diff --git a/C2_W4_Lab_1_WeatherData.ipynb b/C2_W4_Lab_1_WeatherData.ipynb new file mode 100644 index 00000000000..805fac64cc3 --- /dev/null +++ b/C2_W4_Lab_1_WeatherData.ipynb @@ -0,0 +1,2308 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "3IrnqNnWO04A" + }, + "source": [ + "# Ungraded Lab: Feature Engineering with Weather Data\n", + "\n", + "In this 1st exercise on feature engineering with time series data, you will practice data transformation with the [Weather Dataset](https://www.bgc-jena.mpg.de/wetter/) recorded by the [Max Planck Institute for Biogeochemistry](https://www.bgc-jena.mpg.de/). You will be using [tf.Transform](https://www.tensorflow.org/tfx/transform/get_started) here instead of TFX because, as of this version (1.4), it is more straightforward to preserve the sequence of your records using this framework. If you remember, TFX by default always shuffles the data when ingesting through the `ExampleGen` component and that is not ideal when preparing data for forecasting applications.\n", + "\n", + "This dataset has 10-minute intervals of 14 different features such as air temperature, atmospheric pressure, and humidity. For this lab, you will use only the data collected between 2009 and 2016. This section of the dataset was prepared by François Chollet for his book *Deep Learning with Python*.\n", + "\n", + "The table below shows the column names, their value formats, and their description.\n", + "\n", + "Index| Features |Format |Description\n", + "-----|---------------|-------------------|-----------------------\n", + "1 |Date Time |01.01.2009 00:10:00|Date-time reference\n", + "2 |p (mbar) |996.52 |The pascal SI derived unit of pressure used to quantify internal pressure. Meteorological reports typically state atmospheric pressure in millibars.\n", + "3 |T (degC) |-8.02 |Temperature in Celsius\n", + "4 |Tpot (K) |265.4 |Temperature in Kelvin\n", + "5 |Tdew (degC) |-8.9 |Temperature in Celsius relative to humidity. Dew Point is a measure of the absolute amount of water in the air, the DP is the temperature at which the air cannot hold all the moisture in it and water condenses.\n", + "6 |rh (%) |93.3 |Relative Humidity is a measure of how saturated the air is with water vapor, the %RH determines the amount of water contained within collection objects.\n", + "7 |VPmax (mbar) |3.33 |Saturation vapor pressure\n", + "8 |VPact (mbar) |3.11 |Vapor pressure\n", + "9 |VPdef (mbar) |0.22 |Vapor pressure deficit\n", + "10 |sh (g/kg) |1.94 |Specific humidity\n", + "11 |H2OC (mmol/mol)|3.12 |Water vapor concentration\n", + "12 |rho (g/m ** 3) |1307.75 |Airtight\n", + "13 |wv (m/s) |1.03 |Wind speed\n", + "14 |max. wv (m/s) |1.75 |Maximum wind speed\n", + "15 |wd (deg) |152.3 |Wind direction in degrees\n", + "\n", + "You will perform data preprocessing so that the features can be used to train an LSTM using TensorFlow and Keras downstream. You will not be asked to train a model as the focus is on feature preprocessing.\n", + "\n", + "Upon completion, you will have\n", + "\n", + "* Explored and visualized the weather time series dataset and declared its schema\n", + "* Transformed the data for modeling using [tf.Transform](https://www.tensorflow.org/tfx/transform/get_started)\n", + "* Prepared training dataset windows from the output of `tf.Transform`" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "QDhCGkJoQDEN" + }, + "source": [ + "## Install Packages\n", + "\n", + "First, you will install the required packages for this lab. 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/root/.cache/pip/wheels/3f/e3/ec/8a8336ff196023622fbcb36de0c5a5c218cbb24111d1d4c7f2\n", + " Building wheel for wrapt (setup.py) ... \u001b[?25l\u001b[?25hdone\n", + " Created wheel for wrapt: filename=wrapt-1.12.1-cp37-cp37m-linux_x86_64.whl size=68721 sha256=2021ad2c51ddda874d0578ac03b0b83713578797867381793610210d5158b42a\n", + " Stored in directory: /root/.cache/pip/wheels/62/76/4c/aa25851149f3f6d9785f6c869387ad82b3fd37582fa8147ac6\n", + " Building wheel for docopt (setup.py) ... \u001b[?25l\u001b[?25hdone\n", + " Created wheel for docopt: filename=docopt-0.6.2-py2.py3-none-any.whl size=13723 sha256=7d45de5ec17314dd30bbc45ed509e1c0a6cb42c315bb6b21cc639ef50a1c8067\n", + " Stored in directory: /root/.cache/pip/wheels/72/b0/3f/1d95f96ff986c7dfffe46ce2be4062f38ebd04b506c77c81b9\n", + "Successfully built dill google-apitools clang termcolor wrapt docopt\n", + "Installing collected packages: protobuf, typing-extensions, requests, proto-plus, numpy, grpcio-status, grpcio-gcp, grpc-google-iam-v1, docopt, absl-py, zstandard, wrapt, termcolor, tensorflow-estimator, tensorboard, pymongo, pyarrow, overrides, orjson, keras, hdfs, google-cloud-pubsub, google-cloud-core, fasteners, fastavro, dill, cloudpickle, clang, tensorflow, google-cloud-vision, google-cloud-videointelligence, google-cloud-spanner, google-cloud-recommendations-ai, google-cloud-pubsublite, google-cloud-language, google-cloud-dlp, google-cloud-bigtable, google-cloud-bigquery-storage, google-auth-httplib2, google-apitools, apache-beam, tensorflow-serving-api, tensorflow-metadata, tfx-bsl, tensorflow-transform\n", + " Attempting uninstall: protobuf\n", + " Found existing installation: protobuf 3.17.3\n", + " Uninstalling protobuf-3.17.3:\n", + " Successfully uninstalled protobuf-3.17.3\n", + " Attempting uninstall: typing-extensions\n", + " Found existing installation: typing-extensions 4.1.1\n", + " Uninstalling typing-extensions-4.1.1:\n", + " Successfully uninstalled typing-extensions-4.1.1\n", + " Attempting uninstall: requests\n", + " Found existing installation: requests 2.23.0\n", + " Uninstalling requests-2.23.0:\n", + " Successfully uninstalled requests-2.23.0\n", + " Attempting uninstall: numpy\n", + " Found existing installation: numpy 1.21.6\n", + " Uninstalling numpy-1.21.6:\n", + " Successfully uninstalled numpy-1.21.6\n", + " Attempting uninstall: absl-py\n", + " Found existing installation: absl-py 1.3.0\n", + " Uninstalling absl-py-1.3.0:\n", + " Successfully uninstalled absl-py-1.3.0\n", + " Attempting uninstall: wrapt\n", + " Found existing installation: wrapt 1.14.1\n", + " Uninstalling wrapt-1.14.1:\n", + " Successfully uninstalled wrapt-1.14.1\n", + " Attempting uninstall: termcolor\n", + " Found existing installation: termcolor 2.0.1\n", + " Uninstalling termcolor-2.0.1:\n", + " Successfully uninstalled termcolor-2.0.1\n", + " Attempting uninstall: tensorflow-estimator\n", + " Found existing installation: tensorflow-estimator 2.9.0\n", + " Uninstalling tensorflow-estimator-2.9.0:\n", + " Successfully uninstalled tensorflow-estimator-2.9.0\n", + " Attempting uninstall: tensorboard\n", + " Found existing installation: tensorboard 2.9.1\n", + " Uninstalling tensorboard-2.9.1:\n", + " Successfully uninstalled tensorboard-2.9.1\n", + " Attempting uninstall: pymongo\n", + " Found existing installation: pymongo 4.2.0\n", + " Uninstalling pymongo-4.2.0:\n", + " Successfully uninstalled pymongo-4.2.0\n", + " Attempting uninstall: pyarrow\n", + " Found existing installation: pyarrow 6.0.1\n", + " Uninstalling pyarrow-6.0.1:\n", + " Successfully uninstalled pyarrow-6.0.1\n", + " Attempting uninstall: keras\n", + " Found existing installation: keras 2.9.0\n", + " Uninstalling keras-2.9.0:\n", + " Successfully uninstalled keras-2.9.0\n", + " Attempting uninstall: google-cloud-core\n", + " Found existing installation: google-cloud-core 1.0.3\n", + " Uninstalling google-cloud-core-1.0.3:\n", + " Successfully uninstalled google-cloud-core-1.0.3\n", + " Attempting uninstall: dill\n", + " Found existing installation: dill 0.3.5.1\n", + " Uninstalling dill-0.3.5.1:\n", + " Successfully uninstalled dill-0.3.5.1\n", + " Attempting uninstall: cloudpickle\n", + " Found existing installation: cloudpickle 1.5.0\n", + " Uninstalling cloudpickle-1.5.0:\n", + " Successfully uninstalled cloudpickle-1.5.0\n", + " Attempting uninstall: tensorflow\n", + " Found existing installation: tensorflow 2.9.2\n", + " Uninstalling tensorflow-2.9.2:\n", + " Successfully uninstalled tensorflow-2.9.2\n", + " Attempting uninstall: google-cloud-language\n", + " Found existing installation: google-cloud-language 1.2.0\n", + " Uninstalling google-cloud-language-1.2.0:\n", + " Successfully uninstalled google-cloud-language-1.2.0\n", + " Attempting uninstall: google-cloud-bigquery-storage\n", + " Found existing installation: google-cloud-bigquery-storage 1.1.2\n", + " Uninstalling google-cloud-bigquery-storage-1.1.2:\n", + " Successfully uninstalled google-cloud-bigquery-storage-1.1.2\n", + " Attempting uninstall: google-auth-httplib2\n", + " Found existing installation: google-auth-httplib2 0.0.4\n", + " Uninstalling google-auth-httplib2-0.0.4:\n", + " Successfully uninstalled google-auth-httplib2-0.0.4\n", + " Attempting uninstall: tensorflow-metadata\n", + " Found existing installation: tensorflow-metadata 1.10.0\n", + " Uninstalling tensorflow-metadata-1.10.0:\n", + " Successfully uninstalled tensorflow-metadata-1.10.0\n", + "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n", + "xarray-einstats 0.2.2 requires numpy>=1.21, but you have numpy 1.19.5 which is incompatible.\n", + "jaxlib 0.3.22+cuda11.cudnn805 requires numpy>=1.20, but you have numpy 1.19.5 which is incompatible.\n", + "jax 0.3.23 requires numpy>=1.20, but you have numpy 1.19.5 which is incompatible.\n", + "cmdstanpy 1.0.7 requires numpy>=1.21, but you have numpy 1.19.5 which is incompatible.\u001b[0m\n", + "Successfully installed absl-py-0.12.0 apache-beam-2.42.0 clang-5.0 cloudpickle-2.1.0 dill-0.3.1.1 docopt-0.6.2 fastavro-1.6.1 fasteners-0.18 google-apitools-0.5.31 google-auth-httplib2-0.1.0 google-cloud-bigquery-storage-2.13.2 google-cloud-bigtable-1.7.2 google-cloud-core-1.7.3 google-cloud-dlp-3.7.1 google-cloud-language-1.3.2 google-cloud-pubsub-2.13.1 google-cloud-pubsublite-1.4.2 google-cloud-recommendations-ai-0.6.2 google-cloud-spanner-1.19.3 google-cloud-videointelligence-1.16.3 google-cloud-vision-1.0.2 grpc-google-iam-v1-0.12.4 grpcio-gcp-0.2.2 grpcio-status-1.48.2 hdfs-2.7.0 keras-2.6.0 numpy-1.19.5 orjson-3.8.0 overrides-6.5.0 proto-plus-1.22.1 protobuf-3.19.6 pyarrow-5.0.0 pymongo-3.12.3 requests-2.28.1 tensorboard-2.6.0 tensorflow-2.6.5+zzzcolab20220523104206 tensorflow-estimator-2.6.0 tensorflow-metadata-1.4.0 tensorflow-serving-api-2.6.5 tensorflow-transform-1.4.0 termcolor-1.1.0 tfx-bsl-1.4.0 typing-extensions-3.10.0.2 wrapt-1.12.1 zstandard-0.18.0\n" + ] + }, + { + "output_type": "display_data", + "data": { + "application/vnd.colab-display-data+json": { + "pip_warning": { + "packages": [ + "google", + "numpy", + "typing_extensions" + ] + } + } + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n", + "Collecting apache-beam==2.39.0\n", + " Downloading apache_beam-2.39.0-cp37-cp37m-manylinux2010_x86_64.whl (10.3 MB)\n", + "\u001b[K 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in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.24.0->apache-beam==2.39.0) (2022.9.24)\n", + "Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.24.0->apache-beam==2.39.0) (2.10)\n", + "Requirement already satisfied: charset-normalizer<3,>=2 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.24.0->apache-beam==2.39.0) (2.1.1)\n", + "Requirement already satisfied: urllib3<1.27,>=1.21.1 in /usr/local/lib/python3.7/dist-packages (from requests<3.0.0,>=2.24.0->apache-beam==2.39.0) (1.24.3)\n", + "Installing collected packages: apache-beam\n", + " Attempting uninstall: apache-beam\n", + " Found existing installation: apache-beam 2.42.0\n", + " Uninstalling apache-beam-2.42.0:\n", + " Successfully uninstalled apache-beam-2.42.0\n", + "Successfully installed apache-beam-2.39.0\n" + ] + } + ], + "source": [ + "!pip install tensorflow_transform==1.4.0\n", + "!pip install apache-beam==2.39.0" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xvoAuLGMQXhL" + }, + "source": [ + "*Note: In Google Colab, you need to restart the runtime at this point to finalize updating the packages you just installed. You can do so by clicking the `Restart Runtime` at the end of the output cell above (after installation), or by selecting `Runtime > Restart Runtime` in the Menu bar. **Please do not proceed to the next section without restarting.** You can also ignore the errors about version incompatibility of some of the bundled packages because we won't be using those in this notebook.*" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "iyHZtPotQhL0" + }, + "source": [ + "## Imports\n", + "\n", + "Running the imports below should not show any error. Otherwise, please restart your runtime or re-run the package installation cell above." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "id": "b5isfzOcWbCl", + "outputId": "76c38e27-d1c6-4e96-f220-4f0fdc782ca6", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Apache Beam version: 2.39.0\n", + "Tensorflow version: 2.6.5\n", + "TensorFlow Transform version: 1.4.0\n" + ] + } + ], + "source": [ + "import apache_beam as beam\n", + "print('Apache Beam version: {}'.format(beam.__version__))\n", + "\n", + "import tensorflow as tf\n", + "print('Tensorflow version: {}'.format(tf.__version__))\n", + "\n", + "import tensorflow_transform as tft\n", + "from tensorflow_transform import beam as tft_beam\n", + "from tensorflow_transform.tf_metadata import dataset_metadata\n", + "from tensorflow_transform.tf_metadata import schema_utils\n", + "print('TensorFlow Transform version: {}'.format(tft.__version__))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ll_BqMx4QyP5" + }, + "source": [ + "## Download the Data\n", + "\n", + "Next, you will download the data and put it in your workspace." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "id": "Lu4uJ4RgEfE8", + "outputId": "a3357795-8470-40fe-c9f3-e1781002a2eb", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "--2022-10-23 03:07:39-- https://raw.githubusercontent.com/https-deeplearning-ai/MLEP-public/main/course2/week4-ungraded-lab/data/jena_climate_2009_2016.csv\n", + "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n", + "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n", + "HTTP request sent, awaiting response... 200 OK\n", + "Length: 43164220 (41M) [text/plain]\n", + "Saving to: ‘/content/data/jena_climate_2009_2016.csv’\n", + "\n", + "jena_climate_2009_2 100%[===================>] 41.16M 218MB/s in 0.2s \n", + "\n", + "2022-10-23 03:07:39 (218 MB/s) - ‘/content/data/jena_climate_2009_2016.csv’ saved [43164220/43164220]\n", + "\n" + ] + } + ], + "source": [ + "import os\n", + "\n", + "# Directory of the raw data files\n", + "DATA_DIR = '/content/data/'\n", + "\n", + "# Download the dataset\n", + "!wget -nc https://raw.githubusercontent.com/https-deeplearning-ai/MLEP-public/main/course2/week4-ungraded-lab/data/jena_climate_2009_2016.csv -P {DATA_DIR}\n", + "\n", + "# Assign data path to a variable for easy reference\n", + "INPUT_FILE = os.path.join(DATA_DIR, 'jena_climate_2009_2016.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "oKDJaZfEQ1yT" + }, + "source": [ + "You can now preview the dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "id": "-ohkBeclndhL", + "outputId": "ee061189-2a70-478a-90d1-ba3a1c9dedf3", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 386 + } + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " p (mbar) T (degC) Tpot (K) Tdew (degC) rh (%) \\\n", + "Date Time \n", + "31.12.2016 23:20:00 1000.07 -4.05 269.10 -8.13 73.10 \n", + "31.12.2016 23:30:00 999.93 -3.35 269.81 -8.06 69.71 \n", + "31.12.2016 23:40:00 999.82 -3.16 270.01 -8.21 67.91 \n", + "31.12.2016 23:50:00 999.81 -4.23 268.94 -8.53 71.80 \n", + "01.01.2017 00:00:00 999.82 -4.82 268.36 -8.42 75.70 \n", + "\n", + " VPmax (mbar) VPact (mbar) VPdef (mbar) sh (g/kg) \\\n", + "Date Time \n", + "31.12.2016 23:20:00 4.52 3.30 1.22 2.06 \n", + "31.12.2016 23:30:00 4.77 3.32 1.44 2.07 \n", + "31.12.2016 23:40:00 4.84 3.28 1.55 2.05 \n", + "31.12.2016 23:50:00 4.46 3.20 1.26 1.99 \n", + "01.01.2017 00:00:00 4.27 3.23 1.04 2.01 \n", + "\n", + " H2OC (mmol/mol) rho (g/m**3) wv (m/s) max. wv (m/s) \\\n", + "Date Time \n", + "31.12.2016 23:20:00 3.30 1292.98 0.67 1.52 \n", + "31.12.2016 23:30:00 3.32 1289.44 1.14 1.92 \n", + "31.12.2016 23:40:00 3.28 1288.39 1.08 2.00 \n", + "31.12.2016 23:50:00 3.20 1293.56 1.49 2.16 \n", + "01.01.2017 00:00:00 3.23 1296.38 1.23 1.96 \n", + "\n", + " wd (deg) \n", + "Date Time \n", + "31.12.2016 23:20:00 240.0 \n", + "31.12.2016 23:30:00 234.3 \n", + "31.12.2016 23:40:00 215.2 \n", + "31.12.2016 23:50:00 225.8 \n", + "01.01.2017 00:00:00 184.9 " + ], + "text/html": [ + "\n", + "
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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 3 + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "# Put dataset in a dataframe\n", + "df = pd.read_csv(INPUT_FILE, header=0, index_col=0)\n", + "\n", + "# Preview the last few rows\n", + "df.tail()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "poxo5wBt7oI7" + }, + "source": [ + "As you can see above, an observation is recorded every 10 minutes. This means that, for a single hour, you will have 6 observations. Similarly, a single day will contain 144 (6x24) observations." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Y7-nvQoPgJ32" + }, + "source": [ + "##Inspect the Data" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5yRWsz06NdhF" + }, + "source": [ + "You can then inspect the data to see if there are any issues that you need to address before feeding it to your model. First, you will generate some descriptive statistics using the [`describe()`](https://www.geeksforgeeks.org/python-pandas-dataframe-describe-method/) method of the dataframe.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "id": "EvF4w5rGNUnf", + "outputId": "9b5af99a-8381-4cbb-bcdc-b566d518122f", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 488 + } + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " count mean std min 25% 50% \\\n", + "p (mbar) 420551.0 989.212776 8.358481 913.60 984.20 989.58 \n", + "T (degC) 420551.0 9.450147 8.423365 -23.01 3.36 9.42 \n", + "Tpot (K) 420551.0 283.492743 8.504471 250.60 277.43 283.47 \n", + "Tdew (degC) 420551.0 4.955854 6.730674 -25.01 0.24 5.22 \n", + "rh (%) 420551.0 76.008259 16.476175 12.95 65.21 79.30 \n", + "VPmax (mbar) 420551.0 13.576251 7.739020 0.95 7.78 11.82 \n", + "VPact (mbar) 420551.0 9.533756 4.184164 0.79 6.21 8.86 \n", + "VPdef (mbar) 420551.0 4.042412 4.896851 0.00 0.87 2.19 \n", + "sh (g/kg) 420551.0 6.022408 2.656139 0.50 3.92 5.59 \n", + "H2OC (mmol/mol) 420551.0 9.640223 4.235395 0.80 6.29 8.96 \n", + "rho (g/m**3) 420551.0 1216.062748 39.975208 1059.45 1187.49 1213.79 \n", + "wv (m/s) 420551.0 1.702224 65.446714 -9999.00 0.99 1.76 \n", + "max. wv (m/s) 420551.0 3.056555 69.016932 -9999.00 1.76 2.96 \n", + "wd (deg) 420551.0 174.743738 86.681693 0.00 124.90 198.10 \n", + "\n", + " 75% max \n", + "p (mbar) 994.72 1015.35 \n", + "T (degC) 15.47 37.28 \n", + "Tpot (K) 289.53 311.34 \n", + "Tdew (degC) 10.07 23.11 \n", + "rh (%) 89.40 100.00 \n", + "VPmax (mbar) 17.60 63.77 \n", + "VPact (mbar) 12.35 28.32 \n", + "VPdef (mbar) 5.30 46.01 \n", + "sh (g/kg) 7.80 18.13 \n", + "H2OC (mmol/mol) 12.49 28.82 \n", + "rho (g/m**3) 1242.77 1393.54 \n", + "wv (m/s) 2.86 28.49 \n", + "max. wv (m/s) 4.74 23.50 \n", + "wd (deg) 234.10 360.00 " + ], + "text/html": [ + "\n", + "
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T (degC)420551.09.4501478.423365-23.013.369.4215.4737.28
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Tdew (degC)420551.04.9558546.730674-25.010.245.2210.0723.11
rh (%)420551.076.00825916.47617512.9565.2179.3089.40100.00
VPmax (mbar)420551.013.5762517.7390200.957.7811.8217.6063.77
VPact (mbar)420551.09.5337564.1841640.796.218.8612.3528.32
VPdef (mbar)420551.04.0424124.8968510.000.872.195.3046.01
sh (g/kg)420551.06.0224082.6561390.503.925.597.8018.13
H2OC (mmol/mol)420551.09.6402234.2353950.806.298.9612.4928.82
rho (g/m**3)420551.01216.06274839.9752081059.451187.491213.791242.771393.54
wv (m/s)420551.01.70222465.446714-9999.000.991.762.8628.49
max. wv (m/s)420551.03.05655569.016932-9999.001.762.964.7423.50
wd (deg)420551.0174.74373886.6816930.00124.90198.10234.10360.00
\n", + "
\n", + " \n", + " \n", + " \n", + "\n", + " \n", + "
\n", + "
\n", + " " + ] + }, + "metadata": {}, + "execution_count": 4 + } + ], + "source": [ + "df.describe().transpose()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "lmOcUJXReqhg" + }, + "source": [ + "You can see that the min value for `wv (m/s)` and `max. wv(m/s)` is `-9999.0`. Those are pretty intense winds and based on the other data points, these just look like faulty measurements. This is more pronounced when you visualize the data using the utilities below." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "id": "0QAfG_lJ__JK" + }, + "outputs": [], + "source": [ + "# Define feature keys\n", + "\n", + "TIMESTAMP_FEATURES = [\"Date Time\"]\n", + "NUMERIC_FEATURES = [\n", + " \"p (mbar)\",\n", + " \"T (degC)\",\n", + " \"Tpot (K)\",\n", + " \"Tdew (degC)\", \n", + " \"rh (%)\", \n", + " \"VPmax (mbar)\", \n", + " \"VPact (mbar)\", \n", + " \"VPdef (mbar)\", \n", + " \"sh (g/kg)\",\n", + " \"H2OC (mmol/mol)\",\n", + " \"rho (g/m**3)\",\n", + " \"wv (m/s)\",\n", + " \"max. wv (m/s)\",\n", + " \"wd (deg)\",\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "id": "egnSszZ6Ia6k" + }, + "outputs": [], + "source": [ + "#@ title Visualization Utilities\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Color Palette\n", + "colors = [\n", + " \"blue\",\n", + " \"orange\",\n", + " \"green\",\n", + " \"red\",\n", + " \"purple\",\n", + " \"brown\",\n", + " \"pink\",\n", + " \"gray\",\n", + " \"olive\",\n", + " \"cyan\",\n", + "]\n", + "\n", + "# Plots each column as a time series\n", + "def visualize_plots(dataset, columns):\n", + " features = dataset[columns]\n", + " fig, axes = plt.subplots(\n", + " nrows=len(columns)//2 + len(columns)%2, ncols=2, figsize=(15, 20), dpi=80, facecolor=\"w\", edgecolor=\"k\"\n", + " )\n", + " for i, col in enumerate(columns):\n", + " c = colors[i % (len(colors))]\n", + " t_data = dataset[col]\n", + " t_data.index = dataset.index\n", + " t_data.head()\n", + " ax = t_data.plot(\n", + " ax=axes[i // 2, i % 2],\n", + " color=c,\n", + " title=\"{}\".format(col),\n", + " rot=25,\n", + " )\n", + " ax.legend([col])\n", + " plt.tight_layout()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "id": "sLa8UAe3JDZ3", + "outputId": "2e6fb69e-7c90-4d52-e387-8a8beb1bfadd", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ], + "source": [ + "# Visualize the dataset\n", + "visualize_plots(df, NUMERIC_FEATURES)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eHdr5yhmUxVy" + }, + "source": [ + "As you can see, there's a very big downward spike towards `-9999` for the two features mentioned. You may know of different methods in handling outliers but for simplicity in this exercise, you will just set these to `0`. You can visualize the plots again after making this change." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "id": "0zP5RvoFU7KB" + }, + "outputs": [], + "source": [ + "# Set the wind velocity outliers to 0\n", + "wv = df['wv (m/s)']\n", + "bad_wv = wv == -9999.0\n", + "wv[bad_wv] = 0.0\n", + "\n", + "# Set the max wind velocity outliers to 0\n", + "max_wv = df['max. wv (m/s)']\n", + "bad_max_wv = max_wv == -9999.0\n", + "max_wv[bad_max_wv] = 0.0" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "id": "wXkjakrEVEYn", + "outputId": "273266b8-0839-4532-d042-692af77f3840", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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3O+DQBBKVKsfpL4ET04BVVX3TLxvAhCdGIVx0T3EXni5dAh55BPj4Y6BjR6t7Q8jJAd56i/SNIzcX+OwzIjAJSUwEypQBevWS3y73m3Oi46VLwNChQKNGxvSbYRxnzgCjRwMhIcBHH2lf3+kEfvrJv423n30WqFULuCDhUcnhdALVqgHPPec+v149oHJl8/onJCtLW/uQEG3thSLavHlEdDtm0weJOTl8GuGcOcD+/dq/IwZDF7m3eKGmqHDiQ/513CogbrV1fbEDuenke1Aa7DHsA3dOZiZY2w9fsLYxsG8YuRYJWVUVWFXF512ylNw09/D0k5+Q6Y7HgA0trOmT4SiYV2YXgZB1jTDhiVEIJ0IEBlrbD6uJjLS6B54sWAB88gkwcCA/LzISmDwZqFHDs/3x42S6fr38drn0SrFIiy1bdHWVYRINGxLhCADeflv7+k89RYSroUON7ZcvWbyYTJVS1/LzgevXgYUL3ecn+PjeVmt0mlLE05Ej/DEgxsiRZNqqlbb9Gk1urnjVzNGjSRrh/v3AuHFAVBS5hjEYprM8FFhW1upeGMuNPe7vncXcJyF6HIn8il1sdU+MJ2kPsMgBJO52zWDVGPwWsfM0r5j6XCSs418ffQu4dca6vliCjXwhfAQTnhiFsFQ7QpINo125ATOd+nf0KJmmpXm2v/tuddt9/XVg0ybxAS8tctmF/v2BL76wuhe+59lnvd/GsmVkeu6c99uyGiVxPNsmGSd0PzhhX44ffpBf/sADRLxRqjxq9efv3ZtUzRT247ffyPTkSX7e7Nm+6xeDUaQp7qUhk6PJVKpsuz8T/TyZbm5PpkXmt3YIpsWBYjL0VmO2uX+E+/uCHHP6YhkK30ExLAxRTI5+9RQUkJQmNR43SUnk6e2JE+b3y5eICU9ffAH88Yfv+2IWBQVkMP+7zT0Lly4l3/vZs/LtHA7g4kX+PR3ZsWcPqZQlxpYtwKOPigtPN2+Kr3PyJPGCunxZvk9msHIlMGmS7/drFf/8A/z1F/DLL8ZtMzjYuG1ZhZLwkpkpv9xXBRRyqHsoWtDOzQUOHfK8L/v0U/f3a9YA333nuV0xsdlObNxIphkZwK1bQNmyJLWO+97t3n8Gw/awdLKizb+vA2vu4d8XFPOcZDtVDPEWBzX0Lqq+TnkZwOIA4NhU+XbFyFRblGub+NcFuUDaaev64iOY8CTg++9JSlPLlsptq1QhfhX3329+v3yJmPA0aRLQp4/v+2IWN26QwXxfgz0LDx4kItDWrcZs76mnyPeuNJAGgHVUxCo9WG3XjlTKysmR/t+tZSDepg0Rn3r3Vr+OEai570hNJQNcuRSnbduIh5eYN5Y3JCcba/x97Rrw0EPGf89qvsdr14gwq9Xs2lc8/rj8cto3SCjmAMQLyRccOsS/psWW8ePJ/5gVK/h5wt+loAB44gnghRc8t+svBvMFBcDhw0SAGjeOn2/0ucdgFDsOvyoyszhFjfgpBfny/4Rz0oCE9cB/nwMZ1NPEXGEqVhH7rYWRLrFL3N+f/cZ3fTGb5P1ken4+8XW6tNTa/pjBbVeVwhPvW9sPX1CgEM6eLzP4otnaFVh7H3B5uTH9silMeBLw4otkaucb43nzzI02UZtql5ZGqhH5I1LXAGGkW7duZHrXXeq2y5kZP/ywvn5JIeaXIoRO5XnmGc/lt25Jp+BoERjucT2EU5vOl5VF/Ha8RU0fx48nA9y5c6XbdOlCIr1WrfK+TxxXrpDqYlrNoeVISZFf7nCoFyDoY0MoMsbHk9+S9vSqXp0Is/4iNsfHkwcGHLRQ++abnu3HjDG/TwB5OMFBH7/c8TlwIH9ub9jgvm6izINAPenQW7e6R2D5gtxc8ei00FDf9oNRzMm8yr8uyCWDf3/nzFdW98B+3FYIDbcDS4KANXWkl+8eCGzv6Tk/84r7+5sHje2XVeRJ3Nzuedr9fZyBN2xWk+LyyYhzlXI9I5GSwLA/OWnAkmDg4ATx5c58YGkJEv21yAGkHJHeVuIOMt1tQ58TA1ElPE2YMAHh4eFwOBw4coT/0mJiYtC2bVvUr18fkZGROEkZN+hdZiVGDI7NZs8eYiBbR+L/Vn4+GZSMHat/H2rNxXv3Bjp3Jk+0/Q16ABYXxw9U6cEroM0rZdUqvmKT0dBpb1Jpd3TaoFj6Z+XK7lXxaNT4z3DUrk2m1aura9+tG6kwppQepYSaPnLff3S0ctsZM6SXxcR4VgyTY/Bg9W3VEqDi6nztmrpt0ZE1pwWRvPPnk+Prscc811NK8dTDggVENFMS1gAiEO/erVz57PHHSYo0h5oIQV/4INE2HFJ9muC6X1mwwH2+nPeR1oinlSuJGM49WPEVeXlAxYqe84tS1gTDD9hCPQlaWhL4s551fdFL9k3gxj75Nvk2fmKqhfycop1KeCdO+iKYuN39vdqL5YUFwJZHvOmVNdyJt7oHFuD6TQtc/8jpIgEZl4FLy3zfJcMpYhF5UnB+cmdniS/PF9xonv3W3P74AaqEp/79+2P37t2oI1A7xo4dizFjxuDs2bN44403MGzYMK+XWUnHjvLL8/KA//1P2QBWivPngaZNvXvqTKdw3bjhKTBkZBDxSW8fAfWehbt2kemmTfLtzCQ7m6RHav1O6fa1awPdu5PXQi8dLYPTfv209UEJ+n7j33/51w0akGnp0u7tt2/nB6RxceLbbNhQfL6eCD+tx8ktkQqyWlASnvLz+TLyalKprlyRXla/vnu0ihJKkU6LFgEffeQ+LzWVCAJS95VqhKeLF72PYuEEQfpY546TJ5/0bttCzp4Fhg8nr2mRV+o7WLcOaN+epJsJxUT6eBIKZEpCFUCEYi4KadMmfnsZGeTY7tpVeRtK0N+plPDEXcOFovX7VIS68PvRKjxxkZw//kiud507a1ufIysLmDbNMwJT6vvOywPKlfOcz4Qnhk+5RYUyOwuAjFjLuqKbv+oDm9oQTxThYIbjJHVRzUkFtj4K3PTDJ4NLSwBrm2hbRy6SwI5sigJWVlJul6vyxmnfcOD6FiLa+RMnP9a+jtMJbOsBnPHz9DunyE3tumbAP4OA9Fifd8dYqH/yWkTkIic4C252zsuUJS4mqBKeOnTogLCwMLd5iYmJOHjwIIa6anP369cPcXFxOHfunO5lVnOGquLYqJH7sjt3iCnvV1/x0UQlS2rbfr16pMy9cNtaaNyYf125MvGXogchwsF5VhYRq5Ru9GlhQ66tWDnyhAQycHM4gKuuiPbx48l7pf3evEkG4HoZNQp4/nniYSRGZqa4f5FwsL5zp/j63IBKSmTJyCADMWElPPp30ouc6LVkCTHsFcIJLh06aNtX//7q23K/aX4+KW+vNlpK6jtUOwhV2s+oUfLLr193H9wrGRxrGRw3aya/fMgQ4O23yTa5zzFgAPneN20iBu/TppH5BQUkmlCNoXjHjuKRSkLkDMW5SzsdmVKiBJkaLRB8+CH/+vPPyfS114jIxgmUt2+TtMWICHK9BMhx3aqV+7a4CmmApxAjFHnEhNXBg4GZM4G9e8n337cvOec2bybLN2/23gSbPofpaw4txnDf8fnz0tsRXsOkIhel2LuXfx0Xpz9FeupU4L33SJTWmDFEcJ0yBShVinirFRSQCDWOvDzx66+/eFQxGLYhO5lMY+YAZ2aKt7lDeTAcmUyMazdrvBmwC7cEvgdJ/wAZMhe+9Q9Q654C7lzhI0rsSPIB8pumnZJP/bww33PeuR+l2zuKqINK6lH391c3AIdesqYv3nJhgeuFyA1WrmtAlCf09PJjfq+tvu3RKeb1wxQUbpKLnJDmPbqvUHFxcahevTqCXGYTDocDtWvXxuXLl3UvsxOcYfiUKWRgOHGiZ5tSpfRt+/x5Mtj47z9jzHtv3iTpMqNGed7QT5hAUixWriQDuh9+8BQ0du4EHnyQfy8cbNLvJ00iAwn6iXfdumTgBvBGvlyaiFLFv7vvVu+fJAZXaY+roiSkdGkgMpK8Tkjgy3irTfviBotOJ4mIiI11X/7ll2Qg9sQT7vPVpivKIReF9PTT4pEEnDCotWqXmtQ0IUuWkMG7mHmzGGLC0fDhRHT4SeIhQEYGSSF0OpUHq8JUJSHVqrkLglLCHp0CpjbiLSpKXbtvviEi0MmT/OA/MZFcY957j7xPSyOV7D74QN02OaFEDjlPIE4QVIqwiooCevVS1ycp6OOMi+iZPp1MOT+1CROIUfu5c/I+Rw4HOe/79PEUkoUROGXKiEccTZzIR75t3UoeJqxezS+vUEH5MwFAejoR24UCNN0v7vh/4w336+ehQ+TY5oQ4MX76yf2c7toVWE75TyoJhN6muXJwDxauXyfRU7m5wMeuB9bjxpHX7dvz7XNzxa9FSueVUf1lFGPyc4D8LOBWjNU98R668tWdy+oits7NIdM8Pz6ZzlOiy98PAWvCifE2Tb5IuOWlJcDvYcCyMqZ2zxDWNiafTYoyIoP2AwKTwgT6BriIhpPmpFCppn7+GdNcAxE5UeK/L4AsDX4PdkboTyZHwlr+dVHw4stJtroHtsP20viMGTMQFhZW+Jee7hsVeOlSMkj6+GMiqhw44NmGHghfvOg5sG7fXtyLqUIFMpBo1Aj44gvlvpw7RwaOmzeL+85s2QKMGEEMa4UDsG3byPTMGRJZMHYsES2E69PICU+LFpGn3vTPQEdTxAju8fQIGkIKCnjBSAgneD3wgPhygI/mqlkTaOKK3ubEKCW4AVJBATHErVsXWLiQryC3aBGZ7tnjvp6aNCkllHxqyojcU3G/lS+rkc2Zo65dTg4Z1I8cyfeTE4tGjxZfZ+RIEomyapU2HypvoCN/Jk1Sbr98OSl7r4Z33iHTzZv5z8MZ0puJVjNqToyiz/39+4G1a8Xbq4UW6wVBtIViES0gyl3u588nKbKc+Ewjdu68L1FcRXiuLlzo/l5NdM7bbxOxna7cBrgLLNzv/X//57l+dLR8yuSqVZ79GEj5Tyqd7xER8svlGDiQP8e5zyAWQdegAX98c0hFPCld2+Qi9BjFHCmV9fxc4ASVz7yyIrC0FElR83ey6Rs/p/SAtSC3aHmI7B/hOW97T5JGCJD0uqWlgP8kDBvtHPFEk0x7d+kQVbZ3N6wrtiBP4qnrpjZA6gkg2Y+M1c/9SEylxVIgxVLtOC7+DByQuDG2IwX5REDlormMCJfP9SIdxmcofM4zIt5Pd+LJ/6scFUanRRDdw+NatWrh6tWryHPdiTqdTly+fBm1a9fWvUyMiRMnIj4+vvCvrFh+kUmMH8+/FksTogcC99xDyo8DwLJlQPPmJOVALJCrbVvg11/Ja7FID6eTRD9wqSdz5pCb9zffFK/GxFUZA/jUFA5uQBIYyKcS0k/0xT6b8HohHDh8+KF7RAHdvqegGIdeXx96YPLBB0Qwos2zOTjvEi16pNRAUsx4l/uctOjx3HN8epOwCh4HN5hNSZGOxlJCKZKF8zOiodPg5GjbVl+f6H1wxKv0hszNJZ5B8+apM5YGeEHv4kX3z/TJJ+79UEqz08usWe4puGIMHMifzwCJZKL7to+6p+RSt+hzTvh96hHYNm70PPdpxCLwbt503zf9Wsm/Kz/fPX1LCqeT/N5c5BItPP32m7IAISeoiD0M4Dh61HOelHgt3Ifwu+renUSpPvaYtC/YTFfmy6pVJILT4SD/P8QinsRo1048qpajTh0+MkzNZxAiJlKL4XQCf//tHum5fDkvqHGfQUzsq1nTc15kpPi1SMqDDiARYEZWh2QUIfJzSHUgsQpC+0cBx94mr6/85d+RPnI4nSRNS4qDPq4gYDRiA/TbAiuOf11PhK65npr++6q5fbISrak6/mSgd0fEuwMQTy/kuLQU2NTanP6YARedduozz2VJ/8ivK5daajfuxJHPs2+4+PJcHUEj/nQsSyFWffS/6eT/1QqRyivFAN3CU5UqVfDggw/iV9eIa+XKlQgLC0O9evV0L7MbSoMv4UBi8WIysBw0yH3gk5Hhfv6sWweEh5PXMTGe59bWrcTvhfPp+cd1bRKaSXPQqU4XLrgv494nJEifw8L5wkGM2KCGHjDSEVPly7u3F0YWRUcTMefcOXdfJboPO3aQz7pwIfFumjqVzO/bl8L5DMMAACAASURBVKThOJ38YIZL5VOqvkVHrkhF6Hwr8qCQi1jQmrrGUbEiGbgOGiS+fOBA8vsdPuy+j5MnAT2e+9wxqzQQlUvrUUI4+KZ/4+hoElnH/Z60QEkPwq9S1a05mjQhnkU7d/LrcdtxONz9dt56iwiROTnk/OLK05tBw4buQllSEjl+pejcGXj3Xf59mzaebeQi4vT433TvTgoXCCkoIN5Iwgp+hw6RNFe6nwD53rt3VxYGg4KIePmVQkXv9etJ1Bon1NLXsK1bPa9pwvNsmc7iLmKpXGLfa8WKysLT1q3En2/dOhKlpVT9lPOsmz3bvR/e+Bo5nSSqSm65kGvXiEE+l9qttP3Dh8n/sG7deI8voTAoJ56J7SMnR/z4FxMGOYxIU2YUUbjIH6kKQgCJLtjR2zf9sQQnkPKvcjN/ZVs3z3nCAXp2kmebIoO31cD8aLCeLFKlMS9DPhIkyw/Kj4uhx7PJr8RzhUHHjT3yy4sCTploVJpLS8zvi41RJTyNHTsWYWFhiI+Px6OPPlooEs2ZMwdz5sxB/fr18emnn2L+fF6l1rvMThykojnFooLExIiXRLzuypYlZrlS9HbdI8XEkGiiR6iKqIcP85EFUp5SdJrPG2+It6leXX0khXAAIRZZ8/ff4vsPCXE3yeXEhuRkkorRqhWp/hYR4V5FkO7bd9+R6dy5wNdfu+931iySXhcUBNx7Lz+/eXP5z0SnNIr9RlJwA0c1VbJohN+h1AB6+XISydaihXuVL7mKa3Jwx6mSUKbXnwwAjgiKx3CCx4YN5PedPp0/d2gjfXrg3aSJe5QQQMS2nTvJcdG8ORF36O9RaNh+7Ro5rn0RBDmCivivUoUcv06n9ICeNtEWQ0548ialMDPT3R/nzh0iBtLna/nyfHXMDz/kTcwdDhKts3Gjp5cZzbVr/Ot584hvlVTUGxfpxAnEYiIETUaGe7SLsHqaWsS8mcTOCbGIHCX/IS1pa3SEqje/q5JwxIlndeuSaeXK5P9IUhIRzcSEXprp08k16LXX+HkffkgKN9B90Co8SSG8htAw43GGKKkngX9fE1+mxwsk/k/v+uNLnPTnU3Gi+bM3TOIOz3knprm/j1eZ286RsBE49q5yOztQIDQs1Ci03Bb4XTgLgLhV6qvjmcmVtUCKyICCw1kALCsLHHtHuk2p6sb3yxfoMX2/IxMabDeYiTawsRXxllMi65pymyKMKuePORIhIg0aNMBeiXwLvcvsRIMG0mk29ECO5uZNdfPpm3TON6V1a89IgxYt+NdqUrakDKmdTveIk/x86SfLX35JKm4lJ5MUDWE1KYBETEhB+8kkJBAT2l9/5aOSOH8kmowMfrDIiTRSlea4756O7pL63r1FTnCSq3ilx2NpyxZg6FCSxiKWtqIGbr+vvCLfTqvnD0337kRk4uCOqx49+HmtWhFB8uJFfp7w2HzmGel9nDlDBvg1apD3Uqmu3v7uTic5lnv0IMJvtWri7cTSPOfP9zSVp0lNlU6PkhKelAb3SnARRHJeX7duAa+/zr/fv59MxfzjNmwgnkS050516r7v+HEi5L70krjwwH3OrCxg8mRl77O0NCKeKKU3KsGJ1+HhvIgmlrq6caN2cYtun5+vPtruqaeUUwv1wv3OnGiTl0fOwZMnSWRagwby62/aRKa0QCX0a1q50jjhSQ6zruUMP2dzByBH4uA4pqMS0s7HgcF+Eh1yaSn/Ws2JtqqyeX3xNZvaAekXlNtJkZ3MeyA1nAiEqKwYYRcOvgjU1BDBl3YSqNCEfx+3GtjdH6jVH2i/XHo9o8m8DsR8CzSaDAS5bkx2uKqTcOed8FhezMJd3cinbhgWuW6C/eWa5VfRWl5AH8M3XU/cxQoeMAqxvbm4L/n+e/f3ck++X5VIKVebJiAslb5ggXrfGz2kp7s/SaZv7oXX/m3byGeXq0gnTOnjyM9393UaOpQ89ZcSkTi8LVu+c6dnFTAjDLblnr6rrXjFoXS/mJ9PBosvvwz0769t2xyJieruS70x76VFJ0D6POnTx/29Hr8vOtVOiFIUmtNJys7LDWSzskjUy40bxHhfbRU7gKSQjRwpvfyuu6Qjn6S+/4AA5aggLXhryM5FO+qNQqGFps8+c4/qEyMnx/O48QauUqAcwsIAStDiZJMm5LhRy3AJ+wMlatWSX/7WW2TK/d55ebzQe/GifGoooE58+/JLbeeHXugoSQajECnRCQASFW4wpLijM7TYLPJzSNU2oSl2JhVSemmxb/vkCzKvAqvDBNXZXMil6GSriOw6SuUo/65wIbUraRIGhWI4BdF/XAVEOV8wM9j7LHDiA+DsNzKNdIgoF39RblPUyc8BdvYFrotEB1qBs8Dzd9ncXtDGTwQzI/hPRdWwYgwTnmSgB7bCgS9t6E2jt5qZ3gGJWu6+230QqkbokQtK+0fCE++zz/QNUo0Q3d59l/ivcIMorelxRpKTQyLGaF56iUR/AWRQKKzktmuXZzl2rfzwA/DCC/Jthg/3LuJJSHa2Og8sKXNnObgIDLEB7xSFh9x5eSTi5e67pdvQA+7QUM3dE42EUgOdjiqES08zAr3eZHpZu9bd8y1VY1GSrCz1RthqMPI457h2jfx+8+cDp08bv30x7rpLfvnMmeR/FCey3r5NKrMCJIJsiYilAC3M7xOx2hCyZ49nBVSaHV7eAyckkO0Lqx0yGIroNeHNMvBiawSnPiFV205/KVhA3VgKU7GKArGLScl1LdXZ7lwBYmYrt6NTzPT47NiB/Rqqpxx6GcgWEWnviFQ6MpNrrjDam4eBfKknFjrEiIyLym0K8kmkm51JlXmyL8fNQ0D0WCD+d2BLJ0O7pJtLyzzTYYUc/p/27RZk6TMltxq5VFG15N0hgnwRhAlPMtCDXaHwJCVqKBmSW0XVqu6C0Pbt5Em4w8FXZBLCGcxq4fhxT0NxNdBRKe3bS7dTolo1PiLByAGsVv77j/h60dER337Le76MHCle0dAIhJF7Qnr21D8gFxOA1qyRj/zhoNO7tMJ5EtEoRfP066e8XVrwLF9eW5+8QSnyx1smTCARZp06mbsfmthYoFcv3qPum2+0+akB5PjyNkqLxgzhCSBRTrTvl9moFfNzxCo2S9zbJyeT6390tD3+b1WvDnTpYnUvGH7FhlbAnmeATInqWEqc+gQ4MM7YPnnDTZeHQYrAfV+PPwxNfjaJStDjhWUkWYnAvhGeA6qb0dq39XuYn5Rbp8iVCS1dJHMR1nJ8Z9/gqzty763k8lJgew/xZWKV3oxgZx9gZSUgx0bHx6lP3d+vu1/fdja0BC4s8Lo7XpN8kFx783PUiZq3JEqAy/F7LWB5Oe3r+YLkaGDLw0CqTDlpb1jbCFhdw5xtWwwTniiEN9/0IFt48y7lpbR6tbF9Moq8PPcBXePGvKm5VAqUNwbUWnn4YeJP83//RyJ/vEHqt7GCayIecnv2iEcg6KFkSe3rBAerH5A7ncQDaNYs4P77pff388/a+6EFqQg7Of6kvGOlIm9oDyql6CCt0TtWMmsWqVx46pTv9skZWwPEh02r6AQQQd9Ic2mzhCe5yB+jCA/n01q9+U4KCtx/G44qVci0VSsgKkr/9hkMQ0nYAOwbqZyacXwaESxif5VvJ8fl5cA5iTK3VlCYW+66NS/IB079n35hjSP9PLCuGRnE5aR5pvL5iqNTgAvzgcMCrwozqzzZQVXn8FUEw8WFwG1XfrUdvHaub/Oc5yzghVajSXAZ5/qiAl5BHpDh42gympWVrInu+vshcu1NWGe+sXiWDatYbmwFXN8K7DfpCaTeKF4/gAlPMtBRTcJUMLrinT8gFJ5yc5VTn3wpPAHEeFeqKp9WVq0yZjtm0K6dcdv6Ri59XgItwtMLL5BB6YQJ8p5fZiMmJj71lPr1hw0Tn08boh9QsEDgfLeE1fXsih5PLaPoJlIRWw2Zmf4R8WQUcoLt3Lm8kbu3wpNSFKkf1PpgFAfSL5DoiAvzgLPfyrc9rsLATQsXfwOSLD4R8l3/6DhhaGNL4MgbZHDnDc4CIO0EMSteUcE6ryNOBOE+Z9p/ZOBuJrZKV1EQweSinrSQlwH8qaH8qi9YQpWrzU4G0lWkzPkDe58F1tQBbsUot9VD+gX54yI7mYi5vj7OC1yRGc58TyHbaD8np8nXCIZPYcKTDLQHhtCTxUr/ILXQFZSEwpNYSoYQXwtPRjJvntU98A1lypBUGS1oEZ6U0vasRIsh/XEV0bBKJtNclIu/lHs3wlzf1+Tm+kfEk1E0by69zOnk+y9XRVSJ6Ghg4UL96zMYPuOPe/nXh14CLv7qGR1jBlk3gL1Dgb/bmr8vjpjZwDVB6OR1V075ZZdBW8oRY/YljIjwRSSIHHeukGiXtY2AJV5UOlHDdZE8fbPZ8ghw8lPP+ZZEX9kk4osWJwpyzYt28jWc2f/ts+Zsf+8w5Tb/TrI2LeukoIrOnsHGbj/+D2O3508UQVN2JjwVUQICgFde4d/n5bl72KipTvT++/57zK9da3UPjOH554HOnaWXlykDtGwpP4AVEhysz7/Lbqxfr76tVBVGPciJtuPHG7cfb/HHc7dHD2nPOT3YXXhSKkbBRa39UYzvu4o7WVlZeOKJJ1C/fn00a9YMXbt2xTlXmcLExER0794dERERaNKkCXYqlY/1N/Y+A5yeYX4qR4wFT1iixwNbH+Hfm3nBPqQj79kM0lxh0zcPEq+aosr1LcDRN0UW2EQEsprb58w/p33NeVfloJMfA+d+JB5IOV6W6wa0eXRlXtdvWq4Xh8Oz4IHRqbPR44gIv6qqcWK83+CHN/IKMOGpiFJQQCqccZw44V6BKTtb2RD68GFSaaioY2cRpnVr+ftRznOJFhmVEBOe3hS7R2KIIheR85lJXpl6UBPVWNQJNvlhurfICU9Op3T1VKt58EGre1C8GDNmDM6cOYOjR4+iT58+GDWKVLmaPHkyoqKiEBMTg/nz52Pw4MHI9ZeQTC2cMVCNti0mDjDK2uRCYpYRr79gJ78pK9n7DHBVw5NDvYh5SxlFXqZ7mmj8GjI9OgU4MAbYGAls7mje/sVYXU2/ableznztm/2c+IAUJzj5sW/2x+F0An/WB45N9e1+6f0XMZjwROFv/xOmTlXfdo7APzM7W53gYtYAw07nki8rf2klMFA+ZYr7DbVEdgQHk+3SKJVrN4uQEN7Hxl+QG9eFhEgv8zXpJlShVfKFsxtBQcRk3a4oRTwJz1O7ULmy99t4+GEmeKuhZMmS6NmzJxyuG5SoqCjExsYCAJYtW4Zx40hVtsjISNSoUQM7duywqqvmcXiiuds//q652xeS62MDPodNLyTFDj8bZJiFI5BPUTOT6PHmDDYKcoFlpZXTRFOPyi9XhY0GSxx06ltiEfx/Q+PMB27HACfet6oDFu3XPJjw5CUdfSxoA8DTT5Nr6XteeGtmZysPegBgyBD9+5BCrNKbr2jY0Lp96yE4WF544oQOLQPUpCTP3751a+19M4KgIP/yEnM4gMRE6eVSETZcBTFfstiE+7pGjYzfppkEBQHDh1vdC3foa5Dcue10miM8Vajg/TaMMIBv2JCkEjO0MXPmTPTp0wfJycnIzc1FtWrVCpeFh4fj8mULKywx1JEmUlrczKdxYtu2lel2ccHHwtMih3neQ96Qft53lRWzTBhw5GeKz7+x3/h93Tqt3MbXxC6ybt/CVLtrW4A9Q0kFUDPwtrCD1zhJoQ0rv3ODYcIThZ7/+6VLG98PGrGqZUZEZqkVnjIlrq/eQHtN+RoxYcBO0VdCYmKMj3i65x7PY6hDByA2Fjh3DvjYh5GsgYFAaqrv9qcWvZEYAQHiRuZ//+1df4oCH3zg+30GBXme81IVDn3B11+TCnKPPw4sXy4ePffZZ0Dv3uShhpprtFaMON+2bJFeprZqZ0iI/0UZW83HH3+Mc+fO4ZNPPtG03owZMxAWFlb4l25GOCRDH7fOuF6YeCOSLmJyuLqG79NWihsnPgKuUv/8rbjgXd3g+33aCaO9pDZ3BLY8LL4saZex+7IrGRZUJOQGarcF1QO3PgLE/mZQdJkINy0uYe8sAA6+COwxIQrEIpjwRNGmDZlO1BDVnZEhvzwqSn55WJj88hiTKnRmZal7mt6ihfH7ttJ3RUwU0Co8+dLHZ9YsdcKTlvsZofBXsyaZ1qkD3HsvEV2qVtXWT63UcBXgCAggg2y7QQt5Sl5oQpo08ZzHneehofr7ZBeeeEJb+44dgWnTgLffBsqVU7/e/v3eV7gLCvJMfxw71jqx+fHHScTRmjVA//7i53anTsRMPCTEPql2SUnAmDHk9dix8m1dmV9ubN7sOS8ujlwHRo/WViiguPLFF19g1apVWL9+PUqXLo27774bQUFBuEaFEMfGxqJ27doe606cOBHx8fGFf2XLlvVl1xkeUBegvxq6vGBMvChlJ4nPPzrFvH0ygGNvA9u6kQqG54tJqWUrKDAgBFctiTulxYh/J/muH3KY7aWWfMDc7YuicH006xgoU9ec7arGxpEROmHCE0XTpkBKinzEh/CmWmnAL3YTzlGihHK1rbfekl+ul1deMSbiSU/0gF0GUxxig1Ch79OHVLXQ118HvviCf1+1KhmMmWEEnJsL7NsnvZwbVGsRnoTeXmIm1Dc0FNLQw9tvk2lgoPbjwaxzgobu008/6d/OzZtAfj5QsSIpa3/hAhEbHnrIvZ2SAG0UaqNR5PjoI23tR40C3nmHvL5yBbgo8rBMTIxu1UpbJF/XrsDLL7vPE4t4slPEpdi1h/ZbMyPiSS39+vGvK1UCvv8eOHUKmD2bn0/rFzdvkmP79m3PbT3wgOe87Gxy3frhB6B7d+P6XRSZMWMGFi9ejL///hsVqFzJAQMGYLbrB4mOjsaVK1fQ0Yr8f4Y2cgUnSeJOc71SMjVUicm+CZz+CshXUfrYn0nYCNyJ982+oscD+0daUz3RCvJ9WNnkVgzxWjr9lUSDojdwVyTpH3O2m3ocyLTIK+WGyEDoBDUwO+fDc8uX53F80StpzIQnARUqSN/sP/SQZ+qbko+nXHRPu3ZkuZwhcZUqZHAiduMOkAGBXqZPd3+/YoVnm6ws/rXYILBiRTLg+E/EskAKu6RXcN+dw+H+2Y4dA7ZudW/76KNkynkhvfoqv2zVKjIYi4jQtv9atZTbKEUecceXlgGq8Hijf2MOMz2JwsOJGAOQfr/wgvZtqPnupBD7vELkfJzEuHIFOH/ec/5dd/G/TcuW5HxxOIDOnd3byUW1GQktmPoK+tgsV478/kKMiIIMDgaeesp9XlCQp7BphD8RjZZzTyg05YvYEtDXEStFeuExGRAA3Hcfed2+PZl+8glw9iywZAk51h0OPpqRDrwR+xxaRMXiTHx8PF599VWkpqaic+fOaN68OVq7/hF99tln2LNnDyIiIjBs2DD8+uuvCLZ7KUcGcHqG57ytXX3fDwA4P59/nZcJRD8PHP4f8RUpipyZBWx9FNjeHfjDx9X+hIJjUSUnxXf72tGLTA//T3y5nb00zOL0l+Zsd11TYLVF1YDEvLqOvcO/vrDAZ11BtA/NKS8v9d2+fAQTnkSQGkjs3k1uoLtquD+g7wGXL3cXe7gbb6kIDlfhGgDA4cNAnz7kNX0dbdpUfV/kcDrFTZ4zM4G6rkjDPXs8U4VatSIDDj3XdqtNpR9/nEwdDuDECX5+2bKe4ljLlsCGDe4pIfv2AYsWAW3bkvfz5vGRHWqIi1Nuo5QRwUVHlCkj327ECP61UHjKFnmw6U30VmYmcPQosGyZ+PJZs/gU1Rs3SOXE27eBlSvV7+POHf39U1PNce9eddtatoycFzVqaPvO6OtCQoI64emll/jXeqN2xAb7zz6rbRtaz3U1woyWsbLU7ydWrVFsu2qEJy3iuBbRUPiggPKFFkWP8LRIwYNSTRXJsmWBKVOAnTtJRJKQ5cuBd98lEb0REcCgQfyyXr1I1PDOneR9jRrin2P1auV+MICwsDA4nU6cP38eR44cwZEjR7B/PzGxrVq1KjZt2oSYmBicPHkSnYWKNsOepBxW0cYkzxIh8a4TMT+LVOriBjpmmDLbgUMTgGubyOuCXCDDh2b8xaa6oA/FHto8PSsRyLgkaOCjp3pFFaezeIp3Yhz/wLeiEyBeiMLPYcKTCHrTGzZu9JxHD/KffBJ45BH+PTcAmjDBc7277iKeOzTcjfzfJnkVig0OMjPJ99GsGRAZScynaQYOJNOSJbXvj17noAX+bfTvfO+9/GupQfCjj7qnwbRuTSoMctSoQbxshPz7r/4+0sLTpEl8NAEHJ0DQx5UYd9/NvxaKD2IDcW+iEUqWJIKoWFRSbi4ZmDZrRt5zKWdly2qrtpWcrL9/gHJRADVCyLJlwIABvDccTb9+8gN8bvvlypF2asQL+vw8dUq5vRhiv6vW652YObXc+a/mu5SL+hQi5ZMVFOT5WcQ+r5LwNGcO+X47dBBfLqz0KTwn5RCKZkqRe3r+F9WtKx+Bqub3SEkh/n7t2xMPJiFVqwLvvy/+/QYGEp+4OnXIw5PTp+2XXs1gaMJZQIQZI7iTQAbISqxvbsz+lLjtuqnLSRMsMHiwaVbVKW9ZU0e5jVHE/uq7fVlJnoL5rVmsqgqsCXefl5UI5HnxpLK4s7kjKURw8Tere2INtLB5/F3fp8veom7mnE77Xkc1wIQnEfSKOZUre4pFwcEkdWvFCjKIoG/6Ob8VWszgGDDAc16KK3qV9t9RKhW+VEOUntjgICmJpBBx/qXCJ/bcd1W3rnbvF05EnzOHDHI6dgSeeUb9+loGfEK+/JLfv7BsudEpIPXri6dhiXHvve4iXGgoP1i9/34gPl58UKl0zD74oHRbsXRRIwRN2hj6+HESpcR9t927ExFz+3a+jZF+No89Jj6fi8wQO+do1AzOxc5RjhUrSPqdFNz3wPnhcMei0KOIhj5G9Q7kxdaT21ZEBLDOVU32vffIVCj8VK5MBGqpc1ds+0uWuL/XEvEkJTyJRTyJncvccSmVGjtmDNCwIbBtG4lmEzJP4BHLie8c0dGe6zz/vDphVShWip2HShF7QUHuaW5C1JxnRglFdeoQcZUJTwy/ZmMUsNSgEO0bIhcVK+EGNsc0hGtrIWkvcHWTuR5W/oIvU9B8wY0DwM6+JEWTZtuj1vRHjI2tfJ9S6Q9kXgMWOZRN75N2kejHvUN90y81SFUqvLHf+H2d+tT4beplUxSwwv8rFBky1NuwYQNatmyJpk2bIioqCkePkhDh1q1bo3nz5mjevDmaNGkCh8OBY8eOAQCGDRuGmjVrFi6fNMkm1QC8ICiIT0vjCA4mggFn1EoPhN59l399111Ao0b8DfqhQ+r2OWSIfNtGjdRtBxAfHMydS6bXryuvP2qUcht6IDV7NnnPiQTbtwMLF3oKIU6ne2rVm2+Sz5ygwS9TSGgoH/kQHOzeL24QvHCh/u3TBAWRNCw6tURKpHM63SsJDhnCCxyNG5N+NmyoPfqV/nzCwazQ6BoQ9+GhoYUsKejjqUkTz9TKe+/VJ6ao+dx//SU+/5dfyLRiRfn1jbBJkRPvhP3jIp7q15deh/5+9Ip0QUGeESzC75MWP86eBXr0IF5EU6eSecLoJC5ic+FCd7Fx8mQikohFDg0a5B55JOZ1JIVUZbzgYHURT1wbpe8wIED8OKH7PXYsqXL5zz+8QXzLlp7rfPst/+BAjk9V3OMcVcjAEfO1oqGXzZol3sZoHz6x/njjT8hg+JSbImqyXs5+o9zG1+TeBs7/KJiXbsy2/25LhIgCL0uUMuzH1i5A/O9AnMAnIV3lk1ZfkaViAFPcuOYqNRstUwHLrlzbIi7iblIoI+/vJB+wLprQQLwWnlJSUjBkyBD8/PPPOHbsGD7//HMMceUi7N+/v9CTYOrUqWjSpAmaUqZEkyZNKlz++eefe9sVnyE18BUb5Ajn0e/p1zdvAidP8gJVly6e2+JEpPHj3ecLozfogaNwsH/2LCTx9qm00kBu/nz3AeagQWTAXbOmezuxgSr9OR5/XJ3wIUdBAR+hIaw8yP0uwkgGPUyezA/U6TL0tLDx8MO8CMl9P5z4FB5OqqqdOuX9Z+ZQM6icIeJ9SvPBB8rb0Bo5Jnds0igN4OUqRdIpbnKYbXwcE+P+ftUqIlgIzbFp6PPLm4gnYarZkCHAr64MgM6d+ZRe2n+I3ndEBPDii/x7qWva6NHEyF1K5AsMBPr3J6+1pNpJ+Zmpuf4CfIEANd8h/bk3byZ+fHSaJlccom1bEtV46xaZ36OH8rbFEKbxidGggef2IyP518KUw1zBeI/+3PRvbOYxL/a/4f33zdsfg2E7OOFF6mm9lYj1yWjxIHGbsduzK/7sh5OdDPwRQSr+qcHOx7TR3LkCJBsoQJuKUzmdt/A388PEp5QjwAqFp8cc6ReBEx8Vj2PUT/D6iDt//jzuvvtuNG7cGADQvn17XL58GYcPu5snzp07FyNHjvR2d7aDq/IDkBt3OnUI8DRBVrq5//lnYrIsFhHDDRiEQhMtJDid7kKKMHJDrvIaPSCho27UIhzInT1LUj42bCD9GjbMmCfpXKqJMLpMDVwfCwqI4JOfD/Tu7d6G+85CQojIJ1btTy2ffCI+3+nkP8ewYfzTf84rZ9MmkuLUsiVpRx9nepCLeBJDKRWNFsH+kajcqvW3ps8V2gxdCFdRSwo9x4WQ4GDyu7z2mvfbEkMYrdehA0nRqliRpK6Jwc1//33vIp444WbgQJIi16ULETycTlLNsV49cn5cvSq+DYeDRMpw37OwL/v2AW+/re534NZV4xHHVRTt2BH4+mtyXqxZwy8Xi1KTi3gSHp9Xr3qmR4aHk2jFWbPI9UJ4Xab3GRLCC5oLFih9Gp6PP+ZfK4lhXDVNWvwqU4ZEFNJ9kksdpn8vuv/eFBRQQuxawNLvGH6HXlEhhzsOrQAAIABJREFU9TiwJMRVKc5PBkD5mcpttHDqM2O3ZzeubQbW3ANc+dPqnqijIJ8YJd+kTEjjVgLp54B/DHjqWtT4PYyk7fkDt2OI39Vf98mIZa7rkF3KjGvhP5WBKhd+JmmWx94GEtaZ2ydf48cCt9fCU0REBJKTk7HHZYbxxx9/4Pbt24ilSrLFxcVhx44dGDrUPUd05syZaNq0KXr16oUjR4542xVLoJ/UBwcDnTpJL+fayFGyJDEhF2vn0vY8DGk5kaC5y4uSvqGnTaWVoNfTk2pEr//VV0TkunSJmHIbCbcf7nAaOxZ44QV163KDMC61SWwAz312hwP47js+Ck0rcgWGCgr4z5GXR4SWIUP4ym4VK+qPmuDgUn8A4/+30FXV2rblv1e64qPWfdLiA5fiKaRFC2DwYG3bFYMeqAMkCuY2Vek4OJhE6FkRiCn1vdWsSY6Vd9/VP2gPCiLiyfPPA99/Ly34aPnthP//WrcmEXFqtsG1USOkjRtHCiu88w6p8JeVxVemBNQLT8J9AyT1sVo1T9+44GASyURHeAH88SnlyUX7OZ0+Ld0HAHjgAfnlNFwUJh0lGhjobjYvZrJOI5XeKvQnNJuHH/bt/hgM1eSkAFdE8rU3iOTRqiFhA5me+syeA4Yrf3jOS9rt+35YhRFpgHuHARkXgZjZ3m/LFySsI0bJG+hQetc/DmF0SE4K8XJK01nVxM5w5+OufsAugXHnzX+BG/t815cWM43d3q3T0mKZP0c8yaWbZV4jvnKnPgP2DePn596WXMUvWRxAPLrs+P9EAa+PuNDQUKxYsQJvvvkmWrRogU2bNqFRo0YIou74FyxYgF69eqESZerw0Ucf4fz58zh27BhGjhyJHj16ID3dM6d8xowZCAsLK/wTa2MldOpYUBCweDFAB3YJB1/epDN8/z1JuxIGjoWGAmfOALt3e+5DmGonxjZXBLS3HjL0Z5UzSVYD52skZiDORca8/z5w+TLxilKbhpadTaa3Za5BRvj7ANImyABJqVq2jEQZ9O5NohZ+/ZUXF41gtwn3jW+9RcQPocFxdjYxRV+/np+nVXhSc6xqEVLlmDzZ/X1goHsFQS2eQ0YjPPc44bZuXf4cFROepCKlaHEmMJCIht9+q+xzpUTPnmR6//36t8Gl/eXkKLcNDCTVG6XS8oKDPf8Hc9dCsai8l14i0717pc3opRgxguxLSqyhryENGshvS8u1lvvdn6cq+jocyiJOejofLUXvr6CAeOp9/71ylKPR1Kvn2/0xbE56rNU9IBTkkTSOHb2BpD3uFbFSDkuvJ4dbWLoNI57s8t1bRdpJMs1OJlFAmRLhvnIU/sY2/H1FkRmwCqPdznxNvJz2CHPB/TBahiM3Hbi0lAzgLywE4lYBcSuA/Gy+zYYHgU0iZYvNooFIiXMj2f0U8K/LT5m7DjlsEnr8+EX1bfNlqhQW5BJfuSOCm3zh8Z52ClgeSlIoAeDCAr7CJ0AKIuwXKelrN7KTyM3orRi/EaEMkTo7d+6MHTt24NChQ5g+fToSEhLQyGVI5HQ6MX/+fI80u5o1ayLAdQfct29flC9fHmfOnPHY9sSJExEfH1/4V5YeHVrMqFHufimBgeSp+U8/8fOE/hreCE8VKhDRSUwYqV9f3PskIIA3BZaCe+LubeoDJ0bIRfqohYtqEes7F/HlcPCvxfreqxfwww/i2xerDPXOO6TanVG8/bb4/EqVSArPY4+RaAqjxBQh9EBST8TTli3i8wMDPb/vgAASjUTP57zG2qj8v61G8EtNJVMpga57d3X7kkoDe+45Mi0w+d5R7pwU/lYrVhDfpVbUgysxsSJRIqWfPg6M9PGZMQM4cMC7yDzOT+qihnsOKeQ8nujUNI7Ro0mqYZQJfpRazjctbbnzixZpnU7gDypggYtG/PFHvipfmTLiomVBAUnzHDfOuyqhDIZmUo4B+ZTinJ1kXV9oDr3Cv85MAJZJmMrpxo6DAx3/8G4eAlZVI2mEUlyTuImwHa5/qMenkSiggwIBQNWAznUht6OwKEaAyA3XedfgxSl48lbo5SScz4k0Jn7mp03a9s7HgX9cpppH3uDn280Y3UguLwX++8L1xvW95tkkEihQhd+CGtTcUOVnA2sbA7m3SApleiywbziwlkqF2PYofz4YyV3Nvd8GfT1yOklhiL/qA+ckBrw2wxDh6SplBvLBBx+gS5cuqOd6nLl161bk5eWhK52DAyA+Pr7w9b59+5CcnFy4jt3hfnOn09Ool2PiRDIVGmUbFU0jh9CH5Omn5dvLRVFoISSECAN//+3ddgBixH3jhnsFruho4IsvPM3IAfG+r1zpWcHrwgUS7SI0FAeAadOAV17xnK8XOh2N49YtgDr0TUWvDxCHmMG98P5LmFpKU6MGcPy4+uNBzf8LLmjy3ns9l92+Daxdq25fUvvmjiOzI57k0gWFv1vZsp6+VsLjXXic07z5Jv/aSOEpJISYWnuTxsmlywrTcems7N9+U5/yKDw+5c4Bh0Odt5TZXL6svi33+9GfMz/f/fjgPtOoUe6ib4YrOp1+QEH/PzIihZXBUEXiLmB9M+AgFbqnZIbrK87N4V8n7jRoo9xF0glbCk96npQfe49UCzvlujg7C4hgc4CqfkOnutgZRwCQdQPIc2VU0BWzYpeQqJjdMr5Hd64Ad+Jcb2z4+4oi8o87WaIcfaGYJvHPPk8mAsUbuh8yz4PoOmV2T0f9+EnUiNfQImK+ipBzM6hAhcsHqkh54Ah/RnqZlPBLe6+tF/gbcBF+BdkwnVo6vVtoaN+u22eBq65B1rXN5Pi16vdUiSHC07vvvouGDRuiXr16uHTpEuZSBi1z587F8OHDC6ObOIYNG4b7778fzZs3x//+9z8sX74coXK5STbE4SA+Ixz0YHX6dPL7C6OQfCE8Cct5S1WB4uB+mmwDzrnQUONMY4WRQC1b8ukiQsQG1GIpOXXrEsNvX/wOYpQrJx5tZQb0KedwkEi0bt282yZtxeZ08mmaUjRponz8cXAVtriqY2JwKZX0vcHHHxPRqWxZ/WIbd2/z0ENk2ratuvZ6kbu3+eUX5fXpc+z6dWDOHOm2tN+Q3Qydp00j5+M3VIXxpCRg3jz+/eDB6kzeFy70nMf9TlbdS6pJX6tdW/326OIIHHl57tc6KTGNCzqeOpX3xKOr4UVGErN2qcg5I7jvPiJImxXlyfAT0k6Qafzv/LzLy6zpixAn9TTxvIjZ4H/TdWyUuhDZMSImJ1lb+6wbQILrKQ93kV0cCJydBZzzE48jmuwbwKrKwAXXPx56UL7H9eT28nLp9X+nDDXt+PtyHJkM7BtBUojk0pU8cP0DdUjcYJklDlU0qJSzEm7pZiI3C4t8mFI4UMa/yEjcjlOLbpBoT6sQDeP/u5pJL0uXCJ+/tIR/fes/92Up/8Jn3GdAxaKUQ/zrzR2o888JbO4ILPXRIFMnhjz//vHHHyWXLVq0SHT+5s2bjdi1pTgc7gMAYVqdGCEhxJi2uQHRdlIMHkwEAS7iRmngzw1m1AoEq1cDffvq758ZqBlQT5lifj9orC4WIfxOtm71fptavXC00L498Ujj/GqmTSMRYv368ZEb77xDpvR5FxLi7s+klsce4yOkuN9q2DASTcUJUEK2biWD9iVLxJerRU4I6dyZnMMSl04A7r9tlSrq92tkxJMRlC1LIhBpzzXKClATgwd7nnNWCk9q96kl6kpMeMrPB15/HZjpuoeTEtUfeIDvU5cuwGefeV7zaT8wo8nMJP0PCCg+D5UZKrj4G5C43T4RTzROkZu6mNnAfRJPwKSgBza+ECYcgZ5pUXIkrFduQ3NgFP9arvrdHR+Fd3tLYbSSCy3fnZDrBtxomQVdWVApjWjfCKDVj0BAoH8bUavhDh12bPE/p6DSwMB0YJmJtjLXNguOcYnPbPq1SnDDFlgSyM8Sb0qTclR62ZZO2rvh4V1mIoElgdoDvXvQ4uHLRQlPSbv0b9dHFNGriLlwN80OB1+FDFAnPAHEmFatGbYeuMEWNzhRG/FED94//FC6vR3SU4QIRRYx4cBs3x67QUf/iEUCrVtH/rSgtnqgHhwOYrrOmWS/8w5JsaIj+LjIDnrgKhXllJREqipyCM3W//yTT7nkzhmHg6THSm0zLIxUEGvaVN1nkkJp4G2kaEnvy24RTxxGXFPuuQdo2JB/v2SJ9+mmvkBLH4VVObnXWv2ZAgLUP2gwipIliSgWGGg/AZRhEdnJwN6hZBCcesy47ZbQqV4LMaLaGQDE/up64dRvUK6F0mHKbWjEfG2afyrdPn4N/1ouEsgMKrdXbqOVvc+6v89N41+LeSEVBy7MB5K5im6cEbXEjYkZTxIqRiq30YLa9CMrItbC+gJRP/Pvg8oAkYLIwYjngV6ePsi62NrV/XPSv1/qceDvDsCVdSSK0UyE0Ulqr9uxKtIChJTwQZh1NUFKiZSfU5ufxeeLbUMMh3/fQPnBbbn9oIWnqChi7Nqvn32q9ND9AzyfgAsjf7jBKD0AkjMIl6oqZSX0gPrTT3nTYpriLDyJ3S/06KFsDN2ihbF90oPYwNxVu8DjNU2lSu5pTMIUVIfDXXCSg0sDNCob2JfCE41dhScjhIiQEJLGmpREvNwGDeKX2TnChjum1FQZ5H4/Ol23uF3XGEUVL0/SzhuBnseAeuOAfklAD5mn4t6Qfg64vkPfupkJxvaFo8k77u+NEN6CKyi3sQKnwFi10wagvELpUK3QImiAxWkrJQTlaht4WTJaC5x3U+E/UB+E8Vdyhbff8xw/r4JMapVafhcxhxXFgpuFB78A7hGInxFjBY2cQPn6+vchvGa5RTxRNxH7R5GomR0mpjdwlBMMmqt7UalGiWyV6cQpR4E7Oq/TwlTUEhLpCLJG6iqOv9Am4vPtfKNLwYQnA+jdm1SessvTdc5rSmqQKWXAq7b/VvkjyUF/1jp1xAfufnJOGoYRx+P27d5vw1vEPse0acD8+SSlVK1vlZLRtBz//ku+Cy1pbXLUrUv8f774Qrmtt9DHvR3PXYB8//36AV99pX8bnCBeqZJ01UI70qQJsGABcFhFIAQn0GnxhWIwLMfpBLb1AM58I91GTwl7mmpdiVltq+/Je6OqJImhJ53DTJpOA7rt5d+XMqJEpReKtlGRYhwVqSdgZQQX97uaAr1OG/97/1EPSNhgfcRTqzlAIFWWtYXgn2RfL88bObKukSkXHeOR4mMCtQcAT8SRCB+OIOrzt54HVOkkPfiWIvsG/7pAJpWSE2Syb2rbvtlwN3L3T9O3vvCaRUc80eltyQf0bV+KpjLpM0Ihs9lHwL2jgUZviDf3BeubaxApBYQIxHojKtiJkXXd/T2XtndVY8q0RdhEKvEv7C5gcE/A6YH2okXA3r3i7TnUChV2j3gSVsji8HVkgNUeT/T+9falbFl5s2+rKFWK+DF16qT+s4m1u+66fsfFeS6jqVYN6NhRSw/lKVkSuHlT2ixfj2cVwEcqLpfIfrD6mJRjxQrgZS8e5trxuqSW554jgrkSchFr8fHARQlfTQbDcq5uAA69ZN72hRe3MuFAyWrAA9OBtjKGef5KmTpAUDm+MlSlKKDtYqDGY8Sbx1tundF/s/t7Le/3zxFcAXiUGgy3/gnoto9/b1Y0Tvp5YHsP9wp3Zt38h0qEbQNArb7AIIHhNCeGPfC5uQJrgSu67LYrxctoUUIMp5OkitLnc2uq2si9w4FHtpHoRr0skQmx3tAS2DMUWOnDChiqjitXG61ptJKbo8S3aBM9NEIEFVbCXSWLS9UgojFNycpA6x+A0iY9WTswDoj/U7mdXiq1AZ7OJ+JZp/VAHUElzHIqItbqDFJus1PCjFONP5YNYMKTF9h1ECcmPD39NEkLlENtGs4DD5CqX1KDWyugU3Wk0naKc0qKN8fqEJfvnlYfGbshJqx+8gmZzhUpXmQlXGEArZEta9YQL6v+/T3nv/22MX2zK3LCk90fFshBfy65a3TNmkB4uOndYTC0I0yPurxSvJ2RBIYAT14F7psIhD8N3DPc2O0X5ANbugAXZPw6jIYexDmdQP8U95TC8KeATn8BpaoCDSd6t68zM7WbjnNkXQf2PqfcTi10CktQKaAS/TSMiwSZatz+pFgcAOQJzNRvnfV+u4+IeEPIwUWrGBLZ5iIn1XMeJ2rm3uJ2LL7uQROFCwAIbeg5z8wBWOxv5m1bDFViklMw9RZqQHR5qUHbFEH4O9V/kUwbvQkElwcGZRGxhibMpCon5+ZIizbe0uB/QMQL5FrV+gegRne4SSwd1wJdFYy/O64FKncwp382gglPRRClVDs68imeKjqiJeLpn388B7dWQn9WJjx54s3/6BEjSBXDP018UOALxL6D+vXJ/buR0UxGUrmy9LIffiBRQjTlygHt2pHXnHl0yZKkWtkHH5jTR7tQVIUnuuIfM+Vm+CX7RvCvnU7g+hZjt99ehZAV+Z2x+/z3NeD6NmDfMGO3K0f3g9QbJ6k4JvXP/cHpwNNe3vTcUAiTl+PiQu/2HeIyvasuEcJes7ernUuMa/Q68JRKA2lvEA7Stz5swEap37D+BODhbeR1iITxX31X5GDFFsSI2gjWiOSnc6bzt06r345aLx2OMnWALjqrnOvxMjM6DVQv971GIrkG3AICVfiIcTcx1R4xZv9ZN5TbGE3reUQ0HngHaOASoAJLeHojGRXV5UsavkyuxzT0tblmT6CkhFcH91CkQmP7RrQYCBOeJPhGxorA7oMYsYgnGtoEvSaVyipszxkq+wO08KTW26qoUa6cOdstUwZYtcrcSoy+oKhdz0ePJr5IUpw+DWzcSLykigNy/lWlS0svsztqI54YDNtx8hMgZg5V1Q3mRBPUelK5TWBJoCJVYSK0ETDYi5uCMyoN6Yz0iil7D/+6Sifl9t7+03PKeOGYTdVOQNfdQNR88r53jLuPVYc1ZNBO+//QfkxGpBuKcXyq+83knXjJprqoM4h89vargB5H+Pld/gbaryavH5wB9L9JTNUDghV8dFSSKxLx9M9TZEr7I6UopLhlXJJfLqTO00C1h4GqLgGvpMTTthYzPX9TofG6Eom7gRUW3BDVplKu6j4HtJ4LNPuYpA0Gq71xdx1zZQxKQzvzpTHbUcR1DQqpSD4vQKIWixplRLwSglyeGQEKPhCt5wJPJrm2UcQGKiIw4UkCuXLpwqpxdkWqf6Ukznmh8LRvn3g7OyIX8cRFgBR1j6f4eODyZXv0hWEM3vxuYWHqjdeLAnIRT40b+64fZsIinhh+xdG3gOhx7vOu6YxuMIK7XSXaS1YBHjvpm30m6qyAp0T40+raldJplAvAK4Nxb3EEApXb8YPUcvWIj1Xhcof8oD2sjzn9yrhkgteR0/N1rb5AGcorq9ojQK0nyGuHwz3tMri8wf0RQAs8uxVSHeLXaNt2FVe4ebtFQItZQJ3B4u0aTADqjXKfp/UGKXkfkJeh3M5oqnXlX7dZANw7Qrtp/f3vic9XEjXUYMQ2pAjrS47V1hr9LDjvssZ+7BFRrh4pDtDzhHSbxm+R47ikAZVIaW6fN3Z7BsKEJwnErmfcPLsLT0qRPVICjFB4qlMHiIkxpk9mQwtPws8xfTrxynnJRF9TO1C+PFBLwtPTrseqFhqKpPmrQU2Zeob/w0QZBsMfsDL02HVzUK6B+bvKSSU3Y7tURGOpQa9Q1kdjBApNhsSTLCFmhJM/8Ll36wvTd4xk5xPGbs/bvgaZHNJLRzzdlhgUcL5TQj83OZ644vLCARGDG7zoma4kh9ZUu38naWtvFDV66luv215S0bDHv9LpZ0FleS8uvWj5zbRSqiqJzqul8Zzpto/4Qd0/FWjyjild8wn1xgDlI6SXN/vI/b1Rg7WtBqVkmgATniQQS1Pzl4GN0j2A1HKxz+wv6WlyKSitWwOXLgERMuc+w95kZgIndd53X7hA/vwJTmRr1crafvgTcql2AJCYCCRrtJ+wC8uXAyNHSkerMhi24/IK5TZa6X4QeERg0Np1t/r1G0wgA9zmnxrbr0SBOXTqSZLSc/QtY7Y/2OlZ+UztzZmYqKG2zPcdhXKvHAUmeCuJpa5owsSnbVnXjN2e0DReK+FDgOrd9e8/P1uhgUifhCmGi1034VLpmYEi/7xKe2mO3uYX3u/KzoRUIFM1Vc1oKkWRioay56sTisf63wqG1U4bGuDe1QxoOYsIkcGhVvfGhxh03cqINWY7JsCEJw0IhSe7R5FI9a+8RFSumHijNJizC/4iClqF3Y9VJUqWVG9+LyQ0FKgr4ptpZ559FvjrL+CLL6zuif+gdA2oXNl/o9/69wd++sn/z2NGMWL3APH5ep9mVWxJzJSrPER8UgASSVC5nfptlK8PPHkdqNxWXx+k2CyoTsGlYp0yWOACiNBWq796k2GxiwbnFaREgSsSIv0ikJUk3c6oiAlvPLc47h1NokTsPFhtKlfpQ8d3EFhSeyoTTY6MD9mtM+LzpbyepCohVhGcI+V1hrDTlKkNtPza++2YTVBp4lHW/ZDx2647DIpiRZJCNTUAOPut+ghHn1MEb3wePQB02+85v0w48T3r6OfVnGRgwpMEYvdGwlQ7f+WNN8Tniw3sw8OBqVOBA0antBuMHU137TRItFNfGMoEBgKPPcYiXLTgLyI5g1Gsif1F33piA2sjbsbqjfF+Gxx5mSR6wMh/uKFN3N9Xbge0Xw4EeuHLUjZcXbuMi2T6xz3AKomKTAAvUNmB1j8AA9NJpAQtZNWyURnmxlNkFuo8pkvXIOXc9XDwRellYoLjiQ8hHgV1BUiVMh8XnBP1ZfZZlGj+f2Rarh4QXNbYbfdNINUr6z7j/bYOvgis8TbK0CRK2bzSlZ5Kg3dHApVEUhocDuJ3VrOX9/2yKUx4koC+n9npiqJ+9lkybet6WHa/l2m1ZsEJSFIRAKESD4KkIkreew+IjPS+X2aiNxqmuMCEJ0ZRp7hGPTZqpNyGwfArGiukqHGD1sZver+vVnOAp/P5EvbesKy08d4aRvqvtF8JNHxV/773PCMuMhlZor7PJaBPrHfboG94GrwMhDb2TFW0ErNuyO6byL9u8Ir69eJWSS8TS6M89g6QmeA5/3eBD1Hnjfxr7jOHVCQiYH2dIpm/0cgEX6lGbwKRs4FS1cn3ep+Gc9pMBjtJUQCjqT3I+G0aQWApYoYf9bM52+9zmRiTD3YClR8yZx8WUExv1ZWhhaf27YHYWFIlCgA+/BDo3Bl49FFLuqbIiBHAtm3A++9rW8+fxZt8C6v+MhgM6ymuEU+bNlndAwbDYBpPAU5+LL387pbGpGVxOAJICXtv4MSX69uMrXpmRMWpp6korFous/PaA4DLy+XXyxaY4sX+Ctw70rOd00Dhyahy8RwtviLT49OM3a7RPLwdiPkeqORFGmjJqvzrxlOAM1953S1J4/PzPymvW70bESJo36eavYA2Jg3UiwvNZa6NdqFcBNBuqTHb0mI470tqDyRVCs2Crmr5yE5gsR8P0imKxqfwAXXq8OlcwcFA9+72jSIpXx5YswZoLuNHN3s28Qyh8WfhKc9Gkd52gqvk16SJfDsGw98prsJTTW+qpTMYZuBt6pVYlS673nBx3DzMvzayZHvkbO+3Ifbdlaisbl2h8fCdK55t8rO098nX1Opr7PaS/tFnytxosvj8qh2Bh5YAAV7EAwSVAQZlEqHRqPLspSVKJasVVwemAwPvAPe5In8ixhvTL4Y94apRdtkMVHzA2r6YzYMzfLcvu///04AfSw3m4u8+TkqMHUuqJNH483FtR+HJDt/nzJlAejofrcdgFFWKW6pdfDxw/brVvWBYTUxMDNq2bYv69esjMjISJ/WW/zSSG/u830aXzcADNqqu0EanN5Vemn4A9E8BKrcxaQcqb1BSj7u/3zvUs80f93jfHbPxtuS8kKNTpCu4yRHiqnARWJJMq3U1rk/cdg29+fRyMBRYEggqRSIKBztJpTZfUEWhkpuR9DoDRDzvOZ8TYYoDFZqSacP/kdRloyMXldBaMdAISvhptRqLYcITo0hQ1IVCvTgcQJkyVveCwTCf4hbxVLMmUEXG75dRPBg7dizGjBmDs2fP4o033sCwYcOs7pIxVHvY3bvE6pLfdUUEF5rgcsbuzxHAl2E3g5qPqWvHCSQMdxJ36IvsCyxBpuEuQ2ipiCIj0VPhr+bjZOqvN9d1BvtuX+UFokeA62aETn0s6gRSUapS6ZlmwiLp/AYmPDGKBJGRwFNPEW8rBoNR/ChuwhODkZiYiIMHD2LoUCKK9OvXD3FxcTh37pzFPTMDCwfAPf5VbuP4f/buPq7G+/8D+Ot0I4VQKDclqdxFSSElchtyO5mb2dSG3O27yf1+MyPMNsxszGzMzRiG3DP3MeYmtylkRCVKhpJuz/v3x3GuOnVKqnOuc67ez8fDo3Oum9P78um6zvt8zud6f8pxyKXNIPUjKMqTebOSbVeaUT1vFUdTzb6+JpWm8LuyI8dlgaJIvutX5RtTfrVej5brevTt91UWY9d0+5eHgiOLGgzUbKetWq9HmdXumPdYzE67Op20/AvF7qDUgVtMWImUS8fTwYMH4e7ujlatWqF9+/a4evUqAKBz585o1KgRXF1d4erqiqVLlwr7JCUlwc/PD46OjnB2dka4cuo4xkrByAjYvBno3FnsSPLowq12jFUUJiZiR8CYdsXFxaFu3bowen2fqUwmg62tLR48eCBuYOU5E5vdCMVPbYwMKUrNYgpmKpXnB/SO2zX/wbmkCcpfZSh2XRS7kUC9PkCb5eKMjlCq3bFs+5emzS1fTxFduRbgvhyoXMJaW6XR44yivlJNt7ffN+p1h9jZ98s3Jk1oNiXv8bBcwGdH+XYEl4RwPhFQqabioYEWvw0rOBOo/Sjt/W4AGu94Mq2n+rzLEdXn6UW857VerJl4xNBAQlhbAAAgAElEQVQnWuwIykWZr/j//fcfRowYgXXr1uHatWv45ptvMGLECGH90qVLceXKFVy5cgWffvqpsHzGjBlo3749YmJisHbtWgwfPhzZ2eU4M0YZ6evo0rL69Vfg1Cmxo2CMsbdTme8IYUytJUuWoEGDBsK/tLQ0zf2y9ATgqG/5vZ7nBiDgOWBiWX6vWRTnLwov6366ZPuG9y+fGMq75k+R1HQ8tVQz81v28/L/1R3WA533Ak0m5tWGEUNZZ6Qqza12tTXQkVccI9OyfQv69EL5xaINyo5MrX/zqxzlJFd0ijQeDdi8o71fb2iq+GnWAGizDLBTc2uwsQY7s22HaO61AaDnOaDD5rzn5k1U1xd8rlReNcWaTVMU7fe/VT6vVxrV9Xh0aD5l7nj6999/YWlpiRYtWgAAOnbsiAcPHuDSpUvF7rd161YEBwcDADw8PFCvXj2cPHmyrOGwMgoKAry9xY6CMcbeTqVymHWcMX1iY2ODxMRE5LyeXYOI8ODBA9jaqhZ2nTx5MuLj44V/VatW1VxQYeU8k4VMBhibl+9rFqXpJ4WX1fYq2b6pMaX/vfnro1i2Lf3rvA3TuoX/X5t+ovhwpU0Zr2dIKE0dordl3UP1edUSFkXvE61+BEnqGz6ENv6w+PW6ql6B+l+lGTGlbQMfAn3z32Ks4Y4nmWHBBXkPazgD7X4GDLWYlDhNVHR0+f4FNPlY/eyIORr6wmHgI6DpZM28tpJZA8BuqOrz/GzfVb9flYblF4NMVrieF3trZe54cnR0REpKCs6cOQMA2L17N1JTUxEbGwtAMbKpZcuWePfdd3H37l0AQEpKCrKzs2FtbS28jp2dnfjDwxljjOklvrWVVTR16tSBm5sbNm7cCADYvn07GjRoAAcHB5Ej01ParAtjl3dnABp/lG+FlobbGxgrRpLlZ1xN+xdSw9eznxhpsDNUqbS3PlVvCjgEF15++A3f0hpVBdyWFr+NttXv++ZtOu9VfZ6hB9OnmtYFqjXOe67povgNhxaxQqTbZSrVADr+CVQvpnZbed4CnZ+plbgJmHENoFIRHddm9Yver2lI0euUlB2MPINduSlzx1P16tXx559/YubMmWjTpg3++usvNG/eHEZGRtiwYQNu3ryJa9euoWPHjvD393/r19fqEPF8Kuqtdqz88AdhxhhjmrRq1SqsWrUKTk5O+Oqrr7B27VqxQ5KOktR2Kq3W3+Z7vCjvsbZn71M37bw2bxGyel0EuSQdImVVmpkH3ZYofpam04rk5XerT3l5U82bwc8KL3uVoJlYNMm6B+A0CWj/W8m2r+6sfnmNloWXNRwGePykukymAwXFC+p9TfV53V6le52iCuB32AR0PVa61ywPThMVP2sU0XZv6sx2+7b49QAwNAvodRVoPj1vWU03oNnUksXICimXqn6+vr44efIkIiIisHjxYjx8+BDNmzeHjY2iGKRMJsPEiRNx9+5dpKSkwNLSEkZGRnj06JHwGrGxsYWGhwNaHiLOGGOMMaYnmjRpgrNnz+L27du4ePEiWrZU80FJl1l4qD5vFSpOHAUNp5LNZlcaxuaAad6IfxhWzvsgY6Hl25q6nQRcv1Y91hYzNff7Ct5S5/SxonOg4MxkmvC2HxZ9woCmr2vT5r8dsqSqOepWRwSgKGpenKJGjugbA0PA/XvA/gNFB4VBEbOPuCxU/Cyq47PLkcLXJK9NgHGBz6L2QYqfLWeXPubyVrDTrHGg6nOnj9/8Gu3WqHa6KG8pdPoYsBsGWJVjPb+3lq+uVmkVd17X76eoGVazQB26XhFA669L/zsruHLpeEpMTBQez5s3D126dIGdnR0eP84bnrl9+3ZYWVnB0lJRIDIgIAA//aToMb5w4QISEhLQqZO2p39kjDHGGGNa5/sX4HtQdVnzaeLEUhIDEgrPHlUayg/B3lsBn92Kxy7zgZ4XAJvBZX/9t9V8quroLos2mvtdPrtUnxtWUnQOFPwgrwkWbkCPcyXfvkG+gvFFFS9Wx/tPwHsb4BgMlVuvhqSX/DU0JX9tIo+VRW9XzVHzsWiL+3JgaIb6dc2nA72uAK3UFNYHgMp1AOfPFHW+up0C/G/nrXNZALR/PcK0ZitFZ3W9Uo4q0oaCnaDuy/IeF3ndKbBP4yBgSJrqvtpkOyTvGtzkY8DMFnArYhSfckSUctSiOsXdmtJpV9HrWKmVy3yTs2fPxqlTp5CTkwNPT0/8+uuvyMzMRJ8+fZCZmQkDAwPUqlULu3fvFvZZtGgRRo4cCUdHR1SqVAkbN26EsbEWp55kjDHGGGPa1+tq4W+SAe1OQf62zOopOohuLCjb62QmK37aBuQtMzAGLN3L9rq6bphc/BoERlXevE3LOXmzhCmVJO6ux4Hob4D6/oDh685FWb7v941M1e+nbT5hik6I4mo3VWn45oL5LecA1+eUZ2Ta0+4XoE4nRbvWdHnz9upmFNPkyMDy0vkgcMLv9ZNiRt913AZsUvc3/nqfxqOBf1cDleuW7BzSFO8teY+rOQAD7hfexj5Q0dmkHF1p8w5wqaji50Wc1wU7yHWF1xbg7yIKqeuJcul4Wr16tdrlFy9eLHIfKysr/PXXX+Xx6zVC10bHMv0jdn7FWEXQpAlwS8QZbhljpaCu06nfv9qPo6AOm0tXC4gVrV5v4OF+3UiKqjcHHMcVUxwaQMsv3v51e15QdBxadVZdbuEB2I3UrRnulCO57qj/7AYAMChBce7cIkYRAYqRQrqsRitFx4XU1euZ97g0H2yVs2y6fasoXO4wpnzi0oQhacB/VwELd9UZBU2LKTCu7Bh2HAfEvB4BODRHcaumLmo4hDuepKrx68kRAgKK344xxph4oqKA3Fyxo2CMldrAh4pvp41KUUenvNkV0yHBSqfTXoB05CItkwEeK/Ke970D7HEA/CKAg2W4xbCo0WoGhkCH9aV/3fKm0g7FdASWZHRWVBFFp9uuAqy7v1VYWqfu1kmT2oq6SI9fF8xuMFC7MWmMDIqRS2o6njruBNLj1exiALzzBKhUU/Hc2Dyv3pmuMqoC1O5QeHlxnUjmzYCUc4paVcqOJ13tdCpIZqg719W3UC41nqTI1hZISAA2bxY7EsYYY0UxMAD4Lm3G9JhpXd3odNIW2yFiR1A++v0LtCxQG6fF/xXeTiYDDHT0e+5qjRW1ebRd1F0s+QsxF3fMJRnxVL+f+uUOY4Cqjd4uLm0aJld0pBT0ThLQcXve8/a/ai8mTeq4XVELqZ5f4XU2A4AmEwsv77Qvr9NJCoqqWeazE3D7DmgwSHH7Zc/z2o2rLAwqvXkbHcQdT8WoVw8w1JOOT8YYY4wxnTQ0R+wIxFUz34f84m7z0idV7YGWn6suq9VOnFjKg/9twL+Y+7btRmovlvJW4/WtrflrV1m4Ff23aFWCyZ7cvy97XGIo7pbP/PWLpNLxYjNQUQsp//HYvuF2LXWdVPrM/5b69yDTukDT/ylGOTX+ELD0KLyNripYh67ZVKB/rCihvA3ueGJMQ8QqZ3D+PHDqlDi/mzHGGBP431KMjNGX2xc0pekneY9rtRcvDk1Td9uOvjB3BMydil7vuQ4Y8lJ78ZSnHv8oPpQWHFloZpv3uLJ13mMjNbMM5h/hNChJUYBcn9Tr8+ZtdHlyg/JQ9/Wse8ri9+r0vqadWLRJJpPOe1CLWYpzr2CR99Zf68U5yR1PjEmMhwfg7S12FIwxxio8cyfFyJiKLv8HfJkefLit7VW6/fT09o8SkcnU3xKqD8dsZKr+Q6ks34fx9r/lPTatq2bb1x8Z63QCKtdWPFZOba/U+psyhalRnfcqbqusyJRtqK7Q+IA4oOMORZ0rprtc5is6kVt+WfQ2+d9vdAx3PDHGGGOMsbKRZ4sdge7K35GjD6MqPFaWbj99OLbyZlDM6BFdJ8v3MTD/DGi1O6rbWPGjslXhZUoNBpRXZEwjlO0lL7zKrIHitjymH+xHqV8+5CXQ745WQ3kb3PHEGGOMMcbKRl5B6jjZDH77ffIX19aHzpnSjnrQh9Fc5a2425Z0XVFFl9XVihA6qSr4qCF9ZlxN8bNgfSCmf2QywHVR4eVGZjr9HsMdT4xpiFg1nhhjjDGtk72hhkZpb9/SNa3mlW1/Hf5QUCaVrVU72PrGAP3vixePtujziKe6Pd+8jaEp0HY1hNEypGa0jJK6W7iY7nBbDNgHKm7XYvqvJHXLdAx3PDHGGGOMsbJ5U8dTlyPaiUPT8k/F7jTp7feXaseTw2hAlq/jycwGqKK7tUbKjV63Zwm+IX03HXD4qIgRTwX3L6ZTionPtC7Qfg1QuY7YkbDyUKOF4tY6Papdxh1PjDHGGGOsbGRvSCkNK2snDk3Lf5yVaqjfpuVcoOtx7cSjK5wmFuh8rCDDvl/Gih1B6b3N0HzT+oqf+We/K6iSRdniYYy9HXUTHugwozdvwhhjjDHGWDFkMsUMdml3xY5Es/J3POW+Ur+NgbHq6B+p6XE273Hv64pRYJXrqN5qV1HqDej1iKdiOotrtASeReY9b/WlYjY7x/F5y/K3sf+tvNnu9FmrUCD7udhRMCZJEn5XZExcFSXnYowxxgAAzaYCF8aJHYWG5fuwXlnNtPPA644nCScBtdrnPa7hnPfYNP//h4SPPz99rvFU3N9oryuq9ZyMqwEtZhZ8gbyH5k7lGpponD8TOwLGJIs7nhhjjDHGWNllphS/vvU3ilFR+swg3+1klaoXsU0lVJiOl/xquuY9flPNL6nQ51ntiiMzePPts0rVm2s2FsaYJHDHE2OMMcYYK7s3fVBtNkU7cWiUQRGP8y9W0/HkOA7IqkC38Eh5xFd+Bnpcu6zMnYPKme70p7gxY0w83PHEmIZUlJyLMcYYA1DyERL6LP8xFvVGb1Cp8DqPFZqLiWmPWQMgPT7vuT6PeKpUA2g+E7DuVrr9OdFl+qRuLyDxgNhRVGgVIENgjDHGGGMal38EhaGpeHFoUklmbjMwKnod02+yAsXE9bnGEwC4LgCsu5RyZ+XfOI94YnrAdaHYEVR43PHEGGOMMcbKQb7OFhNL8cLQJJVRXUV0LkmtvpHDWLEj0B11e6o+N6gkThy6wD4QqGwNuP8odiSMvZm+dxJLQLl0PB08eBDu7u5o1aoV2rdvj6tXrwIAAgMD4eTkBBcXF3h5eeHChQvCPqNGjUL9+vXh6uoKV1dXTJ06tTxCYYwxxhhjYsjfKZN/2nVJyX+rXRFptMxQWrcdtv0JaPS+2FHohgb9VZ/r8612ZVXFBhiUWIYRU4xpkXkToMVnQM8Lb96WaUSZazz9999/GDFiBMLDw9GiRQucOnUKI0aMQGRkJAYOHIjVq1fDyMgIe/fuRUBAAGJjY4V9p06dik8++aSsITCmk/jWd8YYYxVLvs6Wao7ihaFJ+TuUrDoXvU1NN8D2XcDhI62EpXEeK4F769+8nXV3IOs/zccjFgOJ3WrHWEUhkwEuoWJHUaGVuePp33//haWlJVq0aAEA6NixIx48eIBLly6hX79+wnbt27dHQkICcnJyYGTENc0ZY4wxxiRFVoLRQPou/210Zg2AYXLg9o+AkSlw7nUnk3F1wMAQ8P5DnBg1oaTt2eUvzcYhNlmBzzBmNuLEwRhjeqbMWYGjoyNSUlJw5swZAMDu3buRmpqqMrIJAJYtW4bevXurdDotW7YMrVq1gr+/P65cuVLWUBhjjDHGmFjyd8qY1hMvDk0qOJxZJgOaTAQaf5i3zNhcuzFpgs9uxc+WcxQ/DSsDThMBnzDRQtIJlWqqPrdsK04cjDGmZ8o89Kh69er4888/MXPmTKSlpcHT0xPNmzdX6WDauHEjtm7divDwcGHZ/PnzUbduXRgYGGDnzp3o1asXYmJiULVqVZXXX7JkCZYsWSI8T0tLK2vIjDHGGGOsvOXveKrVXrw4xCaF4uIN+gIBLwDjannL3JeLF4+uqNFS9blhBS4uzhhjb6FcxkH7+vri5MmTiIiIwOLFi/Hw4UM0b94cALBlyxZ8+eWXOHz4MKysrIR96tevDwMDxa8fOHAgzM3NcevWrUKvPXnyZMTHxwv/CnZMMaaruMYTY4yxCqVma7Ej0A1S6HgCVDudmEKhEW/G6rdjjDGmolw6nhITE4XH8+bNQ5cuXeDg4ICtW7fi//7v/3DkyBHY2tqq7BMfHy88/ueff5CSkgIHB4fyCIcxxhhjjGlbtcZiR6AbDCuLHQHTFgOuW8sYYyVRLlfL2bNn49SpU8jJyYGnpyd+/fVXAMCIESNgbW2N/v3zph49evQoLC0tMWrUKDx+/BiGhoYwNTXFtm3bUL169fIIhzHGGGNMr33//ff4+eefIZPJIJPJMG3aNLz33nvC+tDQUKxduxYAMHToUMyfP1+sUPOpIEN9B8QDoMLL/SKA+F2AeTOth8REUrDYOGOMMbXK5Wq5evVqtcuzs7OL3OfIkSPl8asZY4wxxiSnRYsW+Pvvv1G9enXExcWhdevW8PT0ROPGjREeHo7Nmzfj2rVrMDIygpeXFzp06IA+ffqIG3RFucfcrL765RZuin+s4jDmL80ZY6wkJDrXLWPiqyj5N2OMsfLXtWtXYSS4jY0NrK2tERcXB0BRP3PkyJGoUqUKTExMEBQUhM2bN4sZ7mucVrIKpr7Inb2MMaYnOENgjDHGGNNhR44cwX///QcPDw8AwIMHD9CwYUNhvZ2dHR48eCBWeHn4GxdWkVi4AzL+KMUYYyXBNyYzxhhjjGmZp6cnYmJi1K67fPkybGxsAADXr19HYGAgtmzZgipVqrz171myZAmWLFkiPE9LSytdwCXCHU+sAjFrIHYEjDGmN7jjiTHGGGNMy86ePfvGbaKiouDv7481a9bA29tbWG5ra4v79+8Lz2NjYwvNHqw0efJkTJ48WXjeoIEmPyxzxxOrAGQGAMkBK1+xI2GMMb3B40MZ0xC+44AxxlhpRUdHo3fv3vj555/RvXt3lXUBAQHYsGEDXr58iczMTKxZswZDhw4VKVLGKpihOUDva4DTRLEjYYwxvcEdT4wxxhhjOubjjz/G8+fPMX36dLi6usLV1RWHDh0CAHTu3BnvvvsuWrZsiWbNmqF79+7w9/cXOWIAILEDYEzzZDKgRkuu78QYY2+Bb7VjjDHGGNMxhw8fLnb97NmzMXv2bC1FU1I81JcxxhhjhXHHE2PlbO9eYM8eoFYtsSNhjDHGtMi4KuA4AajbU+xIGGOMMaZDuOOJsXLWp4/iH2OMMVbhePwgdgSMMcYY0zF8czJjjDHGGGOMMcYY0wjueGKMMcYYY4wxxhhjGsEdT4wxxhhjjDHGGGNMI2REpFdz35qYmKB27doae/20tDRUrVpVY6/PtIPbUTq4LaWB21E69Lktk5OTkZmZKXYYouI8ipUEt6N0cFtKA7ejdOhzW5Ylj9K7jidNa9CgAeLj48UOg5URt6N0cFtKA7ejdHBbsuLw34c0cDtKB7elNHA7SkdFbUu+1Y4xxhhjjDHGGGOMaQR3PDHGGGOMMcYYY4wxjTCcM2fOHLGD0DWenp5ih8DKAbejdHBbSgO3o3RwW7Li8N+HNHA7Sge3pTRwO0pHRWxLrvHEGGOMMcYYY4wxxjSCb7VjjDHGGGOMMcYYYxrBHU+MMcYYY4wxxhhjTCO440liIiMjkZqaCgCQy+UiR8NKi9uRMcYY0y5+75UObkvGGNMt3PGk55Qlunbs2IHmzZtj3Lhx6NWrF+7evQsDA25efcHtKE2nT5/GrVu3xA6DlYOjR4/i/PnzYofByojPSZYfv/dKB7elNPE1Wzo4j5KGspyTPKudnpPJZJDL5ZgxYwY+/fRTfPPNN4iIiMCxY8dQs2ZNNGzYUOwQWQlwO0rLqVOn0KNHD5w7dw47duxA5cqV0bhxY1SqVEns0NhbunTpEnx9fXHx4kUcO3YM8fHxaNmyJUxNTcUOjb0FPieZOvzeKx3cltLC12zp4DxKGsrjnOSvAPTQkydPEB0djczMTADA1atXYWBgABcXFwDA7NmzUaVKFRw5cgRZWVlihsqKwe0oXRs2bEBISAjCw8MxYcIE/PXXX1i1apXYYbFS2LJlC8aMGYPw8HDMnTsX0dHRWLBggdhhsbfE5yRT4vde6eC2lC6+ZksH51HSUB7nJHc86QkiQmpqKkJCQtCyZUtMmzYN7777LgDAxsYGN27cELa1srJC27Zt8fDhQ1y7dk2skJka3I7Sk5ycjP379+Pp06cAFLUknj9/DiMjIwDAoEGD4Ofnh7CwMKSlpYkZKnuD5ORkbNq0CfHx8cJtG4mJiUK7tW/fHmPGjMGWLVvw/PlzMUNlxeBzkhXE773SwW0pPXzNlg7Oo6RBU+ckdzzpCZlMhujoaFy9ehUPHjzAnj17kJmZiVmzZqFWrVpwdXXFkiVLhO29vLzw4MEDVKlSRcSoWUHcjtKRnZ2NefPmoWXLllixYgVGjBiB48ePQyaTwdTUFDKZDNnZ2TAzM0P79u1hbW2NrVu3ih02U0Mul2PJkiVo1aoVtmzZgnHjxuGXX34BANjZ2SE3Nxfp6ekwMjKCp6cnWrdujRUrVogcNSuIz0lWFH7vlQ5uS+nga7Z0cB4lDZo+J7njSY9ERESgadOmkMlkAICQkBDEx8fjwIEDCA0Nxfbt2xETEwMAsLe3R2JiIpKTk8UMmanB7SgNiYmJOHz4MO7evYu9e/eic+fO+Pbbb/HgwQN4eHjg1KlTuH//PgDAwsICdnZ2ePXqlchRM3VSUlKwb98+XLt2Dbt27cIHH3yAVatW4erVq2jXrh1iY2MREREBQPFtu6+vL5KSkkSOmhXE5yQrDr/3Sge3pTTwNVs6OI+SBk2fk9zxpONyc3OFoYrGxsaIiooShrn5+PigQYMGOHHiBJo0aYIhQ4Zg1qxZWLNmDWbMmIF69erB2dlZzPDZa9yO0pOeng4DAwM8evQIAPDBBx/AwcEBP/zwA0aOHInk5GQcP34cAFCjRg3ExMSgevXqAPJm32G6wdTUFCkpKYiLiwMADBw4EN26dcPcuXPRq1cvVK5cGQcOHEBubi4qVaqEO3fuwMHBAQC3pS7hc5IVxO+90sFtKT18zZYOzqOkQdPnJHc86ZDvvvsOI0aMwJYtW5CSkgIAMDQ0FL7RCQwMxKVLlxAeHg4AqFSpEpo2bYrbt28DUBRRDAwMxJ49e/Dy5UusWbMGFhYW4hxMBcbtKF25ubnC45SUFNStW1e4OFtZWcHf3x8XL15Ebm4uRo8eja1bt2Lq1Kn47LPPEBcXh2bNmgGA8LfAtCv/m2L+tnz48CHc3d1x8+ZNAIrz9cMPP8T169eRkJCASZMm4dy5cxgzZgxmzJiB8PBwODk5AeC2FBufk0yJ33ulg9tSuviard84j5IebZ6ThnPmzJmjkaNgJZaVlYXJkyfj4sWL6NevH7Zt24bTp0/D398fBgYG6N69Oxo2bIhGjRohOTkZe/bsgZ+fH0xNTVG5cmWsWrUKH330EapVqwZHR0cMHjwY/v7+MDc3F/vQKhRuR2n58ccfMXXqVCQlJcHIyAgNGjSAgYGir/7ly5ewt7fHH3/8ASMjIzRv3hyVK1fGy5cvcfHiRbi6usLHxwfu7u6IiopCamoqli9fjqZNm4p8VBXTTz/9hLFjx+Lff/9FRkYGmjRpIrTl48eP0bBhQ5w6dQpPnjyBs7MzqlatCrlcjqtXr8LCwgI+Pj7o0qULnj9/juTkZPz4449o3bq1yEdV8fA5ydTh917p4LaUFr5mSwfnUdIg+jlJTDRyuZyIiJ4+fUqOjo704sULIiK6ffs2de/enb799lsiIrp//76wz4sXL6h3794UGBhIGzZsoI4dO9KCBQu0HzwTcDtKz3fffUe+vr60d+9eWrBgAdna2lJqaioREY0dO5bWr19PRES//fYbjRgxgnbv3k1ERK9evaI2bdpQYmKi8FrKvw8mjt9++428vb3pxIkTtG7dOqpTpw5FR0cTEdHcuXPpp59+IiKiAwcOUGBgIP3www/Cvr6+vnTr1i1R4maq+JxkBfF7r3RwW0oPX7Olg/MoadCFc5I7nrTs1q1b9NVXX1Fubi4REeXm5tLTp09pwIABdOjQIWG7zZs3U9OmTdW+xr///ksrV66kgQMH0urVq7USN1PF7Sgtz549o5SUFCIiysrKIm9vb7p48aKwvkePHjR+/HgiUiTGShkZGfTdd99Ry5YtadmyZdS1a1f64IMPhKSZaV9mZqbwODs7m0aOHEk7d+4UlgUFBdGYMWMoIyOD0tPTVbbdvXs3NWjQgObPn0/dunWj/v37U3JyslbjZwp8TjJ1+L1XOrgtpYWv2dLBeZQ06OI5yR1PWpKdnU2hoaFkaWlJFhYWtGrVKmFdfHw8jRkzhpYtWyYsS0lJoU6dOtG+ffuEZWFhYVqNmRXG7Sgtd+7coXHjxlGrVq3owoULlJOTQ0REffr0Eb5hJSK6ePEi2djYUFJSktrX2bdvH3366acqfw9Mu27fvk3jx4+n/v370/r16ykhIYGIiPr27UvTpk0TtouMjCRPT086d+6c2tc5ffo0hYaG0s8//6yVuJkqPieZOvzeKx3cltLC12zp4DxKGnT5nOTi4lpiZGSENm3aYPfu3VixYgU2btworKtfvz4cHBwQHR2Ny5cvC8utrKyEIm6PHj3C1q1beRpRkXE7Ssf48ePRrl07ODg44NixY3B3d4ehoSFyc3Ph7++PU6dOCQX32rRpA0tLS2zevBkAIJfLERYWJhTf6927N5YsWYIxY8aIdjwVlVwux9dff41+/frB3t4eI0aMQFhYGBYvXgxAUYT24MGDQlu2aNECFhYWOHToEABFUcX9+/cL56yXlxc+++wzjB49WpwDqsD4nGRF4fde6eC2lA6+ZksD51HSoevnJHc8aVGXLl3QoUMHuLm5AQC2bNkirOvbty+MjY2xZGfsBfIAACAASURBVMkSAIpZAxITE4WCXdbW1vj9999hamqq/cCZCm5H/aa84Nra2qJ27dqYPHkyLC0t8eDBAwCKmTg8PDwgl8uxbds2Yb/+/fsL08QaGBjg9OnTMDQ01P4BMBUGBgZwdnbGpk2bEBISgoCAAHTr1g2pqanIzs5Ghw4dUKtWLaxcuVLYp1evXrh69SoARXtHRkbCyspKrEOo8PicZCXB773SwW2p3/iaLS2cR+k/vTkny23sFCMiRWG1N90DmZGRQV9//TV1795dZXlCQgJ169aN/Pz8yMrKiubOnUuZmZlcVE8EGRkZJdqG21H/KIecEhFVrVqVZs+eTX379qVu3brRhAkTaNeuXUREtHz5cmrSpAmlpKRQUlIS9ejRg44dOyZW2EwN5Tn18uVLIsqrSzBp0iSaMWOGsN327dvJ2tqarly5QomJiTRw4ED6888/tR8wU4vPSabEOZR0cB4lXXzNlg7Oo6RBX85J7ngqJ6tXr6YWLVqQt7c39e3bl9atWyesCwsLo0uXLqlsf+XKFWrXrh1duHCBiEgovPbff//RhQsXhCrzTHuysrIoNDSUTE1Nae3atcJyZeHLXbt2cTvqmQcPHqhdrmzTGTNmUMOGDWn//v2UmJhIX3/9NbVq1YqePXtGRESBgYE0cOBAsrW1pZCQEEpLS9Na7EzVgQMHirwPPb/c3Fzq3bt3oRogX375JQ0bNowcHBxo0qRJ9Pz5c02FyoqxYsUKYaaU/PicrNg4h5IGzqOkh/Mo6eA8Shr0OY/ijqcyksvllJWVRYGBgbR3714iItq6dSvZ29vT7du3iYjo22+/pYcPHxbad+HCheTs7Ey9evWihQsXajVuVtjmzZspKCiIPvjgA/Lz8yv0res333yjMpWkErejbsnJyaHFixdTtWrV6MMPPxTaTHlBPnLkiFDwMDc3VyWpjY+Pp65du9LJkyeJSHF+x8XFcaIkkszMTAoNDaU2bdpQt27dyNfXV5i2Nzs7m44cOUK//PKLyj5///03tW/fXnie/5xNTk4WvtVj2nfnzh2qVKkSjR07lu7cuUNEinOMz8mKi3MoaeE8Sho4j5IOzqOkRd/zKK7xVAq3b9/G4cOHkZ6eDplMhtjYWJw+fRq+vr4AgICAALi5uWHDhg149eoVQkJCULduXZXXWL9+PVatWgVjY2MEBARgxowZYhxKhfb06VOV5z179sT8+fPx22+/ISYmBidPnlRZP2XKFFhbW6ss43bUPZcuXcLjx4/x8ccfg4gQEREBQHHvMgBkZWWha9euwrKqVasK+x49ehRWVlbo2LEjAEAmk6FBgwaoUqWKlo+CAcCGDRtw6dIlbN++HYcPH0ZQUBDmzp0LQFGgNisrS7ju5uTkAADOnz+PHj16IDIyEv7+/pg1a5ZQlLZWrVowMzMT52AqMOX//+XLl4WaLufPnwegOMeysrLQrVs3AHxOVgScQ0kH51HSxHmUdHAeJQ2SyaO03tWlx54/f04jRoygpk2b0uDBg8nHx4fu379PRETOzs60YcMGYduDBw9S27Zt6dGjRyqvkZWVRUREoaGhtG3bNu0FzwSRkZHUrVs3qlWrlvCNakEzZsyg/v3706tXr9Su53bUHTExMXTw4EF68uQJESnO08ePHxMR0UcffURffPEFPX36VO2+crmcXrx4Qb/99hv5+vpSx44d6dChQ1qLnamKjo6mnTt3CqMbEhMTKSoqSlh//fp16ty5s9rRD0SK89LR0ZFq165N3bp1o02bNmklbqZK2Y7K8zA7O5uIiObOnUsnT56kkJAQmjx5stpaPnxOShfnUNLBeZS0cB4lHZxHSYNU8yge8fQW7t27h5ycHFy+fBnbtm2Dra0tpk+fjtTUVIwdOxa//fYbAMV0hD179kRKSoowteS5c+cQEhKC+Ph4AMBnn32GwYMHi3UoFRYRYe3atfD19YWTkxN27txZaD2g+Fbu6tWrOHv2rMr68+fPczvqiGvXruGdd97BkCFDsGHDBvj4+CApKQnm5uaoVasWAKB79+6IiYnBpUuXAOS1r1JGRgbkcjliYmIQEhKC8PBw9OjRQ+vHUtGlp6cjODgY/fv3R1hYGDp27IjIyEhYW1ujWbNmwrdwx48fR9WqVQuNfgCAtLQ05ObmokuXLli/fj0OHz6MYcOGaftQKrSC7dihQwfcuHFD+Jb89u3bqFSpEsaMGYPHjx9j8eLF2LBhg8pr8DkpXZxDSQPnUdLBeZR0cB4lDZLPo8Ts9dI3S5cuJX9/f+H5w4cPydPTk/bt20d3796lpk2b0o4dO4T1I0eOpD179hCRYraAogr0Me1QztwQExNDRIoil61atSrU66/8Fu6TTz6hcePG0d27d4X7oVNTU7kddUBubi6NHj1apRaEn58fTZw4kYjyvhlITU2l999/n0JDQ1X2j4uLo+nTp9ORI0e0FzQr0oMHD2jAgAHCNzshISH03nvv0bVr14gor67Ee++9V+ib8fv379OMGTO4LXVAUe0YGRlJaWlpNGbMGCIiWrNmDdWpU4fq1KkjvGfeu3eP21HiOIfSf5xHSQfnUdLCeZQ0SD2PMpwzZ84csTu/dI1cLodMJgMRqfysXr06QkNDERwcDBMTE1SrVg1Xr17FjRs3MHLkSBgZGWHx4sWQy+VYuXIlbty4gVmzZsHU1BTGxsaoXr262IdWoeTk5Ag9xIDinlYAsLCwAAA0adIEa9asgYmJCdq2bStsZ2hoKDz+9NNPsXXrVpibm6N3794wMTHhdhSZXC6HgYEBGjVqBD8/PxgbGwMAHj58iPT0dPj5+cHAwAC5ubmoXLkysrOzERkZiYyMDBw6dAhOTk6oVasW2rRpgxYtWoh8NAwADhw4gIiICIwdOxYA4Obmhj179sDQ0BAuLi4wMjJCQkICtm3bhrlz5yIhIQGbN2+Gu7s7zMzMuC11hLp23L17NwwMDODs7IwpU6Zg4cKFSE5OxqBBg1CzZk14e3vDzs4OVapU4XaUCM6hpIPzKGniPEp6OI+SBqnnUXyr3WuvXr3CF198gT59+mDBggV48eKF8Aar/NmwYUN4e3tj+fLlwn5BQUHYs2cPACA4OBhLly7F9evXYWdnhxMnTghvzkw7MjMzMX36dPj6+mL69Om4f/++2u2UQ07HjRuH9evXIyUlRWX9qlWrEBISgi+++AJ37tzBqlWrYGhoKPwtMO2hAsO6lUmws7MzzMzMIJfLAQAHDx6Eu7u7sJ0y8bW2tsamTZswduxY3LhxA2ZmZjAyMoKlpaWWjoApPX78GACQm5sLIK9tu3XrhqNHjwqFamvVqgUPDw9EREQI5+aJEydw+/ZtTJs2Df369UN0dDSys7O5LUUQHh6ucs18UzteuXIFDx8+xLx587Bv3z789ddfmDNnDszMzPDq1SsQEYyNjbkd9RjnUNLBeZT0cB4lHZxHSUOFzaPEGWilW1JTU8nf35/Gjh1LN2/epP79+9OECRPo0qVLRKSYVlQpLCyM6tWrR+np6USkGNY2cOBAYUgcE9f//d//0fDhwykmJoaGDRtG77//PoWHhxORajvm16ZNG9qxYwdt376d9u/fT0SKIcRMPC9fvqS5c+dSnz596PPPP6eEhAS12ymH/d++fZs8PT0LFTE9ffo0eXp60qxZs3j6VxHFxMSQlZUV9e3bt9A65fDvnj170qRJk4TlN2/epIYNGwpt2r59e6pbty4tXbqU21IEOTk5tHDhQnJycqKgoCC6e/euyvqi2jE6Oprs7OxUzk3lLRxFXZOZfuEcSlo4j5IGzqOkhfMo/cd5FFGF7XjK33hnzpyhIUOG0H///UdEROfPnydnZ2eaOnWq2n379etHw4cPp4ULF5KbmxtNmzZNKzGzoinfOLt3705hYWFEpLhP9ssvv6ShQ4cWu6+/vz/JZDJq0qQJ7dq1S+OxsuIdOXKEnJ2dafTo0cLsG1OmTKGkpKQi9/njjz+E83Dnzp20c+dOIiK1sz0w7Tt79iwNGjSI3Nzc6OzZs0SU9wardO7cOTIxMRFmuSIi6tSpkzBj0uXLl7UXMCvkwoULFBAQQNevX1dZrrz2KhXVjvfu3VO7PdNPnENJD+dR0sF5lPRwHqX/OI+qgLPaXbhwAT169EBQUBB+/fVXAEBWVhbu3r2Lhw8fAgBsbW1hZWWFK1eu4OrVqwAUQ+CUQ1HXrl2LESNGIDo6GqGhoVi0aJE4B1OB/f3335gwYYIwW4pMJkNKSgoaNmyIrKwsAICNjQ38/PyQmJiIM2fOAIDQhgCQmpqKwMBAPHv2DAcPHsTNmzfRr18/7R8MU2FgYICVK1fi559/hrOzM0JCQnDy5ElhhhV1Nm3ahKioKAwYMABff/21UK+gWrVq2gqbFeP06dNo2rQpAgICsGzZskLr5XI52rZti/fffx9TpkzB9OnT4e7ujmbNmsHBwQEA4Orqqu2wWT4//PAD2rRpA2dnZ8TGxuLkyZPIzc1VuW2muHZs2LAhAPBtNnqOcyjp4DxKujiPkh7Oo/Qf51FAhSoufvv2bYwfPx7vv/8+unbtitDQUKSlpWHYsGE4ffo09u3bh6NHj+L7779H9+7dkZWVBXt7ezg4OEAmkwkNbWpqCkdHRwwcOBCOjo4iH1XFkpOTg7Vr12LcuHF4+fIlkpOT0adPHwCAmZkZ9uzZg6ysLOG+dSMjI9y7dw8vX75E+/btVU5WZTHM//3vf2jcuLFYh1Sh/f3331i0aBEsLCxgY2MDAKhduzYaNmwonHNZWVk4duwYBg8ejEqVKhV6jbi4OIwbNw6tW7fG2LFjsWDBAjg5OWn7UCq8gm2p/HAik8kQHh6Otm3bolmzZti4cSN69eoFExMTGBsbC2+6MpkMvr6+cHR0REREBIKDg/HJJ5/o9RusPjpz5gymTp2KqlWrwsHBAVlZWTA0NMTNmzfx9OlTnD59GqGhoYiOjsaff/6JevXqoWHDhtyOFQDnUNLAeZS0cB4lHZxHSQPnUcUQe8iVpinrCBARnTx5krp37y4837VrF7377rt06NAhIlLcx7xkyRKKj48nIiI7OzthGkomrpSUFCJS3Mt65coVun79Oh07doz8/f3p4sWLwna7d++m/v3707Fjx4Rl/fr1o02bNmk9Zla07Oxs+uWXX6hu3brUtm1bGjduXKFtlENJP/30UwoJCVH7Ospt+DwVT0nask+fPvTkyROSy+XUuXNnqly5Mn3yySciRMuKs2XLFmrUqBF16NCBevXqpbJu8eLFNHToUBo/fjwRET1//pxmzZpFvr6+YoTKtIRzKOngPEpaOI+SDs6jpIPzqOJJ9la7JUuWoE2bNpgwYQIuXLgAAEhISICNjQ2Sk5MBAF5eXmjRogV27NghPP/0009Rv359XLhwAe3atUODBg1EOwamaEdXV1d89NFH2L9/P7Kzs+Hi4gJnZ2fY29ujUaNG+OOPP4Tt+/bti8aNG2PlypWIiIjA8+fPkZaWBmtraxGPgikpZ2mQyWRwd3fHX3/9ha+++gpxcXGIiIgAAJVveNLS0nD48GGMHz8eAPDixQtkZGQIr6ecqrtly5ZaPhJW0raMjY1F9erV8f3336NFixZ4/vw5bG1tMW/ePGEbJh7l7VEA0LZtW2zbtg2///47nj59iuPHjwvrOnfujLi4ODx79gwAYG5uDh8fH9SsWROpqalaj5tpFudQ0sF5lLRwHiUdnEdJA+dRJSfJjqfVq1fjwIED2Lp1K2xsbDB37lzs2bMHPj4+uHDhAhISEgAAlpaWaNGiBbKzsxEfH4+cnBxERESgR48e+PDDD9GlSxfUrFlT5KOpuMLCwnDgwAGEhYXBz88Pa9aswdKlS4X1tra28PLyQlRUFG7cuCEsnzlzJjw8PDB9+nS0atUK3bp1g4+PjxiHwF57m8RXOc0vAERGRsLb2xtpaWn46KOPMHr0aOH8VZLE0FM98rZtaWdnhytXruDGjRvYuHEjLl26hObNm+Orr74StmHa991338HV1RWjRo3CunXr8OTJE9jZ2aFNmzawsrKCr68vVq5cKWzv5uaG4cOH49mzZzhz5gxSUlKwYsUKeHl5cQ0QieEcSjo4j5IOzqOkg/MoaeA8qhTEHnJVHjIzM1Wez5o1i2bPnk1ERBkZGbR8+XIaMmQIZWRkUGBgIE2dOlUYcvzPP/+Qs7MzZWVlERHRqVOn6JdfftHuATAiUgzpz1+pf9GiRTRy5EgiIsrKyqI9e/ZQx44dKSYmRtgmKiqKxo4dS0uXLiUiUpkBIDY2VkuRs+Ls3LmTunXrRvfu3aNVq1bRO++8QwsWLBDWy+Vy+uOPP6h3794UGRkpLCMimjhxIslkMvL29qb58+er3PbBtK80bUmkGE6slJOTQ1FRUZSRkaHV2FmeM2fOUI8ePejff/+lvXv30ogRIyg4OFhlm3PnzlHr1q3p/PnzKsvXr19Pw4cPp6ZNm9JXX31V6P2X6R/OoaSD8yhp4jxKOjiPkgbOo0pHr7tIb968iY8++gjDhw/H/PnzAShmTklOTkaDBg2QmZkJExMTeHl5wdTUFLt27cL06dMRGRmJJUuWAACioqLg6uqK7OxsAIC3tzc+/PBD0Y6pIrp58yYCAwMxaNAgTJs2Denp6QAUbdm4cWM8e/YMxsbGcHd3R9OmTfHbb78J+zZr1gydOnXC8uXLYW9vj59//hkvX74EAKH6P9OuV69egYiE57dv30bdunVhZ2eHwMBAjBo1CgcOHMCdO3cAKL5pa9WqFWxsbHD48GEAQHx8PACgSpUq+OWXX3Dq1CnMmjULpqam2j+gCqw82vL+/fswNzcHESE3NxeGhoZo1qwZTExMRDmmiigtLU14jwOA69evC4Wf/fz8MGPGDBw6dAiRkZHCNg4ODujYsSN+//13AEB0dDQAYOTIkfjhhx8QHR2N6dOnqy1Uy/QD51DSwXmUtHAeJR2cR0kD51HlQy87nnJycrB48WIMHjwYjo6OmDdvHr777jt8//33kMlkaNSoEQ4cOCC88TZp0gSNGzfGrVu30KRJE8yYMQMPHjyAu7s7Vq5ciY8//hhmZmYiH1XFk5ubi7Vr12LIkCFwcnLC2rVrcejQIXzzzTcAACsrK0RHR+PBgwcAAAsLC3h7e+PRo0d49eoVAGD79u0IDg6Gvb09fvjhB4SGhqJKlSqiHVNFVp6J74oVK5CTk4OvvvoKQUFBIh1RxVWebbl69Wqkp6dDJpPB0NBQpCOqmJTt6O/vj0mTJiEmJgaA4lrq5OSExMREGBoawtnZGT179sS3334r7GthYYFhw4Zh7dq1sLe3x9KlS4W6BHz7lH7jHEo6OI+SFs6jpIPzKGngPKp86WXHk5GREaytrYVv35o1a4bPP/8c27ZtAwAEBwfjzp07OHPmDF69egUzMzM8efIESUlJAAAfHx/89NNP2L59O86fPw8PDw8xD6fCMjQ0RO3atbF9+3bMnDkT1tbWmDp1KsLCwgAAgwYNQnp6Os6cOYPnz5+jUqVKePLkCWQymfCNjYWFBfbv34/Dhw+jd+/eYh5OhaWJxHfhwoUwMjIS7ZgqKk19iOEPpdpFRAgLC8PQoUPh5OSEffv2ISEhAT/++COysrJQvXp1ZGRk4NKlSwAUhUmHDh2KhIQEvHjxAoCiNkyvXr3Qtm1brFixAj///DNq1Kgh5mGxcsI5lHRwHiUNnEdJB+dR0sB5lGboXceTcrjiwIEDYW9vj5ycHACKIXBdu3YFoOhFHDFiBDZs2IBNmzaBiJCUlITWrVsLr2NqaspDiHVAly5d4ODggNzcXACKAnnt2rVDbm4uzM3NERAQgPDwcCxevBi5ubm4fPkyGjVqJOzv6+sLLy8vscJn4MRXSrgtpUEmk8HS0hKbN2/GzJkzUaVKFQQHB+Po0aOoVKkSvLy8UL16dZw5cwbJyckwMDBASkoKrK2thSKlDg4O2LNnDw4fPgw/Pz+Rj4iVF86hpIfzKP3H773SwW0pDZxHaYZOdzzdu3cPAIQ3UyBv5gUzMzPIZDKhN//06dNo3ry5sN2kSZMwZMgQbN++HS1atEDNmjUxdOjQQq/DNO/mzZsAICS4+SnbUXmS7tq1Cy4uLsJQ0mHDhuHjjz/GjRs34OrqiqpVq2LSpEnaC56VCCe+0sFtKQ0eHh5o2rSpMM1ylSpV4OTkJIxg6d+/P+Li4jB9+nSkpaVhz549qFWrFqpWrQoAcHZ2hre3t5iHwMqIcyjp4DxK+vi9Vzq4LaWB8ygN0G4t8zfLzs6mefPmkaWlJbm5uZVon8uXL1Pjxo2F50+ePBEeP3z4sEJVi9cVOTk5tHDhQqpevTrVqFGjRPvExsZSo0aNhOcJCQnCjA3//fcft6PI1q5dS2FhYcKMKPlnzlFSLgsICKAVK1YIy7Ozs+ns2bM0aNAgcnZ2puDgYHrx4oV2AmeF/P7773T06FHKzc0lIm5LfbVixQpatGgRRUREEBEJ7Zmfctno0aNp3rx5KutiY2Np1KhR5OrqSuPHj6dnz55pPmimUZxDSQfnUdLDeZR0cB4lDZxHaZeMKF+pfR3w4MEDzJs3D97e3vj9998xduxYvPPOO0IVf3WWLVuG7OxsdOjQATNmzEC7du0QGhrK1f61jIiEb0HT09MxefJkDBw4EJ9//jnGjBmDjz76CDk5OUXec75+/XrcvHkTPXr0wNy5c9GkSRPMnz8fFhYW2jwMVkBERAQGDx4MFxcXGBkZwcTEBIsXL4a1tTXkcrnwLavS/fv34evri7t37wIAHj58CEtLS5iYmODZs2cwMzOrUDM46JItW7bgyy+/RJMmTWBkZAQbGxvMnDkTtWvX5rbUI3v37sW0adPQsmVLNGvWDJs3b8bx48dRr149tds/ffoUnp6eOHfuHGrUqIF79+7B0tIS5ubmyMjIgKGhIYyNjbV8FEwTOIfSb5xHSRPnUdLBeZQ0cB4lEnH7vYiuX79OP/zwA925c0dYlpSURJmZmbRgwQLy8/MrtI+y5zEnJ4eys7PJxcWFzM3NqWfPnrR161atxc7y3Lp1S+jlzc7OJiKix48fE5GiN7lJkyaF9lG2o/Jnjx49yNDQkHr37s3tKKKC39rMnDmTvvvuOyIievToEQ0fPpyGDRtGRIpzsKB169bRzJkz6fjx4+Tr60vBwcGUkpKi+cDZGw0ePJj2799PRERRUVHk5+dHn376KRFxW+qTwMBA2rZtGxERPX36lIYPH0737t0rcvtdu3ZRcHAw7d+/n3r06EEjR46kuLg4LUXLNIlzKOngPEo6OI+SLs6jpIHzKHGI1vGUnZ1Nn332Gdna2tKIESOod+/ewkVZ6fr169S2bVs6fPiwsI+S8qKem5tLQ4YMoZMnT2oveCa4d+8e9evXj2QyGY0cOZKICl9409LSqFGjRrR9+3YiIsrKyhLWyeVyys3NJblcTv/73/+4HUWWP/FVDskfO3Ys/e9//xO2uXv3LhkYGAgJsbI9OfHVLQU/kN6/f5/69u1L+/btIyLFude9e3cyNzen58+fExG3pS6KjIyk0NBQunz5Mr18+ZKIiPz9/SkgIIDi4uJo6NCh5ObmRgcOHKBXr14Rkep7JRHRe++9RzKZjPr27cvtKBGcQ0kH51HSwnmUdHAeJQ2cR+kO0Tqe4uPjqUOHDsKb6969e6lNmzYqb5jp6ek0c+ZMGjhwoMq+OTk51KlTJzp79qxWY2aFnTt3jiZPnkwnTpygOnXq0NOnT4mo8Lc98+fPV1tvomfPnsIFnImnqMQ3NzeXVq1aRR988IHKfct9+vQRvuEh4sRXlxT8QNqrVy9asWIFyeVyCg4OpgEDBtC1a9do2bJlNH36dPL09KSFCxcK+3Nb6o4FCxaQnZ0dBQUF0eDBg+njjz8mIqKrV6/SlClTqHbt2jRlyhT6888/ycvLi8aMGSPsK5fLhevxokWL6MSJE6IcA9MMzqGkg/MoaeA8Sjo4j5IOzqN0i2gdT0+fPiUPDw+6cuUKESl6hmfOnCkMC1eetLdu3SIvLy8KCwujpUuXCsW/eJiibpDL5UJb9OjRgyZPnkxEqt/WyeVyysnJITs7O9q0aRPNnTtX+AZW+Q0BE1dRiS8R0eHDh2nUqFG0ZcsWYdm6desoICBAeO7n58eJr45Q94HU1dWVLl68SCkpKTRnzhzq168fvffee3Tr1i2aMWMGLV++XNif21I3pKSkUJcuXYRCz9HR0VS/fn3as2cPERFt2LCBJk2aJGx/4cIFMjc3F75lDQoKoj///FP7gTOt4BxKOjiPkgbOo6SD8yhp4DxK9xi8uQqUZiQmJqJVq1aIiooCoJhqMjAwEPfv38etW7eEqWEfPXqE2NhYvPfee0hISEDTpk0BgAslahER4Z9//lE7ja9MJhPaYurUqdiwYQNycnJgaGgIIoJcLodMJkNMTAxycnIwZswYPH36FO3atQMAmJuba/VYmHoeHh747LPP0KlTJ7i6uiI0NFRY5+7uDicnJ2zZsgWvXr0CANy6dQuenp7CNlu3bkXv3r21HjcrzMzMDNnZ2YiMjAQA9OrVC35+fvj8889hYWGBL774Aps2bcKGDRvg5OSEiIgING7cWNif21I3WFhY4NGjR8J7ZNOmTTF+/HjMnDkTAJCbm4vMzExh+/j4eAQEBCA9PR0A8P333+Odd97RfuBMKziH0i+cR0kf51HSwXmUNHAepXs00vGUmpqKKVOm4Mcffyxym+bNm6NGjRq4du0aEhMTAQBVqlRBq1athMr/sbGxGDp0KMaOHYsnT57gm2++gZmZmSZCZmqkpaVh/vz5cHFxwYEDB1ROTnW6desGBwcHLFq0CABUEt933nkHo0ePxpMnT7B06VJUq1ZNG4fA8iEilaSX8k1oWVTiCwA1atTAhx9+iIyMDIwcORLDhg3Drl270Lx5c2F/bk/tKtiWkpgTtAAAIABJREFU+an7QBoUFITY2FjcunULgOJa+/fff2PUqFGQyWRo3bq1sD+3pfYQER49eqR2XVJSErp164bTp08Ly6ZOnYq4uDjcunUL9vb2uHHjBiZNmoTg4GDMnj0bPj4+qFq1KgBFGzP9xDmUdHAeJS2cR0kH51HSwHmUfjGcM2fOnPJ8waioKAQFBeHs2bO4dOkS3nnnHaEBlZTf3hARzp8/j6SkJHh6esLExAQ//fQTxowZg+rVq6NGjRoICQlBp06dipw6lmnG+fPn0aVLF8hkMvz6668YNGhQsdN90uspgO3t7TF79mw4ODhg+fLlaN++PWrXro0JEyZwO4okPT0dCxcuxKRJk3D79m0kJyfDxcVFmLK5IHt7e+zcuRNJSUnw8fEBoLj49u7dG1ZWVjA2NsYvv/wifHPOtCc1NRXffvst/ve//+H27dtISkqCi4sLcnNzhSl8a9eujfDwcDx58gQtWrRAtWrVkJmZicuXL6Nhw4ZwdHTE9evXMXLkSPTo0QPLli1DjRo1RD6yiiU9PR1fffUVgoODcebMGdy4cQNdunRRaccqVarg7t27uH79Olq2bAkLCwsYGBjg+vXrMDY2xoABA9C2bVvcu3cPVlZW+PXXX9GmTRuRj4yVFedQ0sF5lHRwHiUdnEdJA+dReqo87tdLSkoSHqelpQn3tbZv355WrlxZaHvlvZPZ2dn0119/kY2NDU2ZMoVcXV3p/fffVym+x7Qnf82HlJQU8vLyovDwcCIiSkhIoDt37qhMw6zOihUrSCaTkaurqzBNZcECmUy7PvvsMwoMDKTo6Gg6fvw41ahRg06fPq12W2VbHTt2jBo2bEh79uyhiRMn0n///afNkJkaJ06coGbNmtGECRPoypUrtGbNGrKyshLOSaK8a+vBgwcpKCiIlixZQkSKmXU6d+5M9+/fFyV2lkcul9OMGTPogw8+oLt379LVq1dJJpMJM6kotyEiunz5MgUHB6sUoO3bty9dvXpV63EzzeEcSjo4j5ImzqOkgfMoaeA8Sn+VqePp/Pnz1K9fP3J1daWQkBC6desWESlmUiEiWrVqFXl6er6xiOWlS5do+fLlXIhNJOHh4TRkyBDy8fGh2bNnC+34+eefU69evahv377k5uZGQ4cOFQqXqrNu3Tpq164dHTlyRFuhszd49uwZ2dra0qNHj4RlHh4e1KdPH4qLiyMi9QmtusSXiSs9PZ3+/fdf4fmmTZto+vTpQpKUm5vLH0h1VP6OhRcvXpCdnZ3QlhcvXqQJEyZQamoqEeUVhVY+joqKovr169OkSZPIzc2NBgwYoPJ6TH9xDiUdnEdJF+dR0sF5lP7iPEoaSt3xJJfLafDgwbRo0SJKSkqicePGka+vr9DoSs2aNaONGzcKF+Xs7GzKzs6mDRs20MWLF8sWPSuzBQsWkIuLC/3+++909epVGj58uDDLRmxsLHXv3l2YqeHJkyfk4uJCoaGhRESUkZFBW7dupV27dokWP8tz4sQJ6t+/P507d05luZ+fH33xxRdEpEigRo4cSa1bt6ZTp06pfR1OfMVXVFsSESUnJ9OHH35INWrUoIEDB1JwcHCRr8MfSMVVsGMhKiqKiBTnZP/+/alTp05Up04d6t+/P7m6utK9e/dU9lcmTjExMbRx40Y6cOCAtg+BaQjnUNLBeZR0cB4lHZxHSQPnUdJS6o6ny5cvk4+Pj8rwRA8PD1q3bh1lZWUJyxYuXEi9e/cmIqLExERh+YoVK3jYqQ44ffq0ML0yEdGOHTuob9++QvKrnIJSacmSJdS3b1/h+datWwttw7RvzZo15OnpSbVr16aJEyeqDOE/cuQI2draUlBQELm4uNAff/xB3t7etGDBAiJSDB/mxFd3FGzL/NdYIsUHFeWUzBkZGdS2bVuaO3cuERG9evWKP5DqCHUdCx07diS5XE4ZGRm0Y8cOGjlypPB+OXToUPrkk09ILpdTdnY2bd26VZjyl0kP51DSwXmUNHAeJR2cR0kD51HSU+pZ7Vq0aIEbN24I1f0BCLM0vHr1SpjpYcaMGTh37hzatWuHZs2aCTMEjBs3jgux6QBPT0+4ubkhOzsbgKIYZuPGjVG1alUQESwtLYVto6OjcezYMUyYMEFYFhAQoLINE0e7du2wadMm/PPPPzhw4ABu374trOvatSvOnDmDgQMHIiwsDO+++y7at2+P3NxcABCKnXp5eYkSO1NVsC3zX2OJCCYmJhgyZAgAwMTEBEOHDsU///wDAKhcuTLS0tJUpvVl4vh/9u47ron7jQP4J4jiBm3duFpHXXXPuq2jWq1atXVrh/PX1r2qratq3dbWUfcedW9Eq4gbHDhQQS0yFEEUAdlwvz/OS+6SS3JJ7nJJfN6vFy+Su8vdFxLC3ZPn+zxBQUGIiYnBuHHjUKRIEaxYsQKpqanYvHkzPDw84Ofnh2rVqiFnzpwAgL59++LMmTPQaDTa4sH8VtvEtdA5lOug8yjXQOdRroPOo1wDnUe5HqsDTzlz5kSPHj3wxx9/aJcNGTIEly5dQkxMDDQaDR49eoT+/ftrt42Ojha0DiXq4yr/c3+0jx8/1v7j5Lrm+Pn5oV27dhg8eDBatWqFTz/9VLXxEnFVq1ZF2bJl8cEHH+Cjjz7C5s2bBetLlSqFzz//HOXKlcPt27dx69YtfPXVV9r1dOLrOEw9l/oddO7duwc/Pz/8+OOP2mXDhg2jC1IHYCywsH//fqSmpuLjjz/G6tWrkZWVheDgYGzevBkDBgzQBhzob9K10TmU66DzKNdA51Gug86jXAOdR7kgW9Kl/P39mfLlyzNPnz7VLmvXrh1z4MABhmEY5vHjx1RQz4kEBQUx9erV097nimP6+/szf//9t1rDIhJxqcRnzpxhKleuzISEhAjWX7t2jenevTtTsWJFZvny5Ux2djZ1ynFQpp7LN2/eMCdPnmQ6dOjANGjQgFm0aJHR7khEXUOHDhXUjkhKSmJKlCjBhIaGMgzDMF26dGHat2/P1KhRg5k7dy6TkZGh1lCJCugcyvXQeZRzo/Mo10HnUa6BzqNci7stQaumTZuiadOmGDJkCBYuXIhz584hIyMDLVu2BACUL18e5cuXlyM+RhTEMAw0Gg3Onz+PevXq4dSpU/jll19QqlQp/PPPP9rnmTg2Nzc3MAyDli1bonjx4jh9+jQqVqyIe/fuoUqVKihQoAD69euHbt26qT1UYoax5/LBgweoXLky0tPT0aNHD3z77bdqD5WY0K9fPwwYMADPnj1DiRIlkC9fPlSvXh137txBhQoVsHv3bkRFReGDDz5Qe6hEBXQO5TroPMo10HmU66DzKNdA51GuRcMwb/PRrJSQkIA///wTJ06cQP78+TFhwgTtSRNxHunp6ahTpw4iIyPRtm1bjBw5kp5HJ8Sd/B46dAj9+vXD+++/jw8//BAnT540SC8mjs3Yc+nr66v20IgFBgwYgFevXmkDCzt27MD+/fvh6emp9tCIA6BzKNdB51Gugc6jXAedR7kGOo9yHTYHnjgvX75E4cKF5dgVUcns2bPRsWNH1KlTR+2hEBscOHAAU6ZMQYkSJfDzzz+jdevWag+JWImeS+dHgQUiBZ1DuQY6j3IN9L/XddBz6fzoPMp1yBZ4IoQ4hrNnz6JQoUKoWbOm2kMhNqLn0nVQYIEQQpwD/e91HfRcug46j3J+FHgihBBCCCGEEEIIIYpwU3sAhBBCCCGEEEIIIcQ1UeCJEEIIIYQQQgghhCiCAk+EEEIIIYQQQgghRBEUeCKEEEIIIYQQQgghiqDAEyGEEEIIIYQQQghRhLvaAyCEuLZy5crBw8MDuXPnxps3b1CtWjVMnDgRTZo0MfvYAwcOoHjx4mjUqJFFx+zYsSOePn0KAAgKCkL16tWRI0cOFChQAH379kViYiLGjx9v1c9DCCGEEGIvdB5FCHEFFHgihChu165dqFWrFgBg37596NixI3x8fNCwYUOTjztw4ABq1apl8QnTsWPHtLc1Gg38/f3h5eVl+cAJIYQQQlRG51GEEGdHU+0IIXbVvXt3DBs2DAsXLgQAnD59Go0bN0bt2rVRrVo1rFu3DgB70nPo0CEsWLAAtWrVwtq1awEAW7ZsQcOGDVGnTh00b94cQUFBFh1/+vTpGDVqFABg48aN+PTTT9G7d29UrVoVTZo0QXBwMLp164YqVaqgXbt2SEpKAgBkZGRg0qRJaNCgAWrVqoVevXrh1atXcv1aCCGEEELMovMoQogzoownQojdNWzYEIcOHQIA1KlTB+fPn0eOHDnw8uVL1K5dG+3bt0fHjh3RpUsX1KpVS3uCc+HCBezYsQPnzp2Dh4cH/P390adPH9y9e9fqsQQEBOD27dsoU6YM+vfvj86dO+PixYsoVqwYPv/8c2zatAkjR47EggULkC9fPly9ehUAMGvWLEydOhV//fWX7b8QQgghhBCJ6DyKEOJsKPBECLE7hmG0t+Pi4vDtt98iJCQE7u7uiIuLw507d+Dt7W3wuIMHDyIoKEiQWv7y5UukpKQgT548Vo2lcePGKFOmDACgXr16yMjIQLFixQAA9evXR2hoKAA2Xf3169fYu3cvACA9PR3lypWz6piEEEIIIdai8yhCiLOhwBMhxO4CAgJQvXp1AMCwYcPQsWNH7N27FxqNBnXq1EFqaqro4xiGwcCBAzFnzhzZxpI7d27t7Rw5chjcz8zM1B57+fLlaNeunWzHJoQQQgixFJ1HEUKcDdV4IoTY1cGDB7Fy5UqMHTsWAPDq1SuULVsWGo0G586dE9QaKFiwIF6/fq2936VLF2zduhXh4eEAgOzsbAQGBtpl3F27dsWSJUuQnJwMAEhOTrYpNZ0QQgghxFJ0HkUIcUaU8UQIUdxXX32lbQNctWpVHDt2TJvmPW/ePIwYMQKzZs1CrVq1BOnf/fv3x6BBg3DgwAGMHDkS3333HebPn49u3bohMzMT6enp6NSpE+rVq6f4zzBx4kSkpaWhYcOG0Gg02mXVqlVT/NiEEEIIeXfReRQhxNlpGP4kYUIIIYQQQgghhBBCZEJT7QghhBBCCCGEEEKIIijwRAghhBBCCCGEEEIUQYEnQgghhBBCCCGEEKIICjwRQgghhBBCCCGEEEVQ4IkQQgghhBBCCCGEKIICT4QQQgghhBBCCCFEERR4IoQQQgghhBBCCCGKoMATIYQQQgghhBBCCFEEBZ4IIYQQQgghhBBCiCIo8EQIIYQQQgghhBBCFEGBJ0IIIYQQQgghhBCiCAo8EUIIIYQQQgghhBBFUOCJEEIIIYQQQgghhCiCAk+EkHfSkCFDsGDBAsnbBwYG4qOPPkJ6erqCoyKEEEIIYTVt2hTTp0+32/Hi4+NRrlw5REREGN1m6tSpaNmypd3GxPnhhx/s+rsghMiLAk+EEMXlz59f+5UrVy7kyJFDsMzf31+W47Rs2RJTp041u93Nmzdx5MgR/Pjjj9pl5cqVw9q1a7X34+Pj0bp1a9SvXx/R0dGoV68eqlSpguXLl8syVkIIIYS8G+x1HmSrmTNnomvXrihdurTdj33o0CG0adMGhQoVgqenJz766COMHTsWz549AwBMmzYNS5cuRVRUlN3HRgixHQWeCCGKS0pK0n5NmDABzZo1Eyxr1qyZXcezZMkS9OvXDx4eHqLrw8LC8Mknn6BAgQLw8/ND8eLFAQDff/89li1bhqysLHsOlxBCCCFOzNHOg8QkJCRgzZo1GDJkiN2PPW/ePPTr1w9ffvklHjx4gNevX+PkyZPIly8f/Pz8AABFixZFu3btsGLFCruPjxBiOwo8EUIcwvTp09G0aVNMnjwZRYsWRfHixTF+/HhkZGRot7l37x4+++wzvP/++/D29sbQoUPx+vVrAMCwYcPg7++P+fPnaz9BFJOVlYWDBw+iffv2ousDAwPRqFEjtGnTBvv370fevHm161q3bo3nz58jMDBQxp+cEEIIIe+6zMxMTJgwAcWLF0eRIkUwefJkg22ioqLQp08flCpVCkWLFkXv3r0RGxsLADh8+DBKliyp3XbTpk3QaDQ4ePCgdv8FCxY0ml118uRJeHl5oWrVqoLlW7ZsQcWKFVGgQAF0794d8fHxgvWpqamYMmUKPvzwQxQqVAjNmzfHjRs3tOszMjIwduxYwc/Fn0IYHh6OadOmYcmSJRgxYgSKFi0KAChTpgxmzpyJr7/+WruvDh06YN++fVJ/pYQQB0KBJ0KIw7hy5Qrc3d0RERGBs2fPYu/evZg/fz4AIDExEZ9++imqVq2K8PBwBAQE4P79+xg4cCAAYNWqVWjWrBkmTJig/QRRTGhoKF6/fo3q1asbrDtx4gRatWqFiRMn4o8//oCbm/AtMnfu3KhYsSICAgJk/skJIYQQ8i6bP38+du/ejX///ReRkZFwd3fHlStXtOvT0tLQpk0blCxZEiEhIXj8+DHc3d3Rp08fAGy5gRcvXuD27dsAAB8fH1SsWBEnT54EAFy+fBkA0LhxY9HjBwYGGpwbXbx4Ed988w0WL16MV69eYfDgwVi3bp1gm2HDhuHq1avw8/NDbGwsevXqhfbt22sDVHPnzsWBAwfg5+eHyMhIeHh4CH4uHx8fZGdno1+/fmZ/Rx9//DHu379v9ByPEOK4KPBECHEYhQsXxvTp0+Hh4YGPPvoI48ePx/r16wEAR44cQXp6On7//XfkzZsXJUqUwNKlS3Hw4EFER0dLPsbLly8BAJ6engbrfH19UbhwYfTq1cvo4z09PbX7IIQQQgiRw4YNGzB27FhUrVoVHh4emD59OgoVKqRdf/ToUSQmJmLBggXIly8f8ufPj3nz5uHUqVOIjIxEgQIF0KhRI5w8eRIMw+DUqVOYN28efHx8ALAZTa1atYK7u7vo8V++fGlwbrRhwwZ06dIFnTt3hru7Ozp37oyOHTtq18fFxWHTpk3466+/4O3tDXd3d/zvf/+Dp6cnjhw5AgDYvHkzxo4di8qVK8PDwwPTpk1D4cKFtfuIiYnB+++/b7T8AR83PjoPI8T5UOCJEOIwSpcujRw5cmjvly9fXttZJSIiAmXLlhWcMFWoUAEAm6YtFXeyw03R45szZw7q1KmDTz75BKGhoaKPf/36teCEiRBCCCHEVpGRkShfvrz2fo4cOVCmTBnt/dDQUDx//hyFChWCl5cXvLy8UK1aNXh4eGjPg9q1a4eTJ0/ixo0b8PLyQrdu3ZCYmIhHjx7B19cX7dq1M3r8woULG5wb6Y8JgOD+w4cPAQANGzbUjsnLywtRUVGIjIwEwE4PLFu2rODn4hcvL1q0KF68eIG0tDSzvyNufHQeRojzocATIcRhRERECAp3h4WFwdvbGwAblAoPD0dmZqZ2/aNHjwBAe2KmPzVOTMWKFVGwYEHcvXvXYJ2Hhwf27NmD1q1bo2nTpoIaBQBbxyA0NBT16tWz/IcjhBBCCDHC29sbYWFh2vtZWVnaD98AoHjx4ihbtizi4+MFX6mpqWjSpAkAoG3btvD399fWstRoNGjbti127dqFgIAAtG3b1ujx69ata3BupD8mAIL7XPOVW7duCcaUnJyMSZMmAQBKlSqFJ0+eaB+TnZ2tDUoBQPv27eHm5oZt27aZ/R3dvn0blStXNlrHkxDiuCjwRAhxGC9fvsTMmTORlpaGBw8eYMGCBRg8eDAAoFOnTnB3d8eUKVOQkpKC6OhojB49Gp07d9ae+BQvXhwhISEmj5EjRw506dJFm3outn79+vUYMGAAWrZsiXPnzmnXnTlzBkWLFkX9+vVl+okJIYQQQoCBAwdi0aJFuH//PtLS0jBz5kzBlLLu3bsjIyMD06ZN02b+xMTEYNeuXdpt6tevj9y5c2PZsmXa7KZ27dph/vz5KF26NCpVqmT0+O3atcPLly9x7949wZgOHTqEo0ePIisrC0ePHsWxY8e068uWLYuuXbti5MiR2uBSYmIijh8/jmfPngEA+vfvjyVLliAkJATp6emYPXs24uLitPvgioiPHj0aq1evxosXLwCwmVIzZszAzp07tdueOHEC3bp1s/yXSwhRHQWeCCEOo2HDhkhPT4e3tzeaN2+Orl27aj8xK1iwIHx9fREUFARvb2/UrVsXFSpUwKZNm7SPHzt2LB48eKBNQzdmzJgx2LJli8m07gULFmDy5Mno0KEDDh06BABYs2YNfvrpJ8F0QEIIIYQQW02cOBHdu3dHixYt4O3tjfT0dDRs2FC7vkCBArh06RLCw8NRo0YNFCxYEE2aNBF8QObm5oY2bdogOTkZrVq1AsAGlBISEkxmOwFs/aTvvvsOq1ev1i5r2rQp/v77b/z000/w8vLCunXr8M033wget337dtStWxdt27ZFgQIFULlyZaxZswYMwwAAJk+ejE6dOqFZs2YoVaoUUlJSULt2beTOnVu7j8mTJ2Pz5s3YtWsXPvzwQ3h6eqJNmzZISkpCy5YtAQCxsbHw8fHByJEjrfsFE0JUpWG4dwVCCFHR9OnTcerUKZw/f94ux/v+++9RqVIljB8/XtL2165dQ58+fXDr1i1JBTAJIYQQQpzJq1evUKtWLfj7+wvqS8kpMzMTJUqUwB9//IHevXtLftyPP/6IQoUKYcaMGYqMixCiLAo8EUIcgr0DT4QQQgghRFmJiYk4e/Ys2rdvj/T0dPz666/YuHEjHj16ZDI7nRDiWmiqHSGEEEIIIYQQ2WVnZ2PWrFl4//33UapUKVy9ehXHjh2joBMh7xjKeCKEEEIIIYQQQgghiqCMJ0IIIYQQQgghhBCiCAo8EUIIIYQQQgghhBBFUOCJEEIIIYQQQgghhCjCXe0BWMrDwwNFihRRexiEEEIIcTKxsbFIS0tTexiqovMoQgghhFjDlvMopws8FSlSBJGRkWoPgxBCCCFOxtvbW+0hqI7OowghhBBiDVvOo2iqHSGEEEIIIYQQQghRBAWeCCGEEEIIIYQQQogiKPBECCGEmJCRlQHNDA0+3fyp2kMhhBBCXEN2NlCyJPDzz2qPhBBiBxR4IoQQmTEMg8zsTLWHQWRy4uEJAMDp/04LlgdFB2GO/xwwDKPGsAghhBDnlZEBPHsGzJmj9kgIIXZAgSdCiN2deHgCwbHBag9DMQ3WNkDOWTnVHgaRSUZ2hujyWqtr4ed/f0ZIXIidR0QIIYQ4ueRk0+sZBrh+HcikD/IIcQUUeCKqSclIQTaTrfYwiJ2lZabhs22fodqKamoPRTGBTwPVHgKRkbmMpvSsdDuNhBBCCHERvr7G1/n4AKNGAXXrAjNm2G9MhBDFUOCJqCbvnLxovK4xLoRfoGlJ75Drz66rPQTZbAnagtvPbxtdTwEo17Pzzk7cibmj9jAUwzAM4pLj1B4GeSs1NRVdu3ZFpUqVULNmTbRt2xYPHz4EAMTExKBDhw6oWLEiqlevjnPnzqk8WkIIscBXXxlf16ED8Mcf7O1Tp+wzHkKIoijwRFR1Neoqmm5oiiWXlqg9FFVlZGVgdeBqvEp5pfZQiERpmWkYcGAAPl71sdFt6q+pb8cRqSPidQR23N6h9jAUxQ+M997bGzVW1hCsvx1z22XqPP1w/Ae8v+B9hMaFmtwuIysD+ebkw6gTo+w0snfXkCFD8ODBAwQFBeGLL77Ad999BwCYNGkSGjVqhNDQUGzYsAF9+vRBRob4tFBCiJN5/Rq4etX4+uhomoLmbNKtzI6OiQFu3ZJ3LISogAJPxCFcjrqs9hBUteb6Ggw7OgzDjw5XeyiK02g0ag9BFu/SNNHHrx5jou9EZGQZXtTWW1MPffb1wYMXD1QYmX38cfUPk+v77uuLIyFHsCVoCxZcWGCnUSnjr4C/AABBz4NMbncl6gqSM5Kx7MoyewzrnZU7d2507NhR+77ZqFEjhIWFAQB2796NYcOGAQDq16+PkiVLws/PT62hEqKugweBCxfUHoU8tm4FvLyAhg2BiAjD9bGxQIkSQJcu9h8bsU7LloCHBzBokOWPLVUKqFlT7hGpJyWFLSwvJjGRfX27Gj8/II6yySnw5ATSs9IRnxqv9jBk5f/EX+0hOJTIhEgAwIM417t4T85Ihtc8L/x19S+1h0Ks9Pn2zzH/4nz8E/yPwbqYNzEAgIS0BHsPy24CogIMlv336j/B/cCngRhwYAAmnJpgr2EpKis7S+0hEBHLli3DF198gbi4OGRkZKB48eLadeXKlUN4eLiKoyN2d/8+mxlDgK5dgaZN1R6FPPr3191+/txwPReMOn7cPuMhtuM+FNi0yXDd8eNA+/bGM6JcJbPtyBE2eytvXqB0afFtChYEiha177iUFh7OBh4bN1Z7JKqjwJMTqLGyBgr9XkjtYciq997eag9BUdZOu9HA+bOB0rPSBdkvm25uwuu01/jf8f+pOCr5uUrmlhRPE58CAN6kv1F5JOoQy277fMfngvv818OzxGeKj0lpWYzpwJOrTC10JnPmzMHDhw8xd+5cix63ePFieHt7a7+SkpIUGqFKGAYYNw64dEntkdhXWhpQpYprZUKYEhEBvM32M8nVsgqyRN6LXe1vWJ/+z5fguh9sAQA6dgROnmQzon77jX1PczXBwUDnzkCzZux9fkD11SvgyRN1xqWEPXsAjYbN7AJ070mhpksYvAso8OQEXLFVt352hCsEXDijToyC20w30WlJxnAXcQyc/59N33198dFfHyE4NhgAkJqZqvKIiFy44Eo2k40VASsEARZXDsSJBZ6417cYV2iWYO492Vxgishr4cKF2LdvH44fP468efPivffeg7u7O6Kjo7XbhIWFoUyZMgaPHTNmDCIjI7Vf+fPnt+fQlXfvHrBoEdCkidojsZ/gYCB3bva2K12wmVKmDFC+vPg6/oX6+vX2GY+9iAWeChSw/zjsKTFReD/Y+P9blzN1KjB9uvg6Pz+gd2/nyYBKSgLi387YuXuX/R7Cu6ZNfXt9ULgwUK6c4fPHBIRbAAAgAElEQVTurHr2ZL///Tf7nX9+/OrdruVLgSdid8kZyUhMd5E3FxFczRNXmx4JmM9ySMlIwZ7gPQCgLU7s98Q1a45Izfg4FnpM4ZEoLy0rDYAu4+lY6DGMPDbSIOvHVXz050fov1831UFKQJgfqHGWAPLSy0tx8P5B0XUMGKRlpiE9Szz1f+31tdrbmdmZ+OfuPxYF24l0ixcvxo4dO+Dr6wsvLy/t8p49e2LVqlUAgICAAERFRaFFixZqDVM9/Okp2dnAf/8BZ87olkVHA4MHi09ZclYTJwrvnz4trJnCMIC/v+7CztXt3q27nZ3NvibS0tQbj7WysgwDiQwDJCezF69btuiWuYI8edQegfqyReqFLuDViuQHHlu2BHbudI7szqNH2QBpobczdnr1Mtxm+3bh+9bixfYZm71wAWJ+4KlrV3XG4iAo8ORE4lPj8STeOT/Z4l+kzzs/T8WROKY3GewFvSNnfvX8pyeKLjQ+7/rg/YPIOyevwfL6JV2zs5ux4ELt1bUF9ztt72SP4SiKy1qbdHoSAOBF8gsAwPVn17XbMAxjNEjhbB7EPcDWW1steowzZjmN9hmNrruMnwTl/i03PGZ7YNedXQYdN++9uKe9/ePxH9FrTy/kmp1LsbG+qyIjIzF27FjEx8ejVatWqFWrFho2bAgA+P3333Hx4kVUrFgRgwYNwtatW5EzZ06VR6wC/oXbq1fABx8ArVvrlo0dC2zcCPz0k92HJpuYGODbb4E3b6c7HzkiXP/pp8CcOeztBg0ANzegeXP2tqv591/DZV9/rbudnQ3kzw/ky2e/Mcll0CA284MvKwvo0YO9PWAAG3SKd5EPNj081B6Burp1A3LkMFzu7a27LRZkdIYM888lfDD57bfs+zXHWKaXo+veHfj1V8Pl3AdFvMxknDtnnzE5KAo8Obhtt7ZpbxdfWBzllpVTbzBW2hK0BW4z3XAvlr1QmXVulsE2rpIBZe0n/suvLgcAvEp13BTMPcF7tAEHMTvv7hTc56Ze5XbPLViuXyeIYRjEvnG+DhbGMp5uRt+080jshwtAif3sf1/7Gx6zPXA1ykT7Zxd2PVoYhHN2/J/h671fo8++PkbXb7i5wW7jetd4e3uDYRg8evQIN2/exM2bN3HlyhUAQLFixXDy5EmEhobi7t27aNWqlcqjVQlXRwMQZgc8esR+56Y27NplvzHJrVgxdgrZ26CjqIsX2e8BvGYIt28rOy41tGmjuxgfOhQYOVK4/t9/2SwKsSlqjm6ryAceWVlscWKOm5vwvlggzllUqiS+fPRo+45DKdeusQXvY2LE1x84IL48NFT3+r1/33C9mwtdvkdGii93lumEALB/PzBzpmFAUKNhO/R16CBcPnu2/cbmYFzoleuattzaor3NTXdxNgMODAAAdN7R2eg2Jx+dFNzfdmsbHr58qOi4lPDBH7rIvdTpNskZydrbL1Neyj4mpdx4dgOJacYDhlEJUQCA2GRhUGnxZWEq7Y/Hf0TRhUW1gUlnwXUitFRKRopL1r1ae4OdenU81HW67KwKXCV5W1fvAnfi4QnBfbG6V4Qo7vlzwwsSfs2QYsV0ty9fZmuG8Dt/XXXywDhXJ0XMyZNsZpc+ZwzA6EtOFt5nGCAqiq2hsmKFcN2pU/Yblz08eGD4vPOLbTvza3rAAPHlzhwk5uvXD7hwAVi50vLH3rvHvrfVqGG47uVL0+8FroCfJeSsNBrxDn3TpuluJybqAukrVgBr1xpu70Io8ETs5tGrR5IuVmLexKDf/n6ouLyiHUYlL7FgRHJGMhLSEowGafLN0aWDJ6QlYNHFRbgceVmxMdpqlt8saGZoUOfvOmizuY12uX6Wx4hjIwAASem67iR7gvcYBNdWBLInjTeibyg1ZEX8+591nzLmnZMXeX5z7roGpoKqGdmuU+dn+NHhgtevKT6PfLS3naXGkynmpg4GPQ+SvC0hstixAyhenG23zac/NYnDMIZ1RUxlDDkT/lQcvsGDDZft2aPsWJSg0bBfYWFAp06G0+ays9lMgnfB8OGGyzZt0t125sCiJVPtnDGT2JYx9+qly9rU17kzUL269ft2BhkucC5pbkrkkyfs/7O6ddn7I0cC33+v/LhURIEnB5SSkYKb0Tdx/8V9nA8/r/ZwZHUh/ILZbfgZQK4g35x88JzniYLzCprfGMA433FovK4xUjJSzG+sgl/O/qK9HfA0wMSWLH42W89/ehqs54KRzpYx4grBBXOMTRkzNZXsN//f8MOxH5Qakt1Z87qcfc7506iXXlkqeVsKPBG76PN2umeK3v9Gfj0nvuxs4MQJ8XXOztj0FDHcFDxnVL48cEykQUdWlnhtHGfBMMKi+Ja6rpvajalTgcBAtiC1swWhLOnI+PSp7nZwMJsR5Oi4cyVrajLdu2f++XSWYNw8K2r7ihVddzam/sbj43V1sG7ccI66XTKgwJMdxafGG9S3AYBTj09hxNER2ou5un/XRe3VtVHlryraotOuwtR0QS6D5NwT1y28xs9k6vlPT3yw7AOj2zrbxZxG703TKzdbVC/0ZahgeUKaLkX859M/a2872/QzS+r4lF5SGi9TXjpV7Z9DDw7BbaYbdt7ZabDOXHD4z4A/lRqWIg7cPyDr+857ed6TbV9qEatVRtPriEPZsoW96DbG2PutfuAKAIYNE2aRuBL+VERXkZ0tPWhx5Ag7DdGRFCkib2Ht+vWBCROcK7stOVlY62b+fPbi29jfrbc3sIztGo1q1YCqVZUfo61MBZ6kTCUzF3xxls6Nv/1m+WO4bnjOhv+cmfqAYMIE4M4d5cfjYGQJPLVr1w4ff/wxatWqhWbNmuHGDXbKTGhoKJo0aYJKlSqhfv36uMubj2pqnasq9HsheP3uZbC87Za2WBm4EhEJEVh0cZGgW5CrMXXh3WZzG1x7eg1XIq/YcUTy4WoaccR+1i92fgEAeJb4DHuC9+C/+P+M7k8/kOOouECS/s9r7LkOidOdBM85P0e5gckoJSPFYKrk/47/T/LjIxMiUXJRSUQkRMg9NMVwr9Xee3sbrItLibP3cBTVbVc3tNgoXxt6Z/nbtdTKgJWYcnqK075HExczYIDpC5qwMPHlefOydaKeP9ctW72a7SjmSBgGuHLF9ovLKlXkGY/S1q9nO1yJBQb1ZWWx043MWbaM3a59e9vHJ5fkZCDu7f/Qjh3Zr9evgffft33frxywQU1KCttZkl8QHTCcPjlxIvv9PRMf3IwaJazZ5iz+FPkw7oL5GSBmp5v984+0vxdnFBEhDBj7+QHLl6s3HmP0p/zynzNTtb3WrFFmPA5OlsDT7t27cevWLdy8eRNjxozBoLf/vIcOHYohQ4YgJCQEEydO1C43t86VmcpiGXxwMMb5jrPjaBxPVGKU036q3ndfX7PbxLyJAcMwkgrFa+AcF6/GOtI56/MopuC8goKpksaCas8SnxndR1pWGvzC/GQfmxqsLaz+rnCmzDZLLL2yFHPPz0WjdY3UHgoh5plqzT16NFsvysdHWKjZkfj6Ao0aAV9/LVyufwFvTs2a8o1JKenpbGv1//6TVlxX6nvsqFG2jUtuO3YIAy7Hj7NfVavqglFyO3dO3ULUq1cDixezr2MpWT7mgmcdO+pur19v29iUxr1O9bvapacDPXqYf7x+UX19AwawgXQ/Bzi3nDvXeDDNmg/jatViA8bcBwQtWwI//mj18BSj/348frzudqhwxodFXGGqoQhZAk9eXrosntevX0Oj0SAmJgaBgYHo168fAODLL79EREQEHj58aHKdK4pLjsOkU5PMbmdtsWJnYq7VvJvGDVtvi7STdQLPkgyDDhlZhp9W+D3xc5qgkhTGpoMaCzwZC776h/sbLHOUC3j9MRur72QuoOgqdaHW3Vin9hCIjKISonDqsflOUM7YaZQQUdwn0adPAy9eqDsWY7hpGPot18U615nCr43jqPjTzqRcXDrIuYHFjAXC5HqOkpLY6Wv84E2LFuoWok58my1+6RJQogSbxSJXMPTbb+XZj1KMvU4XLpT2eKkBw5YtpW2nhMxM9ueZMgVo2lR8m0TjHbDNKl5ceF//d6p2gOaGXmMkObKyDh5ka9idd606zwDgLteOBgwYgDNnzgAAjh07hoiICJQoUQLu7uwhNBoNypQpg/DwcHh6ehpdV6FCBbmG5DAm+E7A+psOHpW3kwmnJphcv/TyUsldpByNfpCkw7YOooE2Y93tnFWh3Ow87F13he1v32S8sag4/pZbW7C522bt/dTMVOT5LQ9GNxqNxe0XyzNYCRiGQeDTQNQsXhO5cuQyug3fyoCVuBF9A+/nNZ0q7yiBNHsaf3I8Tv13CjeGOmbXwnnnrSh6aYazBRgrLq+IlMwUJE52rfcmQoziivYuWAB066buWIwx9v/i118t20++fMC2bWw2Ud687FQQblqTs3L0TBdj9DNf5DZrFpvBFx4O/P23sseS6rJel2Z7THu8e5fNslG7DpSxv+Hbt6U9PmdO+cailA0bhFk+SsvKAt7GDzByJLBiBZsZlkelbtH6XVblwAWvtm41HsxzUrIVF9+8eTMiIiIwe/ZsTJTxH9rixYvh7e2t/UpKcr6gRGyy8Zav1kxZGXRgkENOY7r1/BbSMoUZH5b+fKf/Oy3nkFRlKrtLSg0YjUaDVymvcPjBYTmHZVeLL1kfMOKmrS25vESu4UhyJOQIGqxtgDE+Y4xuo//3N+LYCKy5vgZzz881ue+MbBdoD2uhhZcW4mb0TYd8z4pMiMTk05MFy/SDg+/Cc5aSydaIcLYC/4TIYpyDljiQ65N8d3egXz9g2jS21s4k8xn4Dm/0aLVH4Ji4aaNSprTZi73rTq1Zw2Z4Vatm3+OKefzYcFnRosBOw6YtogoUkHc8SrCkw6YcMnkzEFasYL+rWaRbiU6Sp99eC6udzaUA2bvaDRw4EGfOnIG3tzeePXuGzLcvEIZhEB4ejjJlyqB06dJG1+kbM2YMIiMjtV/58+eXe8iqik6y/J/DpqBNuBAuoSidHQVEBaDmqpoYfHCwYHl6lg3tYuFYdYKMTRHLzM5EXHKcQfc2Y7rs7CJpql1SehIKzy+MLju7YOCBgRaN1VHsv7/fsu3vWba9EgKfBgIA/gr4yyAbJiWDvUC3NqPl+8Pfm1yfkZWBwKeBDp0ZZe3f5KuUV/B95Iuk9CRkZTtGy2ex96ctt7YI7m+/vd3i/WqgcbqulABQZEERtYdAiDRyXuxcvCjfvuQk1/8BsQv/N2/YL0eQaaf3yr177XMcRxAcrPYIdJSqXWXMkCH2PR7fvn1splVUlPFt3Cy49PY3LEHhUJ4/B2bONFyuZOBT7P0iMFC545mjZN0pB74WsJbNgaf4+Hg85c1NPnDgAN577z0ULVoUderUwdatbL2evXv3wtvbGxUqVDC5zpllZGXg1vNbkrZNy0xDQlqC1dOuHK1d+f0X9wEYBhrcNLa9xHbd2WV+IzuITIhEzlk5MdNP+AabmpmKnLNy4v0FlnUjKb+svNltfB/5am9vDtpsYkt1lVlaRrYAYffd3bXd1NQy85zuOdbPhll+lU1/VSogOvbkWNRfUx9HQo4osn++bCYbd2PuWhzkWhGwwqrjtd/aHu22tkOBuQVQc1VN+D/xVyU4k5aZhoP3DxoNiut3bPN55GPxMeZfnI+cs3LiUsQlq8aotBYbW+DH48qcLJ0PP48eu3vY/KEDIQCA69fZC9cIvY6gpUurMx57kisgM3Wq4bL8+dkvR2CvAFiPHuxUtHfBo0eAp6d69b0Yhs3WuHEDCAkxv70tqlcHRoxQ9hhSffkl+93b2/g2JUtK398R5c8FbdK4sfjyEiWUO6bY+6KamWFK1gjMzmZrtA0bptwx7MzmwNPr16/RtWtX1KhRAzVr1sSff/6JI0eOQKPRYPXq1Vi9ejUqVaqEefPmYcOGDdrHmVrnrEadGIWaq2qi+67ueJr4FBtvbhS9qPvjyh8ot6wcPOd5YsHFBVYda/fd3Si2sJgqJ/fRSdF4Ev9EsEw/A4RhGIw4OgLnnpyz6Vj3XtwDwAb1Dtw/gKGHh9q0P2sFRAUAAH49K6ytEPPGuvn6WYz5jA9nqhOz/oZ89RYOPTgk277kxtUfm3F2hiL7P/HwBAAg6HmQIvvnW3p5KaqvrI4NNy177/3h+A9WHe/as2va23dj76L5xuZYenmpVfuyxbzz89B1V1csuCD+3ns7Rlh74VjoMauP1XF7R/Mb2dnqwNU49+ScNogqt2YbmmHvvb2CwDkhVklNBerWZdvMi2TEu7yff1Z7BPK7eRPYr5fZbE3HK2v98ov9jqW2hARgzx51jt21K1scuU4d5Y919y7bLCBvXuCwiqUpUlKkbecuW3lloePH5SlsbYn//rPv8QC2Rp0+W7rHWWv/fuVrWz1+zHalXL1a2ePYkc2v/rJly+Lq1aui6ypXroxLl8Q/8TW1zlmtCGQzAfbf36/N/CnnVc5gu59O/KS9HZ8ab/XxYt7EIOJ1BFIzU5GamYq6JetavS9LlFjERrKZXw0DI1yNkNCXoVgZuBIrA1fadKxZ52YhLD5MMP1lUftFyJ9L3U/qLkdeRumCpbHv3j5Vx+EozE0hc2aN1upax3NTJOddkL8gNaCr/WWPqXZcJo9/uD++qf2NIsdIzjDdCvhK1BWT65XABfVux9xGz+yegnXttrQT7a5oLVve35Uy7Kh9PjlzpsA5cVDplDWnOIaxb+Cndm3dcYnyfvtNneMeUuEDxJQUoEsX4bLNm4EBA+xz/CfCD+Qx10jNTyPXzDbr+PaDrh+s+3BQNkrU9OK/nsQCfDNnAjOU+UAY48ezQU39/Xfvrszx+G5Jm0XlTGSv8fSuMjYlLC45zuQJ+Ou01zYdV6PRoPrK6qi3pp5N+7GV/pRBWzOd+PRrrqhd9yk9Kx2N1zWG9xJvjPZRrsDl1SiF/jkRi/CDI/Yqfm+Pi/aTj04CAB6/Eil+KYPopGjkm5PP5DbBscGqFs/feUdY4NP3MWXpyEVKHTtCTOrRw/7HvH7d/sdUE1eM2h5uGmm4QkEo5SjdRc/RDbRDfdQ7d9igk363vilTlD+2IypcWP59fsErwTFokPg2Z8/Kf1wAWLhQvI6VPfCDbGpNm5UZBZ5k8vXer0WXc92CjAmOdaACgDbgpiBxrj29ZmRL26ldePlFsoLzeXmUmgpjyvob67EywLYsNVd2IeKCoq8/7mJ9+tnpyMiyTzc1Lki89dZW/Hz6Z1wIv4AHLx7Itl9TgmOD0WVnF7PbKeVlykvFj5HNZGPp5aWIeB1hfmOZ7byzE7vv7rb7cQmx2pEjwPbtbDDCV4VA8AUVG7dkZ7NTlAIC7HdMfrbTL7+wNXmUYqyTl1rndPYqav6ucbRAopKlXGbNAmrUAMqVA8LDlTuOJZJNZ5o7PWMB7Fat7DsOe+AHnpYsAX7/Xb2xyIQCTwpTOkiy9vpaRfdvyvOk59rbk07brz2vGlM4+HVeSi0uZffj28u3h77FiGOOUaRRY8/0fwtEJZroVmIj7VQ7MNhxZ4dixxHTf39/zDk/B003NMVHf31k8/64DoDvupOPTmK0z2h02NbB7sfuvbc3vtrzld2PS4hV7t4FOncG+vZVr1ZLdjaQlKRrY80wwKlT9rmYmz8fOHgQaNBA+WNxuHPUkBD2IrpOHeBt4x/FjsW/f+UKW8vL3vLkAXLmVK4wsI+PriX6u2byZPPb2NM3ypQSwPnzjlkz7IqEEgbPnrFFzn0sb54iiy9saCK0YgXQpAnQu7d843EGCxcCk+x3ra0UCjwpbMCBAYp2qFp4caFi+zan1SZ1ostqZDztvGvkkzoXlZaZpr2txtTG7be341WKAvPEZVB6iXLdlPi/64Q0ZaZAaGZooJnhWEG9P6/+Cc0MjV2f80uRl7DsyjLFj8P9THJkkRHi0qpX191+rMwUYLMyM9kOSW3asPcXLgTatgXymZ42bJHISPFiuGpcsGe9bXQSG6tb1r8/cP++/MeaP194f+lSoFEjZTtgGcMFu5Qqvt2hA/Dpp8rs29HJWeB6qDoNhSS5fdv8NtaoX9+2x4eFsYXGs/XO3UeO1P0N7tjBBp++/da2Y1nLlgLrOXMCly4Zz6DkNG0KTJxo/XEA+TtuNmki7/6cEAWenFxGtn2m44jhOs6JufncSCqkDNKy0sxvRGzCZd5039UdOWbmsPvx++7rizp/26EbiorEAqghcSEm1zuTQQcHSd6W65QX+DRQodGwXiS/0DZ+CH9tn7R47m9JSidLOWVl2/d4+qi4OLGJm0qnp2lvzy+4eiFK1PYoXRqoVMn0Nn/+Kf9xxXCBJ/1pQnFxyh6XYYAxY5Q9hhTDhwMHDti+n23b2GmLT586dlH8jAy2JpGYY8fYIsrPnwuXZ2ezAbrERPHH6dMPeNhi1Sr59iU3ud+jmjUD/PzMB1TM+eYbttD4Dr2s+RUrdIEYbuxyPleWyGHDdYWpc+Nbt4Bx49if68IFw2A358ED9vdkLpOVv54/9Ts6Wvp4+Zz8vF4OFHgiirgceVmxfZdYVALTz04XXadfa8qVqHEhyV2kE/mZuzC3Z6bZm3SZP9VxUGfDzqo9BLvJzFa/fklmduY789oiMlNruo7+hViSgucUH39sPAhgr85UXOBJ/wJMyvQ3W7pXqXXBK0aOItD9+rHf//jD+MWs2j9zZiYwahRbk+jffw3Xd+rE1pThfhbOxo1Az55At27SjqP2z2kPPj7AMBk7xO7aBZw7BzRvLt+03oUmZsRwgacslT6g0s94mjZN+mNN1WZr0ABYtIj9XZrSvTtb+2vdOtPbHeHNWGrXTndb6t8CMUCBJ+KUZvgZts28GnUVBeYWUHX6oZK4LmT2wDCM0eAekYe5jCZ7ZoxMPGVjOrJMNgZtVGS/++/tx5agLapMGzXW3e3ko5PIOSunIMvNlUQlRKH6iurIPze/2kMhzkitArkRJpoAyF30+/ZttlW3mrj/Q/qBpkKFTD9u4UK2e9WJE9Yd97VtHZ1tov/akjNQEh9vPOMpQ70ZCgDY52rFCva2qQ5gp04Ji8yfOsV+l1qzSq6sjjQHnt3QQeaajb166W7L9d5nqn4Zl3GkVpAwPl5435Lfp5+f8XXca4b/OxR7PXLdPNPS2PVTpojXxtJ/Lrj9X7YyuYIynijwRGyzKnAVNgdtVnsYAIBTj9l/jr9fkL/qvyNMe4pNjtX+jErrtaeXILi3684uuxz3XcKAwcqAlUanl0UlyFvE/E36G6Od1f4K+EvWY1lr++3tiuy3++7uGHBggCp1w/i1uvjvI/329UNmdiY23dykyHHFivMnpkmcKiGDYUeH4UEc1bUidpIrl+52w4bW7+fvv3W39QNNShT9VjMAA7C1UgBh9yQAmDPH9OO4gJm1xW7VKh4PsB3I+B6YeJ/y9WWn0Emd8pWaajzAFBYmbR9K6dxZd3vDBraOl7FAa5067LQlAPjwQ/Y7vwabKXIE2JYuFf5Nv0tsmYbGV7my8XXWTLVjGGDGDCAoiK1T17279WM7dkx4P2dO6Y+VkoXKD7q5uQmzpP77jx0/5+FDYO5ctt6cPv3XYLNm0scpRu3gswOgwBOxyL1YYV2n4UeHY+CBgSqNRij2DVsc80Wy/F1K3mSoP11k4IGBaLulLe7EGEnNl9GhB4cE97/e+7Xix3zXJKQlYMSxEai/RryQpNzZOZX/rIwyS8vIuk9i3vCjw7W307N0n4THJrPvV0oVOBcLljff2FyRYxGiOv6Fhf7FAf+C2xL26C7HBX7kkpFhWUFcLrimX79nv8Rp9vwLODETJ7LF2vWn9Mg5TclS/ELq5nDTa4YPN77NIeH5kkHG0/Tp7Gvwv/+kH1dpuXIBVaoAZUycEzx5wn7nnjuxgtBXrgDXrsk/vk6d5N+nKdHRup/XnHHjlB2LsWBQz57AggXS92MqQ43L5Hn50vQ+GEa3zYoV7Gu5Vi22Tp3U9wgxX+tdU5QsKf2xUrpuDtS7Lv3kE93tDz4QrjM1dU//NR8QID5NFRBOj65XT3wbuQJPGo1y3RoVRoEnYhEpnbbem/+eHUYCrAhYob2dnJEMr9xeAIDyXuXtcny1zDo3C3VW18H6G+vVHopTE7swvxmtXFF8ffb6O+FEJcqbQaWmlIwUq7IQPdw9FBiNafyi4v7h/gbrlQpq86dqamZocP/Ffbu+vgmxK/7FWn696Z36gQFHc/68dY8bNsywPpG7O1sgWqp589iLKf3Ak9RMCC4bxpj589kMBS57hiOlhpQUzXnB9IMH5dmnpfit4Xv0EGaPlSzJZokcOWL4O1CTh4T/hdxrgAs8iRXTbtTI+EW2LUqVkn+fnCFD2Av3mBjdshIlDDPhxCxcyNYQkhM/KAKI113y9AR272Y7tVnC2HmS1Kyq2bOB995jA4xy/n3pBytLlWLroynl6lXj60wViRf7PfkbnscBAH7+WXf7xx+ljYuvfXugYEHz282dy37fsMEpp+5R4ImYxDAM+u3rhyMhbIG1Y6HHzDwCeJliJoIuk5HHRmpv55uTD9P9pgMA/ouX51Ol50nPcT7cyhNCBe2+uxs3om/g20MqtUF1AWfDzsJtpptB3awhh4eoNCJDiy8vxlz/uWoPw+FkZWch75y8+GzbZ2oPxWJuGvZf7trrawXL9wbvVfzYVf6qovgxjIlMMJMVQd4tfn7syX5QkHz75GcnKZlN8+aN+SwBS1k7fWPlSuC338TXbbJgCm+DBtI7lnEKFGC/87PJBgwAatYU354/hVFOv/yiu/2ezB/mjBxpfht9L14If5fPnuluW9raXaNhp5wp4Z7xrtRaXD0bLgBlj06TXEeyPHl0y/iBZDl+H2vWsN/9/NjsNP7FOz8YpY9hlKnJpj+FsY5IR+cuXdjvT59atu/27cWXc8FpT0/Tj+eKb30f0ocAACAASURBVPv7y1t3LzTUcNk337BFu+XoMilVYiL7d2aM2O/H2PTUfPnMH89UtpavL1BeQuIE/8OG0aPNb+9gKPDkQpSoQ/Tk9RNsu70NnXewJxczzynQWthGM84aFhqXQ/WV1dFsQzNJWV5Efdtvb8f9F/clbbvmOnvisTJwpWC5WF0ce1h4cSFKLyltsHzKvzJ023ExaVnsybDPIx+T22Uz2YhPjTe5jb1xhcZXX1stWN7jnx6yv3//98pxpnWExYch5o2JE3rybpkxg72IW7WKDT6ZutiTin+xZu5iyhb588sf4FDCgAGWbb92rfltOMuX64Ir/MyoLVuMZ/VIrZFkKW9v3e3GjW3f3/r1uumPK1aY3pbDn7ozeLB4rRhrhIUBP/0kz76swU0v5DJw5Ko9pG8Zb7q5RmM6ECBnUDl3bjbzi1+rSKzANKdJE/mOzacfbMiVyzCThZvyZWnQ29eX/a4//VPq+Qb3XDAMcOGCZce2VL58wL597FQ+e5lp5pq2a1fDZWKd8H78Ufj38emnhtusWsV2lDSmQgWgdWvT49G3TK9Ug7m/HwdAgScXItYF63LkZQw/MtzqejGOUFTbHC7TSW5craiUjBQzWxK1JaYlou++vjZndXAZKfY23nc8ZYW8tevOLrxONV5wNyNL2hz5jts6otDvhTD6hO4TIWPF1e3ldRr7c4kVlJc76OlI2Zptt7RFsYXF7FrcnDgBhmEvMqRMcTGHn42ROzfbMQ7QZQqoKSvL/IWeLYGZxYvFl9sSKODXK9HHn0aif+Fjb/znXY6MnG+/tTzA8Pix7cflW78e+P57Xf0lfu2hhARh63m5Oy3ycUEOJTOePvlE+Dcqdgz+9DJLilDzif39cRlo/Awb/SmgDx6wwb+MDOs7mZkzYoT5bbh6PvpTJEuUkHYM/uP47zVSzzvkuBYUC9iISbDzh/3GgvTXr0vfx4cfCl+7JUoIf2dHjwJDh7K3jTVWqFxZmOknFcNYnrGqIgo8uRCxIFHjdY2x6toqXIk0EcWX6NHLRzbvwxnZs609sQ6/jo4+U8FT/XVqBZ7ktu3WNvTYLX8WjT18vfdrfHPIeNHEjGxpgScuI2rpFV1q/i9nfzG2uV2MOznOaCBbakBNKkd630rNZE/m41Li0HdfX7Tb0k7lERFVce9L3Hf9jmrW0L+Aql4duHkT2PW2I6vc9XUsqVGUN68uI8vYe7Kp4tVi+B2rjE23mGvDVO2yZaVtJ/e0Q3P0s0PkDNiL1dZRw+DBwqmJZcqwr7fMTHaK48yZbFew16/Z+kr6hZTlpmTgqVAhoHhx09vs3Ml+b9HC+jFUqwacOqWbPgiITzfULybdrh1be2ivgtPhuWmrpnDBN349McCyrnSc4cN174vxZrLCub8va46jj18M21R2Iv85skf3S2NZbn37St/HgAGmX5v8Tquffy6+TcWKhs+vFKNGsbWhzp2z/LEqcI2rLALAdBeskLgQm/dvr9pNjiY6KVrtIRA9Aw8MxLrruk9PjAWMkjOS4TbTDbP8Zknar9yd5ORgLHg09d+p8H8iXuSw3/5+2HtvLxLTE/HT8Z+gmeHYqbf69t3bZ3Sd3AEae3r06hEqLq8ouo6bQigXR5zaxjAMtt/eDt/HvnbpzkkcFDftQ866P1zLbH4Qq2ZNNvsJMD3FwRrLlrEXcOY6LDEM+/PefFvYX67ghpQitLZ035LjQlNuo0ezU4dq19YtkzMYws/kEgs0pKayBZbVaInu4SHMYPvsM91roH9/2/Zt7gMqJQNPpUsLg7higURPTzYYceaM7jHjxgEdOkg/zr17QNu2wgLQYvSzBJ8/Z79Pniz9WFJIqQfE4d7DAMPnIDtbetYTH/e7BNi6ZMZwnRjl/vlNdfPkZ7V17Cjf1FVL3ZdWugMAGzwU+/sIC2PrY0mZnl2hgnXTuLmi7C1aWP5YFVDgyYWYumgedHCQzftXq/6N2mqvrm1+I5VwmQQAcC/2HtIyrbt4TUpPkmtIdrE5aDO+O/yd9r6xwNPDlw8BSM90uRypUCq1DcT+rqOTovGb/29ovrE5IhMiMf3sdKMBmT+uKtgpREGxb4Qtr7kAXHpWutjmTsNYd8EtQVu0t5/EP0H9NfXx5e4vEZccZ3J/6VnpBq+RbCYb085MM/II9fDH6UhTAYmdXbxouMzW+iG1arEXjfyLNCVFRbFTVvr3Nx1MiuL9ve/ZY1hrxVodO5rfxpZzNkfJ/uH06MFOKfzwQ2D7dt3ycuXYDILdu4XbP3xo2f4HDxbWdOrRw3Cb6dPZmi/Ll1u2b6W1bm3YydESMTGms+O4wJO/vzAbJTZWfHtLfPWV8LWm3+GNkyuX7vUcHg4sWACcOGH58cxNl/viC10gZvdu3c8bFmb5sUyxJOjODzKL1WriF7C3RpEi4suPH7dtv1K9eiW8z029/uEHNpjjDDX1APHAU9my5jsR+vgAnTqx/0vs9f9LRRR4ciHP3zxH4NNAbLu1DdlMNp4l2vhm5ATe9ZohKwPY4tj3X9xH1RVV0fOfnhbvw/eRLwrMLWDQacuZGGsT74gZTJbKzM40WMafrlV6SWnM8JuBiacMO+bYa6pd0XxF5d/nQt0+u+zogsLzCwMQZgY541RCY/iF0Ef5jELg00Dsu7cPU/+dKtiOYRjsCd6DN+lvAAAesz1Qc5Wwk9S1p3qtih0Ef/qfK/xtEhlZ2iacb9cuYNAg89txHeC4wq9jxlh/TH5Qp3dv49vxs2N69rQt8HSM11X444+t348Ulo7Tlt+lOblyAf/8o7vPn5rl5sZOx+mpd+5T2rBZh0kbN5rf5vff2e9jxwqXS5kqJVWxYpY/RqOxrdtadLSwU5Y+fvbbkiW623J01GIYNrDwxx/A/v3GpyHJRUrds3Zvp4J/9ZUyY/j2W+DLL6Vvz5/2qp8p1aoVULiwPOPSJyW4bSlu2iR/epuXl3AbT0/2fZPL5GneXJ5jx8ebr4V07Rpbs83S9z9ri3rHxrKvtyNH2OBxqVJst9K7dy3fl5OgwJMVfj//uyw1k+Q2xmcM6q+pj377+8F7sTfKLSsnWG/N1AZHqhMixpqOcykZKej5T0/BxVlyRjKCY4O197nC4o7uQgT7KTHXwepwyGF8vv1ztNjYAhlZGdDM0GCuv+k6D4dD2DnUG29uVHSstniR/MLk9KtXKa9Elxu7uN1+m/3ElP+cOyqxoJrYtKwll5cYLNsctFmRMen77ydlO6gdDjmsDczwM57OhJ0x9hC7GVxrsCz7yeGmOyE+cF9X7DQpQ5iNuO7GOvT8pyfyz82PrGz2k2L+e/ue4D1osLYB5Fa6oIUXciL4gUIKPL2DlAoU9+olbRrQxIlskdfDh9mL6UWLrJ9Sxs9Y4AdF9Onv39ppWj/9xE6v4lhbZFmqX3+1rLjuEsP/P7I4cEBYXBtgM0AaNQL+/NNwe652TK5chpkUSpC7sK+1BaxtKdAfZzqrVvAa5mcZSZnuaQ637x9+EO8gZoqpDnTGSKmDc+MGEKlgs5e1aw2LhIvhanfx607xH/fvv8CGDUDJkvKOT05b3mZyc++RX33F/s00aCDsJqiP/zPLNcWzUCHzr9l69disSinPD5+12aXvv2+4bNgwoGpV6/bnBCjwZKG45DhMOj0JjdY1crhP2/fe081Jf5b0zGBKSo2Vltc4cPSsKVNFpY1Zenkp9gTvwadbdO0u22xug2orqml/3vkX5ss2RiUlprMnPO5uujfpo6FHce7JOWy7vQ0AMOVfE59kQdfi3ZGDjEUWFMGXu7/E7HOzRf/ull0R76xj7m809GWoLOMTkzg5ER45LPznJeL5m+eC+wzDSA58/3jiR/MbySBvzrx2OQ4AwXTS50nPTWypnPfy6FK/Sxcsrf0bsoWbxg1B0UHovVeYPZHLLZf2dlZ2Fr4//L32/sADhkVlrcl6lGJOmzk274P/HjPx1ESkZKTgs22f0bS7d8GxY+wFxIULbFBADTlysJ/i586tu1DQaMwXNxYjtbi4fuDJ2oynpUuF96VmiNnScW3/fusf27KlsGaSNbp1Y6c+6T8/bm5sjZiRIw0fc+GCLrjn5QVUqmTbGMwxVSTZGtZeZPfsaX3WoLkAHf813KqV7rYc10C27KNBA+WC2RUqKLNf/u/PHC47SL8e0oULbM2qVq3YDKjnZs6D1KhJxunXj32OxKau7t0rbUqvpdmLanC0UjRyNOxQCAWeLMSf9nL9mQWfBjmpphtsSH+3A/70FCmCY4O1gRiuPlI2k62t7cMV5LW2VpK9MQyDOzF3RAugG8sC0n982Osw7W1HN+3MNPiHGxbUNpa5pGZWRf5c+fFzMzOFLCXQr920+NJiWWq2ye3Kd/bJAuUH1NWqO3d7+G3t7Tol6sgyjr+v/Y1aq2th552dguX8TKhXqcK/aS64bA+1i9te647/HpOckYzDIYdx4uEJNN8gUyo9cSwJCcAbdkqoNiNm1Cj56hzJRcnshp3Cv2fZLgILFZK2XfnybDcvfvbSypXSHjt7trTtkkRqRPr52V4L6ddfLX+MRiPMlrhzh+3+phRrsm70deli+z7y5GGz+axhqjNhRoYw8MSfqrZqlXXH43PEIvaAsJaVrapUYRsfHDsmDOb++iuwcKHxx61fz35fvFi4vEkT4KOPdPebNTN9/Dx5pI/19m1l/170SQm06k+jdWTjxhnWmxPTtauu06k5Ut/r+fLa78NgS1HgSYK9wXux/57hJz9c4MJZpmXZSo5P9eXWd59hu8sieY0UyoMwWJhDw/4DXXhR98bPfSLvyNk/fA9fPkSNlTUw4MAAg3VSumTtvbcXhx4cAiB/kKZZGTP/DK0kWsvIyPOlVuApcTKbiWas6LklMrKFFyrHH9qp4KOFGpSSf3qXGCnFxSMT5L+Q5L//lSig6yLTyLuR5NfZx8WM12Uxln235voa7W2uppuYyacmY+jhoZLGYY1qRavZvA9T76s3nt3AWJ+xNAXPlXh6snUrduzQfSIcGKjumMRIqftirV/0GluocaHdpg3bCS4ggA0IDRtm2/4++EB4X2r2lyWaN2e7EtoqZ055poQpiR8ItGV6oLWFiU1NtUtIEL5m5f6wxwk+8LRZjx7se8xnn7HviZzp0w3rhfH16cM+N+ZqaZkrVC61UcCjR2ztuFKlpG1vL0p0U1TKggXSAmX797P1pKSIiABmzrRtXA7EiZ5N9fT4pwe67zaci7rm+hqcDTuL1YGrVRiVbULiQpyivo05YnWrGpc2nvrM1UQBdNkSYoEMRwyyiSmUx3gkXErW1rknuvnuV6LkzVipUVTm9tVv8Z9DjrGLVbUuYrnXjxyBpxvPbgj37UApvRULV8TuHrpPd+ImxCHkfyGyHoMfXK64vKIg8MTPoHn08hE0MzRYfmU5Si+RPzW7U6VOosuL5iuKgTUNp7yJaViqoVXHzmaywTCMyQzPeRfm4e/rMranF9G7uvEiyl65vYyu4xj7e2TAoM7fdbD48mKH7CxJbDR/PuDrq/YolLd7t/lPuy0pKsw5e9b8NrNmAfPmmd6mXj1doV5j3cPE1K8PTOU1OdBv365fD+Xff6Xv25i9e81vY4kmTeTdn5z4F9a2dLXi1/2KiZH+OFMZT/Hxwq5p27ez2XNyBYyU6p7Iz3pT2+TJ1j9WSuFwubq+nTrFfn/zhq2bR9S1eTP7oU2+fMA0x+tSbC0KPFmIf9G3KWgTWm1qhalnppp4hDRbu20FAKzvst7mfZly7ek1xLyJQeU/K6PaCts/wVZCbnfb2kkWz2e8XgP/+UtKN0wP/+MK20XBWVrQm5ruKSUzhMv6UoL+tCC5BDwNMFjGD0ZdirikvcBVK3MtT042tbmgh+2ftKZkCudqmwqKZmVn4V7sPZuPKVX7D9ujZzXdpzuF8xRGxfcqGmz3fJz1tZi4QvAAm+HHz+TjBzK44vNK1bUy9vek0WjQuVJnSfvgsmQtVWJRCdRYWcOg3pdSjGWvlchfQnQ5IK3OV/ut7QX3xV7LzjLN2VGEhoaiSZMmqFSpEurXr4+7jtgNJypKuX3Lla10+7b5bUxhGLZw7ldfsRlAvXuLf6J9U7wDq0ktWuhuT5oErFtnuM3UqWzxdKksyWoIDNR1BJRizRrz24jhj0ms6K4tunWTd3+20C9w7eamm05jzbQajkbDZlLcvWtZcWRTWVZhYcLAVHAwULcu0Lat8ceUKSO87+fHBrD68mYoLFjA1ltr3Vr6OC0xa5Yy+7XU8uWWTXVTU5UqutumGiZI0bIl8OCBbft41/XvD3z9tdqjkB0FnkzweegjmEb36xkr5ptL1PfjvmB+ZTC49mD8+ZlIpw6Z1FtTD7+ds+AEgofroKY0fqFse+97w80Nih0bALZ3111EL+sgXhBbLlKm2p0Ll9Dhw0qffvCp4P7sVrPxeSVdq9wvq1jxya+e5IxkAMLMoibrm2Drra0279taZTzLaMeTK4ftRXT193H6v9NGt3Wf5Y6qK+zXDUNKYK9YvmIomq+ooC6SLfgBoH77+8myTyny5cxndJ3ULLQtt7ZYdeyYNzG4G3tXsZpO/J9tRccVWNVJvHbHry1t+x+oxBTId93QoUMxZMgQhISEYOLEiRg0aJDaQzIUG2vZ9vrT0zgTJgjvt27NFtmVQ/Xqtj2eX+tn/362tpMlhYSN2aB3TjJ3LvDNN7bv15oC78a6t+lPH9SvayWVrcE/U9QqaC9GvyaPRsPWojp+HCha1LZ9d+3KdsSyJCNp7Vrj64oXF58ee1rvPESjAS5e1N3ma9aMnWK2lXdeNm4cW5PK0u5hUjlKxtP//qf2CKTRaIDwcPn29803yhf2J06JAk9GrAhYgQ7bOqDIAl29oMWXF5t4hPUmNxWmYY5sINKpQ0ZSAhJi9t+3ocOJEVu7bcXMlrq5qyf6nrB5mpupi8DV19SbFrmuyzr0rtFbECTxH+yPuiXqKnI8KZkDShbI/6b2N0iekqy9P6L+CEHgb0+vPTYfgyv2r/+cc13f4pLNtAmWUYXCFbCy00r4D9YVP/fM7Wmw3bw2ZqZD6ElISxDcd7YaOFxwqnAeCSnjEhjLPOJ39ZSDfqDJ1LTJSu+xJ1g9qop0bnECDBg8/OEhIkZHYHj94UYz9Uxl8FnTnOBliuEUD0eaSuroYmJiEBgYiH792ADsl19+iYiICDx8+FDlkcG2WjUzZhgumz4dmDPHcFlFwwxLVfC7CHEFxG3pLNS5MxvQUSqQONSKenAFC7LTcfSLw39svHadRWzJ9jHHkQJP+tzcgJIlgQ4d5NsnPxPQmumdHCnTPDnc9E396XP89/Tr1+WfRrl9u+EyrqkBka5/f9sez+9iKUfBfOKSKPBkxMhjhsEfhmGQkiF/i0KxzlctyrbAkDpDcH6w/G2m9btkqanvx30xrcU0hI8KR/CIYLSv0N7mujirr63Go5ePRNfxaxoZI+en8n6D/LS3axWvBUBX/JxhGDQt0xQVCivTtvVGtK42kFjbeXt0seOmnHG457ZnVXm6VDAMg/8d+5+2GyGHq3VTwKOAYFslMQyDYfWGoYynLs28exVdbbiDXx9E3IQ4TGxqwXQICItLOxopv1Num5xuOc1sKY2x9y+5a5SF/iAs9q3f1a1qkarw9GADi9WLVkfwiGDtlGlns6rTKnxY+EN4F/QGAHxY+EOL92FNQJTLWOQTmwJNxEVERKBEiRJwf/vpvkajQZkyZRAu5yfX1pJSm8QSzZsbTquz1yfqpgoAA2zgQKxbnS3/c2rVUrZFt7XPT9u2bJFyPkd4vZnTrp3hMn5nMEsxjHx1jpR4nvPn1922ZZqhpd2xbt0y3SWydm2gu2HNXJvwpyOdPAlERzvG9DYlmxbo05+yOHeu/Y7N4RdO9zT80FVWU20vceN08hnPuncmNgeeUlNT0bVrV1SqVAk1a9ZE27ZttZ+2Xb16FY0aNULt2rVRpUoVzJ8/X/u45ORk9O7dGxUqVEClSpWwZ4/t2Q/28OtZ+afb6V+cA8DZQWexuvNqfFLmE/zU8CdZj/c4/rGk7ZZcWiK4L2fBbd/+voLpHKU9S6NKEXZ+cfOytrfW7rOvj6TtxC6W5CxMzP9ZuGONbzIeANC6PPuPonh+4zWpbMGfGll8UXGDzoy770po+WmGqWLD+hgw2teQXLWXMrMz8VfAX6LLAQim3LnNVDbOLjaNk7+sS+Uu2qyfqc2s+6fJdSB0FPzububkyyXPP039Ln9K0Q+Ac5mo3BTRO8PvIG6CLqOuSpEq8HBXaNqAgvrU6IP+NW38pBPAnx0tnyI+5uQYg2VK1p17Vy1evBje3t7ar6QkJwzu6V/IvHwJFCtmn2MvXCgeuOBkZwuzPLiaVrYUTlY680/qRbGrdB3T78QH2JZ5c/26fIWxlQpQpKez0xcb2NBxtq6FGflydCK0FP9v5eOP2feF4sqcV1uEX5tNaU2b6m537AgMH26/Y3P0mw4oqa9hR3NRtrz2HQ0/mOzEZLkSGzJkCB48eICgoCB88cUX+O6777TLp0yZghs3buDChQtYuHAhgoPZTmoLFy6Eh4cHHj58CB8fH4wYMQJxplp6OoBsJhulC8rfLclchg8XoOCzJQjEzw4JiTPegUrsosBa+hfan37wKYbWE0/13tp9Kw73Poy5bayP2CemGalFoMcvzM/8RlZ4P+/7+KU5W6eCe365qTtjm4xF6s+pqFGM7fo2o+UMwe/ni8pfKDImn0c+ggyDE49O2LxP/TpNJ/oa36cGGrT9gC1I2aZ8G5uPDQBh8WGiy1uVY2trFMqtYOo+gJhxMWj/IVsw+b280juLWDud6Iudyrw2LFGnRB2cH3weHSp0wNjGZjIBoAu4Sik+LcXTxKey7Mcc/efIK7cXEicn4p+e/2jX53AzvGDgXnvOYtInk0yuvzviLp6NfWZym+9qfyfbNMMPColcIBJRpUuXxrNnz5CZyQbaGYZBeHg4yugV9x0zZgwiIyO1X/md6QTWx4dtQ16nDnv/xAm2wLaS07LEmPuEnf87nzLF9uMp3UJcarDj9Wtlx2FPJUsK71e1oR7iqFHA2787mykVeMqZk61dltOGbGNnCzxy9eSUqh1liQrKzGYQxZ2vVK3K1s5SOuNIzHffAZUrA38ZfhhsM19fYYarfvaPWGAZYD80cBVK/0+wE5t/ity5c6Njx47ak/RGjRohLCwMAHtiHh/Ptn9+8+YNcuXKhcJv03t37dqFYcOGAQDKly+Pli1bYv9++WsIySmLyTKot2KrmHHmW552qdwFm7puEixLnWpddyQACI4N1t6u/GdlyY+zpfbGrNbSO0wU9CiIzyt9jklNTV8QmSI1o8ZUe3JbxI6PxYxWbJ2KO8PvYHG7xdqMLgCCzAjP3J6C30+fGtKytSy1+tpq5Juje7PeeHOjzfvkvyZ6/Z+9O4+P6WrjAP6b7KslCUnIRogtkZAQIpZUIpYQ1L6U2JeiaK2vtdZWlVJb7dRailatRdEqsYuGUEsihKDEFtnO+8eYycxk9szcO3PzfN/P++ks986ccXJnzn3uc55Tqwtiq8RibvO5ckXUZQ0KHYSbn97E4FA96ksooSqL5vi948jJz0Ezv2YaX0MyLVPXKaj+Zf1RzrEcarjV0LyxAsmUJm2JZvBf9ybSJxID6w7Ejk470MinEQ70PKA0WxMAbC0L/74NUWBd1vbr2w36etq4MuQKAMDJxknj96AxF0cwBkkAXJWa5WoqzcocFT4KFwZdQK1ytXSePqqOudUw41P58uVRt25dbP5QtHfXrl3w8vJCFS5PeIytRQvgt98K78fGcjuNRDKFTrEgtCJDn6Ab+yRD2bQNZdOq/uRmURlO+PkZ7rUSE5VPr9SHsfu6ONlzBQXiDBpzIfm75vIk/aJCrVTJNNYxhrt4r5EkMG/IOmG6srYGbtwAhg0z/GtHRwPbZcZ+3gpJIMUJIuuL62yqVau4fT8jMfiRuXjxYsTHi6/Kr1u3DlOmTIGPjw8CAgIwZ84ceHxIf0xNTYWvr690Pz8/P9OoS6BGfkE+vjv3nUFfs5xjOc0bAXKZVl/HfG3wkzltHLt7TK/9JHVuIrwjAABB5dWf6BjCf++0K2yazwyUKq1GjXI1MLrhaK23t7OyM2JrjFfrqIKT+GrihMgJ6B5UOAVveD3xFCVnW2eIRCIEuAZIT97vjNRu2qcq+QWq++/Y3WNancRWWVIF159cV1roWJ3QCuIU9J61xSm/kimUim6PuI0TfU7IPdavTj+sijP9HxHFQvir2q7Sqv7Plo8LA4/7e+w3aJsUp2JlvM5A5hsdV83S8X1qu2tfPFfyb9bCX83UHDPgYO1QZGVKWQtjF6KuZ10kDUsyaJ06Q03DLSlWrlyJlStXIiAgAPPmzcM6xVXQSPFouzqWoaZdSRh7qp2nJ7BCYfVKZVlkcXFFHzNXbm6Ge6337/XLeNr0YWVT2ZNIY2cVOTtr3kaRJLhbUCAf+DV1dh/Gz1zWV6ojX/8RT54ADx+Ks3+40rYtcOECME+3xWvMirpgoqrFLBSzHItDsZ9/4Lj+quJ3sSmuYKsFgwae5syZg9u3b2Puhy+sefPmYe7cuUhNTcX169cxefJk6VQ7bfFRm0DViTkXQQpVZK+yfx7xudHehzGGYfuHGayWTBPfJlgUuwiAOFsAAOpXNH6U+PGbwmLaB28fhGiGSOkKbuoCF/qSXaVPH8Yugm3IjALJNDNA9Qnj0tZLUTC1QGkmSHFr4jRa20jlc49fP8aXJ7XLtLvx9IZO7/t5w8/xQ1vxj05YhTAUTC1A++rtlW7r7+KPpn7yc/2tLKwwMHSgTu/JR9aT4spu2upQvQP2dduHF+NfoI5nHZXbTWuqvmaesr/VK4+vyN33/MYT5RcUcwlqJVwdXDEpchKO9zmu037B7uIaFx/5fYSFLYyzEioXXk185/nveQAAIABJREFUhcO9DnP+vlwseiAk1apVw5kzZ5CSkoLz588jKMj4F3bUevnSMBlJO3cC27YV/3W4UmCGmXqKK9vxmdnCReFcQ2fB6BN4av9hnDBQ5vdf1wLeupItJD97tnb7SP6tivN37e4OzCzeeFhnkt8PyWqX+gTdisvSktt6R4A4UF23rvy0yl9+4bYNxqbu+FU1tdJf94VSlIqNFU/7llXqwyq/XAY5ZRn7e8NIDPYtvGDBAuzevRsHDhyAg4MDnj59ip9//hk9eoinDVWuXBkNGjTAnx/Sdn18fHD//n3p/vfu3StSlwDgpzZB/339Df6aeVPy4Okk/0U0poH2aZiSK8rdArtp2LJ4XuW8wvLzyw1WS+aPvn/Au7Q4W0taWLqYJxa6ZEydf3gerX5sBQBYe2ltkeclRagNSZfsJlnhFcMBGK/YuETSkyS99z32iXzWm52VnTSTTV2/qpqe5GxTvEHBy/eq609svrYZiQ8TVT4v623uWyQ/Tdb6fb9u8bXc0vJCXQK+dVX9TkREIhHaVmuL0nbq6wxUdK6o9vnw1eF6vb+hzG4+W6vpmrKmN5uO7Z22Y3TD0WhXzXyXFLYQWaj9uzbkYhOyjt45apTXJRzp2dMwNY46dQK6di3+6xRHs2bab/v+vWHfuzh1eXTRX2a8u3gxN+8pIXuy2KaN+L8tWxqvNo6uhbI10WeqnbKTZy7HDzW0LA0gG3hqpPoCn1oZGcCUKfrtqy/XD7U2g4KAy5fF2UfGYAqr5mkipGxFALBRmOkjW0BeWVF7Q32H5ueLawuWU5ih5OcnznpK1v7cwaC0zcY1MQYJPC1cuBBbt27FkSNHUKZMGQBA2bJl4ejoiGPHxCeqT58+xdmzZxEYGAgA6Ny5M1Z8SPO9e/cuTpw4gfbtlWcMcG3dZcOnqltaWGJFXGFac7tq7fBN7Dda7+9VyguPP3+MHzv+aPC2yUpM1+5EXR+S4rP6nswCwLiIcTqdCNb7oZ70trLASOZbw0zROdn3pPS2vkWUf+v5G/Z124dwL/mT7VlRs4rVNkW6TimTVc1NPnVY9sRUnykyzrbOuDioaCaaIeiSrfPJnk8QtUF5UWhJkXiJ/nUMH5g2Vd0Du2NLxy34pbvhr5z1r9MffUP6qt3m/MPzBn9fY7O3tkeXWl1gY2kjyIDksLBhsLdSPuhu4tsE/UL6Fev1Pzv0WbH2Jzz7UOPT7BUUAMd1yHY0dNAmnKOg+yJxRjrGjROfTGdnG652kSZXrwIREfKPHTgApKhe9KZYJuhRN1RdEXt9soFksyO2buW+bots9pM6kt+uw4cNP43UGPbsEU8zkw1mBgeLp94xBly/btj3e/fOsK9nyhSn5PLlQ3xBqksX8X8bNgQ+KroIl8YC84/UL5oCADh5Un2m1YABhdl1XDPH1WlhgMDTgwcPMHbsWLx48QJRUVEICQlBeHg4LC0tsWPHDnzxxRcIDg5GkyZN8Nlnn6Fhw4YAgC+++ALv3r2Dv78/YmNjsXTpUrgZcv41TzK/KBrIkKz81a5aO7BpDElDk7Cjk+5L2Zd3LK9xBbziOJN2BtGbVNf00FVTX/npRQPqDsCTz5/g45ofq9hDNXdH8bLJraq20vtKu7LAyKF/DynZUnfBHsVfQtbF3gVtq7UFADwfVxgc8i3jq2oXvbzL0/8Hs4yd/Be/6MP/AP0z2ep41il2rSdl9t7cW+SxKt9VkVvVURuezoWZiqcSTmF1u9XFbpu5KGAF6B7UHXEBhr1ylj81H6vbrYa1pTXqVaineQczZczv6+JysnHC9k66F2r/vs33eDPpjdKg2h99/8Ca+DWGaB4xV8UNtmbrv3CKQSn7HOoK9+o6LfDKFdXP3bypW7ZVcTg5iU/M588X37e15e5KupdXYdaC7PjBWAF7KytxHRxdeHqKp49K/n1kFTfw1K2b/JQ7LsjWqflYzVhccrI9dSrw99/GbZMhxMcD49UscqFqKmd5Labpf0iYgLs7sPbDzIm//wY+/ZTbhQ74ohgc5otiX/X7cJFr2jQgJqbo9r16qX89Dw/1U3yDgjQvKsEnU/mt1FGxf128vLxUnnBGR0fjgooveUdHR2zfzv3qRMbm5lA0eFbdrbrc/VrlaxnkveZHz8f4o+Mxvel0TP9jerFea++NvVhwxvjLTmpbTF3R6X6nseufXWjq2xQ/J2u3+uG59HNy90UQIcI7An+l/SV9rLhTvSRkp10ZQln7sljddjUmH5usU2FjbbzL1T/wpJjNJRKJMKXJFLT8sSX61dE/06FS2Up676tKM79mOHHvhNxj//73L3Zc1y3oKyky7WjtiEifSEM1zyzUq2jYoNDdUXfxIvuFXEBG3wxBc6BNkLx11db47Rb3xVtfTXyl977aZnKdHXAW5R3Lo9Jiwx/fxEQlaTmV++pV8UpEskGOLl34XQa9XLnC5diV2bkT+Oor4EvtV+lVSdUJb40a8suG88XLC3jwwLjvYWtbGLzhqk6Kru9jbS2u5aIso+KOHhfMTGFJ9DVrxFlM6oKfz/XPjDdJGRnKH79+vegUKkVubkBWljhIKxIBCQnix7nKSjSU+vWBc+c0b6fIVKcVBgcrL8xfqpT498VLt9Wji7h6VfVzfAWkOnQAfv5wDqzP948JMIFvQKKvcY3GgU1jmNZMfYFebbTf3h6nU08boFWFDLE60fr49ZjWdBqquFTB+MjxEIlEiK+uXf2pPTf2FHks1FN+jv/Of3YWu40S5wacw8q4lQbLcuhftz8yPs8w+Cp3b3Lf6LVfgKvywXBslViwaUxtEWldvP+fYWplJIQkKH1cWa0vRSPrj8T3rb/Hmf5npEXxXR1cDdIuWRWcDbjihoHl/C8HXqWK+cOtwK+MH0I8QuQe+ydTtwUnjOHd5HfoWktcTybYPRjpY9IN8rqWFppPcrZ+vNUg72VKWlUR19ULcA2AXxk/fhtDTFNQUNEggD7Fmg3p4UP1zzs5Ga5YsqoAhKlcxTZ20AkQ978k8MRVQEayDHunTrrtpzjNBwCGD9f9/U0h8NSvnzjTSl3AZZZhSzzw7o2ScW9KinYrHebmiouUq7vgUv/DokkDBujXPi4oTrPUNmNPVYHurKzCLFB12XOGtGoVsE/D4leMAb6+2gWZ9c2ubNpU8zbGsKVwxWiNAVMTZZ6VqcxMSV2lZ2LkxGK/Rp+QPkUe8y+r3SoFGa/lr3AsO7+s2O2RVcq2FLLeZ0nv16tYz+AZIoDmAsy6Wn5+OT4J/kTn/VztDR94kbU+fj3cHNxgY2mjeWMtKFtFDwAuZVzSuO/0ZtNR1l5c2yHUMxRnHpzBsHrDDNIuWaY2FcvW0hbv88WBP2tLborbhlYIxcHbBzl5L1Vkg7v+Lv4GCwhqc+wacpVJbaV+lmrU1/+l+y/4L/u/IlNzCVFr925+39/KShz84qI2m+xqW/b2hTVjJEW2hezp08KTXkn9IK4ynlxcxEuvl9IyS13yt1BayUIZOq7SbRJkz0eUrbx2+TKQnl7079DPz7zrtykGT2xttavNY2EBzJiheTtJ5qYprzRWSSHzWJvvuTZtVG/n7CxeSe/gQaBBg+K3TxvqpqYePw5ERQHRBigZ85mGWpN8FW63k0lEMNMaoqZ11iMQB3vyexKlqGdQT7XPG/rEJ9g9GGwaQ8sqauohFIOqaR7Zk+WvFP77379GeX+Jmc24WSbW0caxyHTN4vj7gX7z9b9v/b3B2qBMn5A+aBNguEF3br7+BVJlp39ZW1rju1bfGbQPJJQFnn7uqt1UUkNYFLsIR3ofkd6XFP43dKaTOsZaHU1Xkgy54hbHlqXNlDRJRh2XDD01WJGlhaXSaeeEFNG8Od8tkGdpyU1Wiuz0FdlluusJsObdapm6iF26iFcek1ytlwSeuMwEKlOm8P0k//Z37xY+LxukkHyHaxuokjWt+LMRDE5TLa3gYKC1kgWAzDnoBIgzYGT9ouWCKfn52n1HSf4t9an7xRVJVpYudu0S//faNeDGDXGdK1lTp4oLu48aVfz2FVezZuLg06ZN2u+j7Bh48ABYuFD59gcPAu3aGX6FTH2cN7/FdwAKPBmFZOpRsHvxC04X18m+J7G542a12xg68GSojBVVvEt5K33c1spWLsh28v5JpdsZSs1yNY36+rIkdYb45OEkLgIqKfRuTE18mwAALg3WnJ2kqH5F8Y9rXoH+0zZsrbipM+JT2qfIY5JpSlwY1WCUXOBHkvnDZcFvbaajcSG2Sixyp+QaNPipDVWZecbkaKP9io+EGFVaWuFtJ+6DsJyoqCHzsXFjYOKHDHFzqhuj7SpxzZsDnTuLbyvOAJBkYfj5GaxZOmnRQtwm2fe/davwtmR6kj61x7RdQY5LsoERM82YMAjZ4ywxsTCwpm9hfUkg09RmuEhWrQSUZ+2dPy8OpiiTkVH4dx8YCFSrBlRQyAa3tRUXdrfmJkNeo2bN1BcMV6QsqFixoupjIzYW2LuXuwUY1OFq9VEDo8CTgG3usBmNfTUXQJOdLlZcXWp10RjoKi51WQSq6vpw3Q5jO9r7KG/v/VOXnwAUZscYwx99/0D+1Pwi9YC00b5aewDFCzxxZdvHhSsh1Xavjaa+TXn9u5K8tyHqs2lLsYbZgDr81UgwRhAosHygwV+zuLgOdvWqrWF1GVJyyZ6oKSvgLATpWtSMmzNHXDOlWjXjt8dQtD3BE4kKM04Ug3Dz5wNLl6pfkYwrn30m/r9IBBz9MMaSramiibfCRVGupg/qQjbwpMu0TlM40TaUggL5DLawMPHfZ2qq+P8SC3RYcMlUM55GjRIHUidPFmfqKAoNFQdTUhWm348cWTS7CShcFTEszPBt5YMu2VGmhusVMQ2EAk8yGGNar5imjZjK4uUdg9yDDPaauuhZW/0UO4luP3Uz2Htu77RdZRFqoeFzipC9NferTEiCEZE+kfhn2D9GnxKmb/0jSW2i+y/vFykmb2oqliochB/qdQgn+p7gvO6T7PtJ/qa5rEs3ov4I6e0tHbfg25bfcvbeXFDMAOXjb/Lzhp9z/p6y5nw0h9f3JzzyKZrVKefJE27aYUoaNVL+uLNhVtk1OSKReNrZwoVFi7M7O4uLdJvCylnffiv+PyDOhGBM9eqDiv7+G7h5Uzwdqay4PiQsLeUza1q0MGx7dSFZhUs2WKisxpMqfBf+NyRVF/e8veWzgsaO1f41Z88u/Fs2NVWqiIvFqwuEKgZN581Tvp2kiPjo0YZpG98kWba1a4sXl3in/6rfnJN8z5gZCjzJWHNpDTru6Giw15vTfA5OJZxCt0DDBXaM4cidI5o3UqGOh2FWMjMXFwddxOFeh/FLdy3nhxuIYgZKAy/tCvllfpGJ5W2WG7w9NcrVMPqUSkVhFbS7wvLqvXiZ+Lmn50qnB5oDSbCH64CmbIZVXIC4YGLbgLacvb9k1TNPJ090D+rOec2jKi5VjPr6ioXKd3bWbiVNfRYAkNW7dm8A4oyrT+t/WqzXKi7v0t5oV03J1VYifHfviov4qpqq1Fbmu6alcepCmhyuVoAyth49tNvOwkJ8gjd6tHCDa+Hh4uBZtWqF2TR2dvIFnWVreXHt2DFxUXdtA3ybtZi58OWXqp/TZ2qisc2fXzjlUxV9s9QiI8UZi7Vq6be/qVH1d9K6tXiFQG2PfVMyZozyx3NygEuXxIFYO8OuIm5Ukvp4Es+fm95UTyUo8CRj5YWVBn09a0trRPpEGvQ1Vbk36h4n76NI9gSVy0yn3V34Wf2mjmcdxPjHIC4gjtMpUfkF8l8w2mbFuDm4YWDdoumYT98+1bivb2n5Yow5+TlavaexjArXrnjhu7zCKxb7b+03VnMMpnkl8Rzz0nbiK21cT7WTDXR1C+yGjLEZ6F+3P2fv71PaB792/xUXBl3g7D0l9nXbh9MJp436HqvbrsaUJlOk9yuVrYRqrpqn07jZqy/OrSn47OkkvpptZ2UH3zK+uDXiltrtCTEKCwvxsuXZ2cqfl80qGDKEmzbxzRSyewyhcmXg1181b1fSagnt3w/07w906wa8f893a8SsrMRF3RWVUbHyqDYn4OqyoFQd73waNw7YsUP9NqY4PZJrmoqpm/LKfep8843yx62tuV3coLgkGbOKx5iZZECZ0b+08Z1/aJ4V4gHAt4yv5o2MQLZILZfTczrU6CB3P+XTFM7emw/6ZM05Wov7Rlnx5gsPNZ/kXxx8Ue6+YvCLK7rUo/Er42d2WXiHeh3Cs3HPpCvpGSrjaX8P7YJuioEudyfjF49X1CagDTyddUj7N5C21doa/fO6O7ljZpT89BLJdFB1xkeqr3miKXglCWSWcxCvHmXszC5NTGX1QmJiZE9iSkqAQiiBJ6BosWFlhNKv2i6hXquWeCU/Ozvg9Wvjtqm4unQpvB0gc/FYmxNxZcWqAd2KO5saCjwVzaQxd/Hxwlq44uRJ8feKmf6tUuCpGErqctGx/rHS2wPqFhYC5rru0EeVxIVIewb1RFXXqgCACO8Izt5fcuLXJ7iP0d/Lv6y/5o1kNPFtgjuj7qh8PjtP/dWoCs4V4GIvvyKLJDBiqtg0hruj7prMKmnasrSwlPu3NlTGk7bF300xIGDsY2po2FA082tm1PdQR5vs0PKOqmuLLGyxUOPfyajwURgXMQ6r2xUuZb4+fj2WtlqqfUMJMbYqVYCYGGD7dr5bwh1zCDwlJWm3XR2FCz3KToaEEnjaswfIzNRtn7dvjdMWQ5HNkti6tfC2NvWfbGyUr9xnzv1tzm03lHLl+G6BYe3ZI54GKRQWFuLgbkwM3y3RCwWe9HRn5B38O/JfvpuhkuQqt8SD0Q+KTJ3S164uu2ApEg8uXOxdkDUhCz2CemB7J24Hjkd7H0X+1Hy5VfTsre3RsYbh6nTJknxmiYqlKuL5uOdYF7/OKO8ny9VBSYq0Gn/0/UPtiWtZe/UpmYrZa19Ff8VLRgpQuDqdthl1T96Yf7HaSZGTNE4n1Wa6luz0NUlw63TCacxsNlN6nPC5ip4q69uvR2OfwhU5JXWgiqOUbeEqNsvaLMPxPseL/Zr6GhY2rFj7j244GhYafr4dbRwxP2a+XI2pPiF9MLw+P8VPdQn0cZk9SwxIn+k1FhbA4cPymRdCJwlGJCaKr16bolq1xEFBXcmuFiZhgr8xerG0BNx0vOA8dKhx2mIosoHCunULbzfQoo6oSKR8KqE5TVsihS5dAvz9gWXL+G6J4QnlO0iWpoU7TBR9O+ipUtlKcicyADArahZPrZGXNyUPjz9/LPdYxVIVce+zewZ5fUcbRzwa+whJQ8VXxJxtnfFjxx9R3a26QV5fWyKRSGmtI0MF2BQp+/cra1+WkxN3Q5x4y3K1Vx/IUixm/kWjLwz6/vq4+eym9La6ejVcZKAZ2+zms9GhRgf82v1XNPJWvgLSoV7iQqWqngeAup51cSrhFK4OuYoHox/g2bhnaOTTCFOaTsGuLrsAiItPA8CMZjMM/CmKp4xdYe2Jup515Z6bGDlRentlnOrafFs6Fi6FrRg45lp8tXhp3SVJEFcx80mxEPm1oddUvl4jH9X9/nf/v/VtptGMDB8pvS1Z8VUVxe8fQgTl5offsrCwwtXGTJGNHguIKCseLvRAhLoxYPfuwOLF4hWzhMbCQvnKb0I8yS8JQkKA27d1D64SfphD5qwSAv814E7ulFxMbjKZ1zb0rt0b7o7usLSwNHowpJxjOdQqb5qrN3iV8jKr19WGf1l/VCpTSeN22z7eptWKe4p1kzrXlF/po4W/eNnf5W2W42jvozq01HhkpxuqW/lMsX6OdylvFVuavjYBbXC6n/Li175lfHFp8CUc7HVQ7WtE+kQiyD0I9tb2RaZPAuIAT8HUAkxtOtUgbTYU2dUYFTNg5jSfI73dxLeJ0v3jAuLQPag7utQSZ1IElg/E7i67MT96vhFaq9mebnuQPiYdAFCzXE3s7bYXJ/vKZzucG3BO7r4kKKhM35C+RaYWH+p1CFkTshDuFa5iL/7IXiToHthd7baU8WSmhB5gkPDXbep7EWHardBqloSc8aSKlZo6lBYWwMiR2k1d40NsrOZtVGnVSvkx/+OP+r8mIUQ7ZcoAPXvy3QqdaV+1l0jt6bqnyGO6FEA2lo0dNvLdBJNga2mCy7gWk62VLe6MugPRjMIBnLWFNXILcuW261Kri1ZBx+P35KcZLW29FKVtS2Ne9DzcfHZTmmEyJIz/VYacbJzwOuc1GBiOfXIMmW8zYW2hujizYs2itKw0rd/rx44/6lxPi2txAXHS4GKIR4jSbRQDGJqY4nS7iqUqomutrth+fbvSDJgfO/6IZYnLUMWlCuys7IrULavhVgOAOBgb6x+LuIA4tdNPuSD779yuWjvp7RN9TiDxYaJ0Sq1sgPDpF09x4dEFxG6WP0GwEFngz35/il/3w/eCJGBs6u6/vK/2ecp4MlOaAk9HjphtXQo5AwYAEz9kXY4fL16mXRdBQYZvkzHoM3VSWcaTCf6+GJS15sUiTFbNmvrtV1Cgul/btNG/PYQQ7W3cKJ663atX4WPbtwMVK/LXJg34j5aYgY3tN+KTPZ9I78dXj+exNUQTG0vN6eEWIgsUsAKtX3Nk/ZGaN+LA1CZT4e8iDoyUtiuNp2+fyj2vbQBh6P7CugNepbxQ3rE8fmj3AwAgwoG7Au3akGRKFLACRFWKAgC8z1O9RLGy6Zfa6hHUQ+99udIuoF2Rx95Oeot8lg/nueJBv3dp883ykiX5e1aWAdMjqIe0vxSDTrH+sdKpgyKRCP3q9DNyS4unqV9TNPVrCgBIHJgoN13Y1cFVY0BpVtSsYv3dc01TAJAynsyUpsBTdDQ37TA22SkOBdqPI6TMZTnyO6oXKFHK2rpkZjyZ6epSWlu0SDwl9MsvxYWaw8ML+5S+qwnhj4UFsFuhHqyJ10s0n5EqD/qF9EPB1AL0Du6tcprV3/3/LjJdwpRpM11LEde1m4rLzspO4zaPxj4q8pi7Y9Fl1ac0mQJAXHPHFMyImoFPgsVB0BH1RwAoXv9MbTIV90bdM0TTjEY28CRha2WrcsqUNsG3waGDeS0ura9R4aOQUCehyOP21vZy0w/NKQihTlUX8WqVVVx0K3K7Mm4l56tsGkpYhTCUc9RtVZnJTSZjYuOJmjc0EeoyFgHKeDJbQg8wSMhOrdIn8GSneYxiliZOLJkZT+qm2pk6bfpm1Chx4XFJ37rqttgNMSGSvjPVqZ9E8IRxdmIkExtPlJ7EqjqRC/cKR2NfEy4OqUCx/o02VsWtkt4e02CMIZtjFFVdq2q13dzmc+XuS6atyJradCrYNKa2phBfxjcajw3tN+D8wPO4OOgiNrTfoHJbVSfuNpY2sLQw7at1Wz/eikplKqFD9Q5yj7eu2lrp9opT7QBgddvCJeU71eyE2R/NRlk79Sv7maKONTpqNa1X2b+BOZoYORFr2q3BzKiZWNxyscrtJEW7ASBjbAZ8yxhngQFiGIoZaor4LgRP9CT0AIOEbKDh9Wvd9xda4CkvDzh6FJg8uWQGnsx5qp0unD6Mg12K1ookZmL7h9XHN29Wvx0hRmLGYXrjk80OEkoGgS7TyyRkV0+q5qZ5CXe+hVfUXFg3vyAfEyInYOLvhVkCyk7oTfkE3tbKVpr9VMezDup41lG57Ud+H+H289tFHjeHv+uWVVrizqiiKf+Vy1aW3pb9HMo+0/v8wql5OzvvBAA8yHpgyGZyQtvj1xz6VRv21vbSaXJuDqpXWpEET31K+8DdqWjmIjEvph4MJyWcbODpzRvl23h4ABkZhfcPHwZafJgyayuAOpSLFhXetrQEmjcX337yhJ/28EnoGU8SM2eKP+v//me89piCefOAV6/4boVxNG+uvj4XIUYmjLMTI5GdsiOUEzllq1ppIvvZj94xjRXO1NFmqpWHk0eRx/TJBjMXi1stxok+J4o8bs4neDn5OdLbGWMLB/jK+l9ZAFFxu55Bprs6REVncaHAUrZK6mcoYYrFwotL0ofKvoslNYPGRYzjtE1c0qZ2nbmwtZI/8f4s/DOznPpKSijZQIOqFe42bBDXxZFo2rTwthAyZEaNUv64k+llhxudOQee1ElLA5KTC++7uQHffQeUV1OjTwh13MaPB2bN4rsVxiPA8SExH8KIpnBAKIGn33r8Vqz9m1dqbqCWGFczv2Zqn1d2Yq4040kgX9B2VnbS4sWyzPnv2t6qsIaPppo4ZezKaHy9oPKmu9LQmf5nsKbdGulqgyWZssLTP3X+CSPrjzT5IuLFYY5TQxUd7nUYDbwaFJkm+23LbzV+ZxOB+Ptv4HbR7FuzIhto8PFRvk2FCuLMCQkb4QSO1Sqj5LdWIOMolYQaePLyAqprqCGq2LfduhmvPYQQsyfQb0vDkM2SMOcTdFmS5br1pU19GVOgT39pKngrROb8d62YNaGOJLNL9phWzIIy5YLG3qW9BR1U0Yakv51ti9YQqVS2Eha3Ul0DSggev3nMdxOKLcY/BjH+MSpXpVzccjHu/KfjSlrEtPz0E9Cpk+rnwzVPhTd5shlLqoIqQg+2qFK6NN8t4J5QA0/6yM3luwWEEBNmvmedHDPnE3RVZJfsljUrahb6hSg/yTWXDKBjd4/pvI+51XgyBKEX8R0SOgQr41ZKj19TDi4ZkhD7NS4gDgkhCUqnjBLzYmtli7Xt1hZ5fGT4SCxquUjJHsRsVKjAdwuMTzbQoGpMZGFRMoNP7drx3QLuWZrx762h264kI5kQQiSEF00xINkgy4A6A3hsiXGMqD9C7n5pW/GVqvKO5bEmfo3SfdwdhVu4V8g1nlQRYkBV1pSmUzAodBBa+LdArXK1sK/bPulzikFUfQrvmxpJoFRI9YAkbCxtsDZ+rdoi+kLmVcqL7yYYVPeg7nw3gRiDhcxvilDr/WgTeBKJij536hSwY4fx2mUKGjXSvI23saljAAAgAElEQVS5W7JE/r45Tx0tXRqYMwf4s+iqzlpRDDQ1LVrSgRCT8cUXfLegxKP8UC2NjRiLz498znczDEpxqpIkCKHuBDyqUpRR28SFKi5VijzWvnp7uYynsAph2PbxNrPJ8NKXUANP14Zewx/3/kAFZ/HV91K2pZA0LEntPmEVwrhomlHdHXUXN57egL21veaNiVkR2rFqZ2WHAz0PID0rne+mEEOS/c0U6u+nNlPtLJQcr5GRxmmPqRNaFkw5hZqS5l6/a+JEzdtoS2h9TYSle3fg66/5bkWJJqyRLNGJnZWd3H1JkEUImR/qpHyaIr39R98/EFM5BmvarZGbnlTGrgz8XVSsVmPGQjxC5O6fe3iOp5YYV2D5QAyvP1zr7VM+TUFM5RgjtogbvmV8EVsllu9mECNIfZnKdxMMrmWVluhftz/fzSCGlJ1deFuo9X70zXgyZ7/+qv++BQIbU9orXNgx98BTcSiucEc1nogpU3ZBgHCKekBG4sBEvpvAqSKBJ2gOPClbUcrcyGYxNfFtgsO9D8PF3kXucXMpoq6rtJdpcvcP/3uYp5aYlqquVQWf3UYIIUZ3/nzh7enTeWuGUWkTeGJMWIGnNm3031dogSfFfi3JxcUHDAC++qrwPgWeiCmzs9O8DTGqYgeesrOz0b59ewQEBCA4OBgxMTG4/WG+M2MM06dPR0BAAIKCghAVVThN68mTJ2jZsiWqVq2KwMBAnDx5srhNKbaqLlX5bgKnFANP2hRgLinFmUM9Q/luglEoTq/MeJ3BU0sIIbooab9PxEzJnpQ7OPDXDmOSnWqnKqsrPx+w1X7lVbPg46PffgK4YCnn4EH5+17Cqr+nExsb+bo5OTn8tYUQTQICgFmzgMuX+W5JiWWQjKdBgwbh5s2buHLlCuLj4zFggLgQ93fffYerV68iKSkJ165dw9atW6X7TJgwAQ0aNMCtW7ewbt069OjRA7k8R8o11dDI/CITqZ8JZ7qDraXuNZ7Msc5IC/8WOu8zMdKAc95NSGOfxnw3wWQIfcVCIix+Zfz4bgIhmpWEGk+lShXebtMGmDtX+Xa1awNTpgCXLnHTLmM7dUq//YSW8RSjMC1/xAjl25Ukn3wi/m+lSvy2gxB1RCJg8mQgOJjvlpRYxY4i2NnZoXXr1tJpKg0aNMC9e/cAAF9//TXmzZsHmw/znz08PKT77dixA0OGDAEA1KtXDxUqVMAff/xR3OYUi6apNm4ObvAu7c1Ra4xPl+Lilwdfxuq2q+FgbR5XMGWzuQ72PIjwiuE67S/UaVd9gvvI3ZcU3zZX9z+7j4djHuq1bzlHcYHQehXqGbJJhBjFxg4b+W4CIZrJ/nYKdQpStWqFty0sgAkTlG8nEgEzZwIhIcqfN3WynxMoWs9HlZMngSNHCu8LLfBkaSl/n6bvAOvXA8+fAxXMe0xJCDEug6evLF68GPHx8cjKysLjx4+xd+9ehIeHIzw8HNu3bwcAPHv2DLm5uXKBKD8/P6Sm8ptNZI7ZPMWhcqrdh7ToMnZl0L56ewBAsEewWRWBjfCOkN4WiUSCrdmkK2tLa7n7T9484aklhuFT2geezp567VvesTyShyfjRN8Thm0UIUbg4eSheSNC+CZbvFWgF3CUFpN++BB4/LjwvhCml8XHi//bvbv4v5LPPXCg+v0aNwaio4HPPhPfd3U1Tvv4oligWKh/57oQiYCyZfluBSHExBn0bHzOnDm4ffs2fv/9d2RnZyMvLw/v3r3D2bNnce/ePURERKB69erw0mE+9MKFC7Fw4ULp/devXxuyyXJK2tQbeyv5lTkUV7V7Pu652Wb+DAkdgmN3j+m9vxCKqCtjbSEfeHJzcOOpJaahult1vptACCHCIXtS7i+8lWEBKA80eCpcABHCGOJ//xNn84wcKb5vYSHOXtJ2XPjtt8DChcILzAQGyt8X2ucjhBAjMViKz4IFC7B7924cOHAADg4OcHFxgZOTE3r16gVAnNHUqFEjJCYmwtXVFVZWVsjIKCxsfO/ePfgoKVw4ZswYPHjwQPp/JycnQzW5iJKW8VTKthSWtFoiva9YXNxcg05A0VXpdA0wqKtzZc4k08skhPo5CSGE8EA28GSuU8yImLMzMGOGfMaSruNCMx5HquShkH0qxM9ICCFGYJBIy8KFC7F161YcOXIEZcqUkT7evXt3HPyw+sPz589x7tw51K5dGwDQuXNnrFixAgCQmJiI9PR0NG3a1BDN0VtJCzzZWtni0/qf4uanN3Gk9xGtioubC8X6Vd/GfqvT/kJdva9muZpy94Wa2UWIEIkgQqRPJN/NIBz57rvvEBgYiKCgINSuXRubN2+We37WrFnw9/eHv78/Jk+ezFMrFZTkFb5k0W+rcFGgiRBC9FLsqXYPHjzA2LFjUblyZURFRQEAbG1tcfbsWcydOxcJCQlYtmwZAGD8+PGoX78+AGD+/Pno3bs3qlatChsbG2zevBnW1tYq34cL5pzhow8bS/F8/QDXAAS4Bggq8CRZya537d4AAGdbZ632O9zrMI7eOYpStqU0bywAT98+5bsJhBAt5U7JLXEXSEqyWrVq4c8//0Tp0qWRlpaGOnXqoGHDhvD398fJkyexdetWXL16FVZWVmjUqBEiIiLQpk0bfhvdoAG/728qKPAkXFTjiRBC9FLswJOXl5fKrAlXV1fs27dP6XPu7u44fPhwcd/eoEragF6x3o+kxpUQAk9WFlZg03Qf+MX4xyDGP0bzhgIh1MwuQoTI0sJS80ZEMJo3by697e3tDQ8PD6SlpcHf3x/bt29H79694ejoCADo168ftm7dyn/gKSuL3/c3FcoKkBNhUAw8EUII0Qot9SWjpBUXL2svvwKF4qp2QnNh0AVa3U5BGbsymjcihBDCq6NHj+K///5DvXr1AACpqamIjCycdunn54dt27bx1bxCAh0/FDF3LpCfX/Txy5eB/fuBgADu20S4QRlOhBCiFzoLlyE71W54veE8tsS4MsZm4N///i0ShFFc1U5o6nrW5bsJJic3P5fvJhBCSInUsGFD3Lp1S+lzly5dgre3NwDg2rVrSEhIwPbt26UZTrrgcnXgEpMNMmGC8seDg8X/J8JFgSdCCNELBZ5U6FC9A99NMBp3J3e4O7kXeVyS8UXTr0qON7lv+G4CIYSUSGfOnNG4zT///IO4uDisXbtWLsPJx8cH9+/fl95XtTIwIF4deMyYMdL7XsYsAF5SAk+EEEII0QmNEFSIqhTFdxM4J6Ti4kQ7zjbaFV0nhBDCreTkZLRu3RqrVq1CTIx87cHOnTtj06ZNePPmDd6/f4+1a9eiW7duPLVUBgWeSEnTti3fLSCEELNAIwQVSlqhcQAIrRAKAPAr48dvQwhnPJw8+G4CIYQQJUaOHImXL19i/PjxCAkJQUhICA4dOgQAaNasGbp27YqgoCDUqFEDMTExiIuL47nFoMATKVksLAA7O75bQQghZoGm2hGpZa2XIa5qHDrV7MR3UwhH6njW4bsJhBBClDhy5Ija56dOnYqpU6dy1BotUeCJlCRNmvDdAkIIMRsUeCJSzrbO6BrYle9mEA4NCxvGdxMIIYQIBQWeSElShlYGJoQQbdEIgZASrKlfU76bQAghRCgo8EQIIYQQJWiEQAghhBBCio8CT6QkOH5c/N/hw/ltByGEmBGaakcIIYQQQoqPAk+kJGjWDCgoAEQivltCCCFmg0YIhJQwZ/qfAQDMaDaD55YQQggRFEtLvltACDco6EQIITqhjCdCSpgGXg2QOyUXVhZ0+BNCCDEgK/pdIYQQQkhRNEJQsKXjFthZ2fHdDEKMioJOhBBCDM7REfjmGyAigu+WEEIIIcSE0Nmngu5B3fluAiGEEEKIeRozhu8WEEIIIcTEUI0nQgghhBBCCCGEEGIUFHgihBBCCCGEEEIIIUZBgSdCCCGEEEIIIYQQYhQixhjjuxG6sLW1Rbly5Yz2+q9fv4aTk5PRXp9wg/pROKgvhYH6UTjMuS8zMzPx/v17vpvBKxpHEW1QPwoH9aUwUD8Khzn3ZXHGUWYXeDI2Ly8vPHjwgO9mkGKifhQO6kthoH4UDupLog79fQgD9aNwUF8KA/WjcJTUvqSpdoQQQgghhBBCCCHEKCjwRAghhBBCCCGEEEKMwnL69OnT+W6EqWnYsCHfTSAGQP0oHNSXwkD9KBzUl0Qd+vsQBupH4aC+FAbqR+EoiX1JNZ4IIYQQQgghhBBCiFHQVDtCCCGEEEIIIYQQYhQUeCKEEEIIIYQQQgghRkGBJ4FJSkrCq1evAAAFBQU8t4boi/pRGE6fPo2bN2/y3QxiAL///jvOnTvHdzNIMdExSdSh317hoL4UBvrOFg4aRwlDcY5JKwO3hXCMMQaRSITdu3fjf//7H1xdXcEYw8aNG1G5cmW+m0e0RP0oLKdOncKAAQPg7u6O3NxcDB8+HB06dICjoyPfTSM6unjxInr06IHy5cvDysoKzZs3x7Bhw1C2bFm+m0Z0QMckUYZ+e4WD+lJY6DtbOGgcJQyGOCZpVTszJxKJUFBQgAkTJmD06NH4+uuvceHCBRw7dgxly5aFr68v300kWqB+FJbZs2ejU6dOWLp0Kezs7HD48GGkp6eXyBUszN2iRYvQtGlTrFq1Cv7+/jh48CAuX76MFi1a8N00ogM6Joky9NsrHNSXwkLf2cJB4yhhMMQxSVPtzNDTp0+RnJyM9+/fAwCuXLkCCwsLBAcHAwCmTp0KR0dHHD16FDk5OXw2lahB/SgMmZmZ+O233/D8+XMA4pT+ly9fwspKnFDasWNHtGzZEnv27MHr16/5bCrRIDMzE1u2bMGDBw8gWfD10aNH0n5r0KABBg0ahO3bt+Ply5d8NpWoQcckUYd+e4WD+lIY6DtbOGgcJQzGOiYp8GQmGGN49eoVxo4di6CgIIwbNw5du3YFAHh7e+P69evSbd3d3VG/fn08fPgQV69e5avJRAnqR+HIzc3Fl19+iaCgICxbtgw9e/bE8ePHIRKJYG9vD5FIhNzcXDg4OKBBgwbw8PDAjh07+G42UaKgoAALFy5E7dq1sX37dgwdOhSrV68GAPj5+SE/Px9v376FlZUVGjZsiDp16mDZsmU8t5ooomOSqEK/vcJBfSkc9J0tHDSOEgZjH5MUeDITIpEIycnJuHLlClJTU/HLL7/g/fv3mDRpEtzc3BASEoKFCxdKt2/UqBFSU1NpLrSJoX4UjkePHuHIkSO4c+cOfv31VzRr1gwLFixAamoq6tWrh1OnTuH+/fsAABcXF/j5+eHdu3c8t5oo8+zZM+zfvx9Xr17F3r170adPH6xcuRJXrlxBeHg47t27hwsXLgAQn/RERUXhyZMnPLeaKKJjkqhCv73CQX0pHPSdLRw0jhIGYx+TFHgyIxcuXED16tUhEokAAGPHjsWDBw9w4MABzJo1C7t27cKtW7cAAJUrV8ajR4+QmZnJZ5OJEtSPwvD27VtYWFggIyMDANCnTx9UqVIFS5cuRe/evZGZmYnjx48DAMqUKYNbt26hdOnSACBNPyamwd7eHs+ePUNaWhoAoEOHDoiOjsbMmTPRqlUr2NnZ4cCBA8jPz4eNjQ1u376NKlWqAKC+NCV0TBJ16LdXOKgvhYG+s4WDxlHCYOxjkla1M3H5+fmwsLCASCSCtbU1/vnnH+n8yiZNmuDYsWM4ceIEWrVqhS5dumDSpElo1aoVUlJSUKFCBQQGBvL8CQhA/SgU+fn5sLS0BCC+uuPp6YmMjAxUrlwZ7u7uiIuLw5w5c5Cfn4+BAwdiyZIlSElJgY2NDdLS0lCjRg0AkA6WCbckqx4B8n358OFDhIWF4caNG6hbty4sLS3Rv39/tGnTBunp6RgxYgRGjRqFQYMGoVy5cjh58iTi4+MBUF/yjY5Jog799goH9aUw0He2eaNxlPBweUzSqnYmZNGiRViyZAny8vLg6ekJBwcH6Y8sAAQHB2P06NGIiIiAr68vLC0tkZ6ejj///BPdunVDvXr1UL58eWzduhX29vb4+uuv4e7uzvOnKnmoH4Xh+++/xxdffIEnT57AysoKXl5esLAQJ4m+efMGlStXxrZt22BlZYWaNWvCzs4Ob968wfnz5xESEoImTZogLCwM//zzD169eoUlS5agevXqPH+qkmnFihUYPHgw/v33X2RnZ6NatWrSvnz8+DF8fX1x6tQpPH36FIGBgXByckJBQQGuXLkCFxcXNGnSBB999BFevnyJzMxMfP/996hTpw7Pn6rkoWOSqEO/vcJBfSkM9J0tHDSOEgbej0lGePf+/Xs2cuRI1rp1a7Z+/XoWHx/PEhISWF5eHmOMsejoaHbixAnGGGNjxoxhcXFx7NmzZ4wxxm7cuMGCgoJYTk6O9PVyc3O5/xCE+lFAFi1axKKiotivv/7K5syZw3x8fNirV68YY4wNHjyYbdy4kTHG2Pr161nPnj3Zvn37GGOMvXv3joWGhrJHjx5JX6ugoID7D0Ck1q9fzyIjI9mJEyfYhg0bWPny5VlycjJjjLGZM2eyFStWMMYYO3DgAEtISGBLly6V7hsVFcVu3rzJS7uJPDomiSr02ysc1JfCQd/ZwkHjKGEwhWOSAk88knTa8+fPWdWqVVlWVhZjjLGUlBQWExPDFixYwBhj7P79+9J9srKyWOvWrVlCQgLbtGkTa9y4MZszZw73jSdS1I/m78WLF9LBa05ODouMjGTnz5+XPt+iRQs2bNgwxpi4nyWys7PZokWLWFBQEFu8eDFr3rw569Onj/RvgHDv/fv30tu5ubmsd+/e7Oeff5Y+1q9fPzZo0CCWnZ3N3r59K7ftvn37mJeXF5s9ezaLjo5m8fHxLDMzk9P2EzE6Jokm9NsrHNSX5o++s4WDxlHCYIrHJAWeOHbz5k02b948lp+fzxhjLD8/nz1//py1b9+eHTp0SLrd1q1bWfXq1ZW+xr///suWL1/OOnTowH744QdO2k3kUT8Kw+3bt9nQoUNZ7dq1WWJiovSqaps2baQDXcYYO3/+PPP29mZPnjxR+jr79+9no0ePZitXruSk3aSolJQUNmzYMBYfH882btzI0tPTGWOMtW3blo0bN066XVJSEmvYsCE7e/as0tc5ffo0mzVrFlu1ahUn7Sby6Jgk6tBvr3BQXwoDfWcLB42jhMGUj0kKPHEkNzeXzZo1i7m6ujIXFxe5Tnzw4AEbNGgQW7x4sfSxZ8+esaZNm7L9+/dLH9uzZw+nbSZFUT8Kx9ChQ5mrqyv75ptv2NOnT6WP5+XlseXLl7P4+HjplzVjjIWEhEj7Nj8/n/38889yaaeEH/n5+Wz+/PmsevXqbMGCBWzHjh2sY8eObMyYMYwxxnbv3s1q164t15dt2rRhM2fOZIyJ+3v//v3s4sWLvLSfFKJjkqhCv73CQX0pHPSdLQw0jhIOUz8mLYxUu4oosLKyQmhoKPbt24dly5Zh8+bN0ucqVqyIKlWqIDk5GZcuXZI+7u7uLl2aMCMjAzt27MC7d+84bzspRP1o/vLz8wEAPj4+KFeuHMaMGQNXV1ekpqYCACwtLVGvXj0UFBRg586d0v3i4+Oly8RaWFjg9OnT0lUgCH8sLCwQGBiILVu2YOzYsejcuTOio6Px6tUr5ObmIiIiAm5ubli+fLl0n1atWuHKlSsAxP2dlJREhWd5RMck0YR+e4WD+tL80Xe2sNA4yvyZzTFptJAWKUIyZzYlJYU1btyYbdu2TfpccnIyGzFiBOvVqxdjjLGnT5+yxo0bs9u3b/PSVqIa9aN5k430Ozk5salTp7K2bduy6OhoNnz4cLZ3717GGGNLlixh1apVY8+ePWNPnjxhLVq0YMeOHeOr2UQJSV2QN2/eMMYKj80RI0awCRMmSLfbtWsX8/DwYJcvX2aPHj1iHTp0YD/99BP3DSZK0TFJtEG/vcJBfWne6DtbOGgcJQzmckxSxpOBHTx4EK9evVL6nI2NDQBxNLJt27ZYs2aN9Lnq1atjwoQJyMjIQKtWrVCrVi3ExMTA29tbepWHcOf9+/cqn6N+NB+SKL4sS0tLFBQUAAA+/fRTbNiwAUOHDsWmTZvg6+uLKVOm4OXLl/j0008RERGBAQMGICwsDEFBQahfvz7XH4F8cPDgQWRmZso9Jlla28HBAYD42CwoKMC///6LBg0aSLfr2LEjhg4divnz56Nx48bw8vJCTEwMd40nUsuXL8cvv/wi9xgdk0SCxlDCQeMoYaBxlHDQOEoYzHocxVmIS+B++OEHVqtWLRYZGcnatm3LNmzYIH1uz549Rea9Xr58mYWHh7PExETGGJNW/P/vv/9YYmKidHlDwp2cnBw2a9YsZm9vz9atWyd9XFL4cu/evdSPZiAvL4998803zNnZmfXv3186V1nSj0ePHpUWPMzPz5frowcPHrDmzZuzP/74gzEmvhKUlpbGXr9+zfGnIIyJr7zNmjWLhYaGsujoaBYVFSVdtjc3N5cdPXqUrV69Wm6fP//8kzVo0EB6X3auemZmpvSqHuHe7du3mY2NDRs8eLA0e6GgoICOSUJjKIGgcZQw0DhKOGgcJSzmPo6ijKdiYowhNzcXf/31F+bPn49Tp06hd+/emDFjBm7dugUAuH37Njw8POT2Cw4ORvv27ZGQkIDWrVtj9erVAIAyZcogLCwMTk5OnH+Wkm7Xrl24c+cOunTpgu3bt0uvulpYiA+TlJQUeHp6yu1D/Wh6Ll68iMePH2PkyJFgjOHChQsACvsxJycHzZs3lz4m20e///473N3d0bhxYwDiK0FeXl5wdHTk+FMQANi0aRMuXryIXbt24ciRI+jXrx9mzpwJQFwnJCcnB1FRUQCAvLw8AMC5c+fQokULJCUlIS4uDpMmTZJeJXdzc5Ne1SPckfz7X7p0CXXr1gUg7idAfIzl5OQgOjoaAB2TJQ2NoYSFxlHCQOMo4aBxlDAIZhzFeahLAG7evMkOHz4sjfimpKSwqlWrykWAO3XqxKZMmcLevn2r9DU2bNjA/Pz8WJ06ddjatWs5aTeR9+zZM7n7z58/l0b1/f392S+//KLxNagf+Xfr1i128OBB6eoNL1++ZI8fP2aMMTZgwAA2bdo09vz5c6X7FhQUsKysLLZ+/XoWFRXFGjduLLeMM+FWcnIy+/nnn9nDhw8ZY+KrbP/884/0+WvXrrFmzZpJn1eUk5PDqlatysqVK8eio6PZli1bOGk3kSfpR8lxmJubyxhjbObMmeyPP/5gY8eOZWPGjGFZWVlF9qVjUvhoDCUcNI4SBhpHCQeNo4RBqOMoynjSQVZWFnr16oX4+HisWrUKrVq1QmpqKqpWrQpbW1vs3r1buu2AAQNw6NAhZGVlyb1Gbm4uAPGc6a+//hoXL15EQkICp5+jpLt+/TpiYmJQrVo16RVVAChbtqz0qmrnzp2xevVqZGdnK30N6kf+Xb16FR9//DG6dOmCTZs2oUmTJnjy5AlKlSoFNzc3AEBMTAxu3bqFixcvAkCR+hDZ2dkoKCjArVu3MHbsWJw8eRItWrTg/LOUdG/fvsWQIUMQHx+PPXv2oHHjxkhKSoKHhwdq1KghvQp3/PhxODk5FbliDgCvX79Gfn4+PvroI2zcuBFHjhxB9+7duf4oJZpiP0ZEROD69ety2Q42NjYYNGgQHj9+jG+++QabNm2Sew06JoWLxlDCQeMoYaBxlHDQOEoYBD+O4jvyZU4uX77Munbtyt69e8cYY6xXr16sW7duLCsriy1ZsoQ1b96cMVY4B9rf358dOHCAMcbY33//zcaMGcPu3LnDT+MJY0wcBR47diybPXs2i4iIYPPnzy/yPGPiVVT8/PyKVPo/e/Ys9aMJyM/PZwMHDmRz586VPtayZUv26aefMsYKrwy8evWKffLJJ2zWrFly+6elpbHx48ezo0ePctdoolJqaipr37699MrO2LFjWa9evdjVq1cZY4Xfqb169WI7d+6U2/f+/ftswoQJ1JcmQFU/JiUlsdevX7NBgwYxxhhbu3YtK1++PCtfvjzbvXs3Y4yxu3fvUj8KHI2hhIHGUcJA4yhhoXGUMAh9HGU5ffr06XwHv8zFtm3bcPPmTXzyyScAgIYNG2LVqlXw8/NDREQEVqxYgYoVK6JmzZoAgPPnz6NGjRoICAiAi4sLgoOD4evry+dHKNEYYxCJRKhcuTLi4+NRrlw5LF68GO3bt4ezszMA8bzX3NxcODk54f79+7h69Spq1qyJHTt2ICwsDKVLl0ZISAj1I48KCgpgYWGBSpUqoWXLlrC2tgYAPHz4EG/fvkXLli1hYWGB/Px82NnZITc3F0lJScjOzsahQ4cQEBAANzc3hIaGolatWjx/GgIABw4cwIULFzB48GAAQN26dfHLL7/A0tISwcHBsLKyQnp6Onbu3ImZM2ciPT0dW7duRVhYGBwcHKgvTYSyfty3bx8sLCwQGBiIzz//HHPnzkVmZiY6duyIsmXLIjIyEn5+fnB0dKR+FDgaQ5k/GkcJA42jhIfGUcIg9HEUTbVTQrIcIfuQTir5b2xsLM6ePSstlujp6YmwsDDs3bsXlSpVwqhRozBjxgwsW7YM/fr1Q3JyMiIiIgCIl6n09vbm4dOUXJK0UgnJkqFVqlQBALRr1w42NjZy6f0ApD/AsbGxWLFiBRo1aoSLFy8iPz8fjo6O1I8cYwpp3ZJ008DAQDg4OEiP14MHDyIsLEy6naWlJQDAw8MDW7ZsweDBg3H9+nU4ODjAysoKrq6uHH0CIvH48WMAQH5+PoDCvo2Ojsbvv/+O58+fAxAXr6xXrx4uXLiAZ8+eAQBOnDiBlJQUjBs3Du3atUNycjJyc3OpL3lw8uRJab8Amvvx8uXLePjwIb788kvs378fhw8fxvTp0+Hg4IB3796BMQZra2vqR4GgMZRw0DhKGGgcJRw0jhKGEjuO4iPNyhS9fY03DVMAACAASURBVPuWTZ06lbVu3Zp9+eWX7OXLl0W2efPmDevQoQObPXu29LFLly4xT09P6f1jx46xIUOGsBkzZtDSoTzIzs5m48aNY82aNWNjxoxh9+7dU7qdJIV4zZo1rH79+tKCihIrVqxgNWvWZNOnT6dlQ3nw5s0bNnPmTNamTRs2ZcoUlp6ernQ7SUp/SkoKa9iwoXQKh8Tp06dZw4YN2aRJk6gfeXTr1i3m7u7O2rZtW+Q5Sfp3bGwsGzFihPTxGzduMF9fX2mfNmjQgHl6erJvv/2W+pIHeXl5bO7cuSwgIID169evyDQZVf2YnJzM/Pz85I5NyfdvXl4eBy0nXKAxlHDQOEoYaBwlLDSOMn80jmKMAk9MPH85Li6ODR48mN24cYPFx8ez4cOHs4sXLzLG5Dt1z549rEKFCtKVVu7evcs6dOggnYtJ+PW///2P9ejRg926dYt1796dffLJJ+zkyZOMMdUHZ2hoKNu9ezfbtWsX++233xhj4rnrhB9Hjx5lgYGBbODAgdLVNz7//HP25MkTlfts27aNjRs3jjHG2M8//8x+/vlnxhhTutoD4d6ZM2dYx44dWd26ddmZM2cYY4U/sBJnz55ltra27P79+9LHmjZtylJSUhhj4hNUwp/ExETWuXNndu3aNbnHJSctEqr68e7du0q3J+aPxlDCQuMo80fjKOGhcZT5o3EUYyLGFPIvS4js7GzY2dkBAM6cOYNFixZh5cqVKFOmDBITE9GvXz+0atUKX331VZF94+Pj4eTkhKCgIOzcuRPR0dGYP38+1x+ByGAf6g60aNECw4cPR3x8PNLS0rBu3TokJydj69atKvdt27Yt9u/fj4CAAHz11Vdo164dhy0nio4fPw5ra2tERkYCAH799VfMnDkTZ8+elab5K4qPj0dBQQEsLS3x5MkTTJ48GW3atOGy2USNBQsW4L///oOzszOuXLmCrVu3SmtMAIX1JgYNGoQXL16gUqVK+P3331GvXj0sW7ZMZb8T7vTt2xc1atTA+PHjce/ePdy/fx+RkZHSqRgA9WNJQmMo4aFxlHDQOEp4aBxl/mgcVQJrPCUmJqJFixbo168f1qxZAwDIycnBnTt38PDhQwCAj48P3N3dcfnyZVy5cgWA+AdZMgd63bp16NmzJ5KTkzFr1iwaMPHgzz//xPDhw3HmzBkA4roDz549g6+vL3JycgAA3t7eaNmyJR49eoS//voLQGHtCQB49eoVEhIS8OLFCxw8eBA3btygwRLHFPsRAOrVq4fw8HBpX/n5+cHZ2Rlv375V+hppaWn45Zdf4OjoiOHDh+Ovv/6iwRIPFPuyoKBAOmc9Ly8PkZGRaNasGW7duoW0tDS8f/8eQGGdAgBYuHAhPv/8c7x9+xazZs3C8uXLzf5H1tz89ddf6NatGw4ePAgA0u/T6tWr49mzZ5g2bRo+/vhjLFq0CF26dMGpU6cAUD+WFDSGEg4aRwkDjaOEg8ZRwkDjKNWs+G4Al1JSUjB69Gj0798ffn5+GDt2LF68eIGxY8eiRo0amDhxIsqVK4ekpCS0adMGt27dQkZGBoKDgyESiaQd7uLigtatW6N169Y8f6KSJy8vDxs2bMCUKVPg7e0NxhgaNmwIANKCasnJyXj27BlcXV3h6+uL0NBQJCYmIiIiQnplAACcnZ0xe/ZsVKhQgZfPUpKp60cnJycAhYX21q5dizp16sDR0bHI6zDG4O3tjStXriAoKIi7D0CkVPWl7LF2+vRpDBw4EC4uLnB2dkZAQACGDBmCb7/9Vu5Kj5OTE+rXr4/69evz8VFKvB07dmDChAnw9PTEd999h5YtW8LGxgYAYGNjg7S0NLi4uODChQvIysrC/PnzMW3aNBw7doz6sQSgMZQw0DhKGGgcJRw0jhIOGkepJ/iMp3fv3klvZ2RkwMHBAQkJCYiKisL06dORmJiIw4cPY+PGjRg3bhxq1aqFXbt2YcqUKTh16hT9mJoISXV/kUiEsLAwHD58GPPmzUNaWhouXLgg3a5du3a4ePEirl69CgBwd3fH7du3Ub58eaWvS/3LLW36UXKFTiQS4fXr1zhy5AiGDRsGAMjKykJ2drb09UQiERhjNFjigbZ9ee/ePZQuXRrfffcdatWqhZcvX8LHxwdffvmldBvCH0mWCgDUr18fO3fuxI8//ojnz5/j+PHj0ueaNWuGtLQ0vHjxAgBQqlQpNGnSBGXLlpWuUkaEh8ZQwkHjKGGgcZRw0DhKGGgcpT3BBp4WLlyI0NBQDB8+HImJiQCA9PR0eHt7IzMzEwDQqFEj1KpVS7oMbKNGjTB69GhUrFgRiYmJCA8Ph5eXF2+fgYj7MSQkBAMGDMBvv/2G3NxcBAcHIzAwEJUrV0alSpWwbds26fZt27aFv78/li9fjgsXLuDly5d4/fo1PDw8ePwURJd+lL3Ck5SUhMjISLx+/RoDBgzAwIEDkZ6eLvfaQkg9NSe69qWfnx8uX76M69evY/Pmzbh48SJq1qyJefPmSbch3Fu0aBFCQkLQt29fbNiwAU+fPoWfnx9CQ0Ph7u6OqKgoLF++XLp93bp10aNHD7x48QJ//fUXnj17hmXLlqFRo0Zwdnbm8ZMQY6AxlHDQOEoYaBwlHDSOEgYaR+nOcvr06dP5boSh/fDDD9i7dy82bNiAe/fuYdu2bXB2dkaDBg3w1VdfITo6Gh4eHnBwcMCzZ89w48YNhIaGwsHBAZcuXULfvn2xZcsWdO3aVVqYj3Bvz5492LJlC7Zs2QKRSISffvoJ9+/fR+PGjQEApUuXxqtXr3D06FGEhIRIr8aFhobiyZMnWLFiBWbPno0uXbqgR48e9MXME336UVLkdP78+Vi+fDmuXbuG+vXrY/78+SqvuhLj0/eY7N27N3r37g1PT0/k5+cjJCQE7du3h5VViZrtbTLOnDmD1atXY9OmTfD398fevXvx559/Ii4uDgBgbW2NUqVKYePGjahbty4qVqwIQFw3pKCgAFu3bsXs2bPRtm1bjBo1Si49nJg/GkMJB42jhIHGUcJB4yhhoHGUfgTxCyIp2iVx7949REREwN/fH5MmTUJsbCw2b94MNzc3hIWFYcuWLdL0xooVK+LcuXNwd3eHlZUV3r17h65du+Lq1asYNGgQHx+nxHr37h1kF1lMSUmBp6cn/Pz8kJCQgL59++LAgQO4ffs2APEVmtq1a8Pb2xtHjhwBAKSmpsLNzQ1ffPEF1qxZg/v372PixIkl5oA2BYboxwcPHgAAHB0dsXr1apw6dQqTJk2Cvb099x+oBDNEX96/fx+lSpUCYwz5+fmwtLREjRo1YGtry8tnKolev36N3Nxc6f1r164hJycHlStXRsuWLTFhwgQcOnQISUlJ0m2qVKmCxo0b48cffwQgrvkCiAe/S5cuRXJyMsaPHy+tXUDMF42hhIPGUcJA4yjhoHGUMNA4yjDMOvB048YNDBgwAD169MDs2bMBiIvkZWZmwsvLC+/fv4etrS0aNWoEe3t77N27F+PHj0dSUhIWLlwIAPjnn38QEhIi/WOKjIxE//79eftMJdGNGzeQkJCAjh07Yty4cdJVNxhj8Pf3x4sXL2BtbY2wsDBUr14d69evl+5bo0YNNG3aFEuWLEHlypWxatUqvHnzBgDg6+vLx8cpsQzZj8uWLUNeXh7mzZuHfv368fSJSi5D9uUPP/yAt2/fQiQS0YkLxyT9GBcXhxEjRuDWrVsAxMWdAwIC8OjRI1haWiIwMBCxsbFYsGCBdF8XFxd0794d69atQ+XKlfHtt99K6xKULVuWl89DDIvGUMJB4yhhoHGUcNA4ShhoHGVYZhl4ysvLwzfffINOnTqhatWq+PLLL7Fo0SJ89913EIlEqFSpEg4cOCA9yKtVqwZ/f3/cvHkT1apVw4QJE5CamoqwsDAsX74cI0eOhIODA8+fquTJz8/HunXr0KVLFwQEBGDdunU4dOgQvv76awDigpbJyclITU0FID6AIyMjkZGRIS14umvXLgwZMgSVK1fG0qVLMWvWLKWrdhDjMUY/zp07l9KHeWCsY5K+X7nFGMOePXvQrVs3BAQEYP/+/UhPT8f333+PnJwclC5dGtnZ2bh48SIAcWHSbt26IT09HVlZWQDE0wFatWqF+vXrY9myZVi1atX/2bvvsCavNgzgdxiiMsSJq4gDB26s4midddctbpyt1aq1tbXS2mptq7VqtVU/R52tVutG3OLeAxUUHCCCA0FkL4GEnO8PmldiwhAIIeH+XZeXybvyhJPxvE/Oew5sbW31+bSogDCHMh7Mo4wD8yjjwTzKODCP0g2DLDyZmZmhcuXK0q9vDRo0wPfff49du3YBACZNmoSHDx/i0qVLePXqFUqXLo3IyEhEREQAANq3b481a9Zgz549uHbtGlq2bKnPp1NsmZqaomLFitizZw+++eYbVK5cGTNnzoSHhwcAYODAgUhOTsalS5cQFxeHEiVKIDIyEjKZTOoqXK5cORw+fBheXl6cmllP2I7Gg21pHGQyGcqXL4/t27fjm2++gaWlJSZNmoSTJ0+iRIkSaNeuHcqUKYNLly7h5cuXMDExQVRUFCpXriyN4VKnTh0cOHAAXl5e6NGjh56fERUk5lDGg5/ZxoHtaDzYlsaBeZRuGFzhSXWd7IABA1CrVi0oFAoAGddedunSBUBG97WRI0diy5Yt2LZtG4QQiIiIQPPmzaXjlCpVil2Ii4DOnTujTp06SE9PB5AxM4OLiwvS09NhY2MDV1dXnDt3Dr/99hvS09Nx69Yt1KxZU9q/U6dOaNeunb7Cp/+wHY0H29I4tGzZEvXr15emWba0tETdunWlQkK/fv3w9OlTzJo1C4mJiThw4AAqVKgAKysrAECjRo04MLQRYg5lfPiZbRzYjsaDbWkcmEcVvCJdeAoODgYA6Y0LvJ7ys3Tp0pDJZFI30gsXLsDJyUnabtq0aRgyZAj27NmDhg0bomzZshg2bJjGcUj37t+/DwBSgpuZqh1V1eH9+/ejadOm0jXMw4cPx2effQZ/f380a9YMVlZWmDZtWuEFT5LNmzdj//79UlfgzIMlsh0Ny7Zt23Dq1Cnpy5RtaZhWr16NRYsWqXX1VilZsqTa99y2bdvQvHlz6RfVLl264KeffoIQAu+//z5Kly4NI5zktlhjDmU8mEcZB+ZRxoN5lHFgHlXIRBEjl8vFTz/9JMqXLy+cnZ1ztc+tW7dE7dq1pfuRkZHS7efPn4vU1NQCj5Oyp1AoxC+//CLKlCkjbG1tc7VPSEiIqFmzpnQ/NDRUpKSkCCGEiImJYTvqibe3t3BwcBD9+vUTgwYNEiNGjBBhYWFCCCHS09M1tmc7Fl3//vuvaNCggejfv78YPHiw+OKLL0RERIQQgm1pSA4cOCAaNGgghgwZIubOnSvq1q0rQkNDs9w+KipK1K1bV8TExAghhHj06JGIi4sTQgjx6tUrkZaWVihxk+4xhzIezKOMB/Mo48E8yjgwj9IP0x+KWGnu2bNn8PT0xMcff4yHDx+idOnScHJyQnp6ulQ5ftOOHTvg7OwMABg5ciRCQkLQoUMHmJmZwdramjMAFBIhhFQZTklJwY4dO/D999/D19cXMpkMzs7OUCgUWbajp6cnKleuDFNTU4wfPx7+/v54//33UapUKZQsWZLtWEgytyMArFy5Eh988AF+//13dOjQAceOHcOxY8cwaNAgKJVKjfZkOxZd8+bNg7u7O7777js0btwY//zzD+7fv4/u3buzLQ3IwoULMXHiRMydOxdNmzaFj48POnbsmOWglV5eXkhPT4elpSWmTp2K69ev47333oONjQ3MzMzYjkaEOZRhYx5lHJhHGS/mUcaBeZSe6LfuJcSdO3fEypUrxcOHD6VlERERIjU1VSxYsED06NFDYx9VRVmhUAi5XC6aNm0qbGxsRPfu3cXOnTsLLXZ67cGDByI2NlYIkfGLqxBCvHjxQgghxKpVq0S9evU09lG1o+r/bt26CVNTU9GrVy+2o55kbkfVrzCffPKJmD59urTNo0ePhImJidS+qio/27FoefOz9fHjx6JPnz7i0KFDQgghlEql6Nq1q7CxsZF+tWFbFj1+fn7i559/Frdu3RJJSUlCCCE+/PBD4erqKp4+fSqGDRsmnJ2dxZEjR8SrV6+EEK8/g1VGjRolZDKZ6NOnD9vRyDCHMh7Mo4wD8yjjwTzKODCPKjr0NsaTQqHAd999h969e+Py5cv47LPP8McffwAAKlasiBIlSqBPnz6Ijo7GiRMnpH2AjEHahBAwNTWFiYkJ6tWrhwMHDuDo0aNwdXXV11MqlkJCQtCvXz/Ur19fuj5Z9StPpUqVAACjR49GWloa9u7dCwCQy+UAXrcjkPHrUIMGDXDq1CkcOnSI7VjItLWjqakplEolnJ2dERsbi7i4OABAzZo10bNnTyxcuBAAYG5uznYsQt78bJ02bRpWr16Nd955B9WqVcO6detw584drFixAs7OzmjYsCFWrVoFgG1Z1Pzyyy/48MMP8ejRI8yfPx/ffPMNAGD+/PmoUaMGnJ2dUb16dXz77bf4+eefMX36dAAZs5YJIRATEwMAaNy4MU6fPg1PT0+2o5FgDmU8mEcZB+ZRxoN5lPFgHlXEFH6tK8OzZ89E27ZthUKhEEIIcfDgQdGiRQtx9uxZaZvk5GTxzTffiAEDBqjtq1AoRIcOHcTly5cLNWbSdPXqVTFjxgxx5swZUalSJREdHS2EyPgVILP58+drHW+ie/fu0i8HpD9ZtaMQQnh5eYmxY8eKHTt2SMv++usv4erqKt3v0aMH27GI0PbZ2qxZM+Ht7S2ioqLEDz/8IPr27StGjRolHjx4INzd3cWKFSuk/dmWRUNUVJTo3LmzNN7OvXv3RLVq1cSBAweEEEJs2bJFTJs2Tdr++vXrwsbGRvqVdfz48WL37t2FHzgVCuZQxoN5lHFgHmU8mEcZB+ZRRY/eCk/R0dGiZcuWwsfHRwiR0SXxm2++kbqFK5VKkZ6eLh48eCDatWsnPDw8xLJly8SNGzeEEBkvJtI/pVIptUW3bt3EjBkzhBBC+rBWbaNQKISDg4PYtm2b+PHHH4WXl5cQQkhdU0m/smpHITIGP1ywYIEYOHCgSE5OFkII8e2334qlS5dK28THxxduwJQlbZ+t7u7uomfPntI2iYmJ0u2uXbuKw4cPS/fZlkWHk5OTOHfunHR//vz5olGjRkIIITZv3iwmTpwordu3b5+YMGGCSEhIEEKotzEZH+ZQxoN5lHFgHmU8mEcZD+ZRRYveLrULCwtDkyZNcPfuXQAZ3YXHjRuHx48f48GDB9I0lOHh4QgJCcGoUaMQGhqK+vXrAwDKlSunr9CLHSEErly5onUaX5lMJrXFzJkzsWXLFigUCpiamkIIAaVSCZlMhsDAQCgUCkycOBHR0dFwcXEBANjY2BTqcynOhBBqbSgyTf2aVTsCgK2tLSZMmICUlBS4ublh+PDh2L9/v9rU29bW1oX0LAjQbMvMtH22jh8/HiEhIXjw4AEAwNLSEhcvXsTYsWMhk8nQvHlzaX+2ZeERQiA8PFzruoiICHzwwQe4cOGCtGzmzJl4+vQpHjx4gFq1asHf3x/Tpk3DpEmTMGfOHLRv3x5WVlYAMtqYjBdzKMPCPMo4MI8yHsyjjAPzKMOik1ntEhISMHv2bAQGBqJVq1Zat6lYsSLOnTuHyMhINGzYENbW1khNTYWPjw9q1KgBR0dHhISEoGfPnpg0aRL279+Pnj17wtzcvKDDpSwkJiZi8eLFmDp1KszMzNC6dWuUKFEiy+1r1aqFffv2ISIiAu3bt4dMJoNMJkN4eDh69+6N0aNHw9PTE71794aFhUUhPpPiLTk5Gb/88gumTZuGgIAAvHz5Ek2bNlWbcSWzN9sRyPjw7dWrF+zs7GBubo7169dLJzBUeBISErBkyRJMnz4dAQEBiIiIQNOmTdVmrMrqs/XWrVvSZ+udO3fg5uaGbt264Y8//shyFg/SjeTkZCxcuBCTJk3CpUuX4O/vj86dO6u1o6WlJR49eoQ7d+6gcePGKFeuHExMTHDnzh2Ym5ujf//+aNWqFYKDg2FnZ4cNGzagRYsWen5mVBCYQxkP5lHGgXmU8WAeZRyYRxmogu5C5e/vL7p27Spq164tGjRoIMLCwjS2UV07efToUTF+/Hipq2lqaqro2LGjePz4cUGHRW/p6tWrwsHBQQwaNEgEBQXluL1qLIJTp06JGjVqiAMHDoipU6eyO38RMHv2bDFu3Dhx7949cfr0aWFraysuXLigddus2jEmJqYwQyYtzpw5Ixo0aCCmTJkifHx8xMaNG4WdnZ30eSoEP1sNgVKpFO7u7mLMmDHi0aNHwtfXV8hkMmkmFdU2Qghx69YtMWnSJPHFF19I6/r06SN8fX0LPW4qHMyhjAfzKOPBPMo4MI8yDsyjDFeBFJ4iIiKk24mJidKAaq1btxarV6/W2F71ppbL5eL48ePinXfeEV999ZVo1qyZGD16tDQNKRWuzMlNVFSUaNeunXRdbGhoqHj48KHaNMzarFq1SshkMtGsWTOxa9cuIYTmAJlUeGJjY4W9vb0IDw+XlrVs2VL07t1bPH36VAihvX20tSPpV3JystrJy7Zt28SsWbPUptPmZ2vRlPk7Mj4+Xjg4OEht6e3tLaZMmSKNKaAam0d1++7du6JatWpi2rRpwtnZWfTv31/teGT4mEMZD+ZRxod5lPFgHmW4mEcZh3wVnq5duyb69u0rmjVrJr788kvx4MEDIYSQBs5bu3ataNOmTY6/1ty8eVOsWLGCMwDoyblz58SQIUNE+/btxZw5c6R2/P7770XPnj1Fnz59hLOzsxg2bJg0cKk2f/31l3BxcREnTpworNApkzNnzoh+/fqJq1evqi3v0aOHmDt3rhAiI4Fyc3MTzZs3F+fPn9d6HLaj/mXVlkII8fLlSzFhwgRha2srBgwYICZNmpTlcfjZql9vfkfevXtXCJHxnuzXr5/o0KGDqFSpkujXr59o1qyZCA4OVttflTgFBgaKrVu3iiNHjhT2UyAdYg5lPJhHGQfmUcaDeZRxYB5lXPJceFIqlWLw4MHi119/FREREWLy5MmiU6dOUrVRpUGDBmLr1q3SrwFyuVzI5XKxZcsW4e3tnb/oKd8WLFggmjZtKv755x/h6+srRowYIU3vGhISIrp27SpNERoZGSmaNm0qfv75ZyGEECkpKWLnzp1i//79eoufMmzcuFG0adNGVKxYUUydOlXtl9QTJ04Ie3t7MX78eNG0aVPx77//ivfee08sWLBACJHRfZjtWHS82ZaZu4ALkfG+U03JnJKSIlq1aiV+/PFHIYQQr1694mdrEaHtO/L9998XSqVSpKSkiL179wo3NzeRlpYmhBBi2LBh4vPPPxdKpVLI5XKxc+dOacpfMj7MoYwH8yjjwDzKeDCPMg7Mo4xPnme18/X1RUREBL766itUrFgRq1atQmJiIvbu3Qu5XC5tN3r0aGzbtk0aHNHMzAxmZmZISEhA7dq1C2ScKsq79u3bY+PGjRgxYgSaNGmCwYMHIyUlBYmJiahRowa2b9+OqVOnAgDKly+PMWPG4OrVqwAgDWzZrl07vcVPGVxcXLBt2zZcuXIFR44cQUBAgLSuS5cuuHTpEgYMGAAPDw8MHToUrVu3Rnp6OgBIA52yHYuGN9tSNYMKkDF7h4WFBYYMGQIg4z04bNgwXLlyBQBQsmRJJCYm8rO1CND2HZmSkoK///4bFhYWOHv2LBo2bCgN9jxy5EicPn0aMpkMZmZmAIA2bdro8ymQDjGHMh7Mo4wD8yjjwTzKODCPMkJ5rVilpaWJ8uXLS13ehBBi6dKlYuDAgSIuLk7teufy5cuLVq1aCVtbW+Hv75+fQhkVMNWvAKpqsbu7u/j888+FEJrXrN+9e1d8+OGH4ujRo4UbJOWKqr169+4t3N3ds9zu9u3bolu3biIgIKCwQqO3lNu2vHv3rujXrx/fk0VQVt+R/fr1E69evRIbNmwQNWvWFAqFQvj7+wtXV1fx22+/cSyXYoI5lPFgHmU8mEcZD+ZRho95lPHJc48nc3NzDB48GMuXL5eWTZw4EZcvX0ZERARkMhmCgoLg5uYmbRseHg4nJ6cCKZhRwVBNOamqFj969Ej6xUYmk0EIgbNnz6Jbt24YN24cOnXqhA8++EBv8VLWhBAAgK+++gr79u1DYGCg2vqbN29i0KBBGDRoEPr06YM6depI+1DRkl1bJicnw8vLCz179sTYsWPRvn17vieLoKy+I69du4Znz55h/PjxaNy4MXr37o1hw4bB2dkZn332WZbTc5NxYQ5lPJhHGQ/mUcaDeZThYx5lfMzys/OoUaMwevRohIWFoUqVKrC0tETjxo3h7++POnXqwMTEBP369cOWLVsKKl7Sodu3b+PRo0cYPHgwACAgIAB169aFqakpXF1d8fHHH+s5QsqOiYkJhBDo2LEjKleujJMnT8LR0RH37t1DgwYNYG1tjVGjRmHAgAH6DpVykFVbPnjwAPXq1UNaWhoGDx6MCRMm6DtUyoa278hGjRrBz88PderUwc6dOxEaGopatWrpO1TSA+ZQxod5lGFjHmU8mEcZB+ZRxkUm8lmqHz16NGJiYrBkyRKcO3cO27dvx759+1CmTJmCipF0TAgBmUyGVatW4c6dOxg0aBDmzJmDatWqYdeuXfoOj96Cqi09PT0xatQoVKhQAbVr18bx48f5C4CByaotvby89B0avQV+R1J2+PowDsyjjAfzKOPBPMo48HvSeOS78BQfH4+VK1fi6NGjsLKywtdff42OHTsWUHhUWNLS0uDs7Ixnz56ha9eumDJlCtvRQHl4eODbb79FlSpVMHv2bHTu3FnfIVEesS0NH78jKTt8fRgP5lHGg9+9xoNtafj4OmQaZQAAIABJREFUPWk88l14UomOjka5cuUK4lCkJz///DN69eoFZ2dnfYdC+XDmzBmULVsWTZs21XcolE9sS+PB70jKDl8fxoF5lHHgd6/xYFsaD35PGr4CKzwRERERERERERFlludZ7YiIiIiIiIiIiLLDwhMREREREREREekEC09ERERERERERKQTLDwREREREREREZFOsPBEREREREREREQ6wcITERERERERERHphJm+AyAi4+bg4AALCwuULFkSSUlJaNiwIWbNmoW2bdvmuK+HhwcqV66M1q1bv9Vj9urVC8+fPwcA+Pr6olGjRjA1NYW1tTVGjhyJhIQEzJw5M0/Ph4iIiKiwMI8iImPAwhMR6dyOHTvQrFkzAMDevXvRq1cvHDt2DC4uLtnu5+HhgWbNmr11wnT48GHptkwmw/nz52Fra/v2gRMRERHpGfMoIjJ0vNSOiArVwIEDMWnSJCxZsgQAcPLkSbRp0wbNmzdHw4YNsWHDBgAZSY+npycWL16MZs2aYf369QCALVu2wMXFBc7Ozmjfvj18fX3f6vF/+OEHfP755wCAzZs344MPPsDw4cPh5OSEtm3b4u7duxgwYAAaNGiAbt26ITExEQAgl8vh7u6OVq1aoVmzZhgyZAhiYmIK6s9CRERElCPmUURkiNjjiYgKnYuLCzw9PQEAzs7OuHDhAkxNTREdHY3mzZuje/fu6NWrF/r27YtmzZpJCc7Fixexfft2nDt3DhYWFjh//jxGjBgBf3//PMdy/fp13LlzB/b29nBzc0OfPn1w6dIl2NnZ4cMPP8Rff/2FKVOmYPHixbC0tMS1a9cAAD/99BO+++47/O9//8v/H4SIiIgol5hHEZGhYeGJiAqdEEK6HRUVhQkTJiAgIABmZmaIioqCn58fqlevrrHf/v374evrq9a1PDo6Gq9evUKpUqXyFEubNm1gb28PAHj33Xchl8thZ2cHAGjZsiUCAwMBZHRXj4uLw549ewAAaWlpcHBwyNNjEhEREeUV8ygiMjQsPBFRobt+/ToaNWoEAJg0aRJ69eqFPXv2QCaTwdnZGSkpKVr3E0JgzJgxWLBgQYHFUrJkSem2qampxn2FQiE99ooVK9CtW7cCe2wiIiKit8U8iogMDcd4IqJCtX//fqxevRpffvklACAmJgY1atSATCbDuXPn1MYasLGxQVxcnHS/b9++2Lp1K548eQIAUCqV8Pb2LpS4+/fvj2XLliE5ORkAkJycnK+u6URERERvi3kUERki9ngiIp0bOnSoNA2wk5MTDh8+LHXzXrhwIT799FP89NNPaNasmVr3bzc3N4wdOxYeHh6YMmUKPvroIyxatAgDBgyAQqFAWloaevfujXfffVfnz2HWrFlITU2Fi4sLZDKZtKxhw4Y6f2wiIiIqvphHEZGhk4nMFwkTEREREREREREVEF5qR0REREREREREOsHCExERERERERER6QQLT0REREREREREpBMsPBERERERERERkU6w8ERERERERERERDrBwhMREREREREREekEC09ERERERERERKQTLDwREREREREREZFOsPBEREREREREREQ6wcITERERERERERHpBAtPRERERERERESkEyw8ERERERERERGRTrDwREREREREREREOsHCExEVOZs3b0b16tXfer+goCDUrFkTiYmJeX7sadOm4Ycffsjz/kRERETGYuLEiVi8eHG+jtGxY0d89913BRTRa3v27EGnTp0K/LhEVPBYeCIiozFz5kxMnz4dVlZWAICAgAC0atUKtra2GDx4MJKTk6VtQ0JCULt2bURERKgd4/vvv8fvv/+O0NDQQo2diIiIDNuAAQPQv39/revc3d3h5OQEABg7dizMzc1hZWUFa2trODo6YuHChYUZaq74+Pjg4MGD+Oyzz/QdilaDBg1CXFwc9uzZo+9QiCgHLDwRUZGSlpaWp/2CgoJw9OhRjBkzRlo2c+ZMDB8+HC9fvoRcLsfatWsBAEIIjBs3DosWLUKlSpXUjlOpUiV069YNq1atyvuTICIiomJn8uTJOHjwIJ49e6a2PC0tDRs3bsTkyZOlZUOHDkViYiLi4+OxatUqzJs3D5s3by7kiLO3bNkyjBo1ChYWFvoORYNcLgcAfPTRR1i6dKmeoyGinLDwRER61bFjR0ydOhXDhg1D2bJl1X5VW7t2LRwcHFCmTBm4uroiPj4+y+Ps27cPLVq0QNmyZaVlgYGB6NWrF8zNzdGzZ08EBgYCAJYvX46qVati0KBBWo/Vo0cP7N27t4CeIRERERUHXbt2Ra1atbBu3Tq15bt370ZycrLaj2MqMpkMXbt2RcOGDXHjxg0AGT2ihg4dismTJ6N8+fKoUKECfv/9dzx9+hTdu3eHtbU1nJyccPnyZek4Z86cQdu2bVG+fHmULVsWnTt3ho+Pj7T+559/Rq1atRAbGwsAiIyMhL29PZYsWaL1uaSnp2P//v3o3r272nIHBwf88MMP6N69O6ysrODo6IhTp07hzJkzaNKkCaytrfHBBx8gPDxcbb/Y2FgMHDgQ1tbWqFOnDv7++29pXVhYGD788EPY2dnB2toaTZo0wa5duzT+TsuWLUPbtm1haWkp9XLq0aMHLl26pPF4RFS0sPBERHq3adMmjB49GlFRUdKvVuHh4bh//z7u3buH+/fvw8fHB7/99luWx/D29kajRo3UljVt2hQHDhxAamoqjhw5gmbNmiEgIAArV67EypUrszxWkyZNcP/+/XyNFUVERETFi0wmw6RJk7B+/XooFApp+Zo1azBy5EjY2Nho7KNUKnH8+HH4+fmhVatW0nIPDw906dIFERERWL9+PWbMmIHRo0djyZIliI2NRdeuXTF27Fhpe3NzcyxZsgRhYWF48uQJ6tSpg379+kk9yWfPno2GDRvCzc0NCoUCw4cPR8uWLfHVV19pfS6BgYGIi4vTyK2AjLxt0aJFiIuLQ9++fTFy5EgsX74cJ0+exPPnz5GcnIy5c+eq7bNhwwaMGzcOMTExWL58OT766CNcvHgRQEaRa/z48QgKCkJ0dDSmT5+OESNGwN/fX+0Ya9euxfr165GYmIh+/foBAGrVqgVLS0t4e3tn1zREpGcsPBGR3vXt2xe9evWCiYkJSpcuDQAwMzPDokWLUKpUKVSpUgX9+/fHtWvXsjxGdHQ0ypQpo7bst99+w5UrV/Duu++iVq1aGD16NMaOHYs//vgDAQEB6Nq1Kzp27Ii//vpLbT/VcaKjowv4mRIREZExUxVXPD09AQD+/v44f/48Pv30U7Xtdu7cCVtbW1SsWBEzZszA/Pnz4ebmJq1/7733MHjwYJiamqJ///4oU6YMunXrhsaNG8PU1BSjR49GQEAA4uLiAADt2rVD27ZtUaJECVhbW+PXX3/FkydP8ODBAwAZRbEtW7bg3r17aNWqFZ48eYJNmzZl+TxUOdCbuRWQcXlb06ZNpTjCw8Mxc+ZMVKxYEdbW1hg0aJBGztarVy/06dMHZmZm6NWrFwYMGICNGzcCAKpXr46BAwfCysoK5ubmmDBhApycnHDq1Cm1Y3zxxRdwcnKCTCZDqVKlpOVlypRhzkZUxJnpOwAiopo1a2osq1ChAszNzaX7lpaWSEhIyPIY5cqVk5IvlapVq2L37t3S/YULF8LJyQk9e/aEg4MDjh07hurVq8PZ2Rlt2rRB3bp1AUA6Trly5fL1vIiIiKh4KVu2LIYOHYo1a9Zg4MCBWLNmDdq0aYOmTZuqbTdkyBBs3bo1y+NUqVJF7b6lpaXaMktLSwBAQkICypQpg9u3b2P27Nm4efMmEhISYGKS0b8g8yQqtra2GD9+PGbPno21a9dq7YGlosqB4uLiULJkySxjU8Xx5rI3c7Y3c72aNWvi5s2bAICYmBh8/fXXOHHiBKKiomBiYoLExESNCWC05YuqGJmzERVt7PFERHqnSo7yo0WLFhpdsjPz8/PDpk2bsGzZMrx8+RJpaWmoX78+rKys4OzsDF9fX2nbO3fuoF69etLseERERES59emnn+LEiRPw9fXFli1bNHo76YKrqytq164NPz8/xMfHIzg4GEDGhCoqN2/exIIFCzBlyhR8++23ePz4cZbHc3R0hI2NTba51dsICQnRuF+9enUAGTP+3b9/H2fPnkVcXBxiY2PRsGFDtdgB7flicHAwkpKS8O677xZInESkGyw8EZFR6N+/P7y9vaVBMzOTy+UYM2YM1qxZA2tra5QvXx5yuRzXrl1DZGQkLl++jDp16kjbHz16FAMGDCjM8ImIiMhItGzZEi1atMDAgQNRokQJuLq66vwx4+LiYGNjI1129uWXX6qtj46OxqBBgzBnzhysXLkSgwYNgqurK1JTU7Uez9TUFH379sWxY8cKJL7Dhw/j0KFDSE9Px9GjR7Fv3z6MGzdOir106dJSfrZixYpcF7yOHj2K1q1bo3LlygUSJxHpBgtPRGQUHB0d0a1bN61TEf/8889o164dOnXqBCAjmdq0aRNcXV1Rv359jB8/Hs2bNwcAvHz5EseOHcOUKVMKM3wiIiIyIp9++ikePXqE8ePHw8LCQuePt3HjRuzatQvW1tZo3bo1evbsKa0TQmDUqFFo3rw5vv76awAZM/wKITB9+vQsjzljxgxs2bIly+LU2xg/fjw2bNgAW1tbTJkyBWvWrMH7778PICNPe/XqFezs7ODg4IAXL16gXbt2uTru+vXrNYpsRFT0yMSbfRiJiAxUUFAQunTpAj8/vzxfJvfZZ5+hbNmymDdvXgFHR0RERGRYPv74Y9StWxczZ87Udyga9u7di+XLl+PMmTP6DoWIcsDCExERERERERER6QQvtSMiIiIiIiIiIp1g4YmIiIiIiIiIiHSChSciIiIiIiIiItIJFp6IiIiIiIiIiEgnzPQdwNuysLBAxYoV9R0GERERGZiXL18WyLTghox5FBEREeVFfvIogys8VaxYEc+ePdN3GERERGRgqlevru8Q9I55FBEREeVFfvKofF9q99lnn8HBwQEymQw+Pj7S8sDAQLRt2xZ169ZFy5Yt4e/vn6t1RERERERERERkHPJdeBo8eDAuXLiAGjVqqC3/5JNPMHHiRAQEBGDWrFkYO3ZsrtYREREREREREZFxyHfhqX379hpdriIiIuDt7Y1Ro0YBAAYNGoSnT5/i4cOH2a4rihQpCn2HkCUhhL5D0CshhNb2UaRqLhNCSMuFEEiNN/wxPhLDE5Gelq7vMAqVEAJpiWkQSvXXviJVAXmyPFfHUKYrkRyVDGW6UutrJSeKVAWEEAX+/lO9lt88riJFofZ6TY1PhTJdqbG/EALyV3IpxqImq/er2jZKIbVj5m2L8ucw5U1x//4iIiIqTtLT0vQdAumZTsZ4evr0KapUqQIzs4zDy2Qy2Nvb48mTJyhTpkyW6+rUqaOLcPLMb4cf9rntw8QbE2HX2A4AIE+Ww7y0ebb7CSHgs9kHKbEpsK1hiwYDG2hso1QoEXw6GPbv2SPoWBBKlS+Fqu9WhXmp7I+d2cIyC5GWkIY5yjmQyWTw3+mPuKdxqNm5Jqo0r/JWzzU9LR3xofEoW7PsW+1XmAKPBMK2hi0qOlWEMl2Jn8x+AgB89eIrWFayxHPv5zC1MMWaJmtgYm6C79O+l/Zd22wtXtx+gbliLn40+VFaPlfMzfXjR/hHwLyUOcrWUv8bhV4LRUpcCuTJcjj2dISJmUnGibIMUnv67fBD1IModJjTAUDG39v3b180HNIQJmYmGq8pIQTO/ngWIj2j0NJ1cVd4r/ZG3Q/r4o+af6ht67rbFdZVrBF2Kwz279mjctPK2D10N6ICovDJrU9y/fxUTn13Cq+iX6H3qt4a69LT0nHwk4No9VkrtdeYIlWBs/POol6/eqjuUh0Pjz3ESfeTcPNyQ+kKpdWOEf0wGkFeQXh30ruQyWTZxhJ2KwzBp4LR9su2AKDWdl+GfwkrOysAwPyS8wEALae2RK8VvbQeK12ejoOTDsJno4/a8tmvZsO0hClkJpqxCKXAj6Y/oox9GXz++HOkp6VLjwUAY86MgYWNBYJPBqPtV23V9xUC0Q+jUa5OOY3nGXYzDBd+uYDOCzrj6aWnqN21NpZWWyqtr/VBLbh5ucFrlhcuLboEALB1sIXrLlesa7kOADBk7xDEhsSizRdtAADb+2xH4KFA9N3YF57jPTF031DU719fOmbAoQCUq1MOFepV0HyeQiAtIQ0WNhZa/3ZZubPtDuzft4d1VWuEnA6BEAKlymZ8lqnsHrYb/juyvpy6/Zz26DSvE4JPB+Pvzn+rrfsy/Es8u/wMOwbswLD9w1Cvb71cx5Yan4qLiy+i9eetUbp86Zx3yKfYkFgkRybDupo1rKtYZ7mdIlWB9a3Wo+O8jmrto6L6jpEnyxFwKABpiWloPq65LkPXmeTIZEQFRsGqshVe+r9E3Q/rAgBubriJAx8dwMijI1Gne9H63iciIqKCFXrmDM5OmYL3li2Dfbdu+g6H9KTIDy6+dOlSLF36+oQsMTGx0B77pPtJKOVKeIzxQKcfO6FUuVLY2G4jHDo5QPFKgZ4re6Jqi6oa+wUcDIDneE/pvrbixrWV13Dsi2May7MqhPhu8cXNP29iyJ4hSE9Lx8OjD5GWkFE53vLBFrSc0hK7h+6Wtu84ryPen/0+TEy1d2qLeRSD5bWXS4+5sMxCKFIUmB48HbYOttJ2f9T8A7Ehsbku0MQ9jYOFjQVKlimZq+0zE0JAJpNBCAHv1d6oUL8CanauiaSXSRDpAtt6bQMAzEmfIxWdAGCJ3RL0WtULhz89LC1TypVQKpQI8gpCzc418eL2CwCA9xrvLB//8bnHODr9KNxOuKmdqL64/QJ7R+1FxJ0IABl/r5S4FByadAgdfuiA9S7rpW0bDm2IhOcJeHL+CQDgY++PUblpZewZtgcApMLT9dXXcezzYzj57Ukkv0yW9p8ROgPWVa1xb889nP3hrLS8VLlSOP39aRyZdkQj7l2Dd6ndnyvmwn9nxom+91pvOA12yvbEOz0tHRvabIDL5y5o6tYU5+efBwB0WdAFJmYmKGFVQtr2/v778Nnsg/se9zErZpa0/NR3p3B5yWVc+OUC3vv2Pfhs8kFiWCKurriKTvM6qT3elq5bEBsSi7K1yuZ40vmn858AAK+vvNB0TFO1dSe/PYl+G/qp9Ya5vvJ6loWnh0cfahSdAGB+qfmo0qIKJnpP1Fj3KvoVACDuSRwAICU2RW39Xx3/km43GtYINtVtIJQCp+eehjxJjivLrqBMjTIYdXQUKtR/XfD5s0XG87q7+67WWB+deASPsR7w/ctXWhYbEisVnQBg58CdAIA2X7RBfGg8Ag8FAoD02XNt5TWpsJEcmYztH24HAIy7MA52Teyw0GYhmrg1wYC/B0gFPbOSZvjY+2NUalgJAJD4IhEyExksK1pqxBh5PxJ7R+6FpZ0lnAY74fr/rkvrZsXOQskyJaFMV2ZbdAKAcz+eQ6d5nTSKTgDwW+XfpNt+//rh5b2XOOl+Eu7x7gg8FIhTs08h7mkcZkbMRElb9c+cM/PO4MrSK0h4loB+m/ppHDstMQ3mluYaRcGE5wkIPBKI5uOb51gYVfHf6a/2+QsAdfvUxXDP4dJ9oRQ48tkR6e+0Y8AOtc/bp5eeYmO7jQCAElYlkJb4+pfBxiMaw8wi4+s6NSEVFta5KxDmdtubG27ixpob+Pj6x1rX3/jzBmxr2qJ219rZHif2cSyeXnyKvSP3YvCOwRp/E/c4d/jt8MPBiQcBAPc97sPKzgqPzz/GO23f0fp9SkRERIYt5NAhAID/n3+y8FSM6aTw9M477yAsLAwKhQJmZmYQQuDJkyewt7eHjY1Nluu0mTFjBmbMmCHdL4wZaZJeJuH4l8cRGxILAAi/FY7tfbZL60NOhwAA1r27DnPFXNzZfgd2je1weMph1B9QH2alsv6zqi4vCLsZpnX9ydkn0WV+F43lHqM9AGQUWd4UfCoYwaeC1ZadmXsGZ+aeQcupLdH689ZIeJ6Aze03Y9yFcajYoKJUdFJRnbxHPoiUToSiAqKkv4EyXZllESuz3+1/BwCMODwCRz87ipTYFHzq/yksK6mfuN7eehtV360qnYynJabhF+tfNI435swYtZN7IKP48abMRSeVn8wzilOZe5wdmnwoy9j/6fUP5ElyrGmyBi6fu8B5gjMWlV+kddvr/7sOv3/94Pevn9ryN0+y1727Ds4TndWWvbz7ElEPogBAregEAEurLcXAbQNx++/bastPf386y7izc2jSIQQeDMTwAxknwFEBUUhNSFU7wTv6xVGE3QyDx2gPNHV7Xdz5teyvAIBZMbOkk/r01IxL+zKfFMtfyXFr/S3p/oUFF6TbJSxfF61UVK+plJgUXFt5DU6DnXB39100HNIQpSuWzvJkP3MRBgB8NvqgYoOKMDFTf13e3X0XSRFJaPlpSym+m+tuwtTCVOtxASDsRhiU6Ups7bYVwaeCpefs+dHrArLX114oVa5UlsdQKjIufws6HoTzP5+Xlsc9jsP/GvxPKt6+WbzKypvPNzvLqi/TWBZ88vVnwo4BO6TbHqM9UH9gRkHq9pbbGPD3AGmdIkWBP53/xHep3wF4XfjRVnh+FZNRlEt6kaRWdAIyiu9NRjZRKxBnx+trrxy3MTU3xUn3kwAy2mvP8D3SuqsrrqLD9x3Utle9t5IikrTGvqjcIpQqVwpjTo9BpUaVpB5vf3/wNyLvRaK8Y3nUaF9DY19tVEW/zAIOBKjdf37jucbf6Y+af2CumIvYkFip6ASov78AwGOMBwb/OxgnZ5/EhQUX8PH1j6VeZc+9n+Po9KPouqQrPMd7YsjeIajYoCKeXHyCTe9tQpUWVaBUKDH6xGiN3ocqBz46AACYJ5uHMafHwKGjA7b13ga7pnbosqALDn6SUSjK6geIlNgUWJSxwB8Or3tjnp6j+Zm1sMxCtfuPvB7hxpob0n1zS3PU6VEHQ3YP0fo4REREZHgirmfkPzH37uk5EtKnfI/xpE2lSpXg7OyMrVu3AgD27NmD6tWro06dOtmuKyrWu6zH7S23c94QwMt7L7F3xF6sbrwaj889xrEvjkknoCrJUa+LC+td1mcUfbIY3uLq71el29EPo7HsnWV4fP7x2z+J/1xfeR0r6qzA5vabAQCb3tukUUzJfCJsYW2BlLgUpKelY2W9ldJy1bgrIWdCME82D/9r8D9EPojM8nG39dqG6IfRSI5Mlk5apMeLS8E+t334X4P/ScuyOtabRSfgdU+P3Lq3N+sPuTPzziDuSRzSktIgT8p4jgnPE3Di6xMaxbzMwm5oLxxqc/PPm9LtCL8IrGq4Ct6rs+55tXfEXjw8WnBjnkUFREEIgbBbYVhZbyXWvbtObb33qqxjAYCb629KYypJhchMr/EFpRdkWUw5MesEzsw7o3Xd7S23cWTaEfxW5TccmXYES+yW4EeTH7HQdiFigmPw8t7LHJ+b10wvjZ6Du1x34fCUw9JrdkHpBTg6/SgOTcq66AgAPpt9pDY/8PEBxDyKwYP9D6T1lxZfwslvTma5v6qo/GbRILPQ66FSQa+gnHA/keM2Ty48Ubt/ecll6baqV5eKatywtKTXz8PnL82eYtqKLSoymQwRfhE5xqVyafGlHLfJ/DmqKnqpqGL2+toLPpv/i/W/z9iEsASNYz299DTjONGvsKbpGlxe+vrvEXkvUu3xXt59KbWpUGZcArvMfhnS5TmPrxYTHAPvNd4IPhWM9a3Wa90mLTEN0UHR2R7Hf4c/PD/ylIq6ql6JALCu5bqM3lJtNyLyfqRU9FT1fAu7EYYXvi+wuOJirWPb3dun/vn4V6eMz9zAw4G48MsFtXWR9yORHJmMI9OPIDky4+/z4vYL/Fr2V5z67pTatqrierbe+B6UJ8lxbw+T0jelpqZi6tSpcHR0ROPGjaUxMjlDMBERGYK0+Hh9h0BFQL57PH3yySc4dOgQwsPD0b17d1hbW+Phw4dYu3Ytxo4diwULFsDGxgabNm2S9slunT6F3QzDizsvYFXZCrHBsbnaZ5XTKo1lR6aqXw61uMJidJzXEUIIPL/+HACyPL48WY7FFRej/9/9EXg4EPHP4qWika5cW3lNuh12Mwwb222EbU1btW3u77sPx96O0klJ5P1I/NPzHzSf0BzVWlVD7a61paLEm+573JcuowNe95oBgE3tN2HM6TEaxZDCcvaHszj7w1nU7VNXY92ZuWey3C+7YlZ2Qq+F5mm//Ao4EIB/+/2b43YhZ0I0lnnN9MKT808wbP+wPPW8OvvDWXSc21FjeeBh7YWL1LhULK+1XOu6t7HAcgGG7M19z4nMxcDYkFiNXoE5WV5rOabcn6Ix8Hlmj8/mvYiclYu/XtS63LamLebJ5mmueKNDmbZefUkRSWq9K/eP3Y8GAxqojQGVufih7TFWN16dfeBvKfrh6+KMTTUbtXU+m3xQtlZZqYDl5OokFQLDb4Xjwq8X0HBIQ2kMO6vKVmr7h5wO0RijCwLY3HEzHp99jEqNK2Hy7cnY3ne7VHCLDYlFecfyAADfv7X3TsvN69hvhx/u7tJ+yWVmtza87lV43+M+rq64CpdpLhrbhZwJwaEphxAVoFn4SXqZpDGOl7ZCflaDuf+vwf9QpUUVhN0Ig+KVAn3+7CMV8TL3dMytN4uepJ27uztkMhkCAgIgk8kQHh4O4PUMwWPHjsXu3bsxduxYXL9+PYejERERFR2ZzxHJuOW78LR27Vqty+vVq4fLly+/9Tp9Uo27ogvZFTHelByZjIMTD6JuX81iiC5kLiaoTiLeLIx5jPFA9dbqlznGBsfi9HcZ+84VczUGvc4s6HiQNJ5P5tmMnpx/kuvLcXTpzctigIyeDtoo05UwK2mWp5m2PCd45rxRAYsKiML+8ftzta2LQWZqAAAgAElEQVSqsPimB54PEPMopiDDKhTXll/LeaP/vE0vtqwEHQvSKGpkpu2yL11x6OAAn2DNnkq5oa1nzIY2G/Cp/6cAtF9GldnxL4/n6XGzk7kHjcz0jXGZQhPUxtU7NuMYnl15Jt0/6X4SJ91PYo5yDp5dfqY5QYSWfEcIIRUKVeO7Ze7llRSRJBWe8uNV1CsEHQt66/18NvogOlCzp1TC84QcezHmZH6p1wPov/nZoXqfqF4jKXG5u3RUm9xedlqcJSUlYcOGDXj27JmUmFeuXFmaIfj48Yz32qBBgzB16lQ8fPiwSPUgJyIiysrpTz5BpK8vXK9c0XcoVAiK/ODixZXepprO5mEzn8i9KafLAf/p8Q86z++M9799P9vHMAQvfF+gUuNKUu+1okZbQexVVP57FuTm0res3Nl+B3d33oXLdM0eGrpUmIUelezeu7m5pEzXEsNznqBBW888VSF2UflFOfZUSQzT7SQQOY03l/ny1sxUg6jbv699TMHMEkI1L9HLbNN7mzBXzJUGns+rE7NyvlRSm3CfcIT7hL/VPm/+onjjzxtZbPmazybtxUvVpZSqS1pJN4KCglCuXDksWLAAJ06cQKlSpfDDDz/A1tbWYGYIJiKi4i2r3Djswtv3libDpZMxnij/EkLz/6t1Xjy7mnVxKTt+2/1y3ObsvIxZ2vRWVCsoMhTZohMALLPXHGi6IPj/qzl+SOKL3BUY9o7Yi/se97PsUaUrWfVay1Eee/xm99o+PrPgewHlhWoss+zsHblX6/J5snlF4vKotc2197TNLdWskyraungfnX40V8fa57YvX7EUqjee5pvj772Nl/4vEfs4loUnHVMoFHj8+DGcnJzg7e2N5cuXY+jQoVAoct/jdunSpahevbr0rzBnByYi3TD4XJqKFV5KRwALT/SG3I5t9absBstWSU9LxzzZvCx/QTcURf3D882Z8rJyackl7WMAZeH2Vs0B96+vMtLxRPKYz5mam2a5b+YBvQsDk9KCtam99rEIc1t8LSrSktIyBu/Pa1E2k4OfHCz013VxY29vDxMTE4wcORIA0Lx5c9SsWROPHz+WZggGkO0MwTNmzMCzZ8+kf1ZWWV8OTERFX1pcHLY3agT/dfoZH5XobTEnJYCFJ9KDU7NP5bxREZbTDFSGQCgFvGbmPIV9dpQKpcFfNpmV595569F2eMrhInE5Hb2l/2rJWU2QAGj2kgIARapC63hYRdXuIbvxi9UvWF5rOby+zt/7H0Cexqait1OhQgV06dIFx45lzN4ZHByM4OBgtGvXrsjPEExEuhF6NuMKAt/ff9dzJEREuccxnoje0q7Bu/QdQr7lZir4nKx3WV8gxzE2YTfzP0h5QRDpRloV1IEXvi8glCLbCRK0OT3ndLazGBY1mQuqmQdKp6JtzZo1mDBhAmbNmgUTExOsXbsW1apVK7IzBBORbt3/+299h6BzXm5uKFOnDlrNnavvUIiogLDwRFQMKRXKfB8j7GYYLMpY5Lwh6YW2SyNJu7gncfjR9Me33i/8VrhBFZ7IMNWqVQunT2vOJFlUZwgmIsqvlzdv4uXNmyw8ERkRXmpHVAwp5fkvPAFAapzhXGZEpAvaZpEkIiLSmSI+1iiRBo7xRGDhiahYWll/pb5DIDJ4kfcjkZaQpu8wiKgYSktIwK42bRC0z4Bm1qSCwZN4IjJALDwRFUNJL5L0HQKRwYt/Gq/vEIiomIr09YU8Ph5Xv/tO36EQERHliIUnIiIiIiJDwl4vxZcRXWoncngdKxW8nN0YKOVy6Xbi06ds12KKhSciIiIiIiJDYCRFx6SwMGxv1AgPtm7NcpsDvXoVYkRUGDx79MCV77/Xdxg6c+OXX7CrTZsci6rxISHY1bo1Xly/XkiR6R8LT0RERERERFRoIv474b61ZEmW2ySFhhZWOFSIQjw99R2CzjzYuhXy+JyHYgj891/IExLgs2xZIURVNLDwRERERERkoIL27Mnx13UyIkZ0qR1RcRfl66vvEAoNC09ERERERAbq6pw5CLt4Ud9hUGFhkdHgPPjnHxxxdYVQKrWuZ+E4w83Fi/Fw1y59h0E6YqbvAIiIiIiIKPcUyclq91NjY/UUCRU69ngyODcWLAAApMXHw8LWVm3duenT8eLaNbhevqyP0IqU+5s3AwDquLrqNxDSCZ33eDp8+DCcnZ3RrFkzNGrUCH/99RcAICIiAj169ICjoyMaNWqEc+fO6ToUIiIiIiKDd2HGDH2HQHoiM7bCUzHv7fPsxIlcjQlkzCKL0eVmxZlOC09CCIwaNQqbN2+Gj48PDh48iE8++QQJCQlwd3dH69atERgYiE2bNmHEiBGQZ5pqkYiIiIgov+SJiRo9hIyNkZUi3lrM/fs4PXFisej5xcuyyBgo09Ol28dHjEDyixd6jEYH+D7VoPMeTzKZDLH/fQnEx8ejfPnysLCwwM6dOzFp0iQAQMuWLVG1alWcPXtW1+EQERERUTGyy8UFO1u21HcYOlXcT3EufvUVwi5eRMC2bfoOpcDJk5IQtG8f0tPS9B0K5ZPR9VbLhydHjqjdT4uL01MkelIMC1M6HeNJJpNhx44dGDhwICwtLRETE4O9e/ciISEBcrkclStXlrZ1cHDAkydPdBkOEREREREZGakXkBGe2N9ctAhBu3cjLTYWDcaN03c4BccI24pyLyU6Wt8hUCHTaY8nhUKBn3/+GXv37sXjx49x8uRJuLm5QaFQ5PoYS5cuRfXq1aV/iYmJOoyYiIiIiMiw8BTeeMUGBAAAbi1ZAoC9Zsg4hBw8qO8Q9KsYvo91Wnjy8fHB8+fP0b59ewAZl9RVr14dt2/fhpmZGcLDw6VtQ0JCYG9vr3GMGTNm4NmzZ9I/KysrXYZMRERERERUJKRERek7BCooxbDYkJVof399h6BXsYGB+g6h0Om08PTOO+8gLCwM9+7dAwA8fPgQQUFBqFevHlxdXbFmzRoAwPXr1xEaGooOHTroMhwiIiIiIiLD8cZYMBxc3ICx8FRs5PQ+jSuGhSedjvFkZ2eHP//8E0OGDIGJiQmUSiVWrlwJe3t7/Prrr3Bzc4OjoyNKlCiBrVu3wtzcXJfhEBERUREnhOClJERUbKXExCAlKgq2depoXc/PRyrqnp44gfKNG6O0nV3udypmr+vi2JNRp4UnABg+fDiGDx+usdzOzg7Hjx/X9cMTERGRARFKAZlp8UpAiYhU9nftivRXrzDiv0uR2MPJeBSHomFiaCjOT5+OkuXLY+C5c/oOh4oQnV5qR0RERPQ2RDpPsoiyo3Xa8WJwQltcpL96pb7AWAtP/71m33x28qQktfvpqamFFJDuCaUSAKCUyxF++TKUbzHhlqGQJyQAKJ49evIq6flz+K9bJ70+jBULT0RERFRkyEx4Ak2UnYszZ+o7BKL8UxXU3iisJYSEqN33Xb68kALSvacnTwIA/Netw6mPPsKDrVv1HJEOGGuhVIdOjB0L399/x+MjR/Qdik6x8JRJ+Xrl9R0CERFRsWZixtSEKDtRd+7oO4SixwhOdlNjY/Hk2DF9h1FoVL19RHq62vIoPz+1+zF37xZaTLqWFhsL4PVzjLl/X5/hkC69xWdSUmgoAODmr7/qKpoiQedjPBERERERUcFIi4/XdwiUB4/274eFrS2qZTGL9/nPP0fE9es5HsdYLmFSZnEJ3fUffyzkSApRcbgkNq/P0cD+NkII3F6xAu906YJyDRtq3cb3jz9QvkkTQAhUbd8eJmbZl16M5b2dFRaeiIiIiMgopael6TsEKgQJjx/rO4QcXfn2WwCQBg1/U6SPT66OkxweXmAxGQQDK0hk641eMMIIx3jKc+9DA+u1GBcUBP+1a+G/dq3W93R6air8//xTut/im29Qb9SowgyxyGF/dgIAtJ7RWt8h6Nwntz7RdwhERERUiC5lGg8pPiQESc+f6zEaotxTzWZn7AMO58iYCk//UbWpsY/pY8yUcvlbbR/36JGOIjEcLDwRAKDTvE76DkHnbN6x0XcIREREVIienjgh3T7Yuzf2d+2qx2iI3t6riIhs18c/foxnp08XUjQFR5GSkqvtZMZYeDLGnk75ZWjtbGA9tIoCFp6o2ChdvrS+QyDSKfc4d32HkG+Vm1XWdwhERc6mTZsgk8ng4eEBAIiIiECPHj3g6OiIRo0a4dy5c3qOkHQp5t493Nu8OdttjGXAcaFUSj19ir1c/h0O9uqFc1OnSoN1G4o7q1blbkNDK0jkgrbX+KP9+3F44EBeHmykshrTrDhh4YkyGN9nuppqrarpOwQinbOwsdB3CPlWzYXvVaLMQkJCsG7dOrRu/fqSeHd3d7Ru3RqBgYHYtGkTRowYAflbdvsnw3Fk8GDcWrw428sEA//9V7othEDo2bOQJyUVRngFapeLC06OG6fvMHTq/PTp8OzZM8ft3roAZ2AFO0UeX59Pjh1DbGBgAUdTSFRFNC1tdeXbbxH74AESQkIKNybKm5wKom+08aP/fjgqzlh4ysywPq8LlKm5KUpYldB3GAWmfL3y0u3ZKbMx4fIEAECDQQ30FRLpQY/lPfQdAr0l0xKm+g6BqMhQKpX46KOPsGLFClhYvC4s79y5E5MmTQIAtGzZElWrVsXZs2f1FSYVEkVKCuSJiTlu9+zUKZz99FNcnTOnEKIqWIrk5FzN7JbZ8wsXpNuGcFnW0xMnkPjkSY7bvbh69a2OWxx6igkhcGHGDBzu31/foeSNqo2KQVsZvRzasDi8H98WC08EIONkr07POvoOo8BkTjzMLMwgM8m433+zgX5RUZ680+YdfYdA+VDC2niK4UR5sXTpUrRr1w4tWrSQlkVFRUEul6Ny5deXpTo4OOBJLk5kybAFe3ri7oYNOW6X+PQpgNzPkmboznzyevIYYzrZkyckaCxL07LM2KW/eqXvEApM1H+znxnT6zQ7b9PLJ2jXLh1GQkUBC08kMYRfifKtGDzF4mjkkZFal1dqVKmQI6GCVMKShScqvvz8/LBnzx589913+TrO0qVLUb16delfYi56zFDRlBodjbT4eO0rM+VwT728AADJ4eGFEZbOJYeH5/qyQZGebtQn9cdHjNB3CIXu5a1br+8YeNs+KWaz2F2ZPTvX2z7YulWHkVBRwMJTMTP8wHC1+zW71MRkv8l6ikaHsigwmZU0K9w4qFBkvrQyM2NOPo0V24wow/nz5xESEgJHR0c4ODjgypUrmDhxInbu3AkzMzOEZyoqhISEwN7eXutxZsyYgWfPnkn/rKysCuspUAFQ5KG3h7H1dPLo0gUHcjEmEgD4rV6N7Y0aScW3omx327ZvfTldPKdkN37FoSMAFUssPBUzdT+sq36/T11Ualh8eoWYmJpgjtLwxjygPGINgwxQybIl9R0CFQGTJ09GWFgYQkJCEBISgtatW+PPP//E5MmT4erqijVr1gAArl+/jtDQUHTo0EHPEZMuZB5QXJGcbPA9PnLL948/1O6nREUh+r/LlHLj/OefF3RIBS4tLg6Xv/02X8cwxAHk86I4/Sj17NSpPBWcjYkiJUXfIeRbbECAvkMoclh4yqS4fKiVrV1Wut18fPPXK4yowC6TyeDY21Hr1OzF4pLCYiarNjW14EDVhqa6S/W32r7VZ610FIn+1OxUU98hUBH366+/4tKlS3B0dMTYsWOxdetWmJub6zusIiP8yhWEHDqEY8ZwWVKm3DQlOjrLzYwtt/H/80+NZUeHDJFuC6USjzw8kBYXV5hhFbj8Xg65q5XxfQdqs71RI6SnpRWLc7Xby5fjxi+/6DsMvTKGwluclpkXlcV89lled1QMTfKZhF+sMz7QLKwNf/p1bQZtHwS7Jnb6DkNvqrlUQ+jVUH2HUXjeyLeHHxwO+3b2MDHVrK333dgXnuM9CymwgtFjeQ/Ik+U46X5S36HoXOORjbHPbV+ut3fs5Yhry6/pMCI9MK7zRyogZ86ckW7b2dnh+PHj+gumiAn29ERKVBQajBsHADg1YYKeI9INy6pVs1yXnpqK8CtXULl160KMqPClp6XBtEQJPD56FFdmz0ZV9vQzKulpaVmuC7t4ETITw+kz8dTLC1fnzsWgTLMu5tbb9O7Tt/S0NOxycUHDjz9G408/1Xc4RUZccLDGsvjgYJSsUAEWZctq2cP46fzdm5qaiqlTp8LR0RGNGzfGqFGjAACBgYFo27Yt6tati5YtW8LfgN5ghq6EVQl8dO0j9P/beGd4K85FJwCwqlw8xvDovqw7ptyforG8bu+6KGlrPJcruUxzQaspxeNXzcy/2r87+d0ct6/drbYuw9ELEzPDSayJClPyixdaT0wvf/MNbi1ZooeICl+sll/RVYyx4CaUSrX7fqtXAwBeRUQA4OUsxiZ4//4s10Xdvo2zBlTYOP/550iLi0PAtm0a6/7P3nmHRXF1f/y7sHSkSi8iCorSFFAURVFQsQRRo6hRsCvGXmJ7NSZvSPKLL9FojCVGoyaW2GMssQRb7IkNsaAioigIVpQ+vz9gl+11Zmd3uJ/n8XGZvXvn7N4p954553sKLl5kwSJmKH3+HNXl5bj+/fcAaFK5MITINiU23pEhll5w6RJ2deyIzNWrmbJKr2E84mnOnDng8Xi4c+cOeDyeUAxz3LhxGDt2LFJSUrBjxw6kpKTgIodOQn3HI8IDHhEebJtBIGhF5NSaJ7svH75k2RLm4RnVvzCYTgs7oeBGAW7+dlNuG66llxAIBNlUlJRgT5cucAwKQvetW+W2E9VE4iJlL7l/vxPl2QXxiFZJx9u7/HxdmkOgCXkO1ApFVTcN9H7/vrCQbRMYRVn6Y327ZiniWa2v49ry5Sxbwg6MPlYtKSnBunXr8MUXXwgXB66urigoKMClS5eE0U/9+/fHo0ePkJ2dzaQ59Qav9l5a99GweUMaLCGwhYmFCaY9mia13b+Pv4zW9QwDeIgiExXnWxOzpCPADI3Yr2PR75d+AAAzG26mAyvEUI9RLRiwfQDbJhD0HMGCtOj6dbltyl6+xN64OF2ZpHsMIQpAC15kZUltq3z3Tuzv+vSwQW09IwM6Pt7k5LBtgs7QKD3QgI9zScsNKW1QLTQZIwM6R5mAUcfTvXv34ODggLS0NISHh6Njx444duwYHj16BDc3N/D5NQFXPB4P3t7eyM3NZdKcekPExAjMeDoDs57PUutzojfz5Ixkus3SKxp3aYxmHzSDUwsntk1hBh5g42kjtbmBRwMWjGEedSaihipMKUuvShZccBpHzY5C0JAgpe1iv47VgTW6x75p/cv9b/lhS7ZNIHCAnVFRbJvAOK/v32fbBMY4OEDaAS0lxmvAC3K1MdD5ijYomqMZrNNRA7vLXrxgwBBmMNhx0RYNzs8np04xYIjhwKjjqbKyEg8fPkSLFi1w6dIlfPfddxg0aBAqKytV7iM9PR2enp7Cf28VhWBqC4eu79Yu1rB0tNTos837Noe1C7c1goYfG46kvUkYf3U826boBM/IukphDQMM3zGhiLhvlDztNrDzPGJiBADA2NRY+XfjIJKTUFH9MqeW3HEcN4puJHwdvSCaRUsIBIK+YqgPTrQha8MGtk0wGCT1sAyNvL/+Qs7vv7NtBu1o4pjhUnpafbhuvXv2DG8fPVLarqq0VAfW6C+MOp68vb1hZGSEoUOHAgBatWqFxo0b4+HDh8jPzxc6oCiKQm5uLry9vaX6mD59OvLy8oT/rK257RChA5/OPlp9vj5cIATUFxFfvnmdnBvXv3P7me3ZNoFWRIXyufbdVME50Fnsb9dWrnV/cOhS5RJaN84mFiYsWkIg6B9vcnNpFWNVZYFA0A8kI7zyjqlX3fXZ+fPIXLuWTpMYQzK6S935+LPz56W26UtZ+pL8fDH9Jlnf7eTHH3NTLL6eRQRxaGqmGJFx3dOlC/b16MGiMYYBoyvQhg0bomvXrjh8+DAA4MGDB3jw4AGioqLQunVrbK5Ve9+5cyc8PT3RtGlTJs2pN1g5W2n2wfp1XeQcsiKZhhwYgqGHhopvrDd3BNkYmmPV0Oylm7aT2mLw74PRYkALAOIph4b423z050cqtWs3s53UtknZk+g2h0AwCI6NGIG727bJfO/xiRNq92dIC4TCf/6p+0OFa97lr75i0BrdUl1ZqXUUz7GRI3F16VJUV1XRZJXu+HvWLLXuc5JOpuKsLGwPD8fNn36i2zS12Rsbi91dutRtkPheT8+eVd6JoTpwNLCbEjley1+9QkVJCZ0W0YrSY9QA52oqIeN7GeK8VJcwHvqwatUqfPPNNwgKCkLfvn2xevVqeHh4YPXq1Vi9ejX8/f3x1VdfYf369UybUn/Q8rpcb3N1DRzLhnWplYIx9Iv3Q9PuxKErBrkn6C2O/o5S24z4RvDv7Q9jM+OaDaKXJwMcyyZxTWRu55vzEdAvAL6xvgCAbt90k2pjYkkioQj1k3e1FZFlkblmjQ4t0T0Foo4nFbi9aRNDluierSEhUuLiAlRxSL1//lz4ukpPIn/UpfDyZZXbSi56BRFQd379lVablPH++XNcW75cyhFWqcB5cnz0aKbNYg1N1lWi0W872rfHb23a0GkSgSEM9TqjK/jKm2iHr68v/vrrL6ntzZo1w1lVvNsEnVPfvLU2njZ4nfeabTNoodkHzXB7322FbVqPaY1DUw7pyCL6GXVuFNZFrlP7c+b25ih9UcrZ49snxodtE5hFxrBxaSxDhoVIpRVKwjOSnrw6tXBC4U1ul2omEJigoqQEJlYaRoizBJd0XwRQFIXCy5fhEBio1ufKX71S2ubad98JX5+dOxfRBljCXK1UOXn3RB3fK88vXIgnJ06Ab2mJFqNG0dZvqYgjsT5TUVICvqWl3gYKXP32W7ZNYI2cP/5g2wS9httiL2oiuYhpPbY1EjclsmSN5shanBDkEzY+jG0TaIHH48GxeU3EiIOfg9x2bSe31ZVJjGDjIV2tTxX09QZNF71X92bbBI0QpNABgFeUl9x2Fg0tAACWTiJFE7jjdxLTYZOFiZWJzGu7fx9/pkzSGRqnhxMIWqBv5dyrysvxOCNDuoqbyNz0ycmTOraKefJPn8bR5GRcWLyY9r4rRYR8844fp71/naDO3EVPHsa8LygAAJS/eUNrv9m//UZrfzqDxvnnu6dP8VubNrj0+ee09akN1ZWVuLVxo9i2/DNnWLKGffJPn2bbBL2GOJ4U0Gd1HwR/FMy2GWqj9QJbP+5bOoMrDomGLRqi86ed0XdjX3SY00HsPUmnar1M2REMs4Ed36ZWpiq1E9U+Mih4wLAjwwAodorGLI5Bh7kdEPd/dZX9uBTxpIzB+wbLdDyJptgaKj2WGY7eDoFD6Nm9P3PtWpyYOLHeVXF7de8eACBn3z6WLdFPiq5dU7ltVXk5g5aozousLADcmV/TjTZzl+e1x4M8zTtdk7N/P+7UajbL49mFCzqyhn0eHT3Ktgl6jYGuVAiitJlET94vuUEYJg5+DkjclIhu33SDiYUJQoaFyI2eEIwxVW3AC3YNDlPTBqYG+d3bz26PloNaKm3XcUFH2DW204FF9MPj8eAb64tF1CK4hrrKbWduZ46uaV1h6cjNiCdFDD82HI27NJbpeIqYGMGCRarh0FR+5KUsJt+fjJFnRjJkDYGrPL9yhW0TaEGwWH959y7LlugWSgPR78cnTuDmjz8yYI3+cf3771Vue/4//8HjjAyp7Yo00pjk6dmzKC0u1uk+K9+9wyuJSohsI7m+uvzllxr1c33lSpyeNo0Ok2hDlfTfLA3E7UuLi1GSn6+JSQbPu4ICFN24wbYZjEAcTyqQtDcJDZtLVwzTF4xNjTHlwRS2zdAZTi2dFL7PM1bPM2HoURPeHb0R/FEwTK1Vi4wBDPs7m9mYwdjUGAH9A1RqP7NgJmbkzzDIqo1xX8fB2MRYYRtjM2N0+byLwTqOnQIVn8+KMOTjWAoVhk/S8WTvaw8TCxP0XNmTIaO0Y2LWRMx9M1f4t623reyGtV/LvrE9vNrLT7ckEEQ5OWmSVhXcHuzdWy+cF1KpeyxRWVqKezt3SomFlzx5onZfJ1JTVWqnT/dFRWlnu6KjadtPzoEDwtfvWF64F12/jj+HDJH5Xm5txXO6OZqSgj/69EHpixeM9K8JmRLXmTu//KJRP+o4IZmk5MkT3Nq0idE52IGEBOyNjWWsf22orqhAcWamWCovneyJicHhQYMY6ZttGBcX5wLNPmiGZh80w2Ie/fnndGDtZg07H8OMdtAE9zB3FGZKi+l6tPHA4wuPYdeI+79F8LBg2HrbwjPSE427NFb+Acl7g4Gu16c+nAqzBmaYXzpffEKpYG5p5VSjH2PnY4d3he9gZmPGsJWqkbA+AXtH7NW6nwWlC2iwhh0G7R4Ev55+mndgoMexuggmd5KOJ4E2UsSECNzafQv3j+jXU14jvpGYQ3z4seFY0WyFdNRhPRlHAn1QFKW1Zs/t2vSQFvpWTYvmxdybhw9BoSYSpGEwe/IRN9euxY1Vq/Dq3j20nj1buP3u1q2s2aRLFEX+lBYVMbJPfbi0vn30SOZ2phxPxZmZAICyFy9gbm/PyD7UhalKZ++fP4dFQ90HRhwfPRpvHj6EbRPZVXrppOzlS5jZ6de6bke7duqJ/hOEkIgngsEhT4DYykUzgVp9eiKmKokbE9Hlv13g39tfPb0mw/uqYggiJjQZs0G7BiHm8xgEJqlXOYcpQlNCxf7mGfPg2MyRJWuYJ+Jj6ZSw5n2bw9hUcUSXIrgU8cQ3U/AcqPZriv5W7We3x4BtA4R/R82OYso02jDiG8HC0YJtMwh6zJ1ff8X+Pn1QXVmpsN3hpCQdWaQ7JO9rFEWh4NIlVJWVadUvhZrogT8HD9aqH215U+uAePPwIat2sIWupl/Pzp0Tpijp65SvWoP0Sn2FzXnI7k6d8DI7W+f7FZzDFTSLx8tCMkJSHyBOJ8l4LVEAACAASURBVM0hjidRuLOG4TQmVnWOluBhdU/vmsY3BQA08GigVn9cWrwqpfarho4IVdxOz5hwYwJSTqRo1YeNpw2iF0TDiK+flz3vKG/OXoM+efEJ4r+Lp79jDvxeqTdT0euHXrDxlF+tUXCN4pvxMezoMEx9OBVxX8fJT13TV3iQPWb6ujoi6JxLX3yB1/fvC6tiyaOYo/oXopydNw9Hk5Px6MgR2vo8nJSEK+nptPVHoI/bGqZfSVJaVIS9cXHKG+qQzDVrhK/LXr5EFUMpSmLoYG6ftWEDtgQGMqZjVVVejgf79ytsI9CG4ypGpqrLiBD0H/1cgRkIUZ/o/xNmTdB3R4zoU8GYz2OEr1uNbIXohdHov6U/G2bpNxILO0MrX+7c0hmNohuxbQZBQ8ztzKWe5sd+rX3uviEJxcvDKcAJ4ePDZb5n26jGsWRuay7c5tvVV6bDSZ+v2/69/QFAXBieQJBANHXu7Lx5Oj2m93bvjvMLF+psf6pAW5U3kd+x6Pp13Fy3jp5+tYCiKNxct04jfSd1eHLyJKP908nltDT6OtOz+8HVZcuEr6srK/Hk1Cnmd6qD3+Dfb74BUHNeMcGtn3/G2U8+Udgm66ef8OziRUb2rwqSUU/aRmgSuA1xPKlB4uZEsXQRfSlJr5LGjyoYylNnUWkfkcUs34yPmMUxsPGQHzlQb9GvOQjtCBxp7Wa2Y9kS7dBn5wEdzH1bJzStVWqYoVyrtGTEqRHo82MfuEe4s22KViTtTcInLz+RWwDBJdhFxxYR9JGTkyYJXxdcvIjcQ4dwY9Uqxvdb9vIlSvLycG/nTsb3JeDxiRN4ceuW2LYXd+4A0ExsWxHlr1/T2p+miM7X8s+cwZX0dMYjc9j47keTk3Fj9Wqd71cm+iolwbW5DkPf56GIULw8Xt65g2MpKYzsXxUkr9FHhg2jtf+nf/9Na3+GBBfXBMTxJEKPZT1gbCZfbyR4aDB6Lq+rHqQPBwTPmAe3Vm70dsr+11IZQdqdaQMSiqkStXMQR39uaQnxzfhYWL0Q3b7pxrYpmqPi/LBJd+bFHJnC1IqZ87TtlLaM9Es3fr3UE1K39bJF61GtDVKHThSeEU8YtSV535z5bCacAjSvbEjgLmdmzsS15ctBVVczup87W7Yw2r8sTqSm4mD/uuhsiqJQkpcHAHh+5Qqt+7q2fDmt/WmK4Nx/nJGBuyz85rqi4NIlXPvuO+k3DPw6Thc8Hk8n6yddLmUEmlUVJSW0RvxQBqiFJRB3p4uzc+eiqrwcecePo6q8nNa+9R498DPQDXE8ieDf21+9ClEsHw+x/xeL1EzVSsqqgqEsbkTttHS0xNBDQzExa6LmHRrYeZ20V3tR1aAhQbT0o08YyvGrEBWORWMTzcW4uYZg8urUwgAcFzxgyP6astJcc/zKQpaYvCwMLe2XQGAEBhcYBSym4Yjy8I8/hK8fZ2SwZwiBVW5t2sS2CbRzavJkAMBvbdpgZ4cOyP7tN1pE9NVx0BXfvImHBw9qvU995OaPP+LkpEnI+ukntk3RKfoQ4EI3xPFkwETNikLDZorLaLYY0EJH1rBH0+5N61V6XbMPmmndB8+IR0s/BHqx8eL+cRzz3xgMOTBEqz4knYwhySHgGem541Fk/tBqVCsAdRpOXEReWh2BoC739+5l2wTGYXKBYefvz1jfBNXhxMMxGsg9fFilFDJteXX3LuP7kEXlu3e48OmnOJCYqNP9HvrwQ5yZOVOn+yx78UIn+3l5+3bN/7XpyLqCoijs6doVV779Vqf7FTGAnf0yCHE8aYBHGw8A9E0UWg5qSUs/sui/tT+SM5JVauvTxQcA4NvNlzF7aIHme7fBVYbSAGXHatQcbgrlGxI8Hg/9fulHS1+e7Txp6YcOwsaHif0dPT8afvHqpZzJpfaw5pvx0fWrrvT0SSOOzeoim8xszISvmVhkNnCrqebpHu6OBeVqRO7qGu7NowgMc34Bs8fz9RUrGO1fEl0/xW7g7a3T/RHkwIbjSU+dXboQF2fSCbMzKgonp0xR2IarItvvCwuFry9+/rludsrScUxVVeHd06e4+eOPrOyfixDHkwaMOjsK80vn09aftZs1bX1JYmRsJIyKUvZ0PTQlFB/f+RhtPm7DmD10QPtTI/28LzOCvN/Op5OPbg0hSEFRFBq4NUDk9Eit+2rclaaCAzTQ+4fe9HdqIOfs0ANDha/7buwr9T6d1zLnQGcMOzIMH/35EW19akNEqmqpdgRCfeOlhKg4AEafbBNfb/2kuqKCbRPkoyPna+W7d7T3WVFSgrKXL5F39KjYdqa16PQF1qJ/2IDtiCO2988AfLYNMER4Rjzwzej76ehafAzcNRDVFdIXPmtXayRnJCvVQeHxeHD0q3tCP+bSGLwveo/N3TfTYp++Y2RiJPP30xdiv44ViqkzQejIUFz5iV5RU4L6dFvSDRYOFmjet7nM90Wfliftk63T5dXOixHbCOphZmOGXj/0wsn/nkTzBNnjSSe+sTXRqlUV7AuS2nrJftARPiEcp77QQSltAkFPqZLlEGBwgSFrhlldUQEjE/2ozFxv0HHUxtbQUDi0ZC6jQlPe5ubqbF8VJSXgW1rS26mcc/WRhCOKDl7fv097n9pSzaLAd5GEcPnDgwdxa+NGxP78M4xN6U/vf3r+PO19qgNFUchcuxZmtrZoOnAgq7bQhc4intavXw8ej4c9e/YAAAoKCtCjRw/4+fkhMDAQJ0+e1JUpnCUgMQAtB8q+yfh08oGVk3oiru5h7noj2tt+Vvu6P+gOeNLTUOSAfgFif0fNjkKbidpFoykK8U9Yl6BV3wTtEByHPB4P0fOj4dzSWXbD2iEMSQ5Bsz5ydLr085CmHdHj2TtKD9NJeED4+HBMz5uu090a8dW7tTfq1IjW/buHu8t9L+bzGHzy4hNa90cgGCqltRopTKbfvX3yRGrb1tBQ5B4+zNg+CUDB5csoyc9n1Qa6K4wZGnSfV5lr1iBTTtrVu2fPaN2XvsJGJJ1gHAWVPwWcmTkTRdeuMabnVfr8OSP9qsPVpUtxYfFits2gDZ04nnJycrB27VpERtalkMyZMweRkZG4e/cu1q9fjyFDhqBCn8NCZUHX9UyPF4kNPBqwbQIA8cpH+uooopPJ9yej/9b+yhvSBBOT3sZdG9OmWcRVzGzrdH/ovA4InMxcrZ5mbFpT2U/0WuDV3gszns7AsCPD2DJLiENTBwCAiYXsiAJBxCxTEYw8Hg8Dd6n+dMy+iT2t+1ekGcfj8WBuZ07r/rhMaWkp+vbtC39/f4SEhCAuLg7Z2dkAyAM8LnB85EgUZ2Uxuo/SoiKZ209P161DvL5xdPhw7I2NRVV5OaorKurF3FXvoHlue3XZMtxcu1bmewWXLtG6L02Rd77TBRORXcqgqhRHcXM2zZGDqXaMO56qq6sxevRoLF++HGZmdYus7du3Y/z48QCAiIgIuLu748SJE0yboxJTH07FpLuTlLajY7E+/Yl+3/h5PB4WUYtY27+gyhdFURhxagQmZU/Sa0eduli7ytb3sm9sD2MTY9r3p8uJT9i4MAQNCdLZ/nTB+Gvjae1PrColjfcX93B3JG5OVLmwgKGRkpGCgP4BUlGB1i7W4s48lhj37zh8fPtjmFjKdiy1HtMaoSmhGLiTudDpgMQA5Y0Ygs5UdAIwduxY3L59G1evXkVCQgJGjx4NgCMP8Oo5L+/cwaEBA5hdYHBw8WJIbI+IwM6OHVH+5g3bpnCS4sxMVLGY/iVAUvOJLV7VPpjgFEquYYw5nli+dlZXVrK6fyZg3PGUnp6OqKgohIXVVTYqKipCRUUFXF1dhdt8fHyQq8O8X0XYetsKn1gzjaASEUE2oo4S7w7ecGjC4LiwcH0Zf5VeR4Y+oa2Ti8lFuaa4BLnQ2l/gkMC6P9T8uZT9vsFDgzl7ffFo44GBOwaCb66fDg5Ta1OF0WamVqZIWJ8g7njkCJHTItE0vinbZnAGc3Nz9OzZU3i+R0ZGIicnB4B+P8AjyEdWCfLcI0cY29/7ggKV274rKMC/S5agoqSEMXv0gZwDB/D64UOd7IuqrETFmzc4lpKik/2xDROC3vIouHQJhwYOxPlFch6Q10On69Nz5xjpt+j6dZTISNvVBY8zMqS23f7lF+Hrs/Pm6cwWXUaK3t60SWf70hWMOp5u3LiBnTt3YoEWpXDT09Ph6ekp/Pf27VsaLdQOupwgmizQ/XrRVI5cj2kzSbaeEZeq2ommEDKKknsvI5FQWnTJt+DDtZWr8oY0wreQ7cRo2Jw550DkFPUr2Om6FDfB8DE2oyd6slmCHE0xEbqnd4eRMSmYyxTLli1DQkKC3j/AI8jn1oYNUtvOfsKO7ln2jh1if19YtAhZ69fj9mZuFpW5v3cvzsycib9nzcL+nj11um9rbz3UIWSACh06nq6vXAkAyNm3T2f71HeYSoU7nJSEvXFxjPStCZfT0oSv39Q+jKEbWbNtXWrjvWA4DZsNGJ0dnjp1Cjk5OfDz84OPjw/OnTuHsWPHYvv27eDz+Xj69KmwbU5ODrxlXJSnT5+OvLw84T9ra9mpSWwQPCyYno44lDpGFwH9A9BpYSd4RdVU57L3FdEgofv30rN1fGpmqtS2+BXx9HQu57djwpmhqTNrUvYkzH0zl2ZrlBMyPETm9olZE3VsCfuEjQtT3ohgMMR/R9P1g8AqaWlpyM7OxpdffqnW5/T5AV59RJW0EF09YBBEElRXVeHggAF4UqsTVsHRtLBz8+bh4cGDwr91maLlGBiovBEH0KWkwzOJqmNcj9RTBZ4x/TIdBKDoxg3kHT+u032Wc/BezajjacKECcjPz0dOTg5ycnIQGRmJNWvWYMKECfjwww+xatUqAMDFixfx+PFjdOrUiUlzaEfdp7ohySGIXx6P4I9ocFjp2Flibq+eGCzPqObG0352XTW6kGTZC3sBooK0A3cMhGVDS/RZ2weDfx8speWiKxoGMJ8K8/Gdj9G4a2MAgHOgs1glweaJNSXYPSM9mTWCgePJwsFC7c9Yu1nDoYkDjIyNGNG4EiCv+qMqNO1Rk0bk38df6r2puVM17ldfsHazRu9Vvdk2Q2NsPG3YNkFvGHlmJFoOaim8vhAMlyVLlmDXrl04ePAgLC0t4ejoyIkHePWNqvJylUSIf2ujXQVbVRGURi8rLubk03Vl6DJFB0RcnFEODhiA/X36iG2rjxHiPCP6lvZ5x4/j3q5d9fJ3BIDqsjLh68ODBuHkJOX6z3TyjKG0STZhLR7+66+/xt9//w0/Pz+kpKRg8+bNMDFhpsIP2wgX4BTQ5uM2SNyUKLct4w4GDRl/dTw6zO2gUtvQEaFwCVZfCyd8fLjUNlMrU/j39hd7gmIoqXZjLo1RSaTe0c8RXu29ZL7X/9f+GHt5LNzD5Jcn14bkv5Lh39uf9oVp79W91S7R7tfLTyy6yMbTBp0/64zR50fTahsA8Iw1H/SQlBoHqiwHsq2XrdQ20wamKvUrrwKaFIL7PwPH7dw3czH1oebOMxtPG0y+Nxk9lvWg0Sr1aODWAFNypmj8eSZTK3WNV3svDNg6AEZ8xbd6c1vlDxbMbM1odVBPfzId0x/rd3ENfSE9PR1btmzBkSNHYGdnJ9zOhQd4hkDB5cu4v3s3LX29uHVLpXa60snJP3MGAFBVWsrofnSlp6QuuSLRT3SgaIF+d8sWWvfFNtVVVXj7+LHU9qdnz7JgTU1a0vtnz8S2Za5Zo/MoFbZRJeKJoig8PHgQZS9fKmx3ctIknP/Pf7ClnkTrSXL9hx/YNkFIweXLnDiWdep4ysjIQN++fQEALi4u+PPPP3H37l1kZmYiJiZGl6boFHlOBQECR4p7hDtGnR2lWqc6fnBi62UrjL5RRsJPCcKIJ9GFSosPW2DEqRFyP2ftUvMUNnKaYt0bgXMu9utYlexRhqlVjWPA2k36KbA2Ti73MHfVRerl7IZvzodbazeNbRAgiAKxchLXlPLp7IPBvw+mrQpV8LBgTH88HWFjw9T+7fx6+UktgDv9pxM82njQYptSeMDs4tlKmwUOCsTct3PRcmBL9FrVC2MujVGp+w7zOsAtTP5Ytpms5hNuBq4BptamUpFmZjaqVYnz6eyDaY+mwd7XXqGwti6wa2SnvBHN0HGeskWnhcqdFfIq9GlKA7cGaODOTfF7OsnLy8OMGTPw8uVLxMTEIDQ0FG3btgVQvx7gscnR4cNxTgutUlFyfv+dln7opKq8HPt6MPOw4MKnnyJjwgS8ffSIkf4J7HFx8WLs69YNxRKRcn+zpFcmi+zt23UepcI2qkQ8PTt/HmdmzsSJiYYnJfFOwrko4NIXX9C+r9Lnz2nvU1OODh/OiWOZKIDqE+o8Tdb3qEcZi2L/Xv7w7iBfXJFvzsfC6oXont5dYdfWrtZYWLUQUbOjFLZTFf8+/oiaE4Xhx4bT0p8ykvYmAQDil+tOdyV+RTxi/huD9jPbK2+sBYkbE9VaTIan1kW56VIXQEDzvs3RcX5HAIB7uDss7C0w8u+RSj8ncFaGjwtXORrN3tdeoWNZVQePg1+NM9PORzfOlcjpdY7gVqNayXVAizqCDTksW1Pb/XobbsEHczsVUqkNd0gNGk9PT1AUhXv37uHKlSu4cuUKztfqmtSnB3hc4cXt22ybIEXV+/dS296JpHBqQ/Zvvwl1o+oFBnzvA2oW9aqWpn9QK+j98s4dJk0iqIkqc+nS4mIAwPOrV5k2h3ZeZGWhODNTavudX39lwRqCuhDHkw4QTOpNbWSn3AgqDklWHvKN9ZXbJxsLO3UcA4JFsaWTJdwj3NFqVCta9yGMqKIBI2MjxH4ZC0c/ZqM0ZhXOQurNVDT7oBkWUYvQ5mPdaDgAgKWjJaLnR6sdtbCIklOiVgKvKC+NUpR0VtVPAZ0/7YxRZ0eh1YiaY9SrnReafaC8epco/bf2R9K+JNlvipyqio5bVY/9rmld0WdtH0TNosfxqgxRu5wDneVq2+mbs2nclXHo8Z0GT/FFvoZfLz90XtwZvVcbruaVxkgcji0GtmDHDgLBwKEoCs/On0dlaSmg4qJel8i6dpe/fk3rPjLGjaO1P32DoiiUFhWhuqKCbVM0pjgzE3u6dME/X3+t2gfqkWbV7V9+wb9LlrBthkqUvXyJf5csUXgsGgnS8fRs3qYKDw8fxqGBA5W2q66owK1Nm3AgMREVHBTpNlSI40lLLJ0slbbp9r9uaDO5DWIWy34a2W5aOwQmBaLvhr5i2xUt5OiK9lEHdRaWvVf3Ruz/xaLtpLYYc2EMPvjxAwYt0z98OvtIbbNsaAmnACfpxhxgxKkRSL0pXY0PAGy85Is9i+okKdOhoRNRZ4oR3wiekZ5iTqEPfqo5XqP/E61Sf4GDAtGsj2xnVfnbWvHWV2W0lJk3tTZF69GtwTdXLT1yYfVCLCiTnyZiYqW6M5KiKPmRPSKXB9fQmhLvqurCMYFriCvaTmor/Hv6E9X0hFxb1ZWnH7J/CDot7FSjb6SE0JRQzC6ejWmPpqlvLAs06d5E4fvd07uDb8HHwJ0DMSl7ktJIVAKB6yjTQ5HH44wMHBs5Ehc/+wzVeuh40pWeFJe59t132BUdjZvr1rFtikqUvXyJX1u2xN2tW4Xbim7cAFAXySSKQoeaATovJKmuqlK4xrmcloas9et1aJHmvH30CFnr12NraChu//KLzDZ0CpDrmicnTsh9r7qqSvj67Pz5+Oerr/Dyzh2hlh1XeHXvHt7rURqgOhjukacnTM+bjjmv58h9P3phNKycrRC/LF5ulS8LBwv039JfSg/IPVx2Cs/0J9NlOjb0CUtHS0TNipK5OI76RPdOM43R8IFO35/7Km9kIDgHOSt8P2hoEHg8ntyIndHnRwvTCwHxlDJRZxPdGjLaYOloiUXUIsR8Rl/qipEJO5dbHo8HY1P5YpPKnKGNosVF4kOTQ5Xus4FbAywoX4CuaV1VM1IHGJsYY8L1CUrb9VnTR2kbScZfHQ/7xvawsLfQy6p6lo7KH5BI0sCjAea/m4+AfgHCSpOWzrL7EThtuSTMTtAtqqb36IJn58/j708+kVps74zSbO7y+sEDYb/6GPF0f+9eqW2v7t9nwRJ2EHUoahq5e3/PHgCGk7pU+O+/AICLn38u3CY4ByWdEkU3bmBraCju7dwptp0NeQS6KbxyBVVlZdgaHCwloH1361bc/OknndnS+8AB2vu8nJYmfF1aXCyM/FFFgFyXeHbponLb8lev5L5XVlyMzDVrsDcuDg//+EO43chUOuNImcO9urJSZZt0zR8ffIDdnTqhqrYqqSFBHE9aYmxqDLMG8p+Gy4tyUsTct3PRe01vdF7cGR/f+Vjq/QZuhi3IGvtVLFp8aBhpG5reWG2966qbJW5ORO81hpuqM/zYcAzaPUju+wLNIXk0cGsglromd2KnwzmMLtPCBI47y4Y1i/Yey3roRepWyPCa6nwNAxQ7C5wDFTseBUj+ppIi5Wwx5uIYxC2Jg2VDSzgHOqN5X8VFEmRpbSm9Duj5/NvU2hSfvPgEC6sWatWPvIcnjTo1Qq8femHY0WFa9U+ov7y8e5dtEwAAbx8/xrGRI5Gzfz+enDqFgsuXte5T9PqhbynJAFAtY/HyLj9f8WeqqvD82jWFDkNDSTsrefIEAFD4zz/YEhiIJ6dOqd9J7RjrkwNVEbLsLHvxouZ/icg+QSWtWxs3im2vEpSaZ/CYbjJgACP9vsjKwh8JCTgydCgufPqpcLtA+wioccpd+d//GNm/LGwaqVcJWl12deyI32oLU7wvKGB0X+oSsVC7uYkAIxMTXF22THhOCzA2E5/X3Vy3DtsjInB/zx5UV1biaEoKckQcfxc+/RRbQ0JosYlJKt68QfmrV7i6bJlCh5w+QRxPNKGqMLAqmFqZImxMGPhmfMZ1h9ji5m832TZBI7w71omjWzjKXoRJEjw0GGFjwpgyiXGsnKzEFuspJ1PE3te6Il7tnJwLT89kMXjfYHRc0BEtBtQ4W9tObouwsTKOBx1//T4/9sHs4tmwbWSruKGqdunfegpATeRo+xnMiurr63cXxdzOnFZtPEnCx4fDxkP/or0I+kdlaSnOzpuHl9nZwm36smAXXYRWlZfj6HAaio6I3tv00PGkiTMs66ef8OfgwcjesUO47V1BAV6JjOnlL7+kxT7Gqf3+goge0fSk6ooKnJ03D+8LCxV2IXSy6eH4yoISSUkScP377+U0rvlO8tKzmHIw2jZtiraLFzPS9+HBg4XH6rMLF4Tbi28a5tpEXXIPHxa+1pdrr6qY2sqfsxrJqeoqqllX+M8/uJKeDgA4N38+3uTkoODiRfw9a5awTfZvv9FkrTiesdpXYy9/80b4mqquxtVly5C5Zg2uLFumdd+6gDieaCL1ZiqGHhrKthkGg72vPdsmqIbEOm3EyRFI3JxY8/rUCNp2I4iQUjW6hE1MLCQu7GquZUWjwbjIR39+JPa3nY8dunzeRXkEkI7nqzweDxb2FsLIp2YJsjWqxOw2jDk1QQMm35+MSXcnofu3NVpO3lHSFUjlVazkqtOYwAwP//gDD/buxYkJdamvRdevs2hRHU///lv4+taGDVLvv87J0bhviqL0c5GnprOkuqoKN1atAgC8uHULAPBg/37siYnBHwkJwnZ5GRm0mcgk1VVVOLdgAZ6eOwdA3MFyevp0PNi7F7s7d5b7+az161FWGymjjxFtAt7k5uLl3bt4duGCWsehvBQ8AUylJMVLpPbRiaizTLSCY2VJiVRbeTpJTBDxn//oZD88ft0DY7ZSytqIOBXNHBRnTogSkJIi9z15KYRnZswQvj4yTDwyu1qGE5YpApKTte7jRVaW8PXhpCRhhGJZUREeZ2Qgc+1arffBJFqGKhAE2HjYwMbDBnFL4nB983U8vaK4FK1fLz+lKUoCzGzMUPa6DImbEuWmOhga3h298eL+C7bN0IjgocEIHhqsvKEahCaHwtjEWO7inw3cwtzkvmdsZoyqspqLtWuIq9x2sohIjcCBiTUhrabWpnXODB2uXZlcKDeJa4JF1CIs5jHzpI42an8CRz9HLKxaKBUNMzFrIvL/yVc5mtPazZpuC3XChBsT4NzSWWy8XENdFR7/AND1q644NudYzR8G6HeRFP23b1zzMCByaiTaTmkr8xyJmBABI74R7h+5j9t768rC6/Nii6B/CBZ9le/f42V2NgovXdJLJ4XoglTA6WnT0HP3brX6EUbL6KnjKf/0abXa31q/HlWlpQDqUljOfvKJVDtB6pa+U3T9Ou6LjKmog+Xp2bNKPy8qOv2s1nmlj/weHy983aA2rUueM+n2L7/Af8gQ8Hi8uugoOW3pvP4b8flCR4gRX/dL1Abe0g9cRHWSmMYvqUYPVVR7i25e5+SI/bZsXZMcg4KEr43U0JwSpnjKYHuY+tklp6ZMUfszmuLUujWsvbzw9tEjjfswNjcXvn739CkQWqe7emLiRABAyzFjNDeSYUjEE820n9Ee4/4dh54reyL5L/mezSH7h6DHt6qV+p6aOxVTHkxB8EfB8Ospp6KUnqBqpS0uPyEfd0X9ssFGfCOEDA+Bua258sY6QlFk0oe/fSh8raw6liSiQteaiB5zFh2fEqLnoKwUrIbNGyJoSJDYNtMG0gKNAgSOC0MiaGgQnFtKRxmO+3ecWCXOqoq6J2LxK+Ix+sJoBCaJCJEakN8lPDUcAODZ1lNuG3nXZ2NTY7SZ2Ab9f+3PiG2E+kXZixc4kJCAi59/jjcPH7JtjhSy0qsqNKgAJxo59VoHot0OEiLJyhBELYnS7KOPZLSs4cq33wpf35bQ/RFFlnaUtji1bk17n5KOBVFnjLzUHVFKi4pot4lpBOebPKfD5bQ04XFBKUm1o3M+z5QTpFTPnaCNevUSvvZLSoJ7p05i79u3aIGwuXNp2df+LR07sAAAIABJREFUXr3EHU8iET+v7t9HRmoqCi5fxq8tW9KyP3lIpnuqGvWUuWaN2vsys7OT+542TiBRzB3FpXGsZTgxAaCLgogkJxUcZ/LON0OZhhLHE0NETIigrfKcua057HzknzS6wjnQGVYuVuj1Qy/ljZUhcd50XtxZ+z4ZQPQEV1U4V1EFMYNCzlWMoigxgXu6Jh1cdkYqQqD9ZNeI2XO8cZfGWvchGCN9r6qpMireqcvf1i2g2kxsA48ID4YMYp5uS7ph8O+DETpCeXVCeZhYmsCxWd0kq76euwTVeZ2TU6ezIeN4qRDRrdCEblu2oON334FvYYHB16+jC0Nl7Uvy8jROvXlfUMCIHk5zidQTOhbvVh76eY0T1WoBgLaffw5LV/WirpVRUVJSF3WjguOJSSTHoUl/3Tn9S2vLtStLtaMTt44dAQBtP/tMuM2umfaZALujo1Vqx8bi/YNDhxD1f/8ntq3zypVifzcMDlboDFbGzR9/FPtbNCVN1AF0bv58PDlxgh5tOyVIpvg1/uADOS3F0eT6JimYL4/bv/yCfJF0a3WQPE5lRc8BgLWXl9w+jGVU35NEKsKw9n5qKMUciOOJoDImFiaY+XQmwseHa91Xq5GtAACD9gzC0IND0WFOB637ZASR+bFvV1+FTb3ae8E9wh0OTVXPVTZETK1MtYrOeX77uew3dLh2NbGumUyaWiu/yDPNgG0DMLNgJqxdmU1VS9qbhFHnRtVtUOP3FkQ6CW54wcNqUk1NrEww5MAQdF/anTY79RFZ575YtJ4B+V1MLEzg39sfRsb03f5Jqh1BERRFYX+vXtjfu7aapwzHk7ZpWY5BQfDq2hUDL10Cz8gINo21d7TLQ5epN6rQetYs9Pr9d+HfnjHqV1OWpPL9e40/e3/PHq33L0rr2bOFr5sNFddSdevQAX2PHZOqWqUNz86dw9aQEPzasiXr0UydVq6ET58+wr9FHTKWrq5IPHGCsX0LRYxrF/qyBMkBeq//HtHR6H/mjJiDzVkkCiR240YEjByJsHnz1OpX1Flxd/t2ue0ODRiAgkuXxNInmUaV30/QppmGDiHRKEVAPI3x5Z07wtdF165p1L88QkW0lSThm4tneASlpqLVzJkIYSj1Le/4cbzJzVXY5nJaGv7SME3N0tlZGKlm4ewM7+7qz4sVRWYJyJY4fnMPHgQAPGHwWkAnxPFEoAVBqXi7xqpFbXh38MbC6oVontAcTXs01dsoIUf/mqf6LQcqDzkdeWYkxlwYozdl5LXFxFL2kz6nFk7C36XTp51ktpGFjWeNpkzbyTXlXHutoiFyTkO6/LcLWo9tjbhv4lRqP/LMSCnRcGXYN1Et9YxnxIOVk5VafWuCqbUpPNt6YsylMfjo8EdqRakIdJ6Ex7bgoxTgF++HyCmRNFurG0QnfM0+aAYrZ9nj4NDUAbH/F4vRF0YLt+mD05JAMAQqaqNUBIv4gosXad+H5PXM0sUFUUuW4IPDh5GYkaHwKbMmVJSUYF+PHniwfz+t/aqKmZ0dov73P3SuFfm29fXFgLNn0WvfPgSOHw8bX8UPypRx7bvv8FzDRei5+fORISIcrw0mNjZoLiLI23TgQAz699+6BrXXcA8F4t908WvLlqiSSB98RUPqZBuRSoqS2DVtivZffSXzvVYzZ8KYpoist48fS22z9qxJxxZEixRnZsr87JX//Y8WG4AaoWfJxXermTOFr53DwtBqxgwpB6Q6XFRSKe9ocjL+XbJE4/7VxUxBlTYhtY4zuhzqouN9evp0WvqUhaRzqV3tsdxkwADY+fvDoWVLtK3VszKxskLAiBFSaYZ0cXLSJDGdM7oJnjIFnVeuRNzmzYjfuRP2AQHC91zbt0cneVUja2kYGooWo0YpbANATI/OECGOJ4JGCCofAcD0J9MxI38Gun7ZFR8dUn1xbgjpGfZN7DE1dyr6/dKPbVN0SuiIUMQtke+UMWtghoXVC9F5UWeV+xxzaQyGHRkGWy9bLKIWIXyc9pFzmmLlZIU+q/uoHGXk1d4LTeLU07L6+PbHWFC+QBPzGMU9zB1Nuqn3XT469BFCU0KFukaGcO7Kw7ujSPizyIPGpL1JmPFU/tO5qFlRUil2vnE1izumo9X0EpHfzpCPBwJzFGdl4fWDBzgxaZJwW+mLF3h44ACt+2klUgZblEbx8bD29ISFkxO6bdlC6z7PzJqFt48eyRTVZope+/YJXxubm6NRjx5wr01NAgBTGxvYNmkCnpERum/dij5a/s5PNUw5AYAnJ09qtW8BgvQb0dQgY1NT+ParmZMJnBSRaWliY8yUMLVkpcM/RKKRNMUrrm6u5dK2LaKXLwcAOMjR2AmqFRB2DA4G34qeh1b7unWT2na9dqEsKrAu6XgDxMWeS2ur+6mKsbk5okQcV7KiquRFs5nZq6crWVlaioe10SFs02L0aDTq2RMd0tNhqoLjSfCQzEPFlEFliEY2MSouLjI3CJs7Fz69e6PLunUIr41Y67F9O5r0E19f2fn7M2cPQ/Q9fhyWzjV6oU6tWsHcwUEsEL7L2rVyneMBI2oqpHf49lvwLbmve0uq2hE0InJqJA5POwwAQr0fvU2X0wIejwdbLxWeRnCMhJ8SlLZRd7Fp7WINaxfpBXrzvs1xa88tOPo5yviU4WJkbARwI/gNzoHOSFgvfUwYYopV2yltcemHSyjOLoaxmfgAqXtMD/ljCEoKSnQSscYEto1s4dVOs0gQjzYeKLpjeKK6BN1xaMAAqW3XV6ygfT+KymsLMLe3h2u7dsJFdLuvvkLjPn00FtBVNa3h5k8/adS/LGyb1D0wCFQSUWRiZQUTLZ0SqjpvmLgPeMXGImzuXFjULub6nz6NCpFS95Gff442ixYJbeSbm6NhcF214W5btuDQhx+Cbq4uWwavuDjGUjmDJk6Ec1gYeu7dCyu3usqqvQ8cQHWtgycoNRUtRo8W6sG0nj0b/0hoBNGBoNqhaLrhmRkzhI4xWTw6elStfYR98gka9eiBqvfvcW7BArjLcazEbtwopbdl7uCgVorujZUrcZMh7TdFtJo1C/9+8w0AoMu6deBbWsIxKEit+YZrZE1UOd16ZgCz2kACJ1KT/v2FGlWC7yIPQ3yQZeniIrVNIC7ecuxYhZ9tNXMmgidNgrGZmdJUQFV5+/gxrPVUp49EPBEIIghSyATwjA3vAqgNg38fjIE7B+p0n/239Me4f8fBNZT+GyqBYQzP7wQjYyMkZyQjaGgQun7ZVau+jE2MYeNhQ5NlumdqzlT036KZWG1ISojwdadFzITGEwwXUd0QUSo1qApHFy5t2gAAfPr0QWMaIlUEvM3LE/u7srQUZ2bORHFWFm1pSG0WLRL7W+CQUUb8rl0a77Pk6VOV2jERMRE2bx4sXV2FgtamNjZijhhAsWPMyt2ddpsECLXKaELMoVLrxLNr2lTMcWjTqJFYJIioCHEDHx+t9q+O4zDv+HEA0sLQ+2vPJ3UcQWHz5gkj13wTEzH4xg3YyPkuzmFhYo5FAGjYqpXK+wLAitMJAHxEKta5RkaiYXCwSs6VrrXRddErVqCRnBQxVaKl8s+cUfh+xdu3SvvQFOewMPTcvRsR//mPWp+L++UXeMfHY9C//4pV/DMkTKysMPjGDYWaVR9euACgLqqPLqebrAhGfYE4nggEEYz44qeEQLtKGR/8pFo1Bn3Hv7c/AvoFKG9II3xzPnE6GRhuYTULgNZj6C9trQtsPGzQb3M/seqMBPUQaLZ5RnqiUXQjlq0h6BsHEhNlbi/Xonpdv9OnkZiRAQuRp8vqiCs3Gz4crWbNQjhNZckFHJGoNvXozz/x8OBBHBmmWiVcRZja2mJIZiaaDqx5IBSYmgoAcAhQ7T5t5+cnta29itExb3JyAADZv/2Gxwp+Z3mi0+oi+I6A7AgCVbBt2hQA9DplxTlcXGZA28g09+hooU6OJjwX1cySQFap+eKsLDyrXTALeH3/PqrKy6WqDgpwkuEkajZ0qJjzUN1Fd9icOUKNM33GvGFD+A0ahE4//KDW51wiIjAkM1NhsQD3Tp2EkTXy+EtJxA1Qo1+WJZFGShd2/v5qV4d0Cg1FhyVLYGxqCocWLRixSxfIO6YDRoxA8+RkqXPfvGFDAEBTBqI19QVGHU+lpaXo27cv/P39ERISgri4OGRnZwMACgoK0KNHD/j5+SEwMBAnacoHJxC0wdzeXHkjGbiHMfd0jUDQN1yCXDDj6Qz0WNaDbVMILNGwWcMa0f3Dmpd4JtQ/Hv/1l0af67FjB8zt7WHh5ITA2oVUyNSpsKidqKsC39wcASkpYlECdFRQel9YCIqi8GvLljg9fTre1UYKVWlRGU5AyOTJYn8HT5yIpKtXYeHkpNLnBRFDQJ0eko+KEQSCtMQLn36KE6mpODZihEyNn2oZ2zShzaJF8O7RA56xsRr3Eb9jB/qfOQNjU1MMENGoEjjs9IGuihb4GkQ88Hg8NOnXT+PvqMhBKivq7dCAAXhfWCi1fVurVlIaWAIktahEqzBqCt/CQkzjTB+J/OIL8Hg8RCxcSJs+EwAYW1igx/btaLt4MTrQJIQuSAfUN/R9jFtroPPXauZMsWqdAvgWFki6ehVtPv1UrJoll2Bc42ns2LGIj48Hj8fDihUrMHr0aGRkZGDOnDmIjIzEoUOHcPHiRSQmJuLBgwcwoalCA4GgCf1+6Ye/l/yNqz9fRfkb5ZOp8dfG49aeW3AOUi3s3ZAZfX403jzR/Gk1gVvI0usi1C+82tNbKYzADWQ5J9Rh0D//YFtr8WhKUQdK04EDYd+ihVzxZXVoOXYsWo4dC4qisCUwUON+SmrT7XIPH0bu4cNa2yXAXIZjTV3h7C4//ghzR0c08PERpjp6xcaqpMcjmlL17MIF3N22TarNxf/+Vy17FNFBy9REIxMToYPN1NYW/c+cQfmrV3hx6xYd5gl5lZ0NmybqFekQICsKIm7TJmTv2IGGoaEa2xQ4dixurFwJI1NTDDh7FtvDwjTuS4CJnMixc7Xi0IoYkpmJ09Ono7qiAnb+/sg/fRqhM2bAf8gQqWpnXMW3b1/a+xQ4VgVRfXRcB+lgSGYmjo8eLXRYx23eTEu/thqeZ0zT9rPP4BETA3MHB1r7FVzf23/1lbCiZcmTJ9gbp1oVbn2HUceTubk5evbsKfw7MjISS2o9s9u3bxdGP0VERMDd3R0nTpxArBZPOgi6pfvS7ih9Wcq2GbRi18gOPZf3RNaOLJUcTy5BLnAJ0iwk3NDwaKOfQnUEAoFA0B+Krl/X6vPGZmZo9/XXyFq3TqgVJaojxDMyktJ70RZlaT7hCxbgkgIHS2UpvXOhlmPHwrZpU3h26aJ1X67t2glfC7SBnMLDVXI8SaZa/VO7EBIlh4boFaYws7ODmZ0dGjSiNx34j4QEDLx8We3PCaIcbHx98fr+fTSqXSM5tW4Np9bapa4bmZhgSGamVn1IYqylg6hDejqAGmd0w9BQuEZGqp12pQk+ffro7LjstW8fzi1YIFYpDgBCp09nZH8Cx6o+0uHbb1H477+0RnepgmdsLPLUFLbXlib9NdPH1AQmNet0jU41npYtW4aEhAQUFRWhoqICriLq/D4+PsilSc2doBsip0Si86LObJtBIBAIBAJBDyh58gRnZs7Uup/GvXuj5+7dsG/eHAC7i60e27fDf/BghW2UCfiqQ+OEBLQYPRo+vXqJRXrRiVdX1Qor0C2kLQrfwsIgS6cLEFSZUweBEHjszz/Db/BghNGsNyaK4LeN37FD7c+aNKjRP5QV4aYJxqamcO/YkRGnU6fvvxe+NrGxQfj8+Qp1kejGtkkTofC9hZOTsOKhtqLv6uAgEa3pN2iQzvYNQBipZ9qgASNOJ3NHxVWv+RYWtO9T32icoLzauCGgM8dTWloasrOz8eWXX6r1ufT0dHh6egr/vWVQfZ9AIBAIBAKBoBl74+LwvqCAtv66btiAblu2SFU0YwJZek8xa9eqlMqijT6KiXVd2rJP795ol5amteC0Mszs7aW2CRwUstL76KT/mTPof+YM+p06pVPhYMnF64cSAtnqki+iIaUq7rWLcnMHB0QsWEB7mo4oPXfvxpDMTNirKEQvSkVtEYA7v/xCt1m049G5M+wDAuAYFIQPz56F/5Ah4KmZjqotAoF9qroanVevRtDHH8Ojc2ed7b/t4sUAaiIlA0aMQJgKqZB04daxo1bi9qrQfds2tBOJtky6ckXs/eBJk2R+LuHIEVr275uYiISjRxEsobmnS9qlpbG2bzrRieNpyZIl2LVrFw4ePAhLS0s4OjqCz+fjqYhoXU5ODrxlKPNPnz4deXl5wn/W1kRXhEAgEAgEAsHQkdTvMJNYiJs2aEB7Wp08WkpUf+Lx+XBr356RfX1w6JDwdc/du4WvXdq2ZWR/kvAtLDDw0iVhRJVDy5awDwjAkMxMtJ41i9F9C9Lf+BYWwjTAwAkTGN0nAKlFoyrOvY5Ll2JIZiY+kKHbpSyyr/Unn6DLunVi2+gql64pPffsUfh+44QEJEmkjBkC8Tt2oPvWrcK/3Tt2hGfXrohSUTPMrUMHmdvlCd33OXBAvF2t/k6TAQNg7eGBoAkTYGRsrNK+6cC+eXMkXbuGkClT0GrmTBjx+QiZOlW8jYZOXlsZlTGBmiqh4QsWIGbVKtj6+mrUt6pYubmhsYjYtpGJCXz79QNQW9nPQ7YUiKIUtR6//aZ0vwlHjyJg5EhE/Oc/sHJzQ+C4cXBt104vihUIKngaGoy7hNPT07FlyxYcPXoUdiKh0h9++CFWrVqFTz/9FBcvXsTjx4/RqVMnps0hEAgEAoFAILBI+IIFsPLwQMPgYOyMigJQkxokunhkE1laOd23bcPJjz+WWdFLXay9vNDlxx/B4/Nh5e6OgRcvIv/vv+GhwxQhvoUFBl+/jvLXr6Wirv7WoFKTMtw7dUL4/Pli23x694Z3fLxOFulN+vcHqqtxYfFise8riWWtDEjfY8eE26w9PZX2HzhhAm788AP6HDiAwn//RaOePVH6/HnN5729Eb1smZbfQHssXV3Bt7BA5fv3aDl2LDLXrBF7XxBV0Tw5Gbd+/pkNE2nB2NQU0d99BwDwjIlBaVGRTHHmpKtX8fivv+DWoQO2h4dLvR+9bBnKX7/G82vXUFlSAit3dzgGBQGo0TMytbEBUFMp0rZxY9g1a8bgt1KM5DnUcswY3Nu1C29rZWz8k5JwfuFC4fv9Tp3CrtqKcWHz5uGyjIiaLuvWwTUyEtvCwlBVWop2X38NEysruEZGspLe1vazz4SRi2Fz5sDM1hbNk5PF2gRPnoy3eXloPnw4AKDX3r34Q0aamkOLFjCxtkaFjEyqgBEj0Dw5GRZOTmg1Y4bYe11+/JGur6M2bT/7TDiGblFReFWrlW1I8CiKopjqPC8vD15eXvD19UWD2nxhMzMznD9/Hs+ePcOwYcPw4MEDmJqaYsWKFYhR4Ybr6emJvNrqIQQCU/zP7X94+/Qtui/tjsgpkWybQyAQCAQaIHMI5n6D6spKbA0JUamtqGPn+bVrKH3+HO6dOuk0SkAWpcXFMOLzhQtKWfyqZRWp1nPmoLmCEvb6gCrfMTItDfmnT+OhSPSHrIVcwtGjeF9QgIYqHhtMU/LkCcwcHMA3N8fbvDzs694dXX78EadnzACPx0N/OXpd8n6ToIkT0WLUKBibmcl8//WDB7Byd5f7vi7YHROD9wUFGHjxorAamqxKWYLzMufAAfytJPItZOpUXF26VGp72Lx58IiOhrWXflU9FYxfYGoqglJTpaLPbq5bB2svL5yeNg0A0GnlSnhwICDiwf79ODd/PvoeO4bdIt9nSGYmnl24gPLXr+EVGyt2fDfq2RM+vXrBvVMn8Hg8UBSF94WFsHTW7wreVHU1wONJja2sc3dIZiYK//kHV7/7Dh2XLsXhpCQEpKTALylJV+ZqhPA4Hj8eN1atktuO7kIDomgzh2DU8cQEZNJI0AXE8UQgEAjcg8whmPsNKt+/l4oa6L1/P3jGxrD28sIWEQFcJifFTKOJ46nvX39hT+3D1aSrV4Uls/WVvOPHcVKObooAwRiK/h6RX3yBcxJRTYYy1tWVlQAgd2wq3r7Fm9xcHPrwQ7HtcZs2aV2RjmnKXr7Eu2fPYC8RkXN32zZc/OwzAEC3LVuEaa2lRUXYJSES7RgcLKzcFr1iBTxjYrC/d2+8fvBA2KZDejq8u3dn8qtozMs7d1Dy9KlC8WuKooTXKUM5btXhwuLFyN6+HS1Gj0ZorYNNQOE//+D2r78iKDWV8dQ5thC9Vhnq+D49exbPLlyAX1IS9ohUPe1/5gxMbW1xIjUVtk2aoBUNRT7koc0cQqdV7QgEAoFAIBAI3ENW6XWbxo3RwNsbPB5PJU0NQ6C3SISPPAFhQZUnAaKRAvrudAIAT5EFjap0WbdOmKYG1Dhkuv36K51mMYoRn69wbEysrWWKoZeI6NXqK2Z2dlJOJwDwEtEwEtVSkxRij9+1C80++ggA0O7rr4VV4xr17CnWzpUhTTQ6sPP3V1pxjW0NLqYJmzMHrefMQdDEiVLvObVujQ5LlnDW6cQVXNu1Q8iUKbB0cRHqsfl88AHM7OzA4/HQ+YcfGHU6aYv+3/0IBAKBQCAQCFLcvXsXycnJeP78OWxtbbFhwwa01DIVTFN4PB6CJ0/GtVptFUkcWrRA2Ny5CgVfDQFTEX0g7/h4PM7IkGoTmZaGijdvcFikrHmzjz5CRUmJLkxkHNGKcB+ePw8jExMYm5lBNIlC36OANMXc0RGlRUXCv/kyHK6GgiCltKlEFBdQo3FV+f49bBo3BgDYN2sGlzZtYOHkJGzToFEjADXi9HGbN8PY1FQHVjPLgLNna1K2OIixmZnep/kyiVOrVij891+2zaANI2Njg4vcIo4nAoFAIBAIBANk3LhxGDt2LFJSUrBjxw6kpKTg4sWLrNnjLJJqJ6uCliBqwpAxFSmU4xUbi5wOHfDy9m14deuG7G3bUF1ZCSNjYzi0aIEm/fujca2wbdjcuWyZrBHNU1Jwa8MGADXC6q9zcnC2VnRctCKcqFA3j8dDm0WLUFlaqlNbdUmP334TS3Ex5O9qZGKCwdevC6sbiiIavSZA1OkE1EQ8CaoTcsHpBEChvhvBsIndtAl3t27V68g8rkM0nggEGWzusRn3Dt/DgG0D0HIgO0+PCQQCgUAvXJpDFBQUoGnTpiguLgafzwdFUXBzc8Pp06fRVEGpZSZ/A1FtGEN7EqsOFxYvhrWHB1qMHi22/U1uLgovX4ZvYiJLltFLVXm5mEOBqq6W6aSob4hqxSRduQIjExMWrSEQCATdoc0cgkQ8EQgy6P9rf9zedxstBkjn8xMIBAKBwDaPHj2Cm5sb+LW6NDweD97e3sjNzVXoeGISc0dHNAwNhZ9IihkXabNokcztDby90cDbW8fWMIdkFAtxOtWQdPUqKt6+hZlI9BuBQCAQFEMcTwSCDCwcLBCaEqq8IYFAIBAIekx6ejrS09OFf7+VKHdPN91++YXR/gkEtjHi84nTiUAgENSEPLogEAgEAoFAMDC8vLyQn5+Pytoy8BRFITc3F94SETfTp09HXl6e8J+1iCYPgUAgEAgEgi4gjicCgUAgEAgEA8PZ2RmtW7fG5s2bAQA7d+6Ep6cna2l2BAKBQCAQCPIgqXYEAoFAIBAIBsjq1auRkpKCtLQ02NjYYP369WybRCAQCAQCgSCFwVW1MzMzg5NEOU86efv2LQlD5wBkHLkDGUtuQMaROxjyWBYWFqKsrIxtM1iFzKMIqkDGkTuQseQGZBy5gyGPpTbzKINzPDENl0ot12fIOHIHMpbcgIwjdyBjSVAEOT64ARlH7kDGkhuQceQO9XUsicYTgUAgEAgEAoFAIBAIBAKBEYjjiUAgEAgEAoFAIBAIBAKBwAjGn3766adsG6FvtGvXjm0TCDRAxpE7kLHkBmQcuQMZS4IiyPHBDcg4cgcyltyAjCN3qI9jSTSeCAQCgUAgEAgEAoFAIBAIjEBS7QgEAoFAIBAIBAKBQCAQCIxAHE8EAoFAIBAIBAKBQCAQCARGII4njnHjxg28efMGAFBdXc2yNQRNIePIDU6fPo3bt2+zbQaBBo4dO4YLFy6wbQZBS8g5SVAEufdyBzKW3IBcs7kDmUdxA23OST7NthB0DEVR4PF42LVrFxYsWABHR0dQFIWNGzfC19eXbfMIKkLGkVucOnUKo0ePhouLCyoqKjBx4kQkJibCysqKbdMIavLPP/9gyJAhcHZ2Bp/PR9euXZGamgp7e3u2TSOoATknCbIg917uQMaSW5BrNncg8yhuQMc5SaraGTg8Hg/V1dWYM2cOpk2bhm+++QaXL1/G8ePHYW9vj0aNGrFtIkEFyDhyiy+++AIDBgzAihUrYG5ujj///BOPHz+ulxUsDJ2lS5eiU6dOWLNmDZo0aYJDhw7hypUr6NatG9umEdSAnJMEWZB7L3cgY8ktyDWbO5B5FDeg45wkqXYGyPPnz5GVlYWysjIAwNWrV2FkZISQkBAAwMKFC2FlZYWjR4+ivLycTVMJCiDjyA0KCwtx4MABFBcXA6gJ6X/16hX4/JqA0n79+qFHjx7Ys2cP3r59y6apBCUUFhbi119/RV5eHgQFX/Pz84XjFhkZibFjx2Lbtm149eoVm6YSFEDOSYIiyL2XO5Cx5Abkms0dyDyKGzB1ThLHk4FAURTevHmDGTNmICgoCLNnz8agQYMAAF5eXsjMzBS2dXFxQZs2bfDkyRNcu3aNLZMJMiDjyB0qKirw+eefIygoCCtXrsTQoUPx119/gcfjwcLCAjweDxUVFbC0tERkZCRcXV2xfft2ts0myKC6uhrp6ekIDg7Gtm3bMGHCBPz4448AAB8fH1RVVeHdu3fg8/lo164dWrVqhZUrV7JsNUESck5a9zPJAAAgAElEQVQS5EHuvdyBjCV3INds7kDmUdyA6XOSOJ4MBB6Ph6ysLFy9ehW5ubn4/fffUVZWhnnz5qFhw4YIDQ1Fenq6sH1UVBRyc3NJLrSeQcaRO+Tn5+PIkSO4f/8+9u/fj86dO2PJkiXIzc1FREQETp06hYcPHwIAHBwc4OPjg/fv37NsNUEWRUVF+OOPP3Dt2jXs3bsXycnJWL16Na5evYq2bdsiJycHly9fBlCz6ImJiUFBQQHLVhMkIeckQR7k3ssdyFhyB3LN5g5kHsUNmD4niePJgLh8+TKaN28OHo8HAJgxYwby8vJw8OBB/Pe//8XOnTtx9+5dAICvry/y8/NRWFjIpskEGZBx5Abv3r2DkZERnj59CgBITk5G06ZNsWLFCgwbNgyFhYX466+/AAB2dna4e/cubG1tAUAYfkzQDywsLFBUVIRHjx4BABITExEbG4vPPvsM8fHxMDc3x8GDB1FVVQVTU1NkZ2ejadOmAMhY6hPknCQogtx7uQMZS25ArtncgcyjuAHT5ySpaqfnVFVVwcjICDweDyYmJrh586YwvzI6OhrHjx9HRkYG4uPjMXDgQMybNw/x8fG4c+cO3N3dERgYyPI3IABkHLlCVVUVjI2NAdQ83XFzc8PTp0/h6+sLFxcX9O7dG2lpaaiqqsKYMWOwfPly3LlzB6ampnj06BECAgIAQDhZJugWQdUjQHwsnzx5gvDwcNy6dQutW7eGsbExRo0ahV69euHx48eYNGkSpkyZgrFjx8LJyQknT55EQkICADKWbEPOSYIiyL2XO5Cx5Abkmm3YkHkU99DlOUmq2ukRS5cuxfLly1FZWQk3NzdYWloKb7IAEBISgmnTpqF9+/Zo1KgRjI2N8fjxY5w5cwZJSUmIiIiAs7MztmzZAgsLC3zzzTdwcXFh+VvVP8g4coPvv/8es2bNQkFBAfh8Pjw9PWFkVBMkWlJSAl9fX2zduhV8Ph8tWrSAubk5SkpKcOnSJYSGhiI6Ohrh4eG4efMm3rx5g+XLl6N58+Ysf6v6yapVqzBu3Djcu3cPpaWlaNasmXAsnz17hkaNGuHUqVN4/vw5AgMDYW1tjerqaly9ehUODg6Ijo5Gly5d8OrVKxQWFuL7779Hq1atWP5W9Q9yThIUQe693IGMJTcg12zuQOZR3ID1c5IisE5ZWRk1efJkqmfPntSGDRuohIQEasSIEVRlZSVFURQVGxtLZWRkUBRFUdOnT6d69+5NFRUVURRFUbdu3aKCgoKo8vJyYX8VFRW6/xIEMo4cYunSpVRMTAy1f/9+Ki0tjfL29qbevHlDURRFjRs3jtq4cSNFURS1YcMGaujQodS+ffsoiqKo9+/fU2FhYVR+fr6wr+rqat1/AYKQDRs2UB06dKAyMjKon3/+mXJ2dqaysrIoiqKozz77jFq1ahVFURR18OBBasSIEdSKFSuEn42JiaFu377Nit0Eccg5SZAHufdyBzKW3IFcs7kDmUdxA304J4njiUUEg1ZcXEz5+flRr1+/piiKou7cuUPFxcVRS5YsoSiKoh4+fCj8zOvXr6mePXtSI0aMoDZt2kR17NiRSktL073xBCFkHA2fly9fCiev5eXlVIcOHahLly4J3+/WrRuVmppKUVTNOAsoLS2lli5dSgUFBVHLli2junbtSiUnJwuPAYLuKSsrE76uqKighg0bRu3evVu4beTIkdTYsWOp0tJS6t27d2Jt9+3bR3l6elJffPEFFRsbSyUkJFCFhYU6tZ9QAzknCcog917uQMbS8CHXbO5A5lHcQB/PSeJ40jG3b9+mvvrqK6qqqoqiKIqqqqqiiouLqb59+1KHDx8WttuyZQvVvHlzmX3cu3eP+uGHH6jExERq7dq1OrGbIA4ZR26QnZ1NTZgwgQoODqYuXrwofKraq1cv4USXoijq0qVLlJeXF1VQUCCznz/++IOaNm0atXr1ap3YTZDmzp07VGpqKpWQkEBt3LiRevz4MUVRFNWnTx9q9uzZwnY3btyg2rX7f/buOyyK6+sD+HcpdmyIYGzYRTQg9t57wa6xRdEYbClqlJgYjS2aRE2iURNNjNGg0aCov9hLLLGhCAKiYMGCIkoVAdmF8/6xL6MIGAvsssP38zw+sLMzu2c8zOzZO3fubSZnzpzJ8nVOnDgh8+fPl59//tkgcVNGPCbpRfjZqx7MpTrwnK0erKPUIS8fk2x4MhCtVivz588Xa2trKV26dIYk3rlzR8aNGyfff/+9siwqKkratGkjf//9t7LM29vboDFTZsyjeowfP16sra1lyZIl8vDhQ2W5TqeTVatWiaurq3KyFhFxdnZWcpuamirbt2/P0O2UjCM1NVUWL14stWvXlm+//Va2bNki/fr1kylTpoiIyLZt2+Ttt9/OkMsePXrI3LlzRUSf77///lt8fX2NEj89xWOSssPPXvVgLtWD52x1YB2lHnn9mDTLpbGr6DkWFhZo0KABdu7ciZUrV2Ljxo3Kc+XLl0f16tURHByMCxcuKMttbW2VqQkjIiKwZcsWJCUlGTx2eop5NH2pqakAgEqVKsHGxgZTpkyBtbU1bt26BQAwNzdHo0aNkJaWhq1btyrbubq6KtPEmpmZ4cSJE8osEGQ8ZmZmqFu3Ljw9PTF16lQMHDgQHTt2xKNHj6DVatG8eXOUKVMGq1atUrbp1q0b/P39AejzHRgYyIFnjYjHJP0XfvaqB3Np+njOVhfWUabPZI7JXGvSokzS75kNCQmRVq1ayebNm5XngoODZfLkyTJ8+HAREXn48KG0atVKrl69apRYKXvMo2l7tqW/WLFi8sUXX0ivXr2kY8eOMnHiRNmxY4eIiCxfvlxq1aolUVFREhkZKZ07d5bDhw8bK2zKQvq4II8fPxaRp8fm5MmTxcPDQ1nPy8tL7OzsxM/PT+7duyd9+/aVv/76y/ABU5Z4TNLL4GevejCXpo3nbPVgHaUOpnJMssdTDtu7dy8ePXqU5XMFChQAoG+N7NWrF3755Rfludq1a8PDwwMRERHo1q0bHB0d0alTJ1SsWFG5ykOG8+TJk2yfYx5NR3or/rPMzc2RlpYGAJg0aRLWr1+P8ePHY8OGDahcuTJmzZqFuLg4TJo0Cc2bN8fYsWPRsGFD1KtXD40bNzb0LtD/27t3Lx48eJBhWfrU2kWKFAGgPzbT0tJw7do1NG3aVFmvX79+GD9+PBYvXoxWrVqhQoUK6NSpk+GCJ8WqVauwa9euDMt4TFI61lDqwTpKHVhHqQfrKHUw6TrKYE1cKrdmzRpxdHSUli1bSq9evWT9+vXKc97e3pnue/Xz85MmTZqIj4+PiIgy4n9MTIz4+Pgo0xuS4aSkpMj8+fOlcOHCsm7dOmV5+sCXO3bsYB5NgE6nkyVLloiVlZWMGTNGuVc5PY8HDx5UBjxMTU3NkKM7d+5Ihw4d5OjRoyKivxJ0+/ZtSUhIMPBekIj+ytv8+fOlQYMG0rFjR2nXrp0yba9Wq5WDBw/K2rVrM2zz77//StOmTZXHz96r/uDBA+WqHhne1atXpUCBAvL+++8rvRfS0tJ4TBJrKJVgHaUOrKPUg3WUuph6HcUeT29IRKDVanHy5EksXrwYx48fx4gRI/Dll18iNDQUAHD16lXY2dll2M7JyQl9+vTB6NGj0b17d6xduxYAULJkSTRs2BDFihUz+L7kd15eXrh+/ToGDRqEP//8U7nqamamP0xCQkJQrly5DNswj3mPr68v7t+/jw8++AAigvPnzwN4mseUlBR06NBBWfZsjg4dOgRbW1u0atUKgP5KUIUKFVC0aFED7wUBwIYNG+Dr6wsvLy8cOHAAbm5umDt3LgD9OCEpKSlo164dAECn0wEAzp49i86dOyMwMBA9e/bEzJkzlavkZcqUUa7qkeGk//9fuHABLi4uAPR5AvTHWEpKCjp27AiAx2R+wxpKXVhHqQPrKPVgHaUOqqmjDN7UpQJXrlyR/fv3Ky2+ISEhUqNGjQwtwAMGDJBZs2ZJYmJilq+xfv16sbe3l/r168uvv/5qkLgpo6ioqAyPo6OjlVb9atWqya5du/7zNZhH4wsNDZW9e/cqszfExcXJ/fv3RURk7NixMnv2bImOjs5y27S0NImPj5fffvtN2rVrJ61atcowjTMZVnBwsGzfvl3u3r0rIvqrbJcuXVKeDwgIkLZt2yrPPy8lJUVq1KghNjY20rFjR/H09DRI3JRReh7Tj0OtVisiInPnzpWjR4/K1KlTZcqUKRIfH59pWx6T6scaSj1YR6kD6yj1YB2lDmqto9jj6RXEx8dj+PDhcHV1xc8//4xu3brh1q1bqFGjBgoWLIht27Yp644dOxb79u1DfHx8htfQarUA9PdMf/PNN/D19cXo0aMNuh/5XVBQEDp16oRatWopV1QBoFSpUspV1YEDB2Lt2rVITk7O8jWYR+O7ePEi+vfvj0GDBmHDhg1o3bo1IiMjUbx4cZQpUwYA0KlTJ4SGhsLX1xcAMo0PkZycjLS0NISGhmLq1Kk4duwYOnfubPB9ye8SExPh7u4OV1dXeHt7o1WrVggMDISdnR0cHByUq3BHjhxBsWLFMl0xB4CEhASkpqaiffv2+P3333HgwAG88847ht6VfO35PDZv3hxBQUEZejsUKFAA48aNw/3797FkyRJs2LAhw2vwmFQv1lDqwTpKHVhHqQfrKHVQfR1l7JYvU+Ln5yeDBw+WpKQkEREZPny4DBkyROLj42X58uXSoUMHEXl6D3S1atVkz549IiJy+vRpmTJlily/ft04wZOI6FuBp06dKgsWLJDmzZvL4sWLMz0vop9Fxd7ePtNI/2fOnGEe84DU1FR577335KuvvlKWde3aVSZNmiQiT68MPHr0SEaOHCnz58/PsP3t27dlxowZcvDgQcMFTdm6deuW9OnTR7myM3XqVBk+fLhcvHhRRJ6eU4cPHy5bt27NsO3NmzfFw8ODucwDsstjYGCgJCQkyLhx40RE5Ndff5WyZctK2bJlZdu2bSIicuPGDeZR5VhDqQPrKHVgHaUurKPUQe11lPmcOXPmGLvxy1Rs3rwZV65cwciRIwEAzZo1w88//wx7e3s0b94cq1evRvny5VGnTh0AwLlz5+Dg4ICaNWuidOnScHJyQuXKlY25C/maiECj0aBq1apwdXWFjY0Nvv/+e/Tp0wdWVlYA9Pe9arVaFCtWDDdv3sTFixdRp04dbNmyBQ0bNkSJEiXg7OzMPBpRWloazMzMUKVKFXTt2hWWlpYAgLt37yIxMRFdu3aFmZkZUlNTUahQIWi1WgQGBiI5ORn79u1DzZo1UaZMGTRo0ACOjo5G3hsCgD179uD8+fN4//33AQAuLi7YtWsXzM3N4eTkBAsLC4SHh2Pr1q2YO3cuwsPDsWnTJjRs2BBFihRhLvOIrPK4c+dOmJmZoW7dupg2bRq++uorPHjwAP369UOpUqXQsmVL2Nvbo2jRosyjyrGGMn2so9SBdZT6sI5SB7XXUbzVLgvp0xHK/3cnTf/ZpUsXnDlzRhkssVy5cmjYsCF27NiBKlWq4MMPP8SXX36JlStXws3NDcHBwWjevDkA/TSVFStWNMLe5F/p3UrTpU8ZWr16dQBA7969UaBAgQzd+wEoH8BdunTB6tWr0aJFC/j6+iI1NRVFixZlHg1MnuvWnd7dtG7duihSpIhyvO7duxcNGzZU1jM3NwcA2NnZwdPTE++//z6CgoJQpEgRWFhYwNra2kB7QOnu378PAEhNTQXwNLcdO3bEoUOHEB0dDUA/eGWjRo1w/vx5REVFAQD++ecfhISEYPr06ejduzeCg4Oh1WqZSyM4duyYkhfgv/Po5+eHu3fvYt68efj777+xf/9+zJkzB0WKFEFSUhJEBJaWlsyjSrCGUg/WUerAOko9WEepQ76to4zRzSovSkxMlC+++EK6d+8u8+bNk7i4uEzrPH78WPr27SsLFixQll24cEHKlSunPD58+LC4u7vLl19+yalDjSA5OVmmT58ubdu2lSlTpkhYWFiW66V3If7ll1+kcePGyoCK6VavXi116tSROXPmcNpQI3j8+LHMnTtXevToIbNmzZLw8PAs10vv0h8SEiLNmjVTbuFId+LECWnWrJnMnDmTeTSi0NBQsbW1lV69emV6Lr37d5cuXWTy5MnK8suXL0vlypWVnDZt2lTKlSsny5YtYy6NQKfTyVdffSU1a9YUNze3TLfJZJfH4OBgsbe3z3Bspp9/dTqdASInQ2ANpR6so9SBdZS6sI4yfayjRNjwJPr7l3v27Cnvv/++XL58WVxdXWXixIni6+srIhmT6u3tLW+99ZYy08qNGzekb9++yr2YZFyff/65DB06VEJDQ+Wdd96RkSNHyrFjx0Qk+4OzQYMGsm3bNvHy8pLdu3eLiP7edTKOgwcPSt26deW9995TZt+YNm2aREZGZrvN5s2bZfr06SIisn37dtm+fbuISJazPZDhnTp1Svr16ycuLi5y6tQpEXn6AZvuzJkzUrBgQbl586ayrE2bNhISEiIi+i+oZDw+Pj4ycOBACQgIyLA8/UtLuuzyeOPGjSzXJ9PHGkpdWEeZPtZR6sM6yvSxjhLRiDzX/zKfSE5ORqFChQAAp06dwnfffYeffvoJJUuWhI+PD9zc3NCtWzd8/fXXmbZ1dXVFsWLFUK9ePWzduhUdO3bE4sWLDb0L9Az5/3EHOnfujIkTJ8LV1RW3b9/GunXrEBwcjE2bNmW7ba9evfD333+jZs2a+Prrr9G7d28DRk7PO3LkCCwtLdGyZUsAwP/+9z/MnTsXZ86cUbr5P8/V1RVpaWkwNzdHZGQkPvvsM/To0cOQYdMLfPvtt4iJiYGVlRX8/f2xadMmZYwJ4Ol4E+PGjUNsbCyqVKmCQ4cOoVGjRli5cmW2eSfDGTVqFBwcHDBjxgyEhYXh5s2baNmypXIrBsA85iesodSHdZR6sI5SH9ZRpo91VD4c48nHxwedO3eGm5sbfvnlFwBASkoKrl+/jrt37wIAKlWqBFtbW/j5+cHf3x+A/gM5/R7odevWYdiwYQgODsb8+fNZMBnBv//+i4kTJ+LUqVMA9OMOREVFoXLlykhJSQEAVKxYEV27dsW9e/dw8uRJAE/HngCAR48eYfTo0YiNjcXevXtx+fJlFksG9nweAaBRo0Zo0qSJkit7e3tYWVkhMTExy9e4ffs2du3ahaJFi2LixIk4efIkiyUjeD6XaWlpyj3rOp0OLVu2RNu2bREaGorbt2/jyZMnAJ6OUwAAS5cuxbRp05CYmIj58+dj1apVJv8ha2pOnjyJIUOGYO/evQCgnE9r166NqKgozJ49G/3798d3332HQYMG4fjx4wCYx/yCNZR6sI5SB9ZR6sE6Sh1YR2XPwtgBGFJISAg+/vhjjBkzBvb29pg6dSpiY2MxdepUODg44NNPP4WNjQ0CAwPRo0cPhIaGIiIiAk5OTtBoNErCS5cuje7du6N79+5G3qP8R6fTYf369Zg1axYqVqwIEUGzZs0AQBlQLTg4GFFRUbC2tkblypXRoEED+Pj4oHnz5sqVAQCwsrLCggUL8NZbbxllX/KzF+WxWLFiAJ4OtPfrr7+ifv36KFq0aKbXERFUrFgR/v7+qFevnuF2gBTZ5fLZY+3EiRN47733ULp0aVhZWaFmzZpwd3fHsmXLMlzpKVasGBo3bozGjRsbY1fyvS1btsDDwwPlypXDDz/8gK5du6JAgQIAgAIFCuD27dsoXbo0zp8/j/j4eCxevBizZ8/G4cOHmcd8gDWUOrCOUgfWUerBOko9WEe9mOp7PCUlJSm/R0REoEiRIhg9ejTatWuHOXPmwMfHB/v378fvv/+O6dOnw9HREV5eXpg1axaOHz/OD9M8In10f41Gg4YNG2L//v1YtGgRbt++jfPnzyvr9e7dG76+vrh48SIAwNbWFlevXkXZsmWzfF3m17BeJo/pV+g0Gg0SEhJw4MABTJgwAQAQHx+P5ORk5fU0Gg1EhMWSEbxsLsPCwlCiRAn88MMPcHR0RFxcHCpVqoR58+Yp65DxpPdSAYDGjRtj69at+OOPPxAdHY0jR44oz7Vt2xa3b99GbGwsAKB48eJo3bo1SpUqpcxSRurDGko9WEepA+so9WAdpQ6so16eahueli5digYNGmDixInw8fEBAISHh6NixYp48OABAKBFixZwdHRUpoFt0aIFPv74Y5QvXx4+Pj5o0qQJKlSoYLR9IH0enZ2dMXbsWOzevRtarRZOTk6oW7cuqlatiipVqmDz5s3K+r169UK1atWwatUqnD9/HnFxcUhISICdnZ0R94JeJY/PXuEJDAxEy5YtkZCQgLFjx+K9995DeHh4htdWQ9dTU/KqubS3t4efnx+CgoKwceNG+Pr6ok6dOli0aJGyDhned999B2dnZ4waNQrr16/Hw4cPYW9vjwYNGsDW1hbt2rXDqlWrlPVdXFwwdOhQxMbG4uTJk4iKisLKlSvRokULWFlZGXFPKDewhlIP1lHqwDpKPVhHqQPrqFdnPmfOnDnGDiKnrVmzBjt27MD69esRFhaGzZs3w8rKCk2bNsXXX3+Njh07ws7ODkWKFEFUVBQuX76MBg0aoEiRIrhw4QJGjRoFT09PDB48WBmYjwzP29sbnp6e8PT0hEajwV9//YWbN2+iVatWAIASJUrg0aNHOHjwIJydnZWrcQ0aNEBkZCRWr16NBQsWYNCgQRg6dChPzEbyOnlMH+R08eLFWLVqFQICAtC4cWMsXrw426uulPte95gcMWIERowYgXLlyiE1NRXOzs7o06cPLCzy1d3eecapU6ewdu1abNiwAdWqVcOOHTvw77//omfPngAAS0tLFC9eHL///jtcXFxQvnx5APpxQ9LS0rBp0yYsWLAAvXr1wocffpiheziZPtZQ6sE6Sh1YR6kH6yh1YB31elTxCZI+aFe6sLAwNG/eHNWqVcPMmTPRpUsXbNy4EWXKlEHDhg3h6empdG8sX748zp49C1tbW1hYWCApKQmDBw/GxYsXMW7cOGPsTr6VlJSEZydZDAkJQbly5WBvb4/Ro0dj1KhR2LNnD65evQpAf4Xm7bffRsWKFXHgwAEAwK1bt1CmTBl88skn+OWXX3Dz5k18+umn+eaAzgtyIo937twBABQtWhRr167F8ePHMXPmTBQuXNjwO5SP5UQub968ieLFi0NEkJqaCnNzczg4OKBgwYJG2af8KCEhAVqtVnkcEBCAlJQUVK1aFV27doWHhwf27duHwMBAZZ3q1aujVatW+OOPPwDox3wB9MXvihUrEBwcjBkzZihjF5DpYg2lHqyj1IF1lHqwjlIH1lE5w6Qbni5fvoyxY8di6NChWLBgAQD9IHkPHjxAhQoV8OTJExQsWBAtWrRA4cKFsWPHDsyYMQOBgYFYunQpAODSpUtwdnZW/phatmyJMWPGGG2f8qPLly9j9OjR6NevH6ZPn67MuiEiqFatGmJjY2FpaYmGDRuidu3a+O2335RtHRwc0KZNGyxfvhxVq1bFzz//jMePHwMAKleubIzdybdyMo8rV66ETqfDokWL4ObmZqQ9yr9yMpdr1qxBYmIiNBoNv7gYWHoee/bsicmTJyM0NBSAfnDnmjVr4t69ezA3N0fdunXRpUsXfPvtt8q2pUuXxjvvvIN169ahatWqWLZsmTIuQalSpYyyP5SzWEOpB+sodWAdpR6so9SBdVTOMsmGJ51OhyVLlmDAgAGoUaMG5s2bh++++w4//PADNBoNqlSpgj179igHea1atVCtWjVcuXIFtWrVgoeHB27duoWGDRti1apV+OCDD1CkSBEj71X+k5qainXr1mHQoEGoWbMm1q1bh3379uGbb74BoB/QMjg4GLdu3QKgP4BbtmyJiIgIZcBTLy8vuLu7o2rVqlixYgXmz5+f5awdlHtyI49fffUVuw8bQW4dkzy/GpaIwNvbG0OGDEHNmjXx999/Izw8HD/++CNSUlJQokQJJCcnw9fXF4B+YNIhQ4YgPDwc8fHxAPS3A3Tr1g2NGzfGypUr8fPPP6NkyZLG3C3KIayh1IN1lDqwjlIP1lHqwDoqd5hkw5OFhQXs7OyUq28ODg6YNWsWtm7dCgBwd3fH1atXcfLkSSQlJaFIkSJ4+PAhIiMjAQCtW7fG6tWr4eXlhbNnz6JRo0bG3J18y9zcHDY2NvDy8sKnn34KOzs7fPLJJ/D29gYA9OvXD4mJiTh58iTi4uJQoEABPHz4EBqNRukqXLp0aezevRsHDhzg1MxGwjyqB3OpDhqNBtbW1ti0aRM+/fRTFC1aFO7u7jh06BAKFCiAFi1aoESJEjh58iQePHgAMzMzREVFwc7OThnDpXr16ti1axcOHDiArl27GnmPKCexhlIPnrPVgXlUD+ZSHVhH5Q6Ta3hKv0+2b9++qFq1KnQ6HQD9vZcdOnQAoO++NmzYMGzYsAGenp4QEURGRqJ+/frK6xQuXJhdiPOA9u3bo3r16khNTQWgn5mhSZMmSE1NRfHixTFw4EAcO3YMS5YsQWpqKi5cuIAqVaoo27dr1w4tWrQwVvj0/5hH9WAu1aFRo0aoXbu2Ms1y0aJFUbNmTaUhwdXVFbdv38aMGTOQkJCAXbt2oUyZMihWrBgAoG7duhwYWoVYQ6kPz9nqwDyqB3OpDqyjcl6ebni6ceMGACgHLvB0ys8iRYpAo9Eo3UhPnDiBOnXqKOtNnjwZgwYNgpeXFxwdHVGqVCkMGTIk0+tQ7rt8+TIAKAXus9LzmN46vGPHDjg5OSn3ML/zzjv44IMPEBQUBGdnZxQrVgyTJ082XPCk+O2337Bjxw6lK/CzgyUyj6bF09MThw8fVj5MmUvTtGrVKnz99dcZunqnK1SoUIbPOU9PT9SvX1+5otqhQwfMmzcPIoJWrVqhSJEiUOTXjf0AACAASURBVOEkt/kaayj1YB2lDqyj1IN1lDqwjjIwyWO0Wq3MmzdPrK2txcXF5aW2uXDhglSrVk15/PDhQ+X3u3fvypMnT3I8TnoxnU4nX331lZQoUUJKliz5UtuEhYVJlSpVlMfh4eGSnJwsIiIxMTHMo5GcO3dO7O3txdXVVfr37y9Dhw6Ve/fuiYhIampqpvWZx7xr8+bN4uDgIH369JEBAwbIxx9/LJGRkSLCXJqSXbt2iYODgwwaNEhmz54tNWvWlPDw8GzXj4qKkpo1a0pMTIyIiFy/fl3i4uJERCQpKUlSUlIMEjflPtZQ6sE6Sj1YR6kH6yh1YB1lHOZz8ljT3J07d7Bz50689957uHr1KooUKYI6deogNTVVaTl+3p9//gkXFxcAwLBhwxAWFoY2bdrAwsICVlZWnAHAQEREaRlOTk7Gn3/+iVmzZsHf3x8ajQYuLi7Q6XTZ5nHnzp2ws7ODubk53NzcEBQUhFatWqFw4cIoVKgQ82ggz+YRAFasWIGOHTviu+++Q5s2bbBv3z7s27cP/fv3R1paWqZ8Mo9515dffgkPDw98/vnnqFevHv744w9cvnwZXbp0YS5NyKJFizBu3DjMnj0bTk5O8PPzQ9u2bbMdtPLAgQNITU1F0aJFMWnSJPj4+KBly5YoXrw4LCwsmEcVYQ1l2lhHqQPrKPViHaUOrKOMxLjtXiIBAQGyYsUKuXr1qrIsMjJSnjx5IgsXLpSuXbtm2ia9RVmn04lWqxUnJycpXry4dOnSRbZs2WKw2OmpK1euSGxsrIjor7iKiNy/f19ERFauXCm1atXKtE16HtN/du7cWczNzaV79+7Mo5E8m8f0qzDvv/++fPjhh8o6169fFzMzMyW/6a38zGPe8vy59ebNm9KrVy/5+++/RUQkLS1NOnXqJMWLF1eu2jCXeU9gYKDMnz9fLly4II8fPxYRkZ49e8rAgQPl9u3bMmTIEHFxcZE9e/ZIUlKSiDw9B6cbPny4aDQa6dWrF/OoMqyh1IN1lDqwjlIP1lHqwDoq7zDaGE86nQ6ff/45evTogVOnTuGDDz7A999/DwCwsbFBgQIF0KtXL0RHR+PgwYPKNoB+kDYRgbm5OczMzFCrVi3s2rULe/fuxcCBA421S/lSWFgYXF1dUbt2beX+5PSrPGXLlgUAjBw5EikpKdi2bRsAQKvVAniaR0B/dcjBwQGHDx/G33//zTwaWFZ5NDc3R1paGlxcXBAbG4u4uDgAQJUqVdCtWzcsWrQIAGBpack85iHPn1snT56MVatWoWLFiihfvjzWrFmDgIAALF++HC4uLnB0dMTKlSsBMJd5zVdffYWePXvi+vXrWLBgAT799FMAwIIFC1C5cmW4uLigQoUKmDlzJubPn48PP/wQgH7WMhFBTEwMAKBevXo4cuQIdu7cyTyqBGso9WAdpQ6so9SDdZR6sI7KYwzf1qV3584dad68ueh0OhER+d///icNGjSQo0ePKuskJibKp59+Kn379s2wrU6nkzZt2sipU6cMGjNldubMGZkyZYr8888/UrZsWYmOjhYR/VWAZy1YsCDL8Sa6dOmiXDkg48kujyIiBw4ckFGjRsmff/6pLFu/fr0MHDhQedy1a1fmMY/I6tzq7Ows586dk6ioKJkzZ4707t1bhg8fLleuXBEPDw9Zvny5sj1zmTdERUVJ+/btlfF2goODpXz58rJr1y4REdmwYYNMnjxZWd/Hx0eKFy+uXGV1c3OTv/76y/CBk0GwhlIP1lHqwDpKPVhHqQPrqLzHaA1P0dHR0qhRI/Hz8xMRfZfETz/9VOkWnpaWJqmpqXLlyhVp0aKFeHt7y7Jly+T8+fMiov9jIuNLS0tTctG5c2eZMmWKiIhysk5fR6fTib29vXh6esrcuXPlwIEDIiJK11QyruzyKKIf/HDhwoXSr18/SUxMFBGRmTNnytKlS5V14uPjDRswZSurc6uHh4d069ZNWSchIUH5vVOnTrJ7927lMXOZd9SpU0eOHTumPF6wYIHUrVtXRER+++03GTdunPLc9u3bZcyYMfLo0SMRyZhjUh/WUOrBOkodWEepB+so9WAdlbcY7Va7e/fu4e2338alS5cA6LsLjx49Gjdv3sSVK1eUaSgjIiIQFhaG4cOHIzw8HLVr1wYAlC5d2lih5zsigtOnT2c5ja9Go1Fy8cknn2DDhg3Q6XQwNzeHiCAtLQ0ajQahoaHQ6XQYN24coqOj0aRJEwBA8eLFDbov+ZmIZMihPDP1a3Z5BICSJUtizJgxSE5OxogRI/DOO+9gx44dGabetrKyMtBeEJA5l8/K6tzq5uaGsLAwXLlyBQBQtGhR/Pvvvxg1ahQ0Gg3q16+vbM9cGo6IICIiIsvnIiMj0bFjR5w4cUJZ9sknn+D27du4cuUKqlatiqCgIEyePBnu7u744osv0Lp1axQrVgyAPsekXqyhTAvrKHVgHaUerKPUgXWUacmVWe0ePXqEzz77DKGhoWjcuHGW69jY2ODYsWN4+PAhHB0dYWVlhSdPnsDPzw+VK1dGjRo1EBYWhm7dusHd3R07duxAt27dYGlpmdPhUjYSEhLwzTffYNKkSbCwsEDTpk1RoECBbNevWrUqtm/fjsjISLRu3RoajQYajQYRERHo0aMHRo4ciZ07d6JHjx4oWLCgAfckf0tMTMRXX32FyZMnIyQkBA8ePICTk1OGGVee9XweAf3Jt3v37rC1tYWlpSXWrl2rfIEhw3n06BG+/fZbfPjhhwgJCUFkZCScnJwyzFiV3bn1woULyrk1ICAAI0aMQOfOnfH9999nO4sH5Y7ExEQsWrQI7u7uOHnyJIKCgtC+ffsMeSxatCiuX7+OgIAA1KtXD6VLl4aZmRkCAgJgaWmJPn36oHHjxrhx4wZsbW3xyy+/oEGDBkbeM8oJrKHUg3WUOrCOUg/WUerAOspE5XQXqqCgIOnUqZNUq1ZNHBwc5N69e5nWSb93cu/eveLm5qZ0NX3y5Im0bdtWbt68mdNh0Ss6c+aM2NvbS//+/eXatWv/uX76WASHDx+WypUry65du2TSpEnszp8HfPbZZzJ69GgJDg6WI0eOSMmSJeXEiRNZrptdHmNiYgwZMmXhn3/+EQcHB5k4caL4+fnJr7/+Kra2tsr5VITnVlOQlpYmHh4e8u6778r169fF399fNBqNMpNK+joiIhcuXBB3d3f5+OOPled69eol/v7+Bo+bDIM1lHqwjlIP1lHqwDpKHVhHma4caXiKjIxUfk9ISFAGVGvatKmsWrUq0/rpB7VWq5X9+/dLxYoVZdq0aeLs7CwjR45UpiElw3q2uImKipIWLVoo98WGh4fL1atXM0zDnJWVK1eKRqMRZ2dn2bp1q4hkHiCTDCc2NlYqVaokERERyrJGjRpJjx495Pbt2yKSdX6yyiMZV2JiYoYvL56enjJjxowM02nz3Jo3PfsZGR8fL/b29kouz507JxMnTlTGFEgfmyf990uXLkn58uVl8uTJ4uLiIn369MnwemT6WEOpB+so9WEdpR6so0wX6yh1eKOGp7Nnz0rv3r3F2dlZpk6dKleuXBERUQbO++mnn6RZs2b/ebXG19dXli9fzhkAjOTYsWMyaNAgad26tXzxxRdKHmfNmiXdunWTXr16iYuLiwwZMkQZuDQr69evlyZNmsjBgwcNFTo9459//hFXV1c5c+ZMhuVdu3aV2bNni4i+gBoxYoTUr19fjh8/nuXrMI/Gl10uRUQePHggY8aMkZIlS0rfvn3F3d0929fhudW4nv+MvHTpkojoj0lXV1dp06aNlC1bVlxdXcXZ2Vlu3LiRYfv0wik0NFQ2btwoe/bsMfQuUC5iDaUerKPUgXWUerCOUgfWUery2g1PaWlpMmDAAFm8eLFERkbK+PHjpV27dkprYzoHBwfZuHGjcjVAq9WKVquVDRs2yLlz594senpjCxcuFCcnJ/njjz/E399fhg4dqkzvGhYWJp06dVKmCH348KE4OTnJ/PnzRUQkOTlZtmzZIjt27DBa/KT366+/SrNmzcTGxkYmTZqU4UrqwYMHpVKlSuLm5iZOTk6yefNmadmypSxcuFBE9N2Hmce84/lcPtsFXER/3KVPyZycnCyNGzeWuXPniohIUlISz615RFafka1atZK0tDRJTk6Wbdu2yYgRIyQlJUVERIYMGSIfffSRpKWliVarlS1btihT/pL6sIZSD9ZR6sA6Sj1YR6kD6yj1ee1Z7fz9/REZGYlp06bBxsYGK1euREJCArZt2watVqusN3LkSHh6eiqDI1pYWMDCwgKPHj1CtWrVcmScKnp9rVu3xq+//oqhQ4fi7bffxoABA5CcnIyEhARUrlwZmzZtwqRJkwAA1tbWePfdd3HmzBkAUAa2bNGihdHiJ70mTZrA09MTp0+fxp49exASEqI816FDB5w8eRJ9+/aFt7c3Bg8ejKZNmyI1NRUAlIFOmce84flcps+gAuhn7yhYsCAGDRoEQH8MDhkyBKdPnwYAFCpUCAkJCTy35gFZfUYmJyfj999/R8GCBXH06FE4Ojoqgz0PGzYMR44cgUajgYWFBQCgWbNmxtwFykWsodSDdZQ6sI5SD9ZR6sA6SoVet8UqJSVFrK2tlS5vIiJLly6Vfv36SVxcXIb7na2traVx48ZSsmRJCQoKepOGMsph6VcB0luLPTw85KOPPhKRzPesX7p0SXr27Cl79+41bJD0UtLz1aNHD/Hw8Mh2vYsXL0rnzp0lJCTEUKHRK3rZXF66dElcXV15TOZB2X1Gurq6SlJSkvzyyy9SpUoV0el0EhQUJAMHDpQlS5ZwLJd8gjWUerCOUg/WUerBOsr0sY5Sn9fu8WRpaYkBAwbghx9+UJaNGzcOp06dQmRkJDQaDa5du4YRI0Yo60ZERKBOnTo50mBGOSN9ysn01uLr168rV2w0Gg1EBEePHkXnzp0xevRotGvXDh07djRavJQ9EQEATJs2Ddu3b0doaGiG5319fdG/f3/0798fvXr1QvXq1ZVtKG95US4TExNx4MABdOvWDaNGjULr1q15TOZB2X1Gnj17Fnfu3IGbmxvq1auHHj16YMiQIXBxccEHH3yQ7fTcpC6sodSDdZR6sI5SD9ZRpo91lPpYvMnGw4cPx8iRI3Hv3j2UK1cORYsWRb169RAUFITq1avDzMwMrq6u2LBhQ07FS7no4sWLuH79OgYMGAAACAkJQc2aNWFubo6BAwfivffeM3KE9CJmZmYQEbRt2xZ2dnY4dOgQatSogeDgYDg4OMDKygrDhw9H3759jR0q/YfscnnlyhXUqlULKSkpGDBgAMaMGWPsUOkFsvqMrFu3LgIDA1G9enVs2bIF4eHhqFq1qrFDJSNgDaU+rKNMG+so9WAdpQ6so9RFI2/YVD9y5EjExMTg22+/xbFjx7Bp0yZs374dJUqUyKkYKZeJCDQaDVauXImAgAD0798fX3zxBcqXL4+tW7caOzx6Bem53LlzJ4YPH44yZcqgWrVq2L9/P68AmJjscnngwAFjh0avgJ+R9CL8+1AH1lHqwTpKPVhHqQM/J9XjjRue4uPjsWLFCuzduxfFihXD9OnT0bZt2xwKjwwlJSUFLi4uuHPnDjp16oSJEycyjybK29sbM2fORLly5fDZZ5+hffv2xg6JXhNzafr4GUkvwr8P9WAdpR787FUP5tL08XNSPd644SlddHQ0SpcunRMvRUYyf/58dO/eHS4uLsYOhd7AP//8g1KlSsHJycnYodAbYi7Vg5+R9CL8+1AH1lHqwM9e9WAu1YOfk6YvxxqeiIiIiIiIiIiInvXas9oRERERERERERG9CBueiIiIiIiIiIgoV7DhiYiIiIiIiIiIcgUbnoiIiIiIiIiIKFew4YmIiIiIiIiIiHIFG56IiIiIiIiIiChXWBg7ACJSN3t7exQsWBCFChXC48eP4ejoiBkzZqB58+b/ua23tzfs7OzQtGnTV3rP7t274+7duwAAf39/1K1bF+bm5rCyssKwYcPw6NEjfPLJJ6+1P0RERESGwjqKiNSADU9ElOv+/PNPODs7AwC2bduG7t27Y9++fWjSpMkLt/P29oazs/MrF0y7d+9WftdoNDh+/DhKliz56oETERERGRnrKCIydbzVjogMql+/fnB3d8e3334LADh06BCaNWuG+vXrw9HREb/88gsAfdGzc+dOfPPNN3B2dsbatWsBABs2bECTJk3g4uKC1q1bw9/f/5Xef86cOfjoo48AAL/99hs6duyId955B3Xq1EHz5s1x6dIl9O3bFw4ODujcuTMSEhIAAFqtFh4eHmjcuDGcnZ0xaNAgxMTE5NR/CxEREdF/Yh1FRKaIPZ6IyOCaNGmCnTt3AgBcXFxw4sQJmJubIzo6GvXr10eXLl3QvXt39O7dG87OzkqB8++//2LTpk04duwYChYsiOPHj2Po0KEICgp67Vh8fHwQEBCASpUqYcSIEejVqxdOnjwJW1tb9OzZE+vXr8fEiRPxzTffoGjRojh79iwAYN68efj888/x448/vvl/CBEREdFLYh1FRKaGDU9EZHAiovweFRWFMWPGICQkBBYWFoiKikJgYCAqVKiQabsdO3bA398/Q9fy6OhoJCUloXDhwq8VS7NmzVCpUiUAQMOGDaHVamFrawsAaNSoEUJDQwHou6vHxcXBy8sLAJCSkgJ7e/vXek8iIiKi18U6iohMDRueiMjgfHx8ULduXQCAu7s7unfvDi8vL2g0Gri4uCA5OTnL7UQE7777LhYuXJhjsRQqVEj53dzcPNNjnU6nvPfy5cvRuXPnHHtvIiIiolfFOoqITA3HeCIig9qxYwdWrVqFqVOnAgBiYmJQuXJlaDQaHDt2LMNYA8WLF0dcXJzyuHfv3ti4cSNu3boFAEhLS8O5c+cMEnefPn2wbNkyJCYmAgASExPfqGs6ERER0atiHUVEpog9nogo1w0ePFiZBrhOnTrYvXu30s170aJFmDBhAubNmwdnZ+cM3b9HjBiBUaNGwdvbGxMnTsTYsWPx9ddfo2/fvtDpdEhJSUGPHj3QsGHDXN+HGTNm4MmTJ2jSpAk0Go2yzNHRMdffm4iIiPIv1lFEZOo08uxNwkRERERERERERDmEt9oREREREREREVGuYMMTERERERERERHlCjY8ERERERERERFRrmDDExERERERERER5Qo2PBERERERERERUa5gwxMREREREREREeUKNjwREREREREREVGuYMMTERERERERERHlCjY8ERERERERERFRrmDDExERERERERER5Qo2PBERERERERERUa5gwxMREREREREREeUKNjwREREREREREVGuYMMTEanKwoULMXHixDd6jVGjRmH48OE5FNFT586dQ+3atZGSkpLjr01ERET5R4UKFfDbb7+99PoxMTHo3r07SpYsiQoVKmS73r///gsnJyekpaW9dmy//fbbC9/jdT1+/BiVK1dGSEhIjr82EeUuNjwR0Qv17dsXffr0yfI5Dw8P1KlTB4C+scbS0hLFihWDlZUVatSogUWLFuVIDC/bEBQREYFvvvkGs2fPzpH3zWkNGzaEg4MDli9fbuxQiIiIKJflhRoq3erVqxEREYH79+/jzp072a43efJkfPnllzAzy3tfE4sWLYopU6Zg6tSpxg6FiF5R3jujEFGeMn78ePzvf//LVKSkpKTg119/xfjx45VlgwcPRkJCAuLj47Fy5Up8+eWXr3Q17k2tWrUKnTp1QtmyZQ32ni9Lq9UCAN577z18//33SE1NNXJERERElJvyUg117do11KlTBwULFsx2nSNHjiAiIgK9evXKsffNKem9xUeOHImDBw+y1xORiWHDExG9UKdOnVC1alWsWbMmw/K//voLiYmJePfddzNto9Fo0KlTJzg6OuL8+fO4d+8eevbsCVtbW1hZWeHtt9/G1q1bM2xz584dDBs2DBUqVEDx4sXh7OwMX19fLFy4EH/88Qf+/PNPFCtWDMWKFcOtW7eyjNXLywtdunTJsKxt27aYPHkyBg8ejOLFi6NChQrYvHkzAgIC0KxZM1hZWaFx48a4cuVKhu1SUlIwduxYlCxZEpUqVcLXX3+tPJecnIyBAweifPnysLKyQq1atfDjjz9m2N7e3h6zZ89G165dYWVlhSVLlgAA2rdvj/v37+PcuXP/8T9PREREpiwnaigASEhIwJgxY2BtbY3y5cvj+++/z7Td5cuXlVqrfPnymDBhAh4/fgxAX3usX79eqaXc3d2zjNfLywsdOnSAubm5smzOnDlo2bIlvvjiC5QrVw7FixfH9OnTERMTg8GDB6NEiRKwt7fHjh07Mr3e999/jwoVKsDa2hpubm5ISEhQnvviiy9Qs2ZNWFlZoWLFipg8eTISExOV50eNGoVBgwZh/PjxsLGxgaurKwCgVKlSaNSoEbZv357t/zsR5T1seCKiF9JoNHB3d8fatWuh0+mU5atXr8awYcNQvHjxTNukpaVh//79CAwMROPGjZGamgo3Nzdcu3YN0dHR+PDDDzF06FAEBQUBAJKSktC+fXsUKFAAfn5+iI2NhaenJ6ytrTFz5kwMGzZMuRKYkJCASpUqZXrPpKQkBAUFoW7dupme27BhAyZOnIjY2Fh88sknGDNmDDw8PLBp0yZERUWhYsWK+OCDDzJss337djRq1AgPHjzAli1bsGjRIvzxxx8AABFB9+7dERQUhLi4OCxduhRTpkzBvn37MrzGTz/9hNmzZyM+Pl55/UKFCqFGjRrw8fF5xUwQERGRKcmJGgoApkyZggsXLsDf3x8hISHw8/NDRESEss3Dhw/RqlUrdOjQAbdu3VLW++ijjwAAhw8fzlBLrV69Ost4z507l2UddebMGVhbW+PWrVs4dOgQli1bhk6dOmHSpEmIiYnBBx98gNGjR2doOIqIiICfnx+uXLmCixcvIiAgAB9//LHyfI0aNXDw4EHEx8dj79692LNnD+bNm5fhfdNrsbt378LLy0tZ/vbbb7OOIjI1QkT0H6Kjo6Vw4cLi5eUlIiKBgYECQPz8/JR13n33XbG0tJQSJUpI6dKlxdHRUb799ttsX/Ptt9+WH374QUREtm7dKqVLl5bk5OQs13333Xdl2LBhL4wxPDxcAEhwcHCG5W3atBE3NzflcWxsrAAQT09PZdlff/0lJUuWzPB+Li4uGV5n+vTp0r59+2zfv3fv3jJlyhTlceXKlcXDwyPLdZs3by5ffvnlC/eHiIiITN+b1lCpqalSsGBB2blzp7J+bGysaDQaWbdunYiILFmyRJo2bZrhfU+cOCEFChQQnU6nvMd/1VI1atSQVatWZVg2e/ZsqVq1aoZlzs7OMm7cOOXxw4cPM+zTunXrxMzMTGJjY5V1du/eLZaWlko8z1u6dGmG2uvdd9/NtE/pZs6cKe3atXvhvhBR3mJh1FYvIjIJpUqVwuDBg7F69Wr069cPq1evRrNmzeDk5JRhvUGDBmHjxo2Zto+JicH06dNx8OBBREVFwczMDAkJCYiMjAQA3LhxA/b29i8cd+BlYgSAuLi4TM+VK1dO+b1o0aJZLnv06FGGbapUqZLpcXq37idPnuCzzz7Dzp07cf/+fWg0GiQmJmLw4MEvfI10cXFxKF269MvuGhEREZmoN62hHjx4gCdPnmSoKUqUKJGhjggNDcX58+dRsmRJZZmIQKPRICIiAuXLl3+pWEuXLv2fdRSgr5uyqq2eraVKlSqFEiVKKI+rVKkCrVaL+/fv46233sJPP/2En376CTdv3oROp4NWq4W1tXWG92EdRaQevNWOiF7KhAkTcPDgQfj7+2PDhg2YMGHCS2/r4eGBy5cv4+jRo4iLi0NsbCwcHR0hIgD04yGFhYUpA0c+72VmVilcuDDq1Kmj3L73psLCwjI9Tp8aeOnSpdi1axd27dqFmJgYxMbGolu3bsr+vCju5ORkhIaGomHDhjkSJxEREeVtb1JD2djYoGDBghnqkri4OMTExCiP7ezs0LJlS8TGxir/4uLikJyc/NKNTgDQoEGDHKujYmJiMjRihYWFwdLSEra2tjh16hQmTZqEJUuWICIiAnFxcViwYMFL1VEAEBAQwDqKyMSw4YmIXkqjRo3QoEED9OvXDwUKFMDAgQNfetu4uDgUKVIE1tbW0Gq1WL58eYbCpmfPnihVqhQmTJiAhw8fQkRw6dIl3Lx5E4C+oLp27dp/zgTXr1+/TOMsvS5/f39lTIazZ89izZo1GD16tLI/BQsWhI2NDdLS0rB161bs37//pV73yJEjKFu2LBo1apQjcRIREVHe9iY1lJmZGYYPH445c+YgPDwcjx8/xtSpU6HRaJR1Ro8ejQsXLmDlypVITEyEiOD27dvw9vZ+pTj79euHQ4cO5cjMuxqNBlOnTsXjx49x9+5dzJ49GyNGjIC5uTni4uJgbm4OGxsbWFpawtfXFytWrHip142NjcXZs2fRp0+fN46RiAyHDU9E9NImTJiA69evw83N7ZVui5s/fz6SkpJga2sLe3t73L9/Hy1atFCeL1y4MA4fPoyEhATUq1cPJUqUwLBhwxAdHQ0AGDduHACgTJkyKFmyZLaz2k2YMAH79+/H/fv332Av9fr27YvTp0+jTJky6N+/P6ZNm4bhw4cDAKZNm4aKFSuicuXKeOutt3Do0KGXLoDWrFmDDz/8MMOMMURERKRur1tDAcCyZctQr1491KtXDzVr1kS9evVgZ2enPF+pUiWcOnUKBw4cQLVq1VCyZEl06dIFAQEBr/Q+HTp0QNmyZbFr165X2i4rdnZ2Srx169aFg4MDvvvuOwBA586d4e7ujrZt26JEiRKYOXNmljP8ZeX3339Hhw4dULt27TeOkYgMRyPP92kkIjJhCxYswN27d/Hjjz8aO5RMzp8/j6FDh+LixYtvUstvgwAAIABJREFUNJ4VERERUW44ceIEJk6ciAsXLrzUUAeG9PjxYzg6OmLfvn2oVauWscMholfAhiciIiIiIiIiIsoVeasZm4iIiIiIiIiIVIMNT0RERERERERElCvY8ERERERERERERLmCDU9ERERERERERJQrLIwdwKsqWLAgbGxsjB0GERERmZgHDx7gyZMnxg7DqFhHERER0et4kzrK5BqebGxscOfOHWOHQURERCamQoUKxg7B6FhHERER0et4kzqKt9oREREREREREVGuYMMTERERERERERHlCjY8ERG9rhQtoNUZOwoiIiIiojxJRBAVFQURMXYoZERseCIiel2n/IGTfsaOgoiIiIgoT7pw4QJWrFgBHx8fY4dCRsSGJyIiIiIiIiLKcX5++ou0e/bsMXIkZExseCIiIiIiIiKiHHfv3r0sl9+4cQP+/v4GjoaMxcLYARARERERERFR/vH7778DAJycnIwcCRkCezwREREREREREVGuYMMTERERERERERHlCjY8EREREREREVGOExFjh0B5ABueiIhyS3gkkJRs7CiIiIiIiIiMhg1PRES5ISERuHoLOB9s7EiIiIhIReLj49mLhIhMChueiIheR1pa9s8lPwFiH+l/T001TDxERESkeiEhIVi2bBlOnjxp7FCIXopGozF2CJQHsOGJiOh1PEnJ/rkzAcC124aLhYiIiPKFGzduAACCg9mjmkwDe+dl7cmTJ8YOwaDY8ERE9DoeJRo7AiLKJ9atWweNRgNvb28AQGRkJLp27YoaNWqgbt26OHbsmJEjJCIiopd1/fp1LFq0COfOnTN2KAbDhiciotfxoh5PREQ5JCwsDGvWrEHTpk2VZR4eHmjatClCQ0Oxbt06DB06FFqt1ohREhER0csKCQkBAPj7+xs5EsNhwxMR0evg/epElMvS0tIwduxYLF++HAULFlSWb9myBe7u7gCARo0a4a233sLRo0eNFSYRERHRC7HhiYjodbDdiYhy2dKlS9GiRQs0aNBAWRYVFQWtVgs7Oztlmb29PW7dumWMEMmI2Mstf+O4OURkStjwREQ5T6sFbkdkP/ObVgekvmBWOJPAlqeXkvwEuHMfYIFM9EoCAwPh5eWFzz///I1eZ+nSpahQoYLyLyEhIYciJGOKj4/HwoULsW/fPmOHQgaWH2YIi4yMRFxcnLHDIKIcxIYnIspZIoB/CHD9DnD3QdbrnPQDTpv4Pc35oPBTJCYDR88B96NefVu/K/oZ/uL4ZZfoVRw/fhxhYWGoUaMG7O3tcfr0aYwbNw5btmyBhYUFIiIilHXDwsJQqVKlLF9nypQpuHPnjvKvWLFihtoFykXp+T99+rSRIyFDS+/ppOYGqFWrVuG7777DoUOHjB0K5QD2ziOADU9EecPjJCA23thR5IzQm/r9AYCUF9wGoEs1TDy5Rb31XmbB1/U/L9949W3TB2FPNfF852ci7LFmBOPHj8e9e/cQFhaGsLAwNG3aFD///DPGjx+PgQMHYvXq1QAAHx8fhIeHo02bNkaOmIgoZ504ccLYIeSIR48eISwszNhhEBkVG56I8oJzQfpeQmrwOr1iTFI+annK7pbJ/OhFjcRxCfqefmprpDl2Xt9zjfKMxYsX4+TJk6hRowZGjRqFjRs3wtLS0thhEZEBsReJ6VixYgXWr1+PlJT8OSOymnvn0cuzMHYARKQy+aUOyk+foU9e0HPtSQpwKwKoUh6wMDdcTMZyLkj/s03DzM/5Xdb/fMsGKFQw8/OmLJ63ShrbP//8o/xua2uL/fv3Gy8YylMuXryIevXq8ctdPpHe4HT37l0jR0IvK73BSafToUCBAkaOxvDYSEoAezyRMSU/eXobDqlHfvlwyU8F/otukwu5CdyN1A8mr2Z3I4GYl7wdNp8cAkRkPNHR0crv27dvx40br3ErNJmkO3fuGDsEek1sHAZOnTql6oHjAwICsGPHDmOHkSex4YmM50wAcPqisaPIW9TWaKO2/aHMdDr9T7WP4RR6C7ioktthicjkPT+bHWcrzD/SePs7mbD9+/fj999/N3YYuWbbtm3w8/NjL68ssOEpLwi9qZ9unMgnyNgR5Kz4x8aOgHLCy9xCFx4JREazsREw7dswHz3Wj+nEW+uIiPIkfqElUxcdHZ1vx7vKz9jwlBfcfaCfbpzU63YE4Bv831/Kk5INE4+haHXGjiD3mHLjwquyeNFwgM/8RwRfV/8td8+LiQcuXVNPg9vtCP2+3MpneSQiMhG8Xct0MXdP+fn5GTuEPCE/3TrLhicyPF2q/op6fnL9jr4nwX+xVNl4/6r+fFX1zmX0KrfR3QjPenmKTn8cqOWWvMT/byS+GAI8iNGPAaUm+ejPm4iIyFiOHTsGHx8fY4eRq7K6PTRVLfUgvTQ2PJHhPXqsnt4BOS0/zAqmFrxq9Wqu3tT3pjGVHlFpaU8nP4jOYhDMyOgXPDbhv40X9VKMeGi4OIhykE6nU/2XHPakIDIdIoKIiAiICI4cOYLdu3cbOySiXMeGp7wku8YYDiKobolJxo4g96Wmqa+xkTX+q0n7//xrTeTL34XL+skPUtOAB9GZn09Mzv6xKf9txD7S/3x+/wDgSphBQyHKKQsWLMCSJUuMHUau4rg/RKbj1KlT+Omnn3D+fD67A4QUjx/nv3Fw2fCUl0THAVot8DDm6bKkJ8BxXyDsrvHiymnPX3V8nJS5cS35Sf5pcEtV+X6KACd889/tlZQNE/hyFBUHJCTqf09LyzrkB88NpK4zkQa1l6W2/aF8LykpH1zkyceioqLg7e2dpwcsvnXrFu7f52RC6UQEvr6++XJGxps3bwIAbt/mGL/5VWBgoLFDMDg2POUlKVogIBQIuvZ0RqH0n7fuGS+u3HYuCLh0Xf978hN9A9yZAMDvinHjMpTnBxR/EKOfut3UxD0Cjp7LvFytM9vl99sakp/oZ7J7vmdMkUIv3u6xCXz5Cwx95oHo9zUryXn3C85LS00DdCqeBICI8oWtW7fC398f585lUYfkEevWrcPq1auNHUaece3aNezatQubNm0ydigGw1tiKT/L1Yan5ORk9OnTBzVr1oSTkxM6deqEq1evAgAiIyPRtWtX1KhRA3Xr1sWxY8dyMxTT8ej/r7KnqOiLgAhw576+YS07UbH6n2cC9I1vwMsNxm1qshpjIvhGxseXrukHKja1bvPZzoJlYvvxsvJ78XDhMnD1VuZGi6xu0XpWUjaNOHmVAIjL5mps+nnLlJ30A/7NYmaZ/P73TWRi8vsX2vSeTmofy0tN0m81yo+9wHhrbEZ//PFHlgOQk7rkeo+ncePG4cqVK/D394erqyvGjh0LAPDw8EDTpk0RGhqKdevWYejQodBqX9Awkd/IcwefKZ+gIh4C124DF4L/f0E+Lo7+9cvcw+lZpval/FU930Mku54klLdk9YXmRQ3JL/K62+VF11TQRT67Qi8956YyGDwRERHlCTqd7pUa165evYoHDx4gMDBQuQ0xrxMRHD58GHfvqmg4nFyWqw1PhQoVQvfu3ZWrME2bNkVYWBgAYMuWLXB3dwcANGrUCG+99db/sXfm0VFUaf//dvaEAAlLQiBAZJd9BxlBUfAdXAYdx3nnzOirzvi6zIzOUWdGf56Z8R1ElBEiKoIoyKooyCLIIiD7HkLYkpCF7PtGNpJ0erm/P4rqru6u7q7urr3v55ycJNXV1bf6Vt2q+63n+T44duyYlM3RFuzNPvekZaOhtEZFLfNbD2kpYsCmGrV18JsWaxYBF5hzV4Cbzfb/L2RJ1xypcfd0uVWj56kzJhNwJde//fH0nmCo3Ogt6kuNHLvgGJHJisIFZY7r8VX4o1AoFIpkWCwWFBQU0IgQiibo6OjAu+++i927d/v83m3btmHdunXiN0oCamtrceLECXzxxRdKN0UzyOrx9NFHH2H+/Pmor6+HyWRCnz59bK+lpKSgpESDvjZSwScyaTV8mJrU8pN2ze5tpQfc6U5slSyWJs7/Wj2mASDEzfCpFz+2shpGJLxe6H1dZ9g02ao619fcfW96giuuagnnc5VPQLya57qMQqFQKJJx+PBhbNy4ERkZGUo3hRIgwZAS29jI2BDo/Xilab2+EybXBy1atAj5+fn46aeffKoskpqaitTUVNv/uq58UOMl+kWr6XbO7db/mOuFIPoCLFbXSbhGD2Ph6KV/OR3l7y7lFPFsVvcHgHZx7pp0HyISO03MT2yMqE2iUCiUYKesjIk8Zb2QgkG8oFAo+kOWR89LlizB9u3bsW/fPsTExKBnz54ICwtDVZXdO6KoqAgDBgxwee9rr72GsrIy209sbKwcTZYGk9lzhIfz02aT2THN4UquNO2SGqETzTOXXZfpIW0pWIQ3vigPI196pc6FBz32b7iPzyhyPeTnm8xMJBQVoLSP1WrvxzOXfROqKBQKhSIIb145paWlOHfunEytoVAoFP+QXHhKTU3F5s2bcfDgQcTFxdmWP/HEE7aSomlpaSgvL8c999wjdXOU5fQl4KQPYYfFFcwkTesInWDymQ7zRUyonYIyu19KQxNw9orTCnpUJnzAohePAp0LJ+zuGQC0Co9SFUROkftKcRQF8fGYPnGRpt5RKBSKTLiLdPryyy+xf/9+3VRKa2qiXoIU7aOX81FMJE21Kysrw+uvv45BgwZh9uzZAIDIyEicO3cOixcvxlNPPYWhQ4ciIiICmzZtQnh4uJTNURZ/KgPpQXQCAvN40qKRItvX+aX8HjdVdUDP7t63Q4g+S5qX1yjdAvlpagW6azhaUwpoFVN9oFU/KwqFQtEoeq+itWzZMqWbQKFQJEBS4Sk5Odmt2peYmIgDBw5I+fHqwrkyEEvtTffv4RMdtChGuBwDPrRfi9WhWHjTzADUeehzPeJN8O80ARE6Ep1DeI7vllsaFp40Nt6ITbsfY5AWBfNACLYxjUJRmKNHjyrdBIqMsNXszp8/j3nz5incGoqYUL8uCgC0tLRgx44dePTRR9GtWzelmyMZQVBeSOVk3fBt/XajNO2Qk7AgOexoJMBtvChPOYVMuo4/E3wl6XAjLEZGenmf0dXPLRjRSgRysR9VCrUa1Se0T8wW4BwnhTjTx+sYhUIJCOrnE1zourBSkEHTryh8pKamorCwEJs2bVK6KZISJAqACiHEeypddT3fGyVpjqzccBP9RdEGDU3AtXzh3l3eVmtoZraZVxJw02SlsNz+t9VqF874nl4VlAF1THlZnLsKXM6Rvn0Uis9wKxl6eArb2OxeeKVQKJKj58lrbW0tmpvpgzsKhRJ81NbWKt0ESaHCk1JkFzBm477Cd6+RdQPIyA64SbLRckvpFiiP0JvGmgbGK0pNXM0D6huBZoH9GCpwmNHSjTQhjqmUJy4C568x/cU3XycEyMyXrXmaoIlGfakO7inob/i/ls5jSlBw8OBBpZsgOkajDqLf3bBixQp8+OGHSjdDcgghKC0thYWn2nVJSYlfUW16FiQp+qOzMzgeYFksFhQVFdlSZoMZKjwphSdvJ09cyHS9sa+9KVwEoEiD2QxU1gr3dqlpELZedgFQXu1/u6SkqYXfPN2ZEIHDjJby3IvcGHtmFzhGQlHcU6GRpzr+3MhHe0m31AJREe5f85RaF0gxCQpFAk6fPq10EygUFzIzM/Hll1/i0KFDLq+tXbsW+/fvV6BVFLmgImHweNUdO3YM69evx8WLF5VuiuJQ4UmL1N7UxlPlljb9VObzRl4JkFssfDLd2uZ9nRMqH6AKy4GcIkZsO3bB/XoNGi6La7UykYllTuJfiR++PwATKaY1hByrFEc6zYzPEztO1zYwKZaqF2U41xV/CzvwPL2nUNRCaWkpqqtV+jCHElRUVTEVkIuKimzLCgsLsWbNGoVaRKFQpKC0lMlcYc/5YIYKT1qkvhE4ni4s2kQpTGbgYhZwUUMpgIHA+vu4q2TnjOonoDy4E5h4vch0QruROZZviJTuyI0UUbsoK4e4feqSOkR0QsRth8UC5JfYI1uzChhTebWnF1poGDhF33z55Zf47LPPlG4GRUK0EElCCOFNu/nqq69QVkZ9UIOJujoVz+UoAXPlyhXU1Gi04IwEUOFJi7BRE/5GXcgB+9S7w8mHQK/5reyETWgKnQZujFxoclNVRaxd4cu0q2sEKlQyYJtFEIq4/e6Px5ucdJr4lxMCFImUTmg2A+evirOtQDh7xb1IHsjx7Rwpp3Zyi5VuAYVCoeielStX4syZM4LX54ppe/fulaJJmoEQgs2bN2s+bYnt0/Jyas+gV8xmM3bs2IG2Npo5wEKFJy2iQc1C11zNs6eluJusO6NF4cmdBZNo1kw8G8rMV0+1u1OXgOZWoDRIQmXdiaiNLUCxANFb6DGuhuponSb3KYWtAfjnBWMhBZOZ8SK8SatSUSgU+TFowC8ykMpVaWlpIrZEe5jNZuTm5mL37t1KNyUgqNG09vEWXamF6Eu5ocKTFmEHKy0OWno0QffHw6jdT/8URXFzMydWylhDE5PKp5YIJ8BVPMm4DhQEeRi8cxSjlrFamT71hKjpZ07nkB5vSooqgFvtTHohhUIRBavVipYWlafqUhSHTnS1g577Ss/7RgkMKjxpGaPJfwNYpbic4/t7OoyMOW9rm7p9rXyhxcewSzUM4u4ENrGruKklwonCj1AfMy3Q1sFEsckFV3eqrme8+rQ2hnvDdnyoYMyiUHTCV199hdTUVLS3t6OpScMFO/ykqqoKra3Cxmo66dUfDQ0NyMzMVLoZFIoDWoiuVBtUeNI61/KUboH0pGcxT8/Ts+xV1CgUvVJUwaQqqZVuscLWa9dAZJSSNw3FFczvWoG+cFqBjs8UFVBbW6ur6nUFBUwEYWtrK06ePMm7jp4nQatWrcLSpUs9rnPz5k2ZWiMuVCjzzieffILvvvsOt27d0vVxrlUIIdi5cydyc3MB6Hss4uLruZueni5RS7QDFZ60jlGgp5CWca4ARy/SyhAc1xFlMXYygsStdqVb4h6hFRnpeeoZVpirUrAqpBR9pAXBkaJ7VqxYoZvqdUIFFSpgaBM9CaRSYxajyItKKCoqclmm1ZTa5uZmXL58GZs3bwZAxyKKe6jwpHW4T5eD5UQPkt10QBVlzqnyJDlnryjdAu9UCjRF1YKPmRrGTCU9s6Q0P1fBV0uh6AE9Tba9YbEIfLDhAT1FW7ATeKORCvrBwNdff43U1FTNVUGjQhM/fKJyU1MTPvzwQxQWFirQIuWhwpMSBGOlI1EJwgHuVIbSLaDIjdwX8pvNjLm7Nx+1RoFP43KKA2+TlFisTPquM3J972zKYlJveT6PDzVH1lEoImAyBUFU+G3EEG2U4ubNm7Bardi4cWPA29LjJFgPwtMXX3yBgwcPBryd4mKV31tw6Ojo8Cmi7caNGwCgyagnMdDbubt//36XZZcuXUJzczP27NmjQIuUhwpPSnAxW+kWaJvMG8wEOdhQekAuqZTvs4orxKuWFwhS38jXNzIm02rgCpObj5wicban9qf0N0r5l4u1/95gTc2VjHjKlfIGngBNrUCdNn1XKPpg0aJFSjdBdNxNzk6dOmX7u6SkBKmpqZrwPSouLsbHH3+MAwcOeBUVuPtIcUXNE/eKigqcPn3aYZk/0WlCTebVwOLFi/HZZ5+hs9NelKWjQwPR4Apx6NAhpZtAkRgqPElJ3U2mElirtkImRUHKi5/QiAu9cfqS0i2Qj6IKIF/B6naE3D53JY4IuZYPXA/OcFvFaXFz8yq3EHizWd7Pk5NL15kHBRQKRRQqKircvsYVmfbt24eWlhZNmNmy+5SV5RiBmpHhGul96NAhVFVVydIurbBy5Uqlm+A3ahbKxIQbeel8nOsBT/3oS9ogG/FF0S9UeJKSzBvA1Tz+dA69UyqDWaLcFyxClC0lL9TUWS8o9V0XljFl7q/mySd+VdcHdwqu1RocaV8hKrnkdhiFe3X5iyp86SjBQktLC44fP67pdDNCCKqqqjxO4oLJF2TXrl0AXCe1x44dc1k3WNNWAKCmpkbpJsiGHoQqPXmQCeGDDz5QugkUFRGmdAMoOkXqSY0SZBUwUWzTxgBRkUq3Rv8odX9RosDTVL6oJ0KAYLlBOXGR+T1lNBATpWxb9AQhgJUAoU6C18VsdaSyUigisX37dhQVFSEmJgaTJ09Wujl+cfbsWRw4cAAPPvggpkyZ4nY9vaXqtLczDx3cmaiXljqmRVs5RXUIITAYDLhwIQjtF4KQzMxMxMbGKt2MgAg24SmY4RNK2UjO+nqV2GzIjEoev1JEQQdPAnxC7rLdrFcJLRdOkYO8EvnOaefPUSo9StYoN56bPym+72v59r/ljuLLuA6cvOi6XG7RKdiuTRTRqaysxK5du3Dr1i0H4YGlqakJAHDy5EmsWbPG6/bKyspEb2OgsP5GzkKL8+Sltpb/wZ7FYsGKFSukaZyEnDhxAoBdgHLGXapOXV0dFixYgEuXHG0Ijhw5giNHjojbSIok+CrCaNVk3df9VLs4ZbFYUFfnpRANB1/W1TvstSpYocKTVCjhQ1TfKP9nKkmjjN4odOKkAEH+nVfVySdyFpY7/h+shtDHJfBD4Y7L7vy8pBpfxEzf7BbAU2Y5CxPojI6ODjz66KMYNmwYxo0bh7lz5yI/nxEza2pq8POf/xxDhw7F6NGjcfz4cYVbKx1r165FRkYGlixZgq+++srldVacaWpqEiQqCRGn1Iqn1CpWlGJ9kLimxnqBnZTn5jIFMY4ePeqyjl7OBV9Ty7SWiuZPe69evSpBS+RD7aKSEHbs2IFPP/1UcMW+YBdbKHao8CQVl3Pk/8w8Bc2YlUDO62sL54mbkhf2YPJ50tb9kzRIfX+SW8T4WNU2SPxBApH13FLRASaF4CU2gaRABmtBCJF4/vnnkZOTg8uXL2P+/Pl47rnnAABvvvkmpk+fjry8PKxduxa//e1vHUxs9QR3vwoKCkTZplYm6dyJqq9tdo4G0iLu9lkr/ac0fBGCaqSqqgptbW1e+1XrBtR6EJ4yMzMBAA0NKrl3pGgGKjyJSbuRqYSl1CCvtGdHYTlQo9AgVNMgcXUotdzgqKUdMtCuLx8Lv5Ay5a2+EaisA8pr1HNYNWlUoOjfR+kWSE+XAIWnrBs0ctQPoqKi8OCDD9omK9OnT0dRUREAYMuWLXjxxRcBAFOmTEHfvn15jZcp/GjFlNlXgWXr1q22v/UgRLa2OlYgdZdq6AwbEXXy5EmsWrVKE0KV2KJEbW0t3nnnHdVWN2T312KxYNWqVVixYgVvNUOtw+1XPQhPzmhF3BQLs9nskhpsNptdqo5qYcyRGyo8icn5q0wlrCL35W51TUklkC3Ok0hBcE/o7ALgSq48n2tVciAxMNW/LmZL6xejhsFSiegutVWWk6rSm9Xq6D2khv4GgFqBKX6lVerqK6HV6volMoJfuTYmvKJSe1PZqqA64aOPPsL8+fNRX18Pk8mEPn3somdKSgpKSoIs8jkA1FoBL9DJit7KtTv7NQmNsti8eTMA4KeffvJaLVBMsrKybKmOQmFTkZzbeOXKlYDawopvrI+WXHR2diIrK8tnQeLWrVvYvXu329f1Itp4E4RXrlzp1mxfTbD9ce3aNdG3rdbxGQBSU1Pxn//8x2HZ7t278cUXX9geDFH4ocKTWHBvqJVMK2hutU/ICGFSaRqCKLf22AVpJutcsclsZr7bE+lAhQITyAuZTB/fkMgcNatAG6k/UqBGQUCKi6+zqNepkqfinuYF7A25sRMoKGPEV60RHsoIfvlUHKD4zqJFi5Cfn4/33nvPp/elpqYiOTnZ9uMcQaIHGhuDzOMyiBArmkKuifzWrVuxatUql+We9sPdJFurQvLevXuxdetWrFu3DjdviucZqfU0OwAoLy/H9u3bva7nq3ipJO4KALD4I/qq2Z+OjXa6dcv+AJQVebnV6oR6YAUTVHgSi7RM+99KPonPuG6fkHUYmVSaq3nibd9q5Z+kKmJG7GYgq5agRGUxJ4qNgEmrtBIFfLU4+3zL80DvN2rx++HSocFKJok9xdlOq0RRT1IwZXRg7+8wMimzFqcb9Kt5wOnbXiWKRhy6QehDWKFNT7vGiOgUym2WLFmC7du3Y9++fYiJiUHPnj0RFhbmMDkpKirCgAEDXN772muvoayszPaj9XLkekcvUR1icP78ed5KZoWFhTh06JBP21LacFyIAOPc92IdC3Kn/Fy+fBkAU6Hxs88+413HbDZjx44dPm23vLzc+0oqhJs+WFVVhevXr3t9z969e6Vskiiwx2ewppRxTdM7Oqg9iBCo8CQWagwJlMLz6NJ14MxlVx8rrheNXOkU7sY5KW7amrhPiIk6xJm2DnH62GwGcorULe548y8z3d4HvmPPlwuimBfPXvHibEcLc5CBfYFxwwMzoGa5kgvccBJ0G5rsUVpi9ZEigp6HtlutzPlMCHNuu90EYTztfLnmiPGdifG1B+e9acCkpqZi8+bNOHjwIOLi4mzLn3jiCdukLi0tDeXl5bjnnnuUaqYoFBYWYu/evUE5kWG9izztO/cJu9Zoa2vD/v37fdqHffv28S7fsGGD7W+hFbO4kQhqo7S0lHf5oEGDfNrOyZMnHSJF1CBiuotcYSNEggHuOS3Ud02ol5kakGK8VsOx6w2+sUcL7VYSKjyJhRoPtKhI8bfJVndrN7qfzJwNLCc9YKQwuePuK4FyPl7OX7kYvlbp2UBVHRMtp1bYSLuruUAbj2BQVM7sg/P3YbEyaYNFCjwliwyX/zOFQIi4ImN4GJDSF4jrKt42b3pKV1bjhFSE8b+4gjl+K73cbFbUMp52BV5Sbbnj4PF0e6Sqvw8G6sVI2VZj36mbsrIyvP7662hsbMTs2bMxfvx4TJs2DQCwePFinD59GkOHDsUzzzyDTZs2ITxcpeOOQDZs2IC0tDQsWLAAnZ00JTMZAAAgAElEQVSduhWg9u7diwsX7FGNVqvVrXcRdwKq5ZTCI0eO4Ny5czhw4IAin19XV6fI5wph586dvMtDhPoH3ub48eO0wICMVFZW4ocffvCaDsrtR6ECqBYEjCNHjggao7XgV+UPXbp0UboJmiNM6QboBjXeHIVL2L0XMoGEHsCdvj2NERV333lZNTC4v+f33mpnojP8GdhNJiA0VJ1Rbv7AihBq8fnho93ImBM3NAOWYmD8CMfXq25fyJ0jRdh9K64EUvp5/xyxTuM7BwFdRbogiT20lNcAN/ifrvrFXePE2xaLJ2FMhUOtKKl2TbejALiRWIS4jlFstUdvXnbO42NrG9CjO3Mu+YMYN45q7DuVk5yc7PbGPjExUbFJvBRs27bN4f/33nsPU6dOxbx58xRqkXSkpaUBACZPngzAc8SAFMa9SsCmzBmNRjQ1NSEvLw+TJk2S7fPVLDyxiDFBb2nRaHVYDbJ69WpYrVaMGDECQ4YMUbo5slNdXY3CwkKX8cvZYFuvaWiHDx92WaYFwVBJaMSTnqnhPD2TwmC8RuF0M38nMVV1jHDmbwW++kYFRScZZ27tKrpQFJbbjb+beIxxuU+bAkr1FOn7TeghznYAICxUvG0BzPErJnJfZNUm8if2FMl36vY2uF8n3zhj2//bK1bWuolGcuoXtmJgmZ+GpWJGtFEoPPAJLOfPn+dd9+TJk9i+fTuN7tAo69evx549e1BcXCzp56hpwivXhFQrUYJarv6VnZ2NsrIyW6STWAb4WsRsNjscc8ePH3d5IMKacfuCwWBQ/bHMlzapVR8yuaDCk16pb2Qif1jENBhXC+wE2teBqe72+4SWbnemR3f/3icGOT7cpBHCpO40+1nByN/ICCnwJRrr7BW7KOrrsSH2NU6MG0369EQczGa7kCPmsW0w+JDe6+EAYwXVTs4T71OXXLfN+p2xh0VuMXBNwPhedftpv78pc1JG0FIoPvLTTz/h6tWrOHr0qNJNER02nY4Q4hK9ooeUlZycHJvR9vr16yX9rCNHjki6fYr/sFF/WsNsNmPLli1Ys2aN4Pf4E5nqSahUWxoyty1855w/+79mzRp8+OGHAbVLCdLTg7QquEAkFZ5eeeUVpKSkwGAw4NKlS7bleXl5mDFjBoYNG4YpU6YgMzPTw1aCHH99Yq7li9sOOZgyGpg+Vvj6/lYPZA2Qu0R7Xs9kZirkOQ/u3oyupcSXaJXKWsas2JN3k6cLFwEzUW+VqHpeIBSVOxraO3Pz9uRaiety/z7ibk9M3clkBhoVCsMXLfXQj061WhkR52QGc16cvypOWwAmIk1oxJNztT4+nCuEXsqx/11ebRfM/REkA7lR9fbWUULSDAgznrSocEyhUBSgqKjIxfOlrIzxbzt37hxSU1MdKmAJNdKmMPgTaaEmzpw5I0oERXOzBMWGghS5xF93puzNzc1477333BrvK4EUIlhtbW3Qpo0SQnQbRSep8PSrX/0KJ0+exMCBAx2Wv/DCC3j++eeRm5uLN954A88884yUzdA203wQYrROeBgQGeH7+6RS/TPzgeuFjK8Ql0oJfAK8eVL5Q5iACIVqzg2vcyqN1QJcyALSs/xLX5MyNae40nWCzoW4/OFKTYO4XkcsERyxOFoMg3+OwGC1MsIR95hvueUY3eiJqwpVkZk1CRgzNPDtWCzCxBuA+Y7qbjLrV3HO2VyRUzv6JQB9ewtbl00X9QWuwJ7POV79ESTdRXqNuMP+t1vPLi/jbKwXIZ/dRHoWcDHL+7oUikC0HAW0fv16LF++nPe17OxsmVtDURulpaVYvXq13+9vbfUz4l3DNDQ0ICMjQ7LtK+3hU1PD3EeoJWKso6PDIbiEEjjffvst3nnnHaWbIQmSCk+zZs1CcnKyw7KamhpcuHABTz75JADg8ccfR2lpKfLzNRihIwcGAzOxUStVfoowsyYBMyc6LmPHcl8G9cJy/4Unbx/Dpr4UO1Wwk0LoSk4Uf5uhAk5vrhm3cyRMVoHd5NmfflYyDJj9bE9tyC5wFWwCNVjv38dRhOgWG9j2ADhM+Isrgcs5jv1xMZsR0LxF4hWVKxdpIlZ0jpVAcBhbZS0TFVdQKm3aaGgoEKFEGpq375Tne3J3PiT2tP/tzlPMm5AtpI+5or1QAZES9Bw/ftzj62qZgAmlrU25iL+ysjKbyTdFWiw+eoF+++23irdBDyxfvhy7du2i0YEyQdNZxScnJ8f7ShpFdo+n0tJSJCUlIez2TazBYMCAAQNQUlIid1P8w9gJnMqw+wSJDV+ajpDIFaGILQbkFLlWEhOCwQC4lIm9PXGZNFL4dkoqA0in4kyUSiqZkuN8kyF/U/q84S3VLxAqaoSZp4dwvoPEnu6Pj6IK/uWeGDLA+zpdY3zfrpT464fFMijZ6bjmfJ8T7gxs24BdDOVLf7zp5SaruDLwzxeC2ygvH0/UM5ddl1mtwjfDjkutbdKnXIaFAUP6AxNF6GOh+DPuCgnddvddeYvqEiI8lXOE3nSaYk8RhreJTUWFH9cnBWloEFaYRcz9On36tM2X5v333xdtu76gJk8aOVi4cKFPUWvclEqK/7DHGZ/xs1y0traKlirlfN4oHXHlDOtJR6EIQfXm4qmpqUhOTrb9KB42WtcImC2M4EKI+EJOWKhjqg4gnqnryQxGXBE7b1SsJ9fsWNolGpgwwofP9+GJTqcJKOWp6sRGTnkq4y42Yk9S2432yWheibB+4R6+1fXM8SEGg/sDsQJEpcRegX2Ou/OPFWakvtEdlOz5de7Hd/PT44i7jabbUWmtbcwYxE0bc04J5XJTRn+HqWPE2Q5fBFdIiPA+ZdczGCCp8sR+Tr9E8XyshOBtrOI7HvhSS50jnEJ4bmq7xTLfvSf/Ml9vhp2j0Mpr+MVGCsULfNXwhGC1WhWdnHLhE2XETCE8ePCg4ql7t25J9BBPxWzZskXpJgQtUgid7e3tHislWq1WrF27FkuXLsU333wT8OddunQJCxYsQF6eegpEaTm1maI8sgtP/fv3R2Vlpe3AJYSgpKQEAwbwR0e89tprKCsrs/3ExoqRuiISFzKZHzGJ7+ZqsC3W4MkKNJ0iDxrNAZi/DUziX+6L2Hb2ivB1uR4rvKk8MqZ/uER8Bcj5q0Cajzfg7SKXGu53O2WQTd2ZOtr+2s/GA6MG2/8fnuK/eT4Le0w7R2OwApyUulN0pHcjcSHpjv7QfItJt6ustS9zFgwIYaL12OqGUiAkRdRWBdLPp3TctMLGZuFG3nKh5NPHilr3r2XxmO838T24cWq/wcCkQnMZP5z57amiZ6DfQ34J82BAjcUMKLpkzZo1WLRokdLNCBoKCwuVbkJQcOvWLdWl2P373/9Wugmi8J///AfLli1z+3pdXZ0tg0cMsej7778HAGzfvh2lpRJ4kvrBqVOnlG4CRcPILjwlJCRg4sSJ2LRpEwBg27ZtSE5OxpAhQiriqAnCTG79SXfwREQ4cwM/bKA96kfsp+jEB3Glocnz5AZwNLz1lZR+9r/lmMB5S0dqlbACipAIILmp9WDQ7Q/9E5lJKyscRkcx4tOEEUw6Uq94oHssc3z36RW4B5Lp9s2VOxFPyognk9ONHd/xO7Bv4J9TIywtw0VAqKxj/J/4IvzEgnv+umPkIOa3O+8gb+QU2f/OKmBM74XAdr3BELjH04xxzPHKh7v96pcgnfDIkufGKN2XYgC941yXcY/luK72/z0VDOCLlPKGsRPIKXT0VlOyaiiFohBnz55VugkUnVBYWIjPP/9c6WYEFVKnkXZ0dODLL79URYRmXZ0EBZY0hBr6QMtIelf8wgsvIDk5GWVlZfiv//ovm7i0atUqrFq1CsOGDcP777+PtWvXStkMcWHvrc0iPk2ICGcm58NT7FXdknrbJ+XdY5lIKLGovcnc3As5ea7muZ/c+ItzKiEfUWJUA+OBa658i0dk6hIlzecC7qO7xEAtoa+EuAow0VGOAtP4EczxLQZsupESUSfO/lRRPBUZI8IZ0W3ccMflvhwLxRXApRzvvnLOXwHrV+VsGi8mQoSV0NvCjFh9VMrxCfJ0s8c+8W1tYwT0QAgPt/d3qJPQ5K4NveKBMcMC+1x/yffBM5FrLM6FrUI4WsBDoe6x/kVwFpQBVfWOKXZB5gNDCT7YqlRcfvrpJwVaQtErNTU1sFgsqvMDYpHDF0hOT7GrV68CkN5/adGiRTh69Kikn6FW1JKqu3TpUqWboGkkFZ5WrVqFsrIymM1mVFdX2yrXDR8+HGfOnEFubi4uXLiAMWNE8gSRA6kq8URHuX+iDoibAlZYDpy+BJz2wU9DzKfQQkrMK3WxdPc9BxqtdOcgZiLqnMLCh6d0Fj6sVkevn2MXXNexWBgRsVnigdvXqJbwsMAj+qxW/uNTykpmgHBvsW6x9kiRiXcyQpSvvm1NLUCml8qfZgv/pF1sfyd/varEguttlOHBjJWNFBPzIQHgKPB18yC4xHVVqNodfBuv3Y21PboD90x2Fdq4sA9KunuIhPIEn5jqT+QUhaIhvFXpk4tgMPtmBQElKSsrAyC/KfSaNWsk3X51dTV27drlV1rf119/LWpbTCaTS7XI7du3y3aMZ2ZmghAiSWVCZ9jjCZA3fXX37t1IT09XpCrn5cuXsWTJEly54oO1iggQQrB69WqcPn3atkzOqqB6HKNVby6uOtp4omQKylyX+cKwFO/rSFUBTWg0xOlLgX0O96m6u4uvUmIT96LpbpIaiO/ItDFAQg/mb+d9nDTS0QcJ8F2IOXHRe8pccSUT9ZHhZC4qZiQd4HsFRoPB7h/jD+0djLdVFU/ob3uHoxDTyBFguKlI/g7sziLeyMH863Hp2oURK6Q41msamOqMAHC9kDGL95XuAlIfe/KkZskJ1+PJXcXJQMdkPsI46aMsfJFrQwZwooQUGtN4vZzc4O+xGB3FjF/jhjt+D76IqnxCf6RE0a4Uihs6O31ITQ2QnJwc2cu8l5eXuywrLCyU1bS4urra+0o6Zc2aNWhtbZXdILqyUtpKths2bEBGRobPpvUbN25Eba0XCw8f+eijj/DBBx84LKuurpa1IFVmZibq6/247wqADRs2yOb9dPHiRfzwww8oKBBQMVtEWlpakJOTAwDIzZXIr9QNFosF5eXlOHjwIADg5k2R7UmCECo8iUEgHir3TAZ6CohwYb1U+iUwKXmjhwCjh/r/uSyXcwLfhhCGDrT/LYfAJDTKgRDHaKFokVPt4rt5ThuMjXH9zNhoIEUEbyAu7o5RIWmPaiYmGjC6SRl1jvrgepH54oHjjZ+NB+6e4FtUXLhE33vR7fLb/ohOgPd0qQkjvBuqA0xVQ0+EhgIDkjx7BrlDSPSnFL5WveOZKoajBtvHML6xrF+CXZwTa6iru+l9n6rqmLRMvhRiT/g7Ho8azIhMcV3tx83dE1yLY/iM/p7wUdTNe++9J1rpc2+wxsNysnr1apdlGRkZAID0dJEq2XqhpUXClG8NsHTpUsmFILlhIz98jXiSQrhwl4YlZ8SI3IIyS3OzdFWLy8rKbNlKSqEWv7Li4mJ8/PHHSjdD8yiUB6AxCGFSAuK7MikFVfIq2gCYG/xZk5StoOQvIwc7esEIFTsGJNkjOHwl6wYwVoC/yq12x1QkAxhRQozKWXdP4E9TGTOU3xtn3HCm6l7POCYtjxURpMJq9U+g6B3PH2EltZEyH55uKsxmx+gLbp96Sh8SChst5muUFwD0imNEDCkic9xFAQnBmyAn1Azem0fb3ROY34Xl0npQBcKsScz40yue+d9gsItuE+9kzh1/hDN/yOSpUOcMa8Lu67jh7zWF731inFcUigI0NzcjLk7haE6dQghBRYXE9zMa4NKlADMHKKpG7mgcluzsbBgMBowcOVL0bbPpmn/9619F37ZQuFFrcqeeFRUV2f7mixyVGkKIan3a/IVGPAmhvokRMi7lAPXSG+K5he/gEyKu+ItYJ3jveMf/73BTCct5/9ytJwShvjZmi1NkjAE4e4VJ3woUd5OwHt35PVHiujpGU4wdxkx6pRp0Tlz0733uUgH9rVAXEiLMwJgPT8eoc8RTO6cCpRilhgOJFuOKGGJzyYPvkTf4qnSyJtPuTKj5cOfTc89kR58zb8d2rdCKfhJgMDBVCfnSnGNjmKgub+331ctLCfwtTCCV0Jwlbxg/hUKRDkIILl68iCNHjijdlKBEb5NWNaNENCPApPht3boVRqNRsqirJUuWSLLdQJE6UpUbTUbPJXGgwpM76hoZAaKtAyi7neJwq917ZSm5Edujh0u2RBOASJ7qX+64ZzLzk3TbeH36WKB3D/8/Wy5jZGffJn+I78YIUWpLh+P6KXEFo0C8f/x9ryfhqb7R/evlrlWFdIMY0XpcenRnxKIRd9iXTR3tWqmPS3w3pljChDtdX+NevHt4Gb98ESEuZPpWzU0OtBABxPbHlFHA5FHe158yGhg2UNg4LsS/0JlA/PQoFD+R60m60MlLWlqaxC2Rnr1792LBggUoLha5MjKFIhA9mjO746OPPsKyZcuUboakZGVl2f5OS0vDO++8I5vHFUUcqPDkjsx8Ju0kPcs3o1Yl8LWSGB9ms2u0g3M6lT8TAiE3WULaPyyFmfxGRgB9fIi8uNUOtHDa7SxwOF+U+CI+fCWuq7heUcMGel9HTrjfUUiIPapDrAu8L9FPnj5zAI/xM7s+99j21m53wl8wPP1gvZqc9zU6ynOamcHAeNF5E3q7xQozNPcGIcy5Xl4jfhU/vcMKSDHRwopYxEQBSb09r8MKin16AjPGB9Y+CkUGzp8/r4oKaCx79+6V5XP4JuYmkxvfRB9hxTMlqmAphdqEDrO/Ea0CYEVUNe2zO6+nQPn8889tBtNqpb3dR39HDcFnYM+OkWfOnJHsc5U+tgkhWL9+PbZt26ZoO8SECk/eEDOMT6qJ6vCUwLdx6hKQdo2ZwFXV8YtM6Vmuy7wxc6L9b3cT+GljmKfo3mC/P19EnQuZwEVOu53HEOdBxVvJeiH0TQh8G1xiRDY8F3MgNRjswlOgh3diT+bHl+gnT9E9VuLa38fTgfJq376D8cP5Tbd7CCgK4A9Sps/6SnKi9J8hxhjL7c8rIvgs9OkV+Da0ghQRlaOHMmM/d3ygUFTM2bNnsX37dsk/p6NDhIdbEpKeno5FixaJGqWkpgkxIURSMUZtXLhwQekmSA5XbHI22hZLOKisrMTp06dF2RZFXKQUtpUyjGdpbW1FUVERrl27pmg7xIQKT2LjLjqlK0/FqyEDxPnMXvHe1xFKYwtjUuuPyORMWKij2DZtDHD3RJ71wsQXV5zpZJ/gSaRec82Uu4i8L94qjflKIBfiUTzRSKOGMIJRoJP1EXc4pnMJodJDSd4bpfweQflOYblnLrv3Epo2lhE6uQLqkAHAXeNcvcvEIlZA1Ikc3DVOns8JVJA/dgFoEDnKSQwxXytI8UDEYBB/3KJQFGLv3r349NNPRdlWQ4OCvnUCuHiR8X4U0yhZTcbiCxYswLvvvqt0M3SNVFFH7uD6DykdoaIGamp0bCUhMydOnLD9rURxgI0bN8r+mVJD7wz5CGTgcpeCMMYpiqFfIlN2W210iFRmfvpY14lrSIg4hrRRPnhEsZy5zFSGcu7aq3mBtwewe1ABEK+GOrs5kbdnDsBYm++7j4liBCMl/Gw8VUQzmfmr7zljtrj3EuLu76SRzDnbt7d4USKscTcXNaTwxUTJ5y3mi+ebOwKNVOSKphN5fKkCIZbnoQOFQnFAzRPGtLQ01NXVeV/RDUajEd988w2qq6tVvZ+AuvtBTH788UecO3cORqNR6abojps3Bdx3SURnp+Mcxt3xXFJSgu3bt0tuTq0Ecgt/SlNWJkF1aB6UEPTq6+2Vx0tKSpCTkyN7G8SGCk98ZARQFYqPiHDXdAM5RSdfIhfECkGOjJDuibe/E/O6m0CxRE/euOlhYusGfB5YnoydvVERwODp7AHTLtFNG/s5vkZAOePLTbQ3L7fYGCbaSUxhiJuu1y8BmDpGWeGJ9W0Sw3dJKGKnpvoD94GBu6qNFApFMvT8lD49PR05OTn49ttvVSPssBW42Im6WtolF2fPnsX+/fuxevVqUberdGqOnLApi87HTmZmphLNAQA0NgorALV27VpcvXoVRUVF0jZIAdSezis2FosFtbUesh90wtq1a/HNN98AAOrq6lTlSegLVHjio0UktZidwAy5bdCb0pf5PWU0EB3J/x6xmTrGe+QC96JRII9yLAtyVkdyEGQkiHhijx2WQISB4srA2sJFKq+EyaOY9LZEH4zkA+WSyIKzr5gtzLigpPDUfFt8a5SxoAJXWB2WAvxsgnyfzSJlqm9PJy8wZw8zd8UV5BT/pKabjvaFIgl6Fj4sFibKmBCimv1kBZKioiJYrVYsWLAA//73v/3entVqRVVVlWr2TyiBRLLJsT05aWlpwTvvvOOzcCSWGb0UeIu+2rhxo+6qLp48eVLQerm5ufjxxx8lbo08SCHCqFlE/vTTT7F9+3ZNioxUeJKSCSOYyXPvHsz//fsw0UdS+xmxjLhDPoFLjVwvVOZzpdANnI2slRQn5DILFiNiTo3prO4w3g4Rl7NvnVP9urMRTzJG/bDHU1Qkk7IqRpVOXwkLZcbqn0lQgW1gX0ZIZRk20FGonjaW/316StFzFs4pFCdYcUaPsGJMSEiIKoUZbnqSwc/rz/Hjx7Fq1SrNPoWnANevX4fVasWePXsC2o6c6WtVVVUO/zuLLps2bfK6jS1btnh8XY3nrCec0w3dsXnzZpw9e1YXY++pU6ds/nRiYDKZcOPGDdG2JxVaLJRAhSdnmkWIduJOnLiTZ4NBPt8UQHi0iNiDqhwTppGDvK9zS6lKKhKZ9SoNm4Y1aaR9mRj+PFKiJYPjEAX6OK6ro7/RmKHAxJHA8ABTHH0hMgIYNwyYOEK+z+QjJIQpdCA2BoOj0BQRbj+XAPf97kt1R1/hK/IgJfHdHP9XQ3olRVWIOWmQip07d/r1FJyduBoMBlVOYktL7QU3/DUCLyhgfBLLy8thMplUX3qewnjjcEUKVjAKCfC+6fz58wG93xf279/v8D/XEwcITDQihGjSA0qIeOzte2lqasLy5cvFapLkWK1W7N69W7TtLVq0SNTtUexoaFYmA9kFQEZ24NuZOoZ5wq0GsUAIRpEMxVnk2O/ePYDByfb/hQhRUsNOLqWI2FCDgJJwW8jkik3OE0op8ce83OrnTceoIcDYYd7XE5O429+lwcBMzO+U4Zg2GBzPf4OBvwKn1MR1A8I5ojyfMCKlECM33Eqk7sZLMc6t/n2Y48g5fTE0hIm8TegR+GcIhbs/YhSZoOiCzs5OnD59GpWVAaSAi8iFCxds/kfOXL58Gdu2bfN5m2oXnsQw52Unu4QQvPfee7T0vMqpqanBmjVr8O2339qWiSU8yYlYaXLFxcXIznac/y1fvhwffPCBKNuXEyHCU36+vSALV1xramrCrl27cOLECRcRTy8QQnDq1ClVp9IJRY3XE29oZ3SRgxqRytyGh7maMMvJqCFMVTmhXMgS9/P7uqnsJzb9Epnf3WIZIWraWMdoHCnp38dVCJkwApgyShrhKSZKXpGHF84AN3YY8x3IlXYHOEaJCKWx2b/P6hUn3/c9bjhzDCcn2pcNHcCIAjMnAqMGS/fZztE4aiE0xDU6tIsfKcpqFf9Z4SU01L82Dkjy7gE1dAAwKJk5jvjGpCmj5RE3WbiTmXphBrAU/bNv3z4cPHhQNcLTnj17sHbtWrevt7b67n/HFZ78eb8W4ApPWpwMBYLFYrF5rWghPQcAmpuZeyM2Ug3QpvAkFuvWrXNJuWtoaEBHR4fmjmchwlN7O39GyPfff4+MjAykp6eL3SzRsFqteOedd3hf41apNBqNvOdjTk4ODh06hE2bNqG8vFxz/etMZ2cnzp8/LzjFUmmCb3QRg/AwxqfDmVmT5G8LCze9LTrSNQXKU2U7X0NJk3q5f23mRMfUHSkxGIB7JjOCDwBERTDfgxwT6fhuQB+nVMbQUCBGws/2JwLnnsn8fW/xI3yYezGL78ZMauWA/dxecfZonPEC07IUS7f0gbiuzDHMd7MQEuIYHcNlKM8YxMewgcCddzDHQUpfu0A7eqj9M9RIp7NhqR8CDVfMc0ZJUSo2BhjcH5h4p+tryYmu3lvO3NHPc5prcqL60tm4kXRm7XtKUAIjMzMT169fx6VLl5RuiuSwE3qDwaDKp+wNDYE/dGUnb1ou5W42m5Genu52AldTU4MjR464TFRXrVqFxYsXo6ioCGfPnpWjqX6RlpaGa9euuTUkFkN4UuMk3tsx2dbmuRDRiRMnxGyO5LCRlYcOHXJIo3UHN+KJK9yoldbWVrcpkNz2f/fdd9i0aRNWrlzp4GPFHv91dXVYvXq1olUYA8ViseDo0aPYt28fjhw5onRzBKHSGYfKmTaWKb8d6yQyKDmRGT+cEXzCQvmFl4hwRoQQgzg3kSDdYtUxiZWyEhpbdj2uK2OGDMjr2xUbY0+PEWpSz9c+f9Ir5dxPLtzzauJI5jiO5GmLXIKnGpgwQlhkYZdo5phN6Mn038C+doGWrbbG912qjd7xjroT16zbE3f0418+ZTRTfAGQz1tr3HBGAASYYzo50X4OD+hjX29wf9diAnx4ut4M7u/+Nefrllz05+yji6hICSYsFgu+++47hzQftbF161aYzWbB5dk9wY14UiPXrl0LeBtseqJzupIWeO+997Bp0yZ88803+OGHH3Do0CHe9b744gscP37cJTWRLeW+fv16ydsaCHv37sW2bduwePFi3tfZ6nTeKsF5Qo3C45IlSwSbMPMJZ0ePHhW5RdISEhKCmzdv4tSpU/jyyy+9rq9GsdATQsfRwkKmwFRNTQ3y8vJsy533lxttazQacfjwYRFaKQ9ZWfyVPQ8AACAASURBVFk4c+YMAHVX4eMiY56MjmCP+fEjgJMZijbFRmgoMDyF+ZGa3vEAe28xdACQd9sPwZ9UGCkQcxAdmAQUc1IAhg20R7spIbJxUwlHDQHSrjET2LJqZhn3b094i3KLCHedHCplJM6eb9x+5fvuhw0EhvQHsgqABm0MwH7RO95enj4kxH1fjh0mzOif/VqlMNYWCwI4KE9dopnvoNlD2sqEOxlxZtRgZowaOgDIvB12HRPFRIbe6gP0kSk12FOq6B3JzPfvLX2OC985cOcg930+8U4gr5gZN5SA297usUCTPlOOKN4RQ+iQmqysLIwaNQpbt24NeFunTp0CAFRXC7g2U2Sns7PTISXHXQQYK16wAo3e8FSR0GKxINSNz2ZRURFMJhN+9rOfIStLZOsOkTCbzQgTcI+Tm5uL4cOHy9Ai6bh165ZPYhI3esjf4gJy4k/lTE8pztz9f//99/1qk1LwFQdQOyoIT9EgrNqq0qdXksPd7y4xTAnygUnM5EkNCBlvvaWysHSLtafDOEchJPZgDI9HKzSRi4lion8G92fSasJCmb/ZlDy+dFCWIqeLS9cuzG82qikmyjWVSykvINZ0mnvc8XlLGQyMAOvL5F1rRITbI3UA5ty7ewKzbFiK47rx3YR5cLH+P9Eqq1A4YzyTGhgbA9zRF3B+YjluGFPIYRxPCurdE4But4/pXvFMmqHzTbPBwIxZ0ZHStN9X+vexC4pCSOnruiyhh/tIyK5dmIhBNVSilNPUnKII+/btc5tGp4V0DgC2J8lcfBUd2KfuWsObOTghBF9++SXOnTsnU4vkIxg8jnbs2OGyzN152dHRgYULF2Lv3r28r2dnZ+PQoUMghNi8o9SG0D7t2tUPL1GV0dTU5LWyIDcyTWsRT94qZn7//fdYt26dQ3rdnj173K6v5vRYbxw7dsz2t1b6Uf+jayC4M/XlE5ykTO9SM6G3S5Cn9JPXaNoTQk6+aJ7Jmbv0na5dmOg258p5oaGM6MSKNkoydIC9clV8N0aQSvIQycGa+yYnMmlHE0YA08bYPXFiY5jIGhY5IuncMWYok1bGnawaDO4rGepxUsv640we6Rg5EhLCHIeJPR2913wpLpDQg0lJUyoSxh3hYUxq4KSRjHdaeY3j6yEhjGjknPo7Yzx/BcS4roy4IzRNT+1EhDPjz9CBjNB29wTv71Ea9hrhPAnol8A8vGDRyA0UxT3nz5/H999/D4C5IV6+fLnNg0KtKWfO8FV788Uc3Gg0YsOGDWI2SRUQQrB7926Ulpa6lLPXA84ihdFodBtNoMbUMiHw+RpxJ+rc/WXTTdPS0jxukxCi2qgLZ+Nwd2hlbPKGs/BUUVGBzZs3o76+HhaLRZOChRAIIbh06RJvtcMTJ06gs7OTd38JIQGlmMqJu/7SSj9S4ckTPbozE3h33kjci5OSE3MliVJJtAAXIWXXQ0MYI3QufBccdln3WP7JrFYY4sbzhS2rbjAwfdkvgRF07ujnOPlT0j+Jjb5ynqy688Hhi+gYOsDxf09+VUoWCXDHxJFMu8Il8GMyGJgqaWqIhBEDdwK4wcAY4quxip87+t02CHdXHKJnHCPKhoZqY3waN5wRt3s5jdFDBjAPL1hUOnmh+M7evXtRVlaG+vp6HD9+XOnmyIpQXxm14m4ik5eXh4wMldhMSIDRaLQJjIQQvP/++1i3bp3tde73whcVp1W4whO3ahhXbDUajairq+N9v9FoVO33IbTa4IEDBwAAO3fulLI5svPVV18hNzcXy5cvx86dOx2i21hvIK14BHni+vXrbl87fPgwjh49yiuOLliwAB9//LGUTRONBQsW8C4nhKCgoAArV67ElStXZG6VcKjw5AmuEOEufWHsMOZmWisqeW83FbI8wZ3gsznSo4cykyK+Mt1K01WAr40BrkIGXyiuRhRkr/RL5I+IcD5uQ0KA3j3skTRqhttf3Ik537novC9dot2LaWo9l31plx5TBfp5qNLGRjGN07Y3gwtDBjACuVLG/mLTJZpJB/bmtaHH4zeI4E7M09LSHAxum5qafIoaUiNff/210k2QBXdG4f54rGiJoqIiLF26FFeuXLFF+7irDqYFvzKhcIUnLtxUpC+++AKffvopb1ref/7zH8naJhdFRUUAgMuXLyvbEJHhRrg5H7PseLZs2TJZ2yQF3iIwb968qTmzeKFYLBZs3LgRNTU1vKm0akEluVEqhTvRS+oN3OC58MS7qfCmVoalALW3wwmHDQRyXcMRXeCKS+zkr2d3e1UsNeLNZNvAM7GRq7qVUvAJSZ7EjNAQRtBRo7gIOLbd28Scu25cV2ZCX1nrup679FqtocdDmTXN5jtmu0SLV7VTbehVhBnc3/Wa2jUGuNWhXvGXIghPJtp6mNywFZJKS0thMpkwaJBr2re7SbyWqKysxMiRI12W60ls8YS7yVtmZiYGD2buFfQQJeINbrRQfX09AG16l7W1taGiosKrf1lmZqZMLZIHb1Xa+NIu9YqniCito5VzkgpPQklO5BeetEYoZxLj7E0UGgrw3SxxU1fUYsTrDU/VrgC7mBIeBphuh8OH8kzw2jsAqFhgCxRvEzytR1okJzL+R8bbhrCREfaoGL6oi15+RASqEh1O3FlfNq2J/RR+khNdo9gm3KlMWyiicfLkSfz0009KN0NyWHNtAHj77bcdXsvKysLWrVvx+OOPK9E00dCKZ4jcZGRk4Be/+IXmUykDQYuV/X744Qe3UXxcvvvuOxlaIx8nTpzwuk5VVZUMLaFQqPDkSFQk0OGh2kqIAbBq/ELMFRqcn6Szr/XvA5RyBqFByXZjX634wDR7MHzkeonMGA9YrIzoxHeTZdb+U0sHYmOAVs7TDb1GFowcBFTVM8euwQB0IYx5cQKnCEC4SiO5AmHccKCpRb1RaoHQPZbZPyGptBRt4Dz+6HU8CiKCQXQC4FDhi1tqPjs7G1u3bgUAbNu2TZG2iQVruBsREYEuXdwXUdFDipWvbNiwAT176qOoUGdnJ9577z2X5WvWrMHTTz/N+x4tmnALEZ2ClVWrVindBEqQoNMYfj/hK8vNZcZ45kcvOKeWsU9vQgyOaSshIfYy31oy5nUHt3oSYI904r2Qau/i6pE4p1Kx5R7SEbVM7x5MNTy2Tw0GRnDkerVFOkXvOX83WiSuK1MJTq/EdVW/95hU9PVQpZJCocjKhQsXbH9zTdOFVs/SAqdPn8bHH3+MJUuWoLm5GVlZWbxRUO3t7Qq0TlkKCwt14wPEJzoBTFXHd999l/c1rYuqFApFGWjEExdvaUWhoYCe5jx8qWUAYOx0XTZ+ONBpcl8xSs2MuAO47mfuq958n/olOHpfdfD0tZa4a5z/URLdYx3/d049pVDUxOD+QAWPLxmFQlGU48eP675i34cffggAiIpyU2gnCNFiuhmFQqEoCY144sKdwOoxVcWZ0FBgSH97+hz7O+p2JMiQAUz1OoD5brSSZgcw0S4siT2Bn/FUdOPjjn6Mzw/rPdIt1vP6WkNLfSiEiHD/xdCwUGDWJGDqaKbPkxPFbRuFIiYhIUz1vmljlW4JRUXk5eVhxowZGDZsGKZMmaI7Y1yKuujo6FC6CRQKhULRKFR44sIVnia6VvLQHQYD0C8RmD6WmYCzqUas8NQvQd2V6zzRozsTpcUKTmGhwlIlByQxlc0G9wemjnGNitE6ztFBehOifMVgYEyrRw3WvpE6Rf90iQaigvycpTjwwgsv4Pnnn0dubi7eeOMNPPPMM0o3iUKh+ABf5UAKRY+88cYbLsteffVVDBvmxepGx9x7771KN0FWqPDkDq1Ub/OHMUOZyB6uCGEwAMMGMhPwhB7KtU1Mund1jFwLDxMeHWMw6PsYYBlxh9ItoFAoFIof1NTU4MKFC3jyyScBAI8//jhKS0uRn5+vSHuMRg/FWRTg0Ucf1Y0BNABER0fjT3/6E+Lj4/GLX/zCtvyBBx5QsFWUQHjsscfwxBNPCFr3qaeewttvv40XX3xR4laJwyOPPOLzeyIiIvCXv/zFrRAxe/bsQJulKFOnTkVioj6j69kCBElJdh/dN99802GdqKgoxMTYC8S8/fbb6NatG37zm9/I00gRGT9+vMdzMT7eXiV7xIgRbte75557kJCQ4PZ1vaGoYU9eXh6efvpp1NXVoXv37li3bh1GjRqlZJOCgx7dmR9nQkJ0VE6e4pbB/YEbpUxEWHcdGGpTKBRKEFJaWoqkpCSEhTG3cgaDAQMGDEBJSQmGDBkie3siIqSLxrv33nsxadIkdOnSBVevXkVdXR0qKyt5Rba//OUv6NatG0JCQjB27FhUV1cjLCwMn376KZKSklBZWenz58+cOVNQWXJfefrpp7F+/XoAwF//+ldkZmZi3759Luv9/Oc/x9SpU2EwGPDKK6+AEIKYmBikpKQgMjISd911F+rr6/Hdd985lEZ/4oknbFX21EJkZCTeeOMNHDp0CKdPn3Z5/cUXX8TGjRtx65a9OvG8efNs38tbb72FY8eOISsrCzdv3uT9jGeffRZr1671u42vvvqqzdfKGy+++CI+++wz2/9DhgzhPS5nzZqFWbNmYeHChQCYPh07lkmdDgsLg5kt8OPEjBkzMHv2bNt5npiYiIkTJ+LKlSt4/fXXsXr1atTX1/u0f3IwduxY5ObmIicnR/B7/t//+38AgAcffBCEECQmJuLkyZMAmGN55MiRmDp1Kg4fPoy0tDTR2jpq1CjeNOUnn3wSmzZtcln+m9/8Bt988w0ARmDo2rUrSkpKHNb517/+hRs3buCrr74CwBwnXNHJYrGgsLAQX331FWbNmoXz5887pLL+4x//QHp6Ou944C/33nsvjh49CoD5jrnVOX3h4YcfRu/evW3n2C9+8QuMHz/eVu1w7969uHbtGiIjI/Hyyy+joKDANr//29/+hsbGRocHFQaDAXPnzsXBgwcdPqdr164YNmwY0tPTPbbnn//8J9555x2f9iEpKQkDBw7E2bNnBb+nS5cu+POf/4zw8HBbJdO3334btbW1WLFiBQBg0KBBeOihhxAXF4f169djypQpGDlyJLZs2YKJEydi8ODBIISgrq7Odjw8+eSTOHr0KO677z4sWbLEp/3gIzpavYXADISvRIVM3Hffffif//kfPPPMM/juu++wePFirwNJcnIyysrKpGtUWwdjKB0VBNEuFAqFQqEEEZLfQ8hIeno6fvvb3zpM7KZOnYr3338f9913n21ZamoqUlNTbf+3traisbFR0rYRQmC1WmE2m9Ha2oqYmBiEhYUhLCwMdXV16NGjB0wmEyIiIhASEmJ7DztxIYSgsbERZrMZ3bp1Q6RzFdLb67S2tiI2NhZGoxGRkZE+l3kvLS2F1WrFwIEDbZMBs9mMHj16uP1MgJkoGY1GtLa2onv37ggLC0NbWxuMRqPDk26AqfoWFhaG8HDl07kbGxsRGxuLsLAwVFZWori4GAkJCejVqxe6deuGsrIyxMfHIycnBwMGDEBcXBxaWloQHx+P9PR09O3bFwkJCbhy5QoaGhowbdo0xMTEwGAwwGAwwGKxoK2tDV26dLEtAwCr1YqWlhYQQmyfz6WjowPh4eEwGo2IiYlxqJ7HbqO1tRVhYWE2g3NCCIxGI6KiomC1Wm3HEZeamhqEhoYiOjoa0dHRyM3NRZcuXVBdXY3y8nJkZGRg+vTpSElJQVRUFCIjI5GQkICQkBCUl5cjJibGpT/dwT1+y8vLERkZiV69evGuW1dXh549ezocr4QQ1NfXIy4uziZEtba2Ii4uzuX9VqsVJpOJ9xh1pq2tDZ2dnbBarYiPj8eBAwfQ3t6O8ePHIyUlxbZeXl4eysrKcO+993o8j6qqqlBQUICwsDBYrVb0798f3bt3R3R0NEJDQx3OEZaKigr07t3bdg5UVFTYjq3ExERb+3wxr29vb7ed/21tbYiPj0dubq5t0t2nTx+EhYWhqqoKFRUViIyMRFJSEmJjY7Fv3z7MnTsXACP6RUdHgxCC/Px8tLa2YtSoUaiqqsKAAQMcPrO8vBxRUVG2SMrm5mZ07doVBoMBHR0dMJvNtmNfKB0dHbaxy2w2w2q1Ijw83GEb9fX1iIiIQGFhIerr65GQkID29nb0798fVqvVNl61tbVh6dKlmDx5MlJSUmAwGNC3b19ERUWhvr4eSUlJMJvNMJvNiIqKQltbG0wmE8LDwx0ikVisVisaGxvRowd/JozZbHY5lwPBarXazmXu+MHFYrHAbDbj6tWruOOOOxyiWs1ms+086t27Nzo7O9Hc3Izw8HC3+wDAYbyxWq02UYl9zWAwOJzfctLZ2enQPvYBT1NTExoaGjBo0CBYrVbb92UymRAWFiZpWwO5j1JMeKqpqcGQIUPQ0NCAsLAwEEKQlJSEkydPenxSp6ebRgqFQqFQKPKhp3sIeh9FoVAoFApFTgK5h1DM48lTiDiFQqFQKBQKxT0JCQmYOHGiLRVk27ZtSE5OViTNjkKhUCgUCsUTqjcXT01NRXJysu2ntbVV6SZRKBQKhUKhKM6qVauwatUqDBs2DO+//35AvjYUCoVCoVAoUkFT7SgUCoVCoQQF9B6CfgcUCoVCoVD8I5B7CMWq2nFDxJ955hnBIeK1tbVITk6WrF2sUR1F29B+1A+0L/UB7Uf9oOW+rK2tVboJikPvoyhCoP2oH2hf6gPaj/pBy30ZyH2UolXtcnJy8Mwzz6C+vh7dunXD2rVrMWbMGKWaA4A+CdQLtB/1A+1LfUD7UT/QvqR4gh4f+oD2o36gfakPaD/qh2DtS8UingBg+PDhOHPmjJJNoFAoFAqFQqFQKBQKhUKhSITqzcUpFAqFQqFQKBQKhUKhUCjaJPT//u///k/pRqiNu+66S+kmUESA9qN+oH2pD2g/6gfalxRP0ONDH9B+1A+0L/UB7Uf9EIx9qajHE4VCoVAoFAqFQqFQKBQKRb/QVDsKhUKhUCgUCoVCoVAoFIokUOGJQqFQKBQKhUKhUCgUCoUiCVR40hnXrl1DS0sLAMBqtSrcGoq/0H7UBydPnkROTo7SzaCIwE8//YTz588r3QxKgNBzkuIJeu3VD7Qv9QEds/UDvY/SB4Gck2Eit4UiM4QQGAwGbN++Hf/4xz/Qs2dPEEKwYcMGDBo0SOnmUQRC+1FfnDhxAs899xwSExNhMpnwpz/9CY899hi6dOmidNMoPnLx4kX89re/RUJCAsLCwnD//ffjj3/8I+Lj45VuGsUH6DlJ4YNee/UD7Ut9Qcds/UDvo/SBGOckrWqncQwGA6xWK9588028+uqr+OCDD5Ceno7Dhw8jPj4eAwcOVLqJFAHQftQX7777Ln71q19h+fLliIqKwoEDB1BeXh6UFSy0zrJly3DPPffg888/x+DBg7F//35cunQJDzzwgNJNo/gAPScpfNBrr36gfakv6JitH+h9lD4Q45ykqXYapK6uDtnZ2TAajQCAy5cvIyQkBOPGjQMA/Otf/0KXLl1w6NAhdHZ2KtlUigdoP+qD2tpa7N27Fw0NDQCYkP6mpiaEhTEBpb/85S/x85//HDt37kRra6uSTaV4oba2Fl9//TXKysrAFnytrKy09dv06dPx/PPP49tvv0VTU5OSTaV4gJ6TFE/Qa69+oH2pD+iYrR/ofZQ+kOqcpMKTRiCEoKWlBa+//jrGjBmDv//97/jv//5vAED//v2RmZlpWzcxMRFTp05FRUUFrly5olSTKTzQftQPJpMJ77zzDsaMGYMVK1bgd7/7HY4cOQKDwYDo6GgYDAaYTCbExMRg+vTp6NOnD7Zs2aJ0syk8WK1WpKamYuzYsfj222/x0ksvYfXq1QCAlJQUWCwWtLW1ISwsDHfddRcmTJiAFStWKNxqijP0nKS4g1579QPtS/1Ax2z9QO+j9IHU5yQVnjSCwWBAdnY2Ll++jJKSEuzevRtGoxFvvfUWevXqhfHjxyM1NdW2/s9+9jOUlJTQXGiVQftRP1RWVuLgwYMoKCjADz/8gHvvvRdLlixBSUkJpkyZghMnTqC4uBgA0KNHD6SkpKC9vV3hVlP4qK+vx549e3DlyhV8//33ePrpp7Fq1SpcvnwZ06ZNQ1FREdLT0wEwk57Zs2ejpqZG4VZTnKHnJMUd9NqrH2hf6gc6ZusHeh+lD6Q+J6nwpCHS09MxYsQIGAwGAMDrr7+OsrIy7Nu3DwsXLsS2bduQl5cHABg0aBAqKytRW1urZJMpPNB+1AdtbW0ICQlBVVUVAODpp5/GkCFDsHz5cjz11FOora3FkSNHAABxcXHIy8tD9+7dAcAWfkxRB9HR0aivr0dpaSkA4LHHHsOcOXOwYMECzJs3D1FRUdi3bx8sFgsiIiKQn5+PIUOGAKB9qSboOUnxBL326gfal/qAjtn6gd5H6QOpz0la1U7lWCwWhISEwGAwIDw8HFlZWbb8ylmzZuHw4cM4evQo5s2bh1//+td46623MG/ePOTm5qJv374YPXq0wntAAWg/6gWLxYLQ0FAAzNOdpKQkVFVVYdCgQUhMTMTDDz+MRYsWwWKx4H//93/xySefIDc3FxERESgtLcWdd94JALabZYq8sFWPAMe+rKiowOTJk3H9+nVMnDgRoaGh+MMf/oCHHnoI5eXlePnll/GXv/wFzz//PHr37o3jx49j/vz5AGhfKg09JymeoNde/UD7Uh/QMVvb0Pso/SHnOUmr2qmIZcuW4ZNPPoHZbEZSUhJiYmJsF1kAGDduHF599VXMmDEDAwcORGhoKMrLy3Hq1Cn85je/wZQpU5CQkIDNmzcjOjoaH3zwARITExXeq+CD9qM++PTTT/G3v/0NNTU1CAsLQ3JyMkJCmCDRW7duYdCgQfjmm28QFhaGkSNHIioqCrdu3cKFCxcwfvx4zJo1C5MnT0ZWVhZaWlrwySefYMSIEQrvVXDy2Wef4YUXXsCNGzfQ0dGB4cOH2/qyuroaAwcOxIkTJ1BXV4fRo0cjNjYWVqsVly9fRo8ePTBr1izcd999aGpqQm1tLT799FNMmDBB4b0KPug5SfEEvfbqB9qX+oCO2fqB3kfpA8XPSUJRHKPRSF555RXy4IMPknXr1pH58+eTZ599lpjNZkIIIXPmzCFHjx4lhBDy2muvkYcffpjU19cTQgi5fv06GTNmDOns7LRtz2Qyyb8TFNqPOmLZsmVk9uzZ5IcffiCLFi0iAwYMIC0tLYQQQl544QWyYcMGQggh69atI7/73e/Irl27CCGEtLe3k0mTJpHKykrbtqxWq/w7QLGxbt06cvfdd5OjR4+S9evXk4SEBJKdnU0IIWTBggXks88+I4QQsm/fPvLss8+S5cuX2947e/ZskpOTo0i7KY7Qc5LiDnrt1Q+0L/UDHbP1A72P0gdqOCep8KQgbKc1NDSQoUOHkubmZkIIIbm5uWTu3LlkyZIlhBBCiouLbe9pbm4mDz74IHn22WfJxo0bycyZM8miRYvkbzzFBu1H7dPY2Gi7ee3s7CR33303uXDhgu31Bx54gPzxj38khDD9zNLR0UGWLVtGxowZQz766CNy//33k6efftp2DFDkx2g02v42mUzkqaeeIjt27LAt+/3vf0+ef/550tHRQdra2hzW3bVrF0lOTibvvvsumTNnDpk/fz6pra2Vtf0UBnpOUrxBr736gfal9qFjtn6g91H6QI3nJBWeZCYnJ4e8//77xGKxEEIIsVgspKGhgTz66KPkxx9/tK23efNmMmLECN5t3Lhxg6xcuZI89thj5IsvvpCl3RRHaD/qg/z8fPLSSy+RsWPHkrS0NNtT1Yceesh2o0sIIRcuXCD9+/cnNTU1vNvZs2cPefXVV8mqVatkaTfFldzcXPLHP/6RzJ8/n2zYsIGUl5cTQgh55JFHyN///nfbeteuXSN33XUXOXfuHO92Tp48SRYuXEg+//xzWdpNcYSekxRP0GuvfqB9qQ/omK0f6H2UPlDzOUmFJ5kwmUxk4cKFpGfPnqRHjx4OnVhWVkaef/558tFHH9mW1dfXk3vuuYfs2bPHtmznzp2ytpniCu1H/fDSSy+Rnj17kqVLl5K6ujrbcrPZTFauXEnmz59vG6wJIWT8+PG2vrVYLGTHjh0OYacUZbBYLGTx4sVkxIgRZMmSJWTLli3kl7/8JXnttdcIIYRs376djB071qEvH3roIbJgwQJCCNPfe/bsIRcvXlSk/RQ79JykuINee/UD7Uv9QMdsfUDvo/SD2s/JEIm8qyhOhIWFYdKkSdi1axdWrFiBTZs22V7r168fhgwZguzsbGRkZNiWJyYm2koTVlVVYcuWLWhvb5e97RQ7tB+1j8ViAQAMGDAAvXv3xmuvvYaePXuipKQEABAaGoopU6bAarVi69attvfNnz/fViY2JCQEJ0+etFWBoChHSEgIRo8eja+//hqvv/46nnjiCcyZMwctLS0wmUyYMWMGevXqhZUrV9reM2/ePFy+fBkA09/Xrl2jxrMKQs9JijfotVc/0L7UPnTM1hf0Pkr7aOaclEzSorjA5szm5uaSmTNnkm+++cb2WnZ2Nnn55ZfJk08+SQghpK6ujsycOZPk5+cr0laKe2g/ahuu0h8bG0v+9a9/kUceeYTMmTOH/OlPfyLff/89IYSQTz75hAwfPpzU19eTmpoa8sADD5DDhw8r1WwKD6wvyK1btwgh9nPz5ZdfJm+++aZtvW3btpE+ffqQS5cukcrKSvLYY4+R7777Tv4GU3ih5yRFCPTaqx9oX2obOmbrB3ofpQ+0ck7SiCeR2b9/P1paWnhfi4iIAMCokY888gjWrFlje23EiBF48803UVVVhXnz5mHUqFGYO3cu+vfvb3vKQ5EPo9Ho9jXaj9qBVfG5hIaGwmq1AgD+/Oc/Y/369XjppZewceNGDBw4EP/85z/R1NSEP//5z5gxYwaee+45TJ48GWPGwcGImgAAIABJREFUjMHUqVPl3gXKbfbv34/a2lqHZWxp7ZiYGADMuWm1WnHjxg1Mnz7dtt4vf/lLvPTSS1i8eDFmzpyJ5ORkzJ07V77GU2ysXLkSu3fvdlhGz0kKC72H0g/0Pkof0Pso/UDvo/SBpu+jZJO4dM4XX3xBRo0aRe6++27yyCOPkPXr19te27lzp0ve66VLl8i0adNIWloaIYTYHP9v3rxJ0tLSbOUNKfLR2dlJFi5cSKKjo8natWtty1njy++//572owYwm81k6dKlpGvXruQPf/iDLVeZ7cdDhw7ZDA8tFotDH5WVlZH777+fHDt2jBDCPAkqLS0lra2tMu8FhRDmydvChQvJpEmTyJw5c8js2bNtZXtNJhM5dOgQWb16tcN7Tp06RaZPn277n5urXltba3uqR5Gf/Px8EhERQV544QVb9ILVaqXnJIXeQ+kEeh+lD+h9lH6g91H6Quv3UTTiKUAIITCZTDh9+jQWL16MEydO4KmnnsK///1v5OXlAQDy8/PRp08fh/eNGzcOjz76KJ599lk8+OCDWL16NQAgLi4OkydPRmxsrOz7Euxs27YNBQUF+PWvf41vv/3W9tQ1JIQ5TXJzc5GUlOTwHtqP6uPixYuorq7GK6+8AkII0tPTAdj7sbOzE/fff79tGbePfvrpJyQmJmLmzJkAmCdBycnJ6NKli8x7QQGAjRs34uLFi9i2bRsOHjyI3//+91iwYAEAxieks7MTs2fPBgCYzWYAwPnz5/HAAw/g2rVrePjhh/HWW2/ZnpL36tXL9lSPIh/s95+RkYGJEycCYPoJYM6xzs5OzJkzBwA9J4MNeg+lL+h9lD6g91H6gd5H6QPd3EfJLnXpgJycHHLgwAGb4pubm0uGDh3qoAD/6le/Iv/85z9JW1sb7zbWr19PUlJSyIQJE8iXX34pS7spjtTX1zv839DQYFP1Bw8eTHbv3u11G7QflScvL4/s37/fVr2hqamJVFdXE0IIee6558jbb79NGhoaeN9rtVpJc3MzWbduHZk9ezaZOXOmQxlnirxkZ2eTHTt2kIqKCkII85QtKyvL9vrVq1fJvffea3vdmc7OTjJ06FDSu3dvMmfOHPL111/L0m6KI2w/suehyWQihBCyYMECcuzYMfL666+T1157jTQ3N7u8l56T+ofeQ+kHeh+lD+h9lH6g91H6QK/3UTTiyQeam5vx5JNPYv78+fj8888xb948lJSUYOjQoYiMjMT27dtt6z733HP48ccf0dzc7LANk8kEgMmZ/uCDD3Dx4kU8++yzsu5HsJOZmYm5c+di+PDhtieqABAfH297qvrEE09g9erV6Ojo4N0G7UfluXLlCh5//HH8+te/xsaNGzFr1izU1NSgW7du6NWrFwBg7ty5yMvLw8WLFwHAxR+io6MDVqsVeXl5eP3/s3ffYVFcbRvA7wWsCCIWNDZsGBQFEXs3VizYNYoGSwxf1CT2kmYvsUcjmlhiCbZXBTVq1KixEcUCIiJgQRELShUBYeF8f5AdKYuV3WGH+3ddXOzOzuw+w2Fnn33mzDkTJ+L06dPo1KmT3veloEtMTIS7uztcXFzg5eWFVq1a4fr16yhfvjxsbW2ls3AnT55EiRIlcpwxB4CEhASkpaWhffv22LJlC44dO4ZPP/1U37tSoGVvx+bNmyMwMDBLb4fChQtj9OjRePLkCZYuXYqtW7dmeQ6+J5WLOZRyMI9SBuZRysE8ShkUn0fJXfkyJH5+fmLgwIEiKSlJCCGEq6urGDRokIiPjxerVq0Sn3zyiRDi1TXQNWrUEIcPHxZCCPHvv/+KCRMmiDt37sgTPAkhMqrAEydOFPPmzRPNmzcXixYtyvG4EBmzqFhbW+cY6f/ChQtsx3wgLS1NfP7552LBggXSsi5duoixY8cKIV6dGXj+/LkYNmyYmDt3bpbtw8PDxdSpU8Xx48f1FzTl6v79+6JXr17SmZ2JEycKV1dXce3aNSHEq2Oqq6ur2L17d5Zt7927J6ZNm8a2zAdya8fr16+LhIQEMXr0aCGEEBs3bhTlypUT5cqVE3v37hVCCHH37l22o8Ixh1IG5lHKwDxKWZhHKYPS8yjjmTNnzpS7+GUoduzYgeDgYAwbNgwA0KxZM/z666+wtrZG8+bNsXbtWlSsWBF16tQBAFy6dAm2trawsbGBpaUl7O3tUbVqVTl3oUATQkClUqF69epwcXFB2bJlsXLlSvTq1QtmZmYAMq57TU1NRYkSJXDv3j1cu3YNderUwa5du+Dk5ISSJUvCwcGB7Sij9PR0GBkZoVq1aujSpQsKFSoEAHj48CESExPRpUsXGBkZIS0tDUWLFkVqaiquX7+O5ORk/PXXX7CxsUGZMmXQsGFD1K1bV+a9IQA4fPgwLl++jC+++AIA4OjoiAMHDsDY2Bj29vYwMTFBREQEdu/ejdmzZyMiIgLbt2+Hk5MTihcvzrbMJ7S14/79+2FkZAQ7OztMmjQJCxYswNOnT9GnTx+UKlUKLVu2hLW1NUxNTdmOCsccyvAxj1IG5lHKwzxKGZSeR/FSOy000xGK/7qTan537twZFy5ckAZLrFChApycnODt7Y1q1arh66+/xqxZs7BmzRqMGDECQUFBaN68OYCMaSorV64sw94UXJpupRqaKUNr1qwJAOjZsycKFy6cpXs/AOkDuHPnzli7di1atGiBK1euIC0tDaampmxHPRPZunVrupva2dmhePHi0vv1yJEjcHJyktYzNjYGAJQvXx6enp744osvEBgYiOLFi8PExASlS5fW0x6QxpMnTwAAaWlpAF61bYcOHfD3338jOjoaQMbglY0aNcLly5cRFRUFADh16hRCQkIwZcoU9OzZE0FBQUhNTWVbyuD06dNSuwBvbkc/Pz88fPgQc+bMwZ9//omjR49i5syZKF68OJKSkiCEQKFChdiOCsEcSjmYRykD8yjlYB6lDAU2j5Kjm1V+lJiYKH744Qfh7Ows5syZI+Li4nKs8+LFC9G7d28xb948adnVq1dFhQoVpPsnTpwQ7u7uYtasWZw6VAbJycliypQpom3btmLChAkiLCxM63qaLsQbNmwQjRs3lgZU1Fi7dq2oU6eOmDlzJqcNlcGLFy/E7NmzRbdu3cT3338vIiIitK6n6dIfEhIimjVrJl3CoXH27FnRrFkzMWPGDLajjEJDQ4WVlZXo0aNHjsc03b87d+4sxo0bJy2/efOmqFq1qtSmTZs2FRUqVBDLly9nW8pArVaLBQsWCBsbGzFixIgcl8nk1o5BQUHC2to6y3tTc/xVq9V6iJz0gTmUcjCPUgbmUcrCPMrwMY8SgoUnkXH9cvfu3cUXX3whbt68KVxcXMSYMWPElStXhBBZG9XLy0t89NFH0kwrd+/eFb1795auxSR5fffdd2Lw4MEiNDRUfPrpp2LYsGHi9OnTQojc35wNGzYUe/fuFXv27BGHDh0SQmRcu07yOH78uLCzsxOff/65NPvGpEmTRGRkZK7b7NixQ0yZMkUIIcS+ffvEvn37hBBC62wPpH8+Pj6iT58+wtHRUfj4+AghXn3Aaly4cEEUKVJE3Lt3T1rWpk0bERISIoTI+IJK8vH19RX9+/cXAQEBWZZrvrRo5NaOd+/e1bo+GT7mUMrCPMrwMY9SHuZRho95lBAqIbL1vywgkpOTUbRoUQCAj48PVqxYgXXr1sHCwgK+vr4YMWIEunbtip9++inHti4uLihRogTq1auH3bt3o0OHDli0aJG+d4EyEf+NO9CpUyeMGTMGLi4uCA8Px6ZNmxAUFITt27fnum2PHj3w559/wsbGBj/99BN69uypx8gpu5MnT6JQoUJo2bIlAODgwYOYPXs2Lly4IHXzz87FxQXp6ekwNjZGZGQkvv32W3Tr1k2fYdNrLFmyBDExMTAzM4O/vz+2b98ujTEBvBpvYvTo0YiNjUW1atXw999/o1GjRlizZk2u7U764+bmBltbW0ydOhVhYWG4d+8eWrZsKV2KAbAdCxLmUMrDPEo5mEcpD/Mow8c8qgCO8eTr64tOnTphxIgR2LBhAwAgJSUFd+7cwcOHDwEAVapUgZWVFfz8/ODv7w8g4wNZcw30pk2bMGTIEAQFBWHu3LlMmGRw7tw5jBkzBj4+PgAyxh2IiopC1apVkZKSAgCoXLkyunTpgkePHuH8+fMAXo09AQDPnz/H8OHDERsbiyNHjuDmzZtMlvQsezsCQKNGjdCkSROpraytrWFmZobExEStzxEeHo4DBw7A1NQUY8aMwfnz55ksySB7W6anp0vXrKvVarRs2RJt27ZFaGgowsPD8fLlSwCvxikAgGXLlmHSpElITEzE3Llz4eHhYfAfsobm/PnzGDRoEI4cOQIA0vH0448/RlRUFH788Uf07dsXK1aswIABA3DmzBkAbMeCgjmUcjCPUgbmUcrBPEoZmEflzkTuAPQpJCQE48ePx8iRI2FtbY2JEyciNjYWEydOhK2tLaZPn46yZcvi+vXr6NatG0JDQ/H48WPY29tDpVJJDW5paQlnZ2c4OzvLvEcFj1qtxubNm/H999+jcuXKEEKgWbNmACANqBYUFISoqCiULl0aVatWRcOGDeHr64vmzZtLZwYAwMzMDPPmzcNHH30ky74UZK9rxxIlSgB4NdDexo0b0aBBA5iamuZ4HiEEKleuDH9/f9SrV09/O0CS3Noy83vt7Nmz+Pzzz2FpaQkzMzPY2NjA3d0dy5cvz3Kmp0SJEmjcuDEaN24sx64UeLt27cK0adNQoUIF/Pzzz+jSpQsKFy4MAChcuDDCw8NhaWmJy5cvIz4+HosWLcKPP/6IEydOsB0LAOZQysA8ShmYRykH8yjlYB71eorv8ZSUlCTdfvz4MYoXL47hw4ejXbt2mDlzJnx9fXH06FFs2bIFU6ZMQd26dbFnzx58//33OHPmDD9M8wnN6P4qlQpOTk44evQoFi5ciPDwcFy+fFlar2fPnrhy5QquXbsGALCyssKtW7dQrlw5rc/L9tWvt2lHzRk6lUqFhIQEHDt2DF9++SUAID4+HsnJydLzqVQqCCGYLMngbdsyLCwMJUuWxM8//4y6desiLi4OVapUwZw5c6R1SD6aXioA0LhxY+zevRt//PEHoqOjcfLkSemxtm3bIjw8HLGxsQAAc3NztG7dGqVKlZJmKSPlYQ6lHMyjlIF5lHIwj1IG5lFvT7GFp2XLlqFhw4YYM2YMfH19AQARERGoXLkynj59CgBo0aIF6tatK00D26JFC4wfPx4VK1aEr68vmjRpgkqVKsm2D5TRjg4ODhg1ahQOHTqE1NRU2Nvbw87ODtWrV0e1atWwY8cOaf0ePXqgRo0a8PDwwOXLlxEXF4eEhASUL19exr2gd2nHzGd4rl+/jpYtWyIhIQGjRo3C559/joiIiCzPrYSup4bkXdvS2toafn5+CAwMxLZt23DlyhXUqVMHCxculNYh/VuxYgUcHBzg5uaGzZs349mzZ7C2tkbDhg1hZWWFdu3awcPDQ1rf0dERgwcPRmxsLM6fP4+oqCisWbMGLVq0gJmZmYx7QrrAHEo5mEcpA/Mo5WAepQzMo96d8cyZM2fKHURe++233+Dt7Y3NmzcjLCwMO3bsgJmZGZo2bYqffvoJHTp0QPny5VG8eHFERUXh5s2baNiwIYoXL46rV6/Czc0Nnp6eGDhwoDQwH+mfl5cXPD094enpCZVKhf/973+4d+8eWrVqBQAoWbIknj9/juPHj8PBwUE6G9ewYUNERkZi7dq1mDdvHgYMGIDBgwfzwCyT92lHzSCnixYtgoeHBwICAtC4cWMsWrQo17OupHvv+54cOnQohg4digoVKiAtLQ0ODg7o1asXTEwK1NXe+YaPjw/Wr1+PrVu3okaNGvD29sa5c+fQvXt3AEChQoVgbm6OLVu2wNHRERUrVgSQMW5Ieno6tm/fjnnz5qFHjx74+uuvs3QPJ8PHHEo5mEcpA/Mo5WAepQzMo96PIj5BNIN2aYSFhaF58+aoUaMGZsyYgc6dO2Pbtm0oU6YMnJyc4OnpKXVvrFixIi5evAgrKyuYmJggKSkJAwcOxLVr1zB69Gg5dqfASkpKQuZJFkNCQlChQgVYW1tj+PDhcHNzw+HDh3Hr1i0AGWdo6tevj8qVK+PYsWMAgPv376NMmTKYPHkyNmzYgHv37mH69OkF5g2dH+RFOz548AAAYGpqivXr1+PMmTOYMWMGihUrpv8dKsDyoi3v3bsHc3NzCCGQlpYGY2Nj2NraokiRIrLsU0GUkJCA1NRU6X5AQABSUlJQvXp1dOnSBdOmTcNff/2F69evS+vUrFkTrVq1wh9//AEgY8wXICP5Xb16NYKCgjB16lRp7AIyXMyhlIN5lDIwj1IO5lHKwDwqbxh04enmzZsYNWoUBg8ejHnz5gHIGCTv6dOnqFSpEl6+fIkiRYqgRYsWKFasGLy9vTF16lRcv34dy5YtAwDcuHEDDg4O0j9Ty5YtMXLkSNn2qSC6efMmhg8fjj59+mDKlCnSrBtCCNSoUQOxsbEoVKgQnJyc8PHHH+P333+XtrW1tUWbNm2watUqVK9eHb/++itevHgBAKhataocu1Ng5WU7rlmzBmq1GgsXLsSIESNk2qOCKy/b8rfffkNiYiJUKhW/uOiZph27d++OcePGITQ0FEDG4M42NjZ49OgRjI2NYWdnh86dO2PJkiXStpaWlvj000+xadMmVK9eHcuXL5fGJShVqpQs+0N5izmUcjCPUgbmUcrBPEoZmEflLYMsPKnVaixduhT9+vVDrVq1MGfOHKxYsQI///wzVCoVqlWrhsOHD0tv8tq1a6NGjRoIDg5G7dq1MW3aNNy/fx9OTk7w8PDAV199heLFi8u8VwVPWloaNm3ahAEDBsDGxgabNm3CX3/9hcWLFwPIGNAyKCgI9+/fB5DxBm7ZsiUeP34sDXi6Z88euLu7o3r16li9ejXmzp2rddYO0h1dtOOCBQvYfVgGunpP8viqX0IIeHl5YdCgQbCxscGff/6JiIgI/PLLL0hJSUHJkiWRnJyMK1euAMgYmHTQoEGIiIhAfHw8gIzLAbp27YrGjRtjzZo1+PXXX2FhYSHnblEeYQ6lHMyjlIF5lHIwj1IG5lG6YZCFJxMTE5QvX146+2Zra4vvv/8eu3fvBgC4u7vj1q1bOH/+PJKSklC8eHE8e/YMkZGRAIDWrVtj7dq12LNnDy5evIhGjRrJuTsFlrGxMcqWLYs9e/Zg+vTpKF++PCZPngwvLy8AQJ8+fZCYmIjz588jLi4OhQsXxrNnz6BSqaSuwpaWljh06BCOHTvGqZllwnZUDralMqhUKpQuXRrbt2/H9OnTYWpqCnd3d/z9998oXLgwWrRogZIlS+L8+fN4+vQpjIyMEBUVhfLly0tjuNSsWRMHDhzAsWPH0KVLF5n3iPIScyjl4DFbGdiOysG2VAbmUbphcIUnzXWyvXv3RvXq1aFWqwFkXHv5ySefAMjovjZkyBBs3boVnp6eEEIgMjISDRo0kJ6nWLFi7EKcD7Rv3x41a9ZEWloagIyZGZo0aYK0tDSYm5ujf//+OH36NJYuXYq0tDRcvXoV1apVk7Zv164dWrRoIVf49B+2o3KwLZWhUaNG+Pjjj6Vplk1NTWFjYyMVElxcXBAeHo6pU6ciISEBBw4cQJkyZVCiRAkAgJ2dHQeGViDmUMrDY7YysB2Vg22pDMyj8l6+LjzdvXsXAKQ3LvBqys/ixYtDpVJJ3UjPnj2LOnXqSOuNGzcOAwYMwJ49e1C3bl2UKlUKgwYNyvE8pHs3b94EACnBzUzTjprqsLe3N+zt7aVrmD/99FN89dVXCAwMhIODA0qUKIFx48bpL3iS/P777/D29pa6AmceLJHtaFg8PT1x4sQJ6cOUbWmYPDw88NNPP2Xp6q1RtGjRLJ9znp6eaNCggXRG9ZNPPsGcOXMghECrVq1QvHhxKHCS2wKNOZRyMI9SBuZRysE8ShmYR+mZyGdSU1PFnDlzROnSpYWjo+NbbXP16lVRo0YN6f6zZ8+k2w8fPhQvX77M8zjp9dRqtViwYIEoWbKksLCweKttwsLCRLVq1aT7ERERIjk5WQghRExMDNtRJpcuXRLW1tbCxcVF9O3bVwwePFg8evRICCFEWlpajvXZjvnXjh07hK2trejVq5fo16+fGD9+vIiMjBRCsC0NyYEDB4Stra0YMGCA+PHHH4WNjY2IiIjIdf2oqChhY2MjYmJihBBC3LlzR8TFxQkhhEhKShIpKSl6iZt0jzmUcjCPUg7mUcrBPEoZmEfJw3hmPivNPXjwAPv378fnn3+OW7duoXjx4qhTpw7S0tKkynF2O3fuhKOjIwBgyJAhCAsLQ5s2bWBiYgIzMzPOAKAnQgipMpycnIydO3fi+++/h7+/P1QqFRwdHaFWq3Ntx/3796N8+fIwNjbGiBEjEBgYiFatWqFYsWIoWrQo21FPMrcjAKxevRodOnTAihUr0KZNG/z111/466+/0LdvX6Snp+doT7Zj/jVr1ixMmzYN3333HerVq4c//vgDN2/eROfOndmWBmThwoUYPXo0fvzxR9jb28PPzw9t27bNddDKY8eOIS0tDaamphg7dix8fX3RsmVLmJubw8TEhO2oIMyhDBvzKGVgHqVczKOUgXmUTOStewkREBAgVq9eLW7duiUti4yMFC9fvhTz588XXbp0ybGNpqKsVqtFamqqsLe3F+bm5qJz585i165deoudXgkODhaxsbFCiIwzrkII8eTJEyGEEGvWrBG1a9fOsY2mHTW/O3XqJIyNjYWzszPbUSaZ21FzFuaLL74QX3/9tbTOnTt3hJGRkdS+mio/2zF/yX5svXfvnujRo4f4888/hRBCpKeni44dOwpzc3PprA3bMv+5fv26mDt3rrh69ap48eKFEEKI7t27i/79+4vw8HAxaNAg4ejoKA4fPiySkpKEEK+OwRqurq5CpVKJHj16sB0VhjmUcjCPUgbmUcrBPEoZmEflH7KN8aRWq/Hdd9+hW7du8PHxwVdffYWVK1cCAMqWLYvChQujR48eiI6OxvHjx6VtgIxB2oQQMDY2hpGREWrXro0DBw7gyJEj6N+/v1y7VCCFhYXBxcUFH3/8sXR9suYsT7ly5QAAw4YNQ0pKCvbu3QsASE1NBfCqHYGMs0O2trY4ceIE/vzzT7ajnmlrR2NjY6Snp8PR0RGxsbGIi4sDAFSrVg1du3bFwoULAQCFChViO+Yj2Y+t48aNg4eHBypXroyKFSvit99+Q0BAAFatWgVHR0fUrVsXa9asAcC2zG8WLFiA7t27486dO5g3bx6mT58OAJg3bx6qVq0KR0dHVKpUCTNmzMDcuXPx9ddfA8iYtUwIgZiYGABAvXr1cPLkSezfv5/tqBDMoZSDeZQyMI9SDuZRysE8Kp/Rf60rw4MHD0Tz5s2FWq0WQghx8OBB0bBhQ/HPP/9I6yQmJorp06eL3r17Z9lWrVaLNm3aCB8fH73GTDlduHBBTJgwQZw6dUqUK1dOREdHCyEyzgJkNm/ePK3jTXTu3Fk6c0Dyya0dhRDi2LFjws3NTezcuVNatnnzZtG/f3/pfpcuXdiO+YS2Y6uDg4O4dOmSiIqKEjNnzhQ9e/YUrq6uIjg4WEybNk2sWrVK2p5tmT9ERUWJ9u3bS+PtBAUFiYoVK4oDBw4IIYTYunWrGDdunLS+r6+vMDc3l86yjhgxQvzvf//Tf+CkF8yhlIN5lDIwj1IO5lHKwDwq/5Gt8BQdHS0aNWok/Pz8hBAZXRKnT58udQtPT08XaWlpIjg4WLRo0UJ4eXmJ5cuXi8uXLwshMv6ZSH7p6elSW3Tq1ElMmDBBCCGkg7VmHbVaLaytrYWnp6eYPXu2OHbsmBBCSF1TSV65taMQGYMfzp8/X/Tp00ckJiYKIYSYMWOGWLZsmbROfHy8fgOmXGk7tk6bNk107dpVWichIUG63bFjR3Ho0CHpPtsy/6hTp444ffq0dH/evHnCzs5OCCHE77//LkaPHi09tm/fPjFy5Ejx/PlzIUTWNiblYQ6lHMyjlIF5lHIwj1IO5lH5i2yX2j169Aj169fHjRs3AGR0Fx4+fDju3buH4OBgaRrKx48fIywsDK6uroiIiMDHH38MALC0tJQr9AJHCIF///1X6zS+KpVKaovJkydj69atUKvVMDY2hhAC6enpUKlUCA0NhVqtxujRoxEdHY0mTZoAAMzNzfW6LwWZECJLG4pMU7/m1o4AYGFhgZEjRyI5ORlDhw7Fp59+Cm9v7yxTb5uZmelpLwjI2ZaZaTu2jhgxAmFhYQgODgYAmJqa4ty5c3Bzc4NKpUKDBg2k7dmW+iOEwOPHj7U+FhkZiQ4dOuDs2bPSssmTJyM8PBzBwcGoXr06AgMDMW7cOLi7u+OHH35A69atUaJECQAZbUzKxRzKsDCPUgbmUcrBPEoZmEcZFp3Mavf8+XN8++23CA0NRePGjbWuU7ZsWZw+fRrPnj1D3bp1YWZmhpcvX8LPzw9Vq1ZFrVq1EBYWhq5du8Ld3R3e3t7o2rUrChUqlNfhUi4SEhKwePFijB07FiYmJmjatCkKFy6c6/rVq1fHvn37EBkZidatW0OlUkGlUuHx48fo1q0bhg0bhv3796Nbt24oUqSIHvekYEtMTMSCBQswbtw4hISE4OnTp7C3t88y40pm2dsRyDj4Ojs7w8rKCoUKFcL69eulLzCkP8+fP8eSJUvw9ddfIyQkBJGRkbC3t88yY1Vux9arV69Kx9aAgAAMHToUnTp1wsqVK3OdxYN0IzExEQsXLoS7uzvOnz+PwMBAtG/fPks7mpqa4s6dOwgICEC9evVgaWkJIyMjBAQEoFChQujVqxcaN26Mu3fvwsrKChs2bEDDhg1l3jPKC8yhlIN5lDIGgNl/AAAgAElEQVQwj1IO5lHKwDzKQOV1F6rAwEDRsWNHUaNGDWFraysePXqUYx3NtZNHjhwRI0aMkLqavnz5UrRt21bcu3cvr8Oid3ThwgVhbW0t+vbtK27fvv3G9TVjEZw4cUJUrVpVHDhwQIwdO5bd+fOBb7/9VgwfPlwEBQWJkydPCgsLC3H27Fmt6+bWjjExMfoMmbQ4deqUsLW1FWPGjBF+fn5i48aNwsrKSjqeCsFjqyFIT08X06ZNE5999pm4c+eO8Pf3FyqVSppJRbOOEEJcvXpVuLu7i/Hjx0uP9ejRQ/j7++s9btIP5lDKwTxKOZhHKQPzKGVgHmW48qTwFBkZKd1OSEiQBlRr2rSp8PDwyLG+5k2dmpoqjh49KipXriwmTZokHBwcxLBhw6RpSEm/Mic3UVFRokWLFtJ1sREREeLWrVtZpmHWZs2aNUKlUgkHBwexe/duIUTOATJJf2JjY0WVKlXE48ePpWWNGjUS3bp1E+Hh4UII7e2jrR1JXomJiVm+vHh6eoqpU6dmmU6bx9b8KfNnZHx8vLC2tpba8tKlS2LMmDHSmAKasXk0t2/cuCEqVqwoxo0bJxwdHUWvXr2yPB8ZPuZQysE8SnmYRykH8yjDxTxKGT6o8HTx4kXRs2dP4eDgICZOnCiCg4OFEEIaOG/dunWiWbNmbzxbc+XKFbFq1SrOACCT06dPiwEDBojWrVuLH374QWrH77//XnTt2lX06NFDODo6ikGDBkkDl2qzefNm0aRJE3H8+HF9hU6ZnDp1Sri4uIgLFy5kWd6lSxfx448/CiEyEqihQ4eKBg0aiDNnzmh9Hraj/HJrSyGEePr0qRg5cqSwsLAQvXv3Fu7u7rk+D4+t8sr+GXnjxg0hRMZ70sXFRbRp00aUK1dOuLi4CAcHB3H37t0s22sSp9DQULFt2zZx+PBhfe8C6RBzKOVgHqUMzKOUg3mUMjCPUpb3Ljylp6eLfv36iUWLFonIyEjxf//3f6Jdu3ZStVHD1tZWbNu2TTobkJqaKlJTU8XWrVvFpUuXPix6+mDz588X9vb24o8//hD+/v5i8ODB0vSuYWFhomPHjtIUoc+ePRP29vZi7ty5QgghkpOTxa5du4S3t7ds8VOGjRs3imbNmomyZcuKsWPHZjmTevz4cVGlShUxYsQIYW9vL3bs2CFatmwp5s+fL4TI6D7Mdsw/srdl5i7gQmS87zRTMicnJ4vGjRuL2bNnCyGESEpK4rE1n9D2GdmqVSuRnp4ukpOTxd69e8XQoUNFSkqKEEKIQYMGiW+++Uakp6eL1NRUsWvXLmnKX1Ie5lDKwTxKGZhHKQfzKGVgHqU87z2rnb+/PyIjIzFp0iSULVsWa9asQUJCAvbu3YvU1FRpvWHDhsHT01MaHNHExAQmJiZ4/vw5atSokSfjVNH7a926NTZu3IjBgwejfv366NevH5KTk5GQkICqVati+/btGDt2LACgdOnS+Oyzz3DhwgUAkAa2bNGihWzxU4YmTZrA09MT//77Lw4fPoyQkBDpsU8++QTnz59H79694eXlhYEDB6Jp06ZIS0sDAGmgU7Zj/pC9LTUzqAAZs3cUKVIEAwYMAJDxHhw0aBD+/fdfAEDRokWRkJDAY2s+oO0zMjk5GVu2bEGRIkXwzz//oG7dutJgz0OGDMHJkyehUqlgYmICAGjWrJmcu0A6xBxKOZhHKQPzKOVgHqUMzKMU6H0rVikpKaJ06dJSlzchhFi2bJno06ePiIuLy3K9c+nSpUXjxo2FhYWFCAwM/JBCGeUxzVkATbV42rRp4ptvvhFC5Lxm/caNG6J79+7iyJEj+g2S3oqmvbp16yamTZuW63rXrl0TnTp1EiEhIfoKjd7R27bljRs3hIuLC9+T+VBun5EuLi4iKSlJbNiwQVSrVk2o1WoRGBgo+vfvL5YuXcqxXAoI5lDKwTxKOZhHKQfzKMPHPEp53rvHU6FChdCvXz/8/PPP0rLRo0fDx8cHkZGRUKlUuH37NoYOHSqt+/jxY9SpUydPCmaUNzRTTmqqxXfu3JHO2KhUKggh8M8//6BTp04YPnw42rVrhw4dOsgWL+VOCAEAmDRpEvbt24fQ0NAsj1+5cgV9+/ZF37590aNHD9SsWVPahvKX17VlYmIijh07hq5du8LNzQ2tW7fmezIfyu0z8uLFi3jw4AFGjBiBevXqoVu3bhg0aBAcHR3x1Vdf5To9NykLcyjlYB6lHMyjlIN5lOFjHqU8Jh+ysaurK4YNG4ZHjx6hQoUKMDU1Rb169RAYGIiaNWvCyMgILi4u2Lp1a17FSzp07do13LlzB/369QMAhISEwMbGBsbGxujfvz8+//xzmSOk1zEyMoIQAm3btkX58uXx999/o1atWggKCoKtrS3MzMzg6uqK3r17yx0qvUFubRkcHIzatWsjJSUF/fr1w8iRI+UOlV5D22eknZ0drl+/jpo1a2LXrl2IiIhA9erV5Q6VZMAcSnmYRxk25lHKwTxKGZhHKYtKfGCpftiwYYiJicGSJUtw+vRpbN++Hfv27UPJkiXzKkbSMSEEVCoV1qxZg4CAAPTt2xc//PADKlasiN27d8sdHr0DTVvu378frq6uKFOmDGrUqIGjR4/yDICBya0tjx07Jndo9A74GUmvw/8PZWAepRzMo5SDeZQy8HNSOT648BQfH4/Vq1fjyJEjKFGiBKZMmYK2bdvmUXikLykpKXB0dMSDBw/QsWNHjBkzhu1ooLy8vDBjxgxUqFAB3377Ldq3by93SPSe2JaGj5+R9Dr8/1AO5lHKwc9e5WBbGj5+TirHBxeeNKKjo2FpaZkXT0UymTt3LpydneHo6Ch3KPQBTp06hVKlSsHe3l7uUOgDsS2Vg5+R9Dr8/1AG5lHKwM9e5WBbKgc/Jw1fnhWeiIiIiIiIiIiIMnvvWe2IiIiIiIiIiIheh4UnIiIiIiIiIiLSCRaeiIiIiIiIiIhIJ1h4IiIiIiIiIiIinWDhiYiIiIiIiIiIdMJE7gCISNmsra1RpEgRFC1aFC9evEDdunUxdepUNG/e/I3benl5oXz58mjatOk7vaazszMePnwIAPD394ednR2MjY1hZmaGIUOG4Pnz55g8efJ77Q8RERGRvjCPIiIlYOGJiHRu586dcHBwAADs3bsXzs7O+Ouvv9CkSZPXbufl5QUHB4d3TpgOHTok3VapVDhz5gwsLCzePXAiIiIimTGPIiJDx0vtiEiv+vTpA3d3dyxZsgQA8Pfff6NZs2Zo0KAB6tatiw0bNgDISHr279+PxYsXw8HBAevXrwcAbN26FU2aNIGjoyNat24Nf3//d3r9mTNn4ptvvgEA/P777+jQoQM+/fRT1KlTB82bN8eNGzfQu3dv2NraolOnTkhISAAApKamYtq0aWjcuDEcHBwwYMAAxMTE5NWfhYiIiOiNmEcRkSFijyci0rsmTZpg//79AABHR0ecPXsWxsbGiI6ORoMGDdC5c2c4OzujZ8+ecHBwkBKcc+fOYfv27Th9+jSKFCmCM2fOYPDgwQgMDHzvWHx9fREQEIAqVapg6NCh6NGjB86fPw8rKyt0794dmzdvxpgxY7B48WKYmpri4sWLAIA5c+bgu+++wy+//PLhfxAiIiKit8Q8iogMDQtPRKR3QgjpdlRUFEaOHImQkBCYmJggKioK169fR6VKlXJs5+3tDX9//yxdy6Ojo5GUlIRixYq9VyzNmjVDlSpVAABOTk5ITU2FlZUVAKBRo0YIDQ0FkNFdPS4uDnv27AEApKSkwNra+r1ek4iIiOh9MY8iIkPDwhMR6Z2vry/s7OwAAO7u7nB2dsaePXugUqng6OiI5ORkrdsJIfDZZ59h/vz5eRZL0aJFpdvGxsY57qvVaum1V61ahU6dOuXZaxMRERG9K+ZRRGRoOMYTEemVt7c3PDw8MHHiRABATEwMqlatCpVKhdOnT2cZa8Dc3BxxcXHS/Z49e2Lbtm24f/8+ACA9PR2XLl3SS9y9evXC8uXLkZiYCABITEz8oK7pRERERO+KeRQRGSL2eCIinRs4cKA0DXCdOnVw6NAhqZv3woUL8eWXX2LOnDlwcHDI0v176NChcHNzg5eXF8aMGYNRo0bhp59+Qu/evaFWq5GSkoJu3brByclJ5/swdepUvHz5Ek2aNIFKpZKW1a1bV+evTURERAUX8ygiMnQqkfkiYSIiIiIiIiIiojzCS+2IiIiIiIiIiEgnWHgiIiIiIiIiIiKdYOGJiIiIiIiIiIh0goUnIiIiIiIiIiLSCRaeiIiIiIiIiIhIJ1h4IiIiIiIiIiIinWDhiYiIiIiIiIiIdIKFJyIiIiIiIiIi0gkWnoiIiIiIiIiISCdYeCIiIiIiIiIiIp1g4YmIiIiIiIiIiHSChSciIiIiIiIiItIJFp6IiIiIiIiIiEgnWHgiIllYW1tj/fr177zd6NGjsXjxYlleW2Pp0qVwc3P7oBiIiIiIiIgKAhaeiMhg+Pn54eDBg/jqq6/eedvffvsNzs7OeRLH2LFjcfToUVy6dClPno+IiIgoL8yfPx9jxoyRO4wcTp06BZVKBbVardfXdXNzg6urKwAgPT0dDg4OOHXqlF5jICIWnojIgCxfvhyurq4oUqTIO2+7Z88e9O3bN0/iKFKkCFxdXbF8+fI8eT4iIiLKn9q2bYvvvvsux/LMBQ0AmDZtGurVqwdzc3NUqFABn376KcLDw7NsI4SAh4cHHBwcYGpqipIlS6JDhw44ceJEjucPCwvDqFGjUKVKFZiamqJy5cro2bOn1nU1Hj9+jMWLF+PHH3/8gD3Wr2+//RZffvmlXl7LyMgIs2bNeq8TmET0YVh4IiKdWb16NWrUqAEzMzNYWVnluDzt4cOHcHZ2hpmZGWrUqIF9+/bl+lxpaWnw9vZG586dsywPDQ1Fu3btYG5uDltbW/z2229QqVQICwuT1omNjcU///wDFxeXHM+rVqvh7u6OBg0a4MGDBwCAixcvolGjRjAzM4OTkxOWLVsGlUqVZbsuXbrgwIEDej9zR0RERPmPSqXC77//jmfPniEoKAgqlQo9evTIss7o0aMxe/ZszJ49G8+ePcPdu3fh7OyMbt26wdPTU1ovKCgIjo6OePHiBY4dO4b4+HjcvHkTQ4cOxc6dO3ONwcPDAx07dkS5cuV0tp95LS9PDL6N7t2749mzZzh27JjeXpOIWHgiIh0JDQ3FlClT4O3tjefPn+P27dsYMWJElnXWr1+PuXPnIi4uDmPGjMFnn32G+Pj4XJ8vLi4OdnZ20jK1Wo3u3bujVq1aePz4MY4fP46NGzfm2PbAgQNo1qwZypQpk2V5TEwMunTpgocPH+LMmTOoVKkSYmNj0bVrV/To0QNRUVHYtm0b1q5dm+M569evj+fPn+PmzZvv8+chIiIiBVmwYAEaNmyIwoULw8LCAlOmTIG/vz9iYmIAAOfPn8f69euxdetW9OzZE8WKFYOlpSUmTJiACRMmYNy4cUhMTAQAfP3117Czs8P27dtRu3ZtGBsbw9TUFP3798e6detyjWHPnj05TtC1bdsW48aNw8CBA2Fubo5KlSphx44dCAgIQLNmzWBmZobGjRsjODhY2sbNzQ0DBw7E//3f/6F06dIoU6YMVqxYgfDwcHTu3BlmZmaoU6cOfHx8pG3S0tKwePFi2NjYoGTJknBycsLhw4df+zcLDAzEs2fP0KZNGwAZxbuVK1eiWbNmMDU1hb29PQICArB7927Url0b5ubm6NevHxISEqTniIiIwIABA2BlZQUrKysMHDgQDx8+zPU1jY2N0aFDB+zdu/e1sRFR3mLhiYh0wsTEBEIIBAYGIj4+HiVKlEDr1q2zrDNq1Cg4OjrCyMgIX3zxBZ4/f46goCCtzxcdHQ0AKFmypLTs33//xa1bt7B06VIUL14cFStWxLfffptjW21n00JDQ9G0aVPUr18fXl5eKFGiBADg4MGDKFSoEL777jsULlwYH3/8sdYu2Zo4NHERERERaRw9ehRVq1ZFqVKlAGTkFxUrVkSHDh1yrOvm5obo6GicP38eSUlJOHHiBIYOHfpOr5eUlITAwMAsJ+g0tm7dijFjxiA2NhaTJ0/GyJEjMW3aNGzfvh1RUVGoXLlyjlzHy8sLn3zyCSIjI7F+/XpMmDABw4YNw5IlSxAbG4uOHTtm6cm+YsUKrFy5Ejt27EBUVBQmTZoEFxcXXLlyJdeY9+7di549e8LExERa9vvvv8PT0xMxMTGoXbs2evXqhUOHDuHSpUsIDQ3F1atXsWrVKgAZxa7u3bvD2NgYISEhCA4OhhACPXv2RFpaWq6vW79+ffj6+r7tn5aI8gALT0SkE9WqVcOOHTuwadMmVKlSBY0aNcL27duzrPPRRx9Jt01NTQEAz58/1/p8lpaWAIC4uDhpWUREBCwtLWFmZiYts7a2zrKdppt67969syzfsmULkpKSMGPGDBgZvToURkREoHLlylmWZX/OzHFo4iIiIiJlWrJkCSwsLLL8ZL40Lrvjx49j1qxZWXpMP336FBUrVtS6fqVKlQAAkZGRiI6ORlpamrTsbWl6VmU+QafRt29ftG7dGkZGRnBzc0NiYiJcXV1hbW2NwoULY/Dgwbh48WKWbVq2bIl+/frB2NgYvXr1QsmSJdGpUyfUq1cPxsbGGDZsGEJCQqR86Ndff8XkyZPh6OgIExMTDBo0CF27dsWvv/6aa8zaTgxOmDAB1apVQ+HChTFkyBDcuXMH8+fPl4ZtcHZ2lmK9ePEi/P39sWbNGpQsWRIWFhbw8PDAlStXXltYKlmyJE8cEukZC09EpDMuLi44cuQInj17hsmTJ2PIkCEICQl5r+eqVasWzM3NERgYKC2rWLEioqOjsxSr7t27l2W7Q4cOwd7ePkuRCwBmzZqFrl27olWrVlkG/6xYsSLCw8ORnp6e63MCQEBAAEqUKIGPP/74vfaHiIiIDMOkSZMQGxub5Wfw4MFa1z148CD69euHbdu2oUuXLtLysmXLIiIiQus2mjEmy5UrB0tLSxgbG0vL3pamZ1XmE3QaFSpUkG5rTvRlX5b9xF/mxzXraHsezXbh4eGoUaNGlm1q1qyJ+/fva4339u3buHv3bo4eYO8Sa3h4OCwtLaV9B4DSpUujVKlSub4ukPE34olDIv1i4YmIdCI4OBiHDh1CQkICTExMpDNwxsbG7/V8xsbG6NmzJ/766y9pWdOmTVGjRg1MmTIFiYmJePjwIebPn59lu9wGrTQyMsK6devQu3dvtGjRQhqrqXv37khJScGCBQuQkpKCkJAQ/Pzzzzm2P3LkCLp3756lezgREREVXH/88QeGDBmCnTt35uhp3a1bN0RERGidlW7Lli0oVaoUmjVrhmLFiqF9+/bYtm3bO712sWLFUKdOnSwn6PSpcuXKuH37dpZlt2/fRpUqVbSuv3fvXnTr1u29ZirO/JoxMTFSby8gYwiEmJiYXF8XyDh56OTk9N6vS0TvjoUnItKJlJQUzJs3DxUrVoS5uTkmTpyILVu25Dgb9i4mTJiArVu34uXLlwAyxpE6cOAAgoKCYGVlhU8++UQ6A1m0aFG8fPkShw4dQp8+fXJ9zvnz52P8+PFo3bo1fH19YWFhgUOHDmHfvn2wtLTE4MGDMWLEiCyJUUpKCrZu3YoJEya8974QERGRcqxevRpjx47FwYMHcwzwDQAtWrSAm5sbXF1dcfDgQSQlJSEmJgYrV67EkiVLsHLlSqmHz4oVKxAQEABXV1eEhIQgLS0NSUlJ2LdvH9zd3XONoU+fPllO0OnTqFGjsGTJEvj5+UGtVmPXrl04dOgQRo0apXX9vJjNrnHjxrCzs8PYsWMRHx8vTVbj4OCARo0aad0mLS0Nx48fz1EYJCLd4ql6ItKJevXq4dy5c7k+HhYWlmOZEOK1z9mgQQN069YNP//8MyZPngwAqF27Nk6dOiWt4+XlhSJFisDKygoHDx5EzZo1Ua1atde+9vjx4zF+/HjpftOmTXHp0iXp/ooVK1C1alXp/urVq9GxY8dckxoiIiIqWMaNGwcTExN07do1y/LDhw+jVatWAICNGzfil19+wbfffouBAwfC2NgYTk5OOHDgQJZLzurUqYMrV65gzpw5aN++PWJiYmBpaQlHR8fXnvT68ssvUadOHTx58gRWVla62dFcTJgwAWlpaejXrx8iIyNRq1Yt7N27V2vPogcPHiAgICDH3+pdGRsb4+DBgxg/fjxq1qwJAGjTpg3279+faw/7P//8E5aWlujUqdMHvTYRvRuVeNM3PSKifMzHxwelS5dGrVq1EBISgv79+8PJyQkbN27EsWPHkJaWlmWMhbfx999/w8bGBpUqVcLly5fRq1cvjB49Gj/88IOO9oKIiIjow82bNw8PHz7EL7/8IncouVq1ahVOnjyJvXv36vV109PT0bBhQyxduhTt27fX62sTFXQsPBGRQdu7dy8mTJiAyMhIWFpawtnZGYsXL9Y6q8vb+uWXXzBv3jzExsaiXLlyGDRoEGbNmvVB4xAQEREREbB7925UrlwZTZs2lTsUItITFp6IiIiIiIiIiEgnOLg4ERERUT7VqVMn1K9fHw4ODmjVqhWuXr0KAAgNDUXz5s1hY2ODRo0ayTaTFREREdGbsMcTERERUT4VGxsLCwsLAMC+ffswc+ZM+Pv7o3379hg2bBjc3Nzwv//9D4sWLYKvr6/M0RIRERHlxB5PRERERPmUpugEAHFxcVCpVIiMjMSlS5fg6uoKAOjbty/Cw8Nx69YtucIkIiIiypWJ3AG8qyJFiqBs2bJyh0FEREQG5unTp3j58qXcYbyzYcOG4eTJkwCAQ4cOITw8HBUqVICJSUYap1KpUKVKFdy/f1+aUjw3zKOIiIjofXxIHmVwhaeyZcviwYMHcodBREREBqZSpUpyh/BetmzZAgDYvHkzpk6dijlz5rz1tsuWLcOyZcuk+8WKFWMeRURERO/sQ/IogxvjqVKlSkyYiIiI6J0pIYcoVqwYwsLCUKtWLURHR8PExARCCFSoUAFnz559Y48nJfwNiIiISP8+JIfgGE9ERERE+VBsbCwePnwo3ffy8kLp0qVRrlw5ODo6Ytu2bQCAPXv2oFKlSm8sOhERERHJweAutSMiyi8iI6/DyMgEZcp8LHcoRKRAcXFx6N+/P5KSkmBkZISyZcvi4MGDUKlUWLduHdzc3DB//nyYm5tj06ZNcodLRPROzgGoBuAjuQMhIp1j4YmI6D15eNQDAPz4o0FdsUxEBqJq1aq4ePGi1sdq164NHx8fPUdERJQ3UgG0BFAYgOFN+UBE74qX2hEREREREZHepP73O0XWKIhIX1h4IiIiIiIiIiIinWDhiYiIiIiIiPRGJXcARKRXLDwRERERERGR3nB0TKKChYUnIiIiIiIiIiLSCRaeiIiIiIiISG9uyR0AEekVC09ERDry8uVzCMHO5ERERESZhb7hcQHgBoB0PcRCRLrHwhMRkQ4kJDzBwoXm2L9/pNyhEBERERmUPQDqApgrdyBElCdYeCIiymOPHl3Fv/+uAAD4+W2SORoiIiKi/CXtNY+tBzD5v9uH9RALEemeidwBEBEZotddQvfrr456jISIiIjIsOx6zWOf6y0KItIX9ngiInoP6elquUMgIiIiMkiX5Q6AiPSKhSciovcQEnJQ7hCIiIiIDFKY3AEQkV6x8ERE9B7U6mS5QyAiIiIiIsr3WHgiInovuY/xREREREQfjtkWkTLotPD01VdfwdraGiqVCn5+ftJya2tr1K5dGw4ODnBwcMDOnTt1GQYR6ZlanYxbt/6CEOlyh6IzSt63vPa6gdiJiIgoq1AAHnIHQflCMoCncgdBlAd0Wnjq168fzp49i6pVq+Z4bOfOnfDz84Ofnx8GDhyoyzCISI+EEPDycsMff3TBtWt/aF3nwYMLiI6+pefI8lZBKqYIIRAbG/Ze++zjsxyzZxvhxQumTURERG8SBcAGwJcAgnNZZwmAQL1FJC+V3AHkgRcA/sb79d6yA1Aub8MhkoVOC0+tW7dGpUqVdPkSRIqhlELG8eNTERiY0Yvx2bMgrets2NAUq1bV0mdYOqCM9nob16/vwMqV1bBnz6B33vbo0QkAgIiIi3kdFhEREYCMHiHP5Q4ij9hmuv1Cy+M3AUxGRkGCDENTAB0AzHiPbW/ncSxEcpFtjKdhw4ahXr16GDlyJJ4+5ZlwKth27HDBsmUV5Q4jT/j6/iLdVkoxTRsl71t2Z87MBQAEBu6SORL5RUYG4s6d41ofi4oKhZ/fZj1HpHuxsWFITIySOwwiolyVA2AhdxB55E3fipL0EgXlpev//V4oaxT5wwYA+17z2Cw9xqIvf4CzOAIyFZ5Onz6Na9eu4cqVKyhTpgw+++yzXNddtmwZKlWqJP0kJCToMVIi/QgO3o+EhEdyh5FHlNAp+m0UnMJTWlpKro+9fBmPy5d/fe06SuLhYYetWztqfWz1aht4e7shPj5Cz1Hp1sqV1bB4cRm5wyAiei2OvEiG6BIyLqssKP+/owD0ec1jM/UXil7cBuAKwEHuQPIBWQpPVapUAQAUKlQI33zzDc6cOZPruhMmTMCDBw+knxIlSugrTCJ6D6mp2jqGK09BGlz8deNxHTnyDQ4e/AIXL67WY0T69+RJAJ4/f7vicFraSx1HQ0QEpMkdAJEeKP00XyNkDCR/WO5AdEgAWIzcxyxTMs0lwHGyRpE/mOj7BV+8eIHU1FRYWGR0iN2+fTsaNGig7zAoHzh8+GsUKWKO9u3nyB1KvqFWv4SJSRG5w8hDyk0XCtKldhm92LTvb1RURhoRFxeux3j0b+3a+u+wdkHp9UdEclEDKARgKIAtMseSn6QAKCx3EHmoIGUaGgX11I2SCxOXAUyBMi+jy04ASABg9t99ZoSv6LTH0xdffIFKlfoaVJQAACAASURBVCrhwYMH6Ny5M2rWrIknT56gXbt2qF+/PurVq4d//vkHW7bwI7MgunjxZ2nsGMpw/PhUuUPIU48f+8kdgs7ExNyROwQ9yj311RTgLlxYgcjIgjLHzuupVIabZjx8eBlz5xbFgwcX5A6F6K0loeB9QU/87/dWWaPQnxfI+DL3JkobZU9brzbD/YR5O9HZ7it9fzWGA9gpdxA68iLbbyWbAcAcr3p3FZT/37eh08LTunXr8ODBA6jVajx58gS3bt1C9erVcfXqVVy7dg0BAQHw9vaGtbW1LsPI97y9R+LcuZ/kDoN06OjRSVi0yPKNvWQePPhXTxHpR2zsXblD0JmwsBNyh5DveHjYISgotyEjlSklJUFLgdVw04zz5xcjLe0lzp3jEKhkGGIBFAcwQu5ASKdK4FUPgtfZpOtA9Oyc3AHo0Nt+UiorM85dCoBBAE7LHYgOvK6tzwFYpq9A9GDpf78v/ffbcDPCvCfbrHb0ip/fRsX1dHmT+PgHcoegVz4+S5GcHAMhXj8iA8eGMRx16w6SO4R8Imsx9dSpH3NdU61Wzv93eroaALBggRnWrWuAmze9ZY4or2jak6kSGYZ7//3+Xc4g9CwFyuvZk1fUcgeQx5Q8bYex3AHkUx65LI+DsgqRmmyjJYCJAJQyYEP2LIrZ1CssPJHexcbew/LlleUOQyavP/y8fBmvpzjoQxkbK2kUifeXvZdeZGSA1vUCAv7AvHlFERZ2Sg9Rfbjk5DhERl7P9XF//6yXiJ8//6rXqkpl+B+t2i4XVKuTZYiE6PUK2iV2ALAKwFdyB5FPfSp3AHlMydOY5PZJWdC/qB/JZXlHZBRpQvQYy4c4B+Doax4Pynb/nta1DM/rCk/P9BxLfmP42TEZnOjoULlDkI22L3OZL79T3kxpGfsrhFDgYNxK25+8oj1lvH59OwDgxo09+gzmva1daw8Pj3pISXmhdVa/J0+uZbkfHx8h3TbkMZ6ePMkoHGp7v27e3E7f4RC90dt8aiqtF8xtuQPIZ8Iy3db7rEk6puknfxfKGx8nty+hBT27yrz/mY9vvv/9fqzHWD5ESwCd/7s9W8vj2fdDKYNzaN6z2gpPn+k5lvyGhad85MmTa0hNTcKjR1ekZSkpCdi0qRXu3lXOeDLp6ZwAOLPM48Mo7W+j+QK+YkVV/PZbI5mjyVsmJsXkDiFfKlfO7g1rGEZKGReXce4tNTURZ87Mz/H4hQsrta6fwXALT8+eZZyDfPjQN8djShuDjpQh8xElEcB2AIMzLTuEjNnfcutFYIiyT+NgGEdV3VkrdwA6VARAMoDqAOxljiWvKa1I+D7e9N7VVjQ3xAzjby3LvgOQmun+MD3Foi/aCk+nZIgjP2HhKR958OACdu/uj19/bSiddb550xv375/Ftm2d37C14UhKispyf+9e1ywzKAmRjqNHJ+P+/bP6Dk0WqamvzmEJkY7o6FsIDT0sY0TvJzk5FqdPz8uyLDU1EUlJ0YiPD8ejR5dlikw3Spe2kTsEWYWHn8e+fUNRrJhlluVv6rWXnByry7DyhOb4m0HkOjZbUlL2uXcMT1RUKB4+zPneVFoRnJQr8xHnJTKKTtszLdvw328ljYmUffBhIwCarOEugPPI+FKvlJHn3uRktvub8KrdDck5AL2yLWsIYN1/t5XW062gX2rXD9r/BpmLUYb6t1jwFuu8gDJm5VwKYO9brpv45lUUjYWnfCY09E8A2c+eG7bU1CQcPvy1NP18WlrWoRIDAv7Ahg1NAQA7d/bG7NnG8PFZgk2bWuk9Vl179OhqjmV//vl/0m0h0rFqVS14ejob3KVpx49Px8mT32VZFhd3H0+fZr+KWxmUd1nku9m4sQWuXduWo/jy9Gn2c/FZ3b9/Rpdh5Ym1a+tLt4UQiI3VfjxOSorRutyQLrVbvdoGv/3mlGO5kRHPRZNhKAhH4mPI+AKa+6hzgKYPZnUALZBxuUf2IoYSbNOy7GKm2ypkzHA4Sj/h5KmWyFksFAB+lSEWfSjog4vnNvDAmwpPhvDlfcZbrBMFIOKNa+V/kwD01bKcg4vnZAj/uwWSkgaZ9vPbhIsXf8auXRlvy7S01FzXvXnTS19hyeK335xyFJ8yD2CsmSnLECUkPHzjOtmLadrGzjEUBb3w9L4MraAqRDru3ftH62O+vmv0HI3+GBkV9K8E+UNycjJ69eoFGxsb2Nvbo2PHjrh1K+O4GRkZiS5duqBWrVqws7PD6dNKnIT7zXI7oiS85XqG4If/fm98zTr39RFIPjA02/3sGaUht7M2AsCNTPdvZHvcUAaa1sYql+XK+QaU8zj0Nt6UXSqlkJGKV8c2JdK0k5JnpnxXLDzlUydPfp/lfnq62uC+sGnExGQMF6cZyyh7j6eCRtPzCwAeP/bP8lhi4tNM9wytvXN+FFpYVMtyf/ZsoyyFtv37R+o8Kl3JrfBkCJeSvY2EhCfYuLFFljHn3tbrj1WG9X/9ugLjv/8u07r8dbPhGYrU1CQAOWfvM9TPIUM2evRoBAcHw9/fHy4uLhg1KqMvx7Rp09C0aVOEhoZi06ZNGDx4MFJTcz+xo1S5vUMPZru/U9eB6JBmdLXXnapRZt9i7TRHoUQA07M9prTpa7Jf9FwXQGSm+/v0GEtey63w5KnXKHRnJgAz5Lw09k3eNIi8UgpPrzu9Fae3KPJO9pg17ZR9bLYoFFwsPOVTL15kFCAyX7KhbbBXQ+DjsyTL/fT0gpcYa3PixPdYt84h18eV8AXP2LgQUlOzXtGcuVebIU/PbmxcSOvyy5d/03MkunHx4mqEh5+Ht/fwd9729u3cJ9A1tP9rtTrpnbe5c0fbMJr526xZKqSkvEp3X7x4gvj4CHh5ZZ2DZfZspg36VLRoUTg7O0u5QNOmTREWFgYA2LVrF9zd3QEAjRo1wkcffYR//tHeO0/JXsodgB4Z3uiPumWKjPFVMlslRyA6pK2wmrnwZMij8Wm7PAkAZuk1Ct3R7MfX77GtpogR+dq1DJv2LDqDIY6FZJHtvgrALi3rldFDLPkVM8h8JPO4Ttouc9CcgTZ0r7vULjtlXs6U8cX7zJm5MsehHxcv/pxtyatiqqEVITJTqbQfPm/c2K3nSPKf588zrtrXPk6bobW5Us4tvllYWNYhepcvryRTJJSblStXwsXFBVFRUUhNTUX58uWlx6ytrXH/fkG54OqVzJflaJuyOzNDO/pk9z5HI8O9gD93AgXn0sLnWpZlzowNufBUVO4AdMz8v9/O77FtOoAwABXzLJr853WFJ0M/VmsMfId1U5Dz0mGlYeEpHzlz5tWMYJovtZkv2/n772l6j0kXcpshStssdqdPF4zijHaGddhNS8t53jkqKiTHeGVZCzaGtY+ZGXLR7O28//75+GRcgqbtPa3MYrIyfMj/tI/PMnh6dsvDaCi7+fPn4//ZO+/wKKq2jd+bntBrQELovTdp0qWIqIABLIiICNgQsAD6CvIJvhZEfVWkiCgiTVAURSkCUqUX6R0SCDUBEhKSkOz3x8nszs5OnzNlN+d3XbkyO3PmzNmdds5znud+Tp48if/+V02+IC/Tpk1DXFyc5y89XY/qiDO4DH9DCv+q/VSw/haAP3nr+pjULqtQMjxNEVkXiGFL2QDkcoa6ARSMvMdEKF1IrsQyw1mUz/8fqWPfVwEco9gWJyKXpTEYeopaJwqKIPi9oZjhyUJmzWqGZcueUFXW5QrF4cPLsHLli551SUn/yOwROEil6RbzjuCy/AUSy5Y9gUmTXJ5sX3o0cgKRkyf/lNji++jlG56C33hTMJHLbBd451xPewPtO3Joa3dmZqrHg3X16ldx4sRKMxrFADB16lT89NNP+OOPPxATE4NSpUohLCwMly5d8pQ5e/Ys4uPj/fYdM2YMkpKSPH+FCxe2sunUuAmgHICuGvbpB9+QDWHGsEBDaSDzH5F1l81oiMlEAigFIsx8DeIZsuQMU8GEmN5PsHg8Beqb0grkNOncCP4Q42C4NpSe126QLJ3cWzwbwSWsLwYzPFnE2bN/Izl5Dw4eXKiqfEhIKI4e/cnkVtmDlsxtWsLynAJ3jnfunI6ZM5ti1qxmPtvVDrwDb4AujjC1vO/nQP6OUm33X8+8fLzcvn0ZCxc+FDD6XgXp3Gl95nz4YUlMnhxhUmsYHNOmTcPChQuxZs0aFC/uVZHo168fZsyYAQDYuXMnLly4gA4dOtjVTNPh/Ok2CNZL3aFukbKBjp5Qu0B+y84CUAaA0MfPjeAPSZEj2AenYgTydaznvpXTOOqJ4A9TDNTzzW+30nn/ByRLZ3mFcsEEMzxZxHffdRRdL6Xb5HIFbyprqVA7MS5d2mtiS8zl7Nn1ou2/fj2Qk99qRzhw3717lmdZixHSaUgN0sUMFUeOBHLeGfoaR8eP/4bjxwPDm1HKQ1OOwDVWBWpXL3hJSkrCq6++ihs3bqBTp05o3LgxWrZsCQD44IMPsHXrVtSoUQODBw/G/PnzER4up5oR2GyRWP+rxHo3CpJCmzTb7W6AAaTeEgXd8DSGtyx1XwQCWt44yaa1wjzMeqNywuOB8sZO0rFPMPSilN4/13jLgTEVa5wwuxtQ0Pnww1Ki66WEi7OzbyMiopCZTTIdPQO5wET8kZORcU10vT+B8kqRRzgIT031RnVfvnwAhw8vxfXrx9G8+QhER5e0unm6kTIuiK2/dUvPa9cpmHMdCj3hnMqePdqzFB46tATduk1VLugwtHg8HTrkFdFfvnywCa1hAEBcXJzkeYmNjcXq1dIZJAsK30msD0bDU0ETF18nsy2QvxdN1gP4BMDPIEZYYWYtJ3NOuYiH4OgR0yVQnnG9dOxzFkBlus2wBLXXaTKABN7naBPa4kSYx5PNSKXqDgkJFQ0zS0u7aHaTTOf27WBODurlzBnxlOpSRkUhwRJqp+T98eOP/bBu3Vv4889RFrWIDrt3zxRdL2ZYTUu7iJwc4jh95sw6bNnyoaltCwwCobsEJCZqn0++dSvRhJaYj1pPraSkf7B0aX/P5/37pYb+DIZ9uBF8s8h6chsHY25KNwLb8JQGgGZvfgyATQDUiXk4By1pEr6G9zfrBqA7/eZYyiXlIooEyijhjI59AlOJUL3H039ANJ0KGszwZBNJSduxatWrkttdrhDVadkvXdqHxMSttJpmOnv3fq26bIUKLU1siT2EhAR2GOXu3bPw8cf3eAwpSqgdzKalXTDSLMvh67W53W5P9j6x77t164f46qsGAIB587pg7dqx1jTSAF7Dpz4DkZLhNFA8noLFAKwO73cNCZF2iE5PD0S5YkawMRhALZntUgM7sTv6PwCWGG2QQ/FP2xL4BHqo3T0AKtjdCJsRimMfAfCbTPl3ADyQv7wGQKD7etIQxw+U3omeUU+gGpb5U89yvdxAfn4ZgRmebGLOnFb4559pktultG+++KKm34B/5swm+OabtlTb5xQuXAhkdQJxXC5xbzZ/3MjNzcGdOzdMb5MWfvttONLTk3HlijdzWUbGdcnygRQ+p5ajR5f7fP7556fw/vvFcOPGOUkNs9TU01Y0zUHId4k4Q53T0aNDVqJENRNaYj58o2loqHQC6EAxGjKCm+8AyCkmHpRYHwJ/T6gpAAbQaJQDWa5cxDFoedruU1EmG8BGANv0Ncc00vP/387/y0XgeSsZRSiOXRfAQ5DvORwwrzmmItYrvCmyToiSYSlVR1vsQI+BLFBEWYQjNH675fSMCmovihmeHMrNm+clt+3d+42FLdFPSspJ1V4xUpQqVZNSa8wlJeUUli17HJmZynMYLleIqnM4c2ZTfPVVA3zwQQkaTaTOnj1f44cfeiIzMwUffVRaspz68FBnPoYPHJjvZzRavLiPz+d///0BAPEGu3btqGRd/IG98z1pSPsuX97vt0WNMUbp+61f/7a+ZllMdnaa5n2ysm7i4MFFnt8gNfU0tm792PHnnH995uSIJfEmLFr0iBXNYTAMIWV4AoBA8Nm7C+B9AKeUCiogl5bdSbwGIBzqBtNuyHvHcEQC6ACgjYF2mUnh/L8FAJ6gUJ8Te1GpIAYlufuRz8cK23cZa44tTBJZ94uK/ZSmqJfBa8R0Mnqmz1cDGA2v0eoz6NOKMhuhgis/5mGwzH7z6DclIGCGpwAkKysNGzZMcrTe0507N/H55zUMe2KVLduAUovM5ZdfBuPgwUXYulVZUDgkJAyXLyvP21y7dgTXrx+j0TwquN1urF8/wfN5z55ZOHnyD0Xh7EuX1MxLOpMbN87h55+fwvTp9VWV37z5PdntBw7M531yuhFCun3qwiflv9/Nm+cxd67zg0BSUk5q3icj4xqWLXscx46RruXcue2wZs1rOH9+E+3mUcXoRAGD4ST2yGzbDqAegETo002ygh8AjIdxLZt4Cm2xAs7goCbvr7PfntIcgbhxSI8GTqDwXxAjYSOoy1T2usL2FoZbZB1y16ka7z6l6/x5AEXUNyeg+D8An8IbMj0K0lkuncRPvOWCoWisDWZ4CkB27Pgcf//9DpYte9zupkhy5w6ZsxIaHbTO+B85soxam8wkJ4d0XVNSTiiWDQ0Nx927gSd5mpp6Chs3vuu3Xk8okhhODN/hvD7u3s3EsmVPICtLu/cLn5UrX/Qs79z5laG6zEYqxNPtdmPPHmWdNjX3+vnzmzW3ywyOHv0Fp06tEd1WvHgV3fWuXPkSAK/XX3a2s+cmf/31WbubwGBYwvMADgP4EoBTg6C5AHahUULOoCZGoGmlfKmiTKAanrracMw02CtizMUB5IFo/WRCnXFRDQnKRWxFakRwEcqeXYD6Qbqxnqlx3CBebWZ48XxqQp00ET6LnralFYEDMzwFIOnpyQCAW7cCS4wZkM7iF8icOLESycm7AQCHDy9VLO9yheL8+Y1mN4s6Ut4Q6vSqlLlz5waOH//NJ1xx27ZpnsG73Rw8uBD//PMpvvhCTs5WHr7h4Y8/nPG9pNi9e4bo+sTELT4GNKMsXtyXWl16yMnJxOLFvTF/fjfR7UaSAQSaYD4NcnIysGrVGF2eYgyGVfCnOZxumBF6iRzRuH8gaKUU5S1/b1sr7IOWIe0agGfhmzGvKICKlOrXQyXB5wmQTwqghcCYmvbnHcr1NaRcnxZyAcwA8Wozw+hSEHNArwN5R2mdZAgETDU8jRw5EpUrV4bL5cK+fV7PlxMnTqBNmzaoWbMmWrRogUOHDsnUwpDGuXM+Ut4OtIwUTmLBggc1lQ8JCUN8fHuTWmM9ubl05tIuXtyFhQsfwg8/9PSsW736VezcqWb+0yx8vbA2bJiA69dpzdUFJuq/v7rn09GjP+tvjEHu3LmJ996LkS1D14DiPK8+2vz55yj8888nWLjwIbubwmBIws+o5VTDk9QTVKvmE9/wdBfOzKak1WPDub1feaTEhtXl/lVmAoBvAIwRrLcz5Ef43ZQFKYKb/qB//Z6lXJ8WvgfwgoXHc9q9H2FCnVPy/88yoW67MdXwlJCQgM2bN6NSJV979/DhwzFs2DAcP34cY8eOxeDBg81sRtASiFmy5sxppXvfI0d+xm+/PU+xNfYQGhqOf/+dr1zQYUhlIaMdPhSMmQyDCZdLnQeQOh0oAq1wTa0o6ZMxtHP27AYAwO3bTN2A4Vy4t9ZU+Kd1dzoTNZbPzf/LAlAOQHHqLbKeHXY3QCfnJNbT8o3lBuVOii3YYHcDHIhctrNAw+qRKL9nmQWi02cnwuyMNOCMM04zstHAVMNT+/btERcX57PuypUr2LVrFwYOHAgAePTRR5GYmIiTJ5lbvh6uX1fWFLIH8dtFLuOXFCdO/IGlSwdgyZK+2L17RkDqI/FZtWo0NS8hKzlw4AfR9QsW9BRdHxyY+9gXuw4uXtyFffu+NfW4RihWTJ1U7dWr6gNCjGpn6cVIGJ0e+DpmJ078gQ8/LBV0xi/umnZ6Bj8GAyAGmcN2N0ICWnfQXZBQnCgQ3ahgSCHQ2e4GUGYO5fqcpKNihxHsBRAdN7sRC3F0wVnnJ9DgG546gSRPuGlTWwB63op8uGe0GXXbjeXXfmJiIsqXL4+wMGLvdblciI+Px/nz561uSlCwdGl/u5tgOgsW9MShQ0s8n9V6XAQTzhjEOaENwYVY6Ons2S3wyy/P2NAatai7DrR4PGkpSxOXy9pXIP/ZtWLFc8jMTMHBg4GS7FwdnCA/e14wAgWnprWmdQflwbnGNYY5OMmwYXWPPQ3AVyC6Q3Yj5o3jhrTouJAU5SK2Y/Wbnt9b3Jb/XzwewxrM0NDjznsw9qKc9GwSZdq0aYiLi/P8pac7OyuQ1aSmevOd2DV4E8NMQ4nVXgrOwP7Hj5OuL6sw2+AnzOS3ceNkz3JenjMlYf/9d4GqctnZ6r2Y7Lq2rNac4xu6OOHx48dXWNoGPnfu0J8nzMi4BsApxnIGQxk7Z8utwKkaVgzzcJKOl9U99qLKRUzjNgA1qsXiOXT9uWqgLVax3+LjifUWwy1uA5+5JtTJxQYFYy/KcsNTxYoVkZycjLt3yavQ7Xbj/PnziI8XD98YM2YMkpKSPH+FCxe2srmOJyvL22UqKIYBq70UnADTSwlOhIPz9evf9izn5VnbdTxxYiUmTXIhOXmvbLkbN4TJvcVZtUoobyqH9a/XW7eS8NVX9S09ptcbyMu5c39b2gY+iYlbTKw9GLtMjGDEqd5AtO4gp2tYWfWm0y70ELjYN53hT7AbdvlUBlAfwD+U6nuNUj1m8SHErzUzxRPEpmTtNDy9Z2LdwTiqt3wEX7ZsWTRt2hTz5xNx5WXLliEuLg7Vq1e3uim2cebMOlPqddYMs3ltSUk5iZMnV5lWvxP5+OPydjfBUt2htLSLjriezRY6v3x5PxITt4lus9obh8vOOGtWU9lyap9fly7JG7D42GE0lwpnzMw0z7k9OrqkaXXrQWtGTi044f5lBC+zKdZVED2CnoB/5jO7sCqOobtFx3EK/4M5YUBaOWBy/eMBiCuQWs+1/P+tZcoE05txrMR6M/W1nGZ4MpNgulY4TDU8DR8+HHFxcUhKSkL37t09xqWZM2di5syZqFmzJt5//33MnWuGo5pzuHvXd75p3rwuphzHSR5PZg46Pv+8Bn74oYdp9TuVvXu/sfX4VnrgTJtWATt2fG7Z8cTYt+87bNz4rqnH+Oabtvjmmzai2wJRgF4vdhgpuJAwIR9+WMq0Y9olom4Pbpw5sw4HDgReBk+G89gn+DzMllZYi5lPxYUAPjGxfi1YZRw5D2CIRcdyAq8AWKJYyjzyAJS14DjvAxhowXFo4ZyRmnmYaQgUe17YkdkuB+Z787kBPAbgLZOPYyWmZnScOXOm6PpatWph2zbxWf5g4syZdQgLi8KxY79acjwnGZ4CPfOcE/n112fRpEnB6TYdPfqzLcfNzEzFpUv78Msvg205PofVoXb2Yr3hyQ5j17///oAaNR6w/LhCjh5djq1bp5p6jOzsdM8kS8OGgTQsYDgFN4ARAKoDeMPmttjBTrsbYBFW9lznArB3Cs9axKdXzOdPAFsRGBpFtFB7HTtnpBaYiBmetgCoZ3E76kG9SLxeLgFYnb88xeRjWYWphqeCjlmeTVI4yfC0a9dXdjeBOmlpyTh3biPq1x9gd1MKBCkpJ2057vffd0Vy8m5Lj3n+/GYUL17FZ11B8nhKS7uYf289ZndTqMMPmbRany4v7y5ycjIQGekrt7p4cR9L28Fg6CENwCy7G2Ejy+xugAksAfFe4+uiOCEcLFhRH/BOFzumV6oA+FawLgNAjEXHV2tkM2tK9QcAOwB8ZlL9dnKBtyz2vJgM87xgN4GE8rUSrDfb6ASQ8xlsMMNTUOGcaNDdu4Ovuzh37n1ITT2NMmXqIDa2od3NCXpu3Uqy5bhWG50AYO7cdn7r5sxpg1GjziIkxPzHtDCDntX37+zZLQAApUrVQvnyTSw9ttnwBczr1etv8bEb4tq1I5g40TnvBgZDLaftbgCDOty0HTM8WUNwC5n4chZAR8G6QrBuZCTMZme1ny93vGA0PNXhLYu5WJgZatc+/78dvahgnH4ueOnBLGLNGusdw+3yEBHD7Ta/K3HpklD1wTzcbjdSU0k3OCPjumXHZRRc0tIu4Pp1K+ZUgLVrfSUif/ttuCXHFZKZae+9dfgwfR+D69eP8+pfKlpGqANIi2vXjphSr1asFspnBAd2mKALUuYzgKR/twqpqSRmeGIEA8IYF6cInluNy4Q6+eqYyyXKWDcitA6+aE2wPCeZ4ckktm79yPJjrlhREOQ2vSilfafJ1aveuQw7QxpZpqiChctlxivcy40b55CRcR1Hjvxk6nGciJiG1o8/Jph6zP37vxNdP2VKlKnHpYERb62lS1l4MiMwWGt3AyzGyox+X0isD5YBFcOZmHl93QIJKyxozw07eVFifSD4younEpKGP9o8RrMhNsIMTxTJzc221Rvm7t1M244NEG+BixetC1Mye1DOJzvbOy9or+GJddHMRBhyZjd//TXetLovXdqHzz6rjI8+Ku0YfTj+fWY2V68eplZXoUJW5O6xl6JFK+re9/TpNbhz5wbF1jCClcUAPoZ9Arx2Tu3kgOjU/GHhMfm9qL0AUk08ltRvy/whgwunhci2NLHucSBC6l1NPIZWMuxugAoiDOwr1FoqKOwGsN7uRlCAGZ4oMnlyJD76qDR27JCa1zEXOwfNubnZ+PHHBMye3dyyY2Znp3uWP/20MubN64KkpO0WeAXZ1zV1u/PgdruRnn7JtjYEM04TxT96VMqp2Di///6CZ9kpBs01a15TVe7EiT9s0wATo3nzF5QL8QhEz8UiRSro3jc7Ox0ffFDCUsMiI/A4BpI6+jUQA1RB410QnZqeNhz7GoCmAEoCeAfm9HKcZHi6gIIbCmU29udt9cWs6fBUAM7qMRLUCFKngxjLhLpUVmHEeDQUwHGYq+tkBvp7A6HHHgAAIABJREFUUIRBADrTaIjNMMOTCRw4MN+W47rduXC73T6Dmh07vsClS/tNP3ZaWrLpxxDCzxB18+Y5nDmzDnPmtMLBg4tMPS6XbezataOWD6Ty8nKxZcsH+Pjj8jh2bIWlxy4IXLzovATWd+7cpF5nZmYqkpK2eT47xYijRqfu9u2rWLCgJ6ZPr69Y1on8+GM/TJ0aiB5Sxoeidmt4MZwNX9HOzifSXnjT0F8CUBHelNZmssuCYwjhPMv4XhKTAPxrwrGET5AcAM8DOG/CsZSIAxFjPmBS/ZehPstZsOGM3oT5mDvS0I/UNGI2b9tIkPBAu3pRGw3sWxxALQDxlNoiB81Q5AvKRQoEzPBECb6x4/Jls15l8uTl3cXnn1fHjBmNAADp6Zfxxx8vY+bMxlSPIzZbb3WacKl2AOZkJUtP9xrWMjNTkJFxDV9+WQffftteZi/6uN15nvCrjRvfNeUYK1e+hKlTY02p2+k40RPFDIHovDxzlD0efniO4ToOHfoRWVlpPut2757tSdiQnU22ZWXRN8hZweHDS5GRcU22THb2bWRl3bKoRdbhxPuL4Rwe4i2bP10mzl0Qz58a+Z8Xggykh1A8xlWID0LsMMBwd6SwB2fGnfqJ4PMLAGYAeNCEY6lls0n1lgMQiNMLNKB57ThZ18YssQ+jPftpAEaAeDXxiYQ3O9xFg8egzVQNZdVeX6sBGO09B18vzH6Y4YkSf/wx0rNsl9ZSbm4OUlNP48oVMld1+jR9ubv583vg//4vxC9LET9EJjPTTJUAL1aGB61c+ZJnOS8v15OpKjl5j2VtAHy/88WLO03R5tm580vcvn2Fer1GUPKEyci4htWrX0NmZorftrt3s1QPeGn+np07T6FSjxmDdTP00SpV6oAmTYwPz5Yu7Y/ff3/eZ91vvw3zJGxwmg4XQP/3/O9/C+P994tJbjcrC575MMMTQx1bbDouZ5LnFMmkDDNGKAvicSOEH/aykuLx5ODeeMI704w7Vfjk/tqEY2hlPgAaUxhuBL5Hw2IQg5mwB58H4Ef4ZhaTg2avtCbFumhDuxfVBsDfMB6StRLATACfi2zjvEq5cN5og8eihZZrRu2zqTuAuhLbbgFYquK4/HPMN0Lpnbp1Xu/VepjhiRIhIaF2N8HPiyEsLJL6MU6dWgUAWLnyRZ804YcOLfEsf/hhSerHFePyZXFncDMG6hkZXqdptzsPP/00kPox1CA0jNDIFnXjxjlMmuTChQtqIsPtIScnA9nZt7Fu3X+Qnn7Zb/uaNa9j27aP8csvvoaPrKw0TJkShV9/fVblkehdO+XKNUbJkjWUCyogln3NCG53ns+9S4OxY1MxaNBf1Oq7eFE66MQpelR8aITcZmWlYffu2bh7945suXPnNmLKlCjs2yeeIU+Mb7/tgJwcMiGi17hKQ1eOeTwx1GKXiqEwGJS7W8zwbigGaT0Wq7yAuO8nfKoaCYUJJLYBoJEPuieIMXEjnC2Wvg5AdYjfX4+BhAgKDYILAfSH+t/JGalKzOUMgP9RrG8kiLGdZgyFXK+Ee54VoXg8LVQTfNbSq5O7vtYDeBgkrFCOZwD0A7BMoRzftYA/FajXaL5d537BBDM8UcIJYs/CAWp4eCHTjrVnz2zMndvOtPrVIO1ZRn9ww+k6cfXfuHGG+jHUIPT2OHx4qeE6P/usMgDg66/NzP1hjIyMa9i2bRo2bZri5w0DAPv2fQsAOHbsF5/1aWkX8rfPVXUcWgPj6OiSiI+/DyEhYYbrEnoXGmXbtk/wzTdtqdU3enQioqKKUzW+X78u7WDvlAx8fA4f/tFwHWvWvIHffhuGbdumyZbjBOd3756huu5z5zbi3DkylLxwQZ+O2enTa3Ttx8eJ547hTOTNr+YhDAczw+OJ4xaAySbUq4VcwX8OpTfXXZBBWTCYkmnoWf2Z/38wnGt4ygMRKD4FeWH1SYLPXJY6a/37nSnczXEfAHp5cYHPKNbFIReubPd9KxxtaDE8yZXtDGAFgA0KdXC9oHMK5aTE12cr7MeQhhmeggihbgjfOGKGeLDd4VilStUSXa8UipOcvBeTJrmwZ48+PZrERLuCAKz19nCSd8Jff72JDRsmAABu3/b3eJJCe1gWne/8xhvXERlZlEoIVlRUcQot8sJ5LdKiaFGxoBHzcFqoXfHiVajoMaWkEC+0Gze8XSGx78rp6XFGnH//XYCzZ/9WrJ8LC+br1WkhMrKo7HaXS43h0TnPFAZDjHqCz9yA8CzUZYvSivGpCWNwd6QwdCRcYb+JAJoBWKJQTgo781uaGVbYHtIDK7sNUmPgDQeU65kIpwe4z1YOGKuA6BQ5FTM1kmhdjxnKRTR7cl4EnUkBYW+hm4Z9lXs72rzucgH0BvCryDbh85kbVYsZYWtrOGZBhhmegpiVK1/0LH/ySUUbW2IOUgLJR47IewGtX/8fAMCKFUN1Hdcu8XgAWL1aXbp5jj17vvYZyGrBDFFrvVy4wHdQlX9V8rXNtHpY0Da2lSxZ3XAd0dF0Q1fN0HeyEr3G1/nze2DZsscptwaoVq0bcnONay6dObMOgO81K+755fIp99NPT+K77zoq1r9u3ZsAgMWL++hqX9WqXRVKKN87TjJmM4KXEgb23Sv4zNftMcMn2E4DDABwTy7hU3Whwn7c9IXeVC50pz+0UVnw+ahM2aMgT9x1Kus+Aukeij3qr16EXjU3IG6cyATwJbxPdK1efzT8WltTqCNQcepbMgtEf6olSBtPGahLaHjS4i+v5pnJHx0q9c6OAvgFwCMi24SGp6oy9TRR0a5GKsqowanXiBqY4SlI0Tu4sJPGjZ9Bhw7vqC7PGZ6ExoW0NPm5iLJlGwIAYmOVHwFixq0bN86qbCF9Dhz4XnXZ5OS9WLHiOd1hVTdunMPFi7uxZs1Yhw0Y3Viz5g3Mn99DdOv333fFX3+9RUrKGJ7c7jyP7g0HHQ8l77CnUKFyhuuj/YoJ9HAnPe3PykrDqVOrcPDgIqSnX8akSfSMb3l5uVSNg2fPrvcsT59eD9nZ3tw0eXl3PVk7lX4Hq89ziRJyXTION3bu/Ao7dnxpenuChZEjR6Jy5cpwuVzYt2+fZ/2JEyfQpk0b1KxZEy1atMChQ1JBAQWP3pTqeVG5iGFWU65vP9QbSQBgQf5/oeFpvbCgAO6tpPQkvQpvWAsfq8TTxdCSPZDLAtZFZfky8P9NXgUJzbIrfFQMF4iBVirz3kvwCvzLeTwdgH/IGQ2f5JeUi9iG2cIqcr2J8hrq0fIcUAMXbH8A5PwYmVYVGpq0iHUr6TcBvgbVKME+hwEk8j7LGULEPFKlPBeVvEQBer35KADDKdVlNczw5HD69pWLxJaG0wEJJLp1m4qOHSeqLl++PLEv6w29UTIy/PPPp3j33XCkpPja9cUypzkRbsDK6RyJwRfqDguL8tmWm5uF2bObY+vWDz2ZEp3C1q0fyYaMpacT46Pc4HvOnDZ4770YwVrjBolWrUYbrkMLbnce7txRl5dnw4Z3TMl2qcSAAT/jmWc2UalLj+bVrl1etYgZM2jNORGqVu2CypU7UqsvNdX3ebNokXcebsWK53wMU3KIPRczMoTSyYRq1bp7ll9//apoGaXnbP/+Pym2ye12Y+XKF/DHH04eVjiLhIQEbN68GZUqVfJZP3z4cAwbNgzHjx/H2LFjMXjwYHsa6EAKCz7rHYBNN9oQG2gIoJOG8lyQsFlB6XUA3At/bx99QgfO5L+85Sfh+9vsB0lvvwX+wvV2wvV05LxHuMyOcgL7jeAfnkoDq0WvD4AIzavhHsrHFnrKSBkDz4BkYrMLfjoTo89GoeFJS69MjaKmMO3S07xl/vXqhnyvX8wT6xuJsnyPqXkSZeSmA5vLbONzAcSQNktleafBDE8Op0GDJ+xuginUq9dfZK22Qf+PP/bDkSM/SYbcGWXVKmJA2L9f6hFCj5EjjTitisNpwcixd6/3ESosz/ea++mnJzUfv1Ilmvk5+ChfJ5zejJzhyTd8j3DrVqJISW1UrcqfGzU+vyH0NhNm9fvhh5744IPift5bYvz9t1A21Bpq1+6NsmUbUKnLV+hfmqysW1i58mXcupXkc21r0QhTQ7Vq3dGly/tU6+TDheABXhF9NYiFJPKzc/JJSFjkWQ4LE0+wrBTiqEbra/nyQYplGL60b98ecXG+v+2VK1ewa9cuDBxIsqs++uijSExMxMmTJ+1oouOoI/isxRBjNjT9V3+H8exzH4Bk56LRi8qDvzcCZ2zRF/CvDbvC997kLReH7zluzFuWSu3uVLgnvpUaT/EA2gDgK7jSPu5l+Gcza5R/XCUyQT/M6QXB5wiRMo+ChIharQn3F4BKAJJB5xnBkS74HAkS3mkWi2S2aTU8ifeigL4q2iHXi6oFdV5T/N6Ak2JR1MIMTxrJzc3GmjVjkZp6WrmwDurX99cgad5c+FhyDn/+OUpXGFZCwmJMnOi7Hzc4vO++N8V2EWXJkkd1aL74O4kfP/4blixJEDVUbNz4fxrrV0e7dm95ltWFqajnzp2bfp4TYvCNdjk50lKEV64c1NyGevUe07yPGtQYHrgBttZwo/PnN+tqE8e4cbdQsaK3+8I/fvv2b+us1Xuf7NjxJT7+uByOHl2OlJSTuHHjrMfz68gR+cSwmzb9V3a70+AbXPioNTRv3ToVO3d+gRUrnkNIiJrXuT5CQkIRE1MKADGwWcXdu/LKBeIeSuJdLDUC9jVq9JTdrsbQfeGCV5559+5Ana+zn8TERJQvXx5hYWQY4nK5EB8fj/PntQQR2ccBkIEezV4UvzP+tGQp49yC9MBDDWJvpKY66+oJQCq3sJJGE59XoN3j6YbIuoYgA0gxzAqte4i3TC+vKkFPHs88yGcT04pZsQtq/LK5a4LrFdH8XlI8AeIdxn9j8/NzP0fhGOUAJIBkPvscvkkD5JRNzwEQ+sjTQGhoaiZSJj7/v9ap0Z+1N8eHISChqQtAJ4SSY4HIukEgYdLKvtP0uAp5Q4iYWIZYL6q7yDoxvpXZtg++7zE1BGJ2PWZ40sjBg4uwdeuHPuEPNKlQ4V6/daVK1aRS95w5bTBpkku1x4Aatm//jJrYNjdw6dJlCu6//wPV+2nxeMrKSsOWLR/kH8/7+Fi48CEcObIM16+fUF2XUdq2fYNqfadPr8WJE38AAD7/vAaWL1fufgsNM3pTrYvRosXzimW6d/9Uc70XL3rbyF3L9er5OtZGRBBHbat1biIjfR3E+cfnGxq1wDfsHj5MnIxPnVqNzz+vgc8+q+LZtmXLh5J1LFnyqEdc2myEBmUv2gzU8+b5q2q43W7k5akLteNCTTMzUxEaap7hyeUKQWhoBN56K1NVuBktrl49hLNnN0huFwupVJMwICREfPgWF9cKLVu+IrmfVn20337zVSjIzc0JmDDmQGPatGmIi4vz/KWnC+ebrWU0iPFJ+omlnV68ZbG7XY03gxqKQToURg1igzehoDkNtE77aDEq/ABvdif+XS+nMvaVzDYj8N9qNMTfn4J3MKcl0xbHHmj/7aVYD3HBY6vgrlXO+6iyBccUe4vwew7ae4zSpAEYCd/rRu4NVJnisfkIDU8h8O8tcaM2rSMUzgtHnRiDNG7QNTyJURjEUKbXEK+HjyCdmdMNQCylyn9E1j0s+Czm339v/p8U2fA1pKtBqPO0C8a9YM2GGZ404tXNScbBg4tw8OBiqvWXLVsf/fr5RrDSGjwnJZEIZmGojlFycujkZeHPmCvNrvP54AP1OWx27Pjcsyz2u4aEWOfIqpSeXCvff98VCxaQ300qpEaI0Fvs66/lHovqeeYZMkfGP48PPjgDTZsO83wuUaIaatc21q26ffsKAKBYMV/9k3//JdpoZhqeQkMj8OKLcvlwfI8fFiY1F6yEtwty9SqR8RTzThPqcOXm5uDYsRW4ezcLR45YOYckjl6Ber5BLSPjqi6NJzM9nrjnVlhYlOUZA7/7TjqIaPFif+8rNSGzYWFRSEjw7YqNGEEmF0JDpa9hNR5PckyeHIEPPyylKmS0oFOxYkUkJyfj7l0uwYYb58+fR3x8vGj5MWPGICkpyfNXuLBQBclauLvEDeIlQ8OnmH/nhQF4XbDdzs5uDryeTlKDNzPSs2uZahAOYOSCYsUGXkqYFQTK90ChcVXPBzBMsZQ0EwCcpdAOAOiY//9j3rrzAPipg76ldCwxxuT/535XGqlShHwP8TT2fPg9B7EwNL0cF1knnHY5DvI7aO91qKeGijKcrpRe4w/fp/mshv34z1WjhqeXecsPyJSzWoRf6nm2RWK9GMLfpjEAfk7id+HVEKsmUUc9SHuMqqUFgA4G6zAbZnjSDLkNMzOvY9myx7FsGd1wolKlaqJu3QQAZIYZoJ/+XMsAYc+eOVizZqxsGb1Z0wBg0KC/eO1y8Zb1O03HxUknYj12zPuKE/OUSk7eo/u4TkHLwHzbtmlUjz106HZ07vyeJ9zsiSd+92xr1uw59Oo1AwAQHV0KI0eeRGiosW7ErVtJAKS9NMw0PMXElEbp0rVky/BFm/XC/w6cQXH//u/8yjVr5jt02L79f1i06GH8/bc5oaIAVAmGDx78NwAgPNzfSf3ee1/2Wydk7Vrv82f69HqqPZ68uEV/Ly00bDjQz7jJYdTgYiViBstSpfyv4Xr1+nmWCxWKRWwsmb9r3XqMX1kOI89sPufOOX2+zn7Kli2Lpk2bYv78+QCAZcuWIS4uDtWrG8kzZB3cm34xgH8BqE8pIg3/LnTl19kYJE02oD2EQQ03oG5AGgFiYAOkB2/iTxd1SIUsGjHEyAlGn+UtW2tq94d2eB3HbpPqVUMyfL3gxoBcQ/EAKoIYx4qBhCQ9DZKdzgyS8v9zPWUzfusIAOKqgl74YVk02/CayDrh1HNPAJ/AXFFvsdA6IdybN4HC8RLgzfqmdjrQDeMaapN5yxtkyqXylqcaPKYRjikX8VBbZB0/VqkNvO8oKUGPXOh7T+WCCI4HCoHTY3YIcjo4eomMLIqnnlqLZs1GoGjRigCA8ePTMGQIsbc2aTKE6vFu3jyHpUsfw8KFQudAf1asGIqtW2k6xPtSpUpnzzJ/AFesmPjMrRrkDHV8QWmxkEMzDRVqQ62qV5ebCxCHr+cydar6QABa3mocRYpUQLt2433Owdtv5+DNN2/D5QqBy+XCxIluvPHGtfytxrqtt26Rx620p5p50ntcOB9HyZL+g74GDR5HTEwZFClSwWd99+6fqD7OihXDsHfvXNy4cRalS4u93ghCj6KrV4kuV3KyeV3o+Pj7FMtwIvNiHl8xMWU0HS8j4xpOnvxTZWnvtZWYqGXuyp/evb+TSfQgfg3XrNnLgK6XMXbuVB/YIhXWzJ2bBx74n2dd4cKxkvWEhysNH/xJStqOSZNcPqLpZrxjA5nhw4cjLi4OSUlJ6N69u8e4NHPmTMycORM1a9bE+++/j7lz59rcUu0YDf/g4wIJ3/s7/3MhkME718v5guKxABLyUgL+GamEcE/lQyADBCnDk1bhXv6Tt4pEmRc11slHrXfDNeUiVHlV8Jmmjzo/jEtthikzKAdfUXIAyIJXoD0GxOjJeT7RHSH4w10LZsQDuKDs5fEwgOdBMoXp7TEWBwmBVFI+FRq2uOvbjHBYLXA5p8V69xVE1smxG8D4/OUrCmX53qlGKQrvs2qkTDm+ppe0G4H5DNVQtrPEes6o2JG3TspzsAXkPcGkGARisAoUFVdbDU+VK1dGrVq10LhxYzRu3BiLF9MNWzODtDR/h2i9ISQcERFFULVqF/Tq9ZVnwB4RUdhjiImMLIpOnSbLVaGJJUsScOjQYhw/vkL1PitWGHE+9hVNr1pVLGrW1/AUEVFItIwa1J6P69f9HW3N9F7o0GGij4eXFEIjhRr4Qr137vjLft69ewe//DIEly//67eNJmJeLSEhYaLrpcpr4dKlfcjMTEVKin/ke05OpqmGxLJlhXPC4l2i1167jNGjiehvkSIVUKhQrOi1J8X585vw669DMGdOa9mQsYsXd3i83W7fvuoRcubEx52IHo83TucKAH7+WTwgJDv7NhITybwSX9BaLy5XiEd/SGjklDJ6PvzwN5pChmnC/42UKFRI3Pg3evR5jBixXyIDqS/8CQQtrF5NhpG//PKMZx1tY3igM3PmTCQlJeHu3bu4fPmyJ3NdrVq1sG3bNhw/fhy7du1CgwZ0skZagVjaci2zy2K4QHQ1pHKpljJYvxDOHHsIxCggBV8M+EUYC1fh94rUGKqMBPOrNYR9beAYWvkFxAOCf61IGS2Un1r+KAlubwbRD9uno24z0fNd+aQC8FcE9MJds0JlOBrhZ0LDk1TvfTqI/hYAPANAqw/zTRAPSyVx8s/h1VP6GV7j+Ecaj6fEKJ37ifWYjIamiY/IgE3wejfKx72oh9OG40/7C41Q/B5Va+jTWrMaKYPoLpAwa7mRJdcDqwGiO6YVziPQGhVX49ju8bR48WLs27cP+/btw4ABA5R3sBmxWfsvvxQm79UGF1InR0qK+oGqEpwuDgBVAtQAsGePMe18vrivlBg4LaOPEfH09PRLVNog5K237iA0NNxvgFa3bgJatfLt7jRvLlRbkGfatDisXCmf+fDgwUXYt28uZsxo6LNeKnW6XqKjtTl9R0UVQ69e+rNbRUYWwUcflcbBg/7JUq9c+dfH8HTqlDdHzdWrXpFlvYZjoW5SpUrikdUul8tzbY8adQ5jxlzAPfe00Hy89PRLyM6Wfi1durQPCxY8CAD46qv6Hj0o2tDN3Kb9t+dncztw4HvRMtOn16NicOJz6tRqAL7Pr/79l/mFeTZo8CQ6d34PhQqV0ezRJYXb7VZ8rrndeR7Do5aED1IhcmFhUYiNbSi6jeOZZzajevUH8OCDM1Qfj4+YJ9rdu1YrPDCsRsy0KO3LqY4eBvfXCn9Ko49kKV9D00zQMzzJaTDRQGs7zRYe/gZe7zW+r3ElEC+ovwXlp2usv6OKMpNADHJKXm5Wcy+ItpRezkPa+AB4z+1u+P7OtIQa+PENajw+vgG5/uXaLIWSsWwuvNdOX7mCBtGiw8MPhhczPF032BYpo6OUEZ8G/CnwzwTbaoNoIu0DMejQ8ow9C+WsgCcA0FVBlvfSmwaS2GEqgH4gobRK+wQ6thueAgUulGnzZn9ntuvX9c/VNWkyFI88ouwiX6eOb2Rv4cL6Zf74gtL798/TXY8W+KLS0hmm6NxqQsFsJc6f9w5+MjLoO45PnOiWFJbu1+9HdO/u+/rW6gWSlqYc3cv3KODTpMmzmo5lBkYExitVai/p1RQZWcxn26pVXgPf4cP8iH1jHoutWo1GtWrd0LPn54plQ0JCERISipiY0rqOpaTfdfo0Ma7xjcs0qV27t6owwbJl6yuWcblCdRn9cnPl/AsIN2+eUyyjlQEDSGLiLl287wAxj72+feejXTviyE5Ln+///i8EkyfLByTMmNEYkydHIC/vLjIz1XdF9bZxxIj9iI9viyefXIlSpYg86oMPzvD8TnrhGxYZwUMuSAfbjODnKyBaLEpwYVqtAVSH/4BHC3zDxh8y5YRvJyMGmjW85fIG6lHDVGg7V48rF9HNIyBeLhycJ1d5kF7jVPgPkotB2wBHaLgSQ84riBaDde4nJVisBqVcovxrdh1vmU4+axJ69AWArdBm7NCaAQxQd00oeb4Z5RP4Z0ETgzNC8EUchP7VckZvJ/IvyPf6VqaMC0Twu1H+Z1pTnVXga+QUoybI9XhQY916e3qjQZ5jr4KEeZYByWZpjguEM7Dd8DRo0CA0aNAAzz77LK5eVZeJy2pSUk7i3XfDsH37/5QLa+Thh2f7pWAXo1ath5CQsARjxlzAm2/exqhR5zFuHE2FBPPo0+d7xMd7BcilZtiFHk+c3pVWLl3ap1o02+12Y948vs4UPTvzwIGr8corZ/zWDxjwM556ao3fei6csmTJ6hgzxowcN7643W7s3Kld+aJFCyPKEf4Y8bqSM8Rcvrzfx7DBP7f88CK9Hk9cVsLu3adh4MBVCAuLUtjDS82aD6JXr5maj6nGyJiSoqRioJ8BA35G8eKVFct17SovCfnMM5swZkwS9AxDpTwmacMJn3PntVy5RnjzzQy0bTsWTz+9AbVqPawYYmal8DiX1XDWLG3qJHoNPWIG8ubNhxv2iFNjWGQEHlNBdGu+NaFutX6FH4EMfDaDzGyPhHZtJa0IDU16DU9n4RUoB9Tr7egVnr4NQH3ArrayaokCkAkS8sSnEICd8PWa4JgJEk4VBvPPLaCsGSSF1ABYr5eNkYxzStMU/Lc0v4dcU1hQB9wb8kVo1/N5Cdp/f7WpK37TWK8WRkHd4JvLWSv1+98GEZhvSqldZvA9gC4AOP/z+iAedhUA7AGwUEUd5uUklkZr4DpND6WOENfyChZsNTxt3LgRBw4cwJ49e1C6dGk8/bR/2Ne0adMQFxfn+UtPF0YZm4PbnYd//vkMKSmncPo00eXZsIFG7hX91KvXD0WK3IPw8BiEhoYjMrIoOnY0L2NVcjIdOb2GDQf6fG7USNxJXGj0ee65nbqPyWmHKHHt2lG/EJYdO77Ehg2TdB+bo1q1rqKD9Nq1e6Nq1fv91rdv/xYmTnQjPDwGRYqUR506jxpugxy//y4fnidFiRJG5tb8iYwsgqio4soFRdi+XXrOWujxxDcC+A6a9RmejAywXa4QNGtmTDdNivnz6UbEV6nSBYBWIXDx33TUqHMYMeIA4uPvQ+HC5RSNfloyNNLmgQf+h7ffvou33sr0rAsPj4bL5ULlyh3w2GO/KHon2pHx7vLl/ZrKJyZu1XUcWlnshDCPp+DhHwBtQYw8nLeIch5M83CBDHz4d2UoAH2BouoQ6m7oNTwJs9759yDEMTKFZSSjVGWoC1+Tow2I8UlsUNcc4rpdwwBwwfsukEF+I5FmfMPsAAAgAElEQVRytNCbR1IqcFpvnt+uANSnlPBFzuNJeL3y7x0a6pFG3iIuAFUptEEMPd5UcgzO/68+rYw325/Q8JIFcl44f2slJdMjCtvNZCDIs19MXKIJiOC7EnQFQczHSDbRgoCthqf4eGLzDw8Px6hRo7Bpk3+XZMyYMUhKSvL8FS5szSl9771CWLVqFGbObAJuECUm2mw3HTq8rUuMWg2zZpljR69fX82jhmRQevzxFejW7WPPusce+5VqW4TCy263G3/88RL+/vsdQ/WqCTVSIiFhcb7nkznRvrt36+tu84W8aWnYjB2bqlxIBLnsh4UKlRGE4Xl/R74Yu36cGYWdmiqVXFsfTz21GiNGHMDIkd65xYSExWjbdpzkPpyGVY8evl6ixYrFIzbWO5dUrZq8kWzyZPXd8Dt3biAnJ1O5oAaE+k1aKVLkHkotMQ8uTG7w4I2qkh80a0Y06IoVU/ZIVeMdJ2TdukCRyGQo0RokfOZpeEVTnZh7T5uqojaWCT7T0kJS618bBeItdRVAyfx1avOcqp36E7693SAZ2NSEr8kxXrmIIp/AeWLgI+AbSvMyb1mvd4cLysLZUsgZnoSjHn6vRyxJgFZsD7uxgLYgz708+IqKr4K8B9YkEMOMMNYmAr6/m1LcQl11zQQArIbzwrwG290ADRwH8ehSYjbI+VXD6zraodeAbQW23fO3b9/GjRveR9rChQvRpIlzJPs4gdPs7DT8/vvzNrdGHj2ZofRw+7b1oZA1a/ZC69Zj8NprVzB06HbUqvWQZPpvMW7fviKaiZBDuO3mzbN6m+rDkCH6vAj4hISEokiR8ujY0bj3FU127fLOqyUkeDNRNms2gkr95curN3hWrNhWcltubo6P3hffE4QfrqU31M4ObxY7cLlCEBvbwCckuF69/rj/funkrTExpTBxohstW74sWQYAKlRogcqVOxpuo9vtxgcflMB778Vg3bq3DddHC6mMd06ifHmS8LdSpXaqstP16jUjX7dOeej7yitnMHiw2uAGRrCSAWC73Y2wgBwoixfL6UFJYdQwVglAaZABZSa0h+YshjdUBgCE6XCExjTlgHBl3oJ6ry41OGkKIFbwmd/D05/P2XdAlyBZyh85w1MogFu8z3qn26R82gtCL2po/n/hb9cNQDuZ/WJBQtGUdImke8HaSATQHUAczBUW14qx3NfWUgPqwpuHQn1CgA+hPXOhfbECyth2z1++fBmdOnVCw4YN0aBBA/z999+YN88aoWs7iIoqbtoghAuFMcLKlS9hyhRye1++fAAZGf5R3998o/3xxvdkKV68imiZl146joEDV8vWU6hQGVSocC8AaApBmzo1FtOmSXuECQe9NMTWR4zYr0q3Sy01a/aiVheg39ACABUqtPT57HK5PFpcJUrQcXoeNkztfCyQlyf9eE1NPe1JCsCxdu14ZGRcR3Iy/xjyv0ffvj+Iri9UyJwo7PbtnWM4efVV8+e+wsONdLUJ/Otg06bJhusrSBQtGke9zt6956FpUzL/XqmSXNeaURDQFvxpD2rEfpWIyP/LA/G0SRIpo0chke+b/CjEByzXoKzVEw6vp1Q/Dcd/DEBLme3CgYT8dIM6aD/F76VcnxGEvz3fIKEv7YhvPR0BfCxTToic4ekKfA2LWwFEgni08ZETQSkJYIlgHXfNKBlV9GJmRjqtqMsdbi858Hql5oJOSLQ6wROGFIvg9ZiVTy0TWNg2HVu1alXs3UtHQ8hJtGv3FjZtmuK33u3Oy9fE8HpaGMlMx+eBB/6HvXu/NlTHzp1fAgAuX/4XM2Y0QnS0f/Q8P8RKLXztnpdfPiEqDFyqVA1PuIca9Hia/PnnKHTqZJ4eFh9OdJoWERHGB+Z88vJydHvJ1a//GC5c8M5du1wheOCB/2Hx4j6oV09LV9af0aMTNRvFli8fLLntr7/GoWpV34S7W7a8jy1b3vdZN3lyJLp2nYo2bfxfk4MG/YUqVTojLq4V/vc/om3Vps3rCAuLRps2r2lqq1qaN38eGze+a0rdWhg16jwKFxbOzdLHqKD/pEkuj9cOLcaPt0ZL0AkYDScUo1Gjp9Co0VPU62UUDGaBaPUI6QsipsvnS0rHXA5jM7H8LEgrAYwBSftuFKHg8lLRUuJ6R3Lo6fzfC/HQIKHH03IddQNEeH6wzn2VoCMKQId6gs8hIGFXP8K4ZlEGiHFRS0r4OTLbtgHgC1xwHnuVBeWKAPgUwCsidZwH8eTKg/ceuwEiDq9VxFkt6kcU5pIHp4oy+EI7buY1kGQODP0MsLsBJlEQvBwtpXNn8Xma/v2Xge9Zce+9L2PUKDWRoMqEh9OTXrt0iRgDtaTjFqNLl/cxdKivc31ISCjCwozbbfV4mmzf/hnef7+Y3/qVK+lkaBs4kIbMoji0DJQcRsR7S5YUSmm6ULt2b0yc6Nal58KnaNE4VboxfOQyYOXl5WLvXrkulZc1a8SNSFzoUYkSVfHcc7vQuPFg3H//++jUaRIVr7YOHd7xWxcaakcOD3+0ngv9GO+W+XqwaScy0vtsaNZsBHVjLyMQut4MmhiZMRfTqqkAr2g0x3YA+lJk+GP0CuULEXB+3kcN1rkcwJ8G65BCz6BmJ8SFfmkJMZvpGSIMD3QSISBhV7Nh/DqMzq+DH57U0UB9WgRQRkms596mLhB9sR9BDFVtDLSLj5h3l7ERDD0K0puPH3szULIUo6DDDE8iHDkiTN5qjGLFKqFq1ft9vDnq1u1nyQCzZMnqGD06UbYMv120skjdd99YT2gcbdQOCtV4z9y4cdZgawi+YZR0XzViWiqPPrpId33//rtA9741avT0+Xz79hXddanh/vs/1L1vuXLactmkpJyU3X7PPc3wyCNzqWo7dejgDZpo3HgwEhKWBIQuEE2UBMatYNCgtZ7lHj205J1RRotmWbDSpMkQu5vAsBjaGiHz4OvV0xpAY8rHkOIvAP0VyvB7Tsn5//39u7XxCAC6/tNeaqssJ9aL+kfwORD0u8T0ooxoSN2B8fPLYYZxgn/d6O9FaUcprqAptOlPqWEMb3k+gDNwxuBWi6i3UYQ+399beGwO/ojPzEySAPCEyfU7kWDJlueEe9NxLFlCNzq4WrXuALyeOo8+usgy3Yunnlqr6DHDD39bvdp4VK5TBs7btwtzQZiHGlFevYSGRuCee5r7rKtTR/81+vvv+kXAXa4Qn0xyZ8+u112XHBMnujF2bCrattWTz4HQsOEgTeU//9x652x+mFlmZirq1euHkBBneDxZRXy891nYocNEvP669UkMoqK8cpBqRLO1EBHh6xlXty7tbrfzCQ0NJoUChh0In85/w7rMPZ0BSOfwJPCf2mNNbAst1PrrnjG1FdYhpiWkf/oO2AMi1E4DswZi7vw/I2GGWrMwTjRwLBp0BQkD7GBzOwBrB9ic12EVEEP5kxYem4OWB5sYwniVt1Tu9wDthtgIMzwxFHnttcto1+4tPPjgdABkVr1Vq9GoW1e9OLYRnnhiJYoXr6RoCOIy+AFAVtZNw8ctWdIZ0dWrVkk5/pqLGdnOunTx1SWyMxwrJsYrfykcVNOErw+mB6PaQVbD3XtWntu2bcWHU7GxDS1rA9+DsWPHd3yuL6soWbIa+vf/CS+9dIx63Y88MheNGnmDSJo1G+7zHaUyYLZsKaaWEZho0fBjMPhkATgMgAv8PQFgBfSnndcK572kFHKkJpORFsz2GFCr7FbN1FZYi/C7aNXF4nMbRE+JBrQ8p6QwouKXB2dlOFOLldPfUlPcVqaJqZX/v3P+nx293wcBnIR2Y6UadsM3lLOWYLtUfM2bJrTFLoLFy4sZngQkJooPAvQQE1ManTtP9oi3li5dG927T7PMI6hGDXW23uxsukK6RvWh1NCpk3MzV5lh8IiOLkm9Tq1Ur06upwYNvNHbVohPa6VVK+J47Xa70bBh4ESaly5NHLOt9Bjs1GkSunT5r+fzmDEXULlyJwwdukNmL7qULFkdPXp8hhdeOCxbjraAuJA6dfqgVKma1OstUaIKevf+1vO5atX7Ubq0N9ClbFmh1CzBjLZwDBr0l2l1i9Giha+WXq1aj1h6fIZ13AIwmmJ9EQDq8D5XB0A3z6s8ahUWaQ+2zBaWjYW/MDv9/JbOgk7eXUI3EOOTVvbl/3+et85szz1+L02tDzkXnpcL88I9zSAv/7+VhidhFsckkHtLKTyXJv1BhN+ti/PwxwVi3DXDsFANvnp+QmOqlLcVTaXSoYLPayjWrYZgEWtnhicea9eOxzfftDVcz6BB69C583umeL6Ywa1b8hpQWjFb9wcA2rd/yydjWZMmwkeCfZhhOOCni7eLWrVIwulWrbzzDvXrP2bZ8dVmC/T+/m6EhekT3q9btx9atHhJ1756uXGDBDVwzw2zDS3csW7e9N7/RYrcg6efXkclCYAWWrYciTJlvMNLMV26SpWc4DxPh7ZtvcE4Utd1s2Zieb20UaTIPWjT5g288YbvZAAXGswPmzWT0NBw1KzplSCmnTCB4RyKgWS3MspmiGdQcyq0vF846Oea9EcozG6HLoyVJFGuT098APeWm85bZ/bblm/YUhvozV1/udAfUvgCSIZHK+F6fNxIjlbyAS1UsOG4IQB6wFdU/pLFbTAb4ZQ+F07YCuKhtABQicJxB4BkYBQmt7gPQFkAn1E4hhoCw6KgjDPEeBzCuXMbqNRTpUonVKnSiUpdemjc+BlNwt5z5tCNzK1Tx5pQwiefXIl33yUO9w8/PBudOv0f7txJxfTp4h4ENClaNA7VqvXA3r1fe9YNHboDp08ra2rpoVgxGo9PY3ADZJfLhdatX8O2bVMtDYuqWLENTp5UzvHDeZwtW/Y4KlbUd23367dE1356aNJkKPbu/Rp9+/7gWTdu3C2Eh8fg4MFFWLnyRSohsGKEhITB7c5TLmgxJMNhJdy8ec6zjvMcDQb4WfSkkDNg16vXH8nJe2QF8bt2/Qht2ohnawSA8ePTERpqlUqO7/m7ds1ovi9GsGN8CtAY26AtFIt2OFIX5SJUSAUJE5wIkv0sA8ToYMXUwxZ4PYe4UMVd0GfQUcMSAA0o1peiYx/+W+xDeDMgWoVawWuunW0A6BU9EHrUmcl4AEvh1QKKBfF+cgEYBOATAIstbI8TEMYjVANwSkc9A+CM306oVcZ5MxUDMaiOEWxX0kRaDqC3Qpm/QEIXxYgCcFlhf4Y/wWJAo4KWTvi99470WzdypJ5bmj5Nmz6H5s19BaTlwljcbm1O4nxPIyFDh+5AQoIRyUb1hISEYcKEPEycSPKuFClSHmXKWJNHomvXqbjnHl+PlAoVWqBdu/GmHK9w4Vi8/bZ2JYC3376LwYP95435gvJqiY72dsO7dfsIEybkWRIWxnkA1a/vjXAeNmy3qn1phs6axcMPz8aECXmIjvaqhERGFkFISCgaNnwS48bdEN2PS1qgRHz8fWjZchReeeUsAOJt8+yz29Cv348AgPDwGJm97YNvdAIAl0u74em++8y5H40SF9cSVap0weOPrxDdXq6cvKJMQsJiRaOqnNEJINpaVuqJxcZ6c5CdP7/JsuMynMsGkXXZVjdCglbwFzQ/COLNQAO5HKpp8M9SZRbFQQSo38n/HA3rRNvvhTdcjTPANIP0QM8o9QHs1bhPcxADhpgaoh6PPP6g63UA7+mowwj8nNBy+jfbeMviPRBn8R6A44J1nIdMS0iHKc1QUXcLEA+mtQCOgBhJj4PoDtFXhTQPvWlNrL5GpRBO140F8ByIJ5JYSJ1Su5UC/qdC+llkl2plMOQHZoYnHufOqXuNvPrqJTzwgL9zXYkSNCPItfH88/96litWbO23vUyZOpgwgY5nQ+3afUTXh4fHoEKFFpZq1IjpKfGzZNEmNpZIftat+6juMC69CD0+1BgMQkJCRTMopqVd1Hx8YeioVeLdXEYstzsP48bdxMsvn0TRov5qFMWLVwEAJCVt89vmdLT+lu3avYUnn/xDsVzTpsPwzDOb0KPHJyhevBImTMjD/fe/j7i4Vp7samZqCdGibt0En+u/efPnZUp7ad9eXN7zwQdnoE8fawNLevb8Ei1bkjDV0NAIDBq0FjVrErUavkj/q68mY+hQYcJyf+QMcZwxXowaNXqqbTJV+EZ5K0N0Gc4kD+KZp+zM6XkExNNquMT2eqAXriWl2piA4MleJMZjIMacaJCQi1b5663y8OJ66WqfQG4QA4ZY+f/TcXy7U57kgni1ZQC4R2Q75+km9HCxzjfWHMSm1zdC+l7nMxHEe6sLgNognm41ADQFwPWeWub/p5sTnS7CkcBZlftJjWx3ghh+wPtvNjNAPJUAYjSfBfEwu1z4a29poREAuRzvcwzUbYTZNh2XJszwpINChYjD3/PPH7S5JV7Klq2PiRPdsgMOWoaCJk2e8Sw/+OBXnuXatZWcFq2hcuWOptTrcoVg+PC9ePPN2wgJCfN4DZmZ2U3ImDEXMW4ccUTv3v0T3fVcvXpEdjtnYONTrBhNmT71cAYHtzsXkZFFUbJkNVHj5rPPbsPjj69AVlaa1U20nM6dJ8PlcskaecePT0evXr7zeeLPAPLMiIqinZeJHm6328fQ8uCD01G6NFHLKFVKmN+E0KvXLISHR6NdO5J4l29oat58OOrWTUDjxoMxYsQBE1vupUWLF9Cjh/g9O378LXTrNg1Dh+5A4cLlVHnfioXfdu/+CZ57bqdo+eHD96FixbZ46CF7ui7875SUpGxYYwQ33JNIKVucldQG0ZZS4wVhFP7Tlu/36By1SnPIBRmwcppYXDiQVdnzioJ41S3M/8z93hN4Ze7nLXNvWD2+9E40QmSBGP2iIR5OeQnAOZH15gtYmEtlweef4WuIkVKQzAPJ1qZEVP5/56Xb8SLU6qoEbzixVO+PU+x9A0BD+Ia7NQcJF30PwDRKbVRiOKQ9lfIAfAwS/qbWuPGQyLofAKyTKL8TJKTvPpX10yYYjDbB8B0sh/P8KFkymBLNqicsLMqzXKfOo3jppeNo0mQounX72MZWeYmIUJ4v7NpVXX6AgQNX4dFHSRelSpUucLlcHk+jOnX6Ija2EQYM+Fl/YzVSpEh5j9ZS06bPYcSI/Xj77bsoU4Z0CyZOdOPpp9cDAHr3nidZT3KyfKhaVFRxPPDAFz7r+Jm4rITzLHO7vUZVMUHmwoVjUbNmL0REFPLbFiwUL17FRyh67NhUjBt3Ew89NBs9e3rlSl2uEEREFFJlbOY0npyWDGH06ETUqUO67k2aDMHt277R9M8+uxVDh+7w8fbkeOON62jWjMzBde48GRMnulGkiO/8blhYFB55ZC5iY2mqfuindevRqFChherybdu+4beuVatRuOee5qLly5VrhCFDNvv9DnZQvnxTu5vAcAh8E2uwevoopcXoBeACiFdFN/ObQw216Q8WwyumLVQ//QxEQ0aP95Be+F51s0AGqpNAvBwagWSrWpC/fYXIPmrpCq9Bwinw09SIDbqLQ9yDZL/IOrt12PTyPnyNF3kgYb8zAazirX8H6j3UuOlnp53vcyD3aREQDTchSSChlMJc5FVAfhfO0PQByDXwVP5nbvRbHERfywnPbheIUaishn0WCD43B/AEpD1Sm4MYt+z2XAxknDXScBhDhmxRKOG99O6914hTX+DicoWgVKkaePjh2Y7JVBQermx4ENNQEQtdcrlCUL/+Yxg0aB3691/msy06ugRGjNiHqlWtchIXts2F2NiGCAkJxfDhez0GicqVO2LiRDcaNXpKct9164gXSN26CRgwYDnGj09Hv34/eq7j6OgSqFnTO89z//0fmPhN5Bk48E/UqvWIT3hOSEgY2refIFqe0y4KJrgMd08/vR7R0d5XYkREYURGFkXTpkPRooU3/OzVV5NV192gwROoWLEtHntsuXJhCylaNA79+y/D22/noEaNnti9e6bP9qio4qhQoYWfTtGYMRd9fiOOSpU6oFWrMZZ5ONGkShX/Z0x4eDQaNhyIsmUb4PXXr+L116/a0DJ9FC4sb/ziG5kZgY20uiSBP3NsXUoHa7kl+PyKSJl7QHRkAmlAI6YZIyZCHAVgBICj+f/5VAKwCPZ5irjgHajuhVcD6nEQX2ChoLEUySCi6LtAtKsAoDSAO7wyfxtqqTH+ATEe8IXCYyGtGTNV8FlMqEMuSF/L4N8quDaNhe99xi0Pg69hdKKGur8C8CyAt3S3zhziQQxqt0CuRyFRINpJwufOKZF1APlN3gGwg14TLWONyLrCAAYD+C/IvRpI30towAkD8IxYQYfBDE8ylC/fzBO+VqSIv6QkP+V4jx5WJVR0Fk7zkgDgJ/otRvHilf08gsTOMff9qlTphMhI60LqtBIaGi462OZo3Fi8e1G6dF3Urv0IIiIKoW7dBHToMAFNmgxFz55fIj3d62Ei5l1hFeXLN8Vjjy3382QSCuhzFCrk3+XhZ4wDyHmVEnB+803aibGNM2jQX3j22X9QvLi67IZahLijoopjyJDNiI+3y3lYHq2acUWKlJeoJxTdu3/sGA8nNXDG1j59xL0X+/T5Hs8/fwAxMaUtzTCpl169iPGwZUvf5Bz8JBEAkJvrFIlphhbEUlbUARnAS5kS+WptD1BvkTNx4qBcSC8VZboC+FqwTszjIwpkEFsLzjasuSDfPrlc1eVAPNuagYRxTQPQB76GHdqZD7XQEiRcSgh/upgfbibm3y58c8qpqTox29dZANcUyuhVqI0DuRe0ZMJ0MlL3QVEQ45P0aMN5cNfp/RLb54IkD4iEs59PHP8DefYK3V1yAHxjfXM04zyrgYPgz6RLGR0aNXoaDRo8aZnQslHq1HlU8z5iYuL9+/+Exo2HICpKb6JV84iLa6VYJjQ0ws8jSMxwoyf7mxPp2fMLDBy42m+9ULA8JqY0Hn54NooUuQflyhGdp6JF7dF2UoIfUvnyy94cQWLGUKHxokqVLujWTTinRwgPt1Y0Xg1RUcUQF9dSuWA+gfI80sJ990nn4One/VMAQL16A6xqjiX07fsDXnvtsiPC42jQrNkwTJzo9kvEIbxehc8lRmCQo1zEj2oApoBoZxQUOA+oJSCDHicinm/Tn2cFn6UMT8HAnxDXPxKmebkHwGgAofAKFP/XxHYZgf9m4fcQxYzA1QWfwyGejt6pelDRUDYMBV/PST1cDyvw0vPI8zecky2VBi+D3Kuv290QnTDDkwz8AWzt2uIygb17f4u+fedb1STD8AV2+ZowcvCNbpwRok6dPnjkkTmOHeC2ajVGdjsnEM+Hr13FESwz7+Hh0ahWravfejmPtbCwKLz++jW8/LIwSa0z4BuelPTW+KE7Vat2Rc+eX4h6Rj3++G/0GmgjwRiqxGXf47Ic8mnV6hVMnOhGQsIiq5tlKi5XiOh1Gui4XC5UrNhGcruVmVEZ9FDSwZEShX0TRDsjUNjEW9aTVpsLUesHEubhVISGBjUEs+EpAuL6R3JTVXVBhNTHmdIi4/BHNny9NbGeITcdUBskpCcBxItNyC90msawmCkgnqnKU/eBhQv2Zks1iwoQv/8A6UyEToD17lTSqdP/YfPm9+xuhmH43hyVKvk6/sbElEFGhr9OSEyM10jj1HAcIYmJm2W3c0amyMiiyMq6hdjYhj6hkxxqsksFMkohWTExznUcVmP07NbtY1Sp0hmZmSkASPbHp54i83pXrhzyK8/XtQpkgvG6LVWKDPGqVJELeAhmXJAOWAo8hgzZgtTUMz7P3bFjU5GTI8y9wwgUlPzUliE4Op38oPyWAE5o3F/MeOFETioX8WEwxLWAxLKnBRNCjychzvOh9qKmp7AFxDNxBoClAB4FMDl/m9i5LZhplwKDdwG8DZKNjhH4HAWQDt/7+DbU3dd2EQx9AGqUKFEVqamnRbcFo+u/mIcPAHTuPMUjPg0AHTtOwrZtJGOdlK6O07hwQVoirnPnKZ7lsWNv4NatxHx9J/9BHZfxK1g5dWoV2rUbb3czqDNw4CocOvQjWrUaDZfLBbfbjQcf/Ao1a/LzuATPIJ5j2LDdSEra7mg9Mr1UrNgGTz+93iO0XtAoUaKK5PspUClRoorP56io4o4M32aoQ2kqgOtFOV+NTB7+90yXKNMdvhmyjoDoXQGBofGkBF+o1w0gDSRzlliOXycPgmigZHhyMnL37DIAlwBwvqnjQDws+OF1Qs+ogfSaZhsb4SsKH0yMA/Fo6qBUkBEwCDMKOv15xELteHBp6KV4440UjBlz0aLWmI8wzIrzdnK5QnyEXiMiCqFYMTJHV6ZMXesaaBLt2nm1YlwuF4oVi0dISKhoeMfZsxssbJn51KvX3+fzuXN25lkxj2rVuuHhh2d7vKJcLheaNx+BokX9BeSDifLlm/pktws2KlfuGJRGNTXUqiWmpsFgOIu1CtuvAThvRUNMhD8d9ZhEmbYg3iEcYmLNgYxQqJd7Kov5xAdbmIuwFxzIowJu0NpZZFtfkEyLHJEg17tc6ORoSu2yk3Yg4s3BSBjIvRts96RaStjdAAYzPPEpXFg8GxJHdHQJyYxJgUhUVDHR9Vev+ocgvfDCYbz44pGAyJwkZNCgv3TvGxUVXI+ptm3H2t0Eqrz++jWMG3dT174lS1b30c/hNIQYDCfStesHdjeBwVCEb2ARU/EqBWeHHqmBP8Ms5b3UD0DD/GXuzZIBIMWsRpnMcpXl/NUzg2+QO1Lw2ZlKp+qIAHAD4qnm1fAMfDPjBfJvwQh+duf/l9JGYpgPMzzxCMZwOjnCw2PQr99S1K//GCpWbIPChcnrgxMQf+KJ3zF8+F4AxOupdOnAmbMbMeKAZ7lKlc4YPz5N1X6PPPItatfujWbNSEhhpUpyCWMDj3LlmtjdBKrExJRCZGRRXfuGhUXhtdcu45VXziAurjWGDNlKuXUMBj1CQsLwzDOb8OKLR+xuCoMhCd/IMMm2VpgLP3ZRDvEAACAASURBVP9tRwALAXQB8BxvfTaI8PhKeMXIoxFYM+6v5P9vCSIMr1bz6WOQc8+F84gZowKZBoLPn9vSCnoUg/7BYDyAZAAHAPwHQGNajWIwTKAKSJa7LXY3pADjcgdY+qO4uDgkJSWZVv+kScReP3TodlSocK9px7ET7ju+/XaOT3jZokW9cezYL+jdex4aNXrKruZR4+bNRBQpUt7zHTMzU+ByhUp6evFxu/Nw82YiihevZHYzLYc7/xz8sEoGg8EIZszuQwQCZv4GqfAaZvIQvB4Q3PcSvj1LgvwGSfAVIQ9E3CBhkfHwft8UAEWhTiA2D0ToNtiCo6/B15i2BMTDjcFgMAoCRvoQtno8nThxAm3atEHNmjXRokULHDrkH+JlF8FqdAKAl146jqeeWuunaZSQsBj9+/+Ehg2DQR4QKFasos93jI4uqcroBBCdq2A0OglhXj4MBoMRuDitH8X3eApWoxMAHARwXGT9CZDZ9EA3OgHk/FWC73ksCfVZiUIQfEYngISL8uloRyMYDAYjALHV8DR8+HAMGzYMx48fx9ixYzF48GA7m1NgKFWqBqpW7eK3PiwsEnXq9FGVpp4RuPTp8z0AoFevmahYsbXNrWEwGAyGXpzWj5ITHg4m6oGE0gkpBXFtK0bw4IJXjPsSgi+UkMFgMMzCtlC7K1euoHr16khJSUFYWBjcbjfKly+PzZs3o3r16pL7me0mn52dDpcrBOHhTk9IyGAwGAwGQwvBFGrn1H7UFRDdmEjTjsBgMBgMBsMOAjLULjExEeXLl0dYGHHadblciI+Px/nz9ibajYgozIxODAaDwWAwHI1T+1FlwYxODAaDwWAwfHF8Vrtp06YhLi7O85eenm53kxgMBoPBYDACAtaPYjAYDAaDYTcs1I7BYDAYDEaBIJj6EKwfxWAwGAwGw0oCMtSubNmyaNq0KebPnw8AWLZsGeLi4mQ7SwwGg8FgMBgM1o9iMBgMBoMRONjm8QQAx44dw+DBg3H9+nUULVoUc+fORYMGDWT3iYyMRJky5uWQSE9PR+HChU2rn2EN7DwGD+xcBgfsPAYPgXwur169iqysLLubQQ3Wj2KYBTuPwQM7l8EBO4/BQyCfSyP9KFsNT06EuaAHB+w8Bg/sXAYH7DwGD+xcMuRg10dwwM5j8MDOZXDAzmPwUFDPpePFxRkMBoPBYDAYDAaDwWAwGIEJMzwxGAwGg8FgMBgMBoPBYDBMIfSdd955x+5GOI3WrVvb3QQGBdh5DB7YuQwO2HkMHti5ZMjBro/ggJ3H4IGdy+CAncfgoSCeS6bxxGAwGAwGg8FgMBgMBoPBMAUWasdgMBgMBoPBYDAYDAaDwTAFZnhiMBgMBoPBYDAYDAaDwWCYAjM8BRkHDx5EWloaACAvL8/m1jD0ws5jcLB582YcO3bM7mYwKPDXX39hx44ddjeDYRB2TzLkYO/e4IGdy+CAPbODB9aPCg6M3JNhlNvCsBi32w2Xy4WffvoJ//nPf1CqVCm43W7MmzcPVatWtbt5DJWw8xhcbNq0CUOHDkVsbCxycnLw4osvok+fPihUqJDdTWNoZM+ePXjiiSdQtmxZhIWFoUuXLnjhhRdQokQJu5vG0AC7JxlisHdv8MDOZXDBntnBA+tHBQc07kmW1S7AcblcyMvLw7hx4zB69Gh89NFH2L17N9atW4cSJUqgUqVKdjeRoQJ2HoOLKVOmICEhAV988QWioqKwevVqXLhwoUBmsAh0Pv30U3To0AGzZs1CtWrV8Oeff2Lfvn3o1q2b3U1jaIDdkwwx2Ls3eGDnMrhgz+zggfWjggMa9yQLtQtArl27hiNHjiArKwsAsH//foSEhKBRo0YAgAkTJqBQoUJYu3YtsrOz7WwqQwZ2HoODq1evYuXKlUhJSQFAXPpv3ryJsDDiUNq3b1/06NEDy5cvR3p6up1NZShw9epVLFiwAElJSeASviYnJ3vOW6tWrTBs2DAsXrwYN2/etLOpDBnYPcmQg717gwd2LoMD9swOHlg/Kjgw655khqcAwe12Iy0tDa+++ioaNGiAN954AwMGDAAAVKxYEYcOHfKUjY2Nxb333ouLFy/iwIEDdjWZIQI7j8FDTk4O3n33XTRo0ADTp0/Hk08+ifXr18PlciE6Ohoulws5OTmIiYlBq1atUK5cOSxZssTuZjNEyMvLw7Rp09CwYUMsXrwYzz//PL7++msAQOXKlZGbm4uMjAyEhYWhdevWaNKkCaZPn25zqxlC2D3JkIK9e4MHdi6DB/bMDh5YPyo4MPueZIanAMHlcuHIkSPYv///2bvvqCqurg3gzwVsFMWKxgKCDUVBir2LWBGxhdiiaCyvJYkVjSbGrlFjogF7TaxBRWPF2KNRbCiKgAVFlKCgFBGBy/7+4GMiEY1R4cL4/NbKCnfaPeNmZjbnnDknEHfv3sXu3bvx/PlzTJo0CaVKlYKdnR0WLlyobN+4cWPcvXuX70LnMYyjejx48AD+/v64desWfvvtN7Ro0QLz58/H3bt34eTkhBMnTuDOnTsAgBIlSsDCwgLPnj3TcakpOzExMdizZw8uX74MPz8/fPrpp1i2bBkCAwNRv359hIeH4/z58wAy/uhp2bIloqOjdVxq+idek/QqfPaqB2OpHrxnqwfzKHXI6WuSFU/5yPnz51GjRg1oNBoAwJgxY3Dv3j3s27cPM2bMgK+vL8LCwgAAlpaWePDgAR4+fKjLIlM2GEd1SEpKgp6eHqKiogAAn376KapUqYIlS5agb9++ePjwIY4cOQIAMDU1RVhYGIoVKwYASvdjyhuKFCmCmJgYREREAADc3d3h7OyMadOmoX379ihcuDD27dsHrVaLggUL4saNG6hSpQoAxjIv4TVJr8Nnr3owlurAe7Z6MI9Sh5y+JjmrXR6n1Wqhp6cHjUaDAgUK4Nq1a8r7lc2aNcPhw4dx9OhRtG/fHj179sSkSZPQvn17hIaG4qOPPoKNjY2Oz4AAxlEttFot9PX1AWS07pQrVw5RUVGwtLSEmZkZOnXqhFmzZkGr1eKzzz7D4sWLERoaioIFCyIiIgLW1tYAoCTLlLsyZz0Cssby/v37cHR0xPXr12Fvbw99fX0MHDgQHTt2RGRkJEaOHInPP/8cgwcPRunSpXH8+HG4ubkBYCx1jdckvQ6fverBWKoD79n5G/Mo9cnNa5Kz2uUhixYtwuLFi5GWloZy5crB0NBQecgCgK2tLb788ks0atQI5ubm0NfXR2RkJP744w94eHjAyckJZcqUwaZNm1CkSBF89913MDMz0/FZfXgYR3X46aefMG7cOERHR8PAwAAVKlSAnl5GJ9GnT5/C0tISmzdvhoGBAWrWrInChQvj6dOnOHfuHOzs7NCsWTM4Ojri2rVrSEhIwOLFi1GjRg0dn9WHaenSpRgyZAhu3ryJ5ORkVK9eXYnlX3/9BXNzc5w4cQKPHj2CjY0NjI2NkZ6ejsDAQJQoUQLNmjVDq1atEBcXh4cPH+Knn35C3bp1dXxWHx5ek/Q6fPaqB2OpDrxnqwfzKHXQ+TUppHPPnz+XUaNGSYcOHWTt2rXi5uYmAwYMkLS0NBERcXZ2lqNHj4qIyOjRo6VTp04SExMjIiLXr1+X2rVrS0pKinK81NTU3D8JYhxVZNGiRdKyZUv57bffZNasWVKpUiVJSEgQEZEhQ4bI+vXrRURk7dq10rt3b9m1a5eIiDx79kwcHBzkwYMHyrHS09Nz/wRIsXbtWmnSpIkcPXpU1q1bJ2XKlJHg4GAREZk2bZosXbpURET27dsnAwYMkCVLlij7tmzZUkJCQnRSbsqK1yS9Cp+96sFYqgfv2erBPEod8sI1yYonHcoMWmxsrFStWlXi4+NFRCQ0NFTatGkj8+fPFxGRO3fuKPvEx8dLhw4dZMCAAbJhwwZp2rSpzJo1K/cLTwrGMf978uSJkrympKRIkyZN5Ny5c8p6FxcX+d///iciGXHOlJycLIsWLZLatWvLDz/8IK1bt5ZPP/1U+R2g3Pf8+XPl59TUVOnbt6/s2LFDWebp6SmDBw+W5ORkSUpKyrLtrl27pEKFCjJz5kxxdnYWNzc3efjwYa6WnzLwmqR/w2evejCW+R/v2erBPEod8uI1yYqnXBYSEiJz5swRrVYrIiJarVZiY2OlS5cucuDAAWW7TZs2SY0aNbI9xs2bN8XHx0fc3d1lxYoVuVJuyopxVIcbN27IsGHDpE6dOhIQEKC0qnbs2FFJdEVEzp07JxUrVpTo6Ohsj7Nnzx758ssvZdmyZblSbnpZaGio/O9//xM3NzdZv369REZGioiIq6urjB8/XtkuKChIGjZsKGfOnMn2OCdPnpQZM2bI8uXLc6XclBWvSXodPnvVg7FUB96z1YN5lDrk5WuSFU+5JDU1VWbMmCElS5aUEiVKZAnivXv3ZPDgwfLDDz8oy2JiYqR58+ayZ88eZdnOnTtztcz0MsZRPYYNGyYlS5aUBQsWyKNHj5TlaWlp4uPjI25ubsrNWkTEzs5Oia1Wq5UdO3Zk6XZKuqHVamXu3LlSo0YNmT9/vmzdulW6du0qo0ePFhGR7du3S506dbLEsmPHjjJt2jQRyYj3nj175MKFCzopP/2N1yS9Cp+96sFYqgfv2erAPEo98vo1qZdDY1fRPxgYGMDBwQG7du2Ct7c3fv75Z2Vd+fLlUaVKFQQHB+PixYvKcjMzM2VqwqioKGzduhXPnj3L9bLT3xjH/E+r1QIAKlWqhNKlS2P06NEoWbIk7t69CwDQ19eHk5MT0tPTsW3bNmU/Nzc3ZZpYPT09nDx5UpkFgnRHT08PNjY22LhxI8aMGYMePXrA2dkZCQkJSE1NRaNGjVCqVCn4+Pgo+7Rv3x6BgYEAMuIdFBTEgWd1iNck/Rs+e9WDscz/eM9WF+ZR+V++uSZzrEqLXpL5zmxoaKg0bdpUNm/erKwLDg6WkSNHSp8+fURE5NGjR9K0aVO5ceOGTspKr8Y45m8v1vQbGxvL119/La6uruLs7CzDhw8XPz8/ERFZvHixVK9eXWJiYiQ6OlpcXFzk8OHDuio2ZSNzXJCnT5+KyN/X5siRI8XLy0vZztfXV8qWLSuXLl2SBw8eiLu7u/z666+5X2DKFq9JehN89qoHY5m/8Z6tHsyj1CG/XJPs8fSe7d+/HwkJCdmuK1iwIICM2khXV1esWrVKWVejRg14eXkhKioK7du3R61atdCmTRtUrFhRaeWh3PP8+fNXrmMc84/MWvwX6evrIz09HQAwYsQIrFu3DsOGDcOGDRtgbm6OKVOmIC4uDiNGjECjRo0waNAgODo6onbt2qhXr15unwL9v/379+Phw4dZlmVOrW1oaAgg49pMT0/HzZs30aBBA2W7rl27YtiwYZg7dy6aNm2KChUqoE2bNrlXeFL4+Phg9+7dWZbxmqRMzKHUg3mUOjCPUg/mUeqQr/OoXKviUrkVK1ZIrVq1pEmTJuLq6irr1q1T1u3cufOl914vXbok9evXl4CAABERZcT/x48fS0BAgDK9IeWelJQUmTFjhhQpUkTWrFmjLM8c+NLPz49xzAfS0tJkwYIFYmJiIgMHDlTeVc6M46FDh5QBD7VabZYY3bt3T1q3bi3Hjh0TkYyWoIiICElMTMzlsyCRjJa3GTNmiIODgzg7O0vLli2VaXtTU1Pl0KFDsnLlyiz7/PHHH9KgQQPl84vvqj98+FBp1aPcd+PGDSlYsKAMGTJE6b2Qnp7Oa5KYQ6kE8yh1YB6lHsyj1CW/51Hs8fSORASpqak4deoU5s6dixMnTqBv37749ttvERYWBgC4ceMGypYtm2U/W1tbdOnSBQMGDECHDh2wcuVKAICpqSkcHR1hbGyc6+fyofP19cWtW7fQs2dPbNmyRWl11dPLuExCQ0NRrly5LPswjnnPhQsX8Ndff2HUqFEQEZw/fx7A33FMSUlB69atlWUvxuj333+HmZkZmjZtCiCjJahChQowMjLK5bMgANiwYQMuXLgAX19f+Pv7w9PTE9OmTQOQMU5ISkoKWrZsCQBIS0sDAJw9exYuLi4ICgpCp06dMGnSJKWVvFSpUkqrHuWezH//ixcvwt7eHkBGnICMaywlJQXOzs4AeE1+aJhDqQvzKHVgHqUezKPUQTV5VK5XdalASEiIHDx4UKnxDQ0NlapVq2apAe7evbtMmTJFkpKSsj3GunXrxMLCQurWrSurV6/OlXJTVjExMVk+x8bGKrX6VlZWsnv37n89BuOoe2FhYbJ//35l9oa4uDj566+/RERk0KBB8s0330hsbGy2+6anp0t8fLysXbtWWrZsKU2bNs0yjTPlruDgYNmxY4fcv39fRDJa2a5du6asv3LlirRo0UJZ/08pKSlStWpVKV26tDg7O8vGjRtzpdyUVWYcM6/D1NRUERGZNm2aHDt2TMaMGSOjR4+W+Pj4l/blNal+zKHUg3mUOjCPUg/mUeqg1jyKPZ7+g/j4ePTp0wdubm5Yvnw52rdvj7t376Jq1aooVKgQtm/frmw7aNAgHDhwAPHx8VmOkZqaCiDjnenvvvsOFy5cwIABA3L1PD50V69eRZs2bVC9enWlRRUAihcvrrSq9ujRAytXrkRycnK2x2Acde/y5cvo1q0bevbsiQ0bNqBZs2aIjo5G0aJFUapUKQBAmzZtEBYWhgsXLgDAS+NDJCcnIz09HWFhYRgzZgyOHz8OFxeXXD+XD11SUhKGDh0KNzc37Ny5E02bNkVQUBDKli0La2trpRXuyJEjMDY2fqnFHAASExOh1WrRqlUrrF+/Hv7+/vjkk09y+1Q+aP+MY6NGjXD16tUsvR0KFiyIwYMH46+//sKCBQuwYcOGLMfgNalezKHUg3mUOjCPUg/mUeqg+jxK1zVf+cmlS5fk448/lmfPnomISJ8+fcTDw0Pi4+Nl8eLF0rp1axH5+x1oKysr2bdvn4iI/PnnnzJ69Gi5deuWbgpPIpJRCzxmzBiZOXOmNGrUSObOnfvSepGMWVQsLCxeGun/zJkzjGMeoNVq5bPPPpPZs2cry9q1aycjRowQkb9bBhISEqRfv34yY8aMLPtHRETIhAkT5NChQ7lXaHqlu3fvSpcuXZSWnTFjxkifPn3k8uXLIvL3PbVPnz6ybdu2LPveuXNHvLy8GMs84FVxDAoKksTERBk8eLCIiKxevVrKlCkjZcqUke3bt4uIyO3btxlHlWMOpQ7Mo9SBeZS6MI9SB7XnUfpTp06dquvKr/xi8+bNCAkJQb9+/QAADRs2xPLly2FhYYFGjRph6dKlKF++PGrWrAkAOHfuHKytrVGtWjWUKFECtra2MDc31+UpfNBEBBqNBpaWlnBzc0Pp0qXxww8/oEuXLjAxMQGQ8d5ramoqjI2NcefOHVy+fBk1a9bE1q1b4ejoiGLFisHOzo5x1KH09HTo6emhcuXKaNeuHQoUKAAAuH//PpKSktCuXTvo6elBq9WicOHCSE1NRVBQEJKTk3HgwAFUq1YNpUqVgoODA2rVqqXjsyEA2LdvH86fP48hQ4YAAOzt7bF7927o6+vD1tYWBgYGiIyMxLZt2zBt2jRERkZi06ZNcHR0hKGhIWOZR2QXx127dkFPTw82NjYYO3YsZs+ejYcPH6Jr164oXrw4mjRpAgsLCxgZGTGOKsccKv9jHqUOzKPUh3mUOqg9j+KrdtnInI5Q/r87aeb/27ZtizNnziiDJZYrVw6Ojo7w8/ND5cqV8fnnn+Pbb7+Ft7c3PD09ERwcjEaNGgHImKayYsWKOjibD1dmt9JMmVOGVqlSBQDQuXNnFCxYMEv3fgDKA7ht27ZYunQpGjdujAsXLkCr1cLIyIhxzGXyj27dmd1NbWxsYGhoqFyv+/fvh6Ojo7Kdvr4+AKBs2bLYuHEjhgwZgqtXr8LQ0BAGBgYoWbJkLp0BZfrrr78AAFqtFsDfsXV2dsbvv/+O2NhYABmDVzo5OeH8+fOIiYkBABw9ehShoaEYP348OnfujODgYKSmpjKWOnD8+HElLsC/x/HSpUu4f/8+pk+fjj179uDgwYOYOnUqDA0N8ezZM4gIChQowDiqBHMo9WAepQ7Mo9SDeZQ6fLB5lC66WeVFSUlJ8vXXX0uHDh1k+vTpEhcX99I2T58+FXd3d5k5c6ay7OLFi1KuXDnl8+HDh2Xo0KHy7bffcupQHUhOTpbx48dLixYtZPTo0RIeHp7tdpldiFetWiX16tVTBlTMtHTpUqlZs6ZMnTqV04bqwNOnT2XatGnSsWNHmTJlikRGRma7XWaX/tDQUGnYsKHyCkemkydPSsOGDWXSpEmMow6FhYWJmZmZuLq6vrQus/t327ZtZeTIkcry69evi7m5uRLTBg0aSLly5eT7779nLHUgLS1NZs+eLdWqVRNPT8+XXpN5VRyDg4PFwsIiy7WZef9NS0vLhZJTbmAOpR7Mo9SBeZS6MI/K/5hHibDiSTLeX+7UqZMMGTJErl+/Lm5ubjJ8+HC5cOGCiGQN6s6dO+Wjjz5SZlq5ffu2uLu7K+9ikm5NnjxZevXqJWFhYfLJJ59Iv3795Pjx4yLy6ovTwcFBtm/fLr6+vrJ3714RyXh3nXTj0KFDYmNjI5999pky+8bYsWMlOjr6lfts3rxZxo8fLyIiO3bskB07doiIZDvbA+W+06dPS9euXcXe3l5Onz4tIn8/YDOdOXNGChUqJHfu3FGWNW/eXEJDQ0Uk4w9U0p2AgADp0aOHXLlyJcvyzD9aMr0qjrdv3852e8r/mEOpC/Oo/I95lPowj8r/mEeJaET+0f/yA5GcnIzChQsDAE6fPo1FixZh2bJlMDU1RUBAADw9PdG+fXvMmzfvpX3d3NxgbGyM2rVrY9u2bXB2dsbcuXNz+xToBfL/4w64uLhg+PDhcHNzQ0REBNasWYPg4GBs2rTplfu6urpiz549qFatGubNm4fOnTvnYsnpn44cOYICBQqgSZMmAIDffvsN06ZNw5kzZ5Ru/v/k5uaG9PR06OvrIzo6Gl999RU6duyYm8Wm15g/fz4eP34MExMTBAYGYtOmTcoYE8Df400MHjwYT548QeXKlfH777/DyckJ3t7er4w75Z7+/fvD2toaEyZMQHh4OO7cuYMmTZoor2IAjOOHhDmU+jCPUg/mUerDPCr/Yx71AY7xFBAQABcXF3h6emLVqlUAgJSUFNy6dQv3798HAFSqVAlmZma4dOkSAgMDAWQ8kDPfgV6zZg169+6N4OBgzJgxgwmTDvzxxx8YPnw4Tp8+DSBj3IGYmBiYm5sjJSUFAFCxYkW0a9cODx48wKlTpwD8PfYEACQkJGDAgAF48uQJ9u/fj+vXrzNZymX/jCMAODk5oX79+kqsLCwsYGJigqSkpGyPERERgd27d8PIyAjDhw/HqVOnmCzpwD9jmZ6erryznpaWhiZNmqBFixYICwtDREQEnj9/DuDvcQoAYOHChRg7diySkpIwY8YM+Pj45PuHbH5z6tQpeHh4YP/+/QCg3E9r1KiBmJgYfPPNN+jWrRsWLVqEnj174sSJEwAYxw8Fcyj1YB6lDsyj1IN5lDowj3o1A10XIDeFhobiyy+/xMCBA2FhYYExY8bgyZMnGDNmDKytrTFx4kSULl0aQUFB6NixI8LCwhAVFQVbW1toNBol4CVKlECHDh3QoUMHHZ/RhyctLQ3r1q3DlClTULFiRYgIGjZsCADKgGrBwcGIiYlByZIlYW5uDgcHBwQEBKBRo0ZKywAAmJiYYObMmfjoo490ci4fstfF0djYGMDfA+2tXr0adevWhZGR0UvHERFUrFgRgYGBqF27du6dACleFcsXr7WTJ0/is88+Q4kSJWBiYoJq1aph6NCh+P7777O09BgbG6NevXqoV6+eLk7lg7d161Z4eXmhXLly+PHHH9GuXTsULFgQAFCwYEFERESgRIkSOH/+POLj4zF37lx88803OHz4MOP4AWAOpQ7Mo9SBeZR6MI9SD+ZRr6f6Hk/Pnj1Tfo6KioKhoSEGDBiAli1bYurUqQgICMDBgwexfv16jB8/HrVq1YKvry+mTJmCEydO8GGaR2SO7q/RaODo6IiDBw9izpw5iIiIwPnz55XtOnfujAsXLuDy5csAADMzM9y4cQNlypTJ9riMb+56kzhmttBpNBokJibC398f//vf/wAA8fHxSE5OVo6n0WggIkyWdOBNYxkeHo5ixYrhxx9/RK1atRAXF4dKlSph+vTpyjakO5m9VACgXr162LZtG3755RfExsbiyJEjyroWLVogIiICT548AQAULVoUzZo1Q/HixZVZykh9mEOpB/ModWAepR7Mo9SBedSbU23F08KFC+Hg4IDhw4cjICAAABAZGYmKFSvi4cOHAIDGjRujVq1ayjSwjRs3xpdffony5csjICAA9evXR4UKFXR2DpQRRzs7OwwaNAh79+5FamoqbG1tYWNjA0tLS1SuXBmbN29Wtnd1dYWVlRV8fHxw/vx5xMXFITExEWXLltXhWdB/ieOLLTxBQUFo0qQJEhMTMWjQIHz22WeIjIzMcmw1dD3NT/5rLC0sLHDp0iVcvXoVP//8My5cuICaNWtizpw5yjaU+xYtWgQ7Ozv0798f69atw6NHj2BhYQEHBweYmZmhZcuW8PHxUba3t7dHr1698OTJE5w6dQoxMTHw9vZG48aNYWJiosMzoZzAHEo9mEepA/Mo9WAepQ7Mo/47/alTp07VdSHetxUrVsDPzw/r1q1DeHg4Nm/eDBMTEzRo0ADz5s2Ds7MzypYtC0NDQ8TExOD69etwcHCAoaEhLl68iP79+2Pjxo34+OOPlYH5KPft3LkTGzduxMaNG6HRaPDrr7/izp07aNq0KQCgWLFiSEhIwKFDh2BnZ6e0xjk4OCA6OhpLly7FzJkz0bNnT/Tq1Ys3Zh15mzhmDnI6xD/JnwAAIABJREFUd+5c+Pj44MqVK6hXrx7mzp37ylZXynlve0327dsXffv2Rbly5aDVamFnZ4cuXbrAwOCDets7zzh9+jRWrlyJDRs2wMrKCn5+fvjjjz/QqVMnAECBAgVQtGhRrF+/Hvb29ihfvjyAjHFD0tPTsWnTJsycOROurq74/PPPs3QPp/yPOZR6MI9SB+ZR6sE8Sh2YR70dVTxBMgftyhQeHo5GjRrBysoKkyZNQtu2bfHzzz+jVKlScHR0xMaNG5XujeXLl8fZs2dhZmYGAwMDPHv2DB9//DEuX76MwYMH6+J0PljPnj3Di5MshoaGoly5crCwsMCAAQPQv39/7Nu3Dzdu3ACQ0UJTp04dVKxYEf7+/gCAu3fvolSpUhg3bhxWrVqFO3fuYOLEiR/MBZ0XvI843rt3DwBgZGSElStX4sSJE5g0aRKKFCmS+yf0AXsfsbxz5w6KFi0KEYFWq4W+vj6sra1RqFAhnZzThygxMRGpqanK5ytXriAlJQWWlpZo164dvLy8cODAAQQFBSnbVKlSBU2bNsUvv/wCIGPMFyAj+V2yZAmCg4MxYcIEZewCyr+YQ6kH8yh1YB6lHsyj1IF51PuRryuerl+/jkGDBqFXr16YOXMmgIxB8h4+fIgKFSrg+fPnKFSoEBo3bowiRYrAz88PEyZMQFBQEBYuXAgAuHbtGuzs7JRfpiZNmmDgwIE6O6cP0fXr1zFgwAB07doV48ePV2bdEBFYWVnhyZMnKFCgABwdHVGjRg2sXbtW2dfa2hrNmzfH4sWLYWlpieXLl+Pp06cAAHNzc12czgfrfcbR29sbaWlpmDNnDjw9PXV0Rh+u9xnLFStWICkpCRqNhn+45LLMOHbq1AkjR45EWFgYgIzBnatVq4YHDx5AX18fNjY2aNu2LebPn6/sW6JECXzyySdYs2YNLC0t8f333yvjEhQvXlwn50PvF3Mo9WAepQ7Mo9SDeZQ6MI96v/JlxVNaWhoWLFiA7t27o2rVqpg+fToWLVqEH3/8ERqNBpUrV8a+ffuUi7x69eqwsrJCSEgIqlevDi8vL9y9exeOjo7w8fHBqFGjYGhoqOOz+vBotVqsWbMGPXv2RLVq1bBmzRocOHAA3333HYCMAS2Dg4Nx9+5dABkXcJMmTRAVFaUMeOrr64uhQ4fC0tISS5YswYwZM7KdtYNyTk7Ecfbs2ew+rAM5dU3y/pq7RAQ7d+6Eh4cHqlWrhj179iAyMhI//fQTUlJSUKxYMSQnJ+PChQsAMgYm9fDwQGRkJOLj4wFkvA7Qvn171KtXD97e3li+fDlMTU11eVr0njCHUg/mUerAPEo9mEepA/OonJEvK54MDAxQtmxZpfXN2toaU6ZMwbZt2wAAQ4cOxY0bN3Dq1Ck8e/YMhoaGePToEaKjowEAzZo1w9KlS+Hr64uzZ8/CyclJl6fzwdLX10fp0qXh6+uLiRMnomzZshg3bhx27twJAOjatSuSkpJw6tQpxMXFoWDBgnj06BE0Go3SVbhEiRLYu3cv/P39OTWzjjCO6sFYqoNGo0HJkiWxadMmTJw4EUZGRhg6dCh+//13FCxYEI0bN0axYsVw6tQpPHz4EHp6eoiJiUHZsmWVMVyqVKmC3bt3w9/fH+3atdPxGdH7xBxKPXjPVgfGUT0YS3VgHpUz8l3FU+Z7su7u7rC0tERaWhqAjHcvW7duDSCj+1rv3r2xYcMGbNy4ESKC6Oho1K1bVzlOkSJF2IU4D2jVqhWqVKkCrVYLIGNmhvr160Or1aJo0aLo0aMHjh8/jgULFkCr1eLixYuoXLmysn/Lli3RuHFjXRWf/h/jqB6MpTo4OTmhRo0ayjTLRkZGqFatmlKR4ObmhoiICEyYMAGJiYnYvXs3SpUqBWNjYwCAjY0NB4ZWIeZQ6sN7tjowjurBWKoD86j3L09XPN2+fRsAlAsX+HvKT0NDQ2g0GqUb6cmTJ1GzZk1lu5EjR6Jnz57w9fVFrVq1ULx4cXh4eLx0HMp5169fBwAlwX1RZhwza4f9/Pxga2urvMP8ySefYNSoUbh69Srs7OxgbGyMkSNH5l7hSbF27Vr4+fkpXYFfHCyRccxfNm7ciMOHDysPU8Yyf/Lx8cG8efOydPXOVLhw4SzPuY0bN6Ju3bpKi2rr1q0xffp0iAiaNm0KQ0NDqHCS2w8acyj1YB6lDsyj1IN5lDowj8plksekpqbK9OnTpWTJkmJvb/9G+1y8eFGsrKyUz48ePVJ+vn//vjx//vy9l5NeLy0tTWbPni3FihUTU1PTN9onPDxcKleurHyOjIyU5ORkERF5/Pgx46gj586dEwsLC3Fzc5Nu3bpJr1695MGDByIiotVqX9qeccy7Nm/eLNbW1tKlSxfp3r27fPnllxIdHS0ijGV+snv3brG2tpaePXvKN998I9WqVZPIyMhXbh8TEyPVqlWTx48fi4jIrVu3JC4uTkREnj17JikpKblSbsp5zKHUg3mUejCPUg/mUerAPEo39Kfmsaq5e/fuYdeuXfjss89w48YNGBoaombNmtBqtUrN8T9t2bIF9vb2AIDevXsjPDwczZs3h4GBAUxMTDgDQC4REaVmODk5GVu2bMGUKVMQGBgIjUYDe3t7pKWlvTKOu3btQtmyZaGvrw9PT09cvXoVTZs2RZEiRVC4cGHGMZe8GEcAWLJkCZydnbFo0SI0b94cBw4cwIEDB9CtWzekp6e/FE/GMe/69ttv4eXlhcmTJ6N27dr45ZdfcP36dbRt25axzEfmzJmDwYMH45tvvoGtrS0uXbqEFi1avHLQSn9/f2i1WhgZGWHEiBEICAhAkyZNULRoURgYGDCOKsIcKn9jHqUOzKPUi3mUOjCP0hHd1nuJXLlyRZYsWSI3btxQlkVHR8vz589l1qxZ0q5du5f2yaxRTktLk9TUVLG1tZWiRYtK27ZtZevWrblWdvpbSEiIPHnyREQyWlxFRP766y8REfH29pbq1au/tE9mHDP/7+LiIvr6+tKhQwfGUUdejGNmK8yQIUPk888/V7a5deuW6OnpKfHNrOVnHPOWf95b79y5I66urrJnzx4REUlPT5c2bdpI0aJFlVYbxjLvCQoKkhkzZsjFixfl6dOnIiLSqVMn6dGjh0RERIiHh4fY29vLvn375NmzZyLy9z04U58+fUSj0YirqyvjqDLModSDeZQ6MI9SD+ZR6sA8Ku/Q2RhPaWlpmDx5Mjp27IjTp09j1KhR+OGHHwAApUuXRsGCBeHq6orY2FgcOnRI2QfIGKRNRKCvrw89PT1Ur14du3fvxv79+9GjRw9dndIHKTw8HG5ubqhRo4byfnJmK0+ZMmUAAP369UNKSgq2b98OAEhNTQXwdxyBjNYha2trHD58GHv27GEcc1l2cdTX10d6ejrs7e3x5MkTxMXFAQAqV66M9u3bY86cOQCAAgUKMI55yD/vrSNHjoSPjw8qVqyI8uXLY8WKFbhy5QoWL14Me3t71KpVC97e3gAYy7xm9uzZ6NSpE27duoWZM2di4sSJAICZM2fC3Nwc9vb2qFChAiZNmoQZM2bg888/B5Axa5mI4PHjxwCA2rVr48iRI9i1axfjqBLModSDeZQ6MI9SD+ZR6sE8Ko/J/bquDPfu3ZNGjRpJWlqaiIj89ttv4uDgIMeOHVO2SUpKkokTJ4q7u3uWfdPS0qR58+Zy+vTpXC0zvezMmTMyevRoOXr0qJQpU0ZiY2NFJKMV4EUzZ87MdryJtm3bKi0HpDuviqOIiL+/v/Tv31+2bNmiLFu3bp306NFD+dyuXTvGMY/I7t5qZ2cn586dk5iYGJk6dap07txZ+vTpIyEhIeLl5SWLFy9W9mcs84aYmBhp1aqVMt5OcHCwlC9fXnbv3i0iIhs2bJCRI0cq2wcEBEjRokWVVlZPT0/59ddfc7/glCuYQ6kH8yh1YB6lHsyj1IF5VN6js4qn2NhYcXJykkuXLolIRpfEiRMnKt3C09PTRavVSkhIiDRu3Fh27twp33//vZw/f15EMn6ZSPfS09OVWLi4uMjo0aNFRJSbdeY2aWlpYmFhIRs3bpRp06aJv7+/iIjSNZV061VxFMkY/HDWrFnStWtXSUpKEhGRSZMmycKFC5Vt4uPjc7fA9ErZ3Vu9vLykffv2yjaJiYnKz23atJG9e/cqnxnLvKNmzZpy/Phx5fPMmTPFxsZGRETWrl0rgwcPVtbt2LFDBg4cKAkJCSKSNcakPsyh1IN5lDowj1IP5lHqwTwqb9HZq3YPHjxAnTp1cO3aNQAZ3YUHDBiAO3fuICQkRJmGMioqCuHh4ejTpw8iIyNRo0YNAECJEiV0VfQPjojgzz//zHYaX41Go8Ri3Lhx2LBhA9LS0qCvrw8RQXp6OjQaDcLCwpCWlobBgwcjNjYW9evXBwAULVo0V8/lQyYiWWIoL0z9+qo4AoCpqSkGDhyI5ORk9O3bF5988gn8/PyyTL1tYmKSS2dBwMuxfFF291ZPT0+Eh4cjJCQEAGBkZIQ//vgD/fv3h0ajQd26dZX9GcvcIyKIiorKdl10dDScnZ1x8uRJZdm4ceMQERGBkJAQWFpa4urVqxg5ciSGDh2Kr7/+Gs2aNYOxsTGAjBiTejGHyl+YR6kD8yj1YB6lDsyj8pccmdUuISEBX331FcLCwlCvXr1styldujSOHz+OR48eoVatWjAxMcHz589x6dIlmJubo2rVqggPD0f79u0xdOhQ+Pn5oX379ihQoMD7Li69QmJiIr777juMGDECBgYGaNCgAQoWLPjK7S0tLbFjxw5ER0ejWbNm0Gg00Gg0iIqKQseOHdGvXz/s2rULHTt2RKFChXLxTD5sSUlJmD17NkaOHInQ0FA8fPgQtra2WWZcedE/4whk3Hw7dOgAMzMzFChQACtXrlT+gKHck5CQgPnz5+Pzzz9HaGgooqOjYWtrm2XGqlfdWy9evKjcW69cuYK+ffvCxcUFP/zwwytn8aCckZSUhDlz5mDo0KE4deoUrl69ilatWmWJo5GREW7duoUrV66gdu3aKFGiBPT09HDlyhUUKFAAXbp0Qb169XD79m2YmZlh1apVcHBw0PGZ0fvAHEo9mEepA/Mo9WAepQ7Mo/Kp992F6urVq9KmTRuxsrISa2trefDgwUvbZL47uX//fvH09FS6mj5//lxatGghd+7ced/Fov/ozJkzYmFhId26dZObN2/+6/aZYxEcPnxYzM3NZffu3TJixAh2588DvvrqKxkwYIAEBwfLkSNHxNTUVE6ePJnttq+K4+PHj3OzyJSNo0ePirW1tQwfPlwuXbokq1evFjMzM+V+KsJ7a36Qnp4uXl5e8umnn8qtW7ckMDBQNBqNMpNK5jYiIhcvXpShQ4fKl19+qaxzdXWVwMDAXC835Q7mUOrBPEo9mEepA/ModWAelX+9l4qn6Oho5efExERlQLUGDRqIj4/PS9tnXtSpqaly8OBBqVixoowdO1bs7OykX79+yjSklLteTG5iYmKkcePGynuxkZGRcuPGjSzTMGfH29tbNBqN2NnZybZt20Tk5QEyKfc8efJEKlWqJFFRUcoyJycn6dixo0RERIhI9vHJLo6kW0lJSVn+eNm4caNMmDAhy3TavLfmTS8+I+Pj48XCwkKJ5blz52T48OHKmAKZY/Nk/nzt2jUpX768jBw5Uuzt7aVLly5Zjkf5H3Mo9WAepT7Mo9SDeVT+xTxKHd6p4uns2bPSuXNnsbOzkzFjxkhISIiIiDJw3rJly6Rhw4b/2lpz4cIFWbx4MWcA0JHjx49Lz549pVmzZvL1118rcZwyZYq0b99eXF1dxd7eXjw8PJSBS7Ozbt06qV+/vhw6dCi3ik4vOHr0qLi5ucmZM2eyLG/Xrp188803IpKRQPXt21fq1q0rJ06cyPY4jKPuvSqWIiIPHz6UgQMHiqmpqbi7u8vQoUNfeRzeW3Xrn8/Ia9euiUjGNenm5ibNmzeXMmXKiJubm9jZ2cnt27ez7J+ZOIWFhcnPP/8s+/bty+1ToBzEHEo9mEepA/Mo9WAepQ7Mo9TlrSue0tPTpXv37jJ37lyJjo6WYcOGScuWLZXaxkzW1tby888/K60BqampkpqaKhs2bJBz5869W+npnc2aNUtsbW3ll19+kcDAQOnVq5cyvWt4eLi0adNGmSL00aNHYmtrKzNmzBARkeTkZNm6dav4+fnprPyUYfXq1dKwYUMpXbq0jBgxIktL6qFDh6RSpUri6ekptra2snnzZmnSpInMmjVLRDK6DzOOecc/Y/liF3CRjOsuc0rm5ORkqVevnkybNk1ERJ49e8Z7ax6R3TOyadOmkp6eLsnJybJ9+3bp27evpKSkiIiIh4eHfPHFF5Keni6pqamydetWZcpfUh/mUOrBPEodmEepB/ModWAepT5vPatdYGAgoqOjMXbsWJQuXRre3t5ITEzE9u3bkZqaqmzXr18/bNy4URkc0cDAAAYGBkhISICVldV7GaeK3l6zZs2wevVq9OrVC3Xq1EH37t2RnJyMxMREmJubY9OmTRgxYgQAoGTJkvj0009x5swZAFAGtmzcuLHOyk8Z6tevj40bN+LPP//Evn37EBoaqqxr3bo1Tp06BXd3d+zcuRMff/wxGjRoAK1WCwDKQKeMY97wz1hmzqACZMzeUahQIfTs2RNAxjXo4eGBP//8EwBQuHBhJCYm8t6aB2T3jExOTsb69etRqFAhHDt2DLVq1VIGe+7duzeOHDkCjUYDAwMDAEDDhg11eQqUg5hDqQfzKHVgHqUezKPUgXmUCr1tjVVKSoqULFlS6fImIrJw4ULp2rWrxMXFZXnfuWTJklKvXj0xNTWVq1evvktFGb1nma0AmbXFXl5e8sUXX4jIy++sX7t2TTp16iT79+/P3ULSG8mMV8eOHcXLy+uV212+fFlcXFwkNDQ0t4pG/9GbxvLatWvi5ubGazIPetUz0s3NTZ49eyarVq2SypUrS1pamly9elV69OghCxYs4FguHwjmUOrBPEo9mEepB/Oo/I95lPq8dY+nAgUKoHv37vjxxx+VZYMHD8bp06cRHR0NjUaDmzdvom/fvsq2UVFRqFmz5nupMKP3I3PKycza4lu3biktNhqNBiKCY8eOwcXFBQMGDEDLli3h7Oyss/LSq4kIAGDs2LHYsWMHwsLCsqy/cOECunXrhm7dusHV1RVVqlRR9qG85XWxTEpKgr+/P9q3b4/+/fujWbNmvCbzoFc9I8+ePYt79+7B09MTtWvXRseOHeHh4QF7e3uMGjXqldNzk7owh1IP5lHqwTxKPZhH5X/Mo9TH4F127tOnD/r164cHDx6gXLlyMDIyQu3atXH16lVUqVIFenp6cHNzw4YNG95XeSkHXb58Gbdu3UL37t0BAKGhoahWrRr09fXRo0cPfPbZZzouIb2Onp4eRAQtWrRA2bJl8fvvv6Nq1aoIDg6GtbU1TExM0KdPH7i7u+u6qPQvXhXLkJAQVK9eHSkpKejevTsGDhyo66LSa2T3jLSxsUFQUBCqVKmCrVu3IjIyEpaWlrouKukAcyj1YR6VvzGPUg/mUerAPEpdNPKOVfX9+vXD48ePMX/+fBw/fhybNm3Cjh07UKxYsfdVRsphIgKNRgNvb29cuXIF3bp1w9dff43y5ctj27Ztui4e/QeZsdy1axf69OmDUqVKwcrKCgcPHmQLQD7zqlj6+/vrumj0H/AZSa/D3w91YB6lHsyj1IN5lDrwOake71zxFB8fjyVLlmD//v0wNjbG+PHj0aJFi/dUPMotKSkpsLe3x71799CmTRsMHz6cccyndu7ciUmTJqFcuXL46quv0KpVK10Xid4SY5n/8RlJr8PfD/VgHqUefPaqB2OZ//E5qR7vXPGUKTY2FiVKlHgfhyIdmTFjBjp06AB7e3tdF4XewdGjR1G8eHHY2trquij0jhhL9eAzkl6Hvx/qwDxKHfjsVQ/GUj34nMz/3lvFExERERERERER0YveelY7IiIiIiIiIiKi12HFExERERERERER5QhWPBERERERERERUY5gxRMREREREREREeUIVjwREREREREREVGOMNB1AYhI3SwsLFCoUCEULlwYT58+Ra1atTBhwgQ0atToX/fduXMnypYtiwYNGvyn7+zQoQPu378PAAgMDISNjQ309fVhYmKC3r17IyEhAePGjXur8yEiIiLKLcyjiEgNWPFERDluy5YtsLOzAwBs374dHTp0wIEDB1C/fv3X7rdz507Y2dn954Rp7969ys8ajQYnTpyAqanpfy84ERERkY4xjyKi/I6v2hFRruratSuGDh2K+fPnAwB+//13NGzYEHXr1kWtWrWwatUqABlJz65du/Ddd9/Bzs4OK1euBABs2LAB9evXh729PZo1a4bAwMD/9P1Tp07FF198AQBYu3YtnJ2d8cknn6BmzZpo1KgRrl27Bnd3d1hbW8PFxQWJiYkAgNTUVHh5eaFevXqws7NDz5498fjx4/f1z0JERET0r5hHEVF+xB5PRJTr6tevj127dgEA7O3tcfLkSejr6yM2NhZ169ZF27Zt0aFDB3Tu3Bl2dnZKgvPHH39g06ZNOH78OAoVKoQTJ06gV69euHr16luXJSAgAFeuXEGlSpXQt29fuLq64tSpUzAzM0OnTp2wbt06DB8+HN999x2MjIxw9uxZAMD06dMxefJk/PTTT+/+D0JERET0hphHEVF+w4onIsp1IqL8HBMTg4EDByI0NBQGBgaIiYlBUFAQKlSo8NJ+fn5+CAwMzNK1PDY2Fs+ePUORIkXeqiwNGzZEpUqVAACOjo5ITU2FmZkZAMDJyQlhYWEAMrqrx8XFwdfXFwCQkpICCwuLt/pOIiIiorfFPIqI8htWPBFRrgsICICNjQ0AYOjQoejQoQN8fX2h0Whgb2+P5OTkbPcTEXz66aeYNWvWeytL4cKFlZ/19fVf+pyWlqZ89+LFi+Hi4vLevpuIiIjov2IeRUT5Dcd4IqJc5efnBx8fH4wZMwYA8PjxY5ibm0Oj0eD48eNZxhooWrQo4uLilM+dO3fGzz//jLt37wIA0tPTce7cuVwpd5cuXfD9998jKSkJAJCUlPROXdOJiIiI/ivmUUSUH7HHExHluI8//liZBrhmzZrYu3ev0s17zpw5+N///ofp06fDzs4uS/fvvn37on///ti5cyeGDx+OQYMGYd68eXB3d0daWhpSUlLQsWNHODo65vg5TJgwAc+fP0f9+vWh0WiUZbVq1crx7yYiIqIPF/MoIsrvNPLiS8JERERERERERETvCV+1IyIiIiIiIiKiHMGKJyIiIiIiIiIiyhGseCIiIiIiIiIiohzBiiciIiIiIiIiIsoRrHgiIiIiIiIiIqIcwYonIiIiIiIiIiLKEax4IiIiIiIiIiKiHMGKJyIiIiIiIiIiyhGseCIiIiIiIiIiohzBiiciIiIiIiIiIsoRrHgiIiIiIiIiIqIcwYonIiIiIiIiIiLKEax4IiIiIiIiIiKiHMGKJyJ6a2vXrkWFChXe+3FTU1NRu3ZtnD179r0fWxeePn0Kc3NzhIaG6rooREREREREuYoVT0SU5/j4+MDKygr16tX7z/v27t0b8+bNe6fvP3r0KKZOnZrtuqlTp+Lo0aNZlvn5+aFOnTooXrw4TE1NYW9vj19//VVZb2RkhNGjR2PMmDHvVC4iIiKi9+XmzZuoXLkyEhMTc+X70tPTYWdn91IeRUTqx4onInorKSkpOXLc9PR0fP/99xg8ePB/3jclJQW//fYbunXr9lbfPWPGDOzYsUP5fPnyZXh6ekJEMHDgQFy+fFlZt2PHDkyfPh0A4OjoiH379iE2NhaPHz/GokWL0LdvXwQGBirb9+vXD4cOHWKvJyIiIsoTxo0bh88//xzGxsbvfCx/f3/UrFnztdvo6enh22+/xahRo975+4gof2HFExG9kRYtWmDEiBHw8PBA8eLFsyQNy5Ytg4WFBYoVK4YePXogPj5eWRcZGYmePXvCzMwMZmZm+Pjjj3H//v1Xfs+FCxdw//59tGzZMsvyvXv3wsbGBsbGxmjVqhW++eYbWFhYZNnG398fFhYWsLKyQnh4ODQaDVavXo06derAyMgITZo0wb1797BkyRKYm5vD1NQUQ4YMgVarBQCMHTsWYWFhmDhxIjZv3oylS5di+vTp0Gg0mDFjBpYvX44tW7Zg4sSJCA0NxdixYwEA5cuXR/ny5aHRaCAi0NPTg4ggLCxMKVvx4sXh5OSUpWKLiIiISBdu3ryJ/fv349NPP30vx/P19X2jhr9OnTrh0aNH8Pf3fy/fS0T5AyueiOiNrVmzBv369UNMTAwWLlwIAIiKisL169cRHByM69ev49KlS1iwYAEAQKvVolOnTtDX10doaChCQkIgIujcubNS2fNP586dg6WlJYoUKaIsu3nzJrp06YIxY8bgyZMnmDVrFnx8fF7ad/v27S8lPZs3b8ahQ4fw119/AQBat26NiIgIhIaG4ty5c9iyZQu2bt2qbK/RaJSf9fX1oaenl2WdiADIaLV7cdu4uDiYmpqiUKFCaNq0KZycnNCxY8csZalTpw4CAgJe8y9MREREBOzevRsfffSR8nndunXQaDTw8/MDAKSlpaFo0aI4ceIEli9fjipVqig5CpDRC7x06dLYvn17tsffsWMHHBwcULx4cWVZ5tid3t7eMDc3h5GREfr374+EhAQMGzYMJUuWRLly5bBs2bIsx0pPT8fOnTvRtWtXAMCSJUtgZWUFExMTmJmZoX///sq2+vr6cHZ2fmW5iEidWPFERG+sc+fO6NChA/T09GBoaAgAMDAwwLx581CkSBGUK1cOXbp0UQYFP3v2LAIDA+Ht7Y1ixYrB1NQUPj4+uHDhwisrYGJjY1GsWLEsyzZt2gQ7OzsMGDAABgYGaNCmts5eAAAgAElEQVSgAfr165dlm7S0NPj5+b1U8TRlyhSUKVMGxsbG6NGjB+7du4dZs2ahUKFCqFKlCpo2baqUd/78+bCyssLs2bPh4eGBQYMGYfLkyRARTJ48GYMGDYKHhwdmz54NKysrzJ8/X/meYsWK4cmTJ0hISMCvv/6KDh06oGDBglnKUqxYMcTGxr7FvzwRERF9SFq0aIFHjx7hypUrAIADBw6gatWqOHjwIADgzz//BAA0bNgQn3zyCaKionDs2DFl/x07dkBfXx+urq7ZHv/cuXOwsbF5aXlUVBRu3bqFkJAQXLlyBbt27UL9+vXh4uKC6OhoLF68GCNGjEBERISyzx9//AFDQ0PUrVsXYWFhGD9+PPz8/JCQkICbN2/C09Mzy3ewIY7ow8OKJyJ6Y5UrV35pWalSpVCgQAHls5GRERISEgAAERERKFGiRJbWtJIlS6J48eK4e/dutt9RokQJxMXFZVkWGRkJc3PzLMv++ZrdsWPHULJkSdSqVSvL8nLlymUpW+nSpaGvr59teSdPnqy01gGAra0tVq1aBY1Gg1WrVsHW1lZZ17VrV0yePPml8hcuXBjdunXDiRMn4O3tnWVdXFwcSpQoke15ExEREWUyMTFBgwYNcPDgQYgIDh06hDlz5uDAgQMAgIMHD6Jly5YwMDCAiYkJevbsiZUrVyr7r1y5Ev369cuSo70ou4Y+IKNBcfbs2ShcuDAsLS3RvHlzVKxYEe7u7tDX10f37t1RpEgRXLhwQdnnxdfsDAwMICK4evUq4uPjYWxsjGbNmmX5DjbEEX14WPFERG/sxdfO3kTFihXx+PFjPH78WFmWOQB3pUqVst3HwcEBt27dQnJysrKsfPnyuHPnTpbt/vk5u9fs3laLFi1eO6tdixYt/vUYqampCAkJybLsypUrcHR0fA8lJCIiIrVzcXHBwYMHcfHiRZiamsLd3V3pReTv7w8XFxdl20GDBsHX1xdPnjxBeHg4Dh8+jEGDBr3y2Nk19AHZNyi+2IgHAIaGhkqjHZCRg2U23FWuXBmbN2/GmjVrUKlSJTg5OWHTpk1Z9mdDHNGHhxVPRJRj6tWrBxsbG4wYMQLx8fGIi4vD8OHDYWdnBycnp2z3cXBwQLly5XDkyBFlmYeHBy5duoT169cjLS0NZ8+exfr165X1IoIdO3a8t4qn/2r9+vUIDQ2FVqvFs2fPsHTpUhw+fBjt27dXtnny5AnOnj2LLl266KSMRERElL+0adMGJ06cgJ+fH9q2bQuNRoM2bdpgy5YtCAgIQJs2bZRtGzVqBEtLS/zyyy9YtWoVGjdujGrVqr3y2A4ODrh69eo7lzEgIABarRYNGjRQlrm5uWH//v149OgRxo0bh969e2eZ1ZcNcUQfHlY8EVGO0dfXx2+//Ybnz5+jSpUqqFq1KtLS0rBr164sr7u9SE9PD1988UWWgSurVKmC7du3Y86cOTA1NYWXlxc8PT1RuHBhAMCpU6dQsGBBODg45Mp5/dPNmzfRtm1bFC1aFBUqVMC6deuwcePGLIOLr1+/Hq1bt0aNGjV0UkYiIiLKX5ycnFC4cGH88MMPSu8mFxcXzJs3DxUrVnypYmngwIFYsWIF1q5d+9reTgDQpUsXnDt3Dk+ePHmnMvr6+qJr167KhCshISHYu3cvEhMTYWBgoLzOl5n3abVaHDp0CO7u7u/0vUSUv2jkxekPiIjygNTUVNStWxerV69GvXr1st3miy++QHBwMA4cOIAxY8ZARJSZ9vKap0+folatWjhw4ACqV6+u6+IQERFRPtGjRw/4+fkhNjYWxsbGiIqKwkcffYRBgwZh+fLlWbZ99OgRypcvjyJFiuDBgwdZZgjOTpcuXdCiRQt88cUXADJmtZs8eTLu3bunbNOnTx8YGBhg7dq1yrKyZcti/vz56NOnD6pVq4Zly5ahZcuWADJ6Mw0dOhRBQUEQEVSqVAleXl7o06cPAGDXrl346quvcPny5SyzAxORurHiiYjyhd9++w0NGjRA8eLFceTIEXTt2hVLlixBv379sGLFCjRt2pS9iYiIiIje0M2bN9G6dWsEBQXB2Nj4P+9/5coVtGrVClFRUa/syf6i9PR0ODg4YMGCBWjVqtXbFJmI8ilWPBFRvvDVV19h+fLlSEpKwkcffYQhQ4ZgzJgxbC0jIiIi0oGAgADcvHkTHh4eui4KEeVxrHgiIiIiIiIiIqIcwcHFiYiIiIiIiIgoR7DiiYiIiIiIiIiIcsQbVTyNGjUKFhYW0Gg0uHTp0kvr16xZA41Gg507dyrLoqOj0a5dO1StWhU2NjY4fvz4G60jIiIiIiIiIiJ1MHiTjbp3747x48ejSZMmL60LDw/HihUr0KBBgyzLvby80KBBA+zfvx8BAQFwd3fH7du3UaBAgdeu+zeFChVC6dKl3/D0iIiIiDI8fPgQz58/13UxdIp5FBEREb2Nd8mj3qjiqVmzZtkuT09Px6BBg7B48WKMGTMmy7qtW7fixo0bAAAnJyd89NFHOHbsGJydnV+77t+ULl0a9+7de5NiExERESkqVKig6yLoHPMoIiIiehvvkke90xhPCxcuROPGjeHg4JBleUxMDFJTU1G2bFllmYWFBe7evfvadUREREREREREpB5v1OMpO0FBQfD19c3x8ZkWLlyIhQsXKp8TExNz9PuIiIiIiIiIiOj9eOseTydOnEB4eDiqVq0KCwsL/Pnnnxg8eDB8fHxQsmRJGBgYICoqStk+PDwclSpVeu267IwePRr37t1T/jM2Nn7bIhMRABHA2xvgmxZERERERJQr7h8A/jqm61KQjrx1xdOwYcPw4MEDhIeHIzw8HA0aNMDy5csxbNgwAECPHj2wdOlSAEBAQAAiIyPRvHnzf11HRDnryBFg+HDgDYZUIyIiIiIiendH2wG/t9B1KUhH3uhVuyFDhmDPnj2IiopC27ZtYWJiogwO/ipz585F3759UbVqVRQsWBA///yzMmvd69YRUc5q3Trj/yEhui0HERERERERqZ9GRETXhfgvKlSokKOzsURGAgYGgJlZjn0FkU5pNH//nL+ufiKid5PTOUR+wH8DIiLSiY3//0dIL/4Bkl+9Sw7x1oOLq1XmDIH8g5yIiIiIiIiI6N289RhPRJT/paTougRERERERESkZqx4IsXt28DQoUBCgq5LQrll8GBdl4CIiIiIiIjUjBVPpOjTB1i2DPD21nVJKLf4+uq6BERERERE9H/snXd4FGXXxu9NAtKkCiEYqhAF6UWKglIUUBQUFD9EwUZEBRVUsCtSXxFRsMSGCtIEBKT3EkAh9J4ECCkEEhIIBAhp+/3xZLKzs1N3Z3ZmJ+d3XXtNnzlTd54z59yHIOwMOZ6IYjIzWTcnx1w7CP8RRE8AgiAIgiAIgiAIwkCo2UkUU1jIuuSMKDlcuWK2BQRBEARBEARBEISdIReDBIcOmW2B/yHHE0EQBEEQBEEQBEEQekIuBgni4sy2wP+Q44kgCIIgCIIgCIIgCD0hF4ME339vtgX+h3M8ORzm2kEQBEEQBEEQBEEQhD0gx5MEu3ebbYH/cTpZlyKeSg5Nm5ptAUEQBEEQBEEQBGFnyMXAg3O8AMDVq+bZYRZ2T7W77z6gZ0+zrSAIgvCOnTuBkyfNtoIgCIIgCIIgtBFitgFWgnO8lFTsHvG0Y4fyPLt3s/neest4e8yA71wF6JoniEDi3ntZV3gfEwRBEARBEISVIccTj5L+Mm/3iCc1tG/Pui++CFSsaK4tRnD4sPtwSb/mCYIgCIIgCIIgCGMpwS4GT0p69IfdHE98p8r169qWzc3V1xarkJnpPlzSr3mCIAiCIAiCIAjCWGziYtCHkt4I5xw1dqlqFxQEDB7M+seM0bZsfr7+9liBvDz3YdKLIQiCIAiCIAiCIIyEHE88Skra0dSpLq0QPnaLeAKAP/9k3X37tC0ndNDYhdRUsy0gCIIgCIIgCIIgShKk8cSjpEQ8vfMO6xYWujuZ5BxPGRlAYiLQqpXx9umBr+fSro6nypXdh++4wxw7CIIgCIIgCIIgiJIBOZ54lBTHk5AtW4CjR+UdT3fdBVy8CNy4AZQp41fzvGLXLt+Wt6vj6e+/3Yftup8EQRAEQRAEQRCENSDHEw8lx9MrrwCnTwPr1vnHHqNxOoH164GHHmLDlSqxrpjj6eJF1s3LCwzH06VLvi2/fj0QEmK/iKAdO9yHX33VHDsIgiAIgiAIgiCIkgE5nniMGiU/PSrKP3b4i5s3XU4nwKVxJafxZBfhcSVGjGDdwkJ77XOVKu7D1aqZY4dePPooSx+cPdtsSwjCWA4eNNsC/XnzTebkP3rUbEsIgiAIgiAII7GRjLTv/Pqr2Rb4F2GalZpUw0BxwqhNm8zPB376yfcIqUBh92734UAX1F+xApgzx2wrCMJ4Bg402wJ9uXYN+Ppr4Ngxsy0hCIIgCIIgjIYcTyo5dcpsC/RHyukg51y6csUYW/RG6ETk7yu//513gGHDgAEDxNcT6I4ZQprCQmDIEBZxQRBWx07Povx8oEIFz/HnzgEnT/rfHoIgCIIgCMJYyPGkkmeeMdsC/RFGBamJElq71hhb9GbTJvdhKcfT9Omu+cX2306NPTHsvn9ynDgB/PEHSzd1OIDjx822SB4Sgi/Z2OFe3bIF6NYNuHzZffy1a2z/br+dFbIgCIIgCIIg7IUqx9PIkSNRr149OBwOHDhwoHj8Qw89hObNm6Nly5bo3Lkz9u/fXzwtLi4OnTp1QkREBNq1a4ejPBEHuWlWRfiibAeEjpbr11mXi3jq3x+YMEF+Gaty9ar7MF+36vPPxZfJzzfOHsJ6CK/ldu3MsUMNY8cCpUsDaWlmW2JNnE4gJcVsK4wlLs5sC3yna1dg82bPAh0VKshrCxIEQRAEQRCBjapXvQEDBiA6Ohp169Z1G79w4UIcOnQIBw4cwKhRozB06NDiaZGRkRg2bBhiY2MxZswY1dOsih2+NgspKBAfzzmeliwBPvzQfVqgOJ749OrFhNQ5Pv1UfD4xx5Mdzzsfu+9fSoqrIqMSpUoZa4svTJnCuocOyc83aRIwerTx9phBdjZ7Nj3yiOe0Dz4AwsOB7dv9bxehHXIyEQRBEARBlCxUvf516dIF4eHhHuMrV65c3J+VlQVHkcciLS0NMTExGDx4MACgf//+SEpKQnx8vOw0K2PHBvr335ttgX9YuxbYu1d5vkBLZcrMBCIjmS6KEkuWBI4wvJ6EhwPVq7P+TZuAb76RnrdsWf/Y5Avp6fLT338fmDbNP7b4m1Wr3Lt8Zs1i3X37/GcP4T2JiWZbEDjk5OSgX79+iIiIQIsWLfDggw8Wvy+lpaWhV69eaNSoEZo2bYpt27aZbC1BEARBEIQ4Pn93fO6551C7dm189NFHmF1U0zwpKQlhYWEICQkBADgcDtSpUweJiYmy06yGHZ1NfGbOFB+fk8P0bzj4UU52dl6IOZ5mz2b7bEVR9c8/B378ERgxQnnesWPFx9v1Gl+5EijybRfTvTvwxhvSywSC4+n8eXXz5eYaa4cZBAdLT+OOy+nTwFtvBZ4Tmc+JE0BWltlWGIud/0eMYNiwYTh58iQOHjyIvn374qWXXgIAjB07Fh06dEBcXBxmzZqFQYMGIS+QL36CIAiCIGyLz46nP/74A0lJSRg/fjzGjBmjh01uTJs2DeHh4cW/7Oxs3bchhRqHy/HjyukvVkXq/XT4cKBxY9cw/zjYyVHxxRfuw2Kpdi+8wLpduxpvj1a4W4EnrSaJVIrkmjVMcwVg14Ndzm+fPsCff7qGc3KUlwkEx5NUeqy38wUSatKzvvmGFQxYssR4e4wgJ4c9e3nBxLZEzokI2PP69ZYyZcrg4YcfLo4o79ChAxISEgAwuYNXXnkFANCuXTvUqlULW7duNctUgiAIgiAISXRTWhgyZAg2b96MjIwM1K5dG6mpqcgvask7nU4kJiaiTp06stPEGDVqFJKTk4t/FcRqMBvEL78oz9OkCdCihfG2GIHaKB67im6/+677MCeuLoYVUniSk1l6HRfNsmUL6545w7pyTqNTp8THL1vGqkzl5zPx6p49gS5dgH//1c1sXcnKEo8G+fJLV7/YcVi92nOccL7kZN9s8wfvvCN/nXLYxYG4Zw9z+kdHKzsr+PA13fjs2wf8848+thnBhQva5n/mGaBRI2NsMRJyPHnP119/jb59+yIjIwN5eXmoWbNm8bR69epZMnqcIAiCIAjCa8fT5cuXcY4nLrN06VJUq1YNVatWRY0aNdC6dWvMmTMHALB48WKEh4ejYcOGstOsxu7d4uOvXfOvHWbz889mW6A/YoFzd9zhfzvUkp4O1K4NVKsGNGjAxp0+7Zr+/PO+CfZyx2P9eibQ/Pjj3q9Lb5xOVzW3ypVd0SD8+/Dtt93nF8J3nq5dK76dQElv2rlTeZ5ALAIgxowZrDt5sjbHk1QFuDZtgMce890uo7j1Vm3zz50LWFweURSlc0mpeOJMnDgR8fHxmDRpkqblzIwcJwiCIAiCAFQ6niIjIxEeHo7k5GT07NkTDRs2RFZWFvr164dmzZqhRYsWmDlzJlasWFEcDh4VFYWoqChERERg8uTJmMWpvypMsxJOJ7B4MXDypHtj1o9BV7rz1FPal+HrlXINwUBHyqloVfgC4lzZeL5z4bfftK2vSCKkGOFHcis1/MaMAUJDPaPOpNpOYk6XBQtc/b16qYtmtCpqioCKHYP4eOC//3Q3x1C4SoN5ecDGjeqXy84GPvsMGDfOGLusSlISq2qoJirOTJRE8q30/LEKU6dOxZIlS7B69WqUK1cO1apVQ0hICM7zhN8SEhJEo8fNjBwnCIIgCIIAAIfTGVhJGZwDzAiEL7sDBgCLFrH++vVdKU2AyxHFLVNYaJ2X5UuXWNpU+fKe07yxsU0b96pwgXDFGHEuzNzv/fuB1q3dbRHbx5QUoFYtz/HCeQ8cAFq2dA137uxeir5WLZeDy2yqVAEuXwaiolgVP4Ddb6mpwO23u+bjzk9eHrv+lTh40DNN1mrX9r59zInQubP7+Hr1mL5c+/askt3AgWw8d54vXfLUCeKmCfexsBAYORJ47jngnnt03wWfePFF4NdfPa/P3FyXUwqQv9+jopjzfM4c6WNgNiNGMOdxYiJQtSobx9mYlQVUquS+j8L/H264Wzem2dakCXD0qF9M14Ta53JBgW8RnHIY+Q5hFNOmTcOff/6JDRs2oEqVKsXjhw4dinr16uHTTz/Fnj170K9fPyQkJKAU/+YQIRCPAUEQBGED5ha9CAyy2IsYoRpf3iEMerWzB3wtEL7TiYOvIxIUBHz7rfE2qaFqVdZQ0Qu+0ykQsKM+iNpCRWozMIQpPfxGPWAdJyrgit7hp+fk5wM7dsjPr4SViwIsWcIcY23aeDqdACAhAYiJYfvw9NOe0+WOwXPPuQ/v2cOeXe3b+2SyIfz6K+sKr0/OsXjokPJ5jIxkQvNHjuhvn7ccOcLusRdfZMMzZ7IoLc6xytG6NXMg8qNOxdizh10Pqals+Ngx/W3WEyXxdCs9f8wmOTkZo0ePxuXLl9G1a1e0bNkS7Ytu1ilTpmDnzp1o1KgRhg4dijlz5ig6nQiCIAiCIMwgxGwDrIyUQC0HX9AYAF5/HXjtNePsUcLpdDldjHS+3Lhh7QpgdtTgUusUyMwEYmOBiAj5+ZQ0VlJSWOO1SRN12zUSzonCb4zGx4unjTqd6qNZnn3Wd9uMon9/5Xn4DpeoKGDDBtcwX9Pq1Cn3CLDZs4E//nANc2L1VmLVKuCRR+Tn+f13dWmHHM2aufrV3CN6M3s2+4Dx8cfA4MFs3K+/uqd9/vWX+zJcxUr+uQU8n8FWi1RTQun/iRxPLsLDwyEVmB4aGop169b52SKCIAiCIAjtUMQTD2GVMyWs9AUdALp3d08/MYqnn2Zf1g8cYA3c6dNd4s/+JDeXOUhCQ1kECIfaan12ZO5c4M47ledTk8Zy992+26MHYtE7Yg6xCRPYfmVmer+tbt2Ajz7yfnk9UOs44zu5X3nFlRYMMMcER8OGgETRUADWFCJXcjoB2pxOQu68E1i61PvlveG554BPPmH9Wo+58JooV07dcklJ1ksrBICrV822gCAIgiAIgvAn5HjiofUrq5UEXPPymLaHHIsX67Ot5cuZBlCrVkw35a23gLZt/Z/iVr8+EB7OnF7167vGZ2QYsz2hIDcAnD2rPg3On6SnA199JR3NovZaf+89YNYsc/We1DbSP/yQdb/5xvttbd4MjB/v/fLe8OefTPCc2089HEFchBM/skkKKzom/IG/Kjf+95+nM1jNMU9KcvV7c02uWsUcjpMns+HNm31zyhIEQRAEQRCEt5DjiYdWMVMrpXSFh8tPv3aNiaXrDRfplJTEnBT+hF/pjY9SxSRv4VJiuHSus2eZyLMaIWt/07IlMGqUdPU2telVkycDL7zAri8uSqGwkEW7+StSRizVTo6LF42zxQgGDwbWrgUuXGDDejiC2rZl3SFDxKf/8w+LVAQ8zyOvSBahA6++ylL7+KiJluWio7xl61bWXbKEbb9bN6BaNWtqeREEQRAEQRD2hhxPPLQ4nubO9dTdMBOlVDejqievWuXq93fqihRGikZ/+CFQsSJrwJ06Zdx2fIVzyp07Jx6J5k10WlYW6377LYt285eYvlbHE9fgDjT4FTJ95dw5lyNLjMceY5GKgLuja948ICxM2mFpN0JCWGSgkezb5zlOzX/NrFm+bZd/XjnRcQDYvdu39XoLP/2TIAiCIAiCKFmQ44mHkuAyn2eeUZ4nOpqlgJ09671NVoffyI+L8992pVJPzp4FRo82brsTJrDqU5cumauNwxePlmP6dNa4FlKvnvZtco3ljRtZd8YM7evwBq3HOT7eGDuMRk/HEwB8+qn2ZVauZF1+RU+jSUxk+z5liv+2yVFQwCIDjULsXKam6nOO335bfvrx46wbE2O+jpfTCQwaZK4NBEEQBEEQhHmQ44mH3ppNr77KRK9/+knf9VqZRYv8oxkjJQDtT+eXmdo4c+eqmy87W3y8LyL0nFPCX8daT+0jK3PzJosK0Ws/1WqP8aPftEaX6cHYse5ds+6r9HQm0i4XKaaV5GTPcbVq6bNuYVVVIStWuPqNSLOWY+9e4PPPXcO//WadiFiCIAiCIAjC/5DjiccTT+iznpwc9hX99Gk2rFU7Sm/8KX795JPAxIn+254QM50TubnG6UsJ+e8//2yHj94ROVrxZ6rOv//6P1Kxbl1WrUyv46smXe7aNWD4cNewGY4nYdrnzp3+2zaf998HoqKAMWP0W6dVhNv9LSreti3w8ceu/8B33vHv9gmCIAiCIAhrQY4nHh07MqeRr5Qty3RDOPFxfzbihDz/vP/Frxcu9O/2+ChV9jOSNm2AGjX809j87jvjtyHE6Ov4zBl3gW3hvehNCfbQUO9s6djRu3RErYjpC/nTWTF0qPv2OMfT8uUsSubmTeNt4F9XW7YAO3YYv00hGRnAlSusXypK0E7s3++f7XAfPYyqNEoQBEEQBEEEBuR4EnDLLfqv06gG+/ffs3XLCUX/9pvyelav1s2kYnbtUq9DJMeBAyz6hE9KivT8XOlwf8CJbXNwlar0dhxYJWrCaMdTgwZAzZqsPyiIOXD37nVN1xrl1a2bvmlTRsBVluMTFeW/7S9a5J52uW0b6xYUAIsXG/NsEHLpkqu/a1d9I47UctttxjjM1dy70dH6b1eJ1q39sx0zP7oQBEEQBEEQ1oEcT37k2DHg2Wf105J69VXW5bRRhKiNEOneXR97OA4dAjp1AsaN831drVqx6BN+A84qFbeSkvyzHb3FsidN8m45sUakEU6x9etd/XwdG60aMc8/Lz7+ttu0rScvD3jjDeDECW3LqUEsrc7faUmxsa5+oaNOjwhQJcxwvFiJzp3NtsA41qxxRf6qpW9fY2whCIIgCIIgzIMcT37g1CnWfewxYM4c4I8/9F3/1Kni4ytWVLe8WNUzPRAra+9t6k5hocthd/Gi9zbpCb8aFpemA+jjjMnPB/r3B3r31t/h8fjj+q3LCMfTQw+5+ufN8349UtpqWqu9LVoEfPMN0LOn97ZIISY+bSX+9z/91ym8ZvQu6uArixfrp1PnT309f3H1KkuLVcMbbwAVKmhb/+23a7eJIAiCIAiCsDbkePIDc+awbloa61rFccLBRbJojQRR4vBh9+G//gLKlGFfwbXy9ttA+fKs9LoVq5vxo3T0cMZ06gQsWcKO1WOP+b4+PuXKebecVMRTQQFLiZTa73PnpLW3nE7ghRdclfL0RMqePn3Ur+Oee4DLl1l/SdSp2b+f/Y4f12d9GzYwh+APP+izPqP44APflj9/nnXVVp80A2+fo40bs7RYsfsrIcH1P+ctRqS7EwRBEARBEOZCjiedkUsr4FLfPvqIabto0U/JymINf6US2t6Sm8s0o/Tk0iX31J3Zs1nXm8YYp4VTt650g+nHH92H77hD+3a8hV+uXA/H0549vq9DCj3F5p1OYPx4lhIpFZ10xx1Mb0ns3khLA2bN0t+5BrBIJSFOJ7uG1LJnjyultaTq1bRuDTRpos+6HnyQdYcPB37/3bt1NGigjy1KOJ3Aa69p17n66ScgLAxYsMB6Hxn4BAd7d99xGntiz7n69b0X9OcoU8a35QmCIAiCIAjrQY4nnZESbeVHxADAW28BDz+sfr1cFaK335ZOrfOFUqVYionefPaZy1HEOd7i4nxbp5SDLDLSfbhVK9+24y18sWQtpKUB8+fra4sYfDFpX3E6gbVrWX9MjPg8nE6QWNqRkREhWjWhlHA42LV8zz2sn0uvvH4dmDBB2smQkADs3Ok5fuVKfe0zgsqVjVv30KGez0U16Hn9ypGRwapHanlOAyxSEWD3hVzhBysgF2m4fj1w8KDyOvROt6WIJ6aO3aoAACAASURBVIIgCIIgCPtBjicRuDQJb+AL9fLh69bw+fBD5XVmZwPvvusafucdY3RR7r5b/3V+/z0wbRrr37KFdYVV6oyiTh3lebhGop6EhnpXrrxnT+D//k/cSaEn3kY8vfyyZyMzP99VvTA4WH55sYghvk6W1bl6le0jF402bBjrfv01u4+HDxdfrn594N57PcdrSfkzCy7N0FuSk+VTuqSeixxix9TbVFGt8O1OTPRuOb2jSP3JQw8BLVtKT3c6WTRYUJC+zyw9IzIJwhI4C4G4H4AcH/NQCYIgCCKAIceTCJUq+W9bv/2mPM/UqZ6pV+3b628Lf79r1/ac7q0I+f/+B9y44d2yvjB+PLBxo2v4tdc85zGqEctPidy/H/jkE+nIgNxcFm124AAbFlYW0xtvG3bLlgF797qPW77cFdXBOZ769xd3qHKOJ18cu1p49FHg44+NW/+yZaybmcm6Z8/Kz2+EELs/+eADFm20YgWLJnM4pEWmL11i02vXZtGd3sI5rfkoOTj1gn++tKRncs+6WbP0tccsatdm0WlCnE7Xc+7ee/Wr8kmpdoTtSFoC7BkObO9vtiUEQRAEYRrkeBJBrmFTq5a+20pJUW6QiqVuHTmirx2AezUhsYbW/fd7t970dM/KRn/9BYwbJz7/7Nms0aolykCMsmWZttB997FhsYibHj1824YUf/7JHDJZWSz9ctw44Ngx8Xm//NJdI4pfIc8IfElV4jR6OJ5+Gti3j/Vv3Aj89x+LIpswwXNZh4NVdAwL817fRwsPPyyd+irG8uXa1s+lEHKpr1zklxRVq7oPa32WrFihbX69mTiR7eMbbwCDBrFxYjpagHv05J9/er9NMSeErxpCahHeh5mZQNOmns5XIb5Gifkbpes2OVn6fuVHd+lVLZNS7QjbwUU6XdGpSgPhX5KXAVk6lxcmCIIogZDjSQQ5x9OLL+q/PTHtm+ho1tDMzWWl3P0BX8skKspzui8pEMJ0m6eeYlFAL77o6RwYMYJ1v/7a++2pxcjoiW7dgO7dXcNSpdWPHnUfVoqc8RVfRLLlGtUxMUCHDvLLc84do/WNIiPZtaXl/D76qPbt8NNGk5Pl57182TenRNmy3i+rJ6dPu6J6pHStUlNd/XqLsr/8sr7rkyIiwn34s8/Yvdq2LRu+ft3lnHI6ga++YvduVpZ/7NMLLf8vnLMVYI5m/kcTJYecGMKCEID/HIsE4T8CPNy1pLOtH7CysdlWEARBBDzkeBIhSOaoGJEuM3Cg+/CpU0DnzqwhLKex4S39JaK9+Y10sSpWb7+tvy2//spS0fLyXLpVnJNKLM1GLb7YeuoUULOm98tzbNvm3hjjN8C5fWze3DMi5JNPfN+2EC2pQkbC7bfcPaYHP/zAIrvUloz3NiWvY0dXf3o60Lu3q+oX4Pm8qFKFRX1lZgLnzmnb1gMPsOv6ttu8s9UI5Kp4cnDXvVJkjVqUHHxGIdxupUqu9ORNm5heWffuvkdq+pspU1yFHzikHKQTJ7r6e/UCdu/2bdti9yel2hG2o/iPoISWRiUIgiAIkONJE0FBwBNP6L9eYfWthg1d/ccNiMyWSrVSig6pUkV/Wzjq1AHKl2f9vjr32rcHJk3yfvkGDVhKjd7cvMm6P/3EjvXJk8Dhw/pvh4OvafXTT57T/a1Bc+WKS6tswQKXNpKRiO23kJkzgU8/1Wd7a9YA4eGua3jzZs95hgwBqlXTvu6gIOCLL4AWLXyzUU/URDOlpzOnsrfVHoWYlYolJqzPwTmlTp0y1gZhqqsepKWx1MmEBHaOHn3UpV8mRFiRlF/kIjxc+7bFHE/+qlpIEP6HHE8BR6CLM5ZUnE6gIEd5PoIg/Ao5njQQFOSugxSoSL3YK0WhGPn/ywlOx8ayKn6+0KqV90LoHFJpcb7QrRvrfvQR665dq/82+HCOPCmGDnWPDBMTlPeV9etd/eHh7lEjetxLzz8vP71dO+V1vPaa/ulgXIP89Gnf1xUc7H7vRUb6vk69UHvcXnlFv3tKKiKmc2d91i+F3PNPrePS16IQSve0t6xYwaovVq3K+sXExAFXIQExvLmHxI4pVbWzKU4ncCW2hDbkS+I+2wU6dwHJ0nBgQVkg34TKRgRBSKLK8TRy5EjUq1cPDocDB4pKb+Xk5KBfv36IiIhAixYt8OCDDyI+Pr54mbS0NPTq1QuNGjVC06ZNsW3bNlXTrIyR6UGHD7MqbHqWpZbC2zQyf7wvtmrl+zqEkVucsLlUg/X99z3H5eb6boeQGjWAXbtcVetO6KBVeddd0tP4jVSHg6X9CSNw7rzT1a+3U3X1alaSXYocHT5GiVXP42OUeLwSeqWVAZ6N/SefNKaqpR7k5Iif1y1b9BPdlop4Msopw8FPoRSiNr3Om9TpOnVc/XrcM77A1zQT4s01z4/827EDeO454x2IhEnEzgRW3Amctkm5R2/Q+wsHQRDi3CjSMri037f12MVRHj0QOPY/s61w5/wm4KLMSwVhS1S5UgYMGIDo6GjUFQjFDBs2DCdPnsTBgwfRt29fvPTSS8XTxo4diw4dOiAuLg6zZs3CoEGDkFf0yVtumpUJCvJ8BuklhNq8OYuEufdefdYnh9xzdNQolgZlFvzUDW8ROgh/+IGlN40d6z6ec7r83/95rsMIba0zZ4BOnVzD33/v+zrlnEX8hnhQEBNxf+AB93mef97VsNXbsfrXX/quT4zy5T2dtc2bu/rNes+vXJl19biexRCrGmgGwuNbrpy4CHpSknulO2+JiZF2IFev7vv65eDSRIVcvapeS0zN9fDLL+7DXbu6+p9+Wt12jCIpSXoaX1BeLc2ase5LL7Fn4++/G1vwgTCR1HWse0Ek/9jq5F0BNvcGMiQeAoqQxpPppEUDJ77SvpxdHA8lFadMmK4SG7sDK3V4cbECiQuBA2PMtsKdTd2BdR2V5yNshaqmZpcuXRAuEHAoU6YMHn74YTiKWh4dOnRAQkJC8fSFCxfilVdeAQC0a9cOtWrVwtatWxWnWRlhw/y226wl9KuGM2fcG0nCynFffskqzokRKP+/wvNUty7w22/s6zr/fHG+TjE9J6tUEFMiOJgJPP/wg+e0cuXc55Na/rHHWL/eThq1jXFfqFiRCXzXqOEaVxSU6cGuXcbbI4SLbvMFvuYbh1U+nCcmukdkGf2MaNXK3fHUpo2r/+WXgUceMXb7HPz93LRJ/XKzZyvPc8cd7sP8e9dM4e30dP3X2aQJS78Vq6JKEJbhzBwgdQ2w5WHlecUgcXHz2dAZ2DcqcF5kzaIwD3D64eXNLLJPA+u7AFfilOe9sAm4IiG0mzAfODlDX9sI/1NgQHoLIYtuMQ5ff/01+vbtCwDIyMhAXl4eavJyuurVq4fExETZaVYnKMi9wRcUBLzzjnn2eEO9eu7/uyNHmmaKYchF7nz2matfLvogUN5NHA7mYOKn43CocTwBwFtvMefGV158DJTj99/1XZ8YnIOQn8Yl5ZTp0MF4e/h89517FTBvERNI559bPidPMrF0f7F0KdNTO3QI+O8/47cXFOTufBk92tXfpIlvRQW08Pjjrv4dO/Rdd8OGQNu2ruHx4139/NRYKXr31tcejg8+MGa9t99ufJVLgvCNAHkhIJTR/NWmhJ37+aWBNSrEMQOFUpXchw9+AKRvBw6869t6d/4fsNeGDaiSRPpOYMEtwKlfzbakRKHL697EiRMRHx+PSQa89U+bNg3h4eHFv2xflad9wOFwd0g4HCyFK9BQ61SJifFuOX+yerXnOLmUD35kDKf9xOe771i3Z0/f7LIC/FQ7uUpgDRqwalVqhLitwNSpnuOkHDFmRgbxqwr6gpjTUGx/33sPiIjQb7taaNFCf8eeVGob3/HEP7/VqjHHTOPGnulqesOv+vbFF/qu+/bbmdYRwK71sDDXtJYtlTWQVq70jGTVAzUVIglCGQu+SKjlZoa6+TJigO0DeMLGRftslVBVQpzCPGBbP+D8Rt7IAL5eveXSPrMt0I/Slc22gLAqyX+zbuy3QPoOdv8ThuOz42nq1KlYsmQJVq9ejXJFraFq1aohJCQE57lSZQASEhJQp04d2WlijBo1CsnJycW/CmLeAgOYNk18/K23uvp9rZxmBEINHzHUOpD4aSyAvJC1WfTq5Tlu/nzp+fv2ZSk5PXqw6k388QATbgYCz/Ekdk75jifhuQxkRo3yHCclXG3XSIqSUPmLi/rhUkE5+E5U4XVfujRw7BjwwguuioeBkg79+uvA30XvQa+9xiLI3nzTc75//pFfj8NhbkqeHBs2mG0BYRq2cLo4gZuZyrNt6g4kLQaSFrmWA2DrVLszfwIpK822Qpmr8UCaREGj9GggeRmwqQcw1wEc+ti/thEGYON7jvAN7gXy0j5g/X3AoU/MtaeE4FOzbNq0aZg3bx7Wr1+PypXdvcpPPvkkfigSntmzZw9SUlJw//33K06zCvfcIz6eH2nAVWDzRyU6NUyaxKqW/fija5xYtIS3kUt8p1ugUqoUOz7r17unrSxZwjRMxBqpZoqtK8GlGomd0wYNXP12csCItV+EwvEcUvs9aBDrCp0agQLf6d2okXl2+AN+dBHg7nhq0ICliorp0v36K6tOaYQ2kbdUqsRE/sVo0wbo14/1BwWx/yDu+b1/P3Oocevo319+O1266GOv3vD1q4xKCSQsihVDptWSzsunvaFCRT/vCutmHWXdkqDxtGswsLWP2VYo808jYINEe+PcGvfhI58H7nV7YjpznhV4WQo1J01fewhrUMgT5dw9HFham4078D5w5aR5dulFbhaQr7Kqj1DLLD1af3sID1Q1RyMjIxEeHo7k5GT07NkTDRs2RHJyMkaPHo3Lly+ja9euaNmyJdrzanxPmTIFO3fuRKNGjTB06FDMmTMHpUqVUpxmZapUcR/mGv0dLSLK//rr7sOVKrmXuOa0QuzkhNCLoCDpyIj77vOvLVp48EHW5dLkpkxxTYuIAN5+G9i+3f92GQU/VZIvAC8V6ad0rQfCO2XVqp7j+A7l2rVZV0oQ3w7CzadOAbt3s35+tFf79iw6Vco5bLW/lVGjWArze+95TuM+ZIjRsiVLIeR44QX36SEhTHeKczhFRPhuqxHwv0/1CYA2KmEEAeZ8uZkJnJ3HG6HhT+PCFvdlAiHqK3UdcE5Ew8DuZJ8Gjlus3Lwv7HuLdS9qEF/kvxCt6yQ9HxG4LOWVwo7/AbieDKSuBo5NAjY8YJpZurGoMrCoivJ8OemuDwNauHEBWNuRpVMTXqEqWSxKouXilGm1hYaGYt26dZqnWZHTp1mDQSgUbLV0F2Ejmzs9Fy+ykt/16rHhsWOB6dPVrbNqVSBTRWS5GfD06Q0lEN4Va9RgVeQcDmBMUcVUh0N//Rmz4SKbjh51d0KJVX4DAsfJGh7OqnuJcbdINV++42nePODzz92FtjmyspiWWWQkGz51yrNqWiDQoIErgs9qziQtNG/O7suJEz2F0LWkMgtTgTMzrR2ReuAA+7/kO54C4blqBUaOHInly5fj7Nmz2L9/P1q2bAkAiIuLw5AhQ3Dx4kVUqlQJv/32G+4We1hYheITHgDefj65l8y2wH8cnwrsL6qYM0iH85R/A8jYDdToYv0bXjKF0oTrNecicH4dUPf//HvcUnh53Nmn/Lddwn/kiJRa5iKEcs57TvMFZyHg0PgSfnImUHADaOJD5a7CXHYPlZHRWVhSw3Ncuoqv9McmARn/siqZA28oz094ECDNMnOpX59pb3BfnLdtY+KvvAAvSyD1/1StmsvpBAChoUBeHktDUcIMoWK1bN3qn+1Y7X1p+XLx8Vaz0wjeeIN1mzRxj1CTckIqOZ6Ex+z228XnM5q4OCA2Vv38/FS7GjWAGTPEBcfLl3c/Bvz0SyvDRXGJEciOJ34EqhAtTlK+43H+fE+nk8NhLQdjixbuEVsA+18ilBkwYACio6NRt25dt/GRkZEYNmwYYmNjMWbMGAwdOtQcA+1O4U3BCG8cEQHibNvPa+zl6JCjvHsYsPEBIHWN4qySFOQCWx4VCH4bgNQLVIEJjcvt/YCdzwDn1+uwMg3XXvYZHbZHBBxqGw95V4A9r7MoKSX2vArMC9ae6rl3hO8VBwFgSXXf1yHGyaLKLd6msBLkeJJCrgpY586sVLxciXoz0OJ4CAlR14ATpnT8+6/78Ho9/he9RCrKxe5IVXDTk30WLWoi1TgvKBAff/fdwCOPeOoESSGW1uYPypTRptUUFgY884xLjFoKqeNideScMIHseJITOvc2Om/gQM9xDgeLCrQySjpVBKNLly4IDw93G5eWloaYmBgMHjwYANC/f38kJSUhPj7eDBMDi4v/AntHqc+zFs7n9OGhej0ZuJbk/fL+RI2WlRIXipxFV+O8X0faVuDcCib4LYbTqdMxlXiBXmyChzyjqKSrWHSKVpwyXzvUUpALxH4H5EpUcQkobPSFNmUFsPJul6acWgqFzzCVx+T4l0Dct8C/LyrPG/c96+rhwCZsBTmeJGjTBvjgA5YiEChwjicuBdCI1AvhOntIvAv4A25/5bRRfIGrBGflFBaj4AuvW4Fly1iVLymkHCzBwax6oVoR8UBJzXM4gDlzXGLUUnARNmfPAjt2yM9rJT76SHpaIDueCnlalomJrgg+wPiIxS5dWLSuP5HTmrLah5tAIikpCWFhYQgpCn10OByoU6cOEhMTTbZMBKGAK59rSUCBMKLIYNZ1BE5+5anv4SyUcEYJxp1QqVPgtgreOv4dqn15o0nfCVw/5z5Oa4qMGLqIqis4CA9/BiyrA5z3sWSm1P7yr9/sBN+2oRqVTtHCAiBmJHD5sPQ88T9KTxMi9Sd0/Asg5jUWxRIIyD5TJI5t7iVtelhWYOujQNYxIFVjBMAJQdl2YfSOs5BpngnhHFx5Wdq2Zxa5l4CldYGkpe7jtYioJ/4FXNGQjkAoEiDNLP/jcDAx7hYtzLZEPdx/xsCBwIsvAmvX6r+NJk2U5wkLY1FhRsPt7/r1wGoDtDB37GCNw/LlgYoV9V+/L3zwAfDdd8at32ppe489Jl1pEnA5B9Wmhr77LisW8OGH7uMDxfGkBCc2zzlp6tQBOgWIVmhBAXt+SWEXx1Pt2kxr75NPmL6T1nsuORm4IPNBXLi+vn3981zmc/KkZ1t+3jzgjz/8a0dJZ9q0aQgPDy/+ZWdn+2fD5zexdIuUlZ7TcrOYw8AsQVuhQ2xZfWBVM+XlLu7SshFBF9bTjCrMB9bfCyyrK5igx0sAd4x9WJfwAZKbxRNtB5A4n3XTff2yosLG5fWBKz5Eb2kl7wrb/7Tt4s6U1DVA7Axg3b3S67h21nc7DhW9KLmJ7HtBYQFzXhktzBzzuvI8AEvfjB7I7FrbAVjXAbihUecoECrUCEnb4j58M8N9+NAnwPI7RIoMcEUS/PSinHUM2PEMkHdVed7CAs9nesoq4HoiEP2k+/gElddxXjYQ/RSwwmJf4gMcmzSzSi58hwjXaC5TBvj5Z3FRYiMQlis/d46J6PqLatWAXr30X+8tt8hrzfibsDDWvesu5hQdPty4bVnN8aRESAhr1M+cqW7+Fi2YIDPnoOEwY7/lGuFFOsKa2bGD3ZeB6KRRcv6VKQNMnuw/jTc94aIo+Xz6KXD8uPZr7/bb3QX2hfDX98cfnlVPzeLpp4FnnzXbisCmdu3aSE1NRX5RSKPT6URiYiLq1KkjOv+oUaOQnJxc/KtQoYJ/DD39K+vGixSoyS0Sc84oyt9PmAscmeAfuwD3G+RqPGug8KOgctKAJTWBFIGo4vWitC6nE4gZwb6IS26jKKzPLULAYn+umUVOAGFKlp4RTz79sQoa9lt6Axu7ApePsGEueuHcKh+2Aag+L9l+TGeNeZ05fTZ0cdff4uAiVfJVNMxVodO1mX+DOQ2cTuDIeFdEVvp2loK1VvDilfiX9qgdOfjXwrI6LvFsAG77uKkHkLgQuHwAuFoU1SKWTnjsC7ZPWvFIaTMIpfsrVxChdG6VuzNHGMGUvIR1Lwq0VZzeOJJ9cMxtfwI4Oxc49YvyvH+HAv8IHES7BheZIHi2XTmmbvuFKoSQzeL8RvGotACAHE8BzpQprn6znAW33Qa8+aY52y5JfP89q1JmlgC21dHj+vdnFcChQ4GMDPlGOD8VSwulSsnrCQnp0sW77egF50RVq7E1Zox3Nk+cCAwYoH05Xxg3ztVfqZJ/t83x7LPWq8JKeE+NGjXQunVrzJkzBwCwePFihIeHo2EgCx/ufMYVWWEUe/ghsbw/jH9EBPaSlzGNnYMfuI/nxKYPfwbEzmRfxAsldHTqPcO6R3klkfOygLkO4MTXms03hHUdxcfrEtWgItUuLRrIv6ZiHUVwEWebH3Ifn7Hb1Z+dACQtAa5pSD1V+wLh74g1zml7YbPIRIk0Vqnr0V9seZhpD6WsAA59BKwq+hJdmCc+f/RTnufTJwTXTOy3CrPzjqPYdXDgXZaeq2ZbHBf/A+aHqI+uMZILIsL8wnQ7PpzDOHOfIL2UF8F5+DPgalHlw2tJwIJy7JmZly19nrWSVxSZq0ZX72aGeqcw/1khx5Hx6uYzgsRF4s5mjk09WFRaAEKOpwDnId6z2gjHk9oo0vr1vVvOG6ZMAZJEtCQ5IXQtDW618IWftYhA60mFCsan/I0dy6oeyonr25lu3fy3rVmz5B0tEyYw55Q/MDt66PnnWXfIEGPW36IFq3z43nv+j4zn+wL8mcppdtTijxqkRQhpIiMjER4ejuTkZPTs2bPYuRQVFYWoqChERERg8uTJmDVrlsmWiuCm8SNzQR4Yq25dOWm+2RPHz0/38QY5zfsKn7nX1c+3MaS853Jcmfp9bzJdpeNTmYPkejKLYIl5wyJfsnkPq4JcYGtfz8pyYpWd3B6wChFP6btYWfLop6XNuCQhtConfv7PHcD2/ix9UHWkisrrQU5PSQynk4kxp6xkx0vuD+jYFBGtKhm7pNb1V0XleQpyWZqZW4qiD/fE6d+YQ/V6iiuVi7vW/Y0w5UpMkyiZp/vjdowkjsHBD7Q59JIWse5JLzThtJKdIF+RUCyS9DqvESXlZD63gqWXcnDH6eIu4PCnLsH/pEXMIb+tH/DXre4OEa3C524UnUeHjCBkXjaworH0dA4151hI+nZ187ltp5B9aLjqY2Rk9JPsv0F0GwGY3smDHE8G07ev/7ZlREODX7Zdy7aFKUx6MmwYICjyAwDo04d1H31U/22+w3M880Wa/amZ0rWr8duYNAk4f56dT7PbMUY4EAOJ8iJtlkDi/vvVz9uuHXMmT5X4n/WV/fuBlBRj1q3EHUXvYDVr+ne7ap/dRuHv/bUrUVFRSE5ORn5+Pi5cuFBcue7OO+/Erl27EBsbi5iYGDRrpkKfyO+IOB7EXpqPTfEcJ2TfKGBJqKvhn7IKuCDwmB/6BEhcrM40xRcmDS/3/IZu9FPql9vWl33VXlYXWFqbNd5jvwG2PaF+HWq5mQGcma2+0cI/PunbWcohv7JcwjxgQVng3Br35fjRS0ri4lyEwrkV0nYcfF+dvXz458NsIeQbqSzldGsfdrzmBUlHhBwYC2x6UDCSO3ZO4PDnwNmFrklCB8uZP5mjrkDC2ZZ3xbXtCxtZmtn6+7TukTj/Fn098kWzTY9KigA87l2l6L19vJQNuXnlooT0JP86i3BTe6/uHw0sbyA93SlyvfHT1+QcO+4rch+8LhFRyHdq+RL9pCa178Jm4MoJ5XWd+R3Y/LBnEQUhp37xzbFzYRNzUm4wMI1ALgJsz6ss2tDCkONJJ+Ik9AafftpYnRX+/WGE46l2bSbAvHOn/HzCbXeUiN72hu7d5bfF0a8fsHEj8K1CVK038COAypRx9fuzSpTaaImPPwbeftv37fGjbfzdiHzvPWCxyvaDneBXEzTqo8bs2e7bEZN7GTnS9+1Eici6iPHDD6wbHm5cRJDD4Vp3rp/T9u+5B9i1Czhl0sdfgjAPHR9iXMpR5j7W3foIsPEB96ibI+OA6AFMvyR1ncIKfX1h4i1fmAvcKFL6F1bLk6uClykQWeacNjcv+mibCNEDgV3PsXQYNfAFvMXOI6ffxUV2iKLgePJL2prKa9Cb6AZvt39a4ase/8+/uJHpBA5/DOwY6JrGv06cTqZps1pQ5pn/wvxXJWB+acF6i5ZV+8IhdPYK4ac7nfhS3To5hPeOEk6neESb0CF35HP59bgVDJB5LogVFpA6bmkK11NhHjuWYjpQ/70MbOwGrG0PXDoovx7RdRcA8T8DNzNZOpxSlJ6S46mg6KVJUvPIx2dpWrTEBB3FzP99HkhdzSK15Oz97yWetpVgPqET7YZIdRdOO+tGKnMgFtxkVfH0rIgppz0V9z3TV7Mw5HjSCTlpBTHh67Jl9dmuP6JCPv9c2ZEkdAbp2Wheu5Zp4Uhtiz++Wzf9ji0f/v6UK+c+TULP1TQ++0x/raJUvT5EqWTiROsdV3/gjwjawYOBE7wPRJxjPC0N+OYbID8f+FoH+ZGyZYFYkSq0rVu7zm3btkBkpO/b0gKXptu2LfDII/7ZZocOns8NsxhvomwBUcI4W1RxTE9B7cx97lpNQuFcANjxNLC5p8B5IkTGprxsgSCxwvLb+gF/1wRy0uHhaNj3lsJ6xNZpwB8Bp/NyXUSnQIy8LCbgfW6N+B9T8ThBMyKDJ0jMOZYuH2LdrBPupcz5DgLF4y1C8j/al5HCG/FojtzL2kqu56QVpY5eZMudmS2z7iIR/uvJrnFc5bUj4zznF5Kx2+Ws5cgSRIisai4fMcNnr4avUnyb1aD1BWj3y8DCcszBwscXx63cF3wpZ7bT6elAyviPdaWicY5NYY7zWJGKOBc2sW7mHmC1FxVmzs5nx2bXs8A/anT/BPt85bj78KX9wP53gVM/a7dFTUTEzkHi47nng65V9CR00fhwz60bJLJzfwAAIABJREFUvOv3ykmX05bjvIggPv+ZtrA8sKgyq4rnlrJYyMT0xVKV1SB0gDoLgbMLxP8LLQg5ngymUOQanz6dNfLOn/dOW+XYMSAvjy1vllitkGrV3If1bEAHB6sXHfYHwcGscc7tY0KCMdtJTWXXz08/Ab/9Zsw2lPjqK2NSF9VgVhqzMD32k0/ch5cvBzYIZRh0gv+88Nf+t27NutWrAyNGsOtbD4KDxfXQ/vc/lzB4rVr6bEsLW7cCzzwDbNrENM2ETJrkPjxOxbu9Vbl0CbgsKNLzwQfi8+oFl/FV0lNlSyzXzrJqcG5iyLzGh9bQbKeTNcy59KHYbwRaTSIPSq6qlZxWkpwdf92qzWGUV3ST3UjxTkvEwybBPsmKb0vgLBT/E1HrOHAWAKuasSpyYhRcF7fNI1UMrvO1sjGw4i53GzmOfwnsHq5N32rbY8rzBEt4/D3Surz4w82/xhqP/zRijUtnIXAlTvnP+9BHLOVuSXW23K7nlFOA+Fo5XMPY7djLbHNNG3eb+CmTAJB1BLiWoK46HudE9IbcTIUZNJ4DLl3s0EdMjFmJzH3AWSWxb5l7tlDCUbCpBxMSF0MqLYqLquHrw+lFTpFjkqv8qMTNdPnpjiDguMjXbO6aUhJvV4NY5BfnQOTrcXnYZqCYJf8ZwTkD+Yg6jpzK85yZw8T097/rnV18rbGbGez47HiaORoDAHI86chHH3mOExNpfuMNlt4SGsp+WmncmOl3cMtevAicNkGLsmdPVz9X1psr/163LusOHAjdMcMhwenthIWxLr9x7nAAR1Q+3zm+VBGBXKECW/dLLxknuqzEm28yR0tJQljy/tNP3YcffRS4TydZBCH8/1CjtsHBRWLWrq1tuUsqsyOkqi8WFjLHLaCfk0sLFSsCc+YAt97qKdb/5pvA6NHu48wW6faFypX9/3Fi/Xpg7lx9062JACL+Z1YNLmaEa9zVOPYDlAV6OWdE0t8s7SHmddYwl15AehK/QXRJ2GD28cYWezA4C93tEUYOKK/Uc1T6DmBhBeDkDNbIOPWLZyqRGAvL+6YzcmCMq5/v9LhxgUXpcF/dz871fhv86IMT04D4H5i+1fouIiLbXiIVyfO38KuHFy+WCysw3SaugXzoE2BFBNPtKq6IpXK9BV5EfGmxeTHvS8DNNPEX6TQDq4wc+oQ1juXw9uU+7jsmxqzEqV+V50nRGkXnFHdKeMwm3DeBk/laIvDvCyyyhnMcacVDU03FcwIQdyq5IfOsvJ4iX01OTUGI60nAgjLS0/V6FnB4o++351XPcTnnPR3lap7NXEqpWOqmkP9eFhnJ/0JdyKoKArwUQWtDjicd+ewz4MABT6eC3DXO11rxlmrVPKvK+YOlPCd0167AL78Aq1ez4XLlWANzri/vJBIUqKisqTc9erDIF6kItbvvdokIq0FMVydQOXsW2LNH//UaqY0mR0uZyOYPi6p9S2kRKTmAlbS3/voL6N2b6QEZKdAPMJF+gEX/aKFyZe+2N71I6qRNG1axr3NnFv1kJkLH11dfeV53YlGrhDShocD//Z/ZVhDmIaLLkXXE5YSRE5IGmMNkU09g+xPMyeIW3aSRS/td/R7aRjpqPHE4C93FrNWIpovBb6Ry4t0HxgCbezNn3NkFyusoyAHSo12aI74QPcDVn3WURekooSbtgy9wzDleLh9kektikVNn5iivs+CmwA6lKJsiVDs9is672HFNXsK6J75kUTiFBeorod3gORucSssU2aqmkcvBPw5Sgs+pa9WvTytiaYG5l4F19+q3jbwr8sdEzVekvW9IT9OihcWRfw1Y25GlMyYuYs5jN1uK1rf7Fab9xY8IFLKmLROuloLTjOOevXp9pZdLdVsqUumJz+ae6iI2Fa95nXA62YcR+ZnUrevQR+4V/NQsezMDOK7hxVcsvdHtGne4riWlyDWLQI4nHXE4WNnuUaOYU6ZhQ+aw4KJ/7MKePSxNhS+y7XAAL7zgLkLNF/TleEPmmQ4Ay5YBr/Icy2IRY2ZU+woKYpEvYqlD3lCvnj7rsQLlyjG9HL2LKoWHA5MnAzExyvPqSZ8+bJu//+4pHs8NC6/rgweZblJpQQq4kKZN5ae3aAGsWgU0UCm34AuPP85Sdnv0UJ5XiDdOsREj2H9+1aps/7Ztk9fG8wdqIq68OT6PFWWACKOnrMygQcB2o/R1iZIDl1oi1eAWOgY8pucA55WEwXnsGc66SUvULwPAZx0l0RQapzZngAcyGk8FN5jmC6AcEcFvcP5VUUa8Vye2D/Act17BoVBwU101Kj5KqSQXd8tHTsii4XqI/Y4dV49VCM+9U0MqlRfXTSHvXgq0Eutb+gCHxwEXeZWLYl4XT7VUm2p6dLJCFURfnc1O5vzhk33G1Z+xB0j8y3OxjH+Z8z36SWBrkXYFF1mV8CerVHhFhSB05l7g6ETp6cVO76L9vKGQvinGebHoLR+PW+x3Lg01b3WIUlaxNFYhQn0vJU7/qnw9+XIvKT3/+ZGH3v4H8f97AjAknxxPBtG3L6t0V6kS+7r/1VdmW6QfbduyCCdvUJN6x08xusZ7Ppw/z6rriTmjrIDw/peqrjdlChARYbw9/oLTcmnSxHPaZ59pW1eLFizih2PMGM/UN6NxONg2n3uOReXw4a5N4blu3pxFL0qll3EoTfc3IRKyBErkaNBE/PVXdt9b8f9RjePpbi8q09avz95dpk7Vvqw/2LHD3SnmdAJ//qkuvfOll4xPAyUCGO7FWy7N7MgE4KpMeoYWuEim7f3FjHHZJLRHTtBZicJ8cZHudIXyv0pwD8mcC/INmLxsV//lI576QMl/uw9vEPyR6U2SSAlaYYWyq4Kynh6VmUQaYVoreq1rr21+b0hdw9ICRRHZh2gRp5wYNzSkVwnFwv3NzUwgYT7740jfpVzpToxzK4GTgoZRdrxnBAk/1ZSPmHZO7iUgQULDKesYEDtDfJoYUg6SS/vcqzGu4L3Mr70HiH6KOUClEEuv2jGQaePphZRWnBo2dfcc5+vL24F3mQh81jEmti1F7mXpaVsfcT/WHP8aoEOy7TFgoYhjWQmnE5qOeW4WMNfBUsLloun2vOoubO927Tuga/EOP0COJz9w661MO4RgERZylC/PKkBx8BuGoaHW1g0RRjE9/DCrCCikSRN1YumB9gFLDCUhY77+zDffsFTVVauMtckXuIqJ3vwPT5oEPPCAruaYhpaIp+efB+bPt6bj6dZblefxxu6LBlRD15NOnbxzimVksGIHK1fqbxNhE6TEdIun5wOHPmTiqnqhVD765DeeosJHx7OX/ov/ad/e4U/Fx18+oH1dbvAeNnHfy2z/Y1f/qmbAUsEXDT1Ld3vg5YtJijDFUqFUOeBdRS9vUaNFA7D0zexT4tN8eWnboUEQddezzCHjvnHvt62VFXcBO/+PpRSu78SqsxkFl/4X/wPrcg30A+95zpshcy+v1PoFScbxu08hlFnJAerNdaJmGalKkz4j9RKkcT/2vyM//XqKtvUZiRqhfT5bHgEWVZHXbdo/xn2Y08aKeR1Y3Uq6AmHc9yxlkUNLRLAFIceTn5FLLVkvUpnRbsjt/8SJQLdu/rNFb2YLPqAGBbk0gfhUreopahxIjBsnnioobKCXL88ch8IUvFGjXP38iltVquhmomGMLCoI5HAA99yjfrmDB4F33jFHTNtbHiyS2BCL+Gnb1nNcIFKzJrBwIfDFF/o+f70pGhEIcA7zihXltdCIEoxPqWZeIteo3B0pX6FOMnpFhqMTxMdLaed4Q8zr8qK62WeAZJ4Q8rVElkJyPcVVZc8Q1DSARa6BBN4LUv4NkapyBqJG5+qEioovSlw7ozyPXlyJdR9Wcvh64IOjitOSUXIkeMte/v0qeLFc1wn4JwI4Od1zOb6mm8/IfHFKXePbqi96ERnJv6ecTuCwyFdtgGnCHRgjPs1b5DSetKD038A/f9dEIkoB9rHg8Dgg7gfgzJ/62KUH51axVMfYmdLzyGk7XT7I0kyX1Wf7KAc/MsyKX3QVIMeTH8nNZTowQo4dY1+Re/Qwrky7VZArn/7ee+weCsD7CIC7vhXg2o+/eCnfzz5r7agtNfTpAyxSUbmWE2UWRvk8KSg+wjlzAsGZwXcYDh6sfrnmzZnTyeFgDso5KjRSzaZ5c9YtJ1KNOlDvUTGefJKJvktpOXmzr3Y6PlKUhH0kvMFiavzxP8pPVxSa1YBH+phWBDfVpgch6SBY3oClhHBk7mONlqXhwBGJRmnxvD400NVEXuSKlD7lax0tLCeeNmMUUg1eb/VmpPBwPBoYhXQtwX348mFjtiNW5t5oTk5n1xk/cq8wH0jbxvSS5Kqo6YbMH5yvTlO10XVu2+NdS+nb3aMeOdK2AVt6e1khUQ6dXAVKVdz4Gm5ZMqXCD3/CtP12aXgJN5K0bcrzqEV4X4vBf55dPio9n0Uhx5MfKVVKPOKhcWOmmwEA3buz5+3160zT6JFH/GujFeCqZnmjrWJFBgxwVbz7/XdXg40TKh8gIQGgJFRtFmr1qbj30xo1XOOWL/ecb/p0lpp0l0wxD7O5fNkzfSoszLt1DR6svZKcGTxdVPn4HZGPmkqpompS2OxMSXDK8P/LzKpASVgQMyKefEFYQl7pa7McYsLCWtg7wnOcVHSVkOuJ6qsaZexmETPeNFrkxI051nZQnscKLKqsnKbpC2I6RHohrBK31oAyuCmrgPleCkH6yrwgYHl9135ejQU23O+/7Rv5J84VRFDL37VYRAwHX+ONz9Hx3tskh9pnkBJ5Ghy9Wx7WZ5v+wJ/XZeIidw2/DZ1F0pitDTmeLErZsixdY9Yssy3Rn9Wr5adXrgwcPQrsUnCOW5GMDFc//38rNpYJpfPHbd/Oqh/+JXhX3bEDSEy0nog650woX96VasdvcApT5bhIJn4Vwkcf9VyvwwFUq6abmYZQqZKnjT17is9rF9q2BQoKPCPUACBfpvJt7drAfj0j3k3gR0GQhBonML/gwlNP6WuPGYzgtYE/+ABISHCfzq9QGldUbOaXX0CUdApumG1ByUSuDLyQPa8AK+4E9kRq307aFuV5/BKRohNn5hjnLBWrfGcV1ERIbQ3AL9/XE822QBlvoiz51fQ0p1X6iFAfjzCH8xtYZUQhlzUWYTAZcjxZnOrVXf2bNrGUvECD0wJ55RXW7dXLPQoG8Iz6adIkMKMmpCJBgoI8U5ZCQ1n1Q4BVbwPYserUiTXerUZKCpCczPqrVQOuXgVu8qr5jh/vXimrUyfWtWv0h5Re0yVBlkEgRy0GCf4hOGdioch7OvesGjvWFeEXqLz8MhO6nzGDPYfUXMMtWrj61RQPsDr8Ig/jxwN167pP5+u81a3LIhxfeMEvphFW5tTPZltAqMVDoNqmyD3Aj00CVrWQnm5XDokIkBI8rPziGmBRpYQ+bHrQbAt0gRxPAcC5c8C+feyLOpeSF0hs3cqier791jVOjUZQSULYwLcit94K3M4rnlOhgvv7XNWq6ipl2aFaHyB9zioLqsUuFqk0HWgMKapY27+oYvkTTzDn8Pz5rnlmzWIi3YH4jBKjRQvg9ddZP+dElSMQCwZ8/jkwT+JjpsMBHD/OIjClphMEQQQ8cnoyRMnj8lHgxjmzrZAm0NKZCYMReRm7cd7/ZqjEpORdQgthYd7ryViBihU9I5o6d3YftoszgmDpdP/8AzRowIZb2PRjolpnodVSJr0hKoqlXrVpw4bLlWPpsIBLC6p69cCO7pJj+HBg82azrdAfsaqbHA6HvO5aoEe1EQRRQtgoUTmCIMRY1dRsC+QhxxPBJ0fEyXQ9GShb03O8BVDVdBo5ciTq1asHh8OBAwcOKI4HgLi4OHTq1AkRERFo164djh49qmoaQdgFLREBdooeWLCAafw0a8aGOe2bkCI3t1ALKlCx0zlT4pZbXE6nkohYWqXQEcV3nleqZKw9RsJV51RymAqreBIEQViSzD1mW0AQ+uGNNhtRwrBuNIcqx9OAAQMQHR2NugKRB6nxABAZGYlhw4YhNjYWY8aMwdChQ1VNI0omFPFkH8qWdel6cWRlAVeusH4rV6/TghrH0/vvG2+H2QwcyLp8zR+7ITzXXboADzzgOd+lS0BMDHDbbX4xyxA2bQLeeku8EICQ06eBkyeNt4kgCIIgCAA3M5TnIUo22WfMtkASVY6nLl26IDw8XPX4tLQ0xMTEYPDgwQCA/v37IykpCfHx8bLTiJIFPy3nzTfNs8MotETEcGlpQoeNXahYkTmkOGrXBl580Tx79CA4GGjdGpg0SXqeCTpVobUy8+YBmZmeBQPsBL/IQ0aGK9qJcz61a8eqvFWuHPiRYY0bA9OmuSIU5ahfH4iIMN4mgiAIgiAIQgUWLvJhiMZTUlISwsLCEFL05upwOFCnTh0kJiaiUqVKktMaNmxohDmERVm2jFVJEwmYK3EMHcrEuu2qkSMkMQAq3irhcAB795pthfk4HPZJn5Ti3ntd/ZUru/S91qxhxR/q1zfHLoIgCIIgCIIoxsIFEyxfS2vatGkIDw8v/mVnZ5ttEqETwcHkdOIIDmYpSxUqmG0JoQc9ewZ2uhXhjsMBjB0LLF/uLip/yy3kdCIIgiAIgiAswo1Usy2QxJCIp9q1ayM1NRX5+fkICQmB0+lEYmIi6tSpg4oVK0pOE2PUqFEYNWpU8bBYah9BEISVWLOGdMvshlxKJUEQBEEQBEEQ0hgS8VSjRg20bt0ac+bMAQAsXrwY4eHhaNiwoew0grATJanqGeEJnX+CIAiCIAiCIAiVjqfIyEiEh4cjOTkZPXv2LHYSSY0HgKioKERFRSEiIgKTJ0/GrFmzVE0jCIIgCIIgCIIgCIIg7IHD6QyshBDO0UUQVoWLdElNBWrWNNcWgiAIwgW9Qxh8DOZSqCdBEARBmMog49w7vrxDWF5cnCAIgiAIgiAIgiAIgghMyPFEEARBEARBEARBEARBGAI5ngiCIAiCIAiCIAiCIAhDIMcTQRgEVTUjCIIgSgyFeWZbQBAEQRCERSHHE0EQBEEQRAASFxeHTp06ISIiAu3atcPRo0fNM6Yw37xtEwRBEARhacjxRBAGQRFPBEEQhJFERkZi2LBhiI2NxZgxYzB06FDzjHEEm7dtgiAIgiAsDTmeCIIgCIIgAoy0tDTExMRg8ODBAID+/fsjKSkJ8fHx5hhEjieCIAiCICQgxxNBGARFPBEEQRBGkZSUhLCwMISEhAAAHA4H6tSpg8TERHMMctArJUEQBEEQ4oSYbQBB2I0XXwR++QWoVMlsSwiCIIiSzrRp0zBt2rTi4ezsbGM25M3XlgfWAGf+AM7O1d8erYQ/DoR2Zfbc1gmI/Qao8yRw30LXPJePFImoFwK7I4Euy4Fjk4DYmUCDF4AyoUCd/sD5TcBtHYDcTKB0NaDc7UDc90D1e4HLh4FDHwGPxrNjln0G2PUccOMc0PgdoNbDwNV4IKg0kLYVqNUbSI8GricDt3UE9r/taXvdQcCtjYBb72DravIe0PwzIDcLWFKdzdN9E5C6Drh0AKh4F3ByOtvnllOAq7FA+nag/nNAXjZQcB04/gUQ3g+o1BSo0ACIfhJoPg64GgdcTwHqPwtkHWH91TsBZcKAMjWA1LVA4gLAEQKUqgic/AZw5gN3fwg0fAk48jlw6hdmU8RIoOkHwPb+QGh3IO8yULkZcHYhEFIWuLAF6DQX2D0MqPcMcPx/bD3hjwHr7wMKc4Euy4CEuWybpasAuZeAB3eyaYc/BdK2sG0NuAysvxcoVxtIXQO0+RqI+w64cpJNr/kg0HWt6zouzGO6ZSFl2fDZhUCpW4GcC4CzAPjvJaDRcKDtTCBtG7CxK9BrL1ClFTCvyAnrCGHHNz8bqNqWHdPb+wCnZwFtpgMH3gMyY4AKd7B5gssCYb3YsT3xFTt+Ea8BWx8DbqSwdZYNA26kel4DTT8GLmwEGkYC5zcCNToDB8YC5esDVVqwdVZtAxz6BAgpz7ZVpSVw6id2/UQPAO5fAQSXYbZeSwBCKrBrCgBO/cqueWc+8OQVNi3rKLuey1Rn18m5lcC5VUDSEnZtJf/tsi+0K1CQAzR4HoCTrYuj90EgaRG7NvhUu4ftT7V2wKrm7tNCu7P9Of4/17jSVYG7RgHxPwA9Y9j1eGQ8cGwicO8C4JbqbDtnfgdaTWXH2hEMJMxh90TCn0D1zuz6KFcHaPs1W++Jr4F9b7q2030Ls2lheTbcYyuQvBw48SUbLl8feDQWOL8B2NLb81wB7PgX3ACqtAYu7WP7mrGbTavaDui6ht2X2we4zj3gflzrP1d0P98JVGrGrv20rWx9TT9iz43S1dh9HPYgOx45F4GCa+w+iP+RXX9NPwG29AJafQls6ws0fAW4603gyDjgzGx2vQPA/SuBg2OLnjd3AMenAS0nseOZk8b2IWUF0GUpsOF+dn1dTwFqPwEceNd9/xu/y+7Xg+8B7b4Dzq0BUpazaWVrsedhxzlse9eT3ZctXxe4dpb1t5wMNBkDOAuB9B1A9ml2HWx7DOhzEkhaDFzcBdw7H7iexPa56Udsn9K2A9sfBxq/DRyfCrT6AriWCMTOYMfs7veBvW8CF3cWXY/tgcajgein2HDEiKJndQiQ8g8b12g4e9aHdgeqtgbyrgK3VAOOTmDTw3oCtR4B9o4Uvy7411jOeeDfF9jzuFp7oMUEYFMP4JbbgJsX2X9EYS5Q4wH2nKt4F3D3B0Dl5vLrNhGH0+l0mm2EFsLDw5GcnKw8I0GYSEEBEExZBwRBEJbCTu8QaWlpaNiwITIzMxESEgKn04mwsDBER0ejYcOGksv5/RgU5gFBpXjD+ayxJ3RUca+jTk6kXBBBxUVUOQvZstx6goKB/GuskR9Umi0fVIpt1+kECm8CQbcUbc/BlncWsPU5C9g6gm8RsbuArdsIjFw3QRCEVXEWAnBQWkgA48s7BMVFE4QBkNOJIAiCMJIaNWqgdevWmDNnDgBg8eLFCA8Pl3U6mQLf6QSwr8NijQ5HUWMkqFTRL9j9Vzw9mDmNgku7nDch5ZnziFue225waRalEly6aJ0hrD+kLJs/pJy40wkw1jFETieCIEoijiByOpVgKNWOIAiCIAgiAImKisLQoUMxceJEVKxYEbNmzTLbJIIgCIIgCA/I8UQQBEEQBBGA3Hnnndi1a5fZZhAEQRAEQchCqXYEQRAEQRAEQRAEQRCEIQScuPgtt9yC6tWrG7b+7OxsVKhQwbD1E/6BzqN9oHNpD+g82odAPpfp6em4efOm2WaYCr1HEWqg82gf6FzaAzqP9iGQz6Uv71EB53gyGjtVvCnJ0Hm0D3Qu7QGdR/tA55KQg64Pe0Dn0T7QubQHdB7tQ0k9l5RqRxAEQRAEQRAEQRAEQRgCOZ4IgiAIgiAIgiAIgiAIQwj+9NNPPzXbCKvRsWNHs00gdIDOo32gc2kP6DzaBzqXhBx0fdgDOo/2gc6lPaDzaB9K4rkkjSeCIAiCIAiCIAiCIAjCECjVjiAIgiAIgiAIgiAIgjAEcjwRBEEQBEEQBEEQBEEQhkCOJ5tx5MgRXL16FQBQWFhosjWEt9B5tAfR0dE4efKk2WYQOrBx40bs3r3bbDMIH6F7kpCD/nvtA51Le0DPbPtA71H2wJd7MkRnWwg/43Q64XA4sGTJEnz44YeoVq0anE4n/vjjDzRo0MBs8wiV0Hm0F9u3b8dLL72E0NBQ5OXl4bXXXsPjjz+O8uXLm20aoZF9+/Zh0KBBqFGjBkJCQtC9e3e8+uqrqFKlitmmERqge5IQg/577QOdS3tBz2z7QO9R9kCPe5Kq2gU4DocDhYWFGDt2LN566y188cUX2Lt3LzZt2oQqVaqgbt26ZptIqIDOo72YMGECBgwYgJkzZ6JMmTJYt24dUlJSSmQFi0Bn+vTpuP/++/Hjjz/ijjvuwJo1a3DgwAE89NBDZptGaIDuSUIM+u+1D3Qu7QU9s+0DvUfZAz3uSUq1C0AuXryI48eP4+bNmwCAgwcPIigoCC1atAAAfPzxxyhfvjw2bNiA3NxcM00lZKDzaA/S09OxatUqZGZmAmAh/VlZWQgJYQGlTzzxBHr16oWlS5ciOzvbTFMJBdLT0zF37lwkJyeDK/iamppafN46dOiAYcOGYcGCBcjKyjLTVEIGuicJOei/1z7QubQH9My2D/QeZQ+MuifJ8RQgOJ1OXL16FaNHj0azZs3w7rvvYuDAgQCA2rVr4+jRo8XzhoaG4p577sG5c+dw6NAhs0wmRKDzaB/y8vLw+eefo1mzZvjuu+/wzDPPYPPmzXA4HChbtiwcDgfy8vJQrlw5dOjQATVr1sTChQvNNpsQobCwENOmTUPz5s2xYMECDB8+HD///DMAoF69eigoKMD169cREhKCjh07olWrVvjuu+9MtpoQQvckIQX999oHOpf2gZ7Z9oHeo+yB0fckOZ4CBIfDgePHj+PgwYNITEzEP//8g5s3b+L999/HbbfdhpYtW2LatGnF8997771ITEykXGiLQefRPqSmpmL9+vU4ffo0VqxYgQceeABTp05FYmIi2rVrh+3bt+Ps2bMAgKpVq6JevXq4ceOGyVYTYmRkZGDlypU4dOgQli1bhiFDhiAqKgoHDx5E+/btkZCQgL179wJgjZ6uXbsiLS3NZKsJIXRPElLQf699oHNpH+iZbR/oPcoeGH1PkuMpgNi7dy/uuusuOBwOAMDo0aORnJyM1atXY/z48Vi8eDHi4uIAAA0aNEBqairS09PNNJkQgc6jPbh+/TqCgoJw/vx5AMCQIUPQsGFDzJw5E88++yzS09OxefNmAEDlypURFxeHSpUqAUBx+DFhDcqWLYuMjAwkJSUBAB5//HH06NED48aNQ+/evVGmTBmsXr0aBQUFKF26NOLj49GwYUMAdC6tBN2ThBz032sf6FxrOb8WAAAgAElEQVTaA3pm2wd6j7IHRt+TVNXO4hQUFCAoKAgOhwOlSpXCsWPHivMru3Tpgk2bNmHLli3o3bs3nnrqKbz//vvo3bs3YmNjUatWLTRt2tTkPSAAOo92oaCgAMHBwQDY152wsDCcP38eDRo0QGhoKPr06YOJEyeioKAAL7/8MmbMmIHY2FiULl0aSUlJaNy4MQAUvywT/oWregS4n8tz586hbdu2OHHiBFq3bo3g4GC8+OKLeOSRR5CSkoIRI0bgjTfewLBhw1C9enVs27YNffv2BUDn0mzoniTkoP9e+0Dn0h7QMzuwofco++HPe5Kq2lmI6dOnY8aMGcjPz0dYWBjKlStX/CcLAC1atMBbb72FTp06oW7duggODkZKSgp27NiBp59+Gu3atUONGjUwb948lC1bFl988QVCQ0NN3quSB51He/Dtt9/inXfeQVpaGkJCQhAeHo6gIBYkeu3aNTRo0ADz589HSEgImjRpgjJlyuDatWuIiYlBy5Yt0aVLF7Rt2xbHjh3D1atXMWPGDNx1110m71XJ5IcffkBkZCROnTqFnJwc3HnnncXn8sKFC6hbty62b9+OixcvomnTpqhQoQIKCwtx8OBBVK1aFV26dEG3bt2QlZWF9PR0fPvtt2jVqpXJe1XyoHuSkIP+e+0DnUt7QM9s+0DvUfbA9HvSSZjOzZs3nSNHjnQ+/PDDzt9++83Zt29f5/PPP+/Mz893Op1OZ48ePZxbtmxxOp1O56hRo5x9+vRxZmRkOJ1Op/PEiRPOZs2aOXNzc4vXl5eX5/+dIOg82ojp06c7u3bt6lyxYoVz4sSJzjp16jivXr3qdDqdzsjISOcff/zhdP4/e3ceV1P+/wH8dStFC4mUEWWLFKWyZ5uUkmRfY5Qt63wHQ2MYxjL2YYaRsQwmslOMreyMrYSppDK2ZInSplLd3r8/zu+eRBlL3VvH+/l49Ojee7bPue97zn3f9znnc4ho8+bNNGTIEDpw4AAREWVlZZGdnR09fvxYnFd+fr7yV4CJNm/eTA4ODnT69GnasmUL1ahRg6Kjo4mIaO7cubR27VoiIjpy5Ah5eXnR6tWrxWk7d+5MMTExKmk3K4y3SVYc/u6VDo6ldPA+Wzo4j5KGsrBNcuFJhRRBS05OpoYNG1JaWhoREcXGxpKTkxMtW7aMiIju378vTpOWlkbdunUjLy8v8vf3p/bt29NPP/2k/MYzEcex/EtJSRGT15ycHHJwcKCwsDBxuLOzM40bN46IhDgrZGdn08qVK6lp06b0yy+/kKOjI3311VfiZ4Ap36tXr8THubm5NHToUNq/f7/4mre3N40ePZqys7MpMzOz0LgHDhwgExMTWrBgAXXp0oU8PDzo2bNnSm0/E/A2yf4Lf/dKB8ey/ON9tnRwHiUNZXGb5MKTksXExNCiRYtILpcTEZFcLqfk5GTq2bMnHTt2TBxv+/bt1Lhx4yLn8e+//5Kfnx/16tWL1q9fr5R2s8I4jtJw+/ZtGjt2LDVr1oxCQ0PFo6pubm5ioktEFBYWRrVr16bExMQi53Po0CH65ptv6Pfff1dKu9nbYmNjady4ceTh4UF//vknJSQkEBGRu7s7TZs2TRwvMjKS2rRpQ5cvXy5yPufPn6f58+fTunXrlNJuVhhvk+xd+LtXOjiW0sD7bOngPEoayvI2yYUnJcnNzaX58+dTtWrVyMDAoFAQHz58SKNHj6ZffvlFfC0pKYk6duxIhw4dEl8LDAxUapvZ2ziO0jF27FiqVq0aLV++nJ4/fy6+npeXR35+fuTh4SHurImIbGxsxNjK5XLav39/odNOmWrI5XJavHgxNW7cmJYtW0a7du2i3r170+TJk4mIaN++fdSsWbNCsXRzc6O5c+cSkRDvQ4cOUXh4uErazwrwNsmKw9+90sGxlA7eZ0sD51HSUda3SbVS6ruKvUFDQwN2dnY4cOAA1qxZg61bt4rDatWqhQYNGiA6OhrXrl0TXzcyMhJvTfjkyRPs2rULWVlZSm87K8BxLP/kcjkAoE6dOjA0NMTkyZNRrVo1PHjwAACgrq6OFi1aID8/H7t37xan8/DwEG8Tq6amhvPnz4t3gWCqo6amBisrKwQEBGDKlCno168funTpgvT0dOTm5qJt27aoXr06/Pz8xGlcXV1x48YNAEK8IyMjueNZFeJtkv0X/u6VDo5l+cf7bGnhPKr8KzfbZKmVtNhbFNfMxsbGUvv27WnHjh3isOjoaJo4cSJ5enoSEdHz58+pffv2dPv2bZW0lRWP41i+vV7p19XVpR9++IHc3d2pS5cuNH78eAoKCiIiolWrVlGjRo0oKSmJEhMTydnZmU6ePKmqZrMiKPoFefnyJREVbJsTJ04kX19fcby9e/eSsbExXb9+nR4/fky9evWiPXv2KL/BrEi8TbL3wd+90sGxLN94ny0dnEdJQ3nZJvmMpxJ29OhRpKenFzlMU1MTgFCNdHd3x8aNG8VhjRs3hq+vL548eQJXV1dYWlrCyckJtWvXFo/yMOV59epVscM4juWHoor/OnV1deTn5wMAJkyYgC1btmDs2LHw9/eHqakpZs2ahdTUVEyYMAFt27bFyJEjYW9vj6ZNm6Jly5bKXgX2/44ePYpnz54Vek1xa21tbW0AwraZn5+Pf//9F61btxbH6927N8aOHYvFixejffv2MDExgZOTk/Iaz0R+fn44ePBgodd4m2QKnENJB+dR0sB5lHRwHiUN5TqPUlqJS+LWr19PlpaW5ODgQO7u7rRlyxZxWGBg4FvXvV6/fp1atWpFoaGhRERij/8vXryg0NBQ8faGTHlycnJo/vz5VKlSJdq0aZP4uqLjy6CgII5jOZCXl0fLly8nPT09GjFihHitsiKOx48fFzs8lMvlhWL08OFDcnR0pDNnzhCRcCQoPj6eMjIylLwWjEg48jZ//nyys7OjLl26UOfOncXb9ubm5tLx48dpw4YNhab5+++/qXXr1uLz169Vf/bsmXhUjynf7du3SVNTk8aMGSOevZCfn8/bJOMcSiI4j5IGzqOkg/MoaSnveRSf8fSJiAi5ubm4cOECFi9ejHPnzmHo0KH48ccfERcXBwC4ffs2jI2NC01nbW2Nnj17wsvLC926dcOGDRsAAPr6+rC3t4eurq7S1+Vzt3fvXty5cwf9+/fHzp07xaOuamrCZhIbG4uaNWsWmobjWPaEh4fj6dOnmDRpEogIV69eBVAQx5ycHDg6OoqvvR6jEydOwMjICO3btwcgHAkyMTGBjo6OkteCAYC/vz/Cw8Oxd+9ehISEwNvbG3PnzgUg9BOSk5ODzp07AwDy8vIAAFeuXIGzszMiIyPRvXt3zJgxQzxKXr16dfGoHlMexft/7do12NraAhDiBAjbWE5ODrp06QKAt8nPDedQ0sJ5lDRwHiUdnEdJg2TyKKWXuiQgJiaGgoODxYpvbGwsNWzYsFAFuG/fvjRr1izKzMwsch5btmwhMzMzat68Of3xxx9KaTcrLCkpqdDz5ORksapfv359Onjw4H/Og+OoenFxcXT06FHx7g2pqan09OlTIiIaOXIkzZ49m5KTk4ucNj8/n9LS0mjz5s3UuXNnat++faHbODPlio6Opv3799OjR4+ISDjKdvPmTXF4REQEderUSRz+ppycHGrYsCEZGhpSly5dKCAgQCntZoUp4qjYDnNzc4mIaO7cuXTmzBmaMmUKTZ48mdLS0t6alrdJ6eMcSjo4j5IGzqOkg/MoaZBqHsVnPH2AtLQ0eHp6wsPDA+vWrYOrqysePHiAhg0bQktLC/v27RPHHTlyJI4dO4a0tLRC88jNzQUgXDO9dOlShIeHw8vLS6nr8bmLioqCk5MTGjVqJB5RBYCqVauKR1X79euHDRs2IDs7u8h5cBxV759//kGfPn3Qv39/+Pv7o0OHDkhMTETlypVRvXp1AICTkxPi4uIQHh4OAG/1D5GdnY38/HzExcVhypQpOHv2LJydnZW+Lp+7zMxM+Pj4wMPDA4GBgWjfvj0iIyNhbGwMCwsL8SjcqVOnoKur+9YRcwDIyMiAXC7Hl19+iT///BMhISEYNGiQslfls/ZmHNu2bYuoqKhCZztoampi9OjRePr0KZYvXw5/f/9C8+BtUro4h5IOzqOkgfMo6eA8Shokn0epuvJVnly/fp0GDBhAWVlZRETk6elJAwcOpLS0NFq1ahU5OjoSUcE10PXr16cjR44QEdGlS5do8uTJdOfOHdU0nhGRUAWeMmUKLViwgNq2bUuLFy9+aziRcBcVMzOzt3r6v3z5MsexDJDL5TRq1ChauHCh+JqLiwtNmDCBiAqODKSnp9OwYcNo/vz5haaPj4+n6dOn0/Hjx5XXaFasBw8eUM+ePcUjO1OmTCFPT0/6559/iKhgn+rp6Um7d+8uNO39+/fJ19eXY1kGFBfHyMhIysjIoNGjRxMR0R9//EE1atSgGjVq0L59+4iI6O7duxxHieMcSho4j5IGzqOkhfMoaZB6HqU+Z86cOaoufpUXO3bsQExMDIYNGwYAaNOmDdatWwczMzO0bdsWa9euRa1atdCkSRMAQFhYGCwsLGBubg4DAwNYW1vD1NRUlavwWSMiyGQy1KtXDx4eHjA0NMQvv/yCnj17Qk9PD4Bw3Wtubi50dXVx//59/PPPP2jSpAl27doFe3t7VKlSBTY2NhxHFcrPz4eamhrq1q0LFxcXVKhQAQDw6NEjZGZmwsXFBWpqapDL5ahYsSJyc3MRGRmJ7OxsHDt2DObm5qhevTrs7OxgaWmp4rVhAHDkyBFcvXoVY8aMAQDY2tri4MGDUFdXh7W1NTQ0NJCQkIDdu3dj7ty5SEhIwPbt22Fvbw9tbW2OZRlRVBwPHDgANTU1WFlZYerUqVi4cCGePXuG3r17o2rVqnBwcICZmRl0dHQ4jhLHOVT5x3mUNHAeJT2cR0mD1PMovtSuCIrbEdL/n06q+N+1a1dcvnxZ7CyxZs2asLe3R1BQEOrWrYuvv/4aP/74I9asWQNvb29ER0ejbdu2AITbVNauXVsFa/P5UpxWqqC4ZWiDBg0AAD169ICmpmah0/sBiF/AXbt2xdq1a9GuXTuEh4dDLpdDR0eH46hk9MZp3YrTTa2srKCtrS1ur0ePHoW9vb04nrq6OgDA2NgYAQEBGDNmDKKioqCtrQ0NDQ1Uq1ZNSWvAFJ4+fQoAkMvlAApi26VLF5w4cQLJyckAhM4rW7RogatXryIpKQkAcPr0acTGxmLatGno0aMHoqOjkZuby7FUgbNnz4pxAf47jtevX8ejR48wb948HDp0CMHBwZgzZw60tbWRlZUFIkKFChU4jhLBOZR0cB4lDZxHSQfnUdLw2eZRqjjNqizKzMykH374gbp160bz5s2j1NTUt8Z5+fIl9erVixYsWCC+du3aNapZs6b4/OTJk+Tj40M//vgj3zpUBbKzs2natGnUqVMnmjx5Mt27d6/I8RSnEG/cuJFatmwpdqiosHbtWmrSpAnNmTOHbxuqAi9fvqS5c+eSm5sbzZo1ixISEoocT3FKf2xsLLVp00a8hEPh/Pnz1KZNG5oxYwbHUYXi4uLIyMiI3N3d3xqmOP27a9euNHHiRPH1W7dukampqRjT1q1bU82aNWnFihUcSxXIy8ujhQsXkrm5OXl7e791mUxxcYyOjiYzM7NC26Zi/5uXl6eEljNl4BxKOjiPkgbOo6SF86jyj/MoIi48kXD9cvfu3WnMmDF069Yt8vDwoPHjx1N4eDgRFQ5qYGAgffHFF+KdVu7evUu9evUSr8VkqjVz5kwaPHgwxcXF0aBBg2jYsGF09uxZIip+47Szs6N9+/bR3r176fDhw0QkXLvOVOP48eNkZWVFo0aNEu++MXXqVEpMTCx2mh07dtC0adOIiGj//v20f/9+IqIi7/bAlO/ixYvUu3dvsrW1pYsXLxJRwReswuXLl0lLS4vu378vvtaxY0eKjY0lIuEHKlOd0NBQ6tevH0VERBR6XfGjRaG4ON69e7fI8Vn5xzmUtHAeVf5xHiU9nEeVf5xHEcmI3jj/8jORnZ2NihUrAgAuXryIlStX4vfff4e+vj5CQ0Ph7e0NV1dXLFmy5K1pPTw8oKuri6ZNm2L37t3o0qULFi9erOxVYK+h/+93wNnZGePHj4eHhwfi4+OxadMmREdHY/v27cVO6+7ujkOHDsHc3BxLlixBjx49lNhy9qZTp06hQoUKcHBwAAD89ddfmDt3Li5fviye5v8mDw8P5OfnQ11dHYmJifj+++/h5uamzGazd1i2bBlevHgBPT093LhxA9u3bxf7mAAK+psYPXo0UlJSULduXZw4cQItWrTAmjVrio07U57hw4fDwsIC06dPx71793D//n04ODiIl2IAHMfPCedQ0sN5lHRwHiU9nEeVf5xHfYZ9PIWGhsLZ2Rne3t7YuHEjACAnJwd37tzBo0ePAAB16tSBkZERrl+/jhs3bgAQvpAV10Bv2rQJQ4YMQXR0NObPn88Jkwr8/fffGD9+PC5evAhA6HcgKSkJpqamyMnJAQDUrl0bLi4uePz4MS5cuACgoO8JAEhPT4eXlxdSUlJw9OhR3Lp1i5MlJXszjgDQokULtGrVSoyVmZkZ9PT0kJmZWeQ84uPjcfDgQejo6GD8+PG4cOECJ0sq8GYs8/PzxWvW8/Ly4ODggE6dOiEuLg7x8fF49eoVgIJ+CgDg559/xtSpU5GZmYn58+fDz8+v3H/JljcXLlzAwIEDcfToUQAQ96eNGzdGUlISZs+ejT59+mDlypXo378/zp07B4Dj+LngHEo6OI+SBs6jpIPzKGngPKp4GqpugDLFxsbim2++wYgRI2BmZoYpU6YgJSUFU6ZMgYWFBb777jsYGhoiMjISbm5uiIuLw5MnT2BtbQ2ZTCYG3MDAAN26dUO3bt1UvEafn7y8PGzZsgWzZs1C7dq1QURo06YNAIgdqkVHRyMpKQnVqlWDqakp7OzsEBoairZt24pHBgBAT08PCxYswBdffKGSdfmcvSuOurq6AAo62vvjjz/QvHlz6OjovDUfIkLt2rVx48YNNG3aVHkrwETFxfL1be38+fMYNWoUDAwMoKenB3Nzc/j4+GDFihWFjvTo6uqiZcuWaNmypSpW5bO3a9cu+Pr6ombNmvj111/h4uICTU1NAICmpibi4+NhYGCAq1evIi0tDYsXL8bs2bNx8uRJjuNngHMoaeA8Sho4j5IOzqOkg/Ood5P8GU9ZWVni4ydPnkBbWxteXl7o3Lkz5syZg9DQUAQHB+PPP//EtGnTYGlpib1792LWrFk4d+4cf5mWEYre/WUyGezt7REcHIxFixYhPj4eV69eFcfr0aMHwsPD8c8//wAAjIyMcPv2bdSoUaPI+XJ8let94qg4QieTyZCRkYGQkBCMGzcOAJCWlobs7GxxfjKZDETEyZIKvG8s7927hypVquDXX3+FpaUlUlNTUadOHcybN08ch6mO4iwVAGjZsiV2796Nbdu2ITk5GadOnRKHderUCfHx8UhJSQEAVK5cGR06dEDVqlXFu5Qx6eEcSjo4j5IGzqOkg/MoaeA86v1JtvD0888/w87ODuPHj0doaCgAICEhAbVr18azZ88AAO3atYOlpaV4G9h27drhm2++Qa1atRAaGopWrVrBxMREZevAhDja2Nhg5MiROHz4MHJzc2FtbQ0rKyvUq1cPdevWxY4dO8Tx3d3dUb9+ffj5+eHq1atITU1FRkYGjI2NVbgW7EPi+PoRnsjISDg4OCAjIwMjR47EqFGjkJCQUGjeUjj1tDz50FiamZnh+vXriIqKwtatWxEeHo4mTZpg0aJF4jhM+VauXAkbGxsMHz4cW7ZswfPnz2FmZgY7OzsYGRmhc+fO8PPzE8e3tbXF4MGDkZKSggsXLiApKQlr1qxBu3btoKenp8I1YaWBcyjp4DxKGjiPkg7Oo6SB86gPpz5nzpw5qm5ESVu/fj2CgoKwZcsW3Lt3Dzt27ICenh5at26NJUuWoEuXLjA2Noa2tjaSkpJw69Yt2NnZQVtbG9euXcPw4cMREBCAAQMGiB3zMeULDAxEQEAAAgICIJPJsGfPHty/fx/t27cHAFSpUgXp6ek4fvw4bGxsxKNxdnZ2SExMxNq1a7FgwQL0798fgwcP5h2zinxMHBWdnC5evBh+fn6IiIhAy5YtsXjx4mKPurLS97Hb5NChQzF06FDUrFkTcrkcNjY26NmzJzQ0PqurvcuMixcvYsOGDfD390f9+vURFBSEv//+G927dwcAVKhQAZUrV8aff/4JW1tb1KpVC4DQb0h+fj62b9+OBQsWwN3dHV9//XWh08NZ+cc5lHRwHiUNnEdJB+dR0sB51MeRxDeIotMuhXv37qFt27aoX78+ZsyYga5du2Lr1q2oXr067O3tERAQIJ7eWKtWLVy5cgVGRkbQ0NBAVlYWBgwYgH/++QejR49Wxep8trKysvD6TRZjY2NRs2ZNmJmZwcvLC8OHD8eRI0dw+/ZtAMIRmmbNmqF27doICQkBADx48ADVq1fHt99+i40bN+L+/fv47rvvPpsNuiwoiTg+fPgQAKCjo4MNGzbg3LlzmDFjBipVqqT8FfqMlUQs79+/j8qVK4OIIJfLoa6uDgsLC2hpaalknT5HGRkZyM3NFZ9HREQgJycH9erVg4uLC3x9fXHs2DFERkaK4zRo0ADt27fHtm3bAAh9vgBC8rt69WpER0dj+vTpYt8FrPziHEo6OI+SBs6jpIPzKGngPKpklOvC061btzBy5EgMHjwYCxYsACB0kvfs2TOYmJjg1atX0NLSQrt27VCpUiUEBQVh+vTpiIyMxM8//wwAuHnzJmxsbMQPk4ODA0aMGKGydfoc3bp1C15eXujduzemTZsm3nWDiFC/fn2kpKSgQoUKsLe3R+PGjbF582ZxWgsLC3Ts2BGrVq1CvXr1sG7dOrx8+RIAYGpqqorV+WyVZBzXrFmDvLw8LFq0CN7e3ipao89XScZy/fr1yMzMhEwm4x8uSqaIY/fu3TFx4kTExcUBEDp3Njc3x+PHj6Gurg4rKyt07doVy5YtE6c1MDDAoEGDsGnTJtSrVw8rVqwQ+yWoWrWqStaHlSzOoaSD8yhp4DxKOjiPkgbOo0pWuSw85eXlYfny5ejbty8aNmyIefPmYeXKlfj1118hk8lQt25dHDlyRNzIGzVqhPr16yMmJgaNGjWCr68vHjx4AHt7e/j5+WHSpEnQ1tZW8Vp9fuRyOTZt2oT+/fvD3NwcmzZtwrFjx7B06VIAQoeW0dHRePDgAQBhA3ZwcMCTJ0/EDk/37t0LHx8f1KtXD6tXr8b8+fOLvGsHKz2lEceFCxfy6cMqUFrbJO9flYuIEBgYiIEDB8Lc3ByHDh1CQkICfvvtN+Tk5KBKlSrIzs5GeHg4AKFj0oEDByIhIQFpaWkAhMsBXF1d0bJlS6xZswbr1q2Dvr6+KleLlRDOoaSD8yhp4DxKOjiPkgbOo0pHuSw8aWhowNjYWDz6ZmFhgVmzZmH37t0AAB8fH9y+fRsXLlxAVlYWtLW18fz5cyQmJgIAOnTogLVr12Lv3r24cuUKWrRoocrV+Wypq6vD0NAQe/fuxXfffQdjY2N8++23CAwMBAD07t0bmZmZuHDhAlJTU6GpqYnnz59DJpOJpwobGBjg8OHDCAkJ4VszqwjHUTo4ltIgk8lQrVo1bN++Hd999x10dHTg4+ODEydOQFNTE+3atUOVKlVw4cIFPHv2DGpqakhKSoKxsbHYh0uDBg1w8OBBhISEwMXFRcVrxEoS51DSwftsaeA4SgfHUho4jyod5a7wpLhOtlevXqhXrx7y8vIACNdeOjo6AhBOXxsyZAj8/f0REBAAIkJiYiKaN28uzqdSpUp8CnEZ8OWXX6JBgwaQy+UAhDsztGrVCnK5HJUrV0a/fv1w9uxZLF++HHK5HNeuXUPdunXF6Tt37ox27dqpqvns/3EcpYNjKQ0tWrRA48aNxdss6+jowNzcXCwkeHh4ID4+HtOnT0dGRgYOHjyI6tWrQ1dXFwBgZWXFHUNLEOdQ0sP7bGngOEoHx1IaOI8qeWW68HT37l0AEDdcoOCWn9ra2pDJZOJppOfPn0eTJk3E8SZOnIj+/ftj7969sLS0RNWqVTFw4MC35sNK361btwBATHBfp4ijojocFBQEa2tr8RrmQYMGYdKkSYiKioKNjQ10dXUxceJE5TWeiTZv3oygoCDxVODXO0vkOJYvAQEBOHnypPhlyrEsn/z8/LBkyZJCp3orVKxYsdD3XEBAAJo3by4eUXV0dMS8efNARGjfvj20tbUhwZvcftY4h5IOzqOkgfMo6eA8Sho4j1IyKmNyc3Np3rx5VK1aNbK1tX2vaa5du0b169cXnz9//lx8/OjRI3r16lWJt5O9W15eHi1cuJCqVKlC+vr67zXNvXv3qG7duuLzhIQEys7OJiKiFy9ecBxVJCwsjMzMzMjDw4P69OlDgwcPpsePHxMRkVwuf2t8jmPZtWPHDrKwsKCePXtS37596ZtvvqHExEQi4liWJwcPHiQLCwvq378/zZ49m8zNzSkhIaHY8ZOSksjc3JxevHhBRER37tyh1NRUIiLKysqinJwcpbSblT7OoaSD8yjp4DxKOjiPkgbOo1RDfU4ZK809fPgQBw4cwKhRo3D79m1oa2ujSZMmkMvlYuX4TTt37oStrS0AYMiQIbh37x46duwIDQ0N6Onp8R0AlISIxMpwdnY2du7ciVmzZuHGjRuQyWSwtbVFXl5esXE8cOAAjI2Noa6uDm9vb0RFRaF9+/aoVKkSKlasyHFUktfjCACrV69Gly5dsHLlSnTs2BHHjh3DsWPH0KdPH+Tn578VT45j2fXjjz/C19cXM2fORNOmTbFt2zbcunULXbt25ba/4L8AACAASURBVFiWI4sWLcLo0aMxe/ZsWFtb4/r16+jUqVOxnVaGhIRALpdDR0cHEyZMQGhoKBwcHFC5cmVoaGhwHCWEc6jyjfMoaeA8Sro4j5IGzqNURLV1L6KIiAhavXo13b59W3wtMTGRXr16RT/99BO5uLi8NY2iopyXl0e5ublkbW1NlStXpq5du9KuXbuU1nZWICYmhlJSUohIOOJKRPT06VMiIlqzZg01atTorWkUcVT8d3Z2JnV1derWrRvHUUVej6PiKMyYMWPo66+/Fse5c+cOqampifFVVPk5jmXLm/vW+/fvk7u7Ox06dIiIiPLz88nJyYkqV64sHrXhWJY9kZGRNH/+fLp27Rq9fPmSiIi6d+9O/fr1o/j4eBo4cCDZ2trSkSNHKCsri4gK9sEKnp6eJJPJyN3dneMoMZxDSQfnUdLAeZR0cB4lDZxHlR0q6+MpLy8PM2fOhJubGy5evIhJkybhl19+AQAYGhpCU1MT7u7uSE5OxvHjx8VpAKGTNiKCuro61NTU0KhRIxw8eBBHjx5Fv379VLVKn6V79+7Bw8MDjRs3Fq9PVhzlqVGjBgBg2LBhyMnJwb59+wAAubm5AAriCAhHhywsLHDy5EkcOnSI46hkRcVRXV0d+fn5sLW1RUpKClJTUwEAdevWhaurKxYtWgQAqFChAsexDHlz3zpx4kT4+fmhdu3aqFWrFtavX4+IiAisWrUKtra2sLS0xJo1awBwLMuahQsXonv37rhz5w4WLFiA7777DgCwYMECmJqawtbWFiYmJpgxYwbmz5+Pr7/+GoBw1zIiwosXLwAATZs2xalTp3DgwAGOo0RwDiUdnEdJA+dR0sF5lHRwHlXGKL/WJXj48CG1bduW8vLyiIjor7/+Ijs7Ozpz5ow4TmZmJn333XfUq1evQtPm5eVRx44d6eLFi0ptM3vb5cuXafLkyXT69GmqUaMGJScnE5FwFOB1CxYsKLK/ia5du4pHDpjqFBdHIqKQkBAaPnw47dy5U3xty5Yt1K9fP/G5i4sLx7GMKGrfamNjQ2FhYZSUlERz5syhHj16kKenJ8XExJCvry+tWrVKnJ5jWTYkJSXRl19+Kfa3Ex0dTbVq1aKDBw8SEZG/vz9NnDhRHD80NJQqV64sHmX19vamPXv2KL/hTCk4h5IOzqOkgfMo6eA8Sho4jyp7VFZ4Sk5OphYtWtD169eJSDgl8bvvvhNPC8/Pzye5XE4xMTHUrl07CgwMpBUrVtDVq1eJSPgwMdXLz88XY+Hs7EyTJ08mIhJ31opx8vLyyMzMjAICAmju3LkUEhJCRCSemspUq7g4EgmdH/7000/Uu3dvyszMJCKiGTNm0M8//yyOk5aWptwGs2IVtW/19fUlV1dXcZyMjAzxsZOTEx0+fFh8zrEsO5o0aUJnz54Vny9YsICsrKyIiGjz5s00evRocdj+/ftpxIgRlJ6eTkSFY8ykh3Mo6eA8Sho4j5IOzqOkg/OoskVll9o9fvwYzZo1w82bNwEIpwt7eXnh/v37iImJEW9D+eTJE9y7dw+enp5ISEhA48aNAQAGBgaqavpnh4hw6dKlIm/jK5PJxFh8++238Pf3R15eHtTV1UFEyM/Ph0wmQ1xcHPLy8jB69GgkJyejVatWAIDKlSsrdV0+Z0RUKIb02q1fi4sjAOjr62PEiBHIzs7G0KFDMWjQIAQFBRW69baenp6S1oIBb8fydUXtW729vXHv3j3ExMQAAHR0dPD3339j+PDhkMlkaN68uTg9x1J5iAhPnjwpclhiYiK6dOmC8+fPi699++23iI+PR0xMDOrVq4eoqChMnDgRPj4++OGHH9ChQwfo6uoCEGLMpItzqPKF8yhp4DxKOjiPkgbOo8qXUrmrXXp6Or7//nvExcWhZcuWRY5jaGiIs2fP4vnz57C0tISenh5evXqF69evw9TUFA0bNsS9e/fg6uoKHx8fBAUFwdXVFRUqVCjp5rJiZGRkYOnSpZgwYQI0NDTQunVraGpqFjt+vXr1sH//fiQmJqJDhw6QyWSQyWR48uQJ3NzcMGzYMBw4cABubm7Q0tJS4pp83jIzM7Fw4UJMnDgRsbGxePbsGaytrQvdceV1b8YREHa+3bp1g5GRESpUqIANGzaIP2CY8qSnp2PZsmX4+uuvERsbi8TERFhbWxe6Y1Vx+9Zr166J+9aIiAgMHToUzs7O+OWXX4q9iwcrHZmZmVi0aBF8fHxw4cIFREVF4csvvywURx0dHdy5cwcRERFo2rQpDAwMoKamhoiICFSoUAE9e/ZEy5YtcffuXRgZGWHjxo2ws7NT8ZqxksA5lHRwHiUNnEdJB+dR0sB5VDlV0qdQRUVFkZOTE9WvX58sLCzo8ePHb42juHby6NGj5O3tLZ5q+urVK+rUqRPdv3+/pJvFPtDly5fJzMyM+vTpQ//+++9/jq/oi+DkyZNkampKBw8epAkTJvDp/GXA999/T15eXhQdHU2nTp0ifX19On/+fJHjFhfHFy9eKLPJrAinT58mCwsLGj9+PF2/fp3++OMPMjIyEvenRLxvLQ/y8/PJ19eXvvrqK7pz5w7duHGDZDKZeCcVxThERNeuXSMfHx/65ptvxGHu7u5048YNpbebKQfnUNLBeZR0cB4lDZxHSQPnUeVXiRSeEhMTxccZGRlih2qtW7cmPz+/t8ZXbNS5ubkUHBxMtWvXpqlTp5KNjQ0NGzZMvA0pU67Xk5ukpCRq166deF1sQkIC3b59u9BtmIuyZs0akslkZGNjQ7t37yaitzvIZMqTkpJCderUoSdPnoivtWjRgtzc3Cg+Pp6Iio5PUXFkqpWZmVnox0tAQABNnz690O20ed9aNr3+HZmWlkZmZmZiLMPCwmj8+PFinwKKvnkUj2/evEm1atWiiRMnkq2tLfXs2bPQ/Fj5xzmUdHAeJT2cR0kH51HlF+dR0vBJhacrV65Qjx49yMbGhqZMmUIxMTFERGLHeb///ju1adPmP4/WhIeH06pVq/gOACpy9uxZ6t+/P3Xo0IF++OEHMY6zZs0iV1dXcnd3J1tbWxo4cKDYcWlRtmzZQq1ataLjx48rq+nsNadPnyYPDw+6fPlyodddXFxo9uzZRCQkUEOHDqXmzZvTuXPnipwPx1H1ioslEdGzZ89oxIgRpK+vT7169SIfH59i58P7VtV68zvy5s2bRCRskx4eHtSxY0eqUaMGeXh4kI2NDd29e7fQ9IrEKS4ujrZu3UpHjhxR9iqwUsQ5lHRwHiUNnEdJB+dR0sB5lLR8dOEpPz+f+vbtS4sXL6bExEQaO3Ysde7cWaw2KlhYWNDWrVvFowG5ubmUm5tL/v7+FBYW9mmtZ5/sp59+Imtra9q2bRvduHGDBg8eLN7e9d69e+Tk5CTeIvT58+dkbW1N8+fPJyKi7Oxs2rVrFwUFBams/Uzwxx9/UJs2bcjQ0JAmTJhQ6Ejq8ePHqU6dOuTt7U3W1ta0Y8cOcnBwoJ9++omIhNOHOY5lx5uxfP0UcCJhu1Pckjk7O5tatmxJc+fOJSKirKws3reWEUV9R7Zv357y8/MpOzub9u3bR0OHDqWcnBwiIho4cCD973//o/z8fMrNzaVdu3aJt/xl0sM5lHRwHiUNnEdJB+dR0sB5lPR89F3tbty4gcTEREydOhWGhoZYs2YNMjIysG/fPuTm5orjDRs2DAEBAWLniBoaGtDQ0EB6ejrq169fIv1UsY/XoUMH/PHHHxg8eDCaNWuGvn37Ijs7GxkZGTA1NcX27dsxYcIEAEC1atXw1Vdf4fLlywAgdmzZrl07lbWfCVq1aoWAgABcunQJR44cQWxsrDjM0dERFy5cQK9evRAYGIgBAwagdevWkMvlACB2dMpxLBvejKXiDiqAcPcOLS0t9O/fH4CwDQ4cOBCXLl0CAFSsWBEZGRm8by0DivqOzM7Oxp9//gktLS2cOXMGlpaWYmfPQ4YMwalTpyCTyaChoQEAaNOmjSpXgZUizqGkg/MoaeA8Sjo4j5IGzqMk6GMrVjk5OVStWjXxlDciop9//pl69+5Nqampha53rlatGrVs2ZL09fUpKirqUwplrIQpjgIoqsW+vr70v//9j4jevmb95s2b1L17dzp69KhyG8neiyJebm5u5OvrW+x4//zzDzk7O1NsbKyymsY+0PvG8ubNm+Th4cHbZBlU3Hekh4cHZWVl0caNG6lu3bqUl5dHUVFR1K9fP1q+fDn35fKZ4BxKOjiPkg7Oo6SD86jyj/Mo6fnoM54qVKiAvn374tdffxVfGz16NC5evIjExETIZDL8+++/GDp0qDjukydP0KRJkxIpmLGSobjlpKJafOfOHfGIjUwmAxHhzJkzcHZ2hpeXFzp37owuXbqorL2seEQEAJg6dSr279+PuLi4QsPDw8PRp08f9OnTB+7u7mjQoIE4DStb3hXLzMxMhISEwNXVFcOHD0eHDh14myyDivuOvHLlCh4+fAhvb280bdoUbm5uGDhwIGxtbTFp0qRib8/NpIVzKOngPEo6OI+SDs6jyj/Oo6RH41Mm9vT0xLBhw/D48WPUrFkTOjo6aNq0KaKiotCgQQOoqanBw8MD/v7+JdVeVor++ecf3LlzB3379gUAxMbGwtzcHOrq6ujXrx9GjRql4hayd1FTUwMRoVOnTjA2NsaJEyfQsGFDREdHw8LCAnp6evD09ESvXr1U3VT2H4qLZUxMDBo1aoScnBz07dsXI0aMUHVT2TsU9R1pZWWFyMhINGjQALt27UJCQgLq1aun6qYyFeAcSno4jyrfOI+SDs6jpIHzKGmR0SeW6ocNG4YXL15g2bJlOHv2LLZv3479+/ejSpUqJdVGVsqICDKZDGvWrEFERAT69OmDH374AbVq1cLu3btV3Tz2ARSxPHDgADw9PVG9enXUr18fwcHBfASgnCkuliEhIapuGvsA/B3J3oU/H9LAeZR0cB4lHZxHSQN/T0rHJxee0tLSsHr1ahw9ehS6urqYNm0aOnXqVELNY8qSk5MDW1tbPHz4EE5OThg/fjzHsZwKDAzEjBkzULNmTXz//ff48ssvVd0k9pE4luUff0eyd+HPh3RwHiUd/N0rHRzL8o+/J6XjkwtPCsnJyTAwMCiJWTEVmT9/Prp16wZbW1tVN4V9gtOnT6Nq1aqwtrZWdVPYJ+JYSgd/R7J34c+HNHAeJQ383SsdHEvp4O/J8q/ECk+MMcYYY4wxxhhjjL3uo+9qxxhjjDHGGGOMMcbYu3DhiTHGGGOMMcYYY4yVCi48McYYY4wxxhhjjLFSwYUnxhhjjDHGGGOMMVYquPDEGGOMMcYYY4wxxkqFhqobwBiTNjMzM2hpaaFixYp4+fIlLC0tMX36dLRt2/Y/pw0MDISxsTFat279Qcvs1q0bHj16BAC4ceMGrKysoK6uDj09PQwZMgTp6en49ttvP2p9GGOMMcaUhfMoxpgUcOGJMVbqdu7cCRsbGwDAvn370K1bNxw7dgytWrV653SBgYGwsbH54ITp8OHD4mOZTIZz585BX1//wxvOGGOMMaZinEcxxso7vtSOMaZUvXv3ho+PD5YtWwYAOHHiBNq0aYPmzZvD0tISGzduBCAkPQcOHMDSpUthY2ODDRs2AAD8/f3RqlUr2NraokOHDrhx48YHLX/OnDn43//+BwDYvHkzunTpgkGDBqFJkyZo27Ytbt68iV69esHCwgLOzs7IyMgAAOTm5sLX1xctW7aEjY0N+vfvjxcvXpTU28IYY4wx9p84j2KMlUd8xhNjTOlatWqFAwcOAABsbW1x/vx5qKurIzk5Gc2bN0fXrl3RrVs39OjRAzY2NmKC8/fff2P79u04e/YstLS0cO7cOQwePBhRUVEf3ZbQ0FBERESgTp06GDp0KNzd3XHhwgUYGRmhe/fu2LJlC8aPH4+lS5dCR0cHV65cAQDMmzcPM2fOxG+//fbpbwhjjDHG2HviPIoxVt5w4YkxpnREJD5OSkrCiBEjEBsbCw0NDSQlJSEyMhImJiZvTRcUFIQbN24UOrU8OTkZWVlZqFSp0ke1pU2bNqhTpw4AwN7eHrm5uTAyMgIAtGjRAnFxcQCE09VTU1Oxd+9eAEBOTg7MzMw+apmMMcYYYx+L8yjGWHnDhSfGmNKFhobCysoKAODj44Nu3bph7969kMlksLW1RXZ2dpHTERG++uor/PTTTyXWlooVK4qP1dXV33qel5cnLnvVqlVwdnYusWUzxhhjjH0ozqMYY+UN9/HEGFOqoKAg+Pn5YcqUKQCAFy9ewNTUFDKZDGfPni3U10DlypWRmpoqPu/Rowe2bt2KBw8eAADy8/MRFhamlHb37NkTK1asQGZmJgAgMzPzk05NZ4wxxhj7UJxHMcbKIz7jiTFW6gYMGCDeBrhJkyY4fPiweJr3okWLMG7cOMybNw82NjaFTv8eOnQohg8fjsDAQIwfPx4jR47EkiVL0KtXL+Tl5SEnJwdubm6wt7cv9XWYPn06Xr16hVatWkEmk4mvWVpalvqyGWOMMfb54jyKMVbeyej1i4QZY4wxxhhjjDHGGCshfKkdY4wxxhhjjDHGGCsVXHhijDHGGGOMMcYYY6WCC0+MMcYYY4wxxhhjrFRw4YkxxhhjjDHGGGOMlQouPDHGGGOMMcYYY4yxUsGFJ8YYY4wxxhhjjDFWKrjwxBhjjDHGGGOMMcZKBReeGGOMMcYYY4wxxlip4MITY4wxxhhjjDHGGCsVXHhijDHGGGOMMcYYY6WCC0+MMcYYY4wxxhhjrFRw4YkxxhhjjDHGGGOMlQouPDHGGGOMMcYYY4yxUsGFJ8YYY4wxxhiTkLy8PMhkMpw+ffqd4/30008YP378J8/nQyxfvhzDhw8vsfkxxso+Ljwxxtj/CwgIgJubm9KW9/DhQ5iYmCApKUlpy2SMMcYYA4AnT55g6dKlmD17tlKXO2HCBAQHByMsLEypy2WMqQ4XnhhjDEB2djamTp2KBQsWlMj8vv/+e4wbN+6d45iYmKBfv36YM2dOiSyTMcYYY+x9+fn5wcnJCTVq1FDqcrW0tODp6YkVK1YodbmMMdXhwhNjjAHYvn07TExMYGNjUyLz27t3L/r06fOf440aNQqbNm1CSkpKiSyXMcYYY+XfwYMH8cUXX4jPt2zZAplMhqCgIADCJXCVK1fGuXPnAACJiYno3bs39PX1Ua9ePezcufM/l7F371507dq10GvvM5/Lly+jU6dOqFatGkxNTTFr1izk5eWJw69cuYIWLVpAT08P9vb2+PnnnyGTyQrNw8XFBQcPHiw0HWNMurjwxBh7S6dOnTBx4kQMGDAAlStXhomJCXbs2IGIiAi0adMGenp6aNmyJWJiYsRpdu/eDTs7O1StWhXVq1dHjx49cPfuXXH4yJEj0bp1a+Tk5AAA4uLioK+vj927d79Xm6ZMmYJBgwaJz728vKCuro4XL14AEJIgHR0dvHr1CoMHD8aIESMKTR8eHg5NTU08ffq0yPkXlXwNHz4cAwYMwNixY1GtWjVUr14dK1euRHx8PLp27Qo9PT00adIEFy9eLDRdVFQUnj9/jo4dOyInJwfjxo2DsbEx9PT0YGZmhlWrVonjNmnSBAYGBjh27Nh7vQ+MMcYYk75OnTrh+fPniIiIAAAcO3YMDRs2RHBwMADg0qVLAIA2bdoAADw9PZGZmYk7d+4gLCwM27dvf+f8s7KyEBUVBSsrq0Kv/9d8YmJi4OjoCB8fHzx9+hRnz57FgQMHsHjxYgBASkoKXF1d4e7ujqSkJGzduhVr1659a/nNmjVDeno6bt269RHvDmOsvOHCE2OsSP7+/hg/fjxSUlLw7bffYsSIEfD19cX27duRlJSE2rVrY9KkSeL4enp6+OOPP/D8+XPcunULRITBgweLw1evXo28vDx88803yMzMRO/eveHt7Y1+/fq9V3ucnJxw/PhxEBEAIDg4GPXr18fx48cBACEhIejQoQO0tLQwcuRI7Nq1CxkZGeL069evR/fu3WFkZFTk/MPCwt5KvgAgMDAQjo6OSExMxIYNGzB58mQMGzYMy5YtQ0pKCpycnN7qIHPfvn3o0aMHNDQ0sGXLFly8eBGRkZFIT0/HpUuX0K5du0LjN2vWDKGhoe/1PjDGGGNM+vT09NC6dWsEBweDiHD8+HEsWrRIPFAVHByMzp07Q0NDAwkJCQgJCcHSpUthYGAAAwMDLFy48J3zVxy4q1Klivja+8znt99+g7u7OwYOHAgNDQ2Ymppi2rRp2LRpEwDgr7/+QoUKFTBz5kxoamqicePGhfJFBcVyk5OTP/5NYoyVG1x4YowVqU+fPujQoQPU1NQwfPhwZGZmwtPTE2ZmZtDU1MTgwYNx5coVcXwXFxdYW1tDXV0d1atXx9y5c3Hp0iWkp6cDACpWrIg9e/Zg586dcHBwgL6+PpYsWfLe7enYsSPS09MRHh6OyMhIVKhQAWPHji2UgDk7OwMAOnfuDCMjI+zYsQMAkJmZie3bt2PkyJHFzj85OblQ8qXg4OCAvn37Ql1dHT179kSVKlXg7OyMpk2bQl1dHcOGDUNsbCxSU1PFaV6/zE5TUxMZGRm4efMmcnNzYWxsDFtb20LLqFKlCidejDHGGCvE2dkZwcHBuHbtGvT19dGrVy+kp6fj33//RUhIiJj3PHz4EABQt25dcdrXHxelatWqAFAof3mf+cTFxWH//v3Q19cX/8aOHYsnT54AEIpXtWvXhppawc9MMzOzt5avWK6BgcG73wTGmCRw4YkxVqSaNWuKj3V0dIp8TVFUAoAzZ87A0dERNWvWROXKldGxY0cAQl8BCmZmZujduzeuXbuGWbNmQUND473bU6lSJTg4OCA4OFgsMjk7O+PYsWPimUSKBEwmk8Hb2xsbN24EIFwGqKenBxcXl2Lnb2BgUCj5Kup9UKx3Ue+N4r34999/cffuXXTp0gWAcMr6mDFj8O2336J69epwdXXF1atXC80zNTWVEy/GGGOMFeLk5IRz584hKCgIXbt2hUwmg5OTE3bu3InQ0FA4OTkBEG5WAgD37t0Tp339cVEqVaqEJk2aICoqSnztfeZjbGyMwYMHIyUlRfxLS0sTzzKvVasW4uPjkZ+fL05z//79t5YfEREBXV1dNG7c+D/fB8ZY+ceFJ8bYJ8vJyUH37t3h4uKC2NhYpKWl4cyZMwAgXhoHAIcOHcKOHTswYsQIjBs3rshCz7s4OTmJhaeuXbvC0tISRIQ1a9bA0NAQlpaW4rjDhw9HWFgYoqKisGHDBnh5eRU6+vYmOzu7QsnXx9q3bx/c3NygpaUFAFBXV8fUqVNx+fJlJCQkwMLCAh4eHoWmiYiIgL29/ScvmzHGGGPS0aJFC1SsWBG//PKLeHDN2dkZS5YsQe3atWFubg5AKPY4Ojpi2rRpePHiBV68eIEZM2b85/x79+5dqI/J95nPuHHjsGfPHuzevRs5OTmQy+W4ffs2jh49CgDo3r07cnJysHDhQuTk5CA2Nha//vrrW8s+evQounfv/kEHIRlj5RcXnhhjnywnJwdZWVmoWrUq9PT08OjRI8ycObPQOHfu3MHQoUOxfv16rFu3Dg0bNsRXX31VqDD1X5ydnXHhwgX8/fffcHR0FF9buHCheNRP4YsvvoCrqyumT5+OCxcuwNvb+53zfjP5+lhv3s3u5MmTCAsLQ05ODipWrAhdXV2oq6uLw6Ojo/H8+fO3OjZnjDHG2OdNTU0Njo6OyMzMROfOnQEIeU9aWtpbec/WrVuhqakJMzMz2NraYsCAAf85/3HjxiE4OLjQjVf+az4tWrRASEgI1q9fj1q1aqFatWro27eveFaTvr4+Dh8+jP3798PAwACDBw+Gt7e3eEAOEPJGf39/TJ48+aPfG8ZY+cKFJ8bYJ9PV1cWGDRswf/586OrqwtXVtVCn4VlZWejTpw+++uorDBgwAGpqati2bRuuX78u3gVl27Zt0NXVfedybGxsoK+vDysrK+jr6wMAunbtitTUVPFI4OtGjhyJQ4cOwdHRscj+BV43ZMgQPHjwANevX//AtS/w8OFDREREwNXVVXwtMTERw4cPh4GBAQwNDXHmzBns2bNHHL5+/Xp4eXmJfS0wxhhjjCkozixS5EjGxsbIz8/HunXrCo1nbGyMwMBApKam4u7duxgyZAiICJ06dSp23jVr1sTUqVMxd+7cD5pPq1atEBwcjGfPniElJQXXr1/HmDFjxOGtW7dGWFgYMjIyEBYWBi0tLZiamorDV69eDScnJ7Ro0eIT3x3GWHkhow853YAxxiRs27ZtCAgIwKFDhz5q+lWrVuHUqVPYt2/fe42fkJCA1q1b49q1a6hevfpHLZMxxhhjrCw5ceIEzM3NYWJigqtXr6Jnz54YPXo0fvjhB1U3jTGmIlx4YoyxErJ7927Url0brVu3VnVTGGOMMcZU4rfffsOCBQuQkpKCGjVqYODAgfjxxx8LXW7HGPu8cOGJMcYYY4wxxhhjjJUK7uOJMcYYY4wxxhhjjJUKLjwxxhhjjDHGGGOMsVLBhSfGGGOMMcYYY4wxVio0VN2AD6WlpQVDQ0NVN4Mxxhhj5cyzZ8/w6tUrVTdDpTiPYowxxtjH+JQ8qtwVngwNDfHw4UNVN4Mxxhhj5YyJiYmqm6BynEcxxhhj7GN8Sh7Fl9oxxhhjjDHGGGOMsVLBhSfGGGOMMcYYY4wxViq48MT+0+xTs3H+wXlVN4MxxhhjZdm//wJTpwIvXwrP790T/rZsAc6eBcaPByZMAHx9gUqVACLg/n3gxg1AWxuQyQr/pacL0yue16kDWFgADRsKr1+8WDDM0BDYsEFY7saNwOTJgIsLMH064OcHZGcDhw8DI0YUTGNlBRw9CixeDDRrBjx+DGRmAs7OQHS00D5/f2DTJiAnRxh30yagf/+CeQwaJPxv3Rq4pUYyyQAAIABJREFUfBn45RfhfWjTBoiIENqjaKeGBnDqVMH7FRAAuLoCNjaF19vbGzhyRHi8davwX1e38DiTJwvzatoU2L9fWNbRo8KwkSOF+f/9NzB4MHDiRMEyQ0OBhATg1Stg927hvX/0CBg3Dli+HFi2TJhOVxe4cEF4D+RyYb6NGwPnzwOzZwOxscJ43t7Ar78K805NBZKShGXKZMDNm8L/mjWBH38Upl25Ejh5smA9hgwR/s+aJbTfykp4/v33QlyIhM/Pvn3AgQPAmjXAgAEF04eHAzt2CDGfNg2YNAlYsQJYvVr4zMlkwjoqJCUBx48L8ezXD4iLE9YnMrJgnJwc4M3LUYODhc/EqlUFy/7664L1NjIS4gAA168Ln5G8POG5pyewfbuwLgcPCvHIzQWGDy+Y17ZtQI8egL09EBYmvLZ/vzCNtzdQpQpQq1bB+L//Lvz38BDieOAAMH++ECtA+CwnJQkxjIkpWI/ffxe2g/PnhVjfvSt85pOShGkA4fV+/YCWLYXPWVQUsHAh4OYmtM/GRljmkSPAlClA9+6AurrQHltb4OlTYOlSoHdvYV0A4NgxYP16Ic5vbuePHgHVqxc879VLiLefnzDv6GjA0VEY9uWXwIsXQEaGMN/X53P8+Nv7pBkzhGF6esJn/PDhgmGBgQXti44W3sMdOwA1NeDcuYLxHj4EFiwALC2Fee3cKWw/O3YIz69eBRYtEt6XChWA0aOFz8T06cJ7WK8e8NdfBe388kvgf/8D2rYV9juvr0NQkLAvycgQtjEvL2Hd164F/vxTmM7cXFivPXuA+HihjTduCJ/bNWuEz97ChUCLFsL2NWCAsKzYWOHz+9dfwjTPngGNGgnv/4ABQnu/+UbYDp88AU6fFvZRo0YJn8Fbt4Rx/vqrYH80c2bhbd7eXmjTypUF66SlJfxv2VLYT7dvL2wTY8cK4yvGa9ZMeF9PnxbWbccO4bNYq5YQDx8foW0ZGcL6DhiA/FWrIM/NhVwuF/6ePoX8/PmC5/HxkH/5JeTa2pD7+EC+ZAnkGRkFw+VyyFNTIc/LEx7fugV5pUrCX3Aw5Dt3Qj5yJOQ//AB5w4aQnzoFub6+MNzXF/LTpyH//feCaSpVgnz9esh//RXyBw+E+U2ZIry+YgXkrVpBPmMG5NbWkG/eDPnq1ZDfvFkw7aRJkB85AvmePZC3aQN5jx6QL1wI+eLFwjBHR8j37xfm8cUXkI8YAfncucJ4r6/TJ/zl5+e/vR2VEBkRUanNvRSYmJhw3wRKlPgyEUbLjAAANLtcfVQYY4yxQjiHKOX3QCYreJybK/wIe5c6dYAHD0qnLSUhKEj4YQ8A1taFCxjvi6jw+wIIBYJp0wBNzU9vY3HkcqEY8Ho7iIQf1aXByqpw8aakjBkjFEs+1cmTwg/+d1H8JGrXTijYpKQIhbrmzYXCSFEOHwa6dSt4bmgo/KAvSuPGwo/3D+HuLhSr3tfUqcKP9Te5uRUUP97UpIlQJASEopmNzYe1sSx582dtUeurGEcxrKht9PXx1NWBUvwxXqTBg4Wiz/s4cUIoTn2I+/cBU9MPb1cZka+lhfsLFyK7cWNAR0fY7lJThW0WAExMhLg9fiwU5F6npwcYGAiP799XbsNLW506RX+WP5C6ujoMDQ1RtWrVt4Z9Sg5R7joXZ8olz5erugmMMcYYK2/+q+gElO2iEyCcDaLwMUUnQChevWnmTOGvNL1edAKEMyBmzCi95ZVG0QkomaIT8N9FJ0D4gaqpKRSdAODSJeGsOUvL4qd5vegEFF90Aj686AR8WNEJKLroBACHDglnzxVFUXQChLOJyrO0NKByZeGxl1fx46Wmvv88lV10At6/6AQIn9EPdfLkh09ThiQOHQo1Ozs01NaGDBCKTy9fFhSI69YVtmXF2bevq1BBGF9fv+jh5ZmpKVCx4ifNgoiQnZ2NhIQEACiy+PSxuPDEGGOMMcZYaejZU9UtEJRm0UkqtLSAdesKnvfrJ/yPilJNe0ra0KH/Pc6BA6XfjtJUpYpwaaG5ObB5c9HjdO8uFBUVijvr5dEj4IsvSryJJS4398OnKcdn+hCAFDc3mGlrFxQyEhMLjxQdXfyZe7m5wvhvTiMFL18WXLb+CXR1dfF/7N13fFPl/gfwT0rZQ5EtpUW2IhSBYkGGSEFBvGWKP0Usyi3gwCveK4jKngIFZBZko2xkyl6yoYwiUDqA0kFLFy0tXWnz/P6ICUmbvU4aPu/Xq68mZ35znpzknG+eUbduXTx48MCmiSf28UREREREVJSq7yJ6dixY8PRxZqZ0cUhl3jypI7Be06aG5+/bp+yXSCUxUfdyJ07YLCSnI0UtLhsRZctClC0Lo3VqS/BrtFhMjOFal2YoV66czft8Yo0nIiIiIqKi7t6VOgIikspHHyk7jXdF169LHYHFhKozcmM0k4vPkvR0oGZNqzcj++cY27I7cNZ4IoNkNuigjIiIiIiIyCFUo96ZYt06/fP8/KyPxRm5cm0ulX/6KHJWbYcMwYnLl3XOy87NRdshQ5Cppw8qQ+ua6r///S9+N6cvMRtg4omIiIiIiIhcw1dfmb7skiX2i8NZqUZ/I6e0aMsW+HfujMoVK9ptH9999x0mTpyIwkLHDSTGxBMRERERERG5hqtXpY6AnhHLd+xA4LRpAIBbd+9C5uODQ/90Xj95xQpMXrECAHA2NBStPvwQrw4ahKGTJqGgoEDvNoN37MCHGqMVGlo3MSUF73//Pdp98glafPABfpw16+l6Z8+iVatWaNGiBT799FN4e3vjxD+13WrWrImGDRvi0KFDNjsWxrCPJyIiIiIiIlcZwe5ZZ8N+acjJjR4NxMXZb/seHkBQkN7Zfu3aYebatQCAwxcuoH2LFjhy8SJ6+Pri8MWLmPXll8iXyzFo3DisHj8efq+/jkPnz2PN3r06txebmIiMrCw09PAAAKPrfjJpEsYFBKBLmzYoKChA72++wdatW+Hv749BgwZh3bp16Nq1K44fP47Vq1dr7at9+/Y4evQoevbsae1RMgkTT2SQDOzjiYiIiIiIiEhTg38SRHfj4nDk4kXM+OILfLtgAbKys3Hr3j20a94ct+7dg7u7O/xefx0A0MPXFw3q1tW5vbikJNR64QX189vR0XrXfZKTg6OXLuGhRkfqWTk5CA8Px+3bt+Hu7o6uXbsCALp27YqGDRtq7at27dq4deuWjY6EcUw8ERGR00rLSUN+YT5qV6otdShERERE5EwM1EZyFL927bD/7FlExsaiS5s2EEJg+7FjaN+iBdzddadb9A3gVaFcOeTm5xvcX9ER586vXo1yZcs+XaBtW1zXMXJh0X3m5uaifPnyBvdlS+zjiciFxT2OQ9xjO1Y/JbKzaj9XQ525daQOg4iIiEoKHTfdRPbi164dZm/YgHbNmwMA3mrbFhOWL4efjw8AoFn9+igoKMDxkBAAwJELF3BHT/PApl5eSHr0CDm5uUbXrVShArq2aaNu6gcAD5KTERcXh6ZNm0Iul+PkyZMAgJMnTyIqKkprX2FhYfD29rbVYTDKrjWecnNz8cEHH+DWrVsoX748atasiaVLl6JRo0ZISkrCkCFDcOfOHZQtWxZLlixB586d7RkOWaBQOK6ne7K9evPqAQDEBLZ1JyIiIiIisqVuPj6ISUyEX7t2AIDur7+OORs2oNs/z8uULo3N06fj81mzUKhQwOeVV+DduLHObZUrWxY9Xn8dx0JC8G7HjkbX/W3KFIyeNw+vDhoEmUyGiuXLI3jDBnh4eGDTpk344osvoFAo0KZNGzRt2hTPP/88AGVtqaNHj2Ls2LF2PjpP2b2pXWBgIHr27AmZTIZFixZh2LBhOHHiBMaOHQtfX18cOHAAly5dQt++fXHv3j2ULl3a3iGRGWIzYqUOgYiIilh4YSG6N+yOZtWbSR0KERER0TOr2vPPQ3Hxovp5D19fiEuXtJbp4O2Na7//btL2xnzyCSb/+ive7djR6Lo1X3gBG6ZM0Z74Ty0mb29vhIaGAgAuXbqEgwcPokmTJgCAgwcPol27dvDy8jIpJluwa1O7cuXKoVevXur2hL6+voiOjgYAbNmyBSNGjAAA+Pj44MUXX1RXBSNyFaP2j8KG6xukDoOIXEh4SjhGHRiFlktbSh0K2UiPHj3QsmVLtGrVCp06dcLVf4YCj4yMRIcOHdCkSRP4+PjgpsaIW4bmERERUcnUrnlz9OvaFZlPnli1ne3bt8Pb2xstW7bE8OHDsX79elSoUAEAkJGRgZ9//tkW4ZrMoZ2LL1iwAP7+/khNTYVcLkft2k87i61fvz5iYmIcGQ6R3S28uBAAMLjlYIkjISJXkS3PBgDIFXKJIyFb2bJli7r6+x9//IGAgACEhoZi+PDhCAwMREBAALZt24aAgABc+udXVEPziIiIqOT69F//snobAQEBCAgI0Dlv0KBBVm/fXA7rXHz69OmIiorCjBkzzFovKCgIHh4e6r+srCw7RUhERETkeKqkE6D8FVImkyEpKQkhISEYPFj5w0X//v0RGxuLqKgog/OIiIiInI1DEk9z5szBjh07sH//flSoUAHVqlWDu7s7EhMT1ctER0fD09Oz2LqjR49GXFyc+q9SpUqOCJmISBLZ8mzsi9gHhVBIHQoROdCQIUNQr149/PTTT1i/fj1iY2NRp04d9VDMMpkMnp6eiImJMTiPiIjIVcmEAIQAh02yLyGUR1jVZZIt2D3xFBQUhI0bN+Lw4cNav+gNHDgQy5YtA6Ds7Co+Ph5dunSxdzhERE6t4vSK6L2xNyadmCR1KETkQOvWrUNsbCymTp2KMWPG2Gy7rDlORESuwi0vD6Xj4pBaWIgCAIX8K/5XWGjVX25uLuLj41GuXDm4udkuXWTXPp7i4uLw7bffokGDBujatSsAoGzZsrhw4QJmzZqFjz/+GI0bN0aZMmWwYcMGjmjnhGyZ5SQi0y26tAiTujL5RPSs+eSTTzBixAh4eHggISEBBQUFcHd3hxACMTEx8PT0RJUqVfTOK2r06NEYPXq0+rmHh4cjXw4REZFNef70E2KmTEGahwfAe9XiIiKsWl0mk+H5559HzZo1bRSQkl0TTx4eHupqWkXVqlULhw4dsufu6R9nYs6g0QuNUKtSLalDISIT6fvsNIW8UI703HTUqFjDhhERkT2kp6cjOzsbL774IgBg586dqFatGmrWrInWrVtjw4YNCAgIwPbt2+Hh4YFGjRoBgMF5RERErqrMw4doFBgIRdmyEEw8FWdFzWaZTKb+szWHjmpHjpeVn4WOqzuiarmqSBuTJnU4REbJC+WIexyHl6q+JHUokrKm9Xqn1Z1wIf4Ccn7IQTn3cjaMigBg5+2diEiNwHdvfCd1KOQCMjIyMHDgQOTk5MDNzQ01atTA3r17IZPJEBwcjICAAEyfPh1VqlTB6tWr1esZmkdEROTq3PLypA7BOZUqJXUEOjHxZKIjd4/g9bqvo3LZylKHYpYceQ4A4FHuI4kjITLNwK0DsSt8F+6MuoMGVRtIHY5TOXr3KHzq+qBK2SoGl7sQfwGAsqNyJp5sr+/mvgDAxBPZhJeXFy5evKhzXtOmTXHu3Dmz5xERERE5E4eMalfSnYw+ie7ru+OD7R9IHQqRQanZqfj24LdIyU6ROhSL7QrfBQCITo+WNhAnczH+IvzW+6mTHpZKz03H2dizNoqKiIiIiIjIMNZ4MoHqBvjYvWPSBkJkxA/HfkDw5WCk56Zjpf9KqcNxqGx5NvIL8/F8ueeNL1wCFO3jKTYjFoD1n0NVZ1UFANz8/CZeqfGKVdsiIiIiIiIyhjWeXBxHpXMdYclhmHl6psFOp9Nz0wG4RtPKx3mPzVq+2s/V1EkVV2BNH08qMug//8NTwq3ePhERERERkTFMPLm4vx/+bdX6hm5cybHaLG+D749+j5AHIUaXtUXSQmozTs8wa/ncglw7RVJyOXvi+Un+E8w+M1udMCUiIiIiItfDxJOLe2vdW1KH4DDTT03Ha8GvWTUMvTPLKcjR+q+LKtHgCsfA3BpPVPJM/WsqvjvyHcYcHiN1KEREREREZCdMPJnAFWqPmCorPwuzz8xGRm6G1KGY7YdjP+Ba4jWpw5DM5QeXEfc4DkDx9+zDrIdShGQVc2rbyQvldoxEGrZIHjp7jcUHWQ8AAHGZcRJHIr1zseew5eYWqcMgIiIiIrI5Jp5Iy5STU/Ddke8w7ug4qUNxmLScNJcYQa3tirY4HXMaAIqNWpYtz5YiJId5In8idQh2Z0mzOWdvamctIQQa/tIQ3x3+TupQrNZhVQcM2jbI7PX8N/nj8J3DdoiIiIiIiMg2mHgygbPXGrClZ7EGQo3ZNfDSgpekDkOvXbd3wfdXX/VzU2rCpGSn2DMkg6LTo9FqWSuEJoZatR1XT5qQ9bW6FEKBu4/uYvbZ2TaKqOTZHb4bPTb0kDoMIiIiIiK9mHiiZ55CKKQOwaA+m/vgQvwF9XNnb/o56/QshD4MxX8O/seq7TxLCV9dMvMztZ5bkqQpKcfQEXFOPzUdE09MtPt+nJUQAp/v+xyn7p+SOhQiIiIiesYw8fQMuRR/yeRlVTe51StUt1c4RAaZU+PJFTpTd7SSXqPM3DL/4dgPmHRykp2i0RabEYvXgl/DlYQrDtmfKcJSwrA0ZCk6r+ksdShERERE9Ixh4skEzl7DxFT7o/YbXaZozYOy7mXtFY7dPMp9JHUIz6yQByFYdnmZ1GHQPwwll5whWWfpZ+vcs3PhNtkNaTlpNo7INuafn49ridfwxZ9fSB2KWqGiUOoQiIiIiOgZxcSTGUpKs5Vn3fzz86UOwa6cIWGgz7zz86QOwWVpJpGEEEh6kmR8nRLymWVK7av8wnz14/8e/i8A4Le/f7NbTI6keU7bKpm25NISLAthEpiIiIiIpMfEE7mcAkWB1CGQCV5a8BLGHB6jd745SRPNmjPpuelWxVUSLLy4ELXm1MLeiL1Sh+IwZaeWLZZ0/ev+Xzbfz+O8x9gdvtthCd6Re0ei3LRy6ufVfq5mk8+wL/78AiP3jbR6O7aWmJWIxKxEqcMgIiIiIgdi4skMupqFRKdH45OdnzisyUdmXqbxhaxYNyMvAwCQLc82a9sFigLUmlML0/6aZlFstuTsnYXbw5STU6QOoRhjN+7R6dH4+ezPeudb2sfTkD+GmLyeszH1vbvl5hYAwJG7Rwwu5+z9OJmb3HFEs+fBOwbDf5O/SU2TbWHZ5WVatbkAQF4oN7hOSW7+XWduHdSZW0fqMIiIiIjIgZh4MoGhmhfDdg/DutB1+PmM/htoW/nlwi+oMrMKTsectmj9k/dPGl1md/huAMDRe0fN2nbyk2QkPUnCj8d/tCg2W7JFTYXkJ8nov6U/otKibBCRbem66Rx/YnyxaVn5WerHUicgbqfcRsiDELPWsbSZ2J6IPRat5ww2XN9g0+05a1O7vII87Ly9U51wMTVOR9RCOht7FgAQkxFj9bbsEe+E4xPQZnkbm2+XiIiIiMhemHgygaFfl1U393kFeXaPY8WVFQCAw3cOW7S+1MkHR3mQ9cDqbUw/NR07wnYgcE+gDSKSRmhiqPqxo5oN6UsgvLz4Zfis8HFIDM5CXijHm2vexLZb20xe5/KDy3rn6SpDY+XqrOf8jNMz0HdzX2y9tdWq7dx9dNdGEVkvPCXcrLK21OS/Jlu0XkmuJUVEREREJRsTT2Yw9Ku8oRs8hVDgfNx5yUcVuhh/UdL921Pc4zj1Y1vUGlH1sSJX6G/yohAKqxM699Pvm9000Jk7F7flza1ZTe307DevIA+dV3fGrtu7bBWWyW4m38TJ+ycxcOtAm2/b1GNj6WeWvV1/eF3rub5YriVe03r+d9LfWs9DH4bC1lSxmHueNVvcDAO3DkRuQW6xbZmLSSIiIiIiciVMPOlRoChA4J5AgzUQANNuEJZeWor2K9tj9tnZ6mnJT5ItTiBIdVOiSpBsu7UNiy8uBqDdnEtKXvO9DM5PfpJsdBvG+lUpynOep1W1eE5Gn0T9BfUx9shYi7dhyGe7P1M//uLPL0w6BrYmhJA04Xkh/gJOxZxCn819TFo+Ki0KA7YMQGp2qp0j081QokLXPAEBhVAgOj1a5zrfHPwGN5Ju2Co8h0vJTtF67rfOD7EZsWZvp2gfSoaoknWWfs7a8wcGU1+Hru8WZ212SURERESuj4knPY7cPYIVV1bAd6Wv1du6EH8BANR9M52MPomac2pixukZZm3HljcO44+Px5d/fmnWOv239AcADNw6EF/u/xIHow6i8ozKWHllpWS1J4QQEEIYrDW06OIi1JxTE3vCDff9U7QWhjHxmfG4nGA4MWmI6n2h6ija1sJTw9WP90ftx5gj+keQs5Wi79EPtn+A1399vdhypiRdi9Z2cYShu4Zie9h2rSSxpexZM03zOI8/Ph4vLXhJZxPcpSFL0WJpC8lrW9pKZn4mTsWcMns9Yz8g6CL1DwMrLq8olrS9nXLbpHVVg0TYIy4iIiIiInMx8aSHqvaL5rDW1l64q9Y/EX0CALD++nrLtmPCDdGWm1sMdow95a8pWHxpsVn72nl7p9Y8VSfOa0PXStb8q/HCxvBe5m1wmc03NwMADt055IiQTOboG9vMfMtHRMwryDO7RlhUWpTdkmpF6TuW5h5jVY0SWwxnb0k5mZpcViVfdoXvUveTdD7uvN7lNWu/meJa4jW71mYsmqjW97qLlp8QAlcTrhrcdmp2qlnNVzPzMrH88nJ1P33qpnY2SNRYfI4LgcC9gcWStqZuT9dykamRFsVCRERERGQtJp70MLcGj1R9qewJ34MGCxrgUc4j9bT03HQM2jYIjRc2tnr7x6OPG13mifyJ1fux1J1Hd4r1+1JSqG5szX1/WHoza02NuXLTyqHWnFp656fnpiM9N73YNEfRlyRIy0lTPw5PCde5jLX0JTkckYw1deS1taFri03TF19MRgxeC34NPdb3sCo2QzT7ZDOHQihwPl5/gi0hMwHVZ1fHh9s/1Jqu7/0hhMD/Dv8Pw/cOR9C5IADO0SRNX9LP1GSYrs+Ug3cOmh3H3oi9mHduntnrERERERFpYuJJD103H7qmqW7egs4HGf2V3dobUVV/J5o3FQO2DsC99HvYF7lPPc2WI+ydiz2nd57qeFxJuGJR7YAHmQ+calQqRzcXVL0fHHWja+3re5T7SO+8qrOqouqsqlrTDL0nHNXs54djP6gft17eWu9yKdkpWuenqefq7vDdKDW5FM7EnLE8SA1Fy+hh1kOj60SkRgCw3TFNyEwAAJyL03/uW8vUfr+KvqZCUWiwbO6l3wPwtJajMfXm1UPw5WAAKNZPlr797I/cb3Cbmp+/lp5zms1kNZk7EIEmS75/3tv4HkYfGm3xPsk0ubm56NOnD5o0aQJvb290794dUVHKGstJSUl455130LhxY7z66qv466+/1OsZmkdERETkTJh4siF9/W9Y01ltgaIAPxz9AV/++SUSspQ3hJodzKq3bYPaFZl5ljfFsmT/dYPqouEvDS3e59nYsxavG5MRY9VNnCk03w8FigKk56bjfvp99bFSvR/cZE9Pw4TMBAzcOