hXRfIqKWRg4kp9Zn/fbITMXmw6dwqLTK8D6lVUIgucT4vFCIvZjNBnPUJKt/4kVIpa09QEWttwJGerIVtvrNlIm4QZFzyNgQiTkkA8lERDFMFUhuIQtVzYM74AJJSkrCWWedxfLWTcRmszGThIiIml1JZWwHkpu6tLWnfl6tLNY1YJOmtnedO8EyR4zIGw07duyolP6l5sX5o7727dvDYrH4ZR8XFxf7ZRTLsrKydM+3Wq3IzMwMeI58zc2bN6O4uBjZ2dnK7W63G19++SVefPFF1NXV+f287HY77HZ7w54oEVELI5ewTk3yhq96tEsDABSUGpdJLhXmugcaGUiurvNlGhutIOptSgytR7KEshrvfKpNqk3ZTOlKwAQiziGjL1JzSAaSiYhimDiJaCHrVBQjzGZzyLvriYiIKPZpS+/FGmszZSTL2SMNyUjW3ieEtcKEYrFYGMykmJKUlITs7Gzk5ubimmuuUY7n5uZi/PjxuvcZMmQIPvzwQ9WxNWvWYNCgQUrvwCFDhiA3NxczZsxQnTN06FAAwBVXXIEdO3aornHbbbehb9+++Otf/8r/T4iIGqna4QLgLf0MeAOuAFBZf1yPuGmysRnJ1UIvZofBhE8MNstCCSRLEnyB5JQkZTOltoVKIuEcMv4xkExEFMPELIdEnlAQERERUdOK9TYplibskbz/RAXe33YMAGCzyIHk8K+jzRTh/Jwo+mbOnInJkydj0KBBGDJkCF555RUUFBRg6tSpALwlpY8dO4Y33ngDADB16lS8+OKLmDlzJu68807k5+dj8eLFeOedd5Rr3n///bj00ksxd+5cjB8/Hh988AHWrl2Lr776CgCQnp6OAQMGqMaRlpaGzMxMv+NERBQ+bWlreSNgndN47vVTsS94fLDRGcm+gHWt0z9gLEkSqoSg9sj+nZC7+wQcruATTAkSTtd4KwC2SbUpmykTMSOZEgcDyUREMUyVkSwF7/VEoeFLSERERBRbbE2YkTzyX18qXyfVB5LDDay73B4s+OIn1bFYD84TtQSTJk1CaWkpHn/8cRQWFmLAgAFYvXo1evToAQAoLCxEQUGBcn6vXr2wevVqzJgxAy+99BK6dOmC559/HhMmTFDOGTp0KJYvX46HHnoIDz/8MPr06YMVK1Zg8ODBzf78iIhaohpNINleH0g2yg4GgB9OVChfF5XXorzWidbJtgY9frVQyadWJ3hd5/IomxI/mT4MX/9Y6g0kh5CRXO1wK9fMSLUpmykTsUcyJQ4GkomIYpjHoy2fJ8HahNkaRERERJR4pAaUcW5ulibukSxTSluHGQT+97cFWLnlqOoYA8lEsWHatGmYNm2a7m3Lli3zOzZ8+HBs2bIl4DUnTpyIiRMnhjyGdevWhXwuEREFVlOfBZxikwPJ3v/W6WQHy46drlF9v/9EJbJ7tA37sdf9UIx7397qG4tOe5gqIWP5rI7p2HjwJADA6QoeSD5d7S1rbTYBrZKssCmlrTmvpNjVPJ/UiIioQbSTCHccLAISERERUWxZ8vWhaA9BpV1akt+xJm6RrFAyksOcV+88VuZ3jIFkIiIiosiTS1jbbeqM5LoAgVo5yNyptR0AcPRUddiPm7fvZ9y6dCMqhEBxRZ3T7zw5YznFZoHFbFJap4TSI7my/toZKTaYzSZYlNLWbJlCsYuBZCKiGKZdnOKcIjKY001EREQtyRMf7Va+TrZFfxlAb5GtuWKytgaWttY7m4FkIiIiosiTg6pJ9VUZ7bYQAsn1t3VI9waSy2tdhucaeTnvJ79jX/9YiqKyWtUxuT9yml3dwzmU0tayNqnejZVyj2TOKymWRf8TJBERGdJmJHN3GhElsgULFqBXr15ITk5GdnY21q9fH/D8vLw8ZGdnIzk5Gb1798aiRYv8zlm5ciX69+8Pu92O/v37Y9WqVarbH330UZhMJtW/rKysiD4vIqJoS6vvLwf4SgNGk0unB5ynmSrvKKWtI/B4XPAjIiIiijxH/VzRWl/2Wa4oU+fSL20tSZIvkNyqPpBc459JHIzJIPPk8Y92qb6vqpN7OHs7xwbLSNabM2akePs3W5X7Ju68srCsBncs24j1+3+O9lCogRhIJiKKYW43M5KJqGVYsWIFpk+fjtmzZ2Pr1q0YNmwYxowZg4KCAt3zDx48iLFjx2LYsGHYunUrHnzwQdx3331YuXKlck5+fj4mTZqEyZMnY/v27Zg8eTKuu+46fPvtt6prnXvuuSgsLFT+7dixo0mfKxFRcxt2Vgfl61jol6y3mNZcQVk5kBx2RrLO6Ww7Q0RERBR5cq9hW/28TS5x7TDISBYzgX0ZyQ0IJBvUMPzu4CnV99X1Gcmp9Zs15UCy4fh0jrdJrQ8kt4CM5Ec+2IXP9hZj8uLvoj0UaiBrtAfQIlVVRXsERBQn3E71pMdTVQVItiiNJnGY3MIORv5OpnClpUV7BAlp/vz5uOOOOzBlyhQAQE5ODj799FMsXLgQc+bM8Tt/0aJF6N69O3JycgAA/fr1w6ZNmzBv3jxMmDBBucbIkSMxa9YsAMCsWbOQl5eHnJwcvPPOO8q1rFYrs5CJKKGJ5axjYY3KqbM7stkyki1yRrI3qG4ySj3RkHSKW2urBxERERFR48mZvTa5tLXQI/nFz/djw4GTeO2WQUiuDzCLJa+VQHJN+KWttaWpB/Voi02HT/m1hpEzktPs3vBaktVUP279uaFeyes29RnJvh7JiTuvPHIy/H7VFFsYSI6GVq2iPQIiihPuq2YCAy5Xvvf06AHUlEdxRAnitw8C5wz1fs3fyRQuZh9FnMPhwObNm/G3v/1NdXzUqFH45ptvdO+Tn5+PUaNGqY6NHj0aixcvhtPphM1mQ35+PmbMmOF3jhx8lu3fvx9dunSB3W7H4MGD8fTTT6N3796G462rq0NdXZ3yfXk5fy8TUezxeCTsK67A2R3T4RQWpqKd7eD2SLp/Spu7tLX3MQFLaHFkXZ4EXvAjIiIiihY5qCpvAFQCyU435q3ZBwD477bjuO6ibvXHfYHazLSGZySXVPg+57dLS8LDV/fH+Je+xrHTNXC5PUoZaqOMZKPS1nrH5dLWcrDcFUZ/5XhjDnHjJsUuBpKJiGKYy6zuYecxsSMBESWekpISuN1udOrUSXW8U6dOKCoq0r1PUVGR7vkulwslJSXo3Lmz4TniNQcPHow33ngDZ599Nk6cOIEnn3wSQ4cOxa5du5CZman72HPmzMFjjz3WkKdKRNRsXll/AM98vBeX9+2I0krfolhzBWyNuAx6tTRXgNsmRI7dHknJAmmIRM4cISIiIooWuRS0HLhNEjKSZSerHcrXcu9ku9WsBGgrasPPSD5RXgsA+OjeX+HMjq1gs5hhMnnzCU5VO5Vs5ypHfUZyfY9kXw/n0Etbt1Yykr33TeR5pZnL2XGPgeRoqKyM9giIKE64/7ML2POz8r104CeglT2KI0oMpnd3AntLvN/wdzJRzNCWFw1WclTvfO3xYNccM2aM8vV5552HIUOGoE+fPnj99dcxc+ZM3cedNWuW6rby8nJ069bNcJxERNHwzMd7AQCf7y1WHW/qQHJZjRN5+37GqP6dlHKDIpdByb/mWjtTZySH8aB6WdQJvOBHREREFC3+pa39S1jXOn1t6+TjdqtZyRKurgsvkFxZ51ICxD3bpynz2LapSThZ5UBpVZ0SSJavnWr3nqOU2BbGpPd8ROnJ3tCc1ZL4PZKNek9T/GAgORrYW5GIQuTWbNmSUlKBtOQojSaBWHx//qTU1JB74xFR02jfvj0sFotf9nFxcbFfRrEsKytL93yr1apkEhudY3RNAEhLS8N5552H/fv3G55jt9tht3NTDxHFp6Zeoxo293OU17rw9DXn4cbB3f1uNwwkN9PiWZLFF9wOZ8FO70xnAi/4EREREUWLHHhVSlvb/FNaa8RAcn1pa7vNomQxhztPk7ORW9mtaGX3rRtmptUHkit9GdDajGR5fLVhZCS3snszkq1mub9yIpe29n3tcHlUGzspPvAnRkQUw7SLW9EuRZgoxLhxIu/4EzndHtz1xia8+uWBaA+FyE9SUhKys7ORm5urOp6bm4uhQ4fq3mfIkCF+569ZswaDBg2CzWYLeI7RNQFv/+M9e/agc+fODXkqREQxIdD8pinnPlV1LpTXlxHcd6JC9xynUWnrZprn2qxCaetGPqbb4LkQERERUcPJGw9tmh7JolNV+qWtrQ3sOXy6vlR22zSb6nhmqyQAQInQKsYvI9kaOCPZoTOWVvUZyXKblZayPtmQ3tUUfQwkExHFMG1/jBYyp2hyYiA5kXuQuNweTPv3Zry2/gA++v441uw+gadW74n2sIh0zZw5E6+99hqWLFmCPXv2YMaMGSgoKMDUqVMBeMtJ33zzzcr5U6dOxeHDhzFz5kzs2bMHS5YsweLFi/HAAw8o59x///1Ys2YN5s6di71792Lu3LlYu3Ytpk+frpzzwAMPIC8vDwcPHsS3336LiRMnory8HLfcckuzPXciokjTy3oQNVX2r5htLPYiFhllWzTVlEz7XOXMFgCQwlhflHSCzk6D7GoiIiIiUnO5PZi/5geMf+lr7C0q1z3H7ZFQWedSAq9yUFicv8nkrGBAXdpaPteoCo4Rh0uqv4a6NUu7NG8gWQxcazOS5dLWRhnJenPG9PqsZzlYnsjrk9U6PyuKLyxtTUQUw/wykhN4UhEtibzj7+OdRVi9w/vvifHnRns4RAFNmjQJpaWlePzxx1FYWIgBAwZg9erV6NGjBwCgsLAQBQUFyvm9evXC6tWrMWPGDLz00kvo0qULnn/+eUyYMEE5Z+jQoVi+fDkeeughPPzww+jTpw9WrFiBwYMHK+ccPXoUN9xwA0pKStChQwdcfPHF2LBhg/K4RETxSC/rQeSRJJiboFeZS8jQNVoMa+7S1tpxiAuR4WQk65a2TuAShERERESR9OmuE3j+8x8BAE9+tAdvTRnsd87tyzYib9/PyvfyvE2vJV2tbiDZ4isVHWblGF9fZnXQWs42FufX1Y76jOT6fsxyxrTbI8Hl9ijltWXyJs+0JIsvCG1XZySHm0EdT8T5uJOB5LjEQDIRUQzTBjlZ2TryEnnHX0V9aUlAf/GTKNZMmzYN06ZN071t2bJlfseGDx+OLVu2BLzmxIkTMXHiRMPbly9fHtYYiYjiQbAAp1uSmmQxQJy7GmVFGwW5m2pzn/a64sJeYx8z3EwXIiIiopZqa8Ep5WuLWX9DoxhEBvyDuiJVlmt9SWm7zazM9cKdp/n6MqvHJvfzFee2VXXqYLCckQx4s5JbacYtX7tNahKqHDUAfNV7rC2gtLW42ZQbMeMTS1sTEcUw/9LWiTupiJZEnqhJQviYbx0iIqKWI1hp66aaF4hzV6OydUaLek3VI1l7XZvFBHntMpy5td6pXAgjIiIiCk1Kki/Y2qm1PaT72HR6I8tqhH7EtUJpa1sDeyQbZSTrBZKNMpIBoFanT7K8kbJ1iq//shxMlx8vkUs+i8nhwSonUWxqUCB5wYIF6NWrF5KTk5GdnY3169cHPD8vLw/Z2dlITk5G7969sWjRItXtu3btwoQJE9CzZ0+YTCbk5OQ06HElScKjjz6KLl26ICUlBSNGjMCuXbsa8hSJiGKCX2lrRgMjQpzAuMIsdRNPxLePXl8/IiIiSkxBM5KboUey0WKYPDarJhOlqeYqbk3g2mwyKQt3jX0d2COZiIiIKDSVdb6qeTXO0NbitPNFUXF5re96SmDXCqvZG/JyhjnPc9TP65I0wWu5vHadML/W9kg2m02+83TmwHIQOsVmxkU926JX+zT0zWoNwBeETuQAqzojmfPneBR2IHnFihWYPn06Zs+eja1bt2LYsGEYM2aMqmed6ODBgxg7diyGDRuGrVu34sEHH8R9992HlStXKudUV1ejd+/eeOaZZ5CVldXgx3322Wcxf/58vPjii9i4cSOysrIwcuRIVFRUhPs0iYhign9GcpQGkmDE1zWRM5LF1JlEfppERESkFkpp66YgLhLV6WRjAL6xZWUkq8fUZD2S1a+F1WKC2RR+IFnvzETuZUdEREQUSVViINmhP0/UClTa+nhZLT7eUai6XkqSJeSM5Mo6F1ZsLMDJKgcAX+/ekDKS659Lqt2XZW23ec/Ty0hWymZbzVhx1xDkzrhUua69vix2sIpC8Uz8UbCiT3wKO5A8f/583HHHHZgyZQr69euHnJwcdOvWDQsXLtQ9f9GiRejevTtycnLQr18/TJkyBbfffjvmzZunnHPRRRfhH//4B66//nrY7fplDYI9riRJyMnJwezZs3HttddiwIABeP3111FdXY2333473KdJRBQT3JqFr5aeVRqp5y9mdidybztVRnL0hkFERETNTM6E6JhuR2Zakt/tUhOt37hDKG0tZyEkaRbpmmpKpg2aW8y+jOTGVvsJN9OFiIiIqKWS+woDwNo9J/DsJ3sDni/O2Yz8ZeX3AHwZzik2i9IjOVjm698/2IW/rtyBaf/eXH++fiBZ/t7h8qCksg7/3X4cp2ucAHwZyYCvT3KdTra1QwhSm80mZYyALyM5oUtbC3NuZwI/z0QWViDZ4XBg8+bNGDVqlOr4qFGj8M033+jeJz8/3+/80aNHY9OmTXA6nRF73IMHD6KoqEh1jt1ux/Dhww3HVldXh/LyctU/IqJYot2k1ZLXqlbvKMRFT32GDQdKG30tMSNZm/WdSMTAe0vfhEBERNSSyAtnNotZWdQSNV1GshhI1s80cRks0jVZaWvNXM9iMsHSgIzkT3cV+R1jRgURERFRaKocLtX3C9b9FPB8ObM4kNbJ3p7Dcr/kFJtFKYcdbJ62cstRAMCGAycB+EpLJ1nVjytmJF/3cj7ue2crfq6oAwCkiRnJ9efV6syB5bHYdXo+K4Fkg2o+iUDMDk/kEt6JLKxAcklJCdxuNzp16qQ63qlTJxQV+X+oAoCioiLd810uF0pKSiL2uPJ/wxnbnDlzkJGRofzr1q1bSOMhImou2ozkltwjedq/t6Cksg53vr6p0dfyqEpbJ84E5vjpGmwtOKV8L66NtuT3DhERUUsjLla108lIbqp5gVjpZcOBk7ol+uTFI6tmcbA5+jYD3uwWc5gZyftPVOg+F5a2JiIiIgqNWNo6FDZz8NBVerI3I9jXI9miBH7DTRxxGJS2FnsYH/i5SnWbuGFT/lqvtLVD2OSpJZe2TuyMZN/XiVzCO5GFXdoaAEwm9Qc+SZL8jgU7X+94JB43nLHNmjULZWVlyr8jR46ENR4ioqbm3yOZwcBIZBCLvfISKSN56DOf45oF32D/iQoAmhLeCfQ8iYiIKDBxIey6QV39bvc0Uz9iOdNDdY7BQlpTBZK182exTGKoceDjZbW6x4OVTCQiIiIir8q6wBm32uo0dp2qOlopSd5z5IzkZCEj2e2Rwqp4Y9R+RQ5M62U4qwPJxiWqjYLUgLq0daJWExQ/I3D+HJ/CCiS3b98eFovFL8O3uLjYLxNYlpWVpXu+1WpFZmZmxB43KysLAMIam91uR+vWrVX/iIhiiXZBLUHnE2HRZq80hPi6JmKP5G1HTgNQv18S8XkSERGRPjnr12Y14XeDuqF9Kzvat/JlJjdVaWvt3PXoqWrsOFqGE+W+QKyv/5x2E3iTDMlvM53FbII5zNLWRot6LG1NREREFBq9jGS3qmKger6VmhQ8kJwul7Z21PdITrKo+g+HGrSsc7l9c1RN+ekkoUeylhhItlvlHsnGpa2TApS2BhK37LO415Tz5/gUViA5KSkJ2dnZyM3NVR3Pzc3F0KFDde8zZMgQv/PXrFmDQYMGwWazRexxe/XqhaysLNU5DocDeXl5hmMjIop12klUPGckbz58EiWVdY2+jnZnYEMEmqgmEgm+58aJGhERUcvhrF/oSqrvkfzFA8Ox7s+XKYtXTTX90QZtK2pdGPfiV7jyn3m+sXkMMpIlCX/9z/d44qPdER2TNvvaajZDfuhQ5tYej4Rbl27UvY0b9YiIiIhCoxdIFvsma+eRKQYZyVazCRd2bwMAaGVXl5NOsVlUmxW11XKM/G5Rvi/Ya5CRrJdpnCwEgRuekex7nola3lr8OSRqsDzRhb0aP3PmTLz22mtYsmQJ9uzZgxkzZqCgoABTp04F4C0XffPNNyvnT506FYcPH8bMmTOxZ88eLFmyBIsXL8YDDzygnONwOLBt2zZs27YNDocDx44dw7Zt2/Djjz+G/LgmkwnTp0/H008/jVWrVmHnzp249dZbkZqaihtvvLHBLxARJaZapxvjX/oa//h0b7SHEpB/IDlKA2mkr38swYSF+Rg65/NGXysiGclipm68vqgByM9IfGosHUNERNRyKBnJ9YtV6ck2tLJbYanPxG2y0taa+cbqHd6KYRXCwqEc5LZqFtJ+LK7Eik1HsPirgxHdAOefkYywMpJPVTv8jskLlM4QFyeJiIiIWrpKnUDye5uPYvPhUwD852UpATKSr7+oGwCg1umdi1XXB6RTkiywmsPPSP7+aJkwf1avO8qBZG1GssVsUs1n5YCwXo9keW5r18lIFh+vzpl4c0tJkjTrk4n3HFsCa7h3mDRpEkpLS/H444+jsLAQAwYMwOrVq9GjRw8AQGFhIQoKCpTze/XqhdWrV2PGjBl46aWX0KVLFzz//POYMGGCcs7x48dx4YUXKt/PmzcP8+bNw/Dhw7Fu3bqQHhcA/vKXv6CmpgbTpk3DqVOnMHjwYKxZswbp6elhvzBElNje23IM24+cxvYjp/Hn0X2jPRxDidIjed0PxQAis+tMnBA2mJTgGcn1T0niRI2IiKhFMiqfV98yrsnmP9qsD71qNL5sDxNuGdIDr+cf9junzuXRzdhoCO1ztZjNSiA5lLl1aZV/ILmV3YpT1U5u1CMiIiIKgcvtUbJt/z6uPx770FuB5tH6/x565iq/DYlGpa07tU5WSkp/vrcYh0urlB7JfhnJBmthepsq5Yxp7RxUKW2tuVayZp4tZyTX6gSDjYLUgDdB0m41o87lSchsXe1L7UzQrOtEF3YgGQCmTZuGadOm6d62bNkyv2PDhw/Hli1bDK/Xs2fPkBqJB3pcwPs/3aOPPopHH3006LWIqGWrc/nvDotFfhnJHgl7i8pxZodWflkcLYW4ILr9yGkcKKnENRd2DesaHlVGcuJNYOSS1m7huRlNnomIiCjxOF3euYC2NJ/ZHHoAtSFCCVDLpa2tZjMevKof2qYlIWftftU5tU43WtkbtFwRdExWswmWMF6Hkgr/YHirZG8gmfMrIiIiouCq6nzrsDcN7oFl3xzC4dJq1Tna9TltaesVd12Mf67Zh8d/ey4OlVQpx3PW7kdNffA2xWaByeSd67k9kuGmv1qddeGiMu+czy+QbJCRnKwZX7LcI1nn2vJ99XokA1ACyXr9leOd9ufKjZjxqWVGIYioxYuXJFTtwtfirw7i1znrMeP/tkdpRNFnNft2741/6WvMWLFdKYMTKk+iZyTXEydnzgR+nkRERKRWpyltLQsnE7chArUM2VJwCtuPnFayEGxWM+xWC67s18nv3Ej2h1v81UHV92YhkBxKHPhnnazqdml2AFwIIyIiIgpFRZ0TgHeTY5LVrARdZZIk+fdI1mQkD+6dif+bOgR9s1rDLgRx3R4JtQ636j7y2qFRdb4ah04gubzGO0ZraIFkbZlqe4CMZKfB3Nx3XzkInXibFLX5O4mYdd0SMJBMRC1SU/WFizQ5yCmXPvl4p7fP3Ifbj0dtTNEgVq3Qy8Q+crLa71jg6/m+TsgeyfVPycWMZCIiohZJDNaKfJm4TfO42pKEomsXfIPxL32t9LCz1Y9Fb0FNr7dcQ+w/UYH/aubNVrMprBLfJzWlrX/Zqx2uG+SthsPWIURERETBPfLBLgC+IKIcdJW5PDqBZJtxj2QxiJtkNaPa6euRDPiq8hit+dXozDV3HitX3VeWluStknOq2qk6rs1ItoeQkWwYSLbKQeiWkJHM+XM8YiCZiFqkeOk1LP+xjVSPuHglZnvIC3/ixCzZFt7ro8pITpBMEnFzhPyl+LoFWtglIiKixOLrQxzdHsl6TlZ5F+Hk+a1eib86nUyOhtDLJrYEKG1dUlmH1785hLIa7xjX7CrCtwdOKrcn28z4vz8MUcpuJ2KLFCIiIqJI+3xvsep7bTbvC5//iAM/V6qOGfVIBtRZrv/ZfFTJMJaDz9b6hByjpAq9jGRlbJo1xrM6tYLZ5J0nqs/TlLau/14/I9k759Q+b5k8t9SW+04EfhnJCZh13RJEpukQEVGcccdJINmt9JAzBTkztjX25RYXO+Wvy2tcyjG71XhyGUyiZCTrvafFXX4sbU1ERNRy+PqwqeeQcmnrpgokL8o7EPScyvrShvICn14gWa9vXUPozUEtZpPh63DH65uw/chpfP1jCW4Z2hN3vblZdbtb6O8MsLQ1ERERUUNo53/Pf7bf75yUJOPQlTajuKTSW0HGF0iuL0dtFEiuv3+XjGQM7p2JVVuPKbelJ6sfNzXJil7t0/DTz1Wq436lrQNkFTuClLZunWIDAExfsQ1D+2SiY+tk3fPikXbjJQPJ8allp7gRUYsVJ3FkJcipt8DWkohBUjlzRM4UAcIvi5KIPZLF5yHB+7UqkMyJGhERUYth1IdNzsSN5Fx425HTuOSZz/Hh9uPYU1ge9Hx5M6CSkayzoBapjGS9KkRiRrJ2I972I6cBAGt2n8DyjUf87vvkbwcA8LWdYWk+IiIiouD6ZqUDAO66tDeA0BJCWqcYB5IvOTNT97hc2tpu0NdYVi30VM6oD+LKWtltfud3TPcP7BaX16q+Tw7Q59i3ydNgfVeYkr67+aj+OXFKO99OxD7QLUHLjkwQUYsVDz2SPR5JWeRr6aWtxSCpHFwXA8lGOwyNqHskJ8YERhVIlnski6WtE+R5EhERUXCO+jmAf2lr/QBqY/z9g504droG976zNaTz5TmcHIzVCyRHKiNZb8pvFUtbB/hM8KGmt/JvLuiCSRd1B+Cbm+u1Dtl+5DQ+2HbM77iW2yPFxWcSoniwYMEC9OrVC8nJycjOzsb69esDnp+Xl4fs7GwkJyejd+/eWLRokd85K1euRP/+/WG329G/f3+sWrVKdfvChQtx/vnno3Xr1mjdujWGDBmCjz/+OKLPi4goUcib7y7v2xGAcYlnUZeMFMPbUpOs+P3F3f2OawPJRkFLOSM5JcmCyjqX6jZtRjKgH9ROtauPyW33xPVKmdEmT5k49z2hCVDHO+1yZCL2gW4JWnZkgoharHhYsxEX+OI9kNzYl9ujW9raNzELN2tFzE5JlN7B4vtF/koMsDsS5HkSERFRcHLWg02zSFdfkVk3UzeYncfK/IKrQPgtRnyB5Mj1SP7Lf7bj+lfy/frg6QVqzSbj0taBdG7jy0SxBshIHv/S17h/+TZsLThleC23R8LY59bjtwu+hhQvpZKIYtSKFSswffp0zJ49G1u3bsWwYcMwZswYFBQU6J5/8OBBjB07FsOGDcPWrVvx4IMP4r777sPKlSuVc/Lz8zFp0iRMnjwZ27dvx+TJk3Hdddfh22+/Vc7p2rUrnnnmGWzatAmbNm3C5ZdfjvHjx2PXrl1N/pyJiOKN3DdYLj0dSuXFjun2gLePGdDZ75h8fXl+qg0kS5IEp9uj6qmsfZxWdv+gsTZreex5WXjk6v6qY+3SkgAAubtPYPWOQgBAZZ0LN766Aet++BmAbyOlljj3La0v050otIkttcxIjkvxHZkgImqghiyeNTdxYctqMNFoKdw6gV9xB1tjMpITprS1TqBYlZHM0otEREQthlHWgxxAbUgm7NUvfIV739mK7w6eVB3v2tY4W0RPSIHkMDKSJUnC/206ig0HTmJLwWnNdfznP1aLkJEcxmcCMXNaHnug0taHS6sNbzt+ugY/nKjA90fL/Hr8EVF45s+fjzvuuANTpkxBv379kJOTg27dumHhwoW65y9atAjdu3dHTk4O+vXrhylTpuD222/HvHnzlHNycnIwcuRIzJo1C3379sWsWbNwxRVXICcnRzln3LhxGDt2LM4++2ycffbZeOqpp9CqVSts2LChqZ8yEVHcETOAgdAyks/qlB7w9qF9MjGqfyfle6vZpMzR7PXZwXXCPEuSJPx+8bcYMucz7DhWVj8eK/5waR/07pCmnKebkZzsCySPu6ALFtyUjUvP7qA6Z1T/LCVQ/PHOIgDAsq8P4pufSpVzjJ63mPH8vx2FOH66JtBTjyvMSE4MDCQTUYsUDzv/XcICn83csn9di4ud8oKduP5p1PPEiPjTdyVKIFnMSJb8eySLQeW/rfwef/9gZ/MNjihE0ShLKJozZw5MJhOmT5/e2KdCRBRV8hxAu1hlaUAmrtYPReo+yG3rsy9Cdax+YUxeaJODuqJwMpLFYLE2KKsXkDabTMLrEPLDwGoWA8ne+weaR+o9L73bEmUuShQNDocDmzdvxqhRo1THR40ahW+++Ub3Pvn5+X7njx49Gps2bYLT6Qx4jtE13W43li9fjqqqKgwZMkT3nLq6OpSXl6v+ERG1FGIGMBC8os2Kuy5GhyAZySaTSSmVLV7be33/0tbbj5bh6x9LUVLpwMJ1P9Xfx4yMVBte/n22cl6wjORL+hj3Z15Uf519RRUAgBJNdrFRxcknf3ue6vtxL3yle1480mYks0dyfGrZkQmiBjrwc2XA3ecU++JhvUZc4LNZ4zsjubFxezFIKu9cEzNIwsla0d7XnSC9g9065b+dQvDYKTzP5RuP4PX8w6h2qPvAEEVTtMoSyjZu3IhXXnkF559/fpM9RyKi5qKUttZUtbGGEAANV0Mr/QRq3RJOj+Rqh+/cgpPqLGC9hSqPJCklvsPpFS3Ox+WgcqAWKUalCwFfZjgAOLmYRtRgJSUlcLvd6NSpk+p4p06dUFRUpHufoqIi3fNdLhdKSkoCnqO95o4dO9CqVSvY7XZMnToVq1atQv/+6lKnsjlz5iAjI0P5161bt7CeKxFRvJIkSdnslxxiaevBvfWDtVrthA2NcrYzoF/aek+h/wae1CSr333TdALJrYVAciudjGXZWR29WdQHS6sA+FdQNHre52SlY/V9w5TvS6sSp7y19rMCM5LjEwPJRGH66PvjuPyfeZjy+qZoD4UaIe5KW7fwjGTxtSivdeHN/EOqn2HYGcnCjz9RskDE10he1BQ3vOhtfkmUst6UGKJVlhAAKisrcdNNN+HVV19F27Ztm/JpEhE1C4dBaWuxJPP/bTqCmSu2NaqyC6AfTDWFsAfSGiCQXFUX+gJTVZ1vY9zD7+9UtfPQDSR7fIHccKoU6ZW21i4OinMrS4D5uziPdQYIRhNRaEyaXzqSJPkdC3a+9ngo1zznnHOwbds2bNiwAX/84x9xyy23YPfu3bqPOWvWLJSVlSn/jhw5EvyJERFFySc7i/Cn/9uuZBI31I/FFRgy53PlezlgG6ll2cxWRoFkOSPZN/6Sijq/+8uB7a5tU3H7Jb1w7+VnKsdEYsBaL9Ask4PMDpcHbo/kt2Ew0EbKHpmphrfFM+26ax0DyXGpZUcmqEU6crIaL+f9hPJaZ4Puv/TrQwCAvH0/R3BU1NzCyT6IFrn0h9nk7fOh9cnO2OiZ4XJ7UFxeG/CcUBYTA9EmDT/8wS7VpDPcBVB1RnLsvxdCoQok138tlo/RW+RNkGRsSgDRLkt4991346qrrsKVV14Z0nhZmpCIYp28gUyb9SAvXtW5PPjLf77He1uPYd0PxUGvJ6laaOg/luy6QV1xzcAzgl4zKUDGrtxHORTVmgXO617OV77WW6jySJJSWjqceaA4H1dKW2ueuzgn1Zu/y8THDXceS0Q+7du3h8Vi8csULi4u9ssolmVlZemeb7VakZmZGfAc7TWTkpJw5plnYtCgQZgzZw4uuOACPPfcc7qPa7fb0bp1a9U/IqJYNfWtzVi55Sje2nC4Udf5cHshioQ1w+T6uenJKv+grixYtrKobaoQSBZLW9d/LbZLKan0f0zxPo+M648/jTpH93G6t/MFefVKXyuPK4y9zuX229QYKJAcKEAdz7Tz7dowWthQ7GAgmVqc3770NeZ8vBd//2BXg+4fYD2AouiLvcX4dc6X2HmsLKTzPXEQPJT/0FrMJlX5O9nUt7bg0me/aO5h+Xnus/345dOf4ZOdhYbnRLK0tUxV2jrMUvOJnpEsl+t2uoRFSr2M5AhvqDhcWoVxL3yFj74/HtHrUuKLZlnC5cuXY8uWLZgzZ07I42VpQiKKdb7S1tpAsndOueu4bwOM3jxTyyhrVpIkfPVjiepY17apflnLegJlJIcTSK7StOrYUnBa+froKf9Nl1aLb24dTiDZJiwMymPXbtRTBZIDBMpVlXXYMomowZKSkpCdnY3c3FzV8dzcXAwdOlT3PkOGDPE7f82aNRg0aBBsNlvAc4yuKZMkCXV1xsERIqJ4c7qmcSWWj2jajshzqEClm/P+PCLk62em+fooW4RFezmge7ra9zg/6wSSU5MC92qWidnCgebOYjZzrdODU9Xq52kPEiRfftfFANTPJd5p59vhtiek2MBAMrU48h8q7YJHqExInF/kieS2ZRuxt6gCd70RWsnxeIgdioFkozlKLARBX/j8RwDewHZT0VvkEw/VhbmbTcyqqXN6EqLnuRgUlt8XziAZya4IpyQ/uGoHdhwrwz1vb43odanlaO6yhEeOHMH999+Pt956C8nJySGPk6UJiSjWyYHfJIPS1ofr+7YBoQUyjc5ZvaPIL1jbtW1KSCWjA2VklIWxaFltUAZbkiQs++aQ6tg1F56BczqlK4tzwdrdnN2plfK1zSyWtvbeX/u61Ll9Ywm0yCjO4RNhHkoUTTNnzsRrr72GJUuWYM+ePZgxYwYKCgowdepUAN55280336ycP3XqVBw+fBgzZ87Enj17sGTJEixevBgPPPCAcs7999+PNWvWYO7cudi7dy/mzp2LtWvXYvr06co5Dz74INavX49Dhw5hx44dmD17NtatW4ebbrqp2Z47EVFTEOdxcg/hhtpXXKF7PNAcrHNGSsjXTxf6FYsb+uSA7fOf/4gv6qvvlFT4zy9TQgwktxEyn8XsZC2L2aTME2udbpRWqh8z0PwXAPpleatVuD1SQlSt2VpwCr958WvVMWYkx6fEzJcnCkEcVDamBqiocwU/CfHVI9lqNoeUKRLLpJDyUozp/bwak8khBqH/tXYfFuX9hNyZl6Jr2/jtR6LXI1kMHmtLL2rvEwmVtaH9/0ekFa2yhJs3b0ZxcTGys7OV291uN7788ku8+OKLqKurg8Xi/8HSbrfDbrf7HSciihWOIKWtxR7E2tLQesQS0eLi4pKvD/qde0ablJBmfjadjN0kqxkOl6dRGckAUONw+80fzzsjA/+aNBAAhIzkwNc+u1M69p2o9I7XKpa2rs9I1sylxAW/QPMsD0tbE0XMpEmTUFpaiscffxyFhYUYMGAAVq9ejR49egAACgsLUVBQoJzfq1cvrF69GjNmzMBLL72ELl264Pnnn8eECROUc4YOHYrly5fjoYcewsMPP4w+ffpgxYoVGDx4sHLOiRMnMHnyZBQWFiIjIwPnn38+PvnkE4wcObL5njwRUROoEuaGaSEGWvXsLSrHzmP6baAeuqo/7nxjk271mHCYhcxdcV5mt/rG/ed3t2PTQyODlrYOJn/W5aiodaFDeuC1gGSrBU63yxtI1pTwDla2Wwxs1zjcYZX5jkXzc/f5HatlRnJcYiCZWrAGBlDiO56X8EINuIrrSsEy3qJFngCZTYA5vucNjaa3ECcuYoa7AKcNbNc43dh9vDxxAslyRrKwOurUeQ31spSJokEsS3jNNdcox3NzczF+/Hjd+wwZMgQffvih6phRWcIZM2aozpHLEl5xxRXYsWOH6hq33XYb+vbti7/+9a+6QWQiongQrLR1lbD5skanj7Df9cQ5hTB/EDObZWe0TQlp065eRkbHdDuOnqrB6WrjQHL+T6V4I/8Q/j7uXGRlJKNaJ5B8strh18pGnO7LD72nsByXzVuH6VeehfE6fZ1bp9h0x2sVeix7PJKyiCnOSQNtXBUryTAjmajxpk2bhmnTpunetmzZMr9jw4cPx5YtgStqTZw4ERMnTjS8ffHixWGNkYgoXhSV+YK75kaUWH7n2wLD2/p1bo2v/no5ev7tfw2+vpY4p7LbfPM2Oaj8c4VOIDmMQHnnjBR0zgh+nt1mQUWdCzW6GcmBX88kqxk2iwlOt4QqhwsZqbaA58c6cS4tq65zx+xaPBlr4aEJaskampDKX3GxLdT5jbiwE6vJyXKQL8kavYzkWqc7Jha39ALJ4rDCHaNegkg8ZKkHotsj2S2WtvZ/jWKhNDqRLBplCdPT0zFgwADVv7S0NGRmZmLAgAHN+vyJiCJJngNoF6uUjGQh+FqjE4jVEtuI1Djd+GRnIY6drsFJnf52Wa2TQ+uRLEzcp195FjpnJOOhq/oBCNwj+YZXN+DjnUV49tO9AICiMv9FweLyWr+xia+EXNr6zQ2HcbCkCvcv36ZbjlsslyjOx8V+yWIrETHgHjCQzIxkIiIiilHPf/aj8nW4reREhzX9kfXMnXAezuzYClmtva2mRp+rX5EsFGKyhNiLOCXJglqnW6limW73ze/CyUgOVXJ9EPvnijq/dbfkEB5PLiceStWgWKeX0e5wewJuGqXYxIxkajEq61yqPw4NDZ9ws0xsCzXgKi7seCQJ5hjcIuBbADRHZZeW0+3Br+Z+jiSLGV//7fJGjaGxMVrtQpzVbFIdCzezVm888R5U1c9IDvwauSPcI5m/IKkxolWWkIgoEcnzSKMeyaqMZEd4PZKXfn0Qp6qdMJn051RWiznsHsnTrzwb919xFg6UeDOcQyltLQeK9xT6l0x857sC/55+wjxF7zNDnU5At3WyL4tCnCuK/ZJdbgnyeqS6tLXx2FWB5BjYtElEREQkE+cpdY0oQ1wbQtWbSRd1x6SLuqO0sg6rdxbhNxd0afDjuYQ1ro7pycrXKTaLUtY6yWJGt3ap2F0/fwwnIzlUcrD42Gn/st1thV7LRtKSLCircepW3Yk34tx49LmdsOnQKZRWOXC8rAZt04K/FhQ7GEimFqG4oha/fOozDDijtXIslMUNPaYYDDiST6jBTnG9Jlbjhw4hkBwo09rl9sCqUxqwsQpP16KkvgRLlcONVnb/Pxni/0fahcpI0mYkZ2Ukqx473Ixkvf//I90vuLm5dHsk62fI6N0nEvjbkRorGmUJtdatWxfyuUREsUr+G2/RTCKtSmlroUeyM7yM5FP1GQR6H6fenjLY8DYtbasRk8mEjPrydxW1Lrg9kt/4K2p9AWY5c+Wnnyv9rv1/m44GfGztdQH9jBsxi0KcV1mFTG9xs17Ipa094jw2vuegRERElFjEgKzeRrtQyfe9oFsbbD9yGn/59TmG52a2smPyxT0a/FiAeh427Kz2ytcpNgsKSr3Z0Z0y7GgnBDDbNUEwU86GPqbT/1lvDqqVWr/+Ks7X45W8FjnlV70wY+TZmPRKPkqrHCgqq8W5XUKoE04xg4FkahFyd58AAOw85tut3tD4CRPuYluopa0lTUZyLHIqve1MATOta5xupDdBEDdJKANzqsqhG0gWe+o1xS4+mfZn5PFIqv+Hww2I6v3M4z2QrMrQrn8uDrf/MVGkeyTz9yMREVFskOc1Vk1p6yTdjORQeiQHP+eVydkYeqZ30U4bJNajVxglQ+ijVl7j9MtUEBfU5KlPqKWhHxh1tvK1RTcj2f85ips1xXmTWJZb3KynCiQHmFuK8zaWtiYiIqJYIuYhNCaQXFu/SW/myLPRMzMV3dulNnZoAYllo7u1S8VV53XG/3YUwi1J+P3ibwEAF3Zrq5qlNkUgOVBGcijkjYyJlJF8ZsdWSLNb6zPFy3X7VVNsY49karEanJHMQElMC2VnFxAfPZLl7IRgGcmhLP41hFt4YUp1+t8BQGWtb1Ij9h8JpCH/72mTad2SpPoZhp2RrHMs3ktbu1RlrL2vh7iLVC9QHu/PmYiIiPS5lYxk9fxMDixXhBlIDqU/njirGNSjXfAx6swJbRazsnh2Wqe8tXifijrv7cE2A952SU9se2Qkhp3VQTlm1plc1+o8R7HHtBgwNplMym2qrB3hHL3nJxPnbeHOY4mIiIiaktgGrS6E8tRG5E16yVYzemSmNVnbvgU3/QJdMpKx8Pe/UB2//pfdAAD7iiqUZJSx52WhfStf8Lh9mj3i45F7JB9vYCBZbs9SlQA9kuuUJCnva5JmT5z+zy0NA8nUIuiVo25wj2QWb41pofdIFr+OzWCa0tvOGrhHck2Ykzqn2xPSrjgxiyL/p1Ldc+pU5ftCe/yGvNzaBUK3NiM5zMxavQyRRMpIlp+KM8jO0Uj3SOZvRyIiotigBJI1c0ir2X8JIJS5ZF0IwU5xPnbzkB64/4qzAp5vtLmwTX3vOL0+yeIcrrzGGwwPtjEuMy1JuaYs1Ixki9msZB8P7qUOjsuvpVFp60BzSzHIzB7JREREFEvEuVU4GcmbDp3E1S+sx8ZDJ733rd+kJ2YKN4Wx53XGN7OuQLZmI6MctJQ3UKYnW/HrAZ1VFXBap0S+YG9K/fP96ecq72Mkex/j6vM7h3T/NHt9RnJd4mQky1UvU+qD7OGuZbckkiThsQ934c0Nh6M9FBUGkilu1Drd2HCgVNWbqlFY2johhfrz8cRBaetQeySHu4vrupfzcckzn2NT/cTOiLj4NfeTvbrniJPLUDONG/J6y9eWXwe3R1I9nivMgKjeCOI9kCz+LOTX2BnkOUW+tDV/QRIREcUCX0ay+m+zXtAylPlAbQjzTXE+ZrWYcdPg7gHPN5qmtK5f3NMLJIvzNblfcrA5XGthsVCml5Gst1Bqs5iwcfaVWDPjUpzVKd3vNkD9morZxYGmvOLUlaWtiYiIKJa4GxhIvv6VDdh5rBw3vLKh/r7e+aPdFp0QVMd0dbbxkN6ZALxllmVNsY51Yfe2AICT9dUdb7q4Bz7703D8a9LAkO6fSBnJYpIU4HtuTVVdMxFsKTiFpV8fwsPv74z2UFQYSKa4MWPFNlz/ygbMz90X9n31/ibEd8iIjISckSwGQJtqMI3kCLFHcriLT1sLTgMA3t10NOB5gcrxyVwhlu8L97pG95FLoXgzksWSgOFdU28I4kS5rMap6h0YDzx6geQgG29Y2pqIiCgxGQWS9RZtQpkPVIQwLwp1g9pvB3ZBj8xUXHZOR93blUwFnbGqSlvXt1gJFkiu1Bm73ibN2vrMCLm0NuB9/dqmJeFsTRAZ8M1LxectjiXQuMSgO0tbExERUSxRZySHHvCT7yf/V24bkmxt2oxkI10yUlRt+Lq0SQEAjB3QGbdf0gvP33Bhkzzu7wf3UM0nU20W9OnQSpk7BpNaf9+aROiRrAkky9npLG1trEJoI9nQ1qxNgYFkihsf7ywCACz9+lBErtfwHsnMuItlIbZIVmVASDG6duNUZSQbP7GGLj5ZLIFfLDEwKfYPEYkZGHrlovU0prR1kiqQ7Ls93IxkvaxotzLRdeOCx9bg3L9/GlN/sINxaRYuvVnbod8nEvjbkYiIKDbIAVdtIFlvo1worS7EBQ0j2sxfu0EZw5zrL8S6B0YgJUn/dnv9YqNe9rQ43zxQUoUahzvofGZkv05+x7SvC+DLuBHLYAe6tNxv2qnKSBbmYwEmYuoNkTH6YYSIiIhaJHEznBwMDtfLeT8pm/maurS1EbPZhF7t05Tv26TalOOPjOuP31zQpUkeNyPVhnO7ZCjfG815jSRSRrKc/GS3yBnJ9UFylrY2JLYiCqciQFNrUCB5wYIF6NWrF5KTk5GdnY3169cHPD8vLw/Z2dlITk5G7969sWjRIr9zVq5cif79+8Nut6N///5YtWqV6vaePXvCZDL5/bv77ruVc2699Va/2y+++OKGPEWKYUnW8N+2esGNhvdIplimV6ZOjzsOSlsr5T8s5oAluxvaV02vN5xIfI2M/nCJGRiBFtqkRr7e8n3k///dkjojOdwSzYEykovKapVjsfQHOxhxoi9JoS1KRrxHMn9BEhERxQS32yAjWWfRJpSNZZVBAsmTL+6BK/qqM4wzUmx4+przdM8PtDlXnu/pVd3RBmf/+O/NynzmzmG9/M5ffMsgv5LUgH4gWc5IFgPigeZKclaJOOcSzw+0yVKcpoVbWYeIiIioKYlzw0OlVQ26xpyPfS3y7A1Yy48UOQsZANrotDtpKu3TfRsTww0kJ3KP5ETKtm4qQhw5pqplhv1/8YoVKzB9+nTMnj0bW7duxbBhwzBmzBgUFBTonn/w4EGMHTsWw4YNw9atW/Hggw/ivvvuw8qVK5Vz8vPzMWnSJEyePBnbt2/H5MmTcd111+Hbb79Vztm4cSMKCwuVf7m5uQCA3/3ud6rH+/Wvf606b/Xq1eE+RYpxDQok66xTNDR4GGrGK0VHqKWt3e7YDyQ73L5yzoEzkhs2fr0FNFEovdvEhbNQX8eGJMHKDyMv2Hk86mBwuJkcemOVJ8pi75Z46tmhLaUYyqJwpHskExERUWyQA65WzXxPr4xcKPMBuR/xOJ3MjQFntMYTvx2gu6HzxsHd0cpuDWnMMnmxUa+Uonas6374WZkDXf/L7lj/l8tUt+uVpAZ8VW5E8gbCVnbfYl+g10YpbS3MuZwhbrIUA87yYxw/XYOrX1iP/2z2tp8pKqvFkx/tRkFptXBu/GxyJCIiovgkzlMO/FyFksq6Rl0vWhnJANChla9Pslh1pjkfNyXM5y9nJFfWxc+apBFtIFl+LzAj2Zj4+SOWSoCHHZGbP38+7rjjDkyZMgX9+vVDTk4OunXrhoULF+qev2jRInTv3h05OTno168fpkyZgttvvx3z5s1TzsnJycHIkSMxa9Ys9O3bF7NmzcIVV1yBnJwc5ZwOHTogKytL+ffRRx+hT58+GD58uOrx7Ha76rx27dqF+xQpxul96A/GpJNH3NDYIUtbx7ZQA/1iKeRYbRPrFP7YBnpe4fZIlgUNJGsykvXKPDsNesKFet1Qyde2Wb1jdrg92FpwSrk93BLNemfL4xJ/X1TH0cRGm2UfyuvMHslERESJSf4brw3u6i1GhDKHk0sTnt2xld9twT6fhTv3C5SRrHctuTqP1WxSbQgE4Pe9TK9HnRy4Fhc7A82V5CC9OiM5tNLWYjxYXqx9+P2d2HmsHA+8ux0AMPWtzXjtq4O4/pV8AMDRU9W4eM5n+Mt/thtel4iIiKixtBvpNh06ZXBmaKKZkdwhXQwkN19Gsvi44QaS5faChWU1ER1TUzhV5UB1gOxieV3VpiltHUsB0lgjVseMpdcprP+LHQ4HNm/ejFGjRqmOjxo1Ct98843uffLz8/3OHz16NDZt2gSn0xnwHKNrOhwOvPXWW7j99tv9gnrr1q1Dx44dcfbZZ+POO+9EcXGx4fOpq6tDeXm56h/Fvkj98YlU+MTl9mBLwSn2tooRoWYkO4RJUaz2wW3qHsnaDBUt7aKiNvP5VJUD9y3fqnwf6svYkJ7USmlrYdFv7R7f7/fwS1vrZCTXX0Nc9IunUiuqUopS8P7IQFP0SE7cjTYrNhYg+4lc/Hf78WgPhYiIKCh5Hqed7z3523P9znWF0SM5Pdk/uzhYxaiGBpL1WozoBb3l3n0Ws0nprywzyoDRCyRX1Wd9iNcINFfylbbW73esV9r6ZJUDH2w7hiphjumsP+9gibp05LYjpwEAx+vbrsx6bwdKKh34v01HDcdERERE1FjyfKt3B29/4a1HggeSawMkYoTahrApqAPJzZiRLDxucpilrft1bg0A2FNYHrNr1gBw5GQ1Ln32C/zmxa91b99xtAynq73xP3l+LwfV46kCZHNzqALJsbMuHVZErqSkBG63G506dVId79SpE4qKinTvU1RUpHu+y+VCSUlJwHOMrvn+++/j9OnTuPXWW1XHx4wZg3//+9/4/PPP8c9//hMbN27E5Zdfjro6/fILc+bMQUZGhvKvW7duhs+dYkdDSlvrauDvYe3fvic+2o1rF3yDR/+7q/FjokYLNWPc5Y6DjGS5R7LVFPB5NTSQHGwip82i0PZifuDd7fi5wvf7NfTS1o3ISDbIeAn3NdDtkVx/UFz0i6WdX8GoM1ukkH7HRbpHcgLHkfH2d0dQWuXAfe9sDX4yERFRFEmSpMydtJsRs3u0Q7s09SJaKBnJ5fWlrdOT/TM5gt0/1I2eMjmQG2pGssxqNvttOk62GgSSrf5jkoPl4jUCLd7ZLN5ruAwykvXGetNr3+L+5dswZ/Ue5Zh8/2BlI4+crA54OxEREVEkyPOZrNbJAELr0/rxzkK/YyYT8McRfSI7uDD16eCtppNkMeMcg5YnTaF9I0pbn9mxFcwm4FS1E8UVjSsr3pTeyD+EijoXfiyu1A0Mv7PR1wpXTgxKYUZyUGJ7n1gKuIfXrKieNqAhSVLAIIfe+drj4Vxz8eLFGDNmDLp0UfdnmjRpkvL1gAEDMGjQIPTo0QP/+9//cO211/pdZ9asWZg5c6byfXl5OYPJcaBBGckR7JGsvdjr+YcBAP/+tgBPXXNeA69JkRLKJrdap7tBAdDmJvZIdrmN/3A0uLR1kEU9bRaFw+UBfPMgfLZXXfEhUPk+8ZaGvN7yfYz+/w83s1ZvDHJQVbwtniY2bk259pBKW7NHcshKYnjyTkREJBKnRXoVaLSLWdqqM3rk0tatdDKS5YxgI8k2S1hzKrumtPWb+YdQcLIafxvTD4H2DprN/nNFOdirpVeO+3S1A4C35N6tQ3viix+Kcc2FZxg+nlUnI1mck7o9EiRJgkfytZTZU+itgnaqPjtDvE95beBF2nAD8kREREQNIa/vyZVdQlk7OlnlVH0/7oIumDvhPKXfb7RccmYmlt52Ec7t0loJYjYHMSM5NczHTbZZ0LtDK/xYXIk9heXoVB/QjzVi9aBT1Q6kJKWobm+T4tuAmpXhfQ7ye0qbrERARa0T0/69RdncCgBVMbQuHdb/ye3bt4fFYvHLFC4uLvbLKJZlZWXpnm+1WpGZmRnwHL1rHj58GGvXrsV7770XdLydO3dGjx49sH//ft3b7XY77Ha77m0UuyKWkUwJKZQFllH/+hIFwo7+WA2liaWt60zGf2BDWfzTEzQjWS+QHIAkGW8CEoOaDckAj3RGst4Y5EU88baaeOqRLLwEHkkK6X0d+dLWictoIZqIiCjWiHM4i87fL4tmDmiUUXzkZDXyfyrFNb84I2Bp62DziXCzMOxKaWs3qupcePgDb+Wn7B7tkJFi3NvOajar5qG92qcZbk7Xm1OerPIGktPsVjz6m3Pxd6l/wA3z8txAnIeKC60eScJ9y7dh86GTWDNzOFrZ9ZdfQt3YF82ykERERNRyyHMTeU4WytqRtrT1xb3bRT2IDHiTFy87p2OzP64YSNa2XglFv86t8WNxJfYWVWBEFMYfCrktDOCdR3dpow4kyxWN7rviLGXuLb+nApVCb6kWrvsJ6/eXqI7FbWnrpKQkZGdnIzc3V3U8NzcXQ4cO1b3PkCFD/M5fs2YNBg0aBJvNFvAcvWsuXboUHTt2xFVXXRV0vKWlpThy5Ag6d+4c9FyKHw0JJOt95G5o+ISf32NbsAWWWqdbFUQG9PuXNZfKOpdhyTynS+iRHOBtH04QVXysYBnJfqWtQ8h8NnopxeMN6e8RLJAcTmat0ePL7wNxMTWWSogEo+2RHFJGcqQDyQn8+9HovUdERBRrVIFknT/O2kCyUY/ky+atw19Wfo/lG4+gUg4k2/0DucHmonZbeH9Dk4SM5E2HfT35vjt4UpnfnNMpHZ0z1NkZ8vP67E/D8cHdl+CzmcMNH0Pv77qcJZxm9y72BWuZI19DfP3Er90e4MPtx3G8rBard/iXe9S7TyDijy2UcuREREREDSHPM3wZycHnKuL62RV9O2LCL7o2zeDiRGaaL5DckMqMXdp457k/x3B1PDHIebra6Xd7WY33dnEjqBxUr2tgdc1EVlRe63dsUd4BbBY+D0VT2KuiM2fOxGuvvYYlS5Zgz549mDFjBgoKCjB16lQA3nLRN998s3L+1KlTcfjwYcycORN79uzBkiVLsHjxYjzwwAPKOffffz/WrFmDuXPnYu/evZg7dy7Wrl2L6dOnqx7b4/Fg6dKluOWWW2C1qne0VFZW4oEHHkB+fj4OHTqEdevWYdy4cWjfvj2uueaacJ8mxTC9MmQA8ENRBa5Z8DXW7/85pOs0tJxxIgdKEkGwQL82iAzo98ttDgWl1ch+Ihe/felr3UmZLyPZhEC5nuEEksXAoTVIhqV2TcsRoLy2cp8gQVrvOUEvY3hdo40koS7AAcY/b/m1keK2tLW2lGII94lwKRlTAuckWxlIJiKiOCFuBtQGjQH/+bJRUFKeG20/choVSo9knYzkIPMJoz7FRuTPew63BxsOlCrHa5xuX+9ns8lvLis/1z4dWuGCbm0CbjDVqzRySiltHVr2jFw23Ki0tTgvDrQhM9TqQmLlJbF3GhEREVEkyfOZcDKS5Yp+U4f3weJbL1KC0C1VktWM32V3xdA+mTi7Ab2Z5eBrWY1/gDZWVAq9s+V5tEhuGyOWuJY3mNYxI9mPXpb2nsJyLPnqYBRG4y/s+gKTJk1CaWkpHn/8cRQWFmLAgAFYvXo1evToAQAoLCxEQYGvkXavXr2wevVqzJgxAy+99BK6dOmC559/HhMmTFDOGTp0KJYvX46HHnoIDz/8MPr06YMVK1Zg8ODBqsdeu3YtCgoKcPvtt/uNy2KxYMeOHXjjjTdw+vRpdO7cGZdddhlWrFiB9PTma6ROTUMM7BgFkqa+tRkHS6owefF3OPSMOmNdbzd5jLbFDdms93bA6fZg3u8uiPZQoqbW6fabmAQrbX241D+QHK0eyftOVKDO5cH2o2XYfrQM2T3aqm6XJ2pWszlggDycvhJi0DnYa6XNSA7W/w7wLkTqzRXF1zhQL2Xj63r/a1zaWjIsq61l9OhuvdLWMVRCJBiXJlgfSuZ3pDOSE1mSsOAc6nuNiBIL/9+neOF2Bw4ka4/pBTLFQGXHdLvSn0uvR3KwQGi4/eh8C0wefCsEkh0ujzKPtJi9c2SRXj9oI3qfKU/Vl7Y2KkGtZVN6JIulrYUKMcI8K1DWRajZxeLvn1qnB6lJId0tLE63B1/u+xmDegYuI05ERESJS654F06PZDmQHG5Lk0T2j0as2cdDIFlMvjmtE0iWx94mVcxIllvYMCNZyyiZKbNVE0z6G6BBheqnTZuGadOm6d62bNkyv2PDhw/Hli1bAl5z4sSJmDhxYsBzRo0aZbgwnpKSgk8//TTg/Sl+iYsTRllhJZXNU+ohlB68Te1UlQPvfOfdsDF7bD+0TYuNXyjN6Yu9xbht2UbMHtsPd17aWzkurh/VOt2odrjRTnh9qur8A4PRCiSLfzT1shTkcZlN+ouAMqcr9PGL5wZbbNOW/A4lYG30UoqXakgpcXnR0Go2wWTSfxy3RwqaZe0di/7ju3VKW8fTxEbVh9oTpR7J0f/12GTEvz1Ot4QkawI/WSLyU+t049c5X+L8rm3w/A0XRns4RAGJlVr0S1urP0/pBTILT/tKq4nZBnoZycHmiOEuKMoZyaeqHfj+aJlyvM7lVuaRFpPJby4baL6spV/aWs5IDm28Smlrg4xkcfNkoAziUKsLiXPopuort+CLn/Cvtftw3hkZ+PDeXzXJYxAREVFsa0hGcm19ECwlidXcIqFNinctu0ynZHSsENfYa3TmpvLtYrUfsbQ1N2r7uNwerPtBv8quWCY9mvh/NsWFUAJ9gX7tRPJXUiz8fhPLRUQrCBptM/9vGwDgqdV7VMfFP0CXPvsFfvFELoqFHgN6C2XRSsoUF5T0fo7yGqDZbAq4gSGc0tbiQl+w97L2tQqlR7JRtrG48NWQt6yyaGg2GfZ2DjUoGiyQrMqejqOMXe3CZSi/G+Lp+UWbuFgdThUAIkoMn+8txqHSavx3+/FoD4UoKHk+ZjJBt7yzNoYqziEKSqvx9rcFquyHN/IPA/AGeO06ZaqDlbZuH+Yuent94HnHsXLV2Bwuj6a0tfqJGM0R9QTukRxiaWuLXNpazEj2jVc8Hmge7XJLIc3JxPlHUwWSV209CgDYccwbwK+JozYvREREFBluTSDZHUI7OWYkR5ackfzdoZMx29KkSqjiWOPQa9no36ZQrjwEcG1N9MOJCsPbYiUjmYFkCtvKzUfxwmf7m/UxQwk8taQdLGIgOdSeWi2FuFZWXOHNUs8XSuLpBTpDKQHcFMRsV70gqC8j2RQ4I7mBpa2DBRq1r5W4AGb0mhn2SBazZRtU2tq3aGjU7y7U18Ho4fUCyfFU+lnbhzqUlzmU8kThSORfw+KCM3u5EBFRLJPnNEbVZ7QBV3Fx8Mp/5eHBVTuwcN1PfvfLqC9L9997LsG9l5+pHA82n5g1tl9oA68nZySX16ozMBxujzJP02YkGwXNjYg9krV3CzWQ7CttrT93FNvCBKpy4/JIQQPDmw6dVM3FQ2k50xDiZ46vfyxBv0c+wfPN/NmfiIiIokvJSJZLW4fRI7ml90aOFLHFyAfbYnMzc3Wdb/6ql5EsbzYV593JwqbUeKoC2dQCbSqNlf+nGEimsP3p3e34Z+4+7D5e3myPqQo81X+5fv/P+PO721FRv8AQKIARyeBGLASsSyvFQHLL/KVr9OtVL3NX/JnplVWOVqxQXAzS293nVgLJgUv1NbRHcrC7+ZW2DhL41ruP8lhiaesGBJJ9i4bGi6KhXjV4INl3LNKB1qak6pHsCS0j2RXCrlLyx12TREQUy5QNeAafW7TzSnG+I8/3vvih2O9+XdqkAADO79oGfxp1DjpnJAMABvfODDieTq2TleBwKORMX20Wb53To8xfvRnJvucRTn9kAKrxtNb0Ak4LubS19zFdBj2SxQW1ugCBX5fH47f4pt20effbW9QZyU2UmSL2nX7o/Z0AgPm5+5rksYiIiCg2aTOSQ+qRrJS2jo2gV7zr2T5V+XpPYfPFYMIhtr/R2xTpqH/fiIkZNotJidMEmh+3NIGqALUKcZNrU2MgmRqsOZu96wVEJi/+Du9uPoqctd4d0s0V3o1+GBk4WeULJDOgoaYXcBUP6WUkR69Hsu+PhN6kTB6W2RS50tZixkTYGckhlOczCsqrM5KDjVJnLEJGslHZQinEl8Goe7AciBV3gYVSvidWqDOSpdAykiPdIzkmfkM2DfE9HEqZd2qYBQsWoFevXkhOTkZ2djbWr18f8Py8vDxkZ2cjOTkZvXv3xqJFi/zOWblyJfr37w+73Y7+/ftj1apVqtsXLlyI888/H61bt0br1q0xZMgQfPzxxxF9XkREzSloRrLmeEWdyy9YqDdH6FofSJb93x+G4P4rzsKzE88POqbpI88CAEwa1C3ouVaz/jKFw+1R5qcWkwk24bxAc2XdxxAWtNKS1IszIZe2rn98p2ruqN/HWC9LQ+ZyS36LR9qshPIal2rOf1qoUNVYO4+V4T+bj0KSJNV7I1YWrYiIiKj5SJKv5YYvIzn4GkgtS1tHVHqyDbPG9AUAHD1VE+XR+HO5PaqMYr1AqPy+ETOSTSaTskFhf3EFiitq/e7XElXrfFZ4dFx/3DS4O67s1zEKI/LHTwbUYM2ZmBso1nHkZDWAwJnCidZGWAzit9SMZCN67wNzkIzkaL0/xJ1X+r2bhXLOAf5/CyeopSptHSSIGKhHstFjGpXiELMqGlJKXFw0NCpbGOqGAKOnLT+GOD5ntNLVw7DreBmmL9+mep+H2vs40j2SY6BgQ5NhILnprVixAtOnT8eCBQtwySWX4OWXX8aYMWOwe/dudO/e3e/8gwcPYuzYsbjzzjvx1ltv4euvv8a0adPQoUMHTJgwAQCQn5+PSZMm4YknnsA111yDVatW4brrrsNXX32FwYMHAwC6du2KZ555Bmee6S3T+vrrr2P8+PHYunUrzj333OZ7ASimJdpckhKb/PfdqKKNXtD1+c/247JzOvhdQ3RGW3UguVu7VMwYeXZIY/rj8D64om8nnNmxVdBzjcZd53Ir81ftOeFmJIsvwbHT6sU5bWDZiK+0tW9eIM4dxbl+lZCxoeV0e/yyOJxuCSaT73dPjdOtGvMnO4twed9OIY0zmKtf+AqAt/8aA8lEREQtmzgHVDKSg6wdVda5sP1oGQDOHyKpf5fWAIADP1fC4fLg5byf8Kuz2uPC7m2jPDKgShM41ts06axfO9NuErVbLah1enDjq9+ia9sUfPXXy5tuoHGiVicQf/0vu8dMWWuAgWRqhHB3fTeGKgilySaUvws0mkhmnDbn8zYiZorGU+ndpiIGRPXWkGocbvz53e34zcAuAQO2zU3M8NWblPnKEgYubR1OVqmqtHWQ5619XcQManHsF3Rrg+1HTgMwDhK7VdmyIQ/Xdx9h0dBooTDUn6PhGN16Gcmx///XXW9s9lsAlaTQXo9XvjyAPh3SMOki/yAdqYlvBfZxaRrz58/HHXfcgSlTpgAAcnJy8Omnn2LhwoWYM2eO3/mLFi1C9+7dkZOTAwDo168fNm3ahHnz5imB5JycHIwcORKzZs0CAMyaNQt5eXnIycnBO++8AwAYN26c6rpPPfUUFi5ciA0bNjCQTERxKVgg2ej4nW9sCnjdtqlJDR6TyWTCOVnpIZ1rNNdzuDyqKjUllXXKbeFu/gs0x0u1N7y0tVjNRgwOVwYIJLs9kt/im8PlgQnq1i3iPL6ovA6RtqewXB1ITuZyEVFCqKqK9giIKI64hLW/ZLc3kcnldBn+LnF5PPjzyt3K9wPaWvl7J0J6p3kDsAWl1Vi14QD+mbsP/8zdh0MPj4juwABUl6sziatr6vx+7vLc1eaoBYSbPMJ8+eipGrgqKgwrErUU1RXVfsfsdTWAwwSkpUVhRP74yYDCIgZgYiUjWR5ToPFEMk4YA3Fk1fNpiaWtiytqcbral5UtvgZyoF8MLj/64S5U1Lrw7uajePjq/n7Xi1pGsitwRrI8Los5cGnrYJnFIlVGcpC7ad9aehnJKTYLPrj7Epw1ezWcbilAaWvxawlvbTiML/f9jBduvBB2a/DFOrEfnnFGctDLBDxPDqzHW49kvdKG7hBLWwPAX1fuYCA5FC38925Tczgc2Lx5M/72t7+pjo8aNQrffPON7n3y8/MxatQo1bHRo0dj8eLFcDqdsNlsyM/Px4wZM/zOkYPPWm63G++++y6qqqowZMgQw/HW1dWhrs63iF9e3kw9i/iBPHrqhA/K/DlQjHNXeRciLCbovl8tBv1ASioDl0tOkYwXESPJ6lQHSZOtZtS6PHA43XDXev9ftHjcqHP4grMOlyessbmrjUsEtnLVAVXGgV9lnG7vOc46h/LYzjrfZ5TaOt/rWVntv7gmczpdqDxdqTr2v82H/OZyYosal8OpXO/74+V4d3sRZg7vhbap6n7P4ZDqHKr3RrowRZcqKwNWAKMQxMgiILVArYJXgiAiknlsdmDmSgCAffJNwLUPwbXte6DVCL9zH7lyKt4/dwSsHjeQmgEASGvXphlHm9g6w4Tkme+i1paMTU+/CJw/EgAw+r5lGLV/A/60/q2oja0qsyswxddarHbNWuAO9RqK8y//BUxm2M4+C6g6pRyv+OtHqvPKO3VFu5rY7APdXGoGjgFG3606Zkqv34QbI+XRGEimsIjv2+b8GKnqr6pZ9wjl/6WmyjhtSIneSBADh84WmBn3wmc/qr6/ZoEvyCDHGMVs24pa30KQXtA1aj2ShcyDQBnJJpMpYEZyOAkYDpf4/1KQjGTN7WLgW/46qb7MjXdhSTLMctb2733o/Z0AgPe2HMMNvwwexBRLWxv1SG50RrJHDiTHV49kvQwcjyRF5X2dyAuM4usplqqkyCgpKYHb7UanTuoynZ06dUJRUZHufYqKinTPd7lcKCkpQefOnQ3P0V5zx44dGDJkCGpra9GqVSusWrUK/fv7bzySzZkzB4899lg4TzEyuBAYPedcAvzWm9nOnwPFOlfH3sBtz8NSVKT7frVMfBToMyjs66befy+wIzcCIwzM2uMC4PqnlO/Tyk6iNq0N6g4VwPPvucCY+2D5+GM4OvYEMoTf8WH8v5lR/xrpsbfNCOkatktuAH51E5wvvwpMWAAAcE94BDjzlwCA2vXfAF29f0sqNm6F5+5Lgb9+6Hcd15atKH/xb8C1s5VjD/5vn995qvus/wr4468AAL+pX4w79eZyvPjfZ0Mau0r9/T2PPQ5Lz4FA9/MAAGmvLwZ+cTUAoDKzI9IdsdefL67EyCIgERFRIC6TbydZssu7Kc5t1k8AeSP7atX3zzdkHkKGzJDQpfxnHMjspvoZ/NChJ37o0BN3bHwfbWorA1yh6VTZ1C1vaqx21fdukxmSybtmbHOrN2j2OHUch9t2Ub4/ndyKgWRbcrSHEBQDyRQWd9QykiXdr9XfRybQFoyq326UPguKj+uMg4zJSNP2hd5T6PtjIweyjDJJ9QKdsVDaWi9gqfRIDlLaOliJapE6IzlIj2TN7eJ4HZpAskUnE1wklusTL1uj0wNCj1ja2ui1CD2QrH/cpRNIjoceybrl2j3aJgDNI3HDyJr3BTOSm4x2M4IkSQE3KOidrz0eyjXPOeccbNu2DadPn8bKlStxyy23IC8vzzCYPGvWLMycOVP5vry8HN26dQvwzCjeSQm8UYYSj7zQZPXoz7OMMpLPLfoRu7LONLxuirPW8LZIsmjmxanOWpQCKGzdAV/09gbAzZIHLnPDlzMGFB/AzPVvoWvZCcy8+k+q20L9v11eFHMJC3tOi29MtVZfKfBKeyocFv3xus0WVNhTQ3zU+sfRee67OvUJ6xpaHpNJ9d4Q3z8nWmUi/eTRRl2fiKKkMjpBBiKKT65qB/BPb8JO0ocfAG9uh+ucvvq/S55Yp/q21dtvAmdlNv0gW5CMJVuAY+U4Me5a4OBp1W3ffrUDo/t2iMq4qg6eAt7arnxfk/1L4GXfe8TpdAPPrAcAWI8dAYTe2R/VuTBj1R6s3V8KADidvxHoGtpGzkRV8+UhIO+Q8r3VbIq5v98MJFNY1AGL5uyR7PtaGzORvw+0vhfJQKH4MNEKQKoDXS0voBEoqCrf5NJ5Xc7s2Ep5D/dun4YDJd5ycNGKFYpZjXoZyfIhiylwaetwMuPD6ZGsDVCqSlvXXyfJ4g0ky6+70f8T1ULAWLyuHIgOxq0E1QMFkkO6lOEYPUogWXjcONiooRdI9pa2jv2xxxPV+4KvbcS1b98eFovFL1O4uLjYL6NYlpWVpXu+1WpFZmZmwHO010xKSsKZZ3qDJ4MGDcLGjRvx3HPP4eWXX9Z9bLvdDrvdrntbk4qxDxItyq5i4L363l/8OVCMcx8tA5ZuhblHd933q3nFDmBfqd/xfV3OCjihSnn7TeDs9hEdqx7bkTJg2Vbl+7Sz+wDF3nn7p+cMBQBYfjMOzoIyQGh3E+7/m/fV/3fmE+vUN4R4HfuGI0DuT6i5cTLwnzkAAPeb24BDpwEAteeeD5R6y4xXdu4Kx4mfgX985XcdZ79zUTl5JPDpj363GXEPughYVD/O+vE7evVu2O+n+vt7Zs+G9Wg5cMBbetA99Y/ApuMAgGNffIMz+7RT3W3PiUq0S7WhU3oU/h4SUehYVp2IwlDr9K7TJVnMSGrl/f3hQmh9WpPTU/k7J8LatPLOs07otF05ViNF7fWuMqvnnLVu31jW7/8Zf3hzs3KbLb0VYPNtvExPA16742Jc/cJ67DxWjjLJ2uLfN9VQZ/2bzbHTG1nGQDKFRVw7DxDLi7hAGcmhLOdHIqDicntgNpnw3tZjhmNpLuLzaYmlra0B3nxykFEvuJaRYlOOD+7dDh5JwqHS6qgF3IL1SPYIwdNA/7/p3deImMEe7Glr399iILm00tu7LtlWH0iuH6DRUKqFHnbidZOsZvxQVIE/vrUZ00eejd9c0EXv7kJGsvFGglB7RRudJW8+EK+jF+CPBx5PdKrnJXLCnvh7gkH6yEtKSkJ2djZyc3NxzTXXKMdzc3Mxfvx43fsMGTIEH36oLhG6Zs0aDBo0CDabTTknNzdX1Sd5zZo1GDp0aMDxSJKk6oEcM2Lsg0SLkuwLlEipqQldyp/in9vu/f1ltVp0f29YbPp9dINVYklNT2uW30OWVHWv5rSUJADq/sLmJJt/ZaYGjm3yxT3w5obD3scOY9GmbRtvKe1TDo9yHxd8myRrhfFVOtxw2PVL1rkAVHhC21wpc+os6Na5G7eYKFltsNh8S0ROIdP6eK362odLqzDmlU0AgEPPXNXgxyQiIqLYIlcUTLaZYbPIVR9DW3tOsemXwKaGy0jxzttPlHkrAyVZzcr6bHFF9NYs5HXejBQbymqcqkqU//j0B1VCkc2iP89tk+Kt3nO6xqF7e0sirpsDMGzrGE3hfVqhFk9d2rr53tDimoZfIFkuYxni/Rti9/FynPfoGozO+VJ93SjFcMWfQ0ssbW01+AMk0ntdPJKkBF3NQpZv1DKShcCsXilu+b1uClLaOpzxqzKSg9wxUEbyio1HAABD+3izUuTX0uiaVXX6/aDtVjPuX74VB0qqcN87W/XuqrquOUBp61Bje0YbQPR6JOtltscDb4/kaI8isaj+DsXn2yLmzZw5E6+99hqWLFmCPXv2YMaMGSgoKMDUqVMBeMtJ33zzzcr5U6dOxeHDhzFz5kzs2bMHS5YsweLFi/HAAw8o59x///1Ys2YN5s6di71792Lu3LlYu3Ytpk+frpzz4IMPYv369Th06BB27NiB2bNnY926dbjpppua7blTfOFeEop1vvmu/u3hfIy7sHsb5euUpOZZHLSa1XP9tqn+gW+LyRSxykyPjPO1MQi0YVWrbZp3XKeqfYtf4tyxotaXLe10S6io9c8kAbwbg+Vzx56XFdJj6y3oOhq5wdgjqZ+/uABYWKYua77tyOlGPRZRpC1YsAC9evVCcnIysrOzsX79+oDn5+XlITs7G8nJyejduzcWLVrkd87KlSvRv39/2O129O/fH6tWrVLdPmfOHFx00UVIT09Hx44d8dvf/hY//PBDRJ8XEVFzk1vQpSRZlPU3vSQLvQ32qUnMWYw0OZBcUeedR06+uAf+NPJsAEBxRfO0ndFTVuOdu3asr0wjBpKThHX7QGvaGfVz/NNihaEW6pTmNQjnM0lzYSCZwiIGWJrz7SxmCBoFR5qytPVTq3ejxunG/mJ12Ybolbb2fd0Se3VaLYHKPHv/qxfQlCTfz8xqNilv4mhlFzqC9CtWSlubA5e2DjUTFwizR7LmunUuDyRJQnmtE2v3nAAA3DK0hzJGwPta1jrdOHKyWnVfcUIh9kVOspiVyUfAsYilrQ1ei3B7JFvMJjx3/UBc+4szvI9R/3zdiZCRLEmITpfkxCW+ntH63Z/oJk2ahJycHDz++OMYOHAgvvzyS6xevRo9enh/zxQWFqKgoEA5v1evXli9ejXWrVuHgQMH4oknnsDzzz+PCRMmKOcMHToUy5cvx9KlS3H++edj2bJlWLFiBQYPHqycc+LECUyePBnnnHMOrrjiCnz77bf45JNPMHLkyOZ78hTz1G1W+DuAYps83zPa/S++h5+7fmDAa2W19mXRNlsgWTPXb5Oa5HeOxWxSbRy9vG/HBj+e+DrZQ2y7AgBt68d1qsqJsvrFH3HuWK4JHJ+s0s8aqXN5lCBzv6zWyuJgIHqfdRyN/FzokSTVZ46qOt/4yzXz9XAqIhE1tRUrVmD69OmYPXs2tm7dimHDhmHMmDGqeaPo4MGDGDt2LIYNG4atW7fiwQcfxH333YeVK1cq5+Tn52PSpEmYPHkytm/fjsmTJ+O6667Dt99+q5yTl5eHu+++Gxs2bEBubi5cLhdGjRqFqqoqvYclIooLtfXrdyk2izJH0lsbq9PZwMaM5MjL0MyDk21mZGV45+c/RzEjubTSu5HyjLYpANQbEMV3S6CPzm0ZSFZoPyeYYzCQzG0iFBYxYBUosBVpqsU7zR8vJWszQGi7sZ9zk636fwhjoUdyYxcM4lGgXTnya6OXSSqJGcnm6Gcku4UxPvm/PZgyrLfqdo9HCJ6G8JxDoQokB3ni2uu+ueEwVu8oxDMTzodH8gaBz+yYXj9G7zluScK4F77C/uJKfHTvrzDgjAwA6oUosVyHzWIOaTOEUtraZDL8YxpuINkEYPzAM9DKbsV7W44JGcm+c+OhR7Ietyc6WbOxN82JHPH15Npp05k2bRqmTZume9uyZcv8jg0fPhxbtmwJeM2JEydi4sSJhrcvXrw4rDESNeR3wPr9P+OMNino3aFV5AdEpHGyyruw00Ynk1drVP/AGbDyQhUApNqaZ/lAO9e36WwiNZtMqmDmqzcPishjhxMslwPJx07X4ILH1+DDe36lW2VIdrJKf5Gs1ulWFt9S7daAc3SbxRtA18vGbmxGsluSVJuzxSxkbTY1A8kUS+bPn4877rgDU6ZMAQDk5OTg008/xcKFCzFnzhy/8xctWoTu3bsjJycHANCvXz9s2rQJ8+bNUzYk5uTkYOTIkZg1axYAb2WcvLw85OTk4J133gEAfPLJJ6rrLl26FB07dsTmzZtx6aWXNtXTJSJqUr7S1kJGss66nZgkIktOYs5ipLVOVs+/U2wWtEvzzkFDScxpKvLnja71gWSHywO3R4LFbNJ9b+iRS1tH83nECjkwL4vBODIzkik84gfG5izVLpZy9i9tHXw8jck4lSQJn+0t1r0tWuVNxacTaLEiUVnMxr+65NdG73WR4HsvWYS+w9HKSNaOsaBUncUrlrYOtBMpnLeAQzjZHeR568V3S6sc+NvK7wEA4o9BCcp7oGTu/3f78frrSKqdipV16glFKOXZlYxks8lwI0Go61li72lA6KstJU5paylKGcmJ3DNUfF+wRzJRyxbuRsKdx8owefF3uPyfeU00IiI1eWEns5Vd93bxLRyo0g8AdBYCyc31Z167gdJqNuOey87UHFOfE2jTZTiSw8ikaZumzhD519p9AeeORhnJtS6PsrEyyWKC3ab+rPPrc33BfnnerN8WJ7RxG3k574CqrN6PQjUusUy397E4L6LY4HA4sHnzZowaNUp1fNSoUfjmm29075Ofn+93/ujRo7Fp0yY4nc6A5xhdEwDKysoAAO3atdO9va6uDuXl5ap/RESxRixtbatf+NPbQCZWHpSxtHXktbKrX9Nkm0WZr9bq/AyaS2n9vPaMNqnKMXk8p6tD63ncRslIZo/kU5rXIBaz+xlIprCIfzea8/OiJ0Ag2ZeRHNr9w/W/HYVNct3GEHept8TS1rYQ+gXrlV3xSJIvszUGMpK1Y9RmFsjvL4vZuJwzEN7ijdMllrYOfG6w97fYv873WvruI2ceixnIgHohyi1JujsbteRTAmUkh/o6yGfJL6n8POQFOXUgOT4XxtyS1Ojf0T/9XIl/5e4La2dg4oaRtWVtozcOIoq+cH+/7i7kQjE1L3lHe2aaf0loQF1uLtAcEwA6piejd/s0nNEmRRVUbkraktxWiwl/GnU2XpmcrRxrqnJvRpWo9LROtqr6N1c7XAHnjqVV+otkbo+kLMbaLGa/HtEzdEpdh7IRMxTa+fN3B08qX4sbQf0zksWvOTGi6CkpKYHb7UanTp1Uxzt16oSioiLd+xQVFeme73K5UFJSEvAco2tKkoSZM2fiV7/6FQYMGKB7zpw5c5CRkaH869atW0jPkYioOdXW//1PsVlgqd9w6AwxkJwcRosQCk2abiDZ+zrXOqMXE5A/b3Rp4/t8IL8nToYYGJb7P59u4RnJkiQpG4GfvuY8pCdbMU2ziTYW8P9uCotq53EzZruJH3C1m7x9GclNU9p693Hjxb9IBZJrnW68810BTpTXBj8Z7JEceOHIv8+tcovkW/Qwm03KeyZaGwK0C03ahTz5vW4Wsqf1hLN4E1Zpa48vI1qUVD8xFDM/5C/F17KqPvNYW9KkvMa3ECVJku6E1GgsFjNglDgTckay5nnJa3V6PZLjdWHM7Wl8IHn0v77Ec5/tx+Mf7o7MoOJcoA1NRNSyhPs7IMmgTy1RU5EzBDLTgmckBwvItrJbsWbGpfjigRGwNtN7WZtdbLOYYTKZ0DkjRTgHWPT7bFjNJuRMGhixx062hf4cTSaT0sYFAGqcnsClrSuNF9XkQK3VYvarGlTrdOPtOweje7tUPHRVPwDqFjmNEepUt6JO2yPZ9/jxuvGSEot2PUiSpIBrRHrna4+Hc8177rkH33//vVL2Ws+sWbNQVlam/Dty5IjhuURE0VLrEHokyxX89ALJmrU+u9XcbHPFlkQvI9lujX5Gshz47NDKrsyfaxxu1DjcIQe429S3iWnpPZIr6lzKJtFrLjwD2x8Zhd9f3CPKo/LH/7spLOIfjub8vCg+llFp68D3b/hgqwPU9T9QUtXg64qe+XgvZr23A5MXfxvS+S29R3Kg4J5S2lpnccUjCVm+QnA2aoFkzc9OuwjjK8EceJEvnPG7PKEHw+RFLG05DXt9IFksKWjWmVzKfZG1uxRVGcke/V4rRmPxlrbW/9MV7s9RzqKWryc/hniZeN2oIUmN3+wjv1e2FpwK+T4JXNmagWSiFk78vz7sQDJ35lMzkxd22qUF75EcTJrdCqvF3KzvY23Zavn7FKHvnsVkwq8HZGHPE7/Gby88I2KPLS9ohaqP0PfcWd8bzshJg4xkAKisDyTbLCbVJurR53bCeWdkYGif9vjyL5fhin7eDEmjgPWJ8lr8Z/PRkObXQOhtXAL1SG6Jn0cpdrRv3x4Wi8UvU7i4uNgvo1iWlZWle77VakVmZmbAc/Suee+99+K///0vvvjiC3Tt2tVwrHa7Ha1bt1b9IyKKNUqP5CSLEhh2eyS/OY42iNk6pfHzTvKnzUjunJGMlKTGBZLLa52Nbk2ifN5olaSsG9c63X4lmgNhaWuvU/WvZYrNgpQkS5NVXmosrmpQWKLVC0l8XO0ObTlYIgYwXvhsP3YeK/Od04ihVta5DG978L0dDb+wYOWWowCAfScqg5zpJb72TlfLC2gE2vUuv1d0eyRLvomPWShtHa2YkHYSpg1aKsFTU+DS1uEkJDiEEnXB1nzkzN3UJHUgWV5INKsykv3LhMubMMSyeIB6IcojSSFtSlEykk0mGLXIDnVhX1sO35KAGcmVda6wSlIHEl5wuGkmOy63J2pB/XU/FOPvH+xUvY8ZRyZqecS5V7i/AsSgWLxuUKL4Is/37Ia9tUJ/F2uzIJqDNptF/l7sX2ypnxBqy2A31FPXDECPzFQ89ptzw7pf17a+LGmPJAX8f9yotDXg22iZZDGr5p8vTx6kmnPLv0/Eljjpyb6f0R/f2owH3t2Of3z6Q0jjD/VzhF8gWXgLBcrCJmpqSUlJyM7ORm5urup4bm4uhg4dqnufIUOG+J2/Zs0aDBo0CDabLeA54jUlScI999yD9957D59//jl69eoViadERBRVciA5xWZREkkAoM7l1j1PFq/rZ7FOXJM1mYDzu2YIPZLD/2y581gZfvF4Lia9ssGvUuWPxZXYcKA06DXcHkkpX90uLUnpjV3jdAfcOKnVhqWt4XR7UFjmrVDbzqAtUaxgIJnCIn7QbM4/D+Ljav8u+Upb+479M3cfrn7hK+H+DR9tVYBAcqAgczi0H8yDEZ+ONrCup6ym8TuNYkmgUm7ys9QLNkuS7/WymEzKeyZWSltrF2Hkm80mk1+JP/V5oY1/xcYCPPfZfuX7YO8JJSM5SZuR7P1eXBiXx/f2twXKsar63sgOTSC50qEOJIdC+bmZjV8L+VIffX8cd76xyXBHm/i6eq+ZeD2SAeDvH+yKyHXMUU4zliQJV87PwyXPfB6VAMytSzfi9fzDOHqqRjnGjGSilk0K81eRTViAiWb5MWo55PmLzaAfyOV9vRl1F3ZvE/RaafbQewZHil9pazkjWQgkZ7aK7ELLTYN7IO/Pl6Fn+7Sw7jcx25d9WOVw6S6iDu7VDgACZmhU1PlKWweaeVkt/lWAxEWnLQWnAQAvf3kgpOyOUDOStZ+JxTkZN8hQtM2cOROvvfYalixZgj179mDGjBkoKCjA1KlTAXhLSt98883K+VOnTsXhw4cxc+ZM7NmzB0uWLMHixYvxwAMPKOfcf//9WLNmDebOnYu9e/di7ty5WLt2LaZPn66cc/fdd+Ott97C22+/jfT0dBQVFaGoqAg1Nb7PDURE8aZGKG0tbuKr0wQttaWttdUMKTLETZ1D+2QiPdmm9KJ2uD34ZGdhWJ8xtx89DZdHwncHT+KHExWq266cn4frX9mAg0EqsJ6udihrsG1Tk1SlrbVlqn+XbVypI6M+I7msxtmo2E0scLk9WLv7RFiB9GqHC5c88zmuf2UDgMh/vok0BpIpLLGQkax9XF92of5H7k2HTuKfufsa/NiRChZHkipDO8iH/60Fp3DBY2swY8W2Jh5V8wm0613+u6PbIxmSqteuSSeLtjlpS85py8LJ73WzOXBp61A2EwDAX1eqM+jdmv+vSivr1OOrf2HSktSZKHadHsnye1LOrgeA6jo5I1k9oREXokIOJMuZ5CaT4f/r8rXueXsrcnefwLubjuqe5+t/5f1eDojL9xeHFOqOSkmSUKJ5/aItUqX3wwkkN0XMudbpwaHSahRX1OH46dhYlInz+S0RNVK4m0nEjVfaKh1ETUHexGfUDuTGwd3x1V8vw4q7hgDwZjaI5lx7nvK1dkNhc/ArbV2fdSyOJVbKJ7ZJTcJH9/4KgHfuqxdU7dfZW762VKdHcuv6bGL5M6fNYsK12V1xRpsU/P7i7n7nyz9Tp1tS5rRGv5N2CBW6jISakVzn8qg+u4gLlgwkU7RNmjQJOTk5ePzxxzFw4EB8+eWXWL16NXr06AEAKCwsREGBb8Nzr169sHr1aqxbtw4DBw7EE088geeffx4TJkxQzhk6dCiWL1+OpUuX4vzzz8eyZcuwYsUKDB48WDln4cKFKCsrw4gRI9C5c2fl34oVK5rvyRMRRZj8Nz7ZZobFbFI2JtYaZCQnWc3o0yEN8353QfMOtIUQS1tfN6gbAHWVnqlvbcGrXx4I6VqllXX4qdi3VlgtJPqI8ZYfitQBZi05WNom1QabxazM0audbiVTeXCvdvhu9hV4duL5htfJqJ/PS5I6ye7dTUdw7YKvUVgWG2uAoXhzw2FMeWMTbnx1Q8j3OVy/1ilrG2aLnebW/HWqKK6pA0/N97iBAjvyd0YBjKlvbWnUYwfKSI5Wnl44GZOL8n4CALy/7Thyrr+wScfVXAI9Z/kPn15fMI8EVWlrOUkjWuVX/DOSNaWtheBpwNLWDRy+eL9nPt6Ll788gFdvHoSR/b1ZKu76gL22H4cc1BYX+QpOVvtdX8660O5aFP+fCnXdSeltbTYZ9v71SEBxRa3yfardgjc3HMaKjQX48+i+GNI7E0lWs/K85Y0EcqBU/nmIv+ecIZbq+9vKHVix6Qheu3kQruyv34srXoUTHG6K34lipozRJoLmxoxkosRy/HQNnG4PemSGlokY7u8A8e8tM5KpOfgyko33jXdtm6p8/fadF2PVlqN4uL6ayZDemRh+dgdU1rnQKT25aQerw6rJpJYXMJOtQiA5OXaWMuRFsCqHy2/Ovvq+Yfh4ZyEA/R7JGak2lNe6lM+7NosZrZNt+OqvlylzVZGYZe72SLBaTMqcXUtbFUhPqBtSAe/iYOv695S4KYalrSkWTJs2DdOmTdO9bdmyZX7Hhg8fji1bAq8VTZw4ERMnTjS8PZGqvhERycTS1oB3/uV0u/zKKMsZyZee1R6v3XJR8w6yBREzkuXPq8ma7O9V247h3ivOCnidqjoXsp9cqzr2v++L8J/Nx/Dob/pr5nOB/77Jc1o58Kn0SHa4lTZ7GSk2dAzyOcIuzO33FJXj4t6ZWLn5KP78n+8BAE9+tAcv3fSLgNeIFe9tOQYA2BskCC+q1mT1Z7K0NSUSscxAsCnzq18ewAfbjvnOl6SQPszqPq4wQdcGzZSgkMF9Gzu5D5Q5ovfhvjmoSn0HiSKKN1fW6ZdbizeBnoP849YvbS2pSltbNJmozc2/R7JxaesACckNLv/x4fbjyn1frt+9Nmf1HuV2+TXU9kiWsw7ELGm9l1DeVVXn1gaSfX8ow85INpsMf/5uj4QTZb6dXKlJFjz8/k7sPFaOW5Z8h7+9552I7Dh2GgCUyY28WCm/FuFk/MtWbDoCAKrS4bFCm9UTrlAykr89UIqPdxQ26nGMiP9fRLnKtoKLRkSJQ5IkDH3mcwz/xzqlR6meQHPRYMS/0w3pY0UULnlzolFpa61Wdiuu6OfbCGezmvH67b/Eyj8ODVgVp6loM6m7tfMGvcWxdGrd/AFuI/Kmy1qnx++zY5+OacoCoLaXIACk2tQBcTn4b/Q5U6wIJM/VjTbZhlIBIdTS1oC6hCUzkomIiBKT/Pc+uX4t0F5ftli7IbZGyVxmSeumlGwzY9hZ7ZHdoy0GdPFWudG2gTmnU3rQ63z9Y4nfsSVfH8Q73xXgg63HUS58Fg42h5QDoPIcV34P1DjdSvJQqxA3fSbVz32vf2UD8n8qxZ/e3a7cdqK81uhuCUGbvMgeyZRQxM+ogYJXPxZX4KnVe3D/8m3KsXvf2YoBj36qyhgM/XEDlNSWJFTUOnGo1D8jEmj8H7RYjBeEk5Esvl4D/v4pJiz8psnG1VwCLXjI2aq6pa0lCKWtTUqATDy3OQNE2sCxdhFGKW1tMgVcxGtMIHzDgVLV92L2sfy6tNJkJPvKJfrGtOTWQbrXlyTJLyPZqHRKIPJLYzGZDBfwJUmC02OcHSHvDpuxYrvquDYjWfzdFm6P5FAXbJtKlwz/RdVA/bUBXxaNEYOqmCqTXtmAP/57i6qPcKSImfqxkgmcAPtxiKie+CG5RKfsrEyceoQ7VxDnGdp2D0RNQZ5jWgNkJGuJCxfR7lGmnbqMPjdL+fpvY/rihl92U/oOxwKxj7Q8d/y/PwxB3p9HwG61BFxIk3vKyYLNJcUsc6WajmEgOfjvmzDiyKrFLvHrUCv4xKuffq7EIx/sjKvyikRERA2lzUiWs0a1wUXtedQ0TCYT3qjf4Gk0t/9y389B5++BylXXON0or/HN7cprfEHlWqcbL3y2X3X/qvp1XTnxKEUvkGwPLZA89jzfPP/ONzapbtO2gIxlYvXMh9/fiaKy4PEvbSC5LQPJlEhUAbcA55XX+geKPvq+EA6Xx7BvaSDi70K3R1L9cvRIwAuf/2h4X7utcW/zWPxYrH09Qj0XALYdOR35ATWzQOXT5LVdvZ3xEgD5rmadjGS3R8KY59bjV3M/x4/FlREdsx5ttqt2zL4sXAQsbd2YLHNtoFRvISxV0yNZnjxahAjj5X076e6AK61y+P3hrxQyksMvbW28gO+R1O8NvSCw3oKaHBCXX0fxbuFWUQhUQrI52Kz+jx9sTEk69xEFy0gWA72nq31BmEhtyhDfP7GyUBkrAW0iajwxwy7Q78PGZCSLpWOZkUzNQZ5T2sLIJk62WTDugi4YdlZ7dG2b0lRDC4mYjautrDJ1eB/Mufb8qFWG0pNkMfuNs0+HNKX8YKCFNO3vnWDzNvFx5DmYW9l8qj430qWtxd51O4+VK18nekbyX/7zPd7IP4ybXv022kMhIiJqcrXa0tYGGcm19Z+jUpIYSG5qwea9VQ43Pvz+eMBzKh3GrTsr61yq6lynq31fP/fZfvwzdx+ufmG9ckzOSFYCyfX/rXG4lSqU2jaJRnKuvxB//XVfZRwibWJSLBOn1G9uOIzfvvR10Pton29ClrZesGABevXqheTkZGRnZ2P9+vUBz8/Ly0N2djaSk5PRu3dvLFq0yO+clStXon///rDb7ejfvz9WrVqluv3RRx+FyWRS/cvKylKdI0kSHn30UXTp0gUpKSkYMWIEdu3a1ZCnSAbUi2jGHzptQoBJu2OpIRl7kuZxVb2aIeFYgCw4sZdWQwQKhkRr/UIKIyM5EQMegZ6zGBTWu03MSLZoAoinqh3YW1SBo6dqsO6H4kgP2482IO5f2tqXkRwoq7QxP+LUJItq8SctScxI9h4Xg8uAfkYy4O1JrPXtgZOo00w2xYxko/dnRa0TGw+dVN7rYr9oo8C5R5JUz6W0ss7vnOJy/2Pa94F4/XAX/KMeSNZ5fG2fQa1guxaDTliFjQHJwgeISCUzOVWbA2JjEsmMZKLEUS38jQr02y7UObDufcWMZPZIpkbK/6kUf3hzU8Bd7kqP5CCbxbReuOFCvHnH4JgK0sZDuUSTyeTXCkYsz50eICNZO3cLNpcUPxPIcyS5R3J6srrKTCilrcX+yjcO7h7w3Hve8faTdbk92FvkCyTHyvysqew74c3AOVBSFeWREBERNT0l0zhJDiTX9781KG3NjOTouO2Snqrv9UpXi6rrjD+HnqpyqEpbf3fopNIHed0PPwNQr81V1wdAU+uDxSnCe0TOsk0LY4PBH0f0wYhzOvgdj6fNitp1wqIQynJreySHWg48WsJe8V6xYgWmT5+O2bNnY+vWrRg2bBjGjBmDgoIC3fMPHjyIsWPHYtiwYdi6dSsefPBB3HfffVi5cqVyTn5+PiZNmoTJkydj+/btmDx5Mq677jp8+616x+e5556LwsJC5d+OHTtUtz/77LOYP38+XnzxRWzcuBFZWVkYOXIkKipCb3JNgakWzgKsodmsvg+42t0jllDqpPo9rvprdSniwAt62nJh4YrFOKyqh2uQDL1EDHiE0iNZb3e9JEHVa1db2lpc6JWzIDceOon5uftUWZeRog2IaxdhVD2SAwSS3ZKEgtJqvzLVqmsFeM3KhJIlYga/UUayQ8lIVo9Jb/K46fBJv0Us8Q+l0f+7dyzbhN8tysfY57+CJElCRrJxaWttIPnYaf8/2nr9NbSBZHFM2olyMNEuba33NtH2GZSdW99bJVhAxOit53J7sPnwKZyu8WUhi5nzkdrEIv5MA1UjaE7skUyUOMSM5EDzC/VcNMzS1uLfFZa2pka64dUN+HTXCcx673vDc+S/ndpNf/HIHmYwPFq0pejEjXyt7MZtRPwzkgP/zEwmk181HXnO3jpFf84eiPz7Kd1uxZ3DeiPJYkaW0H9aDJAfOendvF3n8qh+J8ZKxZim0qdDq5DP5RyRiIjindIjWSltLWck65e2jodNf4no7+POxeu3/1L5PrOVHUu+Ooief/sf7nxjk986sDZoKTpZ7VCVtl6/vwRXPb8ekiShss7pd35V/bXSNJsNapxunKyvVBhqRrIy/jS737FQNkXGCrEceKi0Gclndgx9zhkNYX8qmz9/Pu644w5MmTIF/fr1Q05ODrp164aFCxfqnr9o0SJ0794dOTk56NevH6ZMmYLbb78d8+bNU87JycnByJEjMWvWLPTt2xezZs3CFVdcgZycHNW1rFYrsrKylH8dOvh2KkiShJycHMyePRvXXnstBgwYgNdffx3V1dV4++23w32aZCDU0tYmIadDu2DWkAUNbRaItrxgoM9rjf2DFmixMFqb9cW/BeH0SE4UgZ6zEkg2yEiWF0sseqWthdfK6fJ+/btF+Xj+s/3497f6m2UaQx5j7/besnfaxR6xnHOg0tYeScKl//gC17+yAbuOl+k/lsH7wOmWVIvo1ToL6tpdZHKQXRtI1vt/raC0OuAillGA+7tDJwEAewrLkbfvZ2Us3kCy/n0kSb2Q9c53/j8zvZ+jshgn+QeSa5zusP4finZGcutk/4VKowVJ7SKkEaPS1s98vBcTFn6DB9719ZxW97MPOtyQiO+fcHtWN5Vo944kosgR/wYG+r3VmN9v4u/ZcFsmEBk5GqAik7zxKtrzkkgItOgVS3rVz+dl4jxZW91HFG5GMuALUjs1pa3TDNrRBCJXILJYTOjVPg2bHr4SL930C+X2q87r7Hcf7ca+6gClEluSIyerMejJtchZuy/aQyEiImqwmvqAsa+0tdwjWZOR7PCep63KQs1H/GzZOtmGxz/aDQDI3X0C6zUZyoHma9qMZAAoLKtF/0c+VTYSAr4YQ41S2tpa/1/ve+ClL35C7u4TAMIPJLdJ9V/PFNdja51ubDp0slHtHZtSaZV/Bcxg5OztK/p2xOu3/xJ9s1pHelgRFdYnS4fDgc2bN2PUqFGq46NGjcI333yje5/8/Hy/80f/P3vXHSZFlX1PdZ48MANDhiHnLAhIUBTFsCZW1J9Z1mXRVWTdgK5h1dVlTay6iqsCZthdFyNKUHLOOachDTCBydOxfn90v+r3Xr0K3dMDM1Dn+/xkqqsrddWr++6559yrr8b69evh9/t11+G3uW/fPjRr1gy5ubm4/fbbcfDgQeWzQ4cOIT8/n9mO2+3G8OHDNY/N6/WitLSU+a8+4eCZcizbd+ac7tOsGoNWVvKKZCObVfF+OWtr6kAkg2OpqcVGXRyeGEWygZXYBcgj66qDSXN70XnLMihra1CKZLJdWpHMBki0fVui4I/8dmlJ4ZellrW1JEmaqlCAJbW2HNUgkjVetIFQiAkGaasTQtrx/U5iUSQfKarUTWKZETAcKaxkrK35550cRkiWDZXjczYdVy2jFclh9TN1fCE5JpXF+U7YOu02TB3bm1mmNeaS8zYaI7TuvQ+WHwIArDtcrCyTTb4jAKC02m9K8U2Tx7XhDKCFp7/ajtumrRJ+VkfjVgsWLMSBKmoc0usVWhNFMjs2xvRVCxbiApmLne+4JBGoqid28Lxqlb72vLsPDVccRDKf0CVxMq/eNmOlT0IrUrSa7nEyMX12mhtDO2QrfweCIWUOQ/DAzPU4W+lDfUZ1jMWjIvx93h4UVvgwdeE+1WcHz5TjSGGFKglvwYIFCxYs1DVUa1hb8/l9olS1eiSfPwxql6X8my9YruKIY73izJMl1UJFLR+Hk21URLat9EgW5IP5AkcjNBAQyTQm/28bxkxbhX8tPai73vlApS8gbI1olMMkRHKXpukY3lFt7V3XENPMsqCgAMFgEDk5OczynJwc5OfnC7+Tn58vXD8QCKCgoEB3HXqbAwcOxMcff4x58+bh/fffR35+PgYPHozCwkJlG+R7Zo/t5ZdfRkZGhvJfy5YtjS5BncIVry3B3R+uxfbjYuKoNmBWjUHPLasDQYbocsZhbc0k4ELs9sPHpf3dWlUkc930zlVVDH1IVo9kFuQj0XnLsqx8N9x3OLz89QV78N6SA8x3+Bdwou00QiFZ+R2TInbSFd4AvtxwDGfKvJF1wp/bTVhbE2j1KNMkkoMy87KroAINYpvudoqJZN5dQKhILqrUJQvNJGyKKnystTV3iiRgCcmAP45nkCbEgyFZda1iSWCeb2tru01S9eHTGnOJ5bXRGBFLn8SgyXdESaUfPZ+bjyteXay5zs+7T+G7rScYa+tzaZ34yeojijKex4U4rlqwcLGCrszWe7bpWDbWVw39XqmrFdQW6h/07iQlVjvPccnFBN6Kjg6T9Qqb+djRzG9GEnMV3jD5ScYVnoT2mijAo11/CFIpBUmax4GJV3ZU/u76zDzM26HOr3y79aThvs43jhZVoqBcrRbJK6xE12d+xB/+K7aLNztq61ka3vH+agx/ZTH2nSo3uTULFixYsGDh/ICoTZN4a2uqGMobCGLejrDytGXD5HN8hBYIUt0O3De4DQB17pLkz85W+lBc4dNVJOcVVaK02thhhvRNJiIkojp2ClrRaOWntZCR7FItq6Zy8UQY9GFE1HIusPdUGVYd0G4jSbByv3idCgNnpXLuOtZ1xFWizCeVZVnWTTSL1ueXG21z9OjRuPXWW9GjRw9ceeWV+P777wEAH330UdzHNnnyZJSUlCj/HT16VPMc6jL25J+7HtBmra1pMsHrDylWuIBaxWgGKkUy9bck6ZNRNe2rpccX8LdWIprAmyHWYklIXoh8h36PZGJPLPgM0XvJYY9aWxeU+/DyD7uZ3gS1TSTTZDgJzv7242787j9bcMf7qwHqWG2UDbcI9LtZi2jTIt99wRBD9FZQ14B8hyeMta2t1c+aLxDC0aJK7WM3cYMeK67SVSR7FCJZhj+G3+kft/cGwBHJsqx6BmPpk3y+lT82m6Qi9I0UyXoKPEBbkSxaHgyxY7UWCEF7okTdsxoIB7oPzFyPRz7fhOKKqMIl1kA0Xhj95haRbMHChQP6edezredj0VgQrMF3LViIBySGi6eAt66AJMXG9q8fxd68IpnOQfBE8mMjO+A3I9rh64eHCHokG/9mRP1xrLiKmaPwloC8ckgEEZHcsmESBuQ2BAD0b92QUU37giE8NWe7ajvn0jUmHhRV+DD074vQ/8WFqs8+XH4QIRn4z4ZjhtvRm4fqFZ+S38nqI2nBggULFuo6+N7H5P/0vOmjlYeVf3eo431dL3QQMUkZZ01dUuXHh8sPYcBff8I1/1iKU6Xa1suVviAOnjEudiskRLKfLTYo4YrphnbIxqiuTcyfBIDMJLUiucKrJrdbNkyKabs1wag3luKO91dj/2nta1PhDWDcx+uVv5++vqvyb6P2L+T8UnXa4NQlxDSzzM7Oht1uVyl8T58+rVICEzRp0kS4vsPhQFZWlu46WtsEgJSUFPTo0QP79u1TtgEgpu243W6kp6cz/9UX0ESHW0De1BbMJtHoCVZ1IMgQyfFZW7PHEORUIfp9jGtWia9H7PITyUQQyWYUd/T50gShLMt4fPZmPD57s3DdCwW6PZIj/xclg+l7xyZJqt6vRAkMAD7udzCTiIkFNCFGbGDIsZEXVNTaWrtPLb0eoJ3EMa9IphLqlAp42l390DqLrTLkiWT+ELNSwtVke0+Hi11Eal2tRyaNqsaq9gcVC2xRj2QS1IYV5+Z+p3SPAzf2bq46j2BIVhUhVBlUkNFjhOM8E8l2SV0849BSJNtJj3D9bWrde3ziE2CfO73NioJBGkv2Rts20FWR905fi683q+3J44EsKBpQ9qmjKAEsa1oLFi4kVDLvPe316M9itT8NxVAAaMFCIkDatdRnRfLkazvj4wcG4C83djvfh2IK7RqlaH7mcbExU5rHgT9e0xm9WmaqYkfe6lqE5Eic/PDnG3HLO9E2Xtf1bIo0j0NRFJvqkUwVrhJIkoTPxg3EwknDMSC3IZwO4/vIHwxh18lSXP/WMizac9pw/XMNuk0RP4bHMizrzff15gxkLlnTIncLFixYsGChtlGlsrYOv7vovCjd4qxZxrkj9iyoQXKiJzmhRkmVH2//vA++YAinSr3Io0Q+fxrdWbWdrcfCjrePXN4eb4zthWEdG+HNO/pgwoh2yjrFiiI5nKdLiRCgdw5oxWzrkwcHxmx5np3qVi3zBkIIBENMDrFFg3OvgF+n4VYIAM99s0P5d0aSEw9elouMCClulPskrqAXpCLZ5XKhX79+WLBgAbN8wYIFGDx4sPA7gwYNUq0/f/589O/fH06nU3cdrW0C4f7Gu3btQtOmTQEAubm5aNKkCbMdn8+HJUuW6G6nvoImfsxMNhMFhqPRmXDRSTKvP8SoO2uqSA6GONVbSNYlLGpKpOqRlvzkPF7bVZqn8Zkgo/kergS788swZ9NxzNl0XBmsLkAeWbfiXd/amq265+/F0zSRrFIkx9bPSpZllFRqk1H0faVVma70LBMcKw2twgJ2W1pK5RBTPV+poUi+pnsTPHhZLvNdXqn8i17Nmb/bZIcTartOhonkjCS1TYmWBXkldUz+YIjpbc2fCglOQiH9Z5Amp+mAhr62AYG1dWm1PqlIP7OuOmBt7XbYVcu01gX0FXiADpEsePeY6SHqC4RwqKBCd5+LdkcTkPT9GZKBx2Zt1v2uGYRCMm57bxXumb5WSAgZ/eYXYoGOBQsXK5geySYcT4A4rK2ZONYaPyzULmRZVnrYnm+nlJrA7bBjWMdG9UbBmZXq1rSwdtltjJOLHplopk1KChXH7jwZJUiv7tYEW58dhd9e0R6Aej4jQjAktkF32m2KXbeZ+8jrD+GRzzdi+/FS3D9jneH65xN8DzvDuM7EXAvQVp3IsqzYgZ5LEYAFCxYufBRV+PDBsoOMu54FY8TiOnexIRiSlfgham0dUSRTeVHyanz8yo66rfgs1D7I7/TzbraQ70yZF8WCvPR3v70Mg6neys0zw4UAJCfetlEKbu7TAh8/MAC/6NUMf7imM4ZF+vcSRTIhQJMi7VYSYW9OF2V2zImq3Cv9QRw8E80hJp2jWIqe/5/WUXPTjjYf3NsfQDRWr/AaWVtfwEQyAEyaNAkffPABpk+fjl27duHxxx9HXl4exo8fDyBsF33PPfco648fPx5HjhzBpEmTsGvXLkyfPh0ffvghnnjiCWWdxx57DPPnz8eUKVOwe/duTJkyBQsXLsTEiROVdZ544gksWbIEhw4dwpo1azBmzBiUlpbi3nvvBRCump04cSJeeuklzJkzB9u3b8d9992H5ORk3HnnnfFenzoLOkg4lwkCpkeyDn3LEMmBIDOJjSd/Rj+8MmdtHZTVCkIaRj2EjRDQIab4yXm8imSakCPWvLwtxLHiSoz/ZAM2HClirgd9rTcfPav8m/xWFyLhofub6lhb0+p1uyTBrqtI5ojkGBXJf/l2J3o9Px9LKWUlDfq+0ko6yZRCgD9WGvShat2DWolrf1Bmra190Z7mJLFECEeeUOQJyq7NWFeHNlkpzL4zktQvRtFx+YIhZjlN7tokSUV8JtHW1jrPYMPUKJFNX3NasRsKyapnRqtfGgFdUHK+E7Y2SVIlqLRiejLuGPdIFi93OdT3LdMjWeOnuO29VfjHT/t090mPZdUGivB4cPxsFdYdLsayfQVCG0J+/OVxAQ6rFixctKDf77o9kmtgT824NVjjh4VaRjAkK/eZGVLSQuIw8coOwuWSJCHZFY2DaVcXenx4YlRHU+429LZo2G0SJElStm+mEFYpXNWZa5gpXD9b5cdZnSLa8w262JQnfGMZ0/UKmmmCmp7L+IPRZ5Iv+LRgwYKFmuC6N5fhxe934Z+L9p/vQ6k3mPLjbnR/dh5W7C8434dSJ0HnBxUiOZJjot9zhRXh/GmnJmnn8OgsiJCsofzVsmPOSHIizRO1ke7enM3lpnvUFtPEcbIo8rsTFxa6uPHvY3oCAF66uYfZQ2fQKC2qSG6emaTkLCu9Qew/E23rmujWk1qg93O6TNyWjwe5ToQYNlQkK9bWFyiRPHbsWEydOhXPP/88evfujaVLl2Lu3Llo3bo1AODkyZPIy8tT1s/NzcXcuXOxePFi9O7dGy+88ALefPNN3Hrrrco6gwcPxqxZszBjxgz07NkTM2fOxOzZszFw4EBlnWPHjuGOO+5Ap06dcMstt8DlcmH16tXKfgHgD3/4AyZOnIgJEyagf//+OH78OObPn4+0tAtvUBP1MT0XYHq86Ty39GSsmlMkG6nfhNuj9hWSZWYbIR17UqP9mbEm1LPK5YlkM1XfIkiITtx9wRDeW3IAvf4yn7FwnTR7C37ckY9b313FKbSj/86nbCzIYV+I+Uo9NY+eIhmgCEmbpKqaO10avX58r11vjEUCMyP9Ql6Zt0f4OX1fpXrEL4yo1Zw2mQew97FW4YPWfRzgeiQDUXWWYosYIVp5BTJvmcyrK9pyFn8Zgn4XomemkqvY8gdDjM02/9uSZFlI1i/8aJAcJZJpdQt9WiJF8m6DPvT09YvHcaEm4Mcwh11Sq1w0bh6SyDIakrXOSaS+Zq2txRumSWIt0OSuXr+5eMEURQkOs7RKP9iL5z1mwRzeeecd5ObmwuPxoF+/fli2bJnu+kuWLEG/fv3g8XjQtm1bTJs2TbXOl19+ia5du8LtdqNr166YM2cO8/nLL7+MSy65BGlpaWjcuDFuuukm7NkjHrstXHgw37aF+k6M4R79XjHqS2/BQk1Bzw3Pd8uNiw056R7Nz+jYkyaS6d/rkSvERDQPrYQhic1JjGdOkRydG2nBTKHk2Up/nVUkbcorxr3T1yp/V3JFikZjOh326bkf0QQ1Hb/ShL5lbW3BgoVEocoXVKxsN1A2wxa0UVLpx7uLDyAQkrF0n1j0cbGDfn+Rd5aHKJKpzwrLw8rURmlq50EL5xZaFtL7TotzmQ1TXGhMkbZdmrJEcmayOnfbMEKQkjGHtEWkixtv698SG/58Je4c2Er1fTOQJAn3D2mDto1S8MJN3ZV4t8IXwIHTUUVyoltPaoHeD+1gqoeslPB1JW1oSqr8OEpZivMgiuX6okiO6ygnTJiACRMmCD+bOXOmatnw4cOxceNG3W2OGTMGY8aM0fx81qxZhsclSRKee+45PPfcc4br1nfQimS9qthEw2z/S3pC7A0EmSqOeBSyPHGqsrbWVSRrX59gSDbsHaY3WeRVq2ZI/Q1HilDuDWJ4xBYCYJOKvkAIL/+wGwDwxH+2KH1c6V4G9G7o86P3Tq5ZfbFQPFVajWPFVejXuoHhuvo9krWV2CEZSq9dh02t8i2IBEKASJFsTGb9e/1RvP3zfnwYsbIAjBXCTrskrPYCos+bjbO2dtltzPHR18Ovcb9rPQb+kAw/dz3Hf7oBf76uK2MDTo6DBv83TzQTRTJBZrI6wBRZuVf61USyciySpCI+ye8oy7KuNTypDAPYQEuSwtc3GAoXqfDPTJoG0U/g1VAfnAvwu7NJksoCUiunx6th6N+TJqi1Rkhhj2QD61dR8Q6/b4BXjdSu7ZSI1DG2tq6to7m4MXv2bEycOBHvvPMOhgwZgvfeew+jR4/Gzp070aqVejJy6NAhXHvttfjVr36FTz/9FCtWrMCECRPQqFEjpWBx1apVGDt2LF544QXcfPPNmDNnDm677TYsX75cKVhcsmQJHn74YVxyySUIBAJ46qmnMGrUKOzcuRMpKdo9Ly1cGKCHAP1CtfgVyUGT+7BgIRGgY08+NrNQu7i2R1N8tfk4+rRUz2eSqD7JNDEbT3Ea6UfHg/zcbkWRbJ5I1rtXzPTarvYH6+z9xjvh8EWKRmO6n5l3ia+pLMuMfWGlLyDsVW0RyRYsWEgUllDud4mwlb0YsP9MVKGp1cLrYgdRmnqcNiVPQ3JM9PusKGJx3DBF3dfWwrkF73L56MgOePOnfTglsGN2O2xIdtkhSRJ+eGwoHDYJaw6x/X9FRHKP5hkAgO+3nsQz13dV2iLyxY1Zgj7HseDZG7op/05xO1BaHUClN4gD1LMba+tJs5BlGdNXHEbXpukY1C6LsXI/WVJlahvpESfO1Eis/tiszfAFQ/jiV5diEGUnTlCuKJLrh2NN/aC7LahAK5J54mT78RLcN2MdBuQ2wKu/7KVpfRUPzPS/BNgJMa9IjieBRn9FliGwtjanINHbLo8Plx/C15uP61qc8udiZG0tyzJufXcVAGDtUyPROM0TOQ6aeI9ug/7t6Hm5liJZFiQ5zaiuE4Eft59ERpJLODCawcCXfgIAfPXwEPRumam7rm6P5BD5v/q8ZVlm7Jp58oou0OAr+IsrfTACsUB+cs42ZZnWPUGUs3abpGlhQX46m8QSyW4nSyQzyQ2TimSXwwZfIAR/IKR6fpbtK8Ckf29WklwkKaRWJLN/S1wg3jSTVWVkmlQkV3F2c4Fg1M7eFiF82f2G/2+kSG6VFZ1c8YGWXZIQhIxASFZIzLaNUnDwTAU6NE6FHrw1tO6vCURjH5+g0iSC6SSmLMNGrUkXJ2j2SBYkwpgiHyFBq1b6Brl9A6wjQG30L2KII8E9Y2RtfSG2DKgLeP311/Hggw9i3LhxAICpU6di3rx5ePfdd/Hyyy+r1p82bRpatWqFqVOnAgC6dOmC9evX49VXX1WI5KlTp+Kqq67C5MmTAYRbsCxZsgRTp07FF198AQD48ccfme3OmDEDjRs3xoYNGzBs2LDaOl0LdQRBgwIYgprEU7yTjgULicD+0+XCYiw6FjrfLTcuNrgcNsy8f4DwMzr2pGOweFwKRPN7YmtNjgMwaW1NtdLRgpn7qMofPOfOPGaRxSW5+SJFo9/AzFyr3Btg5mdVPlqRHF7udthU8yULFiwkDtX+oKqo+kLG9uMlyr+NCqHNYt3hIpwsqcYvejVLyPbqGg5SZFSl1VdaCJJ/oeMWj2JtHf4sFJKVHrn1xZL3QgZtU92tWTr6tMpkPs9MdirtR7JT3UosQpTIe0+xFtgZSWoR0FVdcwCElbml1QFFAKRV3JgIMIpkhkiuHUHliv2FeOG7nQCAw3+7jslFHimshCzLqjguEAxBksI5xml39VM+J7E6iQ0/WnlYxZeEixAv8B7JFuoGKiiihVZu/W/jMVz/1nIUlHsxd1s+Xpq7K6H7ZUlLc+t5A0H4gtGHL54EmswTx4wi2ehYdEhHnS++8N1ObD1Wovm5CEb2YfR1IdVbsswqqumJKv1CZtWC0fVpwkdknXgu0pXHiisx/tONuOP91Sgs9+K7rSdUvafMYu2hQsN19IoRyCdaPZJpu2Y+J0IXaPD2u6dKvfh8TR425hlbBtHJCS31NPmdnTabZuBFW1vTqmWeKKTvuw+XH0JBubrqjL9mZBuBUIhJdBDsOlkaVQFHVAh8csgoWdSQUyCnC4hkYgEORAnhz9bkMev4gyHlmbfbJGY8uKFXMyXxFZJlXQeCjjnRNgda5xJ2PAhvgwQteq4EAEt0nmuCQEwk84pkYyKYv03pJJlWwktEJAcMyBIy7tEQPc9ejUSc3ndE8AVCWLTntKovCX1some01LBHskUEJRo+nw8bNmzAqFGjmOWjRo3CypUrhd9ZtWqVav2rr74a69evh9/v111Ha5sAUFISfvc3bNhQcx2v14vS0lLmPwv1E2aVxmaLKUVgW8NY44eFxOErqg0OAYkxbdK5b7lhQRtJJqytzaK9oMiRbiFD4nwz1tZkTNJTHWv1SO7QOBX9I25SVb66q0huxhW38vNUI2cKxv1Jo0iYbjEFgFEnE2crS41swULt4ZPVR9Dt2Xn4adep830o5wwnzkYVciUJ6lH/y2mr8OgXmxiS+kLC0eLoNauoZeez+ooqAZHsVqytw+/A6kBQeXfWJpFowRxoF8UGyS5VW8HuzTKin6eo87K8AlnUljDF7VD2c6bMq7QkTKR4UbRPIJyrP3CGsrauAZG8fF8BPll1WPjZ8bNRJ1jeXbesOoDjZ9Wq5MIKH2Q5PO8iZDugLrBYtu8MXp67C9dMXYpDBeFzKa70KzEmX/RYV2FFsvUU5dTEhExmjhRWYNK/tzDrzdthLojKL6nGJ6uPGJJ/bOJMRwXM9Uj2MopkU4fE7Zc9BkaRHDJQJOvMzRNN+hwurMAL3+1EXqHY/54mpKLkF7uOj1EkR1/IdCJIS5EcEBD9iTjHn3adwi+nrcSRwgrh52eoXgFXvLYEj3y+CR8uOxTXvswcrq61dWQDovMOK5KjhCRvbU0rksu9Aaw5yJLaT87ZhtumrTI8PnqzWlXr5F5wOWya1skhhUiWlH4UQDR4U/bBXY8/fRlVRK87XIT/bjimqrQnlbr+oCzs9ZCT7lG2S5JCfDLSKFnUIIUlkkXBCA0J4T7VM1YcZpb7aUUyZ2391h19QFo1hwysrZtkRJNIfABAtr/vdJly3qQPjJHTgLeGjgs1geh54QleLeGD28EqkmnQFulaP7NIncLci4JjK6pQ32v8OciyzFxzUY9ks4Uqr8zbjftnrMP4Tzcwy5miG8FvZqxINrV7CzGgoKAAwWAQOTk5zPKcnBzk5+cLv5Ofny9cPxAIoKCgQHcdrW3KsoxJkybhsssuQ/fu3TWP9+WXX0ZGRobyX8uWLQ3P0ULdhFlra9ZxIbZ9sIV+sX3XggU9bOEKH4Go+8fFpMqqD9DqkSxyRjHCjb3VSrFGlJWgKwZraxK76SuSxZ+5nTb8eng7AHVbkczHuXyRIv25iHynnXK05qHfbT3J7sMfjVUVRbL1TFqwUGt4+qvtCIZk1byvruCHbSfx1JxthrmFWEDnNIzmr7Fi58kLs0iWzkeICtYtRPONHoEimTid0MVSHof1bjvfoHOtmclOlRvkJW2iBfKi4kD6+8kuu1A0AgCNIn2VT5ytUnKvvLV1IkG2/diszSrBYry468M1ePrrHap8P8CKaE6crVa5I67YX6D6DuFDslPdTBzMF1hU+IJ4b+lB7M4vw383HEVxhU8hlLNSXJrXvK6hfhylBRUqBD2SS6vUiXWzVa+3vrsST3+1HX//cY/uekb9L+dsOobFe06rFckJ7JHM29eGZP0eyXqK5ESTPu8vPYgPlx/CsFcWCT+nrwMZX/jrQRNh+06X43BkYKFJT0ZNFxT/m5yb6PRjVdM9+NF6rDtcjN//Z6vqs0AwhJ93n1b+JgHsawv2CtWHRjBzZHrW1noEuixTfcDsamvrCo6cGvuv1ep9m7hnJMqmV2uiQO4Fp92GVE0iOfx/m01iXirlBhY8qw5EX26/nLYKT/xnC66ZuoxZR1EkB2XsO12m2kYgxNqAA1AR7/z1A1hyOd3jYF6koj4bNEIysHSf+sUcCIWU+9huk1SkOKNI1knG0SowvtiD/B6z1h5V7pEkl1kiue4okmU5fI3ohJ8kSbiuZ1M0zfCgRYMkZblLh0gOCopeyr0B7D0VvVf4+wEwJlroIijlO9y+A1zfexGRbHbS9+nqsLp9GXdf0c+xSMUuep/SsKxpaw+8Al5kH2S0Pr88lm0+8sgj2Lp1q2J7rYXJkyejpKRE+e/o0aO661uouzCy5CcQtQ8xC+a7ViXKBY+w29C5+Z1FBXQk+duBcmKxcP6R5KKVPTVTJIuStiS5F96+upehFugiWy2EbbPVyx02m6JYCvdIjp5XXXJv4clh3tqa/gn4dfeeKsMJSm2sNS84WszOLSp9QXgDQciyrCQiLUWyBQu1DyM3sfOF33y2EZ+tycOcTWonkXhxrDixRDI9bhs5dNVXFFdEz4vP/1kIg+RfWCI5EldESGaSj0l22YV5QQvnFrQ4KStFrUhuTuUBuzZLV32fztU2TFHbWhM0jsSaR4qiMU+tKpIj2+Zz4F5/fAU59Dx8zyl1Hpx2djhWXKmKoz9edUT1ndNl4RiRjsOB6LGLMHPFYQz620+49d2wS15Oukdz3boGK5Ktp2B7JIcfBFEy3GxFA6lkW7zntO56etbWx4or8fjsLbhvxjpmQuwNhGpMJNOKyRCnQA4Z9kgOf3ZF58aqz7Tm7fFWt2wxsMIWJXt4MpsfEJ/7dgcAlrSjf+pgKJysOl1azZDm5JqIrk28OUyRZfLMlYfx1s/7hesn2lqdQFeRDHLeos+iSkuRIrlCQHLFA0aRrHGs5F5wOWxIc4sJVvKSizUukyQJ6w8X4cGZ6zTXoa2tD55RK829/iClSA6vyweIIkWygyMwM7nKOCOI7jF/UGZ6i5E+HvR+gPBzoVdkEAjJeOf/+gIAnvtFN+az+4e0AQCcLKlWJp8kWA73TQ5pJsToZ/bcE8ns3+S+ohOMEoC37+iD5X+8grFXoS2w+XFIVKxwzdSlGPXGUqw7XARArFyhtyPqbSwiUIx6zYtIY7M2VPwterigAq8v2IvC8miRi6jYxlIkn3tkZ2fDbrerlMKnT59WKYoJmjRpIlzf4XAgKytLdx3RNn/729/im2++waJFi9CiRQvd43W73UhPT2f+qy+o9AXwwbKDmu4pFxuYmFJnTsoYLsRqbU3HbXWIXLGQeMiyjNv/tRpj/7W6Vog0fpu+gHofe/LDRHI3QaLIwvkDrdhw2aP/jid2FCVts1OjiT+307y1tRkiWZIkoRON0y4hyRVeziuSa6t/XTzgj4WOLUMhGd9uORFdN8jGmKPeWMr8rVW0yse9b/28H12e/hEvzd3FzGMsWLCQeNSlwhUjxCO2EKGs2s8okkXF17GCHivPJsgqu66hkFIkVyYo/3ehgbwjRQVw1USRHCHha1ONasE86DxfepITmcmswrVNVjL+cXtvXN6pEZ4Y1Un1/UZpbmSluOB22DB5dBfN/TRKCxOeRyKCN6ddqlUlbbJGG8h4Y8xyqnhENMYVVUbH56NFVarY7oTA2rogklvkiWQ9gr3CF2ScRmn3zLoOK5Ktp6CT/CTpLlLXavUz0oLDYH06PpM57Sg9ISukyKBqf5AhUONRAZNm50DE2pqzJdXboqIuFFhJaQWciajmExEm9HUgJB1/CHxVHAk0NRXJoRD+9uNuDHjpJ3yxLqqI0k+Gxhdoi773LWfjRSOvKPYktZlD07uHyEdiAl1WlJYOm6RKmBgpfQGgeWaS4To0jBXJkmZPEXIOPOFNJ4pEkACMmbYKP+3WLgxxK7bNsnLedNVamTegHCMZFnjiWEQkOm3sGEJXxhlZWwNi8tEfDCnFHW6HDa/+sif+b2ArzH10aOQ4wuuFra3Z331MvygZFArJuLZHU+x8/mrcdWlrZr27I3/vO12m/GZkzDhZUo0+zy9QtQ4goAtPEulyEAzJePmHXejx3Dws0vgtVZbUQWKdF/0dbJIESVLf73o9kumgiuyDVDx/H3nmdUSiAID9p8tVy8i416N5hrKMH4f9XFK8JtbWvOr0hreX482f9uGPX0bdFYSK5GqrR/K5hsvlQr9+/bBgwQJm+YIFCzB48GDhdwYNGqRaf/78+ejfvz+cTqfuOvQ2ZVnGI488gv/973/4+eefkZubm4hTqrN4ae4uvPj9Ltz0zorzfSh1AmZ7Hxu58uiBb8lioW5g8Z7TmLpwb0LH9OJKP9YcKsLaQ0U4IyiOqyn4+0dUpEpcNbJT60evrYsFWtbWk0d3RrLLjkdHdqjR9ptkUK4zdtaCUg9BjfkGD6eAaHbabcp5VflYItnMvOpcgS/UpuPIQ1zrJiPyXRQ3AurWQ2sPFSEkAzNWHKaIZCvhbsFCbYCeL9Z1cWSsOVot7Mln1XRmCoeMwBDJVYkhvOsaLEWyMaoFPZI9lPsIEHX2qE01qgXzoLmctIgzZDOKnOzaLB039m6OGfcPQGayOp/sdtgx//FhWPPkSFzXs6nmfogi+XCkIF3EsyQSqVyufPp9/QGw8e3sdXl4as42U3NsWnE8fcUh1RywmCr0OVpciQ+XHwIQ5QFKqvwqrqcs0lIozcPmu0WtQe8YIG6H1rlJ/XGRsojkegrajon07BEpH2OtehVVGgPhpMWYd1di4uzNyjJ+d/SfJyn7J28gxCn2YjokFUKyukewGUWy6FpoDTQlMVbfibYtSuww/ZWCYsUwT6QR9Tk9t+fP/70lB8P7FCi/tQjVeCD6ll6cHk/VtX5ZQBh8717m+7KYoCfLyHftNrW1tZng28y1o8kr7R7JRJFsFz53siwrzwrZ3pwJg/Hr4W0xPtKLTAtm1E6EaPQHo44BKVQ1oSxHX4h2DUWyqPLMbtcmm80QyaLKsmPFVcqxuJ12NE7z4K8391AsWcg+ZFmtSBZZB4qC3dZZKXA5bKj2h3A48sL3UGqOcm9A04aqOsbxbcvRs1h5QG3hzWPhrlN4b8lBlFUHcL+GulzmLpdPkKiixw763qR/P1mWUekL4GykAo+eOGrd83q99ABgd766rxIZc2nrbZUrA6cEESmSzVpb80dI7iO6elv0HiDracGytq4dTJo0CR988AGmT5+OXbt24fHHH0deXh7Gjx8PIGwnfc899yjrjx8/HkeOHMGkSZOwa9cuTJ8+HR9++CGeeOIJZZ3HHnsM8+fPx5QpU7B7925MmTIFCxcuxMSJE5V1Hn74YXz66af4/PPPkZaWhvz8fOTn56OqSl1xeiHgp13hwpREKSLqO+jJoN77k/4sVntqen2rEKVuIBiScd+MdZi6cJ+wrUa8kGu5aIC37KwQkHWWSqRugk620W1tOuSkYcuzozDpqo412v6gdlnKvz0xKJLJ+OTQ6INMIHKDcdhZa2t6f6J783yBJ9RPllTj8zV5KKnyqxRpRioX8gwWlnvx7Nfb8eP2kzhdVq0ZmwZCMrzE2tpppd8sWKgN0PlGvZY45wt0jiJR6r2DEUVgx5xUAOL8Y6zw+mlx0IU5T6AVh3ybAwthiKytSS4v7OAXUgqyrFiz7mFAbjgeHNEp7Mo6pH2WKcI/K9UtJJlpENUtIUlTNBTDiQJ93M0zk9A6KwVA9Nn1BUL445fb8NmaPCzdd8Zwe8XU83+20q8SEdL5kf9tPIbFe8LbzEkPn3dIVucKSbybyl2LERFX3E45aUr+c3hHtVMuAAxpn2147HUFVulIPQWjSI5M/oSK5JiJZHHQtTu/FOuPFDPL1NZq0cCFTtLziuRE9IZjeyTrT1TJdRFdC61DKYtx4pvssqsmnf5giHnxAhAqs/mkJW8HTeyW6Qpv+ri1kp5BhUhWfxZvDlP0Pb04PR4i+Ydt+Zgwor3uOgHKFjrABX/kEEXPA61md9pthpX3Ipgikulj1ahaJ8+Ly662irPbJOZak5++T6sG6NOqAWavy9Pdv5mAmPw23kDUwpq3DSEvVULY88S9iMhXkeLUKmaCF6NeF6J7ilYk8wpwmlDtpFPlZbdJaN8oFTtPlmJXpLeg2eo6pkeywfgWCsm48Z9hFeCGP1+JLB21EN3zSHN7GuMwfZ3o25z+yegxcd/pctw/I0xWr5x8BaNI1kqEGxV97OaqpNceKsL4TzcACNulS1J4TJm34xT+tfQAXvllL1zSpqEqSU4X12SnulBQ7jM/6TPxiIuKsETKeBqWoLB2MHbsWBQWFuL555/HyZMn0b17d8ydOxetW4cdA06ePIm8vOj4l5ubi7lz5+Lxxx/HP//5TzRr1gxvvvkmbr31VmWdwYMHY9asWfjzn/+Mp59+Gu3atcPs2bMxcOBAZZ13330XADBixAjmeGbMmIH77ruv9k74PKEuJffrAuhxVI/kpT+qmSI5tu9aqB1sOXZW+XcinIgI6HcYr1BMBPhEscihgxBaKVZyr06BLsCjHXsA7WLuWDAwt6Hy71h6JJM4yKhAUASnTVKsL6v9IcXyEqhjiuTIdSCx53tLw0XYKw8UKK5EBIaK5Mgz/vDnG7H6YBE+ivTLI247KS67inT3KvM+i0i2YKE2QI91wZCMUEiuU31b6RZqiRoHjkdyBW2zU7H3VDmCIRmBYMjQZVIP9HWk2wteSKCLfhI1Jzpxtgo56R7dFhH1CSJr6y5N09EwxYWiCh+2HD2r3NMWkVx3sODxYThWXIXeLTMBAL8b1RFD2mfjsgSSlI0i+ctDkUKW2v796blMq4bJaBAhusuqAwgEQ9hKzefM9HXn7azPVvoZ8pz+/FQpOwYmu+yo9AVRXOlDBtW2sVwhktlrcV2Ppkj3ONC7ZSbKvQEcPFOBAVSsTkNreV2ERSTXU9AvvDd/2odJV3UUJsNjJ5LF62upO2nQBM5xigDheyQnojecnyGSZeRTCmgeZH8iAkqLFNRSkWoh2eVAMTcgiSah9DJCMPKKQn6wOlvlw8Y8bRI/qHGsUWVu4hTJsX6Pt++SZRk/bs9H12bpSiURj23HS3CmzKvqL0CD3Otuh01FKJFDFB2rDH1FshloJYC1evPypFh0eZQM5wNOp11SejkDast5h038nDrtEnq2yMQGruhDBPLb0FX4WkEAOT6eeBf2SuPOhf7LzHhkZMEneo6VHslytLBGWd9pw8+/G4780mp0zNG3C2nXOEwkKz2STQZF3hjGN9oyubQ6oEsk0xbmWqQ2f58r1nnU+nRikP4JXXZJSahtOFKsBED5JdU4W0VbW7P7JGOKkdKKJ5Jve29V9Jhs4fspIMt4cs42AMB7Sw6GiWS+j12E1H30ivZYcaAwQiSbtLY2sY7oPIwSr5YiufYwYcIETJgwQfjZzJkzVcuGDx+OjRs36m5zzJgxGDNmjObnF5tC1Kq+Z8EU5+m1BamBqtis6tnCuQNtCfnu4gP4Ra9mCdkuPR8y654R7/a19lGhJACtqX5dAl1cmprg3yYjySm0zjZDJIeouVGscNglJUb1BUOMkqMuvWvIHLxhsguF1DF+t/Uk0waHXhcQj/Vkjrb6YBGzfNvxkvA+Ul2oKGKLQfUK2y1YsFBz8DkEXzAEj63uEFxl3sT3GybindxG0byar8ZEcvQ6nirVzrHWZ9AF44l4Ty3ceQrjPl6POwa0xMu39Kzx9s4lzlb6kOJ2qPJ6VYq1dXS53SahQ+NUrDlUhBMl1QhG3oW1rUi1YB4dctLQgcp5pnmcuKprTkL30TiizNVze0wkaLFTq4bJyEhyKjnMs1V+RnyjxwsRnOXI5uJKH9ogOobSjgU0ruvZDKdKD6HSV6X6TpRIZh047TZJUYVnJrvQokGy+BxdYpfSuor6c6QWGPCVU6XVfmUgpxFrtZuWIlkEXo1GE2YHzkR7Y3o5m6tE2LzRJFulL4hSDRvSlfsLogo9ARGjRQbEeowiAk5EINLJHy1rax7V/hBueWcldpyI2sTShycqIKDXEW0+3p9AqEjWWZ+fLM/bcQq/+Wwjhr+yGOXeAB6btQl//3G3KvA36k+qNxknE36xEjuqSHbYpLgUyVrJ42rqHjezWaIocdptqufOLklMYpC/v7Ss55KcdqX6zAiEkKX7wjw0rK1wXaI81uuxS+DUSZDw/ZNFMEp4ifZJK5JF1tZtG6VicDvjKrwGyeyL36wimZ6MGD1bhTFYydIFLYMpu0Ia/P5EimQaEvXEOmw2hWSmz8EXCOFshba1Ndmn0Tip1yPdbpNUypfyyARbrbYKH5vTblOeBbOTPjPWZqIx1KigweKBLNRnaMUNFyv4diHa64n/bQb0dhPhzGNBDF8ghK83H8dpE8nPg9RcZdfJUhQmqJ8xHcdU+ROvyOSJZNH7sDIyT7QUyXULdFyXaKXcvInDmL9JHEgUanpQeiQbHNPlnRqpljmoHskAa/dHEmuVvsB56w1PxlvyXGZysX5GklNVjEHHxKL5vFHBecMUdZEoeW4vFLWaBQt1DbyIw0wRzbkErUj2JsCaJhAMYe2hcDFLu0apyvKa9kmmnVROl3prVGxb7g3g2y0n6pQ7hT8YYuZBlb5AjQuKX/oh7Cj5xdqjNdrOucaZMi/6vrCAKfYnEPVIBoCsiNChqNyrvO9TrKLFiwq9uHxzbSuS6Rxtq6xk2G0SMiM268UVPsZV6qQJIrmsWq1IplGska+9f3AbReiz6yQrmCknz4I7vmvRhOplXR9gEcn1FBVcLx85JJ7U8IpQEeiJXSxVEPz7lg5a6EmkNxBiiIFEKH94xZoW7vxgDfaeCieKRKS61qSWX96/dQPcoKNUEA2eRopkLWtrM6CTnlUaFqxk+/H2SK72B1WJB9Fvp0fo8GTW+sPRyu3uz87D15tP4J3FB/CbT1k1mZG1Ggn+RPdrlEAXKJLlqBrAbpNg9nbPTHbiowcGAND+vegkhF6uZN6OfNzxr9VK5ZTLYVNVjfpDsqImcTlsqvO8ulsTtMlKxiiuusxht6FVQ3GVEw9SWEHGEpsUtt744bGhaJ3FboMku5plJrH7EyRD+Io0mshzOoyTJ/T9/PItPVSfi57jaI9kWZXwiaXyP90TH5HM9IA3SJTRgQmfDObBFJ5o2Uvz1tZBNZGspUh22CWFhK9ikmYhTpHM7oMUERklBfUSlzZJAl9XQN4b/NhJjs3piIdINl5HdB5GdqSWItmChQsHZpXG9HMf6xgQrMF3CTYfPYtfvL0caw4WxvX9ROBMWc2SirWNaUsO4LFZm3HD28sN1z14poL5O1FJZ1aRnPhEtj/AXn/RPKBSYElo4fyjtop4ujZNVyWh6ByAUd9Mxa3JIGgaP7ydapnTJsHjtAsLGCu8ARRV+ND7Lwtw1wdrdLddG/h683H0eG4ePlh2UCkQ5Hv/ZSQ5VTElm8dQP19GxHxDjqwGotdYy1XKggULNQP/Dq8poZpolFOK5EQc2/4z5cgrqoTbYcOobjnKnLem26bHPF8wVKMWHc99swO//WITXvxuZ42OKZHg21eF5JrHfwX11AJ80e7TCMnApryzqtie5DZ5hz5iK1xU6VcIuAYp6neehQsX6R4nrugc7fNb24p0WsXbMpLrbpASuQ8rfAwRbEa0U1rFFracrYp+JxiShdu4rX8L2GwSRnYJ599/2nWK+VyrR7IW+rVuwPz92i97mfpeXYEVydZT8AREIBQSJsP11IEEtEWoiBgCzKlatUiRan+Q61lieEiG0LIL1oNogquVC+PJwj6tMnFLn+aa2+Z7IQPA0eJKHC5gk1T0cQd0iF4j0Neeb/QeXUdHmWvwG/iDIVz5+hJc+foSJqjgN3X8bJXKvpYGT+Jp5Sd+3n2a+duoWJvukcwjJMs4UlghTNbQPZIdNpumGmB4x0boTw3uDpsNLRuESVQtopAOSr06/VV//ckGrDpYiFfm7QEQJsP55y4QDOmqSTxOOxY9MQJTb+/NLLdJElplmSSSI9eOVIi6HDZIkqT0PqHRMBIwtuRIahGRzx8vfWZmClVIX4tHr2iPK7uobVhEClMbbW2t0yPZCOlJ7IvfbAKW78mkBzowMZro0TbdWtvVVCRTYxJ9yfjfg1w7mgz3B2XdHslkSDAqggnJ2s+LyBGAkOx8wpOck8MmKYUKImvrY8WVeP7bnVi8JzqexG9tbdQjue4SKRYsWIgNjLV1LRHJibC2vvuDNdh6rARj/7U6ru/XFF9vPo5L/roQL83ddV72bwYLdoYn9nybGBEOcjF6rG1ttEDHIWbbMMQC/h0psrYm+7XsBusWjAoI44VoPKLnSO8vPYS7P1yjeT+atbZO86iTxekRVQiv9AXCibX5O/LhC4awKsYCmOIKH/619IApdwEtPDZrMyp8QXy6+ogSq/PuQ3lFlYw7E8Ba0IoIBn9I1o0TRW1r/IoTlaVItmChNsA/k0ZzuXMNOmeXCCK5JDJXb5aZhHSPUym2rykp6uWIY358jAX/3XAMADBrXd1Q6p6t9CnHRKOmfZK13DHrOtyUbfUZzpWnSkuRHMkTFlMEXkYSmzu0cOGDjvlqu2i1OSVmIjl5kp8urmQVyWaeZV6RXFwR/fvx2ZsBhHPlNH9EBEfE/aGM249ibe0xN++afu8lePr6rpg6tjd2v3AN+rRqYPylOgSLSK6n4PuABmVZSJxp2ZvSiDeQ0VLC8aiNHskBgY23EUSkoyY5wy13ObRJR0CcqPm/D9ZgxKuLmYHNF4wGtEqP5Dguhxk1CLlE8SiSC8q9OFZchcOFlcinJvD81z5eeVh3O/z9Z8Zmluxn5YECYcIjFJKVpK+IJDxWXIXhryzGu4sPqLcLtkeyVuW9025jekk47RJDVopAK0L4Skc9uBxqIjkkRwNSrZ4TkiSpiFmHTTKvSCbW1pGXHn0t6Uoqt8PGBAp/o1TComQI/yzQl9gMkUwCUrfTbtqan+wjbG3N/kBmxkACPkEmKhARgbW21n+2imJRJAdocle8Lr8/I0Uy/YM4KHtpOhHtD4ZQQlXmhUKs+oLs0UzSXWu8F/UoJypoLccJl8OmBKoiRfLLP+zG9BWH8OBH65VlRu4GgPp9IsuyCUWy4WYtWLAQJ44WVeKDZQfPmRUeSxCbWy/W2I1RJMc5gPCT1nONFyKKkveXHTqvx6EHswT/j9vzcYgv9oxjbiGCj7G2rv0eyUJra584AWjh/KJBcmKTrcSZaNxQdWsau01S5hdvLNyLZfsK8KUggQ6wcyM9pAkSZKT4NFOQSK7wBpki5FjGvkn/3oyX5u7GPdPXmv6OFk6crVbIEV6RDAAzVxxm/n589ha89dM+AGJSptIb0CzkBoDGaWoimTyTlrW1hbqK8PynbpGvsYAnQGPJcQZDMjblFdeqipl2lExEUREZg8i4THKdRg4URqjmCPhKb/29J3jcM30t/vJtOJb1OGN3OrvQQM+z6D6zgDaRzChBI/kiUSGZhQsbDalYqrbb6DTNjDruEHUyieWKKvw4Vhxtp2cmd8C30Txb6cOhggrkFVYqArdHR3ZA8wZRApsUTSa5wuMs/a78atNxrIm0GTBbwJuR7MSDl+Xipj7NTeec6xIsIrmegrdUCoXEpKgZ4ob+nlbgIUrM8Eu0Ai+vP8RUBCbCEi+eIE9EKJntkex22HXtvvSqcM5QVic+yo6OkDDx9IwyEyCScxOryfX3SX+8/3S0h1xIlrH+cBF2nCgBYBx08ZbNZvHu4gO48/01eOjjDarP6GRsLLbFQPi8yNcdNklzMm+3sfeLwx5dV+va0URcLBZALrtNeBxEmavXZ8FpZ0leu01CiwZJmuvTIMRxJWWhTUD3OfEGQkwBwJD20V7DovGFt/Oge/KaqcInAanDJmn2guahr0g2f4/wezP7UqeTTLERyfrr0ueirUhmlxM1PH3s9HnximRy79HJbl8whOJK1tqaPlaySzMJe63jtknqHslkTNS6Lk67DcmR8xIpsIgDBL3PeKytzYyvddna1YIFs4hlfDyXuOHt5Xjx+114+RwpX0MmSV56aIjZ2jok/nd9glHsXVjuxaoDhed1fDSza1mW8egXmwCEE2SECEuUIpl+h4jeVTUFiQ1IsV2VP6i6b0lsZymS6xYmXtkBQztk4607+iRke//8v75YOGkYbu0rds3qzfWx07LWNq9I1iaSMzQUyczfXIHwjhMl+GDZQWGsuGjPGQDQdb4yC38omovgFcmA2p0AAF5bsBeA2GWquNKPORuPM8ty0qPksajXHemfF0sbMQsWziX+/NV29Hl+gcpRr76A7zscizL3rZ/34eZ3VuLJOdsSfVgKEm1tTZwTyLhMcjs1trZOkCKZjwXjLaJMJLYeK1H+neS0K4KNmqiu6zNoB7o1B4uYz5QeyVyem7S6O3CmXFHFk361Fi4eNKAcLLWET4mC22HHRw8MwHt390OjSKFew4id+sJdpzB/Z9Rm2pwimQi2wvf2yZJqXP7qYgx7ZZFCRP+yXwumKDA9Ms56BLnIiREVMwA0EjjSXIiwItl6Cj7ZEQiFxFa+Jl7Y9Pf4wIHePg8+ONCqrPOHQsLewDVBPD2m3AJSSJNI5pa7HGKyjyBZh3CiVZU+ATEUj0Wq1u9Eg5yDWJFs8F1qBZpILqzwYcy0VbjuzeWQZRlFlfo9COK1f529Pmx/s3x/ge6xuWswGbfb1USW8plNYu4Xj8OuEFJa9y9NxMWiQHHZbUKlNlGyG72Yy6mK+PzSatNWzh4na21NEwqjezRR/p2bncJ8j34ORMkQvl/4Mzd0BQD8ZkQ7c4rkiLWIw67uDa0FckiyLKvcGkTPvRb4CadIyfPw5xvxFDfJpAtlxMmw03j5h13hnhvl5hXJ9Din3SOZ/fv3V3cCwP6e9P3F90gmf9NVdf5ACGepZzsoy8wYTsZ+M+Ow1jp2QSGHPxSCLMuMcwMNp92GZDextlavI342zSiS2e+ZKQRJkHDNgoVzDjp2q6skE0lsrDpwbnoB07GKXoxKx9SxhqH0da+v1vhGxU/PfL0Dd7y/Gq/O33OOjkgNM1e2yh9U4vHXbuulFLklyna49hXJ4bNMpxJ31VzBLnH04WMyC+cXWalufPLgQNzQq1lCtue029C+cZqm41P/Ng2Zv7XGfDJnNCKSRb3fiMpalEgu9wWY+JK3/7zuzXDR0IwVtetyIMvR57JBinlVuCzLQjLqcEEF/soVOhEnq2SXnbFhJCDzLa02YhYsnE9U+YL4bE0eqvxB/G/TceMv1EHURJH81s/7AUBoe5woMNbWccQb5d4APlh2EMfPVjHbS3OHx14y9695j2Te9SQ+kpWPGU+Vxd+mIBHg7Ww9Trsi2Ki4gFTXsWAR1V6Qbg0GUD2SuXxY34gF755TZcgrCitBLUXyxQfaYadjTlqt7294x0a4uls0R01iOb5FphkimQi2iJPnkcJK1TrJbgcap0WLAnPSw/9WiORIbMtzYo3TLSLZQh0Gb78WViSrgwYzNtJmFMmiKn1+05pEcpAlkt9ZfKDGagVekW0GIptcrUQgT8C7jYhknURNIBTCrpOlGP/JBuw8UaosJ4RXPJfCjO2QHtljdP3p3/LAmSiRzN8rh87oV6zy1zERU2f62JyO6BZjnZfrK5JtCtEKAFmpLmVdrUsXr7U1fQ40okSyfhKQ/n3J7zProUsN9xtVJEd7JBPc2Ls5Nj59Ff5vYCtMubUn8z06ASJSDPNJqiHts7HtuVH44zWdTSVPiHWn0y6Z7iMWVSTLKlvkWBR3wzo2Yv52OWyq++r7rSfx2Zo8xkKFJh5Fefb7Z6zDe0sO4n8bj6GoIupQsO5wET5dfUTzeaTHTS07f0JIJLvsWPr7y3H3oDYAeCI5uj7z+9miPZLp+9cflBlL/pAMeINqstxUoZLGWG2zqQs5ZDl8P9PODTScdkl5HkSVwzQ5cypiyW9Kkcz9aGYC0PpKBFmwQCeI6rrtrVlXiprCrNI4wBDJsSqS6z+RTL+HeFswAPh+20kAwD8XqVuL1DbyS6oRCsmm5hekAM8mAaO7N1GK1hJFJNPJ00QSydX+IO7+cA2mLQlf3/SkaLxFV8Z7AyFlfmMRyRc3eOcmrTicjE967ltAuMhzxZ+uwILHhynLyN2elSqytg4w8WRplXrcANSJQCDxFtDk3dcsQ9u5id/n9uOlWH+kWLUeKXim8auhbfHPO/vi819dqihmaBDS51y91yxYiAV//mq78u9swbNcH6DukWz+nW409sWKsmo/XvxuJ7YfjypgabIyHrL35bm78OL3u3DbtFWRfdTc2npTXjG+23qCWcZ/P16SlY9/DheoyZpziR+25zN/e5x2ZR4UL1len/HNlhPM++1ESdTaurTar7iC8HPFRmlutM5KhiwD+yKCI6tH8sWHS9tGCxV7tcw45/tvyLUpubJLuJiv3MR4RcbOlhEimb73CZKcdkaR3DhCJJPngeR/D3MkdHaKRSRbqMPgiV2tHsmJUyQbq1q1AqJAUFYFJDQ5aYTTguo1n4CtGcBVXfMQ2SBrJfP48w0rkrW3raecDMky7nx/NX7cka8kf4Ao8R+PQpsExnqTbHLJRfdAvIpkGhXeoKq/HA/VfZOAGJ1RJFPqW4cttuFMpIhUPpPYbWeluhXSS6s4g0/imYXLLk7yEUWWkSJZRLaSSkE9uJ0kcRo+H17J3DDFhb/e3AMDctnnykiR3LVZumoZ6T0sSZIwuSKCwxZWan94b3/DdSXK2ponXGMhknOzU3Bll8bUMaj7UBPQ9j+8df9Xm45j0R51UuxoUSUKKWvrqQv34c9fbRcm0AA2qa1luUkeB7tNQqusaH9s+vekb/N0qg80TdbzPZLpv0MhVpFMxvOaKJLD/ZnVy/3BkGYy32WP9jIS2YXSuxr40k/YfPSsqSGHfqYDwRCG/n1RTN+xYKE+gU7ku511exoQ63s9XphVC9MFm7EWRNJjRiKcec4HaIL0T19uPY9HwmLR7tO49OWf8MR/t5hanxSspbodkKToe96s21FptR/fbz2pWTToryVr61lr87BsXwEWRCzc3A67UvRIu3TQ/65tuzkLdRsubo6gNT8hY5LNBHnbPDMJHXLScEXnxkjzODCkXRYAoF9r9Ty80htkiGStvsL5peq5fqKJHXLuei2AmmWyltS/+OdyPE0RbFoY3b0JWjVMxnU9m6J3y0xkCNTZRA13rt5rFizEgoJyuhVb/bRd4sc3nljWQ4KHG/zl2534YPkhjJm2UllGW1vHkisiIOpRokgmBX0kz0JEM7H8fje/sxKPfL4Ju05SYhcVkRwfycq3BThadH6J5ANcTjOsSI5YWydQkVxfYvzNeWeZv0lBJgA89PF6Zbmo6Lg/9763FMkXH9o2SsWUW3vgd1d1RNem6vxvbYN3l7m+Z1MAJhXJ1awi+cRZlkhOctpht0nokJOqLCPtS6JEcnjMWHOQdU8zE0dfCLAi2TqGogqfkDjlwau8gqGQ8KVlrodldFtaAZdQ1coZyInIXSCceOIDGn574z5ajzHvrlSRnmXVfgz460+CbaoDpBt6NcUDQ3KFxwAAqYK+Tmb7jroddk0bZABw6pBVgZDM9BtVlgfjt7ZWelboqIlCsoxyb4AhrujP9ED/PkeL1BU6ADB/Rz6q/EHdwJu/vlICmGT62GgSNdbKdYdNW2Vut9kYAjI7xcWoXkWIN1mopUgmylUjNcnM+weolrkcNmx7bhTG9m+p+T1eoW+23zR9zUTPxJi+LfDEqI6aquiO1Av5kcvbK/8mVWQEpGJ/ZJcc/O2WHrrHRA4pGJJr3OOwA2XNYrdJQicDACimrJ/pyeDeU2WYOHsz7p+xTpVkDsoy0yOZQKtYgyGSDcYq/regFfX0c0cntxx2m3J+5V7Wbou2CN92vIQ5FzKemylU0hpj7ZK4kMMXCGlOgJ12G1U5LCCSuX3NWHEo5h7Jx4qrTE0ALR7ZQn0FbS1a1+/jc6XcYnoky+FxnFaRENDjcKzX7kJQJNOYt+OU8UrnCP/4aR8A4H8bj5v6XcoVFU/4fUhUmmYVyRM+3YiHP9+Iv3y7U/g5Y22dQCL5LKfmdNkl5RxohXgF1bIk0apOC/ULfGx/utQrXI+MbbHYLn9wT3+sffJKZEX6wfVvHS1izY4sK/cGUFoVfeeUaCiS80vUuY9EEzskxyHqX0zAq5X58eS+wW1U31n5pyvw7l39GHtxEZFM5g2WIrl28c477yA3Nxcejwf9+vXDsmXLdNdfsmQJ+vXrB4/Hg7Zt22LatGmqdb788kt07doVbrcbXbt2xZw5c5jPly5dihtuuAHNmjWDJEn46quvEnlK5wR03qO+2vzy88dYCNVEvyvn7wirX2nXsljaW4nAtzAgsUwqp0g2S6DT6+VRJC/v7lYRZxzDK5Jr4tDy1JxtmDhrU41cLc+Us+8/jzPqQBhL0QEP/reMxZnwfIJYjT91bRfYpHDOnhSUrKYEEyKSuH8bVrRiEckXJ8Ze0gq/HdlBs71KbYJXJBN77Sp/0DCXR4oaW0dEOPzqxPJ+QG6WsoyIoUjP8Cp/ELIsK6p8APjjNZ1jPY16C4tIrkOQZRl9X1iAAX/9ydBeg+8DGgyJFWtmOBU6MaYVKIjsSc1aWwdCIdULlSY2AsEQFu46hfVHinGQU7i+vWi/6eNx2G26k7N0AZGsFYvwg4/LYdOtINZTJGsNZDXpkUx+Mz3yLyTL+PUn6zU/090+deMUa/RB/tP/wn1i9fpD10ZFXpBKdtBBfywTc0kKTxjo+5Lelt0mUiSH/y3LYiVSvMGxVp/nvafCLyWjPsFD2mejm4YKeMqYnri1bwvxfjklmlnlLn2dRDGDzSbhkSs64NK2WeoPwfZcHjc0F3+4phPevKMPmmSwSmW6SOC2/i3x8i09sHDScN1jCoXU7gexBvN0cYbDJmkq9mjymN7HKSpJ1/npHzF14V7l72AIOF2mTuJpTV5p9ZfWsyQrRDK7nL5/6d+J7qnosElKEQytEvEHQ6ox9r8bov2yyPnGqkimj1FkbQ2EJ/1a7xKHXVIqh0XJeV4lfKy4ylTxCn2MZhMJFwIRZOHiBE04aVnm1xWcq16S9JATCMm4/V+rcf1by7HucBG3Hks4xwJRG4r6jJq2qEkk6FcJX+QqQjmlSAbC8wdA2/mDx/L9BQCA2evyhJ/TcUhlAhOK/H3jtNuUuc2Cnafw3Dc7lCJPwLK1tqAuGn1j4V6hWoMU4sVCpthskpJQA8A4Dil9J30Bpi+lVkwuKg5MNLFDYmo9lX5zHbVyqtuBP43ujCxOBSOy9Bb1ol53OGwhajSvsxA/Zs+ejYkTJ+Kpp57Cpk2bMHToUIwePRp5eeKx+tChQ7j22msxdOhQbNq0CU8++SQeffRRfPnll8o6q1atwtixY3H33Xdjy5YtuPvuu3HbbbdhzZo1yjoVFRXo1asX3n777Vo/x9oC/d46cbYKP+8+lbB2D+cKvMq3WsNpUYREOyDw/eC/3nyc6T0dj+qbHxPJuz4lMg67YuyRTBcW0cXYfG/jeBXJfG7MFwihoNyr6lVshIJyLz5bk4evNp8wdEPU3w6b00xy2uFxsOpCs1h1oBC//mQ9TpZUJZQwP5c4FSngapaZpPSCPSEo6spMVr/j6MIxAMi0rK0tnGOQnsUAkJXiQttG0Ryz0RhD3Nn6t27IiG8ISJyYm52Ct+/sg/fv6a/kVkmP5GBIZoov/nxdF/xmRLsanFH9ghXJ1iHQSSZeXq9aV6VIlsWK5BgVY1q9i8z02dUKWvyBkKqKniQvq/1B7KD6BtMx3NK9Z/DekoPCbYrUz3YNYoKAtnQlMCJ5CdwOG/ScqHjrMDP78CtEsvZ2jaBH/oVCwIr9hcLPjPJ/dHJZNLmn4YmBSE5EjE4mNfzvHUuvR5KcPkkFS3Q/ILvNxhCIdI9kQPybxVt9mKSR0FgVsckw0yc4VZCwIND6Pm9lrfc70qALKvSeNy2kUc+h3SZhwoj2+EWvZqqkC7Mfm4Q7BrRC+8apEMGtVOCGVIlgd4w9QBki2W5TXScCerKqZ081deE+5d/V/iBjHUagdR1ZRbJWj2TxNuj716ahknBSimS657DXH1Ld44cKotV2AWXsMvF+oX4Pept2SRKOqd5ASLO3k8tuU5KWfI/kwwUVOML1KNlwpFhol6g6xpC535LGBcADWbhIUU4lt/j+4HUNtWUBGgrJmL78ELYdC6uO6XjWFwgpzhHfbz3JfC/WHslL957Bze+swJ78Ms2xMNGo9geF/YsTDb1zOBf8/+sL9mL4K4tQUO5l3nFm+G1SOEXILhInxZo019oVPR+qTqAimU/uOu025Z0+deE+zFx5GA99skGxj7RsrS24BDHswTPqRHxQw90mFtBxPHkOy71BplCxoNyLRbtPC/MTfIFgookdApfDpjkfbZ6pTSS/dUcfeJx2rP/zlehAzUdE8wQ9sthyCag9vP7663jwwQcxbtw4dOnSBVOnTkXLli3x7rvvCtefNm0aWrVqhalTp6JLly4YN24cHnjgAbz66qvKOlOnTsVVV12FyZMno3Pnzpg8eTJGjhyJqVOnKuuMHj0aL774Im655ZbaPsVaA/3+m73+KB6YuR6/+7e5dhF1BbyqNBbCsrbtSPk2Vkb5NRH4sYPknkgOh8zpzc5lT1FzZNo9kZ+Hx6vW5Yn8okof+r+4UOg2qYe9p8qUfx+pgT12AVfMn5HkVK7d15tPYNQbSxiLbz3c8f5qzNtxCn/8cpsqzouXeD/XIDmSJhlupa3DSQEH0TBFTRK3a8Tm5ERknAULtYkcSoTUq2UmPE67cq+eOKud/wsEQ4p4skmGB5cI2qPShbjX92yGq7pGnTPpe706EFScJkRFhRcyrCe+DiEWhYKqR3JIFvZsNLNNeh1vQK0eFu0PUCdQtBIw/pCMYs7OlQQ4D8xchxv/uUL4vT/8V7v/mkiR7LRLuuqVdIHNlFYikF/uMrCHi0uRHDmHmijb9Mg/ve3GYm1dk2NQW1vXHLQimU54xKK8IL8lPcGgCcSwIpkiklNcjGWH6DeN174wySDwMqO01iOStb7PB3wixb4IdF4/njkXq/iNbiyNO4dYKvY9VK8KQrjeM6g1br+kJYZ3aBTT8XlcrCJZKzCmJ1VmK55PllQJk9xav5G5Hsnh5XxSjCkyoT6jJ4fNGyQp15kml0SVtHQhDjkuM+OEX4MAt9nESUJ/UMfa2mFTHBB2nChV3isrDxRgxKuLDY/l683Hhctfmrtb+bfZKm5LkWyhvoK+x2N5158P1JYF6LdbT+D573bihreXA2CfZ70xIFZ76numr8WmvLN45PONTIxupsiTh1kF8GVTfkbf5xcYOhvVJhznQHH35k/7cKSwEp+uPsLElmauEknypUbea+Q9yBO1gP511/qIfnfHkyzWAj/PcjpsQgvdY8XhRKClSLYgKiYVjavK3CrBY26lN8C0Tpny427cP3Md7pm+FrIsM7HrsWKWIIiVR35/6UE8+/V2w7HS7bBp5gua6RDJJEEpSRLmPjYUIzs3xqNXtNdcXwtOi0iuFfh8PmzYsAGjRo1ilo8aNQorV64UfmfVqlWq9a+++mqsX78efr9fdx2tbZqB1+tFaWkp89/5hij2+WbLifNwJPHDy83HaSv9an8Qt/9rFV6dt0f43dos8KjwBhSCkqiHSQuzWECPib5ASMk/kFxFzIpkililHQj5WCPentl8bmxPfpgQrvIHYyJbD1DFT6JCKLMo5K55ZrJTKbxfeaAQe0+Vx1w8cfBMuSoPJGppWBdBirwykpxoGnn3HRcQyaI402aTGGfM82FtbOHiRnZKlEgmvY6b69zHBHRMmuZxoC3llkmgN39y2W1KDrzaFxUJZaW4Nb9zIcIikusQ+N5r4z5ajzv+tVqYcOKT80FZrEgWkct6+wVYi9PoOsbW1loqskAwpHqhkoBk5QGxYhYQTyDJMhFp7bDZNKsJPU6bsNepViKQ37zbYWNIj05UH1UgPiI5EJJxrLiyRj1d9cg/vd/eKIcZyzHpVaDVhn2j0sfLzpL7ZhW1QJTA/PWwdmia4cFT13Zhvp+d6lZZW7OK5HDfbzpZEa+NjdFxm1FkDW6fHfP3+Qp6UZBotL14lAssYR/9Pq9INqPEJiCq4+pAUBlb7h3cBn+7tWfMFcbJ3PFp/T70ZNVspS5J7vLQViSzNlPzduSrAiMyNPMBPP37am0/1e1QJgH0e0BEQNDEABkfYi1U4o9b9Nv4giFhMh8Ij7O0wuqZb3YAAO58f41wfR5Pf7VduPwMNZE2+1vWJVtXCxZiAR3P1XWL5doiJPlEFD3k0GMAP3TGa0+dX1LNrG8mNudhRmFS4Q2goNyHQEiukf2fWRw4QzlVUIFzvETJT7tOYcaKQzF9R5Y5a2sT15Y4WpCELiGV+LmONxDEqDeWYuKsTTEdE9Mj2R9EIBhKyDtD1XbHLgmLZElSI1mnyNDCxQFRC6SPVx3Bw59tZMY6cm/VRJFMgyTzKry8tXX42Vi+vwDvLD7A5BJ4J4VYiZ2/zt2Fj1YdYZzOeNgkdWsk0XGLQM9TnHYbPrzvEkwa1SmmYwTOTaHNxYiCggIEg0Hk5OQwy3NycpCfny/8Tn5+vnD9QCCAgoIC3XW0tmkGL7/8MjIyMpT/WrZsGfe2EgWR258ZPPfNDtw3Y22diCf5XCTtiLh07xmsPliEtxftF76PEzX2Aep39b3T1yoty349PGx9Wlghbh2nC2qzJVV+hahVFMmESDbprkKTx7Toh88Dxksk8+IkOn97UmChrAW62P2UCacxLVRyvb8zklyqPE+ZNzYS2B8MqXKAvICqroLEAG6HHc0yIopkwe+i9b6ceGUHAMCorjnCzy1YqE3QecQrOjcGAEVZr+fuS7iuJKcdTrsNrbPURHLLCDEtgiRJSj670hdULPOzUy0i2cJ5Am17V+kLYuGuU1h1sFBIPpAXPAkYgiFZSP7Fam0NqCdyonUANQnLVwFG12MrAgHtgIQ+B9Ery2nTVg3oKZJTXA7YBcSU1uUJcsmksA0rZaPMVak4dSymAyFZSIrP2XQcl01ZhN/rKK+NIEogEeglrYyUNLFMBnQVydx+EqF+SqQiuU12ClZNHolfDWvL/Ka3X9JKpUimb61TpdXo/tw8PDZrs7JMj0guqfLjhreWY9qSA6rP+HuJh5kekfcOao2//KIbFjw+TPWZtrU1p0g2SSTThxPPnCuJU/wS8KrqWBItSYoiOaTcY844LVE7NYkWiUiS9v3NWFubVCRrVceJJq+BYAhzqF5KBeVe/PqTDRjyt5+Z9cizzN8mdIEH/dH9Q9pgQJuGePWXvQCIk4wiBRVdOVxU6UOlL2Cq4ERPSS1SJPsC2orkjCQnkt3R32PNQe1CJOH3k43vcdPW1vWrbZgFCwroZGFdVyTXlnIrxc2O6+YVyfGpuWXERkJvzCvGD9tYW+1yTr0h2gZt5a/X+iRRGPnaEuXf1dR1i5coefCj9fjLtzux9dhZ3fXoYqckl93QMYaHV1HxEGtrcY/kFfsLsO90Ob7arK3KeuG7naq5Fv1bF1Z4cd2by/GLt1fEpUSnwRfROmxiRbJCJMfY2sPChQfROPDF2jx8v+0k/rvhmLKMnlvVBO/d3Q/XdGuCJ67uCACo8AWFBeoA8AqnDKR7in69+XhMqi7WXU17PuZ2hMcLrTlC0wyPcDmgfm/EC0uQXLvgC2vDynftiy5an18e6zaNMHnyZJSUlCj/HT16NO5tJQp+jdhHL5/kDQQxc+VhLN5zxrQlcG2Cn4+f1RhDTpWq1cB0voSPt2IF3ypw/ZFi5d/dm6cDUNss66Gs2o8ft59kyOeyaj+qAxpEssm5LH19aNJdpUiOs8iAJ5Jp4vpkiX4bRxr0mF5YHj9Jy+fqMpOdqtZ4IuGRHgJBWbXdonpAJMuyrOQ83A4bsiIkGE+C64mWJoxojzVPjsTbd/atvQO1YEEH3zwyBG+M7YVhHcMOlM0zwwSwniKZ8FJpkXubb504ILchnr+xu+5+SWFhuTeguEtkW9bWFs4X6Ep4uv8jH6fKsqwkKTwUkcyTn4BJRTIXHIj6JAutrblFsfTP0ErW04GLKEB36PQxc9i07aeTXHbh5FiUcNqdX4qnv97BrsedLD8x10t2uyp+LgAAnwVJREFUhkKycMJKKqZrEnjrkX8VXu3fQ2tSEAzJeGrONvxv4zHh5yLoEcmBkIxybwB3fbAGn6w+EnP/ORHoHsl0rGdEyNIQ3Qv0b5TqcTDPXVaqmyH7Pl+TB18gxFg+6fVInrHiELYdL8Hfftit+sxQkWwioHXYbbh3cBt04JTyet/n72GzimT6uaypItmmQyTH0huNkKbV/qByf8Rrz9elabry78wkl6619ZajZ7HvVJnpsU9rQit6LrYdLzG1TQJVj2RGkRxd3jjNg3+PH4Qx/VoAEE+YRDbttKLk4JkKdH1mnmri1K1ZOv81ZYzlx9qgLAvvH18gpFwP/jFtkOxkCkZEPXv0kGKiX6TR5DszQkZb1tYW6ito5WhdUJDoobasBmllmTcQVPVIJuAfczoWjoUUDMkys77R8HHLOyvxm882KjaAgLrnmui9kU8pCXyBxPy2b/+8D7f/a5VujAOwMVA8vxv9GxAiVAsFZdFEV0iWmWIpMwlgotYh7z+tuYUZouDD5YfwE9f7kL5Pth8vxZ5TZdh2vARFlcbJxRNnq7SdjPgeyQ4bMgWxG3HZSBTxZaH+QlQsSECrsxRFcg3H3Ku7NcG0u/uhSUZY2VulQyTzIOvtO1XGFOoCYcv+02XVePvnfbji1cUo5MYIevwhzkmiMZpcD1FxORDu+8gTCwSJ6jle1wu46iuys7Nht9tVSuHTp0+rFMUETZo0Ea7vcDiQlZWlu47WNs3A7XYjPT2d+e98Q0vFqtee4SjVr9Zhl3C6tBqHCypQWu3HPqqv7bkCmY+T+eFZ6p1L51YPUm4qBPRYue1YbHNwHryAhkbvlg0ixxM03RbtncUHMP7Tjcx2y70BxeGBjFlue2xEMp3zpWNM/l6I29papdSN7i8/BkUybR1dbCKOEsEfDKnG3swkpyrPE0trNSB8rfj4+FwQyaGQjL2nyuIuUAyEZGUu4nbYFVKttDrAxMILJg3X3U5Oukc3zrBgoTbRs0Umbu7TQvm7eYOItbWGC+QbC/bilnfCbSlITq9Xi0zl8weG5OLfvx5kmBdPjTwvR4sqFWFigxjzkvUdcT3177zzDnJzc+HxeNCvXz8sW7ZMd/0lS5agX79+8Hg8aNu2LaZNm6Za58svv0TXrl3hdrvRtWtXzJkzh/n85ZdfxiWXXIK0tDQ0btwYN910E/bsYStZ77vvPkiSxPx36aWXxnOK5wV04qC0SvtlTr8EiaVrMCQLJyZm3i18wkIU/Ii2zS8hL/lmOtW8BL5ASEi+0PsR5W+ifcwERLJd26rKabcJLX5FZMC909eq1wux18lNTTLfvrOPbtARCMm11udPr0pMLxGndV98t/UEPluTh/9tEvcSFUHP2joUkjFt8QEs31+Ap7/aXiMbbwK6ap4OXJKc5if4wvuEWpTktKNxWvQ+Tvc4GNJLdN/oTQamLtyn+ZkRkRyLxbPw+xrPhJvbL90D1yziIpI1CP9U7l42SiTToHskE7eCWCcCBHabhHkTh+HzcQPRJMMDj0N8vP/beBw3/nMFrnpjqWJpEi9EEzSzxx9VJPNEsrm+NXqKZIdNUqxizCTnRfcQKZDizzEUkjWtrck7jw7ibFJ4+8nUc25WRU9g5prSRU53X9pa9TlJ2lt5QAv1FQFGkVz3pPV0fBfvOG4EelwvqfJzajZadcy1kYnTnjoky3FZih8pjNpT88WBoqQvQyQnoHAPAF6dvxerDxbhfxv140I6BoqnQIFOFBq19DhDxQflXNKr1ARp5Y0k/cj7z6HhdkQXHQZ0rudDn6xniC2t58ooubjyQAEG/+1nPPL5RuHnqh7JdgmN09VzrqNF4QRKrMVWFi486I2h9PyNjGexFHHqgajh6ZjOCKRgUWT5eqy4Cp+tzsOr8/fiYEGFyuGpSlDIIhqjyemJCoqfub4rbDYJa58aia5N1cReonqOJ2IubEENl8uFfv36YcGCBczyBQsWYPDgwcLvDBo0SLX+/Pnz0b9/fzidTt11tLZZX6FV7K/Xy3b6isPKvyt9QQx46SeMeHUxrnljKa56Yyl26tjM1wZI/NY4Layu/GF7vjJ/pYu5aYUwAR3DGLmiGEGPSG6Q7FTGn7NVxvmDYEjG+0sPqpaXVQcUApPkQUi/X7PEL09ME6gVyfG1b+OJZK39GYFRJMdJ0oqcAxumuFR5nlhJUaEiOU6yOxa8NHcXRr2xFF9vMZ+zpUHPddxOG9IiOZyyaj9TZNYg2YojLdQfNI9YW4sUycGQjH/8tE+VZ8xIduKqrjlonpmE8cPbmtpPWqQg/XBhuJiqQbKz1nIWdRUxn+3s2bMxceJEPPXUU9i0aROGDh2K0aNHIy8vT7j+oUOHcO2112Lo0KHYtGkTnnzySTz66KP48ssvlXVWrVqFsWPH4u6778aWLVtw991347bbbsOaNdG+h0uWLMHDDz+M1atXY8GCBQgEAhg1ahQqKtgeYNdccw1Onjyp/Dd37txYT/G8wc8QyXQ/IfblRE9ACFkQ0uiRbKZKiU94CK20hT2SOWvryEu+vUAVycMXDAoTKgFGkaz+ntLHTGhtbdOcAPsCIeGkUZTrEdndtGyYxBLJVJDRMMWla20d5NQSiYJN0q+OnvKjWv1KoKWmi8cuRqtyGwiT6IepRGgiktZ0j+TMpGhwU1NFMr3EbpOQ5LJj7VMjsfmZqyBJEtcjWb3NeHsk612/8LHW7KWkpUjmCWqzimQaLRtq9xLTgtbvxPdI7tkiw/Q2STKMnpTUhIDv1CRN6TsdS+9ts+BVwKIkm55igZ7gkdX4oc9NW1vrXArRdVKIZKo4x4yiJE1Q2ELOQ0Uky4Do1qStrWmiOCPJCZtNYqytG8XYi0SvUpC8z8h7LMlpx31D2qjWy4xMqKweyRbqK3x1XJFMJzdqS5FMn3dJpZ95p3+y+ohwvY15xUxyKBYVgCybJ6G1xpYKrne9KFFIW1snwgGGRqVP/x1AJ/r0SFeCCm8AS/aeUY6Tfn8b/e70sZR7A4xiykwC1RuM2vkBgMsh7pFMx1++YAifrj6CK15brNqeLANPztmm/K31/v7Vx+uxbN8ZzeP6YNkhAOHk94YjRcq9cOBMOQa+tFBV5Omy25AjIJKPFIXj7kZpF1e/Lgtq6Nl00s41pL1WogqfY5mTEZA4U+sZpolcnoQQFbKI3m96vaDJPCjN48TMBy5RfZ6oJGGix2YLUUyaNAkffPABpk+fjl27duHxxx9HXl4exo8fDyBsKX3PPfco648fPx5HjhzBpEmTsGvXLkyfPh0ffvghnnjiCWWdxx57DPPnz8eUKVOwe/duTJkyBQsXLsTEiROVdcrLy7F582Zs3rwZQDj/uXnzZs38aF2ElrV1mQbhd7qsGv9dH3WwW3eoSPn3iUhR2/yd8feRjgdk7BgesTkFgP2nw+pjmkhed7iI+V4gGGI+PyBQLMeCwgpxMfxrv+wFSZKoAnjjseChj9cLY4qyaj9FJEdiGaJINjnG0OdMF+H5I442KZExN25FMieyoMdtPaU7D3peUKRxbY1QLdjfZR2yVXmeWMd5fzCk2nZRDQUGRpBlGR8sD8eL/9ARq+jBS+UtXXabIk4qqw4oOU07J9qxYKGug1hbbz56Fh9GnhECXqWcQfEI79/TH8v+cLmwOFcEkrcmBd9ZF1l/ZCAOIvn111/Hgw8+iHHjxqFLly6YOnUqWrZsiXfffVe4/rRp09CqVStMnToVXbp0wbhx4/DAAw/g1VdfVdaZOnUqrrrqKkyePBmdO3fG5MmTMXLkSEydOlVZ58cff8R9992Hbt26oVevXpgxYwby8vKwYcMGZn9utxtNmjRR/mvYsGGsp3jeQPdILmGIZPbl7acSHeTlF9BQJOslCV+euwtvLNirWudwQYVqXTPW1uQ4RWQCwJJOXn8I5QJiws/0SFZP8oiCzS84L7tN0rTkkiSxXZeRPWnXpun4+IEBaJ2Vwljv0uSL026DS2fiHaylyuNkl0P35a4XnN78z5VYeaBAtTyepC2vbKWxO78U322N9vkza+Gjdzy0IjmT6nkaSy+4NIFyUpRUaJzmUYgj+lCEimSTfXJ5GBLJNUzqZAr6wg7IbahSj8aiXPnq4SGYfl9/tM5Kifl4BrXNQquGyRjRqRGznC4C+eaRIWjbKJX/qiZINSlNdsbbo5GHW0dxHy+6cBbQvkAIoZDMJMf1Ek30xE9bkRy9r0RjKYFLoLgm1edOm00pujBHJKvvtdnrjkb68LDPfsiEtTVd3ECeQ6fdhiu7hO3kYk1U6pG/ZNJNJsuX5DYUFpw0sKytLdRz0CSfKG58+PONuPvDNTXu5xovWIvS2iGS6STb2Sq/5thAYt9Fu0/jlndW4uCZaHwcCwkvg73WeteWPjZ6LZ44ERLJjLV1YskKozGvyhfdnyhG5/H47M24d/pavPlTOAmmZ6uo3lf0HinjFMlmQK6NkSKZjkG9/hD+/NV25h6gsWJ/ofJvrXvjSGEl7v5Q7XpEQJN+t767Ci98twsA8Jdvd2r0dLQJnYlI/B9rsZWFCw/0PDGLi/PtNgneQBBfbTqOU2XhsSMepyER3A5bzL2AF+48BUC7/RWtjOKt++n3BikI0cuLiN4t9HypcZoHW58bhe9+e1lk37EX22qBH2csJA5jx47F1KlT8fzzz6N3795YunQp5s6di9atww5DJ0+eZMjd3NxczJ07F4sXL0bv3r3xwgsv4M0338Stt96qrDN48GDMmjULM2bMQM+ePTFz5kzMnj0bAwcOVNZZv349+vTpgz59+gAIE9p9+vTBM888c47OvOYg790P7+2PuY8OVRwGz1b6sP5wkSpu2XashHlXbxXYQZ9rhRaZa7ZsmIyOOeE8Aokt6NwqL2Y5UlTJnIvWe94sRLaqj1zeHrdG2krRLbmMwLfOICilFMlJXI9krTGUB6MQrlb3SCZkSbxjlt5xGBUnMtuhcmxHi6qw40Ts1uOEuE51O/D5uIFY9MQIJLscKmfFWN9bgZCs9KomqG1FMl3c0SqOXBzAtnix2aSoItlLFShYJLKFeoZ2jaPPwwvf7QQQfi8s2HkKry9g3Yz5HHksrV1SFUVyhEi+CB2gYhodfD4fNmzYgFGjRjHLR40ahZUrVwq/s2rVKtX6V199NdavXw+/36+7jtY2AaCkJPwC4YnixYsXo3HjxujYsSN+9atf4fRp8csXALxeL0pLS5n/zifoSvhS6mXOJ+CFiuSQWJGspXooqfTjvaUH8Y+f9jH9TQAwClLRsRHwSSXy0klzi4lk2jok3E9CpMILobTaj++2nhAGV+T5FlVNOu2SZtKxiUZ1iUh9TaN783SleXvLhsl4+vqueO2XvZiJtsMmMYEyn9SJxf4wFnicdt3ezHqo8gdx5/trVMvj2ZyW9S8Qtdcj+GrzCY01xRD1fqN7JNPkZyykUnqS+h41yp2E7fLD/56/45Tqc1GloxnoWYMDNbe2btkgmfn7+p5NMfuhS1UEdRMTlvQEvVtm4orO8fWG8jjtWPTECMy4j63279Ys/Kw9MCQXPaleFWa3CUQV9ZIUW2GBHtw693e84HsJ+4IhjPt4Pfq/uFDpbUjGuGxBIpieAMsKkcyuQ99Xes+16P4i7x9akaxlQdWqYfT+ShX0Y/zvhmOYv/OUajKpSSQHo4rkDE6RTDCoXbhvWaxEiR4ZTrZFjtNltwmP74ZezfD5rwbij6M7x7RvCxbqCuiEkCyzpKY/GML3W09i2b4CHBQUFZ4L0GNFbRVs0GR6eXVAk/gjy7/erLaOM+pzyZCb3HXWiwvp86dXq+SsrUXk6UkNIpkmXo+frcKqA4WmEpg0jLha2pXFDMk+P0Ia/XPRfgDsO4YkDVfuL8B6TjnE76usOhBzz1Fyjcn7ncRDekpqo8RsuTegXPN4FYd84dr0FeFq+lINm0yn3YY22dGkyWURJxWCbEuRfNGDnp925WJPfzCEdxYdwMTZm7F4T1gpnyjeR5KkmHsKrz9SDD8VA/KQwb6rlOWyzOQUyDtOVMhN4jpRj2S+oDbd40T35hlY99SVWPGnK2I4E36fwGQqZqyLLSUuJEyYMAGHDx+G1+vFhg0bMGzYMOWzmTNnYvHixcz6w4cPx8aNG+H1enHo0CFFvUxjzJgx2L17N3w+H3bt2oVbbrmF+XzEiBGQZVn138yZM2vjFGsF5Llrk52Crs3SlZZTt767CmOmrcK8Hay6mM+hiWyayZzWLIIhGYXl3rhdn6Lvdpsy/pDY4nRZND6i86xAVLVMcEJgixoL1h0OW2fffklLxSa/T6tM5XMSe5glfEUop5SjHo5Irqm1NSEZCVlSU0WyKNfAt2vRA58Lf+6bHbEfC3WtBrfPRm4kduIFMWaU0nxRBV1ICdR+j2T6uSqv1rZR1wOJs8k9QyuSCTFeG658FizUJkRx57+WHMSvPl6v4iHiceMkIO/HIxFr64txvhXTdKGgoADBYBA5OSyBkJOTg/x8sXVJfn6+cP1AIICCggLddbS2KcsyJk2ahMsuuwzdu3dXlo8ePRqfffYZfv75Z7z22mtYt24drrjiCni94iDm5ZdfRkZGhvJfy5Yt9S9ALSG/pBpv/7yPqTanX+xejnAliQ5Jik4Qwz2SBWSvRnLFS/W6WH2QTdKQ46C/a9QjORiSsfJAuBo/VYNIfmNsb+XfvkBIaAU8d9tJ9HxuPh75fBNOC4JPoloUnavDZtOsJBnVTUx60VZ0IvCK2Acvy8Wt/VowBIPTbmOJZG5QCobkWumnmeSyJbzSM5ZKHAIjIjTRIAlKu01iqtNjIZJFykkzRfjkdxf1XYjX2tro1qiptXXzBqz9tN0W7h/Pbzcn/dy9AMkx0HDYbfj4gQF45oauMW+PBLpEUZHuccZ1L4u3be76X9OtiWkbyQ6NWbW1LxDCz7tPo9IXxI+RiTqZxCW51PunJ3tkbNFVJOtcCreg2jRKJNOKZPFEhb5v+D7XBFuOnlVNloMhWeg4QCuS6bGUdrqIdaJMoNePSSGSI8+x22kTHl+HxmkY3C4bnZuo++dZsFAf4OfiJxLfhZ0Dap/ENQKrLKudY6DJ9HJvQDNGI/sXvd8NFbrUd/yhEKtI1vkqHfPTyVS+T6Fo/DtVqu6RPOXH3ejyzI/4+4+70eZP32PI337GHe+vxivz9qi+T2PKj7vxFBUjG51vNUckm00Ek2tBn583EMTeU2W484M1GDNtlWouQ+/LGwhqWnJqgVckOxVFMv9sRP/mE5kiFEdUKPFaxmvZEGsR006HhJx0Dz4fNxBfPzwEHXLY2MLqkWyBfm75wsQqfxA/7WYLY+01nHPQiMfeurw6oPms0WMeeSZ+8+kGXDN1GUNikYJ7UcEO/8zT6CLoiwyELeJjJcVpZKW68evh7ahjtxTJFs4PzLihkPcQ//4g5CgBnwsprVLPsU6WxEbITvlxN/q9uFBx44gVJH5yO+1KPpLEFvtORclivrC4JOL01TorXBxdEac4gOzvmy1hwqJDThrmPDwY3z5yGa7o3FhZx6wiWa8orbTarxTQuBVr69gIalaRrHZFI+2k4iW8SRzMu+ABMSqSI/snKnm9HtRGx8LnVXhnQL2e4AS8ApmcCxEuFZ9DIlnkVmMGdNEFAKpHckC5rywi2UJ9xJ0DWzF/f7ZG3GJCJFgzCyKcJAXc2RfhfCuu2QJPAMiyrFpmtD6/PJZtPvLII9i6dSu++OILZvnYsWNx3XXXoXv37rjhhhvwww8/YO/evfj++++F25k8eTJKSkqU/44ePap5DrWJuz9cg1fn78Ujn29Ulun1SCaWcU5bNNEdiFGRTKuaj50NV1KQPhgF5V68+N1O9H1xgVKRJ6rqpTf92ZpoTzkRSQcA3Ztn4Lb+YUsXrwaR/MVa9jdwOWy4sks08CL3hGgS5tBQJD95bWc8MCRXeEw8eOtlLatnerHDLjFkDF/dEgjJpnuVxIIkp123N3M80OoxrQetwoFEQJREJsucdhtjSaGnjOYhsgI0Y+emd33iJZJJYufd/+uLIe2z8LurOjKfJ1qRTAgwniCtSZLkfIOcCxmTalJhFi/eGNsbnzw4AJO434+HTQKaZ7LkPj3eP/3Vdjzxny3KGCeyPqeTbCQpoOqRTI0NeolBOnFN3BdIMsBpk5TvauUe6Oef73NN4A+GBNbW4uep2h9Szp3+Hen9kFYCvmBIU0E2pH2WahlfcU5DsbamemeKTllkFW8hsXjnnXeQm5sLj8eDfv36YdmyZbrrL1myBP369YPH40Hbtm0xbdo01TpffvklunbtCrfbja5du2LOnDnM50uXLsUNN9yAZs2aQZIkfPXVV4k8pVrD7/69BTe/s8JUT1oCP2cJ+vx3O/Dz7lMY9cZSPPTxemX5Le9ouwLVJmgitbZ6ONNkeoU3oEmSkv2LHHROlXoZ4la1D05ZTCen9JK59FhJJ+9U1taC35wu+CGky7uLDwAA3on8nyCPciM6cKYcHyw7qMw3giEZ7y4+wEy+jX4LPgb6xdsrsCe/TPc7NOge0F5/WBmvtW06VvcGQqastGmorK0j75RX5+9FhTeAwnIvFu0+zRBXZnoZElcUowIIrSIoUdLYF9BWaJL39+D22ejVMhO9W2Yyn6e5rffVxQ76XuSLHf/y7U5sP866sSWoRTIAtqexEUgcX1Yd0CQtWNVxOK78YXs+9pwqw7J90XZNfsXaOlp4T6Akzbl5QoNkZ8KT5tPu6ofWWcl4/57+zPJY3tcWLCQCsizjma+3o+2Tc/HekgPCdcjci7wXuzXLYD7nXad4R0NRwTHtkmIG/1p6EEDUjSNW0HO4lMjxVviCCARDOES57JRyLU0IEUjsSWNtxUaDjguv69EUbocdPVpkMHltUuxtRCTT5G6vFhn4+5ieSv9nmkAk7/qaKJLJdQKi90JKJDcUbx6TnJ8oLxMLWU/eCSMjra1i6a+sHIuPtQEn4POYZvJ5fDxOiN1mmWEiuTDBRPL24yXIK4w+bzSRfLqsOi4FP5lrRInk8HUIhmScjRRF1kZ7NwsWaht/uLqT8u8Plh1EvsZcfUiHbOFyM8hMZoljq0eyAbKzs2G321VK4dOnT6sUxQRNmjQRru9wOJCVlaW7jmibv/3tb/HNN99g0aJFaNGihe7xNm3aFK1bt8a+feIm9G63G+np6cx/5wP7Islt+qXDKJK5YIC85B12SUnEh2RZaBGilayiiWTyMs6JVHkVlHvxwfJDOFvpx+C//Ryu9hdsh068fU4lm7RUaQDbu8OMrV7b7BSGzCV8iCjZ4rTbhMTEQ8PaqfqlEtK8c5M0Zdm7iw+gyzM/MutpEYd0MOjgLJb5qjtfIFQrydAklyPh/QPjseFulZVsvFKcEE22SVEDb23tcthMXw9eNQ4At/YNjyddNSrSAUCn1Wxck47B7bKUcxjdoyk+G3cpurdgJ26mpNI6SHLZsewPl+OtO/rg0Sva44HL2gAIF3z84ZpOcDlsuLZHkxrt43yDJ8ETSSTf2reF0F6axhWdGyPJZUfnJul4dGQH3XUbpblV1t1HuMn4fzccUyaBSQKCn1UNhv+vUiRTwb9W33qAtT3sFFEzkfcPrUjWQvfm0ftVq61BICSrJrWhkCy8tSt90SQiXd1Hk9T0RFlrchtrgYsvEMLBM+X4eFW4KMrtsAkn4mZV5xbiw+zZszFx4kQ89dRT2LRpE4YOHYrRo0czPe1oHDp0CNdeey2GDh2KTZs24cknn8Sjjz6KL7/8Ulln1apVGDt2LO6++25s2bIFd999N2677TasWRNt71BRUYFevXrh7bffrvVzTCS+3HgMm/LOYtPRs9h+vAR3f7gG249He4cdOFOOUW8sYayZeUeXT1fn4YGZ67HvdLniLAPoK/hrE3Slf20pkgMqRbI+kSx6v3+4/BAGvvSTZizLFzweppJAetamXoa8jG7bjCKZTq4Z2SvTn498bQle/H6XQhyLvmtEfvDXYdvxEjwwc53m9+iinC/W5uHT1dFn3BsIMmqnCk65UkURSr6AdkGRFvgEGp1YfHfxAfzi7RW4f+Y6fLr6iOo7eiB2hkbHU1ghVpCUCtovDPv7Ik31De9KdGPv5hjcLlpElSxoN2Hh4kIu1T+xmYkWNvYEOl0dKaw0Xgnhglm6P6MWCULb0fqCMk6VRJ8jmkgurw7gaFGlsB8yiR9fGdMTudkpeGNsL3zzyBD89LsR5k4qBlzTvQmW/P5yVYFHw9SLT7li4fxCkiRsifQwfvmH3TjMtS4JUoIU8l7p0ZzNR/AEGykUI+9P0XsqFiI5EQUW5D3tctiUeWOFN4CiSp/KFYYmMisj50bIALrNUqwgsXOzDI9m27CoItm4ZQbB9PsuwW39W6JnJE+0Jz9cBJSd6lbcH5T5sYlrGQiGVHF+cUSZzfdI9gWC2HWyFAfOaBdki0DuGb5wBwAqY5hjkPiS9KqPJ+emKJI5IpkvgjdTNMj3wCYumk0zwkKBkio/QhGb9p92nVLd2+8s3o8vNxzTLSolOFVajevfWo5hryxSnlHatdMflJXfLRaQ+5tYeye77ErOnRDVtdHezYKF2ka6x6mI/l78nnW3ePzKsOAn1e1A31YN4t7HDb2aMn8b5YovRMQ0W3C5XOjXrx8WLFjALF+wYAEGDx4s/M6gQYNU68+fPx/9+/eH0+nUXYfepizLeOSRR/C///0PP//8M3JzjRWmhYWFOHr0KJo2bWq4bl1DiY4imQz8Dlu0f2UwJKOgXJ2Y0Ho/0WoM0nctJy0c7PDJr3WHihE06OdDE6V6pAWpbCuvDpgiktM8DkgUe2dXFMkia2tJpSDm/768UyNkJjvxt1t7qr4/5cfdqmVa9rg0AeKw2ZgqFL4Ce/Ee7T7dNUGS06YEjIlCPEEz3SPVLOhrpHcOYkVy9P6nq4FkiK1yRRDdozf2bob/jB+EWb++VPN7ooq/qGIpfD//9or2po4BAPq3aaha1pgnqhJgL9qyYTJu6NUMk0Z1YoLCCSPaY9tzo/DPO/vWeB/nE6QClGAbRaTUFN2bZ2DtkyMVwj8n3Y02VPHEU9d2wbS7+gm/63bYmGIVIEx6N8nw4MeJQ3Hf4DYA1FXdQDRhluKyq3oci6xPeSKZVujrqULo54+vrnPYJWEfORq39W+JSVd1xOfjBmoqkgNBWW1tLYuf1wpvUJkAN9bobU+su3zBkKr1A4EECf/HWduIQIoOyqoDuOK1JUrPL7fDjlYNk9GLSwBaNk+1i9dffx0PPvggxo0bhy5dumDq1Klo2bIl3n33XeH606ZNQ6tWrTB16lR06dIF48aNwwMPPIBXX31VWWfq1Km46qqrMHnyZHTu3BmTJ0/GyJEjMXXqVGWd0aNH48UXX1T1vavLYHtEAnd9uAbL9hXgjn+tVpY/NWcb9p4qx2OzNivLYlEWeANBHCmsiLtfXTxIlCK5qMKHvMJK/PmrbarefvS1W32wCIcLxIRHICRj1to8rBX06SU4q5HA0Yun9BJV9PnT4yav3hA589DJNaN4jlwDOpF1qKCc+YzG+8v0FUKimP742SoMmfKzsCihERU3T/7fNvy8OxorewMh5r3I94euoojlMJFcM0VyM8olZHd+mUJiL9zFHpMRCEFsVABB+tHyECm68kurha1+ADWRDACdqJijNh2DLNQPNEhxYenvL8e6p65k7nMtxONMFQ+epdrYOO02ZV5WpmNtTY+16w4VYeGuqC33rpNRZfVvv9iEoX9fhN0nw0QXHWsSFX/HnDQsemIEbu7TAj1bZJ4TG/hpd/XF6O5N8PDl5ueJFiwkCjf0jOZD+XcK/c4n78XuHJFMF6pV+gI4VBgmo0mhhKgQqqDcazq3RBePxfvuUqytHTbG2ppYV2ckORWnN/p9S2InmgyIV5VMVMR6whoylzQqUCO5gEZpbiXXSEjj3REiv1XD6LgeLbQ2Pnb69yJzYUIg8kRyYbkPo/+xDCNfWxLTfKBasbZWX4tYVMUk/moQGafp7+48UYrHZ28W5lJokBiab7mQwhXcmclP80VSRIWeTRUJnSn3YtjfF+HBj9bjh+3ROciWo2fx9x/34Hf/2YJef5mPj1cd1t3X3lNRZ5/NR88CUOeN9NyRtECuKXknSpKkPDNnIpzCuW5faMFCImCzSUJR0ayHLsWDQ3Px7A1dseT3I2q0j3aNUhVhInBxthKKeXSYNGkSPvjgA0yfPh27du3C448/jry8PIwfPx5A2C76nnvuUdYfP348jhw5gkmTJmHXrl2YPn06PvzwQzzxxBPKOo899hjmz5+PKVOmYPfu3ZgyZQoWLlyIiRMnKus8/PDD+PTTT/H5558jLS0N+fn5yM/PR1VVOOgoLy/HE088gVWrVuHw4cNYvHgxbrjhBmRnZ+Pmm2+O9/qcN9Avd/6FtmRvOAGRkew0JJK1knCsIjm8rxS3XRi4SRKESRo6kGCIZJ3gj6i5vtx4DC/PVRO3PHiSkZAlPpG1tU3d05KfEH947yVY8+RIhawzSqhqTahp0sZhlxiPfV69/R1lz1cTPHJ5e1zTLaocTXLaa9QjOclpRyAYwqLdp/Hj9nz446y+7Nk8M6b1e7XIYBSknXLSNNfVs7a22yQmMK30Bk0rklMFdn+SJOGSNg2FfVz0jocE26TS8Zf9WqJFA+NkDSC+v3gyr7bT926HXbc1QX1AmsepVKnWBmw2CZOu6ogBuQ3x9p19cUvfqBtG66xkzWIIt8OmsrEmdkGdm6SjbaOwUkQ0dr8UqaBzO2xomMIWFzDW1pEbRGVtTQX/esUaLJHMXkOnzViRnOp24NGRHTC4fbY2kSxSJMvi1gFvLNyLpZF3HF1UIUpy+AIhLN4rLtSRJODFm7rjmev1e24TRdr1by1XLbfbJHw1YTBGd6/fiv36Ap/Phw0bNmDUqFHM8lGjRmHlSrHN8qpVq1TrX3311Vi/fj38fr/uOlrbNAuv14vS0lLmv3MJOpFit0WT7GUUaSdyqomFdHv6q+0Y/spifEIpM2sbtCL5592ncf1by0ypQWnsP12Ovi8swLBXFuHT1Xn49ScbmM9pEnbhrlOqXn8EVf4A/vS/bcLPCGSNt7RefKmXqKLPNRZFsizLiqoGMKFIjlicH6OUFW0i6kUhSa1xzMRuTyvpeqrUi3WHwkR8WbU/WiSlM1eo8gVxkFJM8QlH+lh8QW1nCi3Q9pcAW4wmSngC0CxaokGsrY0KINZzvSYJYm2RImp9Qs8L9K6xhYsHrbKS0SjNbY5ITmDeePLozsq/+f7Dt/VvqfzbabcpuYPy6oApRXKVP4jnv9upu39SQETPtRJdgB0LruneFO/e1U93nmnBQm3h3kjxMqCOJ+hCKfJeaZudwqxDv5+2HC2BLIeLq0nOQ/Tek2XzJBc9F67wBeK06yXvdrvy/iv3BnA2ItBpkOxERlI4z0KrSkmMkZ7kUM6/0h++RmXVfpwuU59DKCTj15+sx1Nz2BiRiIH0yHCFSDZSJEfywbQAIjnyXXLMtKDDbTdvbU0fZ1PKlRKIXkdiZ047p8ViSU2KJkWkTkxEsqJIjliP+4NKEeS9M9ZizqbjGPfRes3vA0BR5NyyuJwK3wLEGwgZ3nt5HJFLCjMyk11K8f+MFYeVa7WPaq1F/7vMG8AzX+/Q3RdtYf5C5J13uLCCWyceIjnizEPli9KTIkRy5HxiaRtowUJdgshBsGNOGlLdDtw/JLfGVtSSJKEpFVM3NeH4c6Eh5mh67NixmDp1Kp5//nn07t0bS5cuxdy5c9G6dWsAwMmTJxkLwtzcXMydOxeLFy9G79698cILL+DNN9/ErbfeqqwzePBgzJo1CzNmzEDPnj0xc+ZMzJ49GwMHDlTWeffdd1FSUoIRI0agadOmyn+zZ88GANjtdmzbtg033ngjOnbsiHvvvRcdO3bEqlWrkJamTVTVVdBVt3wV/M5I1e3o7k0VxWyYSFb3Y9Cy66MTTORFbrexvX4JJEmcVKLjRdoSmbeRpkEe6pIqv6ZfPQ23ww66vSc5X5H9jcOuViTzrUFtNgluh910DxEzPZKddhujXI7FqoXGK2N64rkbtEmPgW0bonV2NFhMctlrZG2d7LJj6sJ9uH/mOoz/dAPeXXzAlOKCRo/mGciIkcDzOO1Kj1MgGrSIEAzJqmCOtl6iCdByb8C0Ijkpzgo70ePkD4bw3Dc7lOfI47Ihl5t8aUH0qKRwlZLnUAhWr9GAqgQbP7xdwrd/16Wt8e9fD8IlbRoyCl+9iaLbaUe3ZmzyjLZVJ5MZ0fhKyCCn3cZUuAK8tbVYkUz3PnbpjMl0EUxDkSLZ4JmiK3s1ra2DIdXYEra21t82Xd1Hj9Vk/K7wBvD47C3C70pSOMh74DJ99xKtpCJZLkkSru/ZDADQvfn5aX9xsaCgoADBYFDV1iQnJ0fV/oQgPz9fuH4gEEBBQYHuOlrbNIuXX34ZGRkZyn8tW7Y0/lINUFThw8Kdp7Bo92nIsswQd3xI9Pcfd2PXyVKVmwFgTDDS+Pf6YwCAl+buMlgzceATa9uPl2oqOEVYeaAAV76+RHcds9fgjIYSlIZWHKmvSA7/drKsLrLh+/IWV/jwwbKDqsSRL8i5FQXZNipG8RwhU8+UR2PxQEhGUYVPqIzVwqipS7DtWAljN80jzePA8bNV6PvCAlzzxlKEQrLub7Bw92nm2leqrK1Z5bWWAlgrGUirlgAwxVpaPeFWHigQLqehWFsbEMl8Ep8/LrMQFZPSr9Vky0HDAgUzRa6JJFrHDW2r/PuqLo2Zz5JddgzMDbsy3TGgFWNtrTV28XaiRiCFuXabpLTy+evNPWLahgULFwqcdhsGtQ23Piit9qPaH8SstXkoqfLjdCQnl+Z2KHNGm03CF7+6FH1aZQJgi8U2HQ0XQ/Vv09Cwj6qZfB8QLcQCwrmPePrg0m0raEUyyatmJLswsG143FlEOQaSmCLZ6VCsj0kh5l0frMGgl39WqUB35Zdi3o5T+GxNnhLPPPv1dvzms40AgFSdghHF2tqgSLKMEMnU/Jpv50W7d8VibV1UQchPp5KfXX+kGGcrfdh5Ipxrbhaxaqbj0ljiQ3LPZAnUenzLEhE+XX0E7y05oOyfLngnvxmJFfdQyl0RSHzGKwd5RTIALNh5CrdNW6WpcuYt28nzk+SyK+6bdJuhU9T6BzXswb/fehKz16nbONHvvc1Hz2LvqTJFEU2eVREHYATF2pp65xNSXSGSLUWyhXoKYjNPMO6y3ISrhmlnLTOFmhca4ipVnjBhAiZMmCD8bObMmaplw4cPx8aNG3W3OWbMGIwZM0bzc6PKoKSkJMybN093nbqER7/YhKIKHz5+YIDwc7oqj69QJ9VprRomY3+kqskXDKG4Uv0S0VQkU8tphacoKbHvVDmmr1Bb2tE/CU1iNNGwIwVi7y/pstsYa2uSFBUpakSkh5aimO7VHAiGMG/HKeF6mtbW1DHxZO7EKzvi2y0nMHv9UeF3tXBV1xxkJrswsksOnv56O+4d3Ab3z1jHnAsdSCY5HYYTfodNwvePDsXVU5eqPktxO/D+soPK3zNXHsadA4ytYGnEY2vtcdrhpFWQSfqDeiAkM6qLANUjmUaFN6BbxEDDlcAKuz9+uRVzt0UJiSSn3TShPaafmnjgLXcsmAP9bPz+6k61ui9a5ZOsW3Fsw/gR7bDzZBmSXXbsOlnKJLEapxuPh06HLWK1FZ0gCYlk7tannwU954KGVBCktrZmx18R6AmIlvopKFQky3BTB92laTpjTQiwxQE06UDGA5GSm6BxmrnKQD01OcG1PZrg64eHoF3jVFPbtFAz8AUGsqxfdCBan18e6zbNYPLkyZg0aZLyd2lpaa2SybtPlmLcx+GK+045aZh6e2/lM16x+87iA3hn8QHhdkSFK0ZIlILqdGk1iip96NxEuyhDpD4uMdH/q8oXxGdrjmDaEvF50zDbi0/LUpgGP7ZV+4PwOO26RCmJ6x/8aD22HS/BoidGKElPenz3BoJ45psd+HbLCcF+2d+Rt382SiSS46OTt/kl1ej7wgKtrwhR7Q/hhreXqxSHNO7+cK1yzidKqlHpD+oS7QdPs4k2lSLZx14jrblOSAZE3RnItSHjf//W0T5ZZQJ7TgDC58kmsUW1hSZ7JGv1H49VWS16t9PzMa05jIWLEyJVGA+jOVkssNsk3NCrGTYeKcYDl+Xiw+WHUOELYvkfL4ckSfjXPf2x6kAhLu/cCI99sRkAsbYWPwfrj4iV/Fog8bHDbsOEEe3x4GW5Vs9HCxc1aAv5N3/ah3cWH8Dna/OUvpEtGiYzsfGgdlm4c0ArbMo7y+QjT0dUkrlZKYZOGic0HF94EKKPoNwbiNlVg5C/qW6HUvRd4Q0qOdIGyU70bdUA3289ibyi6HERwjPZZVdUpP9efxR/vKaz0lv6k9VH8OS1XZTv0LFCeXUADVJc+GhV1L1Hz6GRKD2NbJTLvOHYN42Kwfk8EU1mkLmrmT6/J86Gyc1mGUmKe9qM5YdwSZsG8AZCaJrhwcBI4QFzTNUBNM1QLRaC3BvNqSImj9OGan9IFbPy8AaC+PNX25llrbNSIEnRQoNY7o9CTSJZvY2HIi5Gb/28D38f00v1+RlOoU6cRD0OG5LddpR5A8x9f5IqpqAVxgTBkIyHPw9zJQNzs9CGEqQs2MUWPR88U6EQ3L1aZmDd4WJhf3IjkO/Q50/GB+Kmab0vLdRX0E5TL9zUHXeZaHcXK+iYmhf9XAywykzOA7yBIL7ZcgLL9xcYVk8BwBdr8/D8tzsVCw+SgEjzOJSEQVm1X6hc3He6HO8tOaAi4kVJDrvNBocg4/LsN2LLDVrtTBJCf7yms27Fs9nkPoGWtbUoQecUWFtrJVHclCL5PxuOKS9vHlqKX0aBHSFDVvzpCnz8wABc1iEbU8b0VPe61YEkRQejlg2TMfP+AbisfTa3jsSoH5NcNkNra6fdxvRLo9GiQRITjFb5gjEnsUQKdiN4nOzvxNvp8iDEsSzL+HH7ScVeh/9t2mSnCAncHs0z8OwNXZUKUyCxFfc0iQyEiXKjHmMDchti1/PXoInABoNXj57L3pT1GXQvIrNEfryg+x7rPQNuhx3JLgc+uLc/3ryjDxZMGo4BudG+2GbGCJdAkVxW7ceUH3dj3eEiZdznFcnMNnSOkVYhN0jhra0lTVcLAjrhoNUPyh+SVeRQMCQz6/fmehGTYyNjHj0ekmteLCCXpt3VF1d1zVGSIkZw8gy8so/oeCFJEnq1zLT6TdYysrOzYbfbVUrh06dPqxTFBE2aNBGu73A4kJWVpbuO1jbNwu12Iz09nfmvNtGQGgf2nCpjyEUzSSMCsyQqjXQNAmJ3fimu/ccy/LRLXIxHcLSoEm/+tA8DXvoJ10xdpvT5EkGkyiw1oYD4x0/78OL3uzQr8wvKvfhx+0kEgiFhexQRtPof06BJj8V7TqPbs/Pw8arD+kRyJFH5c0R5u3iPuBdvtT+EudvE7VH4eK2SS0j+/cc9+O+GY5rHoBDJVPJ2xX5j1a0W+EIgGnyiORAM6V6fMo5o5RXJdPJVLxkZCOmrxV328Dhvs0l4Y2w4WRhLQs7BvT+IwsfI2po/P4LYFcnq977FHVvQgpniqVhdpozw1h19sOJPVyAz2YVFvx+BeROHoUWDcBFyRpIT13RvArfDriSw958u1yzmiBX/WhouliZzAispbuFiB5l3lXsDSt/WrcdKFKveloIcHskV0QVdpE1TZrJT5aTGI7/EWJHsC4Tw2RpWjalVcKWFmSsOKd9JcTsYa2tSjJiZ5FTUseR9DURjDI/Lrry//7X0oHKeQDgf+7t/b1HiD/oz0ZiVptMjmai447K25q53dlp0bkDsWs246RCis1mmB49d2QGpbgfKvAF8HyERG6W5hYrUWBTJ5Lq2bBAVnpB8p5Ei+TRHuLZokIQ2WclK3mPd4SLlOAn0cmakUCGLy6no5XG0BCqkyDSJc31J9TiV++4YTSRT/y6sUP82tBjsAKVYrvAGsP14OLYmDnfbjp9FICTD7bChY6Q9YIlATGaE/JLwcdACsDSuaNhSJFuor2hBjTnX9WhaK20cx14SFg80THHV+zaR8cAaHc4D6GDDTD+sU6VeTF9xCD/vDieaSJCU6nYo1rh69i8v/7AbG/PYKl6RIsVhk3QtUHnQWyAkwRWdGzNqUx5GpCEPl8PG2LQRsuSMQInmsEsqAk+LUCKTSV8ghOX7tBNnWuRMiEoSEfK9eWYShnVspCyPxT6yb6sGqgGIPxebxNrkJDnthi94PQLJbpOYAKg6EFR6kJgFCYRn3n+J6UocPuhqkKz/PX8kEfjNlhMY/+lGvPnTPgDR3/Z/EwbjNyPa4YEhuULif9zQXNw/JJdJrtVmj6yw5bb+Om6HTVN5fDG+iBIBvhdxbaJXi0xkp7qRmexESx1VfrtG+hbnZgprnHZJpRSetvgA3l18AL+ctkohevXum0wdFQpN5vJuEjK0E/HCbelYW4sUyfTEmO8tYosU18x7fBhev60X7rq0tfIZSf7zmP3Qpbime1O8f09/U8nQu6lt8jifffQuVrhcLvTr1w8LFrCKyAULFmDw4MHC7wwaNEi1/vz589G/f384nU7ddbS2WVfBV9HvzqddCsy/u2OJTQi0EmK/+ng9dp4sxYMGvclGvrYEry/Yq/x90z9XqCzj/vr9Try+YK/Q6q/UBLFAkkoi2CTgzvdXY/ynG/HxqiNxkelaoInf8Z9uQDAk45mvdyhjnug9UO1niVQ690X/lhXegOa46ufG1CpBUu6J/4it/4HwPKDcG0ABlXBMFIFjBJ/gnaAHvtc3PXfSS0Zqvb7I92lLTqLE5FVRekjmLBGLK8IJ1nitrWMt5hS9p3jbSwsWYoHRnKwmaJzm0SxuJrHox6uO4Iu1anvPmsCouNeChYsFxF2mrNrPEHCHCsKtM0QF7oS4pAu4SM/hjCQnsg2Kos04u8xYcQjbKCtgIEqimsGGI0V47ttoz/Q0j0OJnSp9AZytIsS3S3G7Im4s1f6g4kzIt4Og1aNl1QF8ufGYUqBCk7Wl1X4VicnP3WmQHsl8ASAPEvuyQhKOSKYUyWQen19abShEIPbMTTOT0DQjCVd3awIAWBuJpdM8DhVpDQClVeZ+F38whMMRC+auVJsvcrxVvqDuMfJ9qflc6cRZmwGwttmFOvGbliJZL3+idXyE5G7POZWluh2KtTUd4x4rrlK2VSgodqWLLWgimdxjyS47ukZcf9YcDP8+rRomK3l1UgB54Ew5lu411wqIWM7nULkfPk/vsdqjWKinuP2Slrj70tZ4/bZeCbe0Jri8c2N89MAAfPmb+pVPShSsTOl5AJ2oiaXynRDINJFMquGrDPqI8PsRVctrWVtrgnq5koo6l8MmrJAnECUj7x3UGrf0aS5cP0wk0zZt4f+Lkl0egaWwFhFM9xDR69GrRUSzPaHF62glyUSE1+2XqO0w+UO323hFcjRY0YLe7xkMyUwwKsvqJNYLN3bT3T4h5Ed0aox1T12pLBcFngQep52pQjCrSF51oJBZTs6tb6sG+OM1nZHkEltKk2X0fRRLwUQ8IHZBWoi3YMOCNp4Y1Qmdm6TheYN7NhGw2ST8/MRwLKbsSGl8/quBuK5nU7x4k34vtiSXcTGI025T9e+hSZWQokhWf/eP13TG1d1ycFVXbeUlbcvCT06LK33CNgJa0CI8qv1BlaLwpj7NGXUITyQ3SffAZpPQPDMJt/RtwVQFi/px7X1xtNCCSw+/v6aTZtFHPG4LFmqOSZMm4YMPPsD06dOxa9cuPP7448jLy8P48eMBhO2k77nnHmX98ePH48iRI5g0aRJ27dqF6dOn48MPP8QTTzyhrPPYY49h/vz5mDJlCnbv3o0pU6Zg4cKFmDhxorJOeXk5Nm/ejM2bNwMADh06hM2bNyMvL7EJ7ZqAT/DTCtBYlIz+ECk+Mb9vrXf60SJjy0J/MCQkyGil7fGzVXh/2SG8+dM+hYyj8e2WE5rkG4Fe7CkD2HsqnJz5ZsuJuMh0LfA9jZXlkX14nHbV2OgLhhi1c5UviL/9sBtbjp5lnBZKq/2q4jvyzlApkmPsJ3iooAL9XliA1yiCP1YFULzwB2XTqnBA0COZOlc9zlarEIrcS3QMnR2DkofgiVHhNho5kTYV5PqR9+Z1PZrCaZfwfwNbMfG0VoI81mJOUYx/16Wt0blJmmlXDgsXF354bKiuUq5BghXJZsEroWLB1d303UVq26XIgoX6AvLsHymsRDFFuhF1qqiNiUJ6MorkiMI32cVYK4tghhAm6mjme5H3qSzL+GjlYfy8W9v55sCZCuZvt8NGKZKD0R7JjCI5fP6rDkbzS3abhLfv7KP8LXJ12Z0fjr15IpkXB43p10LzeAmJb6TWjrpQskISApeDdR4kLbN8gRCOFVdh4qxNmo5BxxVFcjgv2alJmBQ9GLmWqW4HkgR5xjcW7lUtE+HgmQr4AiGkuOyMIpm0tgmEZN3iOd4CmiajAYB03qJz2kcK2fuAhlaPZAD4x+298egV7VWfifL0siwr28rNZgtF0zXI9yp/UHFLEhUr0uQxId+BqHCqUZpbUZuTFg/9WjdQcjjkOEe+tgT3TF+LHSfYogwRSF9nunikG3eNY7WWt2ChriAr1Y0XbuqOW/pqj8OJwPCOjVTjwMUCK1N6HlBKvZSKNCz4RCBJPxKQpbgdinWzUQKJJEu2HD2Lx2dvxtHiStU6DpukSYqKEGIUFOFAwO2waVqFhj+3q0i0bs0zhMQA2R59RDwxTFfhOe1qa2stkGMIhmRdMlaTSKZOXut8+eDIYZPw2MgOeOGmbqrlN/Rqpvq+JEkMOSRJEjP5T3LaDV/wLp3fMxCSVQlK3saxazP9Jii0HS1N1MqytoLJ47QzdrlGPbtIwpe3KRf9NiJFMrln6ARpbZNEvx7eVvdzS+2YeDRO9+DHicNwz6A252R/6R6nZrXx4HbZ+OedfU31hDeyS3babboKI0JiiIpmfjOiHd67u79u7/A2Wcm4pW9z3HVpK7gddvRtlal85nbYdZVV9w1uw/ytRTZV+oKKhdKdA1th1kOX4o5L2F4lTTPYAptL22mTwiKFdTzPlMfBFp88fX1X5d9a7yQLtYuxY8di6tSpeP7559G7d28sXboUc+fORevWYfX4yZMnGXI3NzcXc+fOxeLFi9G7d2+88MILePPNN3Hrrbcq6wwePBizZs3CjBkz0LNnT8ycOROzZ8/GwIEDlXXWr1+PPn36oE+fcAJp0qRJ6NOnD5555plzdObG4Emjk1QCSqTi1QJRsprpl0lQkw4LpRoFk2ep5fQ6P2xXWzkfKqjArHVHMXtdHvafZlvCBEMydpwo0Y3/6OOXESXTEwEtNbhin+ywqdoGAGwS8g9fbsW0JQdw+79W4yCVUCqp8qsUt0Q5y9sLxkokh4+djVPPFZH8x/9u1e1xz4OPTc24OQHaimS6IJeAkMGxHNf/DWyFn343HG/d0RdAVB1NCOxrujfBmievxAs3dsfdg9pg0RMjmP3zSESP5IwkJ36cOAyPXdkhpm1ZuDjQpWk6Xrypu+bnNSF0awK9fqJGMIq1Y8ltWLBwIaN783Be57utJ7HvdDTWOFESJhVFuRuSJ6v0qoUwmcnGiuRyAwtjgFWVEhDRyKx1R/HsNzvwwExt55vTpSwhG24HR3okB5R4MzPZqZCFxZU+yLKMA9R1GNaxEa7v2Qx3XRqeo/57/VHVvkixI+2OeOf7a1SFlbxalUbrhmHiQY/4BKJxHu0eRv9G79zZl3E38zjtyvlN/t82fLX5hKZj0MnIb9480kuUdlUM78epUmgDYSv0kIkYmhS7dm6aDpstXFDXMMWF342KFrnptSY5yZHswzqEj+8ft/cGALRvFL6+dOx7uECd3yZQrK1T1Pfrjb2bY9KoTqq8qIhI9gaixbEtG7K5i1RKCc/jaHElZFlWYswRnaLXm74HjxdH7yMyT2iU6lY5Pw5ql8UQyXSB7I4T2q1mCIgimXaju53LzdSWktOCBQv1H1aZyXkArcwqjqGnAQmo6B7JZG5kNoF04z9XAADmbDqu+ixWRTJR5cpytKLM7bAxhN+NvZvh680nMKBNtC+o22ljkiVNMzzYrrFfLWtrgkZpbibpwycSeRUDvV3lOzoTTE1rayorqdWHmbcP79EiA49f1RHrOfvFpX+4XNM6xG6TEIpsR6VIdtoMiWQ9m/GggEheyal+6c9tUrR44NEr2iMnw4Mbe6sJcAKt/tIep51R2RoRab5ACKGQrLImE21flEjOSRf0Ia5lIvfG3s0xsksOuj87T/h5LPs/X0kdC+cGqW6HqqdnusehqI5dDptu/6kle8MtD4wqwrUgSRJev6238vf79/RHvxcXAgD+cE0nfLP5hPB7vVpk4LlfsEUxWvZQlb4gTkUmLO0bpeLSiHKYJnf4nkXtGmlPwBskaGLjtEvMONImK1oxrWWfbaH2MWHCBEyYMEH42cyZM1XLhg8fjo0bN+puc8yYMRgzZozm5yNGjKjX/ejNKJKDIRl2m6QkG1JcDlM9gAEY9krXg1Z8+tnqI7jr0tZonpnEKGNoy24aL83dpRTxNUn34OHL2+HuQW3w6vw9eHfxgZiOKZHW1lruM/9ctB9AmOxrmpGkSjJ+u1U9tlb5g4yyprTar1Jid2+egfzSaiVRtPNEKT5aeRjNBb0N6yqWm+zF7HHaUO0PqdrZVJskkkWK5EAwpCjHabePrFQ3E+eagSRJaNcoFb5A+LcgFtzkPnXYJCYRl0r1bFx/uAj9qblRKCQL2w7pQU+Fb8GCFrRasqR7HOdNvaunkjaCx6D38ZFCbXLBgoWLCaO65mD88Hb4YNlBplD4ZMRJTZRzIM8m7QZI8pcZSU6VQGR4x0bYlFeMW/q2wMyVh00pkul5XdMMD06WVCv5zsV7Tiuf+YMhYa5S5I5DcmQV3gDT0zk78q73B2WcKfdi18lwzPnoyA7K+7pHhHAXFX0Ry2XevWQhpfzl82s8WkXG4Lwi/bGJXPN0anxs1ygV44e3Q6uGybhS4DiW5nGgqMKHFQf04yzinkcKuTs3ScdT13bBX+fuUraj1YbtSFElo8IrrvDhz19vR25WCn43qiMkSVKI5C5Nw4rpv97cA8/f2B12mwS3wwZvIIQKX0BzTs+T7ESR3CYrvF/ym9LFllrEfDAkK/esHjnKu8TRRPKmvGIUVfiUe8MmqYvgU90OlTqxXaMUHDhTgaNFleiYk6YUcP7zzr64/q3lOFRQoTgmAcAxSuxFFOuN0tzKPUOQmexSWtqUVPmVZxiAKTvDUwJr6ySXHfcNboOZKw8DsIhkCxYsaMOS3JwH0IGYXi8H0feCIVlJyoV7JEesrf3hbWopLc0kJ4xsqXm8u/gAnpqzjVE0uCOB0/1D2uCabk3w2i974dMHB+KD+/pH1+EmfA2SXcxxd6YsWtx2VpHMJ4WC3N/8BLhaI7lKE3nbuZ4s7PbEy+PpI0fOkScR9UhFxtZbYu1HKv1BleUtD73CgA1HihV7FAK+8o4OqOiKx35tGuL/BrbW7StCqyDp3yXN42DscpMNiOTVBwvR6y/zMZurChUrktXnSyssCc6Fba0eQR5LwYYeWW+h/iNVkDzrkBMdA512SVeRvPVYePy6ua+4PUCsyEp1Y8szo/DjxKG4vFNjw16PZlDpC0QrX6kxTKZmOvxkRY88j6kFgw4kSWIKgegEimVtbaEuQqtAy4wiudofhI+qpI9FkWzG4v7uD9cILdu0etiWVgdwxauLAZiLhWknmPzSajz99Q4AiJlEhiyrlLg1gZaKdEtkbHY7bGgm6Duoddx0cvLA6QoVsdm/TQMAYcXBgTPluPbNZZi9/qjSg5ouiEkUujRNN16pFkAShnzC1qwiOSgogKigChvoYky7TVKsA2OFotiK3OtkzsW7gdBk2Zhpq7ApLxqDi+6jyaM7M38PapvFjAG13abFwoUJ2maU4Jnru2LV5JHn4WjCEM0FP35ggKnv6hVNW7BgIQpJkvCn0Z3x/aND8cdrOitOACQGE81JydyozBvA9W8tw8Kdp5QixJx0j6pF2W9GtMPmZ0bh0rbhQqlYnU76RPI25dVhlWUVlcvTaglYWKF2EiHv5XJvIGrFneSCy2FT7JyPFFZiZYRwpfNFjQUiBIJDBRXwB0OquOSVeXuUf/84cajm94HoXLiwwqdS9369+Thu+ucKnDhbpZDwdE6J/IZ3DmTVowSExBbVf+7JL8OTc7bhaFGlEq83o1rudaRysGkeZ9gZUjDtePvn/czf3249ge+3nsTbi/bjWERRezDSd7sjldMguTviYHbzOys187C0xTPtOkHa/BRFiGFGkaxRNBRWn5Pva899eGEPUZ8fKqjAze+sxIMfrcfmo2cBAOlJTnTgVOdpHqdK2U2I56NFlYoTqcdpQ7LLrjw7e05FC2iPFlfBHwyh3BvuyQ2EiwfaNmIJ6jSPA+mUIpl2G+WLL3n4AiFFxEDceAjoe41vqWTBggULBFbkfY4xafZmTPgsqpwpjoFILq1mLe5SPQ6F6CQvUS17JzP94DKSnDEn6D9bk4dvt0RVFST5/uwN3TDt7n5w2G24rEM203OFTtAP79gIXZqmMy9uOtHC90jmLVD45KbZSmqHTVICoxX7wyrcWwUe+nYN22qzKh4ahEDnr7HeNbczRLLEVI01zfCYssWNF6+M6clUItL3ll4PZCCcvKOTXQ6OSKbVJFrbIl/5/X+3oswbUKl+RHa9/O/vtEtCsvt8W0sb7f/3V3dCuseB+Y8PSxhpZqFuQvQM0/2OPA47knUKRsiErW0C+3NkJDujPYw03h1lBokB+lksqQpgT0RlSFfUXtY+G0D4WecnK7H05SE2V/GAHmPTk6L7tKytLdRF8Ak7gr//uEe4nMby/QXo/tw8JeaJRQHGE69L9p7B/B1sT7tl+wrQ94UFKrWonmMO2S5PQPM90xOJsuoA04e4ptBSJBM47TY0zTSvFqZ7X4sI09aRMbS4woe5W9U24E1q4drxlnrnCoRI5u2mq0y6MJVVB/DPRfvx9ebj+Mu3O8JW4ZF3lyOiiqERS3EFDVLUWekLIhSSGUUyDX5/dAJV5Crw6+HtMOmqqA3kFw9dikFU2weLQLMQD0TPc7NMz3nthyjqDz6wbVSx3yzDg+aZSUyxOUGOgbXu2P4ta36AFixcQOjUJA2/GdEO3ZqzRWKiuJBetv14KcZ9HLZKzkpxISPJqRo3UiOt91Ld4fcp76oiAinCev7GbkrOsKw6gHEfrcfSvWeU9c5qODnyzl5AdB7pDYRQGPk8IxJDk9hiU16xYqE8MDf6bm2sM6aE5DABzRPJBD1bZKB1lv6cnMQasqwWpzw2azM2Hz2Lv3y7Q/ksFnc6UV5t36kyzFxxCNe+uQyfr8nDze+EHSpT3Q5G7UyTiplJTkgSGyf94/bekCTgy43HFGtsgHV9IEUJJMedLSjQIwXyZ8q8uGf6WuF55EXUxWluBz4fF21FRFrFVPtDKKn0MzG4qHUjEJ1jZCY7ddt98XOs02XVCIVkRhX/067wv9M9TvRp1YBZP83jYIj5FJcdbSMOa3lFlSiIFDxkpbghSZKS+zhUEFVS+wIh7D9djj9+uVVxHurSNF3lJJLucVDW1gFmHqV1bxIQNbLLblMV8tPFJJYi2YIFC1qwZqDnGLxqxEiFcf+QNkolU2mVX6lMc9oluB125WVYIej3RcNM3614iGQgTPQRaKllaNAByUcPDIDdJjFEMn0OboedUSTzCUleLWeWSOYDIwDITlO/LLWsac5WmS8AICDqXpUiWY9ItrFEMgAsemIEnruhK37Rq7mhdQ7Z17jLcmM61rfu6INf9m/J2IXRwYSRy6UvEGJ6UtH3RbrHySRHtYhkEjRr/aRmrK1nPTRI+N3zTiQbPGcPX94em54ZxVRxWrgwQSbaNDpSFa6pHoduH3dS6R0LURELtBTJWsU0b9/ZB2P6tcD/UZXSBeVelHsDyEpxoSulbLuic2N8eG9/LPvjFapn0qhIhn7Wb+ytr8b+6uEhyr9JQQxx37BzYxOBpfSyUBeRThFdU27tobI608OvP9nAJFzSYyDNaHLYHwzh3ulr8dAnG4TrfrYmD0cKKzDuo/XYcKQYJdxYcZXAiu8U198uvRZbOpwp86JIoF6hoZdE5EHIcC27ZaddYnqQPXx5O9PbFh5bJNFXWOHDsn1q60KXgc1rPMjkCn3uvrR1wvchQuvs8P0dryL5if9swSvz9uCxWZsxY8VhvPT9LuXdleJ2qAoNeVtDs6AT6SNeXYxtEYKYj0n5/dHvV2+QPSdSaMVvg477zcy5LFjgIUkSNj9zFeN4JHJ0OpcQ9VmlHcwcdht++t1wfPvby5Rlf/lFN9x+SUvcoaHMI7j/sjYJO04LFi4k8ARluoBIdms4FraJFDA77TYmp0byOqTAyoyLX3lEKJLiivaYfW3BXiyhSGRAe+5JSLSeLTLwxa8uVc6FHBdxxcqO9MclBdvfbwsXRKa5WRtn2oVPhOJKHwoi+6Tb9wHmCtLotlVaOcUDZyqUou1YCj9FdtRP/GcLnvt2p1LkRoj3phkeJi6hSVASq9Pujtf3bIbmkXVOUFbKtB0zIfuLKTtxHoQMBsK/XZUviK83H1fiaFmWld/su0cvY5zaUt0OJfa5/f3VzHa1BFqkkMCIGOXnVP6gjIIKL0P0LoqQyulJDrgcNkaV7HbYmEKtJFeUWD5ZUo3f/XsLgGgMq1UcvO5wEb6nCkX7tW4At8POrJ/ucSr3WmkV2wbnWHEl9uSX4aZ/rsBfv9+Jp7/azhRgEmK8dVayKi6l54laAjULFixYsDKl5xjNuWS/kSL50Ss64I4B4QnStuMlCmlAgiyS7CZBmttpF1pymrElTPc4a9xvS8/qmEBU8UwTyXQA5nLYQDPJfM9jXi3H99HVA2+xnZmkDi60LALNKJL5CmiyP56g0LvmdI6IzPFzs1Nw35Bc2G1itS2z7cgG7h3cxvB4aRBShw5G6YSVVuDzy35hVXfHnFQmKUFbCaZ5HEwSUIskI/e4VoW8qGiAXvaf8YPQr3W0UvC2/lHF+fkmicwQ2eerT5mFcwt+cvh/A1uhU5Mo2ZrqdhjaLKd5HIbEa7wIahDJxRpV4df3bIZXf9lLsSaj0aJhMmMlLUkSRnbJUb0XAWNF8thLwuOrmfPu3TJ6LNd0a4Kffzcc65+6CgBHJFPvnvrbLdfChYxLWkcTVmMvaYXfjeqoua5RoVksZC1dBKmnMAaA/208ht98uhELd53Cre+uxP0z1zGf82NDlS+IvZStG6DumZ5IlHkDTAJMhH/d01/3cxok6aKVLHU57Awx/dCwduhPxSaxolFqNMG59nCR6nO+5UsiQMepaW4HXripu+a6Nel1yqN7s3Ah7eHCSlz9xlKsPRQ+XxFpL7rfN+WdZf5efagQ1765DID43WH0zPx9TE9lTtaamh+4HTYlXqd7HjoM5lSlVdF7hlYk/+P23vjn//UFEC0iVY6RisstxxoL8SIz2YVXxvRS/o7VfjbRGNGxER4b2UF3HY/TDqfdhhV/ugI/PDYU9w5ug7/d2lM1n3/7zj54N/L8AGH1lwULFtTg1aINBc+KJElCRWwbSnVLv0/Jv0ksYGZsISRYitshtNcm0HKTIUTy1LG9FdcOh92miHEIcjLC53dllzBJuiViU5zB5bWyUly6eZhTpdVK7NeiATuHNRtbkwI9rZxiWbUfZdXhz/SuCY8kp3pd0mqFR7NM9bF/Pm4g/v3rQSoFLMC2AKEVsHSPanI+5P8ie+SOjVmhxGOzNuGxWZvxyrw98AaCOFvpVwhsntSXJEnpq0wcfEi+1uj+yDIgkkXnfPJsNUMkn44UNpLf+fdXd4LLYcOUW3tAkiTm95dlWYn/l+0rULZDSF3+2hBF+GYqdp08urPiNJTEOHhGiWRfMMSI0/afLsfv/7sFm4+exfvLDuGT1Ufw3w3hFoG+QEixYRfZo/doEX5m7DapVlrlWLBg4cKANQM9x+AT5qJ+cjRS3A5c3S0c7Gw9VoITZ8MvahJQEEKKBGluuw3r/nwllv3hcmY7ibK2vqVPc+V44oUoeUOrAHgiWaKYZDqQbZbhgd9Akcz3faBx7+A2THIsJJDZEjsSHmaqK5+/qRvaUf0s3AJyVnTMNGjSxYgkT6Oua/fm6UjzOHBDr3C1Of3VaXf15b+q+k3IfUUTWIGQjGl39cOzN3TVVMq+cFN3/PGaznjv7v6aBHmax8komrUUyeQ6aRFFIiUGvYy/rrcPiAZLtaVInn6fueSzkTW4hYsH9P39+6s74a8392B6n6d5HIb9T2uzh42WItnIleDGXs3x6BXtmWVJBmov+vkx6v/+7A1d8egV7fHRA5foH0gEb97RB5d3aoQnru6Eto1SlaQBPU7QfZkT2UPVgoVE4cnruuD/BrbCl78Ju238olcz9GqRIVz3m0eGCJcT0FbuRqAVCSILUho7TpRiJ2XPzKMRl7g8XVaN3fk8kRxdRy+O0+qtZgS+QOaGXs2YArNYlJ7bj5fgp12nUFotTmA57ZKiIibbvrxzY8Pt/np4W+FyPuHJw0zhaKyge/j5DYjqRFrh9WqRqfx7z6ky3PbeKpRV+5UexPTcwUyilbZfFBVo8f3xeLgdNvz5ui549oaumPXQpcpySZKERZFGKk/6niHOUekeB27s3VyZC10RuVdIXz86kXi+3XUs1G/Q98/5JpIlScLjV3U01dageWaSqm/7d7+9DH/5RTfs/+toXN+zmaKWBCx7TgsWtDD2kpZRdeclLZGr0SZJVCCWmx0lmeiiKVIITFtbywaTxiiRbNctEBZZW1f7g8r4xReN9KWK9rJTXUrRCZ+P5QUSNpskVGcT/Hv9MeXfOdyYZTa2Ju/4s1TfZ1oNWlYdUPKNesfCQy/H9NPvhjO5yeYN1IXcg9tnY0BuQ9VyEosTMraQajlylFMky7KsnJcoR9GJa1Ewf+cpAMD0FYdw49sr0OeFBQDC951IYc33OX7y2i4AwjGVqACeuBDFqkgGgH2ny5U2YjTIPGVUtybY/fw1GHtJOM9I524DIVmo6n0nkovl73XyXjsUsfVum52CXw+PuhjR72yP04ZUt0PJYxCOAAgXNBLLdoK1h4uVz0qrA3A7bEJ3oREdG+Hd/+uLNU+ONCUQs2DBwsUJawZ6jtGiAfuCOkhVOIngctiQlepWEh4vz90NAIrlMCHrFCLZaUO6x6mqqPIFQ8IXK032pZsgkkd1y2EmZ/FAlOyhLZQZItluY1S5l7aN9i+Z/etBqnOiewhnJjs1rY0BYNJVHbH3xdHK33xytG12imYCc8KI8Ev9/3TstNwOO66kLBxJz01e8aD3kqbJY631vn3kMrx5Rx/0axMNlr/77VBse+5qoRJZlHjibXjI/Ubvs9ofxDXdm+D+Ido22R6nHb8Z0Q652Sm4LaLIptWAgHoykqwxYSBJXa1EmajHCb0tnnink3y1lXy7ojNbZJGmcW5WUsMCAT0eknuengSmup2KKksLRj06awKe9BkZSWpf37Op7vdsNgmPXMGqS4yS9P0pezCX3Sihb8ekUZ3Qr7V6sivCL3o1w4z7B6jGOtpylh7vmmfWXo9WCxbiRUaSE3+9uYdy30uShHYaBW9GxFos/WBLq/xKIrBa0Ms1FvBJpRNnq1UJD1o1wMfNNK5/a7lqWZrHYUoVS5PFz93QFVufG4Xc7BRc3S0nJkeQ/2w4hgc/Wo/xGlbfHqedOQe+nYsWtGzLjRwqtIp/yHffvrMPs8xpl3DvIH2rar5oE4g60PCIpbCJTwbScDlsaNlQneRceaBQ+TedoIu1QE8UUvPKRtUx2W1IcTtw/5BcNM1gj030vBndR2UUkfzRysMAgFKuULVTkzT89LvhWBIpEKbvHUuRbKGmeGhYW+RmpyiFx+cbb93RB62zkvFBxBWiY074/XadQczZvXkG7h3cRpkbdm6Shpt6N8NvRrSzHJ4sWNBA75aZmPf4MGx8+ir87daemuuJYiqtfCDJc5GC4EBI1i3OrfYHFaVm0wwPk8u769JW6NYsWjQiUu8SUY7DJqlI3D5UDqoJRfjy64lcCWl16+TRnWGToBS60H2beQWyeUVyhEimyPFCqu1KpS+IkggZK2qDpQW9WCg71c1c399QJKUWbr+kJTxOG967OzwmkwK+P/1vGwBg9ro8RmDz3Lc7UeYNKDlakYuhllBHlsEUlmq1manwRnO2qyePVIozZRnKNaNB1LoixT0NOu4m990T/9nCKJIJ6HmKjXvHEEfEq7vlqFT/T17bGZd3Ch8v/1wRIpkUPfKf022AJCnsTEnmcscpIjkkq1vC7Is4P+UVRUjqRqnCXKokSRjdo6mwt7UFCxYsENSOF6YFTYgqv8wg1e2AN+DDnshLYN/pcgDRZDvpnayVYPIHQ8JqYz+lXHA7bExFYXaqGwXl7EvIbrPV2BZYRK7R1WYZVBIqPcnJ9E3683VdcKq0Gjf1aY6WDZPx+m29cN+MdfjzdeFKtEaMfWBbzcpKApo4oIPcyzs1wvv39Nckb383qhNGdWvCBLci0OQlIcvNJBAJbDoKW4IeLTLQo0UGvt50XHM79HmIEk/pSU4mABHdR6LATA/3D8lFx5w09GqZiV5/ma8s54l0LStBp4P0/xarn0SKoYZUsMpfL5o8dhuQVFpw2iXmmTFCZopT6W9DozYVpBbqF+hq1KilPGUR5nGgcboHS39/OdxOGwa+9JNqG4FasDIl+NPozliy97TST+m123ph5YFCDOvYyPC7fMGGkW0oPe4YWYImCn8c3Rmnyry4I2KVPWfCYJwqrUb7xmLXBQsW6hq0COMUtwN/+UU3PPvNDuHnesmuZJedsbD2BkI4XeZFTrrH0CHBCHRvNAB4dNYmVVEgXWyVHaPN9R+u6YwUlx2T/r0Fdwxoid9f3RlfrM3D7HVHEQiGcCJCWndrlo5Xf9kLVf6goiz4adJwSFLYFi5W7NP4TmaSEznpHvz5ui6QpDCJbDQWAkBLDQLdKAbXI5Kv7JKD63o0xSPYpCwb068l/nJjd3y06ojm94JU3EPil1d+2Qv/2XBMta6RdSCN9CSnphWhXRK3b/l6czjWtUnhpCCxVPTE2BtaFAsbiS98Ou5O2aluVUGEkbKdtrb+z3r1tSSgi0Xo92pttbSwcPHgyWu7KGquuoD+bRpiye+jrmqzHhqEFfsLMCpGNzRJkjD19j7GK1qwcJFDqxiRRpqAyOxKuQLQ7oEkd0XnwMq9AVX+6/jZKmQmObHl2Fl4AyE0SfegXaNUJu/Ts0Umnr2hG178bic+WnVE2FapSCEJXaqYgVbWduT67NLQc3rJTnXhoWFtw1b6P+zGzEjRl7ItLgZPN1mkSWJwunisoEzsVFnTHslAOHZM9zgY8lBk5czj5Vt64KnruiiukPR3ejw3T+jSuDdCBic57cK8p1nLZN6anIDOWZICgTS3A2XeAIoqfCrBxu6T4eMxik9pInl4x0bYcYJ1VxrbvyVmrw9bROsVKL1xW2/sPFmCkV1ymPYkHz0wAMOp/AndxivJaUfryP7JPc3fS+OHt8PUhfuY9olNMzwoqvBh+3FtJygAOFRQgWp/UCGpW5v47S1YsGBBC1Yp8zlGvESyVr9IpyP8ciKJI62Kv0BQVvUXJvjDNZ1wU+9m6NE8g0lQiV62DruE63o2rRGZLApaaHu6TOqlmZnsxIQR7TCqaw7euqMPGqS48Om4gRgTUUKM6NQYu1+4BuOGRi0A/3ZLD1zSpgF+2Y/tUWwEbyCES9uGA87fjGgvrNIisNsk9G6ZaagGoKsCiSI5lspopkeywdfM2o+I9p/BVWbSasBPHhyAphke/HF0Z1Pbp/czrGMjleqpdVYy/nF7b7jsNky7qy9zPC0bJmFEp0b49pHL4LYT23aNfieCyUQD6p7lfxs6cUuem1gxZ8IQlcIaCAf4T1/fVbX8z9eplwGWItlCFPRkltyzydS9SsaQVlnJyEn3CAtxYiluiBWN0tyY/euos0O6x4lrezQ1ncC+rkdURWJEnrhinNwmAtmpbnz8wACMjhxnn1YNcE13feWLBQt1CVrPYorLgXsHt8HKP10h/Fwv2SUimQ9HKvJF/WljQSZXSMVXzYf3TxfYxEYQuu023NynOeY/PgzP39gdDVNcePjy9lj6h8sx4/4ByvW6sXdzdMhJQ0/KPtlmkxSyN1EgxOu4oW3x4GXaji5DO2SjQ+NoQrd/mwa4pE0DdGicyhCSNpuEBzhnmK8fjtqYh0Iy3qH6g9JolulRxYquSNHOn3RiPJqcNlKyN4ghvtFTV78Y6cN8WftsAFEnoLnb8gGEe/vR90mzGF0kRMVKRu4eXh01vkg5YzRHoAs0u0YKU8doKL0J6KLgWEh7CxbqIxqmuHBDr2aGbgEWLFioPYitraNiDVEKymaTlHirnCMb9+SXYcQri/DYrE04HrEN7pCTCkmSmPlfh8apcNptSlxxVldtqn4fZqW68burOqJNVjLTg91htzGxs+hdOu2uvuiYk4pPxw1U4kLSf5kGiVEIzIoFCAFNXxtewAOE83+xOK5ozbWbZITjP+Im07mJuYJpvkf2PYPaKP+mSWQ6n7dw12kAYjUyYH6Or+WUMTBSIDCIcqpsGokBjxRG1cP7TpXhoY/X48cd4bjxEoFlNw06vqVdJYHwM/D8Td2Uv0VOnwStspJxTfemcNptsNskPH19V/x6eFsM68DeK/Q9mJPuZtr6AOq52EPD2uKjBwbgpVt6KMt6Rtobie4dGt5ACIP/9rOirm5t9T+2YMFCDWARyecYZu1OeGhZ8fKE7rJ9Bcq/6f54/mCIUZfQmDCiPabe3gc2m8QkVrIEKhCHTULnJumY9/gwVZXY1LG9Dc8DCPd9u6prDl6/rZeyzK1hbZ2Z5ESax4l/3dNfM5jgE363D2iF/4wfLOxJIQJ5iQ/tkI0Z9w3AwknDhb1B4kEyVY0ZzySYtme2GRDFekQzPQEQJUhpe1cgSnoDwNAOjbBq8kjFhqUmeO2XvSBJEm7s3Rw7nr9aRdh0a5qBmfcPQI8WGQrZq2Wj2bdVA9UyOtnKJxWbZHhwx4BWuHdQa+Z3iQXdm2fgrTvUFe5zJgwRJoiv7tYEa58aiS3PjsIbY6P3eyyWohYubNCTCJJUT6b6A/OFH6Jx2a+jkkoE2jVKxUPD2uL3V3dS2TcZYXinaOWtx2AiLEkS1j41Esv/eLmltLJgwSS0Cg3J2NE0w4Nmgr6TegoHUY+3rzYfx10frMG2OPsSE2SaeP/RigpnjGOO0xEmgzvmpKmIvE5N0rD8j5fjm0eG4D5B6w+CJhp9Oi/v1Ai39Gke0/EYOdd8+ZvBuL5nU0y5tSeTLEx2OfCf8YOxYNJwxooQACaN6sj83TEnTUmiDuuYjWt7NFVZWANAk4gd87M3RIvcyPxi3GW5+OTBAcLkIu16QcfWb97RBw1TXHjv7n7KsliUM3px8cBIYecH9/bH4idGqAjW1lnJzL5iLdQl/exoeA3U9l6dd61oziGy5n7p5mgCkC7wJT0if2FgMVxKJdJjfR9bsGDBggULsYJW3Q5o0xBv39mHKUobqJE3I/bWvCviJ6sPwx+UsXDXaYXYIrmoBslODGqbha5N09E9kmskcePna/KYgq+SSj/um7EWADSteH87sgMW//5ytM5iXQrpQjRRC6lrujfF/MeHo3OTaAx3dbcmjPgFCBPq/6YKrnliWQsKyU4JJs4IyECR0loPWqTzyC7R1lQz7r8En44baHqbNJpnJmFIezWhfueAVri1bzhOm7bkAAB14SiBx2ln4lARGqW5MbSD2P3stdt64dGRHZg4l9wrW46F5yh7T5XhqjeWKv2XG6e5GTWwCJIk4dMHB+Klm3ugb6sGuKVvNN5vku6B22FXig6u6Gw+L/rgZbmYPLqL6nekn6vG6R5V725VO0CXA8M7NmJyQ5e0MZ+zLqrwYUnElr2VRSRbsGChBrAytecBg9tlYdXBQsiCQibaTpCu1M8rqmTWIy9OnmCmE2M9W2Til/1a4D8bjsEXDKFKQCRf26MJ8zeddBOpCgixmZudwny+7A+Xm64uS3Y58H6k9xFBiLoY9EtTz2omUfj5ieHYm1+OIe2zIEkS2jc2tvgxC0aRHEdfXjdF+holjPSI5nSPEzPuuwR2myQMMC/r0Ajfbj2pVNfV1L6cxxe/uhQbjhThZioBK1Jq0KoXIyXHrX3VyVzaJjBNULTxMlXBFy+aZnjQoXEqGqS40DEnFadKvWirY6HeOC08MfpFr+Z4fPYWAJYi2UIU9CSCJKJddhtGdc1BSZUfudzENzvVjcMRWyKXwwZfIMQ8V7WFeK0P6cIVM3au5HmxYMGCORgRd5IkoXvzDMXSmSCkU00ven9+sTZs57Z8f4HqM4I+rTKxKe+s7vGYKaSixw2HXcKUW3vg+235TF86LRj1V89Mdmkmtwi04o8Z9/9/e/cdH1WV/nH8OzPpCQkEAgmQBig19Cq9K4ogFkRBQBR1RYo/WeyrsrugomBB1NVd64oiKmAFXUBRLCgCggUVBOkI0iEkOb8/wgwzyaQPaefzfr3mRXLn3pk7ec6983DPPc9pr3mrtuqNfKYS8dYovorO8XNR0ej0375NcjXPfGrtUmI9F8HyE5kjjwsPcWnRTV209Ifdng7XWD+f0X2h1rsD1/1Zg1xOdT0rTtWjfsm13eXtktQhtbqe+vgX/W3g6REZF7aorYHNE+RwODSuZwNlZBm1Tqqq/3y6WVL2DY75NDPVrhrmc2PCTb0a6F+f/KqMTOOZgzgs2KWUGpE+8wlL2SUIvUeE5DeXdk7/uKiZLvfTkZzfiOTYyBANzGeeVn8jkv0dR1d0SFJy9Qhd+cwXWvP7AX392z61SY71jE7OawSPm78ykgAAnCneA2EeuKR5rvmR/zkkTdHhwepYz7eDMSo0SLt0IldH8o4/T+ej76zbIUmeG+YcDof+e20Hz8+Sb0746ldbNOLUqNg73lrnuZ5a1Gsr3jdhtvBTbS4vSyZ11yMfbdSKjXs1/tQo53Yp1XRVp2RFhwUXuoOuSj4jkpNiIzzXfjvUy91pmx/3DYOSdFWnZL1watoSd4Uwh8NR4sEh9eOi9OnPf3h+P6d+dd1xfmNPB7JbtXzymdGdUzV76S9+R9KO6ZKqqzol5zmQqm61CN3c1/eGyma1Y/TGN9v0w47sEs9zlvnuyz8uKtw1wC5eo4av715fb3yTne+7bzB9b0JX/bz7sN/cvqi8b5qvWSVUKTV8205hyqT3bxqvqND1nmPsguYJenvtDs/zb/7lHB1Lz9QVz3wh6fT8y0mUtgZQAnQkl4EXrm6vIycy1eK+xbmeiwkP9nQkeydN3hc3Nk8/3/Nzzotd3mVbpNPzzGaXts7dkXz/xc19fvfuQEyOjdDZtaL00y7/874d93q9kpYh9e5A9L7mVBojN2tWCTtjnRfenbbFKZUYVyXUc6emq6ARyQX0/fY8defcz7sP5XquWkSw4qJCtfNgdmKfV+JWXJ3qV/dbDiinTK9RLzk7s8OCnT6jk/3dndkyqapn7pIzJcjl1PsTu8npKHw5cSl7dNizI9vqwLGTql21eCXuUfl4l6p2/yfF4XDo6Rw327h5j0h+8er22rLvqAakld9SzOFF7EgGUDT+Ru/nvO/M3zotEqvm2dEXXchRpW2Tq2nVb/s9v/vrOMvJe9oQ74tc1SJOz5fr25Hs1NB2SRraLkk3vvyN3lm3QwkxYQoLdnnyI2/BAZpfvetZNfTJxr16dFgrPbtik2dkcVGmJxnbrZ7f5f5uJJWkm3qdpU9/+SNX+bucqYbDkT3NzPptB7Topi6SskeJDO+Y7FnHX2d5o4Ts0cbeOV7O/0dUDT+93WVt6+rqLqlqWKuKHA6Hru9eL1fe4/79lv4NJWX/f6Vp7WgFOR36Zc+RXBeQvd16XmN9sH6X5/f/69dQY7qkyuV05Po752zDcVGhOuw1l2LOkRx5SYwN15Udkv0+l9ccyFPObaRruqbme4Njzo7s/Ea8e1+Uv3jOSm2efr6nI7mg//dc3Kaulv+0R62Tqua7HgAAgeBd+cpfxZaIkCDdN6hZruVRp77rcpa23rj79LVFd8dWLa/XzZlntE05XYXuk417NaJTig6fyPDpMMvZuV0Q7+uiRRlEkhgboRmXtvBZ5nA4/H7+/LhzmkNeOdL2U3P/tkis6ulIzpkPFsS75PhlbRO159AJORz+K/kVl3eVnFvPa6Tru2dPPZJzVHhBZb7zqqjW/ey4XCPIC5Ial73+ln1H9efRdL156obP/17TQR3rVS9WBRfv63Xu/K9mdJhqRgfmurFvaeswRYQEKT46zHM9toafKnQ5RYYGaWi7RD27YpMk6ZZ+DZWZZfTedztPvUaoEmMjdFnbunpt1e+e7ZJji/b3BQBvdCSXgSCXUzER/i9GeI8qzVk6xZ+cnW1ROS7+uZ8/kp7hUw5NkhonROe66Odd2jo82KX3J3RTvdvf9fveHevF6svN+4o10janul5f1N5/g4o+J5K/srVF4Z2oFZT/FLYz39/IZZfT4Sk/JBVvXwPBe6rXnBcfZ1zaQre/sU4H8xmNcWmbusrIzFKn+iW/SzA/RbmQ7K1341oFrwSreHeq1CrEDS3e/0mrXTW8yHcqlzbv77HwIszxBKBwcnaw1Y+L1AXNfcvj+isrHxsZotV399P67Qd0xb++8HmuMHO8Bbsceu7q9mr2tw+89qXox/jk/g01/5vfNa5nA938WnbVjiYJ0UqrE6N12w54SuVJ0qzLW2pCn7N0Vs3sufTeWr1NVcKCNOb5VZ51AnUj3JzhbfTjzkNqnVTVp9xwXt//wzsmaekPe3RZ20TN/PAnSXnPX92/abzufOs7tc9Rki4mIljvTeiaa/0LmtfWk8t/8Sk7PfuK1jLG5HlDW7VI3/z+nfFdVD8u+2Kp998o59+rvtcF1fjoMJ+yjoW5eS4kyKmF47rI5XT4tI2cbu57ts8FT7e8RovnfO9qkSGKDD19EbJuIUpbT+7fUIPzqeCR1xzIVcKCCqySUy/u9GdZPrlHvqM9InMcJ+kZp6cf8u7I92dg8wQlxUb4zKcNAMCZcsDrGmJRBkZE+SltffxkprbuP5pr3fy+wxvUrKJpQ9J02xvrtHjDLq385Q99l2OalfpxResYu757Pd21YL3aJlcr9nWdksg5R/Kh4yf1/nfZN9b1b1pLi9Zsl5RdNbAovKvk1a0WrjnD2+SzdvF4527uTmRJapJjKpeC2soBP3NeS8o1nUthpJzqeN78xxF9vyN70EzdauElGjnsncPvyFHVKRC8Bwe4Kw0NblXHM7I7tUbh8rwbetTX4g071SQhWik1In2u47qr3U3u38inIznnFIAAUBR0JJcDozuneMrAeV909/7yjQxx6Uh6Zq6LLsE5LgblvNDhnjP2qeW/6in96vOcv3KI3mVeglxOOZ0Ozbi0hW6Zl31xz3sQxQ09GigqLEh9AtA5dlatKnr8ilaqFR2mNknVNKRVHZ1VK/c8bRVNda9On9BC3BiQUy2vUnkFXcC7qddZ2nsoXRe0yH90YpCfocvBLqdPp32gRyQXVoRXm1+//aDPc6FBLkWGBuXbkRzkcnrKHQEVgfcFZX/zkubkXborr3mQyhPvUcjFqcoAIH/eFyKiQoP00f/1yLVOvJ+LMiEup8KCXX7LAbZNiS2wfPPJTKPwYJcSYsK048BxTR3cTN8WUNY6pyxjdGPPBrqxZwMdP5mplz7/TW1TYpUYG6F513fSzgPHfUaZBLucOtsrNxzcqo4O5ih5nNc8eUUVFRrkKTntLa/RxH8fnF02b8mG0yNs68X5vwgUVyVU393bv9BVGib3b6jUGhFqnOB7kS6/vDDnzQDeI268LzLlvCHVu4OyoBLgeXFflB3UsrZe/mKL35Lnxblwmxgbrq37skfsVIsI8fnOLMwcyTd0r5/vqJSmtaN9Rkq5FWbeZ+//n1UrYE7DnDcYuC+mOhyFK1XfsghlOAEAKIniDuxw3xjlXb74w+93+c2jCiq128qrCsewf33u6XjrkBqrJrWjc91AWZDhHZNVMzpMLepWLXDdM+H0HMnZ17Ue/OBH7T18QtUigtWjYU29fVMXpWdmFbrailu1yBDde2FTZWaZYudwBTmvWbwm92+Y62/XOqmanh7RRtPf+0Fb9x9Vn8bFK6FdnLLLdauFy+V06PjJLH28MXsaHO+bL4vLXSr62q6pJX6tnGpWCdOQVnX0xupt6t4w+4aBy9rW9XQkpxSyTHqNqFB98tdent+9K025r73E5Zh+JSjA0xgCsAsdyWXorRs7a9Ga7ZrY5yxPR3JEyOmQhHklbS9f21GP/2+jbssxT2WI1whifyMf/szjTi/Jf7kM7znV3OUBL25dx9OR7C08xKWx3ernWl5c3gngw0NbBux1y5L3l7a/kcAFlY/0Lh9U0EW3qNAgPXRZi3zXkSSXn7KPLqcj100JpWnGpS307IpNuuP80+07512KIUHOPC/gAhVV09oxuqXf2UqMjSjUaC/v7wjvn8uros6RDKBoWidVU52q4dr25zF1rBfrd53RnVO0YuNefbl5n2eZu0Mt0s95JMFP6UJ/XE6H3p/YTZlZRrGRIepUL1a7Dx1XXJVQz7xitWPCdDwjS3/t31DN6sT4bJ/zYscbf+ns83thShV6Tw8QGeLylKA+U373M5LGm/FKVJLzuQiU12hlf1xOh4b6mdM3Pzlv3PG+idC3tLXv985ZtU53JOcc1VxUd57fRO1TY9X97Dg9/9lv+nbrfl3YsrbeWbvTU4bbXW6v29kFj7p57bpO6jTtf5Kyb7xKq1PV81yNyIJvICiotOHdA5vqwLGTWvqj71zchYlV9ahQ3T6gkU5mGp/S1f5E5upITpeUXfK6OOUXAQA4Uyb1PUs/7TqU75QN/rhvsJq99Gdd0zV7qo//fb9bUvYoyq827fNMj1JQVZGcHapH0jPVom6M/nttx2LdmOZwONS/aXyRtwsU901jh04NkFh8apqP+y9urqjQoFz5clGMLGKcisrhcOjGng38Ptevabz6Nqmlk5mmwOuJr47tqKFPf55reXEqmAW7nKpbLVy//XHUMz+yd0Wd4ppxaQtd07WempcgHgW9/m0DGnuuGafWiNRFrero8ImMPG9GLUhel0sn92+oBz/4UQNbFO2mCwDIqfxfha7EWiZWzXVXeeOEKlp3qlSL9+jklolV9czIdrlew/sLOmepNEnakGNUpzd/o1C8l0WfmqfLu3ODjryiqeo115l3WR/3vIAPXNLc32Ye7VNPXxQO1LUlf3MtZxmT7/zEZ9olberqkjZ1fZb1aBinZV4X80JcTmXRAFEJjet1VsErneJ9ni/M9AdlzXsfz65FKU4g0BwOhz6Y1E3Pf7ZZ/Zv6rxBTJSxYr13fSSm3vpPrOX+dZA5H9vQln/+6z2fuYm/VIrLzG+85XRvUrKIXx3TQroPHPR3Jc8d2Uq2YUL8jWrL8TdBcRN45akx4cKFuyCkJ7znTZl/RWuNe+UZTzm3kWda5QQ2lVI9Q6+RqBZZDPtNuH9BI/3z3B0m+OWSo134F57jQ5z2yNj3Df6nnwgoPcWlQy+xS0hP6nP6eu6jV6Xzv3gubqdvZcYXqSPYebe5yOhVXJVRv39RFESEuOZ0ODUiL17vrdurqzqn696ebPOv+Z1Q7xUQU3CkeGxmi/4xur89+2atDxzN03YtfS8rd8ZuXwt5cm/Omqj4PfywpcPN7AwAQKHWrRWjRTV2KvJ27Esr+oye1est+tUqqprWnrnO2T4nVTb0aaMxzq5QaF1ngqOcqYcHq3KC6Pv35D8+yUZ1TyqQsdSDERWXfsLnr4HGlZ2Rp16Hs0sn+KuFUNA6HQyFBBcelQ73q6tuklj7ZuEfPj26vq5/7qkSdnMnVIz1zbktSwwCMSA4Ldp3RKjBOp8Nn4JHD4dDMEg6oGtyythat2Z7rustfetRXz4Y1873JFQAKg47kcuKFq9vrtVVbddt5jT3zF4QWYvSW90Uqf6NKupxVQxt2+O9M9tcn592RnFgt95eMyfMeJ/jjPbLg6IlMz893X9BEozun+p0fzltanRj1b1pLR9MzfS7WloS/hDszy2j/kdMXis/0hdjCmHFpC83/+ndNey/7IqgxtD7A+wJ0eThOCxLtdd5qXkblw4DKLio0KM/RAQWJ8HMTYkiQU08Ob6NHPtqoi1vX1QWPrfA8N/+Gc7Tg2226okPeI2S984ywEGeeFwgDVYbaLWen6JkwsEVt/Xn0pDrWq64mtaN1fvPzfZ6PDA3S0lt6lIvzs3vOOMn3+8L7JtScsfH+vTTO2eEhrkKXpPT+P4+75J/3qJ2ZQ1vqLz0Oq2ntaNWpFq6pb2+QJPVsVLTyiufUr6FdB0/Ph1eU0eOFkdeo472H0wP6PgAAlJVO9at7fv5u2wG9uXqbfj41fUSzOjGKCAnSK2M7Fvr1nh3ZTo3uel+SVD0yRN3PLl7p5PLAPQJ796ET2rT3iIzJvvna30Cfyuyp4W10JD1DVcKC9c3dfUs0mKVtcjV9/NPpQShlVba8rPVqVFOvX99JZ9X07Uh3OBy55rEGgOKgI7mc8L4bPzTIqRMZWerRsOC7870vqvgrpTa+91lKio3Q22u36/Nf9/k8l5GZu1uuqtcd+4mxp0ddxIQH68Cxk2ruVUYOhTOsfZI+WL9TF7Wu41kW5HIW2IksZX/hPzWibUD3x9+1zYwsoz+Plq8LWDWiQnVd9/oKdjm16rd9apsSqyvaJ+mRjzbqHK//mAA26ZBasdp+zSpheuaqtqoWGVJmc68DyFtokEu9G9XUH0fSNaH3WVr7+wF1TK0up9Ohvw1sKim7Yzjz1Ojh+nGRum9Qs3xfs2p4sKLDgmSM75QpbnOubK1Fa7fr+h6Bmx5FkmpVKVxJ7pIIdjl1dZf850orD53IkpSUx6gD787i2n7KmK+8rZe27T+Wa07m8mDRuC7ae+SEkqvnzqFDg1yejuURHZO1ee8RdTmrRrHex7u0YugZ+O5qFF9FP+w8FPDXBQCgPKgVHabRnVP0n083664F632eyzlna2GEBbu0efr5Wr/9gOKjwyp0p2vViGBFhQbp8IkM/fX17CkEE6sVbpqrysTpdKjKqWvYxZ2L2+367vWVXD1Ct85fp2Htk/LMgSs7h8Ohtin+pzoCgECgI7kcWjKpuz77Za8uzlHq1x/vC/P+7jCKCg3S8I7J+uNweq6O5Eva5n79OK+LcPHRp3/+4vbeOn4ys1Cl4eBr2pA0/X1ws3JTesffyIrMTKMhrevqxc9/U+cG5auj6uouqZ6LtuN6NVDLpKpqWwnK/gDFkVQ9Qh9M7OYpK1sR9Gniv9wugNI1a2hLTX59jWYNbeWz/NlR7WSMkcPh8Dt6M9OrBHVhqqMEuZz68o4+np9zOi8tQeelJRR19/M0a2hLzV76s/45JC1gr1kZNIqP1j0Dm6hGjgu2wV4lB+v6qT6UEBOuhJj85yssK2l1CzdPXUiQU1MH53/DQ34ivKp/RIUF/r/L74zvqhmLf/TM5QcAQGXTKqma/vPpZp9lhRksk5+mtc/MfLWlyT069MtN+7Tm9+xy36M6p5TtTlVwIUFODWpZxzOlCgDgzKAjuRxKqh6hpOp5lwz0Fuw8fYGubUrenWtBXvNuvTehq4JdDjWomXveiJjwYC24sbNCg50+F//Cgl0KK0SpbfhXXjqRpexYLr2lh4KcDnV9YKkkKT4mTLee10itk6uqV8Py2+kT7HKqZ8OKW8YICIRAzPkDwD6DW9XRgLQEv9UBCjsKorDrlWbOOLhVHQ1uxYUjf0Z1zj16+mTG6RsDEqqe+VHcFVGQy6l/XNRMR05knJFOdZfToSnnNtKUcxvppldWa9Ga7VTbAQBUKuenJWj8K6s9v1/fvb6u7Zp/VRdbTBuSpn++873SM7M0sHltXdYusax3CQCAAlFnsoJLio1QZIhL9WpEql+T+DzX63qqtFuvRjXVOCHabyeyW4vEqmoUX/7K2SFwUmtEKjE2Qv+9poPuvzhNzerEKDI0SBe1qsuocwAAKqnilJh/4srWkqSJfc4K9O6gDDSpHa0eDeM0unOKzxQ58HVlh2SN7RbY8uv+/POiZvr74GZ6dFirglcGAOTpiSeeUGpqqsLCwtSmTRt98skn+a6/fPlytWnTRmFhYapXr56efPLJXOvMnz9fTZo0UWhoqJo0aaI333yzxO9rC5fToamDsqdJufP8xrr1vEaqHlX0staVUf24KD07qp1eHNOBTmQAQIVRrKsH5TVBM8bonnvuUe3atRUeHq4ePXpo/fr1uV6nMomJCNZnt/XWuxO65ntxsHndqlo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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "%%time\n", - "# inference\n", - "predicted_outlier, predicted_cp = [], []\n", + "# training\n", "mses = []\n", - "x = 0 \n", - "for df in list_of_df:\n", - " \n", + "x = 0\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", " x += 1\n", - " print(f'----------------------dataset №{x}--------------------------------')\n", - " df = df.drop(['anomaly','changepoint'], axis=1)\n", - " sensor_n = df.shape[1]\n", - " dataset = create_dataset(df, win_size, gap_time, step_max)\n", - " train_stop = (500 - win_size[-1])//gap_time - step_max\n", - " \n", - " X_train = dataset[:train_stop]\n", - " Y_train = dataset[:train_stop, -1]\n", - " X_test = dataset[train_stop:]\n", - " Y_test = dataset[train_stop:, -1]\n", - " \n", + " print(f\"----------------------dataset {x}--------------------------------\")\n", + " sensor_n = X_train.shape[1]\n", + " X_train_ = create_dataset(X_train, win_size, gap_time, step_max)\n", + " X_test_ = create_dataset(X_test, win_size, gap_time, step_max)\n", + "\n", " PARAMS = [sensor_n, scale_n, step_max]\n", - " \n", + "\n", " # model defining and fitting\n", - " model=MSCRED(PARAMS)\n", - " model.fit(X_train, Y_train, X_test, Y_test)\n", - " \n", + " model = MSCRED(PARAMS)\n", + " model.fit(X_train_, X_train_[:, -1])\n", + "\n", " # results predicting\n", - " Y_pred = model.predict(dataset)\n", - " resid_mat = dataset[:, -1] - Y_pred\n", - " mse = np.mean(np.square(resid_mat), axis=(1,2))\n", - " t = df.index[win_size[-1]::gap_time][step_max-1:]\n", - " mse_df = pd.DataFrame(mse, \n", - " index=t,\n", - " columns=[f'win_{i}' for i in win_size])\n", - " mses.append(mse_df)\n", - " \n", - " UCL = mse_df[:train_stop].quantile(Q) * 3/2\n", - " prediction = pd.DataFrame((mse_df>UCL),\n", - " t).fillna(0).any(axis=1).astype(int)\n", - " \n", - " # plot \n", - " fig, axes = plt.subplots(1, len(win_size), figsize=(24,3))\n", - " fig.suptitle(f'dataset №{x}')\n", - " for i, col in enumerate(mse_df.columns):\n", - " ax = axes.flatten()[int(i)]\n", - " ax.hlines(UCL[col], t[0], t[-1], 'r')\n", - " mse_df[col].plot(ax=ax)\n", - " ax.legend()\n", - " \n", + " X_pred = model.predict(X_test_) * -1\n", + " resid_mat = X_test_[:, -1] - X_pred\n", + " mse = np.mean(np.square(resid_mat), axis=(1, 2))\n", + " t = X_test.index[win_size[-1] :: gap_time][step_max - 1 :]\n", + " mse_df = pd.DataFrame(mse, index=t, columns=[f\"win_{i}\" for i in win_size])\n", + " mses.append(mse_df)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# inference\n", + "predicted_outlier, predicted_cp = [], []\n", + "true_outlier, true_cp = [], []\n", + "for (X_train, X_test, y_train, y_test), mse_df in zip(Xy_traintest_list, mses):\n", + " t = X_test.index[win_size[-1] :: gap_time][step_max - 1 :]\n", + " UCL = mse_df.quantile(Q) * 2 / 3\n", + " prediction = (\n", + " pd.DataFrame((mse_df > UCL), t).fillna(0).any(axis=1).astype(int)\n", + " )\n", + "\n", " # predicted outliers saving\n", " predicted_outlier.append(prediction)\n", - " \n", " # predicted CPs saving\n", " prediction_cp = abs(prediction.diff())\n", " prediction_cp[0] = prediction[0]\n", - " predicted_cp.append(prediction_cp)" + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"][-len(X_test_) - 1 : -1])\n", + " true_cp.append(y_test[\"changepoint\"][-len(X_test_) - 1 : -1])\n", + "\n", + " # # plot\n", + " # fig, axes = plt.subplots(1, len(win_size), figsize=(24, 3))\n", + " # fig.suptitle(f\"dataset №{x}\")\n", + " # for i, col in enumerate(mse_df.columns):\n", + " # ax = axes.flatten()[int(i)]\n", + " # ax.hlines(UCL[col], t[0], t[-1], \"r\")\n", + " # mse_df[col].plot(ax=ax)\n", + " # ax.legend()" ] }, { @@ -2729,14 +213,14 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { 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\n", + "image/png": 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IAIqkKgBApdwYEoBmdc8BYLfcWJkm/n58E20mVSnvSwA2ya3QUdqecf7E97+OlgIAOkg78KPcEgAQkmS0w05IADbXvdZB2qGsWuLnfx0txYro0Tg5/BXaYScA4Ge0QFSW0EHagaKEMuqVwej7APCj3BIl0g7l/d1yY2yWWyqflTh/pdwYP8ot8bHcFRE5hL6hr/Gx3BXlBy9AUN2ctwC9pW+xIno0wlIUvaVvLX8P6eoagOXv0cj2Dpj7rtOVQa5bFgBlWwhL0UBvB+RP8d9vIivbe7rjQ9B+DzfnLVDWIf53aOg9VV1o7XcS66n60GPQqvsZ6vPCTifHPiDxPAIAJAn4ZYNt5wIArJ9XSlL9tInnsIeUppbRzfNKSObOjc2UIb5ueutu5zqmO+eLr0NRB6Byc/162V3P2bQfsqnn5O86kVftAQPcbIc6Pir7ihUrMHDgQNVrgwYNws033+z0R7snFAY2vB/71/Z4YMt/69+rrkydPtNrRubJNP2G97P7DCPv79qY+n7lpvRl/mwusHdL/WudT039HDeEwsDSe2I7jpq9wIpHYq/3vz3WKF96DzDgDu35EuvWiXpOXKbJ+QsAlIT2qF4rkvanLCLxtUzvl9Q1jM3Mf1K4/iSwY938G6Mt0TG0U3eZyfOfFP4Wm6ItlHnyoxG0Df9qaR0yvd8xqTxF0n5VGZOX1RE7IUcknJz3DQBgRe3RadfH7yJyCCflxb6TzyOHoXv4B+U9s99DprrONH+6941MY+a7zlSG+LLi28KMWn82QijY4r9fLXYeH4L0e4jIIfw5fwFWRLqib9632BotRpvQLt3pteoJv3wCLP0E6NgX2LQi9lr8nEfr3CFZFucCpt83Mk3i+Z0TZTByXplu/mzKkGndsl1+uveTt4XqSmDf/2LnpnZ9ht77VtoPdpUh+bv2qj0gGMcb5lu3bkXr1q1Vr7Vu3Rq7d+/G/v370bBhw5R5qqurUV1drTzfvXu308XMTr/xwMFq4P0H1I1ySpXYKB9wR6zuvBD/3KX3qF9fdi8gR/XLpjcfpSXLQKfQDnwR6YzjwusNzxdvlANA29CvaaZ038nhWKN8Ru0FeDiSOa3Hz+Lr9+f8BapGOQFRWcLJ4W9yYjsgf3o4MhSl0lacn7fc8c8Kyu8hcZ8HIG2jXEtUBkJS3ZN4ozzxvOLgAeD9GTaUlAIpsVGeC7xsDwhGyFHZy8rKUFRUpPwrKSnxukiZnTLO6xL4S7jA+x9hv/GAFP8J1B1B5Wjmsnldbh1GclIyJa7E39ebzuj8ya9JElArh/Fc9AzTn18t5yEqSynTmCmD0fdl2dz81XKer08+zXg4MtT27yHTd5HN8jNNY/a71hOS5JzaDsifvpI7Z5wm2+MDEKzfw8ORoSnrbDT5MyQlvRDOV587HHth1uUjCgQpLOx5tRccb5i3adMG27ZtU722bds2NGvWTDNaDgATJkxAZWWl8m/z5s1OFzN7Kx7VeDF5z0yKSE2sy7iXlk2PNcQBKM1aScpctor7HC+aFUa2NinDRJIERGRJdzoj8+u9li9FcE34X6Y/v1A6iJAkq6YxWwaj70uSufkLpYO4MfxK+hkC4sbwK7Z/D5m+i2yWn2kas9+1nqicW9sB+dOpoS8yTpPt8QEI1u/hxvAryroaWfdEKQ34SK36vOLTZ2wpo7Ny+Rw2l9fdZXLE+/aAQBzvyt63b1+88cYbqtfefvtt9O3bV3eewsJCFBYWOl00+8RzkoH6wcAAGIth5rB4nXlxpSz+nbX4DbDzu/rXm3eODVCnV7Zl04GKae6V0wNhyZntdke0GY4I/Wzq81XdAQXza7QxmoeqlK6OQYgQ6bkx/IqynqQWkoAPIt1yYjsgf7ox/AoGhD+3ZVmZjg9B+T3E93kRWUJYkvFT9BC0D/1ieH7NBnxiCtzHT2ZfSMfl8jmsx+veoEg9cFrQedkeEIzphvnevXuxbt065fn69euxatUqHHLIIejYsSMmTJiAn376Cc899xwA4Nprr8UjjzyC8ePH4/LLL8e7776LF198EYsWLbJvLbwWjQClp9SPyl56Ckdl11pGYRNg90+x7uPxkUmjEdPVbYtoJJbTsuXzWMO84SHA/l9i5Y3vGLTKFo0AnX4HbKzL1fvdWODHTzkqe9LyV0c7ok94DQBgn1yARlINfkFThOUoDpH24he5CVZHS3RHZf8u2gEnhtfGPj/aAi1RiYahWqyNtkMhajwdlb1WzkOL0B7sRiPMrv0D+oa+RliKIsjCUhQfRrqinfQ/lIa247toOzSw+D0EZVT2JtiP5qEqbI8W4RP5KHxU2y3w2wH5U1iKYkO0FUpD27FDboa10fa2j8reFPtQHNqHbdHiQPwewlIUM2ovwJi8VwDIWBztjdPxacZR2RvhAA4N7VUa9Iq+NwJbVtWfV7Q7Hvj5v0AoH+j4W47KzlHZOSq7V+0BwZi+XVpFRQUGDBiQ8vqIESMwZ84cjBw5Ehs2bEBFRYVqnrFjx+Kbb75Bhw4dMHHiRIwcOdLwZwp/uzQyZs9WYMaRsYb55F+9Lk3M3y8G1rwRi5T/uh44bAAwfGH6eSK1wNQWsce3bgAaNne6lKYsX7sDlz7zMQCgaYM8yFEZobp7sTYqyMO+moPYU30QcsI9WENJ92rdvb8Wu+ru1Wpm/vj7tdVV+ASXAQA2ya3RUdqG2/P+gpbhKoytfgxLcCLGRG/R/Xypagf+Xhmb/5jofDwp3YOTpC8wJW8M3m/4e0NlMPN+qO7+s8fV3SP387p75GrNf5b0Ae44MAMf4RhcGZ1o+POTp6mNRCEDKAiHlOklwPI6mH3fyuc/JU1FX+krTM4biw8aDrBchnR1ne062vldpyvDVeHXcWPkOfw71A/jozdknD+xbrXq3sw6mHnfrt+02d9Tus/O9jOcXn667yF+33K95079Zq1+j/FlXB1+HaMjz+GNUH/cGr3e9jJcF/4nrovMw79Cv8ft0Wts/c3G33dyv6H3/n9DlyAfEVxWNAe1jdvobmtA7ML4uViK+/OfRG1RKfIrN9S/efNXQHHCeElbvgCeOAVo0ga4ZQ2ISFxC3y6tf//+SNeWnzNnjuY8//3vf81+FAWOFPtj7lqQs5QRXeJX6gyUTVV+ye4SZa1980YAgKaFefjyrkHeFKJ2P1DXM6lj80JgFzDtj8fEeiW8Dvz+qNb46qLB+vNX7QTujz38asog4G+PAz8Ak885Bjiun+PFT+vLX4GXgd+WNsdXI9OsQxDNfRRYD0w59xjgWI+/B699+B3wFvCHY9rgD0M9+p0RGbX8W+Ad4Mxj2+HMPzqwvb7/NbAEGHJcWww5L0C/h7slIAr87Yo+QLN2aSe9/83V2P7eUgBAfkpvgeRzi3iUUrxzCCLyjpCjslNAKSOgi9Qwrzt4RqPq50bmARLWSRzRugsHnh7vE+slsW7jdZep3hLfl2Xj87khXgaRLjC5RenyJsD34DVlO/Bvd13KIU7vQ4P6ezBRbyFJQlSumy6aVA/J9SLSMY2IhME9ArknsaUoSqMmfnCMR8wNlSthGgGvdittJ29b5vUPE3sjyFaiBLI42wuQUHaByuQWS99fUAnYA4hIV0IeqROCul9Uft+ZKy6ejhybLylfNqVhbny5RJQ72DAn96iioKJcVa87OEYP1j010pVd7Ih5PNXE09HMVRHzhLo1GnFN3lZEitQGNTJkBKM89XJ5OyD/YcTcPFlG/QWNzPUmSRKi8dPq+HFPtSyN59yXElEC7hHIG6IcvJWu7BH1cyPzABDxandUhIh54mcn1q1SdxnKpupdkdgFXoT6jkdKBdmG3WT0+8sFUg5vB+Q/TkdoA9swr2Pg2CNJCRHz5BGmUxrm8WOa5dIRUQCxYU7uSc4bFkG2g78JeLVbhmARc1WagJWIubmoheNyOcdcpO/BayKOmUGkx/EIbRBTO8wd60OSBDl+Wp3clV138DfuS4moHvcI5B4Ru7IHcfA3JbgsSsQ828HfTMznhiBGhowS6XvwGiPm5Cfsym6e6lif+XgakoBo/AIFB38jIgu4RyD3qA5solxVT4qYB2Hwt7ryeV+yeMPFyuBvSduKSAPlBHWQIyM4+FuCIEYIKbgc/u0Gcb9o8taokiRBTjnuaS0LYh3TiEgYbJiTe4SMmMcHfzOTYy54V/a64oW8bjzF60Yrx5wRc38S6XvwWk6nNJDvMGJunsnecZIqYp5pVHbuS4koFfcI5CIRb5eWZY65gFe7hQlqSkmRg8RccVODvyXmmHu9UkBuR0oZ5VEEMUJIweVWhDZQ+0WTg78hTcRcN8ec+1IiqseGOblHyIh5lqOyC3hQjSq3S2PE3BFBjAwZJdL34LVc3g7IfxgxN89kxDwkob5hzog5EVnAPQK5R+QccyXXPAg55qJIjigm5pgbnTdpPhEitUoRxKlp1xj+/nJBLvecIP9xK8c8QEznmCceFfRyypOfB7DeiMgyNszJPSJHzPWep5tH0CvdSsTc6+Il14/liLksVp3ncm6x47dc8pEgRggpuBgxN890xFxCVO+0mhFzIjKAewRykcA55vUvmJhHzCvd9UFNr7uyJ32+LTnmNpUtK7kcKRV723cVc8zJTxzfXwVxv2i+d5z+2jPHnIgyY8Oc3JMcBRVBylVsIw1zsa90y0qOuccF0YyYG4y4qhrmJuZzQxAjQ0YJvu27Kpe3A/IfRszNcyVi7vWBmohEwrMrco/QOebxpyZyzAU9oCoxTc/Lp/H5poaMT4hIitRLIZcjpcIM+S+CIEYIKfB4H3PjssoxT16W3nPuS4moHhvm5J7kKKgIgphjHo0d8T1vO2WTY544DUdlF4dI34PXcnk7IP9hxNy8xIa5wYi5zBxzIsoC9wjkMsGiTEHMMa/763npkgtgJsccSLgPOu9jLg5hti7vBTFCSMHl+HEriPtFk/cxTxcxZ445ERnAhjm5S7Sr6kGMmIt2H/M4Rsz9T6TvwWtSEBsiFFiMmJunyjE30jDnqOxElB3uEchdokWZdO8tmnam2B+vG756hCleSsicOeZ+xxzzBGyYk5+4dR/zAP0eTB53JKTLMdcbaJb7UiKqx4Y5uUu4q+rJDXMjEXOBRgjXUJdizoi5U4Tbhl0k0vfgtVzeDsh/GDE3z2SdpR+VXedcg/tSIkrAPQK5TLAoU8pJRBByzAWp25T7mCc0sE3lmCc2zEWoc8G2YVeJve27KogRQgoup49bgUztMNfLIO1keucaQhzTiEgUbJiTu0S7qq53FTvtPCI1ElOJGzE3OYibsq0kzifALktVrhzDKE890fZlROk4/tsNYMPcdMQciMp60zJiTkSZcY9A7kqMgoogq8HfRG2YC3K7tOTIjOnIt0bEXIRIrRIoFWQbdpOSxuFtMcQg2L6MKB2nj1tBvFBl8rgjQTKRYy7QMY2IhMGGOblLuTosylX15KvYJuYR9Uq3qBFz1eBvJnLM62Y1PJ/ThNuGXST4+AquyuWeE+RDHPzNNJP7O0kConoNbb2BZrkvJaIE3COQu0Q7mQ307dI8Lojm4G9mGuaC5pgHMTJklODbvqtyeTsg/+Hgb+bZOvib3u3SBDimEZEweHZFLhMsDy2lHAEY/E0pntcR8+Su7Mp/MDf4m8ncdMcJtg27Suxt31VBjBBScCmbqVO/3SDuF20c/E1vPyHEMY2IRMGGObkrUDnmYv58xImYp8sx5+3SfEmk78FrubwdkP8wYm6eye7mvF0aEWWLewRyl3BRJp28LyPzCHqlW5yYZnIJEnPMTQz+ljifAGsl3jbsIlPfX9AFMUJIwcUcc9NMHnckKc3a6+WYi3BMIyJhWGqYP/rooygtLUWDBg3Qp08ffPzxx2mnLy8vx5FHHomGDRuipKQEY8eOxYEDBywVmHxOtKvqAYyYy0rE3Ouu7Fo55oyY+5pI34PXAnnfZgosRszNM5kHLlnKMee+lIjqmd4jzJ8/H+PGjcPkyZOxcuVKdO/eHYMGDcL27ds1p3/hhRdw2223YfLkyfj222/xzDPPYP78+bj99tuzLjz5kWAnsynFCE6Oudft8tSu7Am54swx9ymxt31XBTFCSMHl+HEriPtFkznmSLc30BnPRohjGhGJwnTDfObMmbjqqqswatQodOvWDbNmzUKjRo0we/Zszek//PBDnHzyybjkkktQWlqKM844AxdffHHGKDsFlGhX1S1FzMW+zUlUOd4zYu4I0bZhN4n0PXgtl7cD8h9GzM2zMCq7zIg5EWXB1B6hpqYGn332GQYOHFi/gFAIAwcOxIoVKzTnOemkk/DZZ58pDfEffvgBb7zxBs4880zdz6mursbu3btV/ygghIsyZZNjbnthbCHXlc/74jHHPHCE6Y4hgiBGCCm4nM4xT/qcIGCOORG5LM/MxDt37kQkEkHr1q1Vr7du3RqrV6/WnOeSSy7Bzp078bvf/Q6yLOPgwYO49tpr03ZlLysrw5QpU8wUjfxCtKvqAcwxj0fMxc4xN9KVXfSIeYBOQI0SvLeIq0TblxGl41rEPED7RdMRczDHnIiy4vgeoaKiAtOmTcNjjz2GlStX4pVXXsGiRYswdepU3XkmTJiAyspK5d/mzZudLia5RrAoU8pJdRByzOsi5l4XL7A55nVE2YZdlYvrrCOXe06Q/zDH3AKzxx0pTcRc51xDpGMaEXnOVMS8RYsWCIfD2LZtm+r1bdu2oU2bNprzTJw4EZdddhmuvPJKAMCxxx6LqqoqXH311bjjjjsQCqVeGygsLERhYaGZopFfiBZl0u1elm4esa90y76ImBvJMU840RMpUivaNuwmwbd9V+XydkD+Y3KEcdOC+HuwM2KekjbHfSkRpTK1RygoKEDPnj2xZMkS5bVoNIolS5agb9++mvPs27cvpfEdDocB1Ef2KIeIFmVK6V4WhPuYCxIx18wxj79lNcdcAKJtw25ijnmCIEYIKbiczjGPn+cF6PdgOsfcRMSc+w0i0mAqYg4A48aNw4gRI9CrVy/07t0b5eXlqKqqwqhRowAAw4cPR/v27VFWVgYAGDJkCGbOnInjjz8effr0wbp16zBx4kQMGTJEaaBTDhHu3r86V7HTziL2le6oEhgRLWIuc1R2vxPpe/BaLm8H5D9O9zpSju0B+j1YiJjLeo34lN553JcSUSrTDfNhw4Zhx44dmDRpErZu3YoePXpg8eLFyoBwmzZtUkXI77zzTkiShDvvvBM//fQTWrZsiSFDhuCee+6xby3IRwRrmAcxx7zur+elSwmYJzSwTeWYmxw0znGCbcOuEmbr8l4u95wg/3H6uBXEwd/M3sfcTMM8cSYiojqmG+YAMHr0aIwePVrzvYqKCvUH5OVh8uTJmDx5spWPoqARLcqkdxU77TxiX+mO1q1TyOvjvVbEHCaiNqoTPeaYC0Hwbd9VubwdkP84/tsNYsTcbMNcQlT3wgcj5kSUGfcI5C7Rurtl1TD3uuWrrX5Udq/Llzwqu9nIt0bEXIRIrWjbsJsE3/bdlcs9J8h3OPibeSaPOxLSRcz1bs3KfSkR1WPDnNwl3AAxFkZlFyl6q6F+VHZvy5FaPyZHV0/cVkQclV2YbdhFIn0PXhNuvAyidFzKMQ/SftHk/i6ULmKudwcY7kuJKAH3COQywaKNulexjczjdctXW1Q5/ns9+FuaiHkgcswF2YbdJPi276pc7jlB/uP0bzfIEXNbcsx1zjWEOKYRkSjYMCd3iTZATEo5jAz+VvdX0ANq/HZpwkXMg5ZjDoizHbtGoO/Ba7ncc4L8x/EIbfxClUOL94T5iLksG8wx576UiDRwj0DuEu2qejYRc0EPqFGlK7vXEfPkhrnJyLfot0sDcqthnriuInwPXhNtX0aUjtP70CD2IDFZZ5IERPVOq3Uj5tyXElE97hHIXcLloWmUI2Njy9xIra5TBn/zuByp90szOcqt1ome5yuVVHZRtmMXqBrmAnwPnmOOOfmJw8ct4Y7tNjB5izkJkv7a6+WYi3BMIyJhsGFO7hItyqRVjkwn2oJf6fZHxNxIV3aNho8IdZ5Yr6Jsx25IXFevty0RiLYvI0rH8Yh5AH8PJussxIg5EWWJewRymWBRJs1yZGqYi32lW1ai0t6WI3Xwt8R6NTP4W0R/mZ5IbJgLsh27wuT3F3RBjBBScDm+rxLs2G4L8/cx1197vRxzC8UiosBiw5zcJdothjQj5hmu+At+pVvciLlsMmJeN01UsIa5Ksc8QNGhTFQRczG3fVcFMUJIweX04G9B/D1YiJjLjJgTURa4RyB3iRZlstKVXfAcc3Hj+VZzzCOpr3mJOebCbvvuEuwiI1FazDE3zWyOuZRm7VNyzJW5zJeLiAKLDXNyl3BX1bUGf/N3xDzelV2826WZzTHXipgLUOeMmIvxPXhNtFs/EqXDHHPzTF1IjnVlj+rexzy5YS72eQQReYN7BHKZQFEm3TL4Pcc89lfyOqqpmWNuou6YYy4Y5pirBDFCSMHl9HErkBeqTDbMAci6DfPkCxZi97wjIm+wYU7uEumqut4JhM8j5lFRbpdmW8RcsEgtI+ZifA9eC+J9mym4HD9uBfD3YDrHPE3EPPkCnuDnEUTkDe4RyF0iRZn0TiACk2Pudfnsuo85c8yFwBzzJAL1/iHKyOkc8/jpZIB+DxZyzHWnTRn8Teyed0TkDTbMyV0iRcz1TiAyRszFbphHA5djflB/mV5gxFyM78FrQu3LiDJwPMc8gBeq7IyYM8eciAzgHoFcJtDBW/eEOig55t6WIzXHPKFhbibHXLTbpTHHHKJu+64SqfcPUSaO55gLdGy3jfmDKXPMiSgbbJiTu0SKMgU0x7x+VHavB3/TuI+5mZMRZVsReVT2IJ2EZqDqyi7A9+A1kfZlRJkwx9w85pgTkcu4RyB3iRRlCmqOuTDF04qYWyhclDnmQmCOeZIgRggpuJhjbpql+5gzx5yIrGPDnNwlVJRJL2KeqSu72Fe6o8LcLi25fhIHfzORYy5abnNivQqxHbtE9T3wZFKsfRlRBspxy+mu7AH6PViImOs3zPUi5tyXElE9Ac5yKSeJEGXSjZgb7Mou6JVu5XZpHpdD8z7mgcgxBwLZbTMTwbd71wWxIULB5dp9zAP0ezDZeDYXMWfDnIhSsWFO7lIO3iI0zPXKYHDwNxGitxripfc+x1yjYQ4rEXMBG+YibceuEXu7d10Qu+5ScDl+3Apiaoe5OgtJMJ5jHsf9KREl4B6B3CXSVfVsI+aCHlDrB3/zuCC23S4tYnwet4i0HbtF8O3edbk6CCD5k+O3SwvgPtHkmCiSJCGqd1rN26URkQHcI5C7RBr8zWqOuW8Gf/O6fMmfL5s80YlHYCLq5yIQajt2iTijCgoiV2+bR/7k9OBvAdwnmh38DWnWPqVhzsHfiCgVG+bkLpGuqgf0dmlKjrnXx3vbIuYC1rdI27FbBN/uXZergwCSPzFibp6tg7/p5Zhzf0pE9bhHIJcJlIemewJhMMdcUPXX4QXOMTcz+Fs8Yu75lYZEAm3HrmGERyVXb5tH/uR4hDaIPUjMdmUHdOs35XyDPZCIKBUb5uQuka6qBzxizhxzB4m0HbtF8O3edaoc8xzaDsif3IqYA8FpmFuImANARNY6+DLHnIgyy/O6AJRjRMpD0x38zWDZRL3SLcyFeOaYBwpzzJMEMUJIweVWjnnCZ/mdxV4Gsla2eUpXdvZACpJIJILa2lqvi0EW5efnIxwOe10MABYb5o8++ijuv/9+bN26Fd27d8fDDz+M3r17606/a9cu3HHHHXjllVfwyy+/oFOnTigvL8eZZ55pueDkU0JFGoMeMfe6K3u6iLmF+5iLVN+5eLs0wbd71zFiTn7ieMQ8ecwFMU5ys2I2Yl7XTU3zlmkclT2QZFnG1q1bsWvXLq+LQlkqLi5GmzZtPB842XTDfP78+Rg3bhxmzZqFPn36oLy8HIMGDcKaNWvQqlWrlOlrampw+umno1WrVliwYAHat2+PjRs3ori42I7yk+8IlJubdY65mFe6hSkec8wDSqTvwUNBjBBScDl9YAhiV3azOeYaj+oXxRzzIIo3ylu1aoVGjRp53qgj82RZxr59+7B9+3YAQNu2bT0tj+mG+cyZM3HVVVdh1KhRAIBZs2Zh0aJFmD17Nm677baU6WfPno1ffvkFH374IfLz8wEApaWl2ZWa/EtpbAkQYdLNMc/UMBf7Sne0rvhiRsxl7ffSzS/kqOwCbcduMdPbIRcwYk5+Ymbfa0kA71JgMcdcM2Kum2PO/alfRSIRpVF+6KGHel0cykLDhg0BANu3b0erVq087dZuag9dU1ODzz77DAMHDqxfQCiEgQMHYsWKFZrzvPbaa+jbty9uuOEGtG7dGscccwymTZuGSCSiOT0AVFdXY/fu3ap/FBAi5eZazjEX+0q3XFc+70uXpjsfc8z9hznmSZhjTn4S//06tHhV4zUgvwez9zGPH7KMRMyF6dpGVsVzyhs1auRxScgO8e/R67ECTDXMd+7ciUgkgtatW6teb926NbZu3ao5zw8//IAFCxYgEongjTfewMSJEzFjxgz89a9/1f2csrIyFBUVKf9KSkrMFJNEJlRubjBzzGVhIubJXdmtjsp+UHt5XhJqrASXCL7du44Rc/IT13PMA8BkVFsZFsVQjrnTPRjILey+HgyifI+O7xGi0ShatWqFJ598Ej179sSwYcNwxx13YNasWbrzTJgwAZWVlcq/zZs3O11Mco1AubmBzTGvi5h7Xbx0DXMzOeZR5piLQezt3nXMMSc/YY65BWZzzKW6uQw0zAXveUdE3jCVY96iRQuEw2Fs27ZN9fq2bdvQpk0bzXnatm2bMgx9165dsXXrVtTU1KCgoCBlnsLCQhQWFpopGvmFSJHGwN7HPPbX86t/KTnmCYO/mYmYyyKPyi7AduwWwbd71wWyIUKB5fjvN4gRc3NR7VC6iDnvY05EBpjaIxQUFKBnz55YsmSJ8lo0GsWSJUvQt29fzXlOPvlkrFu3DtFo/Y76u+++Q9u2bTUb5RRwIuXmMsfcYem6spvIMY+aiLK7RaTt2C3MMU/CHHPyE6fvY84c8/qL4YnT6wwUKnjPOwouSZLS/rvrrru8LmJOMz0q+7hx4zBixAj06tULvXv3Rnl5OaqqqpRR2ocPH4727dujrKwMAHDdddfhkUcewZgxY3DjjTdi7dq1mDZtGm666SZ714T8wQ+RRsMRczEPqMKOyg7Z2qjsjJiLgREetSDm1FJwMcfcPNOjssf+qiLmoXBsnBTex5zSWL+zCi9+uhk//rofHZo3xIW9StC5RWNHPmvLli3K4/nz52PSpElYs2aN8lqTJk2Ux7IsIxKJIC/PdHORLDK9Rxg2bBgeeOABTJo0CT169MCqVauwePFiZUC4TZs2qb70kpISvPnmm/jkk09w3HHH4aabbsKYMWM0b61GuUCg3NzA5pjH/nrdLmeOedCIvd27jjnm5CfMMbfAhhxzqS6Nk/cxJx0vfroZv59RgSff+wGLvvgZT773A34/owIvferM+Fpt2rRR/hUVFUGSJOX56tWr0bRpU/z73/9Gz549UVhYiOXLl2PkyJE477zzVMu5+eab0b9/f+V5NBpFWVkZOnfujIYNG6J79+5YsGCBI+sQZJYugYwePRqjR4/WfK+ioiLltb59++Kjjz6y8lEUNCJFGi3nmIs9mmp88LeQ18d75pgHCyM8qaRQ0gUnIkG5mmMekIa5yTpTbiSSHDGPAMwxzw2yLGN/rf7toJNt+F8Vbnv5i1hPx/jvpu7vrS9/gWPaN0OnQ41Fzhvmh20bW+i2227DAw88gMMOOwzNmzc3NE9ZWRmef/55zJo1C0cccQTee+89XHrppWjZsiX69etnS7lyAfsmkLsknXwrL+jmmPu9K3t8VHavy2dXjrnA9zEPygmoEYJv994QaH9GlI7Tv98gd2U3mmMen81IxNzksskf9tdG0G3Sm7YsKyoDf3hwueHpv7l7EBoV2NOsu/vuu3H66acbnr66uhrTpk3DO++8o4w5dthhh2H58uV44okn2DA3gQ1zcpdydViABk3Wg7+JeaVbnK7sWjnm8fdMdGUXMmKei4O/1f31fMMSiBSKbZ+5dIGGfMrh41YQUztMj8qu0ZU9pNO7SvCed5TbevXqZWr6devWYd++fSmN+ZqaGhx//PF2Fi3w2DAnd4kUMdc7ech0ki14FzRhB39TRcxNdGWPCljf7MpOQG5uB+RPbjQEg5baYXrwt9gxN6oZMdfrys4LnUHSMD+Mb+4eZHj6mW9/h2eXb0BE47wzLEkY9btSjDv9N4Y/2y6NG6u7z4dCISVNMq62tlZ5vHfvXgDAokWL0L59e9V0vP21OWyYk8sE6gIc1MHfRLldWsrgb8p/MDX4mxIxt6lcthBoO3aN2Nu9J3Kx5wT5kxv7KqVhHpTfg8nB3+KHheQcc4CDv+UISZJMdSf/U59OmL18veZ7MmRc2qeTbd3Ts9GyZUt89dVXqtdWrVqF/Px8AEC3bt1QWFiITZs2sdt6lhj6IHcpESYBDtyWB38TO3IoCxMxT5djbiZiLmJX9hyMlAq+3XsiF7cD8idXfr8i9YizgcmotnIjEa2Iecrgb+zKTkDnFo1x3/nHISQB4ZCk+nvf+ceh1KFbppl12mmn4dNPP8Vzzz2HtWvXYvLkyaqGetOmTXHLLbdg7NixmDt3Lr7//nusXLkSDz/8MObOnethyf3H+8swlFtEijBlnWMu5pVuWRn8zeOCpERWE+9jbmLwN1ngwd9E2I7dIszgBSLJxZ4T5E8u/H5FGkPGDiZ7x2neLi2k15WdPZAo5v96leDE0kMwP+E+5sN6lQjTKAeAQYMGYeLEiRg/fjwOHDiAyy+/HMOHD8eXX36pTDN16lS0bNkSZWVl+OGHH1BcXIwTTjgBt99+u4cl9x82zMldQkWYghkxjyrnX15HzO3KMWfEXAiCb/eeyMXtgPzJjd+vUGPI2MD04G91s5nKMef+lIDSFo1x6+CjXP/ckSNHYuTIkcrz/v37p+SSx02ZMgVTpkzRXZYkSRgzZgzGjBljdzFzCvcI5DKBIkyBzTGP8bx0KV3ZE+5jbirHXMRBcgTajl0jzJYlDqG2SaI03DhuiZSqZguzOeZ1EXPZwKjsgve8IyJvsGFO7hIpwqR37hCQ+5iHvC4eI+bBwghPqqBFCCm4mGNunulR2WN/jeWYc39KRKm4RyB3iZSbG9Acc4jSlZ055sHCHHMNudhzgvyJOeammc0x17yPuc6o7IL3vCMib7BhTu4SKtJoNcdc7NFUgxcxP2h8HrcItR27hBGeVLm4HZA/uZpjHpSGufk6k6SkiHmobign5pgTkQHcI5DLBDpwBzXHXCme14O/ad0uzUKOudKVXaT6Fmg7do3Y270ncrHnBPmTKznmQdsvmu9lIEFv8DfmmBNRZmyYk7tEijAF9D7m4kbMEwZ/M3IyIiV1ZRepvgN3AmqA4GMreEKk/RlRWm709MrtHHMACElSUld2ne79gp9HEJE3uEcgd4kUYQpojnl9XMTr8mmMym6qcRePmEfVz0Ug0nbsFlF6YgglBy/QkP8kbp/MMTfOQi8DSTIYMRe85x0ReYMNc3KXUKMY60XMM3VlF/tKtyxqxFw1+JuJHHNZwK7suRgpFXy790QubgfkP4nbJ+9jbpylHHMpKcc8033MBTquEZHneIZFLhMowhTwHHPPj/cpg7InDP7GHHMfEnu790Qu9pwg/3FrP5Xj9zEHzOSYx9/n/pSI6rFhTu4S6cCt25U9GDnmnt8uLW2OuZWIuUD1nYuRUsG3e0/k4nZA/uNWxDywOebGj6WpOeaZIubcn1JwjRw5Euedd57yvH///rj55ptdL0dFRQUkScKuXbtc/2yzuEcgd4nU1S3rwd/EvNIdjbd9vS1GaglUt0szk2Mu8H3MRdiO3SL4du+NHNwOyH9UDXMXcsyD8nuwJcc8w+BvIh3XKGeMHDkSkiRBkiQUFBTg8MMPx913342DBw86+rmvvPIKpk6damhaPzWm7ZTndQEox4g0OEzWg7+JeV0rXvqQ1w0o23LMBYwsiLQdu8XMd5crlG3U22IQpZc4+JuTOeYB2y9a2OeFJAlRWStirjP4G/en5JHBgwfj2WefRXV1Nd544w3ccMMNyM/Px4QJE1TT1dTUoKCgwJbPPOSQQ2xZTpBxj0AuEynClGXEXNAr3bLSld3jgmjexzxoOeYibMcuEXy794SSYp5D2wH5j2r7dOM+5gH5PVjoJRTLMU98gYO/UQZLy4Bl09WvLZsee91BhYWFaNOmDTp16oTrrrsOAwcOxGuvvaZ0P7/nnnvQrl07HHnkkQCAzZs348ILL0RxcTEOOeQQnHvuudiwYYOyvEgkgnHjxqG4uBiHHnooxo8fr5yPxiV3Za+ursatt96KkpISFBYW4vDDD8czzzyDDRs2YMCAAQCA5s2bQ5IkjBw5EgAQjUZRVlaGzp07o2HDhujevTsWLFig+pw33ngDv/nNb9CwYUMMGDBAVU7RsWFO7hIqx1yvDAYHfxP0gBovnnAR80DmmAuwHbuGEZ4UQYsQUjDJLkfMA7NfNL/PkyQgmnhqrRcx5/40mGQZqKky90+OAEvvAd79a+z5u3+NPZcjJpeT3e+uYcOGqKmpAQAsWbIEa9aswdtvv43XX38dtbW1GDRoEJo2bYr3338fH3zwAZo0aYLBgwcr88yYMQNz5szB7NmzsXz5cvzyyy949dVX037m8OHD8fe//x0PPfQQvv32WzzxxBNo0qQJSkpK8PLLLwMA1qxZgy1btuDBBx8EAJSVleG5557DrFmz8PXXX2Ps2LG49NJLsWzZMgCxCwhDhw7FkCFDsGrVKlx55ZW47bbbsqobN7ErO7lLpBw0yznmYh9Qo8JEzJMb5ok55iYa5lGRG+YCbMduETGlwGu5uB2Q/7g++FtAGuYW9nmhkAQ5qjEqu16OOfenwVK7D5jWztq8790f+6f3PJPbfwYKGpv+WFmWsWTJErz55pu48cYbsWPHDjRu3BhPP/200oX9+eefRzQaxdNPP60MLPzss8+iuLgYFRUVOOOMM1BeXo4JEyZg6NChAIBZs2bhzTff1P3c7777Di+++CLefvttDBw4EABw2GGHKe/Hu723atUKxcXFAGIR9mnTpuGdd95B3759lXmWL1+OJ554Av369cPjjz+OLl26YMaMGQCAI488El9++SXuu+8+03XjBTbMyV0i3V4o6xxzr1u+2uoD+l6XT6Mru/KWicHfZIEHfxNhO3aL4D1FvBGwhggFVGLE3IWu7EHZL1oZ/A3QGZVdJ8dcpOMa5ZTXX38dTZo0QW1tLaLRKC655BLcdddduOGGG3Dssceq8so///xzrFu3Dk2bNlUt48CBA/j+++9RWVmJLVu2oE+fPsp7eXl56NWrV0p39rhVq1YhHA6jX79+hsu8bt067Nu3D6effrrq9ZqaGhx//PEAgG+//VZVDgBKI94P2DAndwkVYcp2VHYxr3THI+Yhr4/3ml3Zdd7TnD+eYy5gfUs52CBjTmQqofZnRDrcipgHNsfc5OBvWqOy83ZpuSG/USxybdby/xeLjocLgEgNcOpfgN+NNf/ZJgwYMACPP/44CgoK0K5dO+Tl1TcJGzdWR9737t2Lnj17Yt68eSnLadmypbly1mnYsKHpefbu3QsAWLRoEdq3b696r7Cw0FI5RMOGOblMoAaN7smDwRxzQa9015fO6xzz5Ih5RHu6TPPLIg/+JsB27DqRvgePBS1CSMGk2k+5cbu0oPwezPcSSrldWsYcc+5PA0WSzHcnXzY91igfcAfQb3zdwG/3xBrp/cY7U07EGt+HH364oWlPOOEEzJ8/H61atUKzZs00p2nbti3+85//4NRTTwUAHDx4EJ999hlOOOEEzemPPfZYRKNRLFu2TOnKnigesY9E6s8du3XrhsLCQmzatEk30t61a1e89tprqtc++uijzCspCF6qI3eJdEVdN8c8U8Nc7CvdsqgR82hE/71084s4KnsuRkoF3+49kYvbAfmPW4O/Be1uFRb2eVJKxDxTjrlAxzXyRjRS3ygHYn8H3KE+Z/LYn/70J7Ro0QLnnnsu3n//faxfvx4VFRW46aab8OOPPwIAxowZg3vvvRcLFy7E6tWrcf3116e9B3lpaSlGjBiByy+/HAsXLlSW+eKLLwIAOnXqBEmS8Prrr2PHjh3Yu3cvmjZtiltuuQVjx47F3Llz8f3332PlypV4+OGHMXfuXADAtddei7Vr1+Ivf/kL1qxZgxdeeAFz5sxxuopswzMscpdIEabA55h7W44UiRFz5pj7j7AblpdyuecE+YdbOeYBu0uBrTnmyQ3zxDkopw2YkBoZ7zc+9rogGjVqhPfeew8dO3bE0KFD0bVrV1xxxRU4cOCAEkH/85//jMsuuwwjRoxA37590bRpU/zxj39Mu9zHH38cF1xwAa6//nocddRRuOqqq1BVVQUAaN++PaZMmYLbbrsNrVu3xujRowEAU6dOxcSJE1FWVoauXbti8ODBWLRoETp37gwA6NixI15++WUsXLgQ3bt3x6xZszBt2jQHa8delrqyP/roo7j//vuxdetWdO/eHQ8//DB69+6dcb5//OMfuPjii3Huuedi4cKFVj6a/E6orm7BzjH3fPC3lIj5Qf330s0fn0+k+s7FSKng270ncnE7IP8xPfCmRSL1iLODhah2SJKSGuZ1p9nMMSeBpIsg673Xpk0bJSqtJS8vD+Xl5SgvL9edpqKiQvW8QYMGmDlzJmbOnKk5/cSJEzFx4kTVa5IkYcyYMRgzZozu55x99tk4++yzVa+NGjVKd3qRmN4jzJ8/H+PGjcPkyZOxcuVKdO/eHYMGDcL27dvTzrdhwwbccsstOOWUUywXloJAoAhT4HPMPZaSY55Y3wZKl3yS5/WFBhWBtmPXCLNliSMXe06Q/7h1zBLqwrsdLOaYy1qDvzHHnIgyM90wnzlzJq666iqMGjUK3bp1w6xZs9CoUSPMnj1bd55IJII//elPmDJliuoedZSDRIowWb6PudhXuqN1qxXy+oCfrn7MRMzNzOMWkbZjtwi+3XsiaBFCCibXfrsB+z0o6TtZjMoe4n3Micg4U3uEmpoafPbZZ6rR80KhEAYOHIgVK1boznf33XejVatWuOKKKwx9TnV1NXbv3q36RwEhUoQpoDnmULqye1yOdNEZMznmRpbnNpG2Y7cwx1xDvCHibSmI0nPpt8sc89hsiU8k3seciIwz1TDfuXMnIpEIWrdurXq9devW2Lp1q+Y8y5cvxzPPPIOnnnrK8OeUlZWhqKhI+VdSUmKmmCQyP0QaDUfMxTygMmLuAj9sx3ZjhCdVLm4H5D9u/XaD1oPEyn3MQ0A08dRad/A37k+JKJWje4Q9e/bgsssuw1NPPYUWLVoYnm/ChAmorKxU/m3evNnBUpK7BMrNDWyOeTw64m050l+4MJFjbmh5bhNoO3aN2Nu9J3Kx5wT5j2s55kHbL1rIMU+uY72Iueg974jIE6ZGZW/RogXC4TC2bdumen3btm1o06ZNyvTff/89NmzYgCFDhiivRaOxnVNeXh7WrFmDLl26pMxXWFiIwsJCM0UjvxApwqTblT1TxNx83pmb6n5ijJg7KWiRISME7yniCZH2Z0R6XM8xD0jD3ErEXNKLmCd3ZWfEPCji7RryN1G+R1MN84KCAvTs2RNLlizBeeedByC2IkuWLFHuL5foqKOOwpdffql67c4778SePXvw4IMPsot6LhIpwqQ7+Ju/c8zFiWtmm2NuYnluE2k7dgtzzDUErCFCAcUcc0us3MdckpJyzHXqRPCed5RZQUEBQqEQfv75Z7Rs2RIFBQXe36aWTJNlGTU1NdixYwdCoRAKCgo8LY/p+5iPGzcOI0aMQK9evdC7d2+Ul5ejqqpKuT/c8OHD0b59e5SVlaFBgwY45phjVPMXFxcDQMrrlCNEijBZjpiLfaVbrjvgBy9iLtABL3C3BTJA8O3eEyLtz4j0uJZjHrDfg4V6kxgxzxmhUAidO3fGli1b8PPPP3tdHMpSo0aN0LFjR4RC3v4mTTfMhw0bhh07dmDSpEnYunUrevTogcWLFysDwm3atMnzlSIfEOLAneXt0gS90h0VZVT2dAUwUjhf5JiLsB27hBGeVLmY0kD+43qOeUB+DxbSdyTojcquEzEX6rhGZhUUFKBjx444ePAgIpGI18Uhi8LhMPLy8oTo8WC6YQ4Ao0eP1uy6DgAVFRVp550zZ46Vj6SgECnSaPXkQfAcc2GO97r1Y7BgQueYC7Qdu0bs7d4TQeu6S8Hk1jErcPtFa/cxl42Myi54ShwZJ0kS8vPzkZ+f73VRKAB4hkXuEunArZtj7u+u7FFhurLrfL7RevNFwzwgkSEjBN/uPZGL2wH5j2sDNzJiHpIkRBMvPscj5ik55tyfElEq7hHIXSINmqWbY87B3+yh1zA3WrLk6bxfI4VI27FbhOmKIRIO/kZ+wMHfLLE0+BsgJ04f0rl4x9QgItLAhjm5S6gIUzAj5vHjfSjkdcRcp34YMfcnwbd7TwQtp5aCybXB3wL2e7CQAiDpRcxTcsy5PyWiVNwjkMsEijDpnjxkKJvgV7rjo7J7Xjrd6IzRHHM/DP4mwHbsGrG3e08ItU0S6XBt8DeBUtVsYb6nQcrgb3qjsgve846IvMGGOblLpEhj1jnmYh5Qo8rxnhFzx4i0HbuFEZ5UubgdkP+49tsNWsTcfL2FQlAP/sYccyIygXsEcpdIubm6DXODZfO64atDhiC3S2OOebAwx1xDLvacIP9xK8c8YPtFKznmkIxFzAXveUdE3mDDnNwlVIQpmDnm0brieT8qe5Aj5gGLDBkheE8RTwi1PyPS4XqOeVAa5hYi5hIQVd0ure6uxMwxJyIDuEcglwl04A5ojnmc56VjjnnA+GO7d1XQIoQUTMwxt8hCTwMpKWKue/GOPZCIKBUb5uQukSJMvI+5s7KOmAvcMA/cCagBgm/3nhBpf0akhznm1tgSMWeOOREZxz0CuUukCFNQ72MuTPH0csytzu/5CtUTaTt2ixJ0E+h78Fwu9pwg/+F9zC2xlGOetPaSXo554hxERDFsmJO7RMpBs9owF/xKdzxi7nn7KdA55jkYKRV8u/dELm4H5D9uXa0N2tgbliLmknpU9lCm+5h7faAmIpHwDItcJlDDXPeqvr9zzOtL53VXdtNvJE0mcFd2obZjt4i93XsiF3tOkP8wx9wiC/cxl5JWX9JpmAve846IvMGGOblLpAiTbsTc3znmcjzH3OviMWIeLIJv957Ixe2A/Me1UdkD9nuw0NNAkiTtHPOUruzcnxJRKu4RyF0iRZgs38dc7CvdyrmE55FN3sc8UMQZvEA8gYkQUjC59dsN2H7Rlhxznbx7wXveEZE32DAnd4l0RT2gEfP6Udk9Lggj5sEi+HbviVzcDsh/GDG3xmKOeTSxsc2IORGZwD0CuUyk3NyA55h7XTzexzxgxN7uPSHUNkmkw7Uc86DtF63lmKvqmTnmRGQCG+bkLpGuqFu+j7nYB9RoND4qu9eDvzFiHiiM8KTKxe2A/Me1iDlHZWfEnIiywT0CuUukA7flhrnYtzmpzzH3Wg7kmIuwHbtF8O3eGzm4HZD/uPbbDdjvQVkPk6Oya0XMU3LMzS+biIKPDXNyl95AKF6weh9zpQuamD+feOlDXjegAh0xD9ggR0YI3lPEE4G7PRQFk0vHLJH20XaQzdeblBIx1+lVY2HZRBR83COQu4Tq+pltxFzMn0/94G+iNswDkGOeiw0ywbd7Twi1PyPSwa7s1ljqyg717dIy5phzf0pE9bhHIJcJNDiM7smDzwd/EyWwycHfAkqk78FjudhzgvzHtcHfgnbB0sLgb8kvhDQa5omPhTquEZHX2DAnd4k0aqvV+5gLHjmMR8w9P94Huit7DkZKBd/uPZGL2wH5j2tXaxkxjw3+phExT7x4l1g/3J8SUQLuEchdIkWYss4x97rlq63+dmlely8HBn8TYTt2izBdMUQi0IVGIl0u/XZFGkPGDhZ6GsQGf0ugNSo79xdEpIMNc3KXUBGmYOaYy0qOuccF0TsJZMTcnwTf7j2Ri9sB+Q9zzK2xcDFSSo6Yh/LUywIYMSciXdwjkMsEijAFPcfc6/IxxzxgxN7uPaFURS5tB+Q7zDG3yFqOuWrtNS/eMceciLSxYU7uEinCpNuV3d8R86gwEXPmmAeK4Nu9J3JxOyD/ce23G7SIubUcc1kVMdfqys6IORFp4x6B3CVSbq7Vwd98kmPufWCTOeaBwhxzDfGGiLelIEqPOeaW2JFjrjn4W+IU3J8SUT1LDfNHH30UpaWlaNCgAfr06YOPP/5Yd9qnnnoKp5xyCpo3b47mzZtj4MCBaaengBMpwqTbMM8UMRe7gRIvnrj3MWfE3JcYMU+Vi9sB+Q9zzK2xPCp7wrGXEXMiMsH0HmH+/PkYN24cJk+ejJUrV6J79+4YNGgQtm/frjl9RUUFLr74YixduhQrVqxASUkJzjjjDPz0009ZF578SKTcXL0y+DfHXE6oV89LxxzzgBF3u/dMLvacIP9xLcc8aPtFCxfhJUBOrGdJ4z7mzDEnIh2mG+YzZ87EVVddhVGjRqFbt26YNWsWGjVqhNmzZ2tOP2/ePFx//fXo0aMHjjrqKDz99NOIRqNYsmRJ1oUnHxIpwhTAHPNowvGeEXMHBS0yZISy3fNEUiHS/oxIj2sR84AN/saIORG5zNQeoaamBp999hkGDhxYv4BQCAMHDsSKFSsMLWPfvn2ora3FIYccYq6kFAwiRZgCmGOuiph7Xjy9HHOr83u+QvVE2o7dIngKhzeCFiGkYHLrtxuw/aKVHHMkR8w18u6ZY05EOvLMTLxz505EIhG0bt1a9Xrr1q2xevVqQ8u49dZb0a5dO1XjPll1dTWqq6uV57t37zZTTBKZSBGmgEfMJa8bUFlHzAXuyh60yJARSsNcvO3eMyLtz4j0uB4xD8jvwVLEPKlhHo+YA7F9qCQxYk5EulzdI9x77734xz/+gVdffRUNGjTQna6srAxFRUXKv5KSEhdLSc4SaRTjAOaYQ6CIOXPMA0bc7d4zudhzgvzHrf0Uc8whSRJkWSPHHNCuF6GOa0TkNVMN8xYtWiAcDmPbtm2q17dt24Y2bdqknfeBBx7Avffei7feegvHHXdc2mknTJiAyspK5d/mzZvNFJNEJlJurm7EPFPDXNyIucwcc3cELTJkhMDbvWdycTsg/3Grt0vQfg8W9nmSBO0c88TlMWJORDpM7REKCgrQs2dP1cBt8YHc+vbtqzvf9OnTMXXqVCxevBi9evXK+DmFhYVo1qyZ6h8FhFANc6u3SxN3EKyoSKOy6wnSfcxF2I7dIvB2750c3A7If1z77Qbs92Apx1zSHpU9tsC6P4kNc+5PiaieqRxzABg3bhxGjBiBXr16oXfv3igvL0dVVRVGjRoFABg+fDjat2+PsrIyAMB9992HSZMm4YUXXkBpaSm2bt0KAGjSpAmaNGli46qQL2gNhOIVqxFziJtry4i5S0Tajt3CHPNUgeu6S8HkcsQ8KPtFCwNehgxFzJkWRETaTDfMhw0bhh07dmDSpEnYunUrevTogcWLFysDwm3atAmhUP3O//HHH0dNTQ0uuOAC1XImT56Mu+66K7vSkw+JdEU9y4i5gAfVqEijsudEjrkI27FLBN7uPZOLPSfIf9z67Qbt92Chp0FsUq1R2VHfIGfvIyLSYbphDgCjR4/G6NGjNd+rqKhQPd+wYYOVj6CgEmk0a92Th0w55nV/BYwcqm7C4vUxPxci5iJsx65hxDwF64L8wPUc86DsF83Xm+59zIGEcw7uS4lIG/cK5C6RBofRHZTdvznmiUVnV3YHibQdu4WDv6XKxe2A/Mft325Qfg+WBn9Lapir5k2OmHNfSkRq3CuQu0S6vVDWOeYCNswh0uBvOiUI0uBvImzHbrGQbxl8zDEnP3DptxvUHHMzg7+p7mMuJXVlZ445EaXHhjm5S6QIk27D3GjEXLyfT5SDv7kjaLmURgjcU8QzIu3PiPS4dcwK2mCIFupNNfibFNJpmIt7DkFE3uJegVwm0oFbty97htnEvdot+2LwN4vze75CiUTajt0i7nbvmVzsOUH+49YxK7A55uZul6bUs5TwGEioF/Y+IiJtbJiTu0Q6cAc8Yi55fdDPOmIucMNcpO3YLbxdWipGzMkP3OrtErTfAyPmROQy7hXIXSJFmPQaVQHIMRejaMwxDxTmmGvIxZ4T5D9u/XYDtl+0lGMuJeWYa8wrcK87IvIWG+bkLpFyc60O/ibw1e540T3PLwcCnmMesMiQEQJv957Jxe2A/Mf126UF5Pdgod4kQxFz9j4iIm3cK5DLRIowBTHHPPZXiJLpXhwwWDqRu7ILtR27Rdzt3jO52HOC/Me1HPOg7Ret5ZjLiTnmifOm5JhnX0IiChY2zMldIl1RD2SOeeyAL0bEXK8rOyPmviTwdu8ZkXoAEelxbVT2gO0XLeTmhxJvl6bUd9J+gvtSItLBvQK5S6QIUyBzzOsIUTTmmAcKc8w1BC1CSMHEHHNL7LiPefzF2AItL5eIcgMb5uQuka6oW4mYJ56AC3i1OxqNR8w9LgjAHPOgYZQnVS6Ozk/+w4i5NZZGZZfUOeaJfxkxJ6IMuFcgl/khwpSmbKpyi9D61SaJUDbmmAcMozwpcrHnBPmPaznmyZ/ndxZ6Gqi6sie8CPA+5kSUERvm5C6RrqhbipgnvCfgQbU+x9zjggCMmAcNozypcnE7IP9hxNwaRsyJyGXcK5C7RIowWcoxT+zKLkLrV60+DViEsjHHPFCYY64hF3tOkP8wx9wSKznmYI45EVnHhjm5S6Qr6llHzMX7+cQj5kK0nXQj5ka7soscMc/BBpmFEYoDT6T9GZEe1yPmAdkvWoyYp4zKzog5ERnEvQK5TOuenl7Ri5gbbJgLeLU7KtLtUXMixzyHGmSM8qTi7dLID5Tt0637mAfk92DhYqQkAbKcHClPupDLi5xEpIMNc3JX4hVirxvmyVetjVy9FnxU9vjFhpAISeaJ9aP3OO38AjfMgxYZMiR+1UfE7d4jSl3k0nZAvuNWGkrg9ovm93mSkRxz7kuJSAf3CuSuxBMDr6+qxz8/lKf+6+uu7LG/IREasYn1E6/b5NeNzm9mPjfkYhdmdr9MlYvbAfmP7FZDMEARc4sX4UMS6hvmyTnmclKOuQjHaSISCs+wyF2qA5HXEfP4wTGs/huEwd+8LUadhFLE6xbg4G9+xZNJDTk41gD5kMsR8yDsFy3eGlWCVo45B38jImPYMCd3qbqyixIxD6v/+jpiHh/8TYADfmIZQokNc0bMfYkR81RBy6mlYOLt0syzeGvUkOo+5hz8jYjM4V6BXCbg4G/JEfN0V/stXkV3i1BBTUknYh6owd+83obdxChPilzsOUH+41aENlB3q7DWO05SNcx1Bn9z7fZ1ROQ3bJiTu4SKmMcTskPqvwGImIsw9huA+joKhVJfMzqv2fncEKTIkFGM8qQK3GBXFEiMmJtn8VivHvwtKXLOiDkRZcC9ArnL9znmCQS+2i0JE9WMn5gwx9z3hOqOIYogRQgpuNz+7Qbg92A1xzwxYp4SOWeOORGlx4Y5uUuoiHlwc8zFi5gzx9z3GOVJlYvbAfkPI+bmWTzWh4zcLo37UiLSwb0CuSxAOeYCRg7rg5qClE3SiJgzx9ynGOVJkYs9J8h/mGNugcUc84T/mWNORGaxYU7uCkzEXMwDav2o7B4XJE4zYm60YS5yxDxIJ6AGKVEeUTYuAQQpQkjB5XrEPAD7RUbMicgD3CuQu4TMMU8+eBq4j7mgjRMlLiJM8ZJOUADmmPuVeBuXAHLwAg35kFvHrQDtF5ljTkQesNQwf/TRR1FaWooGDRqgT58++Pjjj9NO/9JLL+Goo45CgwYNcOyxx+KNN96wVFgKAFXE3OuGuV7EPF1XdrGvdMtKjrkgB/yscswF7sqei5FSwbd9T+TidkD+41ZvlyD9HmwZlZ0RcyIyJ8/sDPPnz8e4ceMwa9Ys9OnTB+Xl5Rg0aBDWrFmDVq1apUz/4Ycf4uKLL0ZZWRnOPvtsvPDCCzjvvPOwcuVKHHPMMbasRC5av7MKL366Gau37sHWyv3YVx2BDCA/LGF/TQR7qg9CAtCkMA8NC8LKa9FofaMzHJKyfr95owIc26EIAPDFj5X4dV9N2mXsra7BF3XvnXzvO9gTKjJdhsT1OhiRU9bb6Dr8XdqF4yRg46/V6IT6v2u2VmLopMWa67hl0/d4GUBtREaPhGnsrmer67hrXw0A4Kdf9+P2V77EVacehs4tGhvYohzCHPMAYZQnRS72nCD/YY65BdZyzH/ZW61EzNftrMK5kxbjLekA2kvAJU99hA2Fu3BK6HPcB+DbbXtwQd15BODs+Y6R9xOnKW5UgGYN81C5vxaV+2qVaZ043zFzXmlmHcyWIdO627mO6b7n/TUR7KuNoFF+2NF6TrddZWo/ZFuG+Pd88uEtvD9PFYwky+b2oH369MGJJ56IRx55BAAQjUZRUlKCG2+8EbfddlvK9MOGDUNVVRVef/115bXf/va36NGjB2bNmmXoM3fv3o2ioiJUVlaiWbNmZoobSC9+uhm3vfwFZPjr+Hdz3gL0lr7FSeFvAQCP1w5B99A6HB3aoEyzW24MGUCRVIVKuTEkAM2kKuX9r6OlAICjQxuU9wEo82SaP/4+ADSX9qKpdAA1chgFUgS1cgj5UhQ1chjb5ObYJLeCBBkl0g5lGeui7dEzvA4H5RA+jh4JAPhY7orygxfYXV22kABMv+A4/F+vEnc/eGlZLEr+3v1ApAZodCiw73+x99qdABxxRuz9aAQYMEF7/o0fABuWQzlB6nEJsGsz0Olk7XncsrQMWL0I2PYlkNcQ6NArduL2ywbgQGX9dA2KYl/A/rrXGhbHfrAHKusfA/XTtD0u9nzLF9rLSJw/2/fNfj4koGo7ULsfaHMs0KDY++/Ba0vLgK9fBXauidVTm+OAXRsBSKnfQ2LdatV9um0lzsp3LSWUJf6+DOCQ0vTbazafH19/vc/O9jPiZXdq+em+h4bFQFEHoHJz/TISn9tZj3Z8j/EyRw4Ce34CmnUADunszG93aRnw1SvA/74DGjQH2hyj/3uwsr0XdwR+3Vg/TYMioHknY59h5Xto1RXY/FHscaffxb6DDPX24qeb8fPCSeiI7Riatxw75Wb4LtoeJ4bWIF+K4h8H++Ok0FdoiBq0DO3GNrkIzx88HX1DXwt9HkHkJM/OU01wsx1qKmJeU1ODzz77DBMm1O+YQqEQBg4ciBUrVmjOs2LFCowbN0712qBBg7Bw4ULzpSWs31mF217+AkkXrnwhIodwUt63yvPr8v+VMk2RtF/zcVy8Ua/3fqb5tV4rkCIAgHwpqjwvkXaiBDtTpu0ZXgcAyJOiSllW1B6dMp0oZAC3vvwFTiw9BKVuXpEMhYGl99RHyg/srn/v55VAYRNg/XvAgDv059/wvvq1VS/E/nY+1f7ymhEKxxrlAHBwf2o546or9Z8nvwdoLyfTPFbft/L5cVvr1t3r78FroXCsUQ7ETuj1tgNA/V6m78nINNm+X7nJ2eUbec/qZ2Qqe7bLz/S8agdQu0/7udnPcPp7TH6++8fYPyd+u6FwrFEOAAd+Tf97sLK979qY+r7W+uvNb/b9eKMcADYuj/1NU2/rd1bh1gVfYHQ4hKH5sellWX3OMij0CZqH6gMFjeRq/Dl/AQCxzyOInOTZeaqgTCW47Ny5E5FIBK1bt1a93rp1a2zdulVznq1bt5qaHgCqq6uxe/du1T+KefHTzeLcCsukhyNDMaNW3CvCVi52zKi9AA9HhtpfGBvJMjD/083ufmi/8bFGtxy76IFobcKbUn2jvN/49PMnSzePW/qNB04Y7m0ZvCbC9+C1fuOBo//odSnIbYmNcK3nonPqt9tvPNDtPPuXK4oM9fZi3TH24chQvHQw1oA/VFKfuyY2ygGgaegAAH+cRxA5yZPzVEEJOfJEWVkZioqKlH8lJeJ2b3Dbj7/uh8nsA6E8HBmKg3LqZpdplbTeT3zNyvxxtXIYEVlCSNKfLipLiMrqCyLVcp4vDqYyYtuN6/qNVw/6ppCBcEHmk8N+49W56UbmcctZM3N34B6RvgevnV2eu9sB+U8o39nf7tn/z4XfgwTXx7kwsM/78df9SprcnQcvV84pquW8lHOexPMMv5xHEDnJs/NUAZnag7Zo0QLhcBjbtm1Tvb5t2za0adNGc542bdqYmh4AJkyYgMrKSuXf5s28ihLXoXlD30bMAeDG8CvIk1JHbM20SlrvJ75mZf64fCmCsCTjoBzSnS4kyQhJ6lZ7oXQQN4ZfSf/BApAQ225ct2x6LIdcaVzXVa4UjuWdL5ueef54xB0wNo9blv+/YIw8bIVI34PXPn7SJ9uBl8cMpz/bv8dD87Jc12its7/dT5524fcgw/XBFg3s8zo0b6h8O1eHX0dYklEt56FQOphyzpN4nuGX8wgiJ3l2niogUw3zgoIC9OzZE0uWLFFei0ajWLJkCfr27as5T9++fVXTA8Dbb7+tOz0AFBYWolmzZqp/FHNhrxLfRsxvDL+i5FOJSOuCgZYPIt2Ux3/OXyD8QVWSgGFuD6qxbHosx7zzqbHGdXEnAHLsrxyJvb70Hv2Tnfj8QKwLYbxbe7p53JJYtlwlwvfgNV9tB14eM5z+bJfXrUFR+ueOsmFdnfrt+ur3YEGGeruw7hgbP8+ZUXsBHjl4nmqajdGWqufxcwk/nEcQOcmT81RBmb5d2rhx4zBixAj06tULvXv3Rnl5OaqqqjBq1CgAwPDhw9G+fXuUlZUBAMaMGYN+/fphxowZOOuss/CPf/wDn376KZ588kl71yRHdG7RGPedfxxu9eGo7GEpig8jXZXnK6JHo2/oa89GZf9RbokSaYcykC8AbJZbooO0AxKgOSr719FS/Kn2TtwYfQV9Q18r6yUqCcB95x/n/oAa0UisMR2NAKWnxP5u+hDoeFL9aOzx1/XmLz0l1oBP7EK4/j39edwSL1uiXBiVvbhjaj3kMq3tgKOy168/R2X3/nuMl9mN366Z34MfRmVve1zs+LP+PfU66ujcojGmX3Acflq4QMkZvzlvAT6MdEUHaQd+lFviY7krhiK2vB/llvhEPgof1XZD39DXQp9HEDnJs/NUQZm+XRoAPPLII7j//vuxdetW9OjRAw899BD69OkDAOjfvz9KS0sxZ84cZfqXXnoJd955JzZs2IAjjjgC06dPx5lnnmn483i7tFQbdlZh/qebsabuPuZVdfcxLwiHsK/moOo+hI0K8pTX5IQRzkJ19xjM5v3mjQpwXN39Jj+vu9+k3Z+R/H7ietVGoinrnevruK82gqIG+Tj58Ba4+tTDuLMjIiJywYadVXjyvR+wfN1OW84V3DzfSZwmfi/v3ftrsavuXt5yVHbkfMfMOZeZdTBbhkzrbuc6pvue4+dxjfLDjtZzuu0qU/sh2zLEv2e/nKe62Q611DB3GxvmRERERERE5CY326EcTpaIiIiIiIjIQ2yYExEREREREXnI9OBvXoj3tt+9e7fHJSEiIiIiIqJcEG9/upH97YuG+Z49ewAAJSUcSp+IiIiIiIjcs2fPHhQVOXuLTF8M/haNRvHzzz+jadOmkCQp8wxE5Jrdu3ejpKQEmzdv5uCMREQ24H6ViMheVversixjz549aNeuHUIhZ7PAfRExD4VC6NChg9fFIKI0mjVrxhNIIiIbcb9KRGQvK/tVpyPlcRz8jYiIiIiIiMhDbJgTEREREREReYgNcyLKSmFhISZPnozCwkKvi0JEFAjcrxIR2csP+1VfDP5GREREREREFFSMmBMRERERERF5iA1zIiIiIiIiIg+xYU5ERERERETkITbMiYiIiIiIiDzEhjkRERERERGRh9gwJyIiIiIiIvIQG+ZEREREREREHmLDnIiIiIiIiMhDbJgTEREREREReYgNcyIiIiIiIiIPsWFORERERERE5CE2zImIiIiIiIg8xIY5ERERERERkYfYMCciIuHMmTMHkiTh008/9boowurfvz/69+/vaRkkScJdd93laRmsEqH+iIiI4tgwJyIiyjEvvPACysvLPfv8n3/+GXfddRdWrVrl6Od88803uOuuu7BhwwZHP4eIiChbbJgTERH50FtvvYW33nrL0rwiNMynTJniSsN8ypQpmg3zbOqPiIjIbnleF4CIiIjMKygo8LoIvsb6IyIikTBiTkRErvvpp59wxRVXoF27digsLETnzp1x3XXXoaamRjVddXU1xo0bh5YtW6Jx48b44x//iB07dqim+ec//4mzzjpLWVaXLl0wdepURCIR1XT9+/fHMcccg2+++QYDBgxAo0aN0L59e0yfPj2lfBs3bsQ555yDxo0bo1WrVhg7dizefPNNSJKEiooK1bT/+c9/MHjwYBQVFaFRo0bo168fPvjgA9U0d911FyRJwurVq3HhhReiWbNmOPTQQzFmzBgcOHBANe3BgwcxdepUdOnSBYWFhSgtLcXtt9+O6urqlPVJzJGuqKiAJEl48cUXcc8996BDhw5o0KABfv/732PdunWq+RYtWoSNGzdCkiRIkoTS0lLN7ynxexg7dixatmyJpk2b4pxzzsGPP/6oOe1PP/2Eyy+/HK1bt0ZhYSGOPvpozJ49W1XOE088EQAwatQopQxz5swxVafxz9LbjubMmYP/+7//AwAMGDBA+Zz496eVY759+3ZcccUVaN26NRo0aIDu3btj7ty5qmk2bNgASZLwwAMP4Mknn1S+pxNPPBGffPJJ2nokIiLSw4g5ERG56ueff0bv3r2xa9cuXH311TjqqKPw008/YcGCBdi3b58qknnjjTeiefPmmDx5MjZs2IDy8nKMHj0a8+fPV6aZM2cOmjRpgnHjxqFJkyZ49913MWnSJOzevRv333+/6rN//fVXDB48GEOHDsWFF16IBQsW4NZbb8Wxxx6LP/zhDwCAqqoqnHbaadiyZQvGjBmDNm3a4IUXXsDSpUtT1uXdd9/FH/7wB/Ts2ROTJ09GKBTCs88+i9NOOw3vv/8+evfurZr+wgsvRGlpKcrKyvDRRx/hoYcewq+//ornnntOmebKK6/E3LlzccEFF+DPf/4z/vOf/6CsrAzffvstXn311Yz1e++99yIUCuGWW25BZWUlpk+fjj/96U/4z3/+AwC44447UFlZiR9//BH/7//9PwBAkyZN0i7zyiuvxPPPP49LLrkEJ510Et59912cddZZKdNt27YNv/3tbyFJEkaPHo2WLVvi3//+N6644grs3r0bN998M7p27Yq7774bkyZNwtVXX41TTjkFAHDSSSeZqtNM29Gpp56Km266CQ899BBuv/12dO3aFQCUv8n279+P/v37Y926dRg9ejQ6d+6Ml156CSNHjsSuXbswZswY1fQvvPAC9uzZg2uuuQaSJGH69OkYOnQofvjhB+Tn52f8noiIiFRkIiIiFw0fPlwOhULyJ598kvJeNBqVZVmWn332WRmAPHDgQOU1WZblsWPHyuFwWN61a5fy2r59+1KWc80118iNGjWSDxw4oLzWr18/GYD83HPPKa9VV1fLbdq0kc8//3zltRkzZsgA5IULFyqv7d+/Xz7qqKNkAPLSpUuVsh5xxBHyoEGDVGXct2+f3LlzZ/n0009XXps8ebIMQD7nnHNU5bz++utlAPLnn38uy7Isr1q1SgYgX3nllarpbrnlFhmA/O6776rWp1+/fsrzpUuXygDkrl27ytXV1crrDz74oAxA/vLLL5XXzjrrLLlTp04p9aYlXqbrr79e9foll1wiA5AnT56svHbFFVfIbdu2lXfu3Kma9qKLLpKLioqU7+qTTz6RAcjPPvusajozdWpkO3rppZdU31mi5PorLy+XAcjPP/+88lpNTY3ct29fuUmTJvLu3btlWZbl9evXywDkQw89VP7ll1+Uaf/5z3/KAOR//etfKZ9FRESUCbuyExGRa6LRKBYuXIghQ4agV69eKe9LkqR6fvXVV6teO+WUUxCJRLBx40bltYYNGyqP9+zZg507d+KUU07Bvn37sHr1atXymjRpgksvvVR5XlBQgN69e+OHH35QXlu8eDHat2+Pc845R3mtQYMGuOqqq1TLWrVqFdauXYtLLrkE//vf/7Bz507s3LkTVVVV+P3vf4/33nsP0WhUNc8NN9ygen7jjTcCAN544w3V33Hjxqmm+/Of/wwAWLRoETIZNWqUqtdBPCKduI5mxMt00003qV6/+eabVc9lWcbLL7+MIUOGQJZlpT527tyJQYMGobKyEitXrkz7WUbr1Ox2ZHQ927Rpg4svvlh5LT8/HzfddBP27t2LZcuWqaYfNmwYmjdvrjzPtp6JiCi3sSs7ERG5ZseOHdi9ezeOOeYYQ9N37NhR9TzeEPr111+V177++mvceeedePfdd7F7927V9JWVlarnHTp0SGm0NW/eHF988YXyfOPGjejSpUvKdIcffrjq+dq1awEAI0aM0C1/ZWWlqvF2xBFHqN7v0qULQqGQMmr4xo0bEQqFUj6rTZs2KC4uVl2Q0GOkzsyIl6lLly6q14888kjV8x07dmDXrl148skn8eSTT2oua/v27Wk/y2id1tTUmNqOjNi4cSOOOOIIhELqmEW863ty3dtdz0RElNvYMCciImGFw2HN12VZBgDs2rUL/fr1Q7NmzXD33XejS5cuaNCgAVauXIlbb701JWKdaXlmxJd9//33o0ePHprTZMrd1ovsWon4xtm5jmbE6+PSSy/VbVgfd9xxhpaRqU5/+eUX6wW1iVf1TEREwcSGORERuaZly5Zo1qwZvvrqK1uWV1FRgf/973945ZVXcOqppyqvr1+/3vIyO3XqhG+++QayLKsayIkjmwNQIsjNmjXDwIEDDS177dq16Ny5s2qZ0WhUGRW9U6dOiEajWLt2rWqQsm3btmHXrl3o1KmT1dVSMdPwj5fp+++/V0XJ16xZo5ouPmJ7JBLJWB96n2+0To1uR2bX84svvkA0GlVFzePpEHbVPRERkRbmmBMRkWtCoRDOO+88/Otf/8Knn36a8r7ZaGM8apk4X01NDR577DHLZRw0aBB++uknvPbaa8prBw4cwFNPPaWarmfPnujSpQseeOAB7N27N2U5ybd1A4BHH31U9fzhhx8GAGVE+DPPPBMAUF5erppu5syZAKA5EroVjRs3Tunmrydetoceekj1enIZw+Ewzj//fLz88suaDebE+mjcuDGAWI+HREbr1Oh2pPc5Ws4880xs3bpVNeL/wYMH8fDDD6NJkybo169fxmUQERFZxYg5ERG5atq0aXjrrbfQr18/XH311ejatSu2bNmCl156CcuXL0dxcbHhZZ100klo3rw5RowYgZtuugmSJOFvf/tbVt2Jr7nmGjzyyCO4+OKLMWbMGLRt2xbz5s1DgwYNANRHYUOhEJ5++mn84Q9/wNFHH41Ro0ahffv2+Omnn7B06VI0a9YM//rXv1TLXr9+Pc455xwMHjwYK1asUG5B1r17dwBA9+7dMWLECDz55JNKN/2PP/4Yc+fOxXnnnYcBAwZYXq9EPXv2xPz58zFu3DiceOKJaNKkCYYMGaI5bY8ePXDxxRfjscceQ2VlJU466SQsWbIkpQcBELtV29KlS9GnTx9cddVV6NatG3755ResXLkS77zzjtIFvUuXLiguLsasWbPQtGlTNG7cGH369EHnzp0N16mR7ahHjx4Ih8O47777UFlZicLCQpx22mlo1apVStmvvvpqPPHEExg5ciQ+++wzlJaWYsGCBfjggw9QXl6Opk2b2lL3REREmjwaDZ6IiHLYxo0b5eHDh8stW7aUCwsL5cMOO0y+4YYblNt8xW+XlnwrrPgtwRJvf/XBBx/Iv/3tb+WGDRvK7dq1k8ePHy+/+eabKdP169dPPvroo1PKMmLEiJRbh/3www/yWWedJTds2FBu2bKl/Oc//1l++eWXZQDyRx99pJr2v//9rzx06FD50EMPlQsLC+VOnTrJF154obxkyRJlmvjt0r755hv5ggsukJs2bSo3b95cHj16tLx//37V8mpra+UpU6bInTt3lvPz8+WSkhJ5woQJqlu/xddH63ZpL730kmq6+O29Em9NtnfvXvmSSy6Ri4uLZQAZb522f/9++aabbpIPPfRQuXHjxvKQIUPkzZs3p9wuTZZledu2bfINN9wgl5SUyPn5+XKbNm3k3//+9/KTTz6pmu6f//yn3K1bNzkvLy+lfEbqVJYzb0eyLMtPPfWUfNhhh8nhcFi1TSTXX7zso0aNklu0aCEXFBTIxx57bMot3eL1ef/996fUk1Z9EBERGSHJMkcpISIiyqS8vBxjx47Fjz/+iPbt25ua96677sKUKVOwY8cOtGjRwqESEhERkV8xx5yIiCjJ/v37Vc8PHDiAJ554AkcccYTpRjkRERFRJswxJyIiSjJ06FB07NgRPXr0QGVlJZ5//nmsXr0a8+bN87poREREFEBsmBMRESUZNGgQnn76acybNw+RSATdunXDP/7xDwwbNszrohEREVEAMceciIiIiIiIyEPMMSciIiIiIiLyEBvmRERERERERB7yRY55NBrFzz//jKZNm0KSJK+LQ0RERERERAEnyzL27NmDdu3aIRRyNqbti4b5zz//jJKSEq+LQURERERERDlm8+bN6NChg6Of4YuGedOmTQHEKqRZs2Yel4aIiIiIiIiCbvfu3SgpKVHao07yRcM83n29WbNmbJgTERERERGRa9xIp+bgb0REREREREQeYsOciIiIiIiIyEOmG+bvvfcehgwZgnbt2kGSJCxcuDDjPBUVFTjhhBNQWFiIww8/HHPmzLFQVCIiIiIiIqLgMZ1jXlVVhe7du+Pyyy/H0KFDM06/fv16nHXWWbj22msxb948LFmyBFdeeSXatm2LQYMGWSo0Eelbv7MKL366GT/+uh8dmjfEhb1K0LlFY6+L5RnWBxGRvbhf1cZ6yU2RSAS1tbVeF4Msys/PRzgc9roYAABJlmXZ8syShFdffRXnnXee7jS33norFi1ahK+++kp57aKLLsKuXbuwePFiQ5+ze/duFBUVobKyUszB35aWAaEw0G98/WvLpgPRCDBggnflEo1I9RQvSzQCbPwg9pokAR1Pir2+/r3Ya51OVpdNpHXQ8OKnm3Hby19AkiTIsqz8ve/84/B/vVy85eDSsvp67XxqrL7mnA3s2gQUd6yvV726S/x+4vUdnzb+uoH6dqQ+BN8GHJGL65wJ64T8wuZtVWu/elPoJfy+Wzscc8k9tnyG5yzU2YufbsaWhZPQO7QaK6LdEJZkRGQJZ3Rrg2NqPo8d90Jh4IcK4LD+3HcEgCzL2Lp1K3bt2uV1UShLxcXFaNOmjeYAb262Qx0flX3FihUYOHCg6rVBgwbh5ptvdvqj3RMKA0vvASp/AnpcEtvpVkwDBtzhdcnEEq+ng9VA3xuAT56OPfeinuJlKT0V2PB+/es71wJ7ttQ/73yq9nwirEOS9TurcNvLXyAqA4hfb6v7e+vLX+DE0kNQ6taV+1C4vl43vA+sfgPY8t/Y810bgdLfxU5E9OouXs+dTo418Ne/D2x4L/Z9rH/PUH07Vh/xslXvBU67E/igXJhtwDHxdZajwPGXAavmBX+dM1G2g93AwCnA+zNYJySm+LZ6oBI4fSrw/gOWt1W9/epBKYRjvnsElf88iKIh0/z/e4jXWaQG6HMd8OkzadcnXi83hELoG/oGfUPf4ItIZxyXtx74rm4iSYodvzqfGltWTRXQ71ZgxSP+rqscFm+Ut2rVCo0aNXJl1G6ylyzL2LdvH7Zv3w4AaNu2raflcbxhvnXrVrRu3Vr1WuvWrbF7927s378fDRs2TJmnuroa1dXVyvPdu3c7Xczs9BsPHDwQOxCtnBN7bcAd6quhVF8fS++JnRgA3tVTYlkSJTbKtcom0jokefHTzbGDgkYnGEmSMP/Tzbh18FHuFCa5fuON8rhl98UaeXp1lzz/hroeDPFGuYH6dqw++o0HDuwGPnwQWPFQbPmCbAOOSfw+Kspij4O+zpn0Gx/bX3z4MLDi0fTbM5GX+o0H/vd9rAH40eOAHLG8rertVx+ODEW70C+4+L+zgFVP+v/3kLjPe+/+2OM06xOvl4cjQ1Es7cUVeYtxXHi98r4MQEo8fi25O3bO+MGDsXf9XFc5KhKJKI3yQw891OviUBbibdHt27ejVatWnnZrF3JU9rKyMhQVFSn/Skpc7IJr1e/G1T8OF3AHqyexXsL53tZTv/GApPMTSPcdirQOCX78dT/0MlNkWcaPv+53t0Ca9VJ3NVmOZv6daL2X3LUwDUfr48g/xBeUO7/3fuOhfH+hvNxY50w6nRz7a2R7JvJSux6xv3Ikq2013X71k+iRdZ8RkN9DYvlD6Y/1ifWyLNpd9Z4s1+05E5dx7IXxd4NRVzkonlPeqFEjj0tCdoh/j16PFeB4w7xNmzbYtm2b6rVt27ahWbNmmtFyAJgwYQIqKyuVf5s3b3a6mNn7oLz+caQm1k2XUiXWS6TW23paNj12AqEl3XdYcV/CdB6vQ4IOzRvqdqOSJAkdmmv/3hyjWS/xEzop8+9E671oxHB9O1ofn79Q/zhXfu/LpkP5/qIHc2OdM/nmtboHBrZnIi+teyf2Vwplta2m26+eEfq07lFAfg+J5Y+mP9Yn1su5oQ9U7ynVlbiMT5+pnyAIdZXD2H09GET5Hh1vmPft2xdLlixRvfb222+jb9++uvMUFhaiWbNmqn9CWza9vqsTAJxyS6z7E3e0avGc4ri+o72rp3hZGqXpfqRVtmXTY+MHxPW9UZjv+sJeJWkjxMPcHPwt+bsubKp+v3mnWNc9vbpLnj+/rhF96BGG69ux+lg2Hfjv87HHxRnWIyji30fzzrHnR54Z/HXOZNl04Nt/xh53/G1ubAfkT8um1zfMjzorq21Vb796Y/gVDA5/EntS+jv//x7i+7xQXcbniVelXZ94vdwYfgXn5y3XXmbb42LLmDsE+PjJ2GsFTf1fV0RkG9MN871792LVqlVYtWoVgNjt0FatWoVNmzYBiEW7hw8frkx/7bXX4ocffsD48eOxevVqPPbYY3jxxRcxduxYe9ZABNEIcOqt9c9Pvim2o41GvCuTiKIRoP/t9c/7XOtdPUXrcuwaHhJ7fsjhQNsesccNioHSU2L/kssWjQD9E0ZN/a2H65Ckc4vGuO/84xBKuOgXDkkIScB95x/n3sBvQKw+Sk+pTxVofUzsb/wkR5ZjXff06i7+/cQ1ax/7e0hnw/WtVR8hCdnXRzQSG+QxtiLp1yMo4t9H89LY8yPOCP46ZxKNAF3PiT3OtD0TeSkaAbr8PvY4y21Vb7+aJ0XxY5vT6l/0++8hvs+T6nJNe45Iuz7xeglLUXwbrb/oe1AOoSav7sJ0q6Prl3HilXVTcN9BRPVM3y6toqICAwYMSHl9xIgRmDNnDkaOHIkNGzagoqJCNc/YsWPxzTffoEOHDpg4cSJGjhxp+DOFv10aABysAf7aMvb41o1Aw2JPiyOsyEFgal2UeswXscipl/5+MbDmDWDIQ0CrbsAzA2NR0Ju/0J8nUgtMbRF7fPOXsdt/CWT52h249JmPAQDX9e+CYb1K3G2UJ7qnLVC7D+j0O2Dj8ljE9df1sUb7yNfTzyvLwJTi2OP4fGc+APS+ylQRNuyswrAnV2Db7mqcdlQrTDq7W/b18f1S4G/nAUUlwNivMk4eGHPPAdYvA86aCZx4hdel8d6qF4CF1wEdegNXvu11aYj0ffAg8PYk4MizgItfyDx9Bht2VuH0/7cMtREZF/TsgNEDDkfpppeB126Mjb0w6g0bCi2Au1vEuqBfvaw+Tz+N6YtXY817L+KZghkAADmUB6lJG2D3j8Dw14DD+sUm3PIF8MQpQH4j4I4taZZIojpw4ADWr1+Pzp07o0GDBl4Xx7BMXbYnT56Mu+66y53CCCTd9yn07dL69++v2z0UAObMmaM5z3//+9/UiYMkcRAxvbxlQn2OcfJjj8S3ZUlKSATLUK7E7d/cdS1XtG9ePxDJ+EFHeps3E6+fUN3vQzYREVDVs/VIQmmLxmhX3BDbdlfjzGPb2nSRQn37tdwhJ/3NcTLrg3zC5m21tEVjFIRDqI1EMKJvaWy/ujGI+8X4Ohk7Bh3SuACJR1xJlqG93wxiXZFV63dW4cVPN+PHX/ejQ/OGuLBXCTo7FFDZsqX+QtD8+fMxadIkrFmzRnmtSZMmymNZlhGJRJCX5/hNvKiOkKOy+1Ji44c7Wn2JFy1EuIARL4MUqv8OM31/oq1DkmhC+aNeb4pK/dZ1B4xG1a8bmdfsfBri9RC167cpZ1ce35J5MqmSq9sB+Y8D22rKfjWIv4f4ukSNrVNUlhFC0jmCVr0Esa7Ikhc/3Yzfz6jAk+/9gEVf/Iwn3/sBv59RgZc+dWbg6zZt2ij/ioqKIEmS8nz16tVo2rQp/v3vf6Nnz54oLCzE8uXLMXLkSJx33nmq5dx8883o37+/8jwajaKsrAydO3dGw4YN0b17dyxYsMCRdQgyXgKxi+q2Wzxp1SVatFk5KEqov5VXpnIJFvVPklj8qCwjDC9HmoxHzOsa5vGog6HvXiNibnWbUU4crc2euryUB7mBDfMkrA/yC/u3VblumfW7w6jyTmAo+zxjEXPl1mj1r2jvN9nbJpBkWcb+WuM9/Db8rwq3vfxF7CJX0nZy68tf4Jj2zdDpUGOR84b5Ydt6SN5222144IEHcNhhh6F58+aG5ikrK8Pzzz+PWbNm4YgjjsB7772HSy+9FC1btkS/fv1sKVcuYMPcLqqIOa+A6lJdMRbhgBTvyh6qv7iS6fsTbh3UElNNPC9eSsT8oPp1I/OanU8DI+Y2ydX11sP6IL9wI2KuNP4D8ntI7IYePwZlEJUBKbmxrXVhObmXAQXC/toIuk1605ZlRWXgDw/qjPCv4Zu7B6FRgT3Nurvvvhunn3664emrq6sxbdo0vPPOO8pdtw477DAsX74cTzzxBBvmJrBhbisJqqujlEq0buBKwzEhx9xUw1yAdUiS2H3dtoaoVfH6iUfM46POmm6Ym5hPQ7webOvan6sNslxdbz2sD/ILBxqC8YvAcnJEOCi/B1X3M2NR0JSu7Inzsis7+USvXr1MTb9u3Trs27cvpTFfU1OD448/3s6iBR4b5naSpNiOnDvaNATrBi5rRMx9PvibLEK9xiXWL5DQHdBAGTUHf7O2bvU92W3uyy7g9+8sdr9UYXdU8gsHttWUHtqBS3WxNgBpSmdizeNX0OqKgFh38m/uHmR4+plvf4dnl29ARGM7CEsSRv2uFONO/43hz7ZL48bq7vOhUChl4O/a2lrl8d69ewEAixYtQvv27VXTFRYW2lauXMCGuZ2kUF2jnDtaXaJFm1WDv1npyi7AOiRJHKPG84i5kmNet6vxbPA3RsxtkavrrUepD69/Z0QZONKVPWm/GrT9g9YxKINoVCtinmbwN54vBookSaa6k/+pTyfMXr5e8z0ZMi7t08m27unZaNmyJb76Sn1r2FWrViE/Px8A0K1bNxQWFmLTpk3stp4ljspuK4NdoXOZcNHmxDIEZPC3hDJ5WsWJH+714G9aZbJlOeJ9/44KXETMJqwPEp4Tg7/FF5m8PwzI78HCLTtlpImY653/cP+Rszq3aIz7zj8OIQkIhyTV3/vOP86m27tm77TTTsOnn36K5557DmvXrsXkyZNVDfWmTZvilltuwdixYzF37lx8//33WLlyJR5++GHMnTvXw5L7j/eXYYJEibhyJ6tLtGizVlf2jBHzxAOqAOuQJHlUdu8KklA3EnPMAyFX11sP64P8woFtNX54yY2IufEcc8lMjnn8sWRfN2Tyl//rVYITSw/B/IT7mA/rVSJMoxwABg0ahIkTJ2L8+PE4cOAALr/8cgwfPhxffvmlMs3UqVPRsmVLlJWV4YcffkBxcTFOOOEE3H777R6W3H/YMLeT0cHDqI4AFzCUhnnC4G9+zzFPLJ53xUgfMfcqx9y270tW/ckdAYuIZStXe06Q/9h8rFLd/SM5Gh+Yn4OFiLlsMsc8PhPltNIWjXHr4KNc/9yRI0di5MiRyvP+/fvrnidNmTIFU6ZM0V2WJEkYM2YMxowZY3cxcwq7stvJ6OBhuUy4iHkAc8wTT5i8LB4j5sGTq+uth/VBfmHzthrValcG7fdgIWIumx2VPfkxEeU0NsxtxYh5RsJFm+NlkFD//Rmdx9DErlOXztMk8/qHoaSLVqaLlV0kxva4Zq5GSpljnoT1QX5h77aqipgrDwO2X7Qrx1yr7mWxzyOIyBtsmNuJOeaZiXaVWBUxD8p9zOWExx4WRCtirvWekfnNzKe1KLu7sgctMmQUG+ZqubodkP84GDFXjjlB+z1YGZVdlhGSdKZlxJyIMmDD3E6S0VG9c5lgV4mDnmPu6eBvGjnm9W+am9/MfJqLkvUXmQ0Bv39nBSwilq1c7TlB/mPztqq6+0fyZwRmv2gtx9zQ8phjTkQa2DC3k9GGXS5TXSUWoJ6yzjEXYB2SyIyYp4jXg22j1ActMmRUrq63HtYH+YXN26rm3T+C9nuwNCo7ENI7B9S7o0tQ6ouIssaGuZ2MNuxymXDRZq0c80zlEizqn0TMHPPkhrmRcmlMY3GbidcDc8yzFLiIWLZYH+QztuWYJz5JfhCQ34OlHHMZkqGGuXouIiKADXObsSt7RqJdJQ7iqOwJYXJPN0VVxDyk/56R+c3MpyGeHsiIeZZydb31KPXBfT4JzvYcczn1cXLk3O9U3QKMd2XXj5gzx5yI0mPD3E6MmBsgWLQ5iDnmiY89bZiLk2OedpHWlmT3An0iYBGxbOVqzwnyH9tzzLUWHbT9opUc8zQRc+aYE1EGbJjbiTnmmYl2lViJmEvBiZhrRTK8IFSOeXzwN0bMs5Kr660naBFCCi5XIuYB2z9YGpUdabqyM2JOROmxYW4nRswz0xv8xCtKeYKTY55YJE8b5om8zjG3O5CTq5HSwEXEssX6IL+wd1vVTJdWjukB+T1YyTFP2zBnlJxyy8iRI3Heeecpz/v374+bb77Z9XJUVFRAkiTs2rXL9c82iw1zWzHHPCPhRjSPd2U3k2Mu2MWFJFFRjv0CRsxtG6VeuO3YJUGLiGWL9UF+YfN4CIm9j+TkC5VB2SdaGpVdZo45CW/kyJGQJAmSJKGgoACHH3447r77bhw8eNDRz33llVcwdepUQ9P6qTFtpzyvCxAojJibI0I9qbqyByXHXJTB3xI+PHnwN7fvY678ta1lnvBQTth2gi5HewroydWeE+Q/dueYax0GAzcYovmIOZAmYs4ccxLI4MGD8eyzz6K6uhpvvPEGbrjhBuTn52PChAmq6WpqalBQUGDLZx5yyCG2LCfIGDG3U/zkXIQGp6hUdSPAwUgZ/C2kbjymO1AKfqVbFTH3so6VupE0RmU30jDXiphb7cruZMRcvG3AMYwQq7E+yC8czTGPf0bAxlxQRcyNRRIZMSfTlpYBy6arX1s2Pfa6gwoLC9GmTRt06tQJ1113HQYOHIjXXntN6X5+zz33oF27djjyyCMBAJs3b8aFF16I4uJiHHLIITj33HOxYcMGZXmRSATjxo1DcXExDj30UIwfPz5lXJ/kruzV1dW49dZbUVJSgsLCQhx++OF45plnsGHDBgwYMAAA0Lx5c0iShJEjRwIAotEoysrK0LlzZzRs2BDdu3fHggULVJ/zxhtv4De/+Q0aNmyIAQMGqMopOjbM7aQ0PgRocIpKtINRYuMRksbr6ebJMJ1HNE+YvKDqjaDzXtr5tXLMrXZljy/S5sHfkh8HHXPM1dgwJ7+wvWGe+JiDvymTyTIk6EzLhnnwyTJQU2XunxwBlt4DvPvX2PN3/xp7LkdMLie743LDhg1RU1MDAFiyZAnWrFmDt99+G6+//jpqa2sxaNAgNG3aFO+//z4++OADNGnSBIMHD1bmmTFjBubMmYPZs2dj+fLl+OWXX/Dqq6+m/czhw4fj73//Ox566CF8++23eOKJJ9CkSROUlJTg5ZdfBgCsWbMGW7ZswYMPPggAKCsrw3PPPYdZs2bh66+/xtixY3HppZdi2bJlAGIXEIYOHYohQ4Zg1apVuPLKK3HbbbdlVTduYld2WzHHPCPhuoEnRswTG+bpyuafwd9sa4haotMbATD43ds5+Ft8VHZLs2coh4DbgFPYME/C+iC/sHnwt8SUqZRHAfk9WB78zcjycvQYEnS1+4Bp7azN+979sX96zzO5/WegoLHpj5VlGUuWLMGbb76JG2+8ETt27EDjxo3x9NNPK13Yn3/+eUSjUTz99NOQ6s6Vn332WRQXF6OiogJnnHEGysvLMWHCBAwdOhQAMGvWLLz55pu6n/vdd9/hxRdfxNtvv42BAwcCAA477DDl/Xi391atWqG4uBhALMI+bdo0vPPOO+jbt68yz/Lly/HEE0+gX79+ePzxx9GlSxfMmDEDAHDkkUfiyy+/xH333We6brzAhrmdJDbMMxJt0CwlqpvclZ0R86zp1W3ie0bmNzufhng92DZKveADADomaBGxbLE+yC9s3lZlrQvAQfs9WBr8DQgxYk4+8Prrr6NJkyaora1FNBrFJZdcgrvuugs33HADjj32WFVe+eeff45169ahadOmqmUcOHAA33//PSorK7Flyxb06dNHeS8vLw+9evXSDRCtWrUK4XAY/fr1M1zmdevWYd++fTj99NNVr9fU1OD4448HAHz77beqcgBQGvF+wIa5nZhjboBgV4mVHHMpaQCvdDnmWveJEYd6H+hljnn8s5PSBGJvmpjf5Hyai5KzmFtziYkLt22p4gtYRCxbHPyN/EJOeZDd4jQHfwtaDxIrg7/J+hFz3VmCUl+E/EaxyLVZy/9fLDoeLgAiNcCpfwF+N9b8Z5swYMAAPP744ygoKEC7du2Ql1ffJGzcWB1537t3L3r27Il58+alLKdly5bmylmnYcOGpufZu3cvAGDRokVo37696r3CwkJL5RANG+Z2Yo55ZqJdJWbE3DkCRczjVWJfxFzsbcAxQYuIZStwo1BTYDk6+FtSgzwo+4fE37XRiHkUHPwtl0mS+e7ky6bHGuUD7gD6ja8b+O2eWCO933hnyolY4/vwww83NO0JJ5yA+fPno1WrVmjWrJnmNG3btsV//vMfnHrqqQCAgwcP4rPPPsMJJ5ygOf2xxx6LaDSKZcuWKV3ZE8Uj9pFI/W+vW7duKCwsxKZNm3Qj7V27dsVrr72meu2jjz7KvJKC4OBvtmLEPCNRc8xTBn/zb465qnSeFk+vNwLczzFPs0hrCxR7G3BM4CJi2WJ9kF/YnWOe8DhlBxuQ34OVHHPI+rdLY445aYlG6hvlQOzvgDsMXwxyw5/+9Ce0aNEC5557Lt5//32sX78eFRUVuOmmm/Djjz8CAMaMGYN7770XCxcuxOrVq3H99denvQd5aWkpRowYgcsvvxwLFy5Ulvniiy8CADp16gRJkvD6669jx44d2Lt3L5o2bYpbbrkFY8eOxdy5c/H9999j5cqVePjhhzF37lwAwLXXXou1a9fiL3/5C9asWYMXXngBc+bMcbqKbGOpYf7oo4+itLQUDRo0QJ8+ffDxxx+nnb68vBxHHnkkGjZsiJKSEowdOxYHDhywVGChKfcx505Wl2hXiQMYMZe1IhmeFESciHm8HhgxzxIj5mpBixBScNkdMY9qHGeCtn+wNCp7mvuYM2JOWgZMSI2M9xsfe10QjRo1wnvvvYeOHTti6NCh6Nq1K6644gocOHBAiaD/+c9/xmWXXYYRI0agb9++aNq0Kf74xz+mXe7jjz+OCy64ANdffz2OOuooXHXVVaiqqgIAtG/fHlOmTMFtt92G1q1bY/To0QCAqVOnYuLEiSgrK0PXrl0xePBgLFq0CJ07dwYAdOzYES+//DIWLlyI7t27Y9asWZg2bZqDtWMv013Z58+fj3HjxmHWrFno06cPysvLMWjQIKxZswatWrVKmf6FF17AbbfdhtmzZ+Okk07Cd999h5EjR0KSJMycOdOWlRAGc8wNEOwqsSpgbiXHXIB1SCJM8YTKMU+zSGtLTF14TghYRCxbzDEnv3BwW60PmMtJL/id1VHZ9SpA5/wnp44hJIJ0EWS999q0aaNEpbXk5eWhvLwc5eXlutNUVFSonjdo0AAzZ87UbQ9OnDgREydOVL0mSRLGjBmDMWPG6H7O2WefjbPPPlv12qhRo3SnF4npiPnMmTNx1VVXYdSoUejWrRtmzZqFRo0aYfbs2ZrTf/jhhzj55JNxySWXoLS0FGeccQYuvvjijFF2X2KOeWaiXSW2FDEXe0RuzfvLekEZWE+kiLml2dOXQ8BtwDFBi4hli/VBfmHzeAiJxxaOyp4wiyxbyDHnOSMRxZhqmNfU1OCzzz5TJemHQiEMHDgQK1as0JznpJNOwmeffaY0xH/44Qe88cYbOPPMM3U/p7q6Grt371b98wWlK3tADkpOECcBuk4Qc8xFKVO8YQ6NHHMT86teyi7H3La6EWLb9QBzzJOwPsgvbM4x1wz4BqwHiaUc83Rd2ZljTkTpmerKvnPnTkQiEbRu3Vr1euvWrbF69WrNeS655BLs3LkTv/vd7yDLMg4ePIhrr70Wt99+u+7nlJWVYcqUKWaKJgjexzwj0SKNAcwxFydi7kSOudWu7HI2s2ssUOxtwDHMqVYLWoSQgsvRUdmd+QzPWbqPuYyQxBxzIrLG8VHZKyoqMG3aNDz22GNYuXIlXnnlFSxatAhTp07VnWfChAmorKxU/m3evNnpYtqDEXMDBOsGrjQeNUYO151H7NwwWeuEyZuC1D3QqlcjOeaGXzRcFNm+lnnqwnNCwCJi2WKOOfmFzduqOt6b3JU9KL8Haznm+nXMHHMiSs9UxLxFixYIh8PYtm2b6vVt27ahTZs2mvNMnDgRl112Ga688koAsfvWVVVV4eqrr8Ydd9yBUCj12kBhYaE/bxSvtD+4k9WlaowLUE96edA+jpirrxsELWLOHHNPBe7EO0tBixBScNm8rWpeAA5ajxpLo7JbyTEPSH0RUdZMRcwLCgrQs2dPLFmyRHktGo1iyZIl6Nu3r+Y8+/btS2l8h8NhAB43GpzA26VlJlq0WTkgJkXMA5Jj7mnEXMD7mNuXY677JNiYY56E9UF+4VyOeWqDPCC/B+aYkwFRgxdtSGyifI+mb5c2btw4jBgxAr169ULv3r1RXl6OqqoqZRj64cOHo3379igrKwMADBkyBDNnzsTxxx+PPn36YN26dZg4cSKGDBmiNNCDgznmGQk3EmlCxDz2IPaa4Yi5COugpt63MGIO1H9NjJhniRFitaA1RCi4bI5mq8cyUT7E1s/wnO2jsuuk8gWlvnJMQUEBQqEQfv75Z7Rs2RIFBQWQjKZEkjBkWUZNTQ127NiBUCiEgoICT8tjumE+bNgw7NixA5MmTcLWrVvRo0cPLF68WBkQbtOmTaoI+Z133glJknDnnXfip59+QsuWLTFkyBDcc8899q2FKJhjboDAOebxv7KMtCfaokX9kySWSJwcc+/uY57YM4f3Mc8Wc6pVkvcFPCkjUdmeY564X02Kxgdmn2gtx9zYfcyTZiLfCYVC6Ny5M7Zs2YKff/7Z6+JQlho1aoSOHTtqpli7yXTDHABGjx6N0aNHa76XfPP4vLw8TJ48GZMnT7byUf6inJRxJ6tL5Bzz+F856usc86gjDVELBImYR1VtJ7u6sou9DTiGEXO15O1AClovMAoMu0dlTwwmBzbHPLFbgPFR2fW7sjPHPGgKCgrQsWNHHDx4EJGIsW2ExBMOh5GXlydEjwdLDXPSwYh5ZqIdjFJGDo+nI/i3Ya4elEeEruxaOeZuNswdqA/BtwHHsGGultI1lQ1zEpSjt0sLao65ldulgYO/5RhJkpCfn4/8/Hyvi0IB4G28PnCYY56RcN3AEwYoAwwO4Cf2oC3iVLHOiPeAwYLZM/ibI/WRqwP3BK6raraE+bERZSCr/jj6GUAwfg9WBn9L15Wdg78RUQZsmNuJEfPMRLtKrJVjnvh6unkyTecRR7puW5F1jrkTEXPTs2sTfBtwDCPmarm6HZD/uBoxt+9zPGX74G96EXM2zIkohg1zOxlp1OU8wa4Sa+WYx95IM4/G/AJRDcrjYTnq61ZKjZgnvp9pfvWL2RXJthoJWGTIMA7+psKoF/mF3YO/ae0CxemuZRMLEXMYHfwtaHVFRHZgw9xORhp1uU7vdiFeSRygLPFvQCLmYuSYa3RlT3w/0/yq18yvjyOD4eVitEO0364IBN8XECkcjZgnfYaNn+MpSznmHPyNiKxjw9xWjJhnJNwVdb3B3/ybYw4nGqKWJEbMNUa6zFg4J3LM7Rr8TfBtwAnC/XZFwDohv7B3fAj1HlArGh+A34OFi5HMMSeibLBhbieJg79lJNpVYt2Iebqu7IKtQxIxI+ZaDfNMEXOthjlzzD2Ti70EMsnF7YD8yeaIuax1AThovweLEXOOyk5EVrFhbidDI3rnOsGuEifmQQMJY5Sla5iLHSVTnTB5WI70g78BGUtnU46541ucgNuAMwT77YqAUS/yC0dzzDWi8YHYL5rPMQeYY05E1rFhbiclKsidrC7Rom4BzzH3dlR2J3LMzde3KujB+5hbl4vrnAnrhPxCa+T0LKh7ZsU/I2C/B9sj5jpd44NQV0RkCzbM7cTbpWUm2gBSShms5piLJ7F0UU+rWJAcc1VkwvTsOgvNwUhp4KJhdmCdkF/YnGOu2ZU9YPtFR+9jrnrDdNGIKJjYMLcVc8wzEi1irjQegxMxF6cruxgRc0dy7gXfBhyRi+uciXD7MyIdto/KnvhYo5t8EPYRib9pjspORC5gw9xOjJgbINCBO/Ggq+SYG0hHEDxyKDvREM2qIB7nmDsySr3Y24AzAhYNs0PQIoQUXHbnmEPjAnDgLlTZPCo7c8yJKAM2zO3EHPPMVAc3j+tJ1TAPTsTckft2W8GIebDk4jpnIlpqDpEemxvNmQd/C8DvwUKOuSyDo7ITkWVsmNuJEfPMRDpwa36+/+9jriqdty3z2B8JwuSY2xcwF3sbcITgPUW8wTohv7B3W9XcHXh9TLeblRxzpOvKrvcdcN9BRDFsmNuKOeYZCdXVzWrEXKCLCxpUEXMPy1F/KzqPR2V3YpT6XIx25OI6Z8I6Ib+weVtNPM4EN8fcyqjsQEgyGzH3+lyIiETBhrmdGDE3x+t6Svx85pg7WBC9HHOj89tUDPsWCfUJqF3LFB0jPCkY9SK/sHlb1Vxa4BqbVkZll6Ffv8wxJ6L02DC3E3PMM2OOueOcGezMSkFEyTHXiuxkSfBtwBGCX5DyRC5uB+RPbkTMBe9NZpoqYm5sfaLMMSeiLLBhbqd4w5w7WX0iHbhVn598H/O0M+o8FoMwEXPVfcy13rZQNks55tqPs5KLkVI2zDWwTsgvbN5WtXaBIl14t4OlHHOj9zHPwWMIEWXEhrmtmGOekVBd3bQi5gYurgh+pTvqdbXGiRIxT6gQ2+pGpAtMbhF8u/cE64T8gjnm5qki5geNzSLLjJgTkWVsmNtJ6QYtSstIQCI1zNPlmPu6Ye5A120rlLrRyTHn4G/+kovrnAnrhPzC5ouJ6ttQOvMZnrM0+Fu6hrlO/QShrojIFmyY24k55gYI1H0rXY654cHfbC9V1lQ17GlP9gyjsmeqPM3CW+nK7kTOfS52YRbotysKdkclv7B78DetsUwCl+5iZfC3pPn0lpc6ExERG+a24qjsmYl0lVgVMQ/m4G+edmsXpSu7Ezn3gm8DjsjFdc5EpB5AROnY3pU98XF88LeA7SNUA7Zw8Dcich4b5nZiV/bMhLqinvj5yYO/pSub2FEyR7puW5I4+JtWV/ZMZdN438rgb06MUp+LkVKhfrsCYp2Q0Oz+/Wbq0RSA34OVwd9kmYO/EZFlbJjbiqOyZyTSVeKA3i4t6kRD1ApGzIMlF9c5E9YJ+QUj5uZZyDGXGTEnoiywYW4ndmU3QKDBYdIN/mY4x1y8K92JJfJ28DetHgmqCUzMb3Ae7QVlNXemZYq4DTiDEZ4UjHqRX9i8n9I8DAYutcNCxBxpIuZ6+9BA1BUR2YENcztx8LfMRLrPqSpiHm+YByxi7mE5Mg7+5kHEnKOyZyEX1zkT1gn5hRu3SxP8orVplkZlT3cfc72IeQDqiohswYa5nRgxz0yk26mobucF9WPDB0oBD6hOdN22xIkccwulcOJcMRcjpUE76bYF64T8wt5tVXMPKNKFdzswx5yIXGapYf7oo4+itLQUDRo0QJ8+ffDxxx+nnX7Xrl244YYb0LZtWxQWFuI3v/kN3njjDUsFFpvZRl0OEurkPiGiGxe0iLnQOeaZurLbFTHXiOxkKxejHbm4zpkIvi8gUti8raoH1VT6stv6GZ5LXgcDI7Mzx5yIspFndob58+dj3LhxmDVrFvr06YPy8nIMGjQIa9asQatWrVKmr6mpwemnn45WrVphwYIFaN++PTZu3Iji4mI7yi8WiYO/ZSbQgVtpOCZEc5WHPs4xF2VUduWzJXiZY+7MbefF3gacl4vrrIFRL/IL2+9jrvE4cBfvktZBjiBTPEtGmq7szDEnogxMN8xnzpyJq666CqNGjQIAzJo1C4sWLcLs2bNx2223pUw/e/Zs/PLLL/jwww+Rn58PACgtLc2u1KJijnlmInV1S8yBjjNyyzvBr3RHHWmIWqCKmGt1Zc+UY67VlT3biLnp2bWJlJLhFsG3e0+wTsgvbN5nZc4xD8DvISViHgHC+WlnicoyI+ZEZJmpruw1NTX47LPPMHDgwPoFhEIYOHAgVqxYoTnPa6+9hr59++KGG25A69atccwxx2DatGmIRPTzdaqrq7F7927VP1/gfcwzEynabDnHXOwomZxQpqhtLVFrJQHg+X3MbZ1fcznibQOOEOm3KwzWCfmFzTnmmhHzgO0Xk+vJQJ65nHbwN+aYE1F6phrmO3fuRCQSQevWrVWvt27dGlu3btWc54cffsCCBQsQiUTwxhtvYOLEiZgxYwb++te/6n5OWVkZioqKlH8lJSVmiukh5phnJFRXNztyzL1eh1TOdN22QJj7mDsRMc/BaEcurnMmrBPyC0dHZVcWbOtneE4rYp5B1Mrgb0GoKyKyheOjskejUbRq1QpPPvkkevbsiWHDhuGOO+7ArFmzdOeZMGECKisrlX+bN292upj24KjsBgh0MNLMMQ/AfcydaIhaK0jdA5FyzG1rmWt/QKAxwpOCUS/yC7tzzFWP413Zxb5obZ7NEXPmmBNRBqZyzFu0aIFwOIxt27apXt+2bRvatGmjOU/btm2Rn5+PcDisvNa1a1ds3boVNTU1KCgoSJmnsLAQhYWFZoomBuaYZ+abHHM/j8pe/9jbwd8EjJjb9XUJvg04IhfXORPBL9IRKRwdlT35gT2f4bnk37ShUdmZY05E1pmKmBcUFKBnz55YsmSJ8lo0GsWSJUvQt29fzXlOPvlkrFu3DtGEHdp3332Htm3bajbKfY0R88xEOnDnQI65t20FMXLMHfm2cjFSykaoBtYJ+YWTOeYaEfMg7Bet5Jij/oxCTu4pxhxzIsrAdFf2cePG4amnnsLcuXPx7bff4rrrrkNVVZUySvvw4cMxYcIEZfrrrrsOv/zyC8aMGYPvvvsOixYtwrRp03DDDTfYtxbCYI55RiJ2dQtyxNzLA35iqoCHEXPt++1mSfBtwBG5uM6ZsE7IL2zPMdd6LNCFdztYzDEPSXXzhcLqNxkxJ6IMTN8ubdiwYdixYwcmTZqErVu3okePHli8eLEyINymTZsQCtWfhJeUlODNN9/E2LFjcdxxx6F9+/YYM2YMbr31VvvWQhSMmBsg0IFbaTgmvBaIHPP6x8wxd+rrEnsbcAYjPCkY9SK/sHk/peqZpTxIbGza+nEesZZjrjyWwpBwUGd5uXgMIaJMTDfMAWD06NEYPXq05nsVFRUpr/Xt2xcfffSRlY/yF+aYZyZSVzfLOeYCXVzQoJn7501BYn9tzTE3v0LqyA4j5pbl4jpnwjohv3A0Yh7vyi72sdG0lIj5Qe3pEieRgRASxlfRW56IvQeJyHOOj8qeUxgxz0ykA3faHHM/d2WXNR+7TtWV3UKOuSO3S3OiYZ4jJ1W5uM6ZCL4vIFI4Ovib1qjsAfg9WOjKnjj4myyxKzsRmcOGuZ0k5phnJGLDXBUxD8Dgb6KMyo5MEXOXBn9T5dzbJBe7MKtWOUfWOSN2RyW/cHLwt/gDgXrE2SFl8DcDo7Ij4XZpKQ1zDv5GROmxYW4rA9HWXCdU1C1dV/Z0OeZiX+mOitJWUN0uTStinqkru1bDPNvB30zPrrfQhMfibQOOEHy79wTrhPzC5n2Wdk+kgO0XrQ7+pkTMjXZlD0BdEZEt2DC3k1ZUkJKI0mqEuqt1XBAGf0PiCZOXBRFk8DfVIm1rmScu1KZlio4RnhSMepFf2LytakfMg7ZftDr4W918yaOy6y07EHVFRHZgS9JOEiPmGYnU1c3y4G8iRf1Tqbtui5Bjbufgb9nmmJueXVsuRjtycZ0zYZ2QX9g++JvGfjVoPYkcjZgHrK6IyBZsmNuJg79lJtLBKO3gb37OMRckYq6kClgc/M2RHHO7Bn8TextwROCiYXZgnZBfOLmtagz+FoT9YkqOeeaGOeT6HPPUwd+YY05E6bFhbisO/paRUNFmOyLm4l2EUTXGhRiVXaCIuV1fl+DbgCNycZ0z4cUK8gs3IuaByzFP+k0bOIAkRsxTB39jjjkRpceGuZ0YMTdAoAN3YHPM6zHH3KlYhNjbgDMY4UnBqBf5haM55hoR80DsFy3kmKP+aJfSlV1vHxqIuiIiO7BhbicjjbpcJ1JXN6XdmNgwD0LEPGEUciFyzCVPI+bqrv12dWUXextwRC6ucyasE/IL2yPmGo9FSlWzg8Uccwmx+XgfcyIyiw1zOzFinplIB+6A5phD64TJE07kmFsohROBiVyMlAreU8QbrBPyC1nzofWlJV4Ajj8Q6MK7HSzkmMtymog5c8yJKAM2zG3FHPOMhOrqZjXHXKCLCxpUEXMRurJ7nmOe+JgRc8uE+u0KIhe3A/Inm7dVza7sQbtQZSFiLstASImY5+kvj/tTItLAhrmdGDE3x+t6CmqOueYJk5cF8TjHXNW13y5ibwPOYIQnBaNe5Be255hrXAAOXGPTSo65XH+0Y445EZnEhrmdlL0xd7K6ROrqpnkfcwP3ohc8ShZ1pCFqQcZR2TM1zO2PmNt2oSJwJ6AGCL7de4J1Qr5hb08vzZ5IgvcmMy0lYm5kVPbEiDlzzInIHDbM7cSIeWYiHbgDmmOuGpXd22HZY38s55hrLdLK+jjQtV/WfRJcqs0+R9Y5I0a9yAdScqXtHpVda7kB+D1YyjFPON4wx5yITGLD3FbxRp23pRCaUJHGdDnm6bqyi32l25mu2xaoIuZaDXPmmPtKLq5zJqwT8oPkbdP2+5hr5ZgH4PdgaVT2dBFznfoJQl0RkS3YMLcTI+YGCBRhyoEcc9saolkVxOsc82zm1l2q9gcEGiM8KRj1Ij9I2UfZEDHXeizUhXc7mIuYxy+KG7uPuWpG80UjokBiw9xOyk6YO1ldIl0lTozoxpm+j7l437U4o7JnyjF3K2KeENmxq2u/SNuxW3JxnTMRKTWHSI8DEXP14G/xHPOA7SNMRszj1cAccyKyig1zOxkZOCzXiTj4m2aOuZ8Hf6t/7O2o7Ak9Ejztyu5EjrnY24AjcnGdMxH8Ih0RABe6sseXG7ALVcm/6ejBtJPH6yQkxf6m5pizYU5E6bFhbicj+cm5TqQDd9qIeUAGf/M2yTz2x+qo7Fp1m+Vvy7bqyMUuzIKncHiDdUJ+4PTgbxoR8yDsF1MGf0t/zpKSMJA2xzwHjyFElBEb5rZixDwjoSJM8YZjwksBuF2aevA3ASLmADRzzK1EzC2sj/YgRVkSfBtwRC6ucyasE/IDRyLmWo8FuvBuB5Nd2ZWIeV1X9mjyKTYj5kSUARvmdmKOuQECHbg172Nu4DsUPHIoa54weSCxfrUi5pYGf0vzuoHF2Pd1ib0NOIMRnhSMepEfODL4m8bdP4S68G4Hs4O/xf4ql6HTDv6Wi8cQIsqEDXM7Mcc8M5G6uqVrmKeNmAt0cUGDOIO/ZerKbiVibmC+JLxdmk1Som48mczJ7YD8x4HfrnZX9oA1NrMc/C1qePC3ANQVEdmCDXM7Mcc8M9UFY68j5vHP1xr8zcc55qIM/qakCugN/mYhx9zQfMmTa0R2spWLkdKUfMscWe+0AtYQoYByIsdc4wKwSBfe7ZCyz8vQMK9bZ93bpTHHnIgyYMPcCV43OEUm1FVirYi5/3PMxYmYZ7pdWqau7PZEzB25UBG0yJARDuSp+p7g+wIiAC7kmCstc1s/w3Omc8xjf6X47dLA26URkTlsmNuJOeYGCHTgTrydV5zy2Mc55gmPbeu6bYXqdnQaEfOMOeam39CZ2okLFWJvA+7I1fVOwKgX+YETOebJu8BA9qgxOSq7rI6YR5ljTkQmsWFuJ8lIN+gc53VjPFHaHPN0DXOxr3Q70nXbClXE3K5R2Q3Ml4Q55jZhxDxVLm4H5D8mb/tlRMrdLhz4DM9ZjJjHc8zTd2XnvoOIUrFhbicjA4flOpEGTrMlx1w8shMNUUtEyTHPuETzcjFSGsiIWLYY9SI/cOG3m3I8D8DvwWSOefIdWNPfx1xjRiLKeZYa5o8++ihKS0vRoEED9OnTBx9//LGh+f7xj39AkiScd955Vj7WBxgxz0j4HHMjo7KLfaU76khL1ILEiHni3+T3M81v9HUdjuTcC74NOIIRc7UgRggpmBzJMU+KmJvs9u0LWd/HnDnmRGSO6Yb5/PnzMW7cOEyePBkrV65E9+7dMWjQIGzfvj3tfBs2bMAtt9yCU045xXJhhceIuQECRsyZY+4MVY554l9lAoPzp7xhrhgpi7WjTsTeBpxhf56qrzmQt0vkCFdyzIN4O0Wzo7LH6I7KzhxzIsrAdMN85syZuOqqqzBq1Ch069YNs2bNQqNGjTB79mzdeSKRCP70pz9hypQpOOyww7IqsNCMNOpynUi3U7F8H3Oxr3Qn5lQLk2Oe+Df5/UzzG31dbzFJJz1RW9rlYm8DjmDEXC2QDREKJDci5kHsQZK8TtH06xSvE6nuyGv8PuYBqCsisoWphnlNTQ0+++wzDBw4sH4BoRAGDhyIFStW6M539913o1WrVrjiiisMfU51dTV2796t+ucLjJhnJmSOeSL/38ccqhMmD8uRnHCXnGfuQY557LkNlcIcczZE3cjbJbKF/dtqyh6QOeb11/rr1p33MScis0w1zHfu3IlIJILWrVurXm/dujW2bt2qOc/y5cvxzDPP4KmnnjL8OWVlZSgqKlL+lZSUmCmmh5hjnpFQOeZ1ghwx97QruxgR8+Tu/IyYW8SIuRrrg/zCgW1VdfePWMvc9s/wnMkc83idhOIN8+RTbEbMiSgDR0dl37NnDy677DI89dRTaNGiheH5JkyYgMrKSuXf5s2bHSyljRgxN0DAiHngcswdGOzMWkHq2J1jbrIYyeeLtkQnxN4GnMGcahXmmJNfOLCPkpMvAAcytcNqjnm8K7vRHHNLhSOiAMozM3GLFi0QDoexbds21evbtm1DmzZtUqb//vvvsWHDBgwZMkR5LVqXo5OXl4c1a9agS5cuKfMVFhaisLDQTNHEoOyEuZfVJWJXdtMRc4HWQUNiGpy3g7+JGTG3Z+y3HIx2BPLEOwuMmJNfOJ5jrvUZAdg/WB6Vva5hzlHZicgkUxHzgoIC9OzZE0uWLFFei0ajWLJkCfr27Zsy/VFHHYUvv/wSq1atUv6dc845GDBgAFatWuWjLuoGxaOt3MnqEymvKmXUcK33NGfUeSwGVemEyDGX1H+Vt93JMbd59rqF2LAMv2GOeRLWB/mFAznmqoCvxuBvQdhJxtcplF/33FiOeXzdmWNORGaZipgDwLhx4zBixAj06tULvXv3Rnl5OaqqqjBq1CgAwPDhw9G+fXuUlZWhQYMGOOaYY1TzFxcXA0DK64EgMcc8I5GuEluOmAu0DhpkVSRD5Ii5xa7sWeeY2zH4m9jbgCMYIVZjfZBfOBIxT3gcdeYzPBdfh1AeEK21EDFP1zDPwWMIEWVkumE+bNgw7NixA5MmTcLWrVvRo0cPLF68WBkQbtOmTQiFHE1dFxgb5hmpDkbeFUNVAK0c83TfoeAH1MSGp7cB83jd6OSYu9aVPfk5G+aWBPF2SNkIYkOEgsmB36568DeNfWoQfg/xdQjnAwf3Gxj8LfY3hNh8KTnmeoPfBqGuiMgWphvmADB69GiMHj1a872Kioq0886ZM8fKR/oDc8wNEOhglC5ibnjwN9tLlbWUQXm8LogSMbdr8Ddz65Q6+JsdOPibkBu/m4LYdZeCyYFtNaUjdhBzzONrGarLFTd8u7T43OHkKbQfB6KuiMgOuRradgZzzDNT1Y0gOeYB68quiph7Oiq7oIO/2fGVCb4NOIIRYjXWB/mF44O/aeSYB+H3oHRlr8sxN9qVXdLrys7B34goPTbM7aQ06nj1U5dI3bdSulonPA7I4G+e5piLOvibHd9ZLg7cw8Hf0mN9kLAcHvxNa1T2IOwXlb7pdZ1LDd0uLeGCBQd/IyKT2DC3FSPmGenlWHlCK8fc/xFzYXraixIxT0oyT845t0TwbcARjBCrBbLrLgWSG7dLS2n8B2D/EF/HcF3DPJp+naKyrAz8BgBRibdLIyJz2DC3E3PMDRAwYq41+JvhHHPxvms55YTJs4IkveBRjnnKYm1pmScu0Ibl+QFzqlWYY05+4XCOOSAH9EKVyYi5DEgJNSOnnGIzx5yI0mPD3E7MMc+MOeaOi6qO914O/iZIxDzldmmmZs9cBgG3AUcwYq7G+iC/cGBbTbkAHOQc83BB7G/GUdmTIubMMScik9gwtxNzzDMTKsc8XhazOeaqhdhYIHsk5lALsSl6nGOeOio7c8wtYY55EtYH+YXTOeYaEfMg7BeVHPO6wd8M5JhLqq7sRnPMiYhi2DC3FSPmGQl1YApoxFx1q/ggRszNNsyTOl3aUiUCXWByCyPEaqwP8gsHuplnzjH3+vhuA2VU9rpccQOjsqsa5sm3S2PEnIgyYMPcTswxN0CgBo1mjrnyZpr5RLq4kF6GsWqcldIjQZQcc1OzaywwJQSfI3JmRY1hjjn5hRM55pki5oIfG42JD/5mMGIuJ0fMeR9zIjKHDXM7KeOG8eqnLuaYO051H3OhI+YWG+ZZ55hnWSe5GinN1fXWw/ogv3BkVPaExQU9xzxkcVR2rVPseD0Jfh5BRN5gw9xOzDHPTKRoc9r7mKedUeexGBKr1dNR2VPuY578tlc55lnK1Uip7V0P/C6AXXcpoJzYVmX1o0DnmFsblT19w1z1ovUyElGgsGFuJzbMMxPpKnFyRDfxseGIuXjftSpizlHZUy5OJN/X3LRcjZTm6nrrYX2QXzgQzY6qLgDLORIxz9wwzxwxj6r/Jj8mopzGhrmtOPhbZgJFzJMjuqrH/s0xV8XzvSyeMDnmdldCrkZKc7SngJ5c7TlB/uNIjnniBWCNZQZiv2gyxxxy+lHZE5cp1LkQEYmCDXM7cfC3zES6SmxLxFy8izDq+8syYp5cBcwxtyhX11sP64P8wuEc86jm4G8B+D0kd2XPOCq7uit7hBFzIjKJDXM7SYyYZyTS/Z8t38dcoHXQoAroe1eM+k/3/D7mctJzU7Mb+HzxtgFH8D7m6bE+SFj2/3ZTjoJB3C+m5JinP7eTk26XJqfNMRf7PIKIvMGGuZ2YY56ZSFeJNW+X5v+Ieer9ZT0iSMQ8JcecEXNrcnW99QTy9lAUSA78dtVd2YMaMTeXYx5NyTFPTt9KWKbg5xFE5A02zG3FiHlmIuVVBT/H3NPypXy2Rznmdo/KHshcSiMCGBHLRhAjhBRMjt/HXGOZgdgvmssxBwxEzJljTkRpsGFuJ+aYZybSVWLL9zFPPKCKdxEmcdRxbyPmSfXrWcQ8uSs7I+aW5Op662F9kF84kmOeNJZJEH8PKRHzg2knT4yYR2TJRI45zxmJKIYNczsxxzwzkfKq0uaY+7cruzrHXITB3/RyzK02zLPLMc/6YkUQT0CNyNX11sP6IL9wIO0iJWUqiGNQmO3KHq2PmMuQtI817MpORGmwYW4n5phnJlK0WXNU9gAM/pbwOOppFWeKmLs0+Ft2s2f9+YFhf06AzwWwIUIB5cDgbymLTG60BuD3kDL4W6bbpdWPyh6FBDn5YnTiMkUKUhCRMNgwt5WRRl2OU10l9q4YqgIE7HZpiZEMT6s4ZfA3k6Oy672fZVf27Ad/Sz4jFW8bcAQjxGqsD/ILRwZ/y7DIIPwe4usQzzHPcKU7KstKV3YZkvYhTKkXgYIURCQMNsztZGTgsJwn0MFIc1R2jSvcKfOp+ooLRz0ojwiDv0lJf5UJDM6f8oa1YmRarPEl2r1An8rV9a7Dwd/IL5wY/C1pGXIg71JgLmIOGequ7Hqn2EHs9k9EtmDD3E7MMc9MVTeC5JgHOWLu6eBvvF1aoOTqeuthfZBfONDLJ3m/mtowD8DvISVibuB2aZKBHPMg1hUR2YINczsxxzwzEXPMNQd/C0iOubct89gf3cHf3Mkxt/07ytVIKaM8SVgf5BdO5JgnRcxTunkH4Peg5Jgbu11arBdBYo651qjscu4eQ4goIzbMbcWIeUZC3SIkmBHzxBMmsXLMPYqYJ03OiLlFubreelgf5BeO3C4t+XkAfw/Jg78ZiZgrDfMQNKdmxJyI0mDD3E68j7kBAkbMNXPM03yH6iRu24uVrcQieRoxFyXHPCUX0tTsmT9fwG3AGYzyqKSsfo7XB4nLkRzz5BcCnGMejueYpz9nkeXE26UBkLXGrKmPqifMmE0hiShA2DC3k5Foa64TKdqs2TD3f8ScOeZqzDG3Sa6ut55ANkQokBwZlT1DV/Yg7B9M3sdcToiYy5AQSbkYDUbMiSgtNsztZOge2DlOpHt3pkR0Ex4HJMfc01HZlVSBuqce5ZjbfvvtXM0PZI55EtYH+YUTOebJzwO4X7SQY544KrusFTFnjjkRpWGpYf7oo4+itLQUDRo0QJ8+ffDxxx/rTvvUU0/hlFNOQfPmzdG8eXMMHDgw7fS+xoh5ZkIN/mY1x1ygddCg7sruXTlS6tejiHlKZIcRc2tydb31sD7ILxzJMU+OmCc1WoPwezAZMY9G62+XFoWEqOGIORvmRBRjumE+f/58jBs3DpMnT8bKlSvRvXt3DBo0CNu3b9ecvqKiAhdffDGWLl2KFStWoKSkBGeccQZ++umnrAsvHt7HPDOR8rOTRg1XPfZnjnlKI9TLbVGYHHODi7W6RMG2AecwyqPCqBf5hQP7qNSeSHZ3TRJBco55poh58n3M9abK1WMIEWViumE+c+ZMXHXVVRg1ahS6deuGWbNmoVGjRpg9e7bm9PPmzcP111+PHj164KijjsLTTz+NaDSKJUuWZF144TBinplQ9zFPyoFOfOzTHPOUfGovi5d1jrk9XdmTIztZ9yLI1WgHI8RqrA/yC1ci5smNzQD8HlIi5unXKSrLCaOyS5C1TrGZY05EaZhqmNfU1OCzzz7DwIED6xcQCmHgwIFYsWKFoWXs27cPtbW1OOSQQ8yV1A+YY56ZSHmqmjnmye9pzqjz2Hve5pQnS+qRkJJjbnD+lJezzDHPuit7jkZKbU/W9zuB9mVEabmwraY0LgPwezCbYy7XR8wBSfsiMHPMiSiNPDMT79y5E5FIBK1bt1a93rp1a6xevdrQMm699Va0a9dO1bhPVl1djerqauX57t27zRTTO2yYZ6Z1pVgKe1sWzYh5uq7sGhHT5EanR2wfgTwbKRHz5Ia5W6Oy2x0xD2BkyIhcXW89jHqRX7gQMY9yVHbISRHzKCPmRGSSq6Oy33vvvfjHP/6BV199FQ0aNNCdrqysDEVFRcq/kpISF0uZjXjDnDtZfSJFmWzIMdd67iH779mdBVFzzLOOToj7/TuLUR4VRr3IL5y4j3nKIoOY4pNtjrnBOghEXRGRHUw1zFu0aIFwOIxt27apXt+2bRvatGmTdt4HHngA9957L9566y0cd9xxaaedMGECKisrlX+bN282U0zvKJFX7mR1iXSl2I4c80zTuiz5+C5WxFyUUdlNzZ758wX6/h2Vq+uth/VBfuFAb5eUHPMg9qgxOyq7LCeNys6IORGZY6phXlBQgJ49e6oGbosP5Na3b1/d+aZPn46pU6di8eLF6NWrV8bPKSwsRLNmzVT/fEFixDwjkfLQ0t7H3J8N85STJY/KEfvweMNcL8fcpa7sSZNnfbFC4O/fUbm63npYH+QXDmyrqe3wAP4etHLM0xw/ojKUruyx+5hrLZMNcyLSZyrHHADGjRuHESNGoFevXujduzfKy8tRVVWFUaNGAQCGDx+O9u3bo6ysDABw3333YdKkSXjhhRdQWlqKrVu3AgCaNGmCJk2a2LgqAjCSn5zrRLqqbjXHXOAuvbYPdJaVeKqAXsQ8U9lsGvzN7u79udqFWeAUDm+wPsgv7N9WU/eCAl10t4vSME84VU4zLo6cEDGXdSPmHPyNiPSZbpgPGzYMO3bswKRJk7B161b06NEDixcvVgaE27RpE0Kh+p3R448/jpqaGlxwwQWq5UyePBl33XVXdqUXDiPmGQmVhxZvOCa8ZKTXg8BXu1O7F3pUECChXnRyzF0b/C35OSPmluTqeuvhhQryC94uzZr4OoQTTpWjESCk1zBPiJjLkvaxhhFzIkrDdMMcAEaPHo3Ro0drvldRUaF6vmHDBisf4U/MMTdAoIN3uoh52sHfkp+L830nl8TbHPO6v3oRc7cGf7P9Ll+52iBjlEeFUS/yCw7+ZpFWxFw/z1xGUo65rJUtKiP1GJJdKYkoOFwdlT3wmGOemUgns8kNx8THPo2YpxTNm2LUfXhyjrkog78xYm5Jrq63HtYH+YUbt0sL4u9BGfwtv/61NAPARaPqUdkjKXciASPmRJQWG+Z2Yo55ZiLmmGsO/ubTHPOkskSzvml3NuKpAnqDv7mVY57V7AY+X5zv31Hsup2E9UF+YX+ENmVzTx78LQjiKxk2GjGHKmKuWc3MMSeiNNgwt5WBe2DnOpGuFAfwdmkpaX4i5Jhbvl2aPQ3z1MiOqdk1Pj+IXTYNEHi79wTrg/zCkVHZc+l2aQYj5rKsGpWdt0sjIrPYMLdTYsMjV07WTROq5Rj7kxjJlZLe05xNpHVQSzlZ8qgcsQ9XcgWynD/ljawWk/1I9eJ+/87KlfU0iFEv8gsncsxTXgjiBUudUdnTTK4alV07ZI7cPYYQUSZsmNspsYHHK6DaRDp4W71d2v9v7+6DpCjvPIB/u2ffV3dX3GVhYRekUFGCGEFWzjJonS9llJymKKiNHhtKL1c5oyarCXpHbrUqV3tnJCEokeJSFcqqAxUO9cryNAokqMBxumoqxnCACBjYBSL7Druz08/9sTtNd0/PTPfM09M9Pd9P1Yoz/fY8T3c/3c/8+nk6wL92Sx+BPBtZR8xljcouO2IewsiQE4Wa72QCXA8QmeRiVPYwng96xDwC/QfmdBFz5fyj7DHBPuZE5A4b5jKZGub8BdRWkKJMthHdTPqYB4f0d3ZnJRh9zB2v1/HiATqGcynAT4r4g+VB+UL+sZr+SaQQnA/Ge4T4K9Ic9jEXUCCs17z4TGEsKyKSgg1zmUyPsvMXUFtB+qU4hH3Mrdd7Rsxz0cc8OPvfU4Wa72RYHpQvPHjaJfG15SE8H+LlpqiAMt4wTxMxNw7+ljxizqePiMgeG+ZSGSth/gJqL0hRJrs+5g4G8Atw5FD+O7uzkPBEgvUmJU3qPOtj7mrx9NsP0P73FqM8Jox6Ub7w5FhNGJY9zTbzkeEewUnE3NDHHFAAu4Y5+5gTUQpsmMvEiHl6QYoyhTBintjvjxHzxIh5to+yB3f/e6pQ851MkMbLIErFkz7m1lWGsH7Qr2GKo4i5MIzKrkGB7ZzsY05EKbBhLhP7mKcXpCiT7T7K9/eYWz6zj7n8pwiCdAznUoCfFAkElgcFlhd9zNNVrCE4H0x9zNP/aG/tY67ZPsouCvcaQkRpsWEuEyPmDgSob1UmEXO7G5oA7WvNEsbwt4+5oX+e8V99em4i5tJfl1ao0Y5CzXcyLA/KF7mImFsf8Q7D+WC8R3DSx1yzRMwdj8rOhjkRjWHDXCr2MU/JtlEbgHJy08c8qHlIIhh9zON86mMufaT6Qo0cM8pjwqgX5Qsv3mOerttUKOpFl33MTf9V7LuYs485EaXAhrlMjJinZlcmeRcxD1geLBL7mPuUECD7PuZJfxxx28fc+ll2xLxAbqoYITZjeVC+8KDOSlhFQh/zENSLbiPmAnrEPPmj7OxjTkTJsWEuk6mPOSvaBLYX6gA8au3qPeYBy4OFfUDfr/Rl0cc802m2s0v+saJQI6WhjIhlg+VB+cKDPuZpvwnB+eD2PeaG16WxjzkRZYINc5lMEXNWtAmCFm1OGTF3Ea0N0I8wdtHgrN/bnamEiLmbhnmqUfHdZcj7iHlw9r+nCjXfybA8KF940sfc+oNnCM8HlxFzYYiYj/UxT7LOMJYVEUnBhrlUHJU9JdtGra/PWo/9Y+pjHp+Ur4+yJ37nW8RcL5ck7zF380o6p9PsZvc6Yh6g/e8pRszNeHNN+SInDfMQ1ovG16XFR2VP+Si7MD/KnjCuCtgwJ6KU2DCXSeHgb6kZyiRdZDoXUkXMnQz+FoQ8JBhLi2o4FP2LmCcZlT1dGRuXdbuc3arG/42XiXUwOPcs+QrU/veSJd+FXsdZj+9CLw8KLg+O1fgq9WtNvMEaqnrRUG6Ku8Hfxt5jbvzR31j2hXoNIaJ02DCXiX3MUzOWiVqU+F2uZTv4m56H4FxU443wIlU1fOdzxNzasHay7+3KOcNjJp7/eJlk/UNFfPtBOIZzqVDznQzLg/KF3oqWd6wKy7VGeLANX5mum4Y+5i4i5qZVGO8XwlZWRCQNG+ay8RfQ5ExR0Ej8S1+SMrbpLAd/C0IeLPTrfSDO7CSDv+mRh1TlZlPOjpazWZOlTKQ9yh7A/e8pa74Lvo5jeVC+kH+sxp880q81+g+xIakXrU9t6Y3o1H3MzYO/GX/0N5R9oV5DiCitQNy+h0q6iGshM0VBI4nf5VrWEfMA5MEiHh2OGJ7eCF7E3EG52ZVzhuUdj5DHy0Ta4G8B3P+eKtR8J5NQHry5poDy4Ny11qsibPWDMf2K4nDwt/MRc00oMM1pLJewlRURScOGuXT66GG+piKYbKKggRv8Lc3+s4v6B+iG/Hx0WEn4zpeEAEgY/M1JlMCunDOMLsQfsYyXibQXBQVw/3uLUR4TRr0oX3hwrFrrVX2VoakXjdcgw+BvKRrRiRFz472Fseyt+wMhKC8ikoENc9kYMU/OFAUNQDkJu4a5m4h5APJgoUfMVZ8j5qkGb3NSbnblnGF5x5MSL5OsR6nXox3B2/+eKtR8J5PQR6LAy4OCy4NzV0uoV2PSt+ErU8Tc2evSNEPDPOF1acZyse4PgA1zIgLAhrl8Sro+ygUsFH3MjbMGIA9JGB9l9yd1lmiD6d8c9zGH+fF+9jHPEPuYW7A8KF/IPVaNP25GrPc8YakXkw3+lnJUdmGOmMMmYm7bx3xsCSIiNsxlY8Q8OeOFLgh9q0Lcx9z0KLsfybP2zwN872MeLxP5fcwL5IaK/SLNWB6ULyTXWaZLuf4oe8jqxQwj5mqyR9lT9TG3bo+IChYb5tKxj3lyQeufnW0f8+CNwK8/tm2KmPv8KHtA+phLi5gXbKQ0ZBGxbIUtQkjhJflYNS6dNGKe9/WitY95+og5hDVibsA+5kTkABvmsjFinpz1F2jrd7mWMmKerGEeT68SjDxY2Pcx9yEhdvs6fgPnJKJi93RFhpEYax9zjsqeoULNdzIsD8oXko9VYx16vo95yM6HhIj5+HUsXcRcMfYxZ8SciNxhw1w29jFPztinO11kOhds+5hbpyVMGF9EMSwXnH0dT4l5TBlfWubn/zehj7mTJw3sls/sCQW7MsmKHhnSX+AracUBp58uqvlzwbIcB6zzKbDkHqvmR9ktX4alXkzaxzzFqOwp+5gbyj6hrMaWICLK6FZ13bp1mD59OsrKytDc3Ix9+/alnH/Lli2YNWsWysrKMGfOHLz++usZJTYvsGGenDFCHYRyyqaPufEX9AD90q2/wkYJYsQ8kz7mirvlbFjf7Z59xDzeaT0kkSGnwhYRyxbLg/KFlxHzgniPeaajsjNiTkTuFLld4MUXX0RbWxvWr1+P5uZmrFmzBrfddhv279+PiRMnJsy/e/dutLS0oKOjA3feeSc2bdqEu+66C52dnfjKV74iJRPBkpso6uHTg3jp/WP4U1c/unrPYmg4BgGgOKLg7EgM/cOjUABcUFqE8pKI/p1maKVFVCXr6RdVlGDO1GoAwO+/6MWZoZGk66gcPon/AhDVgK4z59CoAPf+ag8+K+11lQZjvkZjIiHfTvOwWenBVQrww62/R2d5Bc6OxFA1fBxvABgaGcW1//xGQh5PHD2E/wQQjQl095zFVAX41r/vxeelPVLLOdM89gyNAAC++HJIn37T0zuhKs7SUFNRgqryIvSejaJ3KKrP5zYPo8MDiP9cN+8nbyOqluGHkaP4WwBHzgxjGoCDJ/vxN//8hu321cGT2AQgBuDPX55FkwIc/vIcLgHw/J7DWL93u+NyHhoZu5E63nMWAPCrdz7Dxvc+Ny3v5li+U/kE/4jz6RmOxnDN+LGSqoysabTbr7k4ZzPd/stKHy4z7IeNuw9jwx7n+8E4PVVZZ5vHdPO4rbeSpeHvIwfwAM4fz0e/HMLtluM503Na5r6WdU67mZ5u29luw+v1p9oPQ9EYKoojST97dc5muh8B4EfqYbQCONozjCYAH39xBt8aP1YzSUPP4Ig+7c9nxq41b/zhBP4B58+Hz04NYHGK8yGT493LesM6XRnuwXvj0254aidWa71YAOBnv/kUW/87sd4DgGhMw936JwV/PNEHFI99+uwv5zBDAdpf/QPOFVfh33C+LgWAa3/yFobVcs/ud9zuBz/qDRn7OZs05KpeSXd9yGW9kum9SLZpiO/n62fW4u++NgOX1FaCxijC5XOuzc3NuPbaa/Hss88CADRNQ2NjIx588EE89thjCfMvW7YMg4ODeO211/TvrrvuOlx99dVYv369o2329fWhuroavb29qKqqcpPc3NnZMfbr5zurgdFzwLX3Awd+M9Y+V3D+37O9QHnNWNTtXO/55cuqHU8fiWnoGimFAqBKGUSvqDT9HFCtDOITbToAYLb6ub6KPlGpT48vU6UMZjz9C1GHRuWUPk+fqMQxUYepyinbdQyIckxRv4QmxtIZUYA/aNNQhUFUG9aRKg3GfNnl22keAOAiZQAXKufwqdaIM+ICqIpAsRjFvMhBxASwZnQJAGBp5Lf6Og5qUzAvcjCrPOQqj/H0OE1D/BCtMmxDAXBUTESTctJVHv6kNaE5sh8AsDc2C1OU01AgMFX9C4ZECSqUEUSFii4xQV+/cfsHtKmYHzkATQDDKEa5EtWX6xXlpjRnezwDcHUsj4oiXKz2IypUFCsahAD2aFfo+8zJfvDrnM10+wAwWfkSxYqm5zvT/ZCqrGE4BjLJo7Wc7fLhtt5KloYLMYQadQgxoSCiCIwKFScMx3Om53S6PLhJo8xz2s35lGrb2W7Drr6Quf5U+6FXVOI4atGA0/o6jJ9llqOM/RhPcxE0NKhf6sfqsIjgA+0yV+dcujRYzwdr/Z7tNcrLesNu+n6tEQsi/wcAOKrVok7pRbkSxSFtMooRNR1rxjxU4hwmqAMYEsX4SJuJv4p8CgA4rV2IWrUffxEXoFubgCsjR/W6FAD+J3Y5YlBN9a/MewE3x7sf9YaM/WzMQ1DrlXT3fPE85KJeyfReJJtytu7ruJl1F2DinL8GbnocQZTLdqirhvnIyAgqKiqwdetW3HXXXfr3ra2t6OnpwauvvpqwTFNTE9ra2vD9739f/669vR2vvPIKPv74Y0fbzYuG+e+eAnb+C6AWAdooUH4RcPaM36kKvLNaMcrVqN/JAAC8F7sS10f+6Hq5IOUhzEY1BUWqq98RiYikGtRKUakOJ/1MRJStQqxXzjT/EBfdvsrvZNjKZTvUVR/z06dPIxaLob6+3vR9fX09urq6bJfp6upyNT8ADA8Po6+vz/QXeIt+BNz0T2ONcoCNcoeC0qBdHV2Ce6KrsD56p+tlg5KHIFsdXYLdsbGocqZ93tkopyDicCKFxXqzXGg3z+nwfBjjy9guFBqFVq/8LLoEG5QlficjEAI5KntHRweqq6v1v8bGRr+T5MyiH5kH88gR44XQ7qKY7kKZ7XRNKNCMg5w4WEe6z07SkC7fTtc/IorwTOybAIB/jX3LPGDLOLs8yshDuumy8uh2HUnfFpdBGobHy3fV6H2ICQWqkn79dvlOl7Zs0hjn9ljO5HyTsQ6Z091uX9Z+SFfWXh/vmdRbdtMVB8dzsu9knrPppss8p51O9/qczUWdkGyeXNT/dtMz3Y8AEBUR2+ubzDS4PR/czuN1vZHsGhYVEUfLx+dRlbHlRoWasFwm9a/MewE3+8GPegPIfj9nk4Zc1StO9n2Q7wVkpWFUqFgb+ya+OHM2/cYKgKuGeW1tLSKRCLq7u03fd3d3Y9KkSbbLTJo0ydX8APD444+jt7dX/zt27JibZPrnd0+NjdgZH73T7jVcHjAMwG36/1TfyZyuKkJ/d6fTdaT77CQN6fLtdP0lyigejGwDADwY2YaITV7s8igjD+mmy8qjm3XEhJJ0vkzSUDpevneoe/W+uKnWb92+8btUacsmjXFuj+VMzjcZ65A53e32Ze2HdGXt9fGeSb1lN93t+eLmnHaahnTTZZ/TTqd7fc7mok5INk8u6n/r9Gz2IwAUKzHb65vMNGSbRr/rjWTXsGIllvLaZV3HqFBRqoyiSNESlsuk/pV5L+A0D37VG0D2+zmbNOSqXnGy74N8LyArDUWKhoci2zD1ovL0GysArhrmJSUlmDdvHrZv365/p2katm/fjoULF9ous3DhQtP8APDWW28lnR8ASktLUVVVZfoLvHgf80u+BogYUDMN4HspE/RoFSk/++WR4q34j+Kf4JHirWnnPaLVmT4HJQ+ypLpxy9QjxVvxSPFWvBe7EkVK6tfC2G0/ogj0aBWepI3c4344Lx/Kws80er3tXOfNz2tYEI61dGkIQhq9ku7alWxeN8sFSZj3ZTp+5z1s95XptBVvxXdE+vvvQuD6dWltbW1obW3F/PnzsWDBAqxZswaDg4NYsWIFAGD58uWYMmUKOjo6AAAPP/wwFi1ahNWrV+OOO+7ACy+8gPfffx8bNmyQmxO/abHxPuYxYPoNY/9+vAmmIR0VFPSo7PpIk5plRFvN+ciTMkdlN44ICQARRdP7QQPAHm02APOo7J9o07FPXIFvYlfGeSiEUdk/0aZjjzYbC9VPAACNyikcE3X4XzELSmxsD0xVTpnWb9x+vAzipiqn9HI2plXG8Qy4G6lbxiim+Tgqe6pjRFa9AcP6M8mjtZzt8iFrVHY35wtHZQ/ZqOxZXMP8GJVdxjmXLg3ZptHPeiPVNWxp5Ld6XgDo2zQea8Y8CJyvY46N32M0KqfwUuxGLFQ/QaNySi8TIHX9y1HZC3xUdo/rlcCNyl6W+67AQeT6dWkA8Oyzz+KnP/0purq6cPXVV2Pt2rVobm4GANx4442YPn06Nm7cqM+/ZcsWrFq1Cp9//jkuvfRSPPXUU/j617/ueHt5MSp7jn1+ehAvvn8M+8ffYz44/h7zkoiKoZFR03sIK0qK9O+EYUQSdfwdg9lMv6iiBFeNv2/y4/H3TcrehnW6MV/RmJaQ70LPY/z9l8nWl2od8fd39p2Nomf8/Z1CE57k0c32s9mG03V7vZ+t89jt11ycs9lsX1YaUpW17HK2zpMP57TMNPhxTjs557LZhtfrT7UfrPWrXX2by7ox2/Mh0zQY7zmyvQ47TYOX9Ua2x5pXaczl/Y6M483v60Mu9rXX14dc1it+3QvE9/P1M2vxna/NwPSAv8c8sK9L8wsb5kRERERERJRLgX1dGhERERERERHJxYY5ERERERERkY9cD/7mh/jT9n19fT6nhIiIiIiIiApBvP2Zi97fedEw7+/vBwA0Njb6nBIiIiIiIiIqJP39/aiurvZ0G3kx+JumaTh+/DguvPBCKE7edk9EOdPX14fGxkYcO3aMgzMSEUnAepWISK5M61UhBPr7+9HQ0ABV9bYXeF5EzFVVxdSpU/1OBhGlUFVVxRtIIiKJWK8SEcmVSb3qdaQ8joO/EREREREREfmIDXMiIiIiIiIiH7FhTkRZKS0tRXt7O0pLS/1OChFRKLBeJSKSKx/q1bwY/I2IiIiIiIgorBgxJyIiIiIiIvIRG+ZEREREREREPmLDnIiIiIiIiMhHbJgTERERERER+YgNc6KQWbduHaZPn46ysjI0Nzdj3759pumHDh3C3Xffjbq6OlRVVWHp0qXo7u5Ouc5du3Zh8eLFaGhogKIoeOWVV0zTo9EoVq5ciTlz5qCyshINDQ1Yvnw5jh8/nnK927Ztwy233KKnZeHChXjzzTdN8zzxxBNQFMX0N2vWLOcFQkSUpXyqV999911cf/31uPjii1FeXo5Zs2bh5z//ues8ERF5KWz1qoz7VTbMiULkxRdfRFtbG9rb29HZ2Ym5c+fitttuw8mTJwEAg4ODuPXWW6EoCnbs2IH33nsPIyMjWLx4MTRNS7rewcFBzJ07F+vWrbOdPjQ0hM7OTvz4xz9GZ2cntm3bhv379+Mb3/hGyvTu2rULt9xyC15//XV88MEHuOmmm7B48WJ8+OGHpvlmz56NEydO6H/vvvuuy5IhIspMvtWrlZWV+N73voddu3bh008/xapVq7Bq1Sps2LDBcZ6IiLwUxnoVkHC/KogoNBYsWCAeeOAB/XMsFhMNDQ2io6NDCCHEm2++KVRVFb29vfo8PT09QlEU8dZbbznaBgDx8ssvp51v3759AoA4cuSIqzxceeWV4sknn9Q/t7e3i7lz57paBxGRLGGoV++++25x77336p/T5YmIyEthrFdl3K8yYk4UEiMjI/jggw9w880369+pqoqbb74Ze/bsAQAMDw9DURSUlpbq85SVlUFVVelR6N7eXiiKgpqaGv27G2+8Ed/+9reTLqNpGvr7+zFhwgTT9wcOHEBDQwNmzJiBe+65B0ePHpWaViIiO2GoVz/88EPs3r0bixYtcpwnIiKvhLFejcv2fpUNc6KQOH36NGKxGOrr603f19fXo6urCwBw3XXXobKyEitXrsTQ0BAGBwfx6KOPIhaL4cSJE9LScu7cOaxcuRItLS2oqqrSv29qasLkyZOTLvf0009jYGAAS5cu1b9rbm7Gxo0b8cYbb+C5557D4cOHccMNN6C/v19aeomI7ORzvTp16lSUlpZi/vz5eOCBB3D//fc7zhMRkVfCWK8Ccu5Xi7LLDhHlk7q6OmzZsgXf/e53sXbtWqiqipaWFlxzzTVQVTm/00WjUSxduhRCCDz33HOmac8//3zS5TZt2oQnn3wSr776KiZOnKh/f/vtt+v/f9VVV6G5uRnTpk3DSy+9hPvuu09KmomIMhXUevWdd97BwMAA9u7di8ceewwzZ85ES0uLlPQQEXkpH+tVGferbJgThURtbS0ikUjCiJXd3d2YNGmS/vnWW2/FoUOHcPr0aRQVFaGmpgaTJk3CjBkzsk5DvJI7cuQIduzYYfr1MZUXXngB999/P7Zs2WJ6tMlOTU0NLrvsMhw8eDDr9BIRpZLP9eoll1wCAJgzZw66u7vxxBNPoKWlxXGeiIi8EMZ61U4m96t8lJ0oJEpKSjBv3jxs375d/07TNGzfvh0LFy5MmL+2thY1NTXYsWMHTp48mXZEynTildyBAwfw9ttv4+KLL3a03ObNm7FixQps3rwZd9xxR9r5BwYGcOjQoZSPxBMRyZCv9aqVpmkYHh4G4D5PREQyhbFetZPJ/Soj5kQh0tbWhtbWVsyfPx8LFizAmjVrMDg4iBUrVujz/PrXv8YVV1yBuro67NmzBw8//DB+8IMf4PLLL0+63oGBAdMvfocPH8ZHH32ECRMmoKmpCdFoFEuWLEFnZydee+01xGIxvZ/QhAkTUFJSAgBYvnw5pkyZgo6ODgBjj6+3trbiF7/4BZqbm/VlysvLUV1dDQB49NFHsXjxYkybNg3Hjx9He3s7IpEIH8kkopzIt3p13bp1aGpq0t+fu2vXLjz99NN46KGHXOWJiMgrYaxXpdyvZjWmOxEFzjPPPCOamppESUmJWLBggdi7d69p+sqVK0V9fb0oLi4Wl156qVi9erXQNC3lOnfu3CkAJPy1trYKIYQ4fPiw7XQAYufOnfp6Fi1apC8T/5xqvUIIsWzZMjF58mRRUlIipkyZIpYtWyYOHjyYbTERETmWT/Xq2rVrxezZs0VFRYWoqqoSX/3qV8Uvf/lLEYvFXOWJiMhLYatXZdyvKkII4bwZT0REREREREQysY85ERERERERkY/YMCciIiIiIiLyERvmRERERERERD5iw5yIiIiIiIjIR2yYExEREREREfmIDXMiIiIiIiIiH7FhTkREREREROQjNsyJiIiIiIiIfMSGOREREREREZGP2DAnIiIiIiIi8hEb5kREREREREQ+YsOciIiIiIiIyEf/D7F+sVCKAikiAAAAAElFTkSuQmCC", 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" + "
" ] }, "metadata": {}, @@ -2744,37 +228,11 @@ } ], "source": [ - "# true outlier indices selection\n", - "true_outlier = [df.anomaly for df in list_of_df]\n", - "\n", - "predicted_outlier[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_outlier[0].plot(marker='o', markersize=2)\n", - "plt.legend();" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# true changepoint indices selection\n", - "true_cp = [df.changepoint for df in list_of_df]\n", - "\n", - "predicted_cp[0].plot(figsize=(12,3), label='predictions', marker='o', markersize=5)\n", - "true_cp[0].plot(marker='o', markersize=2)\n", - "plt.legend();" + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[0], predicted_outlier[0]),\n", + " (true_cp[0], predicted_cp[0]),\n", + ")" ] }, { @@ -2786,14 +244,16 @@ }, { "cell_type": "code", - "execution_count": 20, - "metadata": { - "tags": [] - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ - "# 'pip install tsad' if needed\n", - "from tsad.evaluating.evaluating import evaluating" + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" ] }, { @@ -2805,27 +265,23 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "False Alarm Rate 12.42 %\n", - "Missing Alarm Rate 29.08 %\n", - "F1 metric 0.74\n" + "False Alarm Rate 49.94 %\n", + "Missing Alarm Rate 69.88 %\n", + "F1 metric 0.36\n" ] } ], "source": [ + "# [donotremove]\n", "# binary classification metrics calculation\n", - "binary = evaluating(\n", - " true_outlier, \n", - " predicted_outlier, \n", - " metric='binary'\n", - ")" + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" ] }, { @@ -2837,75 +293,65 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:42'), Timestamp('2020-02-08 18:20:21.620000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:37'), Timestamp('2020-02-08 18:51:31.660000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:28'), Timestamp('2020-02-08 19:26:14.100000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:12'), Timestamp('2020-02-08 17:16:49.680000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:11'), Timestamp('2020-02-08 17:23:50.680000'))\n", - "Amount of true anomalies 129\n", - "A number of missed CPs = 90\n", - "A number of FPs = 801\n", - "Average time 0 days 00:00:16.128205128\n" + "Amount of true anomalies 125\n", + "A number of missed CPs = 55\n", + "A number of FPs = 342\n", + "Average time 0 days 00:00:18.485714285\n" ] } ], "source": [ + "# [donotremove]\n", "# average detection delay metric calculation\n", - "add = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='average_time',\n", - " anomaly_window_destenation='righter', \n", - " portion=1\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Since you not choose numenta_time and portion, then portion will be 0.1\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:20:42'), Timestamp('2020-02-08 18:20:21.620000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 18:51:37'), Timestamp('2020-02-08 18:51:31.660000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 19:26:28'), Timestamp('2020-02-08 19:26:14.100000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:17:12'), Timestamp('2020-02-08 17:16:49.680000'))\n", - "Intersection of scoring windows(Timestamp('2020-02-08 17:24:11'), Timestamp('2020-02-08 17:23:50.680000'))\n", - "Standart - -8.83\n", - "LowFP - -43.47\n", - "LowFN - 4.19\n" + "Standard - 32.42\n", + "LowFP - 16.53\n", + "LowFN - 40.28\n" ] } ], "source": [ + "# [donotremove]\n", "# nab metric calculation\n", - "nab = evaluating(\n", - " true_cp, \n", - " predicted_cp, \n", - " metric='nab', \n", - " numenta_time='30S',\n", - " anomaly_window_destenation='center', \n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", ")" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "", "language": "python", - "name": "python3" + "name": "" }, "language_info": { "codemirror_mode": { @@ -2917,7 +363,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/requirements.txt b/notebooks/requirements.txt deleted file mode 100644 index 78266ad..0000000 --- a/notebooks/requirements.txt +++ /dev/null @@ -1,108 +0,0 @@ -pip==21.1 -absl-py==0.11.0 -anyio==2.2.0 -appnope==0.1.2 -astunparse==1.6.3 -attrs==20.3.0 -Babel==2.9.1 -backcall==0.2.0 -bleach==3.3.0 -cachetools==4.2.1 -certifi==2020.12.5 -chardet==4.0.0 -cycler==0.10.0 -decorator==4.4.2 -defusedxml==0.7.0 -entrypoints==0.3 -flatbuffers==1.12 -gast==0.3.3 -google-auth==1.27.1 -google-auth-oauthlib==0.4.3 -google-pasta==0.2.0 -grpcio==1.32.0 -h5py==2.10.0 -idna==2.10 -ipykernel==5.3.1 -ipython==7.16.3 -ipython-genutils==0.2.0 -ipywidgets==7.5.1 -jedi==0.17.2 -Jinja2==2.11.3 -joblib==1.0.1 -json5==0.9.5 -jsonschema==3.2.0 -jupyter==1.0.0 -jupyter-client==6.1.5 -jupyter-console==6.2.0 -jupyter-contrib-core==0.3.3 -jupyter-contrib-nbextensions==0.5.1 -jupyter-core==4.6.3 -jupyter-highlight-selected-word==0.2.0 -jupyter-latex-envs==1.4.6 -jupyter-nbextensions-configurator==0.4.1 -jupyter-server==1.4.1 -jupyterlab==3.0.17 -jupyterlab-server==2.3.0 -Keras-Preprocessing==1.1.2 -kiwisolver==1.3.1 -lxml==4.6.5 -Markdown==3.3.4 -MarkupSafe==1.1.1 -matplotlib==3.3.0 -mistune==0.8.4 -nbclassic==0.2.6 -nbconvert==5.6.1 -nbformat==5.1.2 -notebook==6.4.1 -numpy==1.21.0 -oauthlib==3.1.0 -opt-einsum==3.3.0 -packaging==20.9 -pandas==1.1.4 -pandocfilters==1.4.3 -parso -pexpect==4.8.0 -pickleshare==0.7.5 -Pillow==9.0.1 -prometheus-client==0.9.0 -prompt-toolkit==3.0.16 -protobuf==3.15.5 -ptyprocess==0.7.0 -pyasn1==0.4.8 -pyasn1-modules==0.2.8 -Pygments==2.8.1 -pyparsing==2.4.7 -pyrsistent==0.17.3 -python-dateutil==2.8.1 -pytz==2021.1 -PyYAML==5.4.1 -pyzmq==22.0.3 -qtconsole==5.0.2 -QtPy==1.9.0 -requests==2.25.1 -requests-oauthlib==1.3.0 -rsa==4.7.2 -scikit-learn -scipy==1.5.4 -Send2Trash==1.5.0 -six==1.15.0 -sniffio==1.2.0 -tensorboard==2.4.1 -tensorboard-plugin-wit==1.8.0 -tensorflow==2.5.3 -tensorflow-estimator==2.4.0 -termcolor==1.1.0 -terminado==0.9.2 -testpath==0.4.4 -threadpoolctl==2.1.0 -tornado==6.1 -traitlets==5.0.5 -typing-extensions==3.7.4.3 -urllib3==1.26.5 -wcwidth==0.2.5 -webencodings==0.5.1 -Werkzeug==1.0.1 -widgetsnbextension==3.5.1 -wrapt==1.12.1 -arimafd -tsad \ No newline at end of file diff --git a/notebooks/t2_SKAB.ipynb b/notebooks/t2_SKAB.ipynb new file mode 100644 index 0000000..7ea6776 --- /dev/null +++ b/notebooks/t2_SKAB.ipynb @@ -0,0 +1,304 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Pipeline of the anomaly detection on the SKAB using Hotelling's $T^2$ statistic" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Details regarding the SKAB one can find in the [SKAB repository](https://github.com/waico/SKAB)." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Libraries importing" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", + "import pandas as pd\n", + "\n", + "sys.path.append(\"..\")\n", + "from core.t2 import T2\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", + "\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Xy_traintest_list = load_preprocess_skab()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Method initialization" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# classifier initializing\n", + "model = T2(scaling=True, using_pca=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Method fitting and applying" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# inference\n", + "predicted_outlier, predicted_cp = [], []\n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", + " # classifier fitting\n", + " model.fit(X_train)\n", + "\n", + " # results predicting\n", + " model.predict(\n", + " X_test,\n", + " window_size=5,\n", + " plot_fig=False,\n", + " )\n", + " prediction = pd.Series(\n", + " (model.t2[\"T2\"].values > (2 * model.t2_ucl)).astype(int),\n", + " index=X_test.index,\n", + " ).fillna(0)\n", + " # predicted outliers saving\n", + " predicted_outlier.append(prediction)\n", + "\n", + " # predicted CPs saving\n", + " prediction_cp = abs(prediction.diff())\n", + " prediction_cp[0] = prediction[0]\n", + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Results visualization" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Evaluation (metrics calculation)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}.pkl\", \"wb\"),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Binary classification (outlier detection) metrics" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "False Alarm Rate 19.21 %\n", + "Missing Alarm Rate 42.6 %\n", + "F1 metric 0.66\n" + ] + } + ], + "source": [ + "# [donotremove]\n", + "# binary classification metrics calculation\n", + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Changepoint detection metrics" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Amount of true anomalies 127\n", + "A number of missed CPs = 84\n", + "A number of FPs = 203\n", + "Average time 0 days 00:00:18.232558139\n" + ] + } + ], + "source": [ + "# [donotremove]\n", + "# average detection delay metric calculation\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Standard - 19.54\n", + "LowFP - 10.2\n", + "LowFN - 24.31\n" + ] + } + ], + "source": [ + "# [donotremove]\n", + "# nab metric calculation\n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "", + "language": "python", + "name": "" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.14" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": {}, + "toc_section_display": true, + "toc_window_display": false + }, + "toc-autonumbering": true + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/t2_with_q_SKAB.ipynb b/notebooks/t2_with_q_SKAB.ipynb new file mode 100644 index 0000000..4057588 --- /dev/null +++ b/notebooks/t2_with_q_SKAB.ipynb @@ -0,0 +1,302 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Pipeline of the anomaly detection on the SKAB using combined Hotelling's ($T^2$) and Q (SPE) statistics based on the PCA" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Details regarding the SKAB one can find in the [SKAB repository](https://github.com/waico/SKAB)." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Libraries importing" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# libraries importing\n", + "import sys\n", + "import warnings\n", + "\n", + "import pandas as pd\n", + "\n", + "sys.path.append(\"..\")\n", + "from core.t2 import T2\n", + "from core.metrics import chp_score\n", + "from core.utils import load_preprocess_skab, plot_results\n", + "\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Xy_traintest_list = load_preprocess_skab()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Method initialization" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# classifier initializing\n", + "model = T2(scaling=True, using_pca=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# inference\n", + "predicted_outlier, predicted_cp = [], []\n", + "true_outlier, true_cp = [], []\n", + "for X_train, X_test, y_train, y_test in Xy_traintest_list:\n", + " # classifier fitting\n", + " model.fit(X_train)\n", + "\n", + " # results predicting\n", + " model.predict(\n", + " X_test,\n", + " window_size=5,\n", + " plot_fig=False,\n", + " )\n", + " prediction = pd.Series(\n", + " (\n", + " (model.t2[\"T2\"].values > model.t2_ucl)\n", + " | (model.q[\"Q\"] > model.q_ucl)\n", + " ).astype(int),\n", + " index=X_test.index,\n", + " ).fillna(0)\n", + "\n", + " # predicted outliers saving\n", + " predicted_outlier.append(prediction)\n", + "\n", + " # predicted CPs saving\n", + " prediction_cp = abs(prediction.diff())\n", + " prediction_cp[0] = prediction[0]\n", + " predicted_cp.append(prediction_cp)\n", + "\n", + " true_outlier.append(y_test[\"anomaly\"])\n", + " true_cp.append(y_test[\"changepoint\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Results visualization" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# [donotremove]\n", + "plot_results(\n", + " (true_outlier[1], predicted_outlier[1]),\n", + " (true_cp[1], predicted_cp[1]),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Evaluation (metrics calculation)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import pickle\n", + "\n", + "pickle.dump(\n", + " predicted_outlier,\n", + " open(f\"../results/results-{model.__class__.__name__}-q.pkl\", \"wb\"),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Binary classification (outlier detection) metrics" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "False Alarm Rate 26.62 %\n", + "Missing Alarm Rate 24.92 %\n", + "F1 metric 0.76\n" + ] + } + ], + "source": [ + "# [donotremove]\n", + "# binary classification metrics calculation\n", + "binary = chp_score(true_outlier, predicted_outlier, metric=\"binary\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Changepoint detection metrics" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Amount of true anomalies 127\n", + "A number of missed CPs = 72\n", + "A number of FPs = 232\n", + "Average time 0 days 00:00:20.927272727\n" + ] + } + ], + "source": [ + "# [donotremove]\n", + "# average detection delay metric calculation\n", + "add = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"average_time\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Standard - 25.35\n", + "LowFP - 14.51\n", + "LowFN - 31.33\n" + ] + } + ], + "source": [ + "# [donotremove]\n", + "# nab metric calculation\n", + "nab = chp_score(\n", + " true_cp,\n", + " predicted_cp,\n", + " metric=\"nab\",\n", + " window_width=\"60s\",\n", + " anomaly_window_destination=\"righter\",\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "", + "language": "python", + "name": "" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.14" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": {}, + "toc_section_display": true, + "toc_window_display": 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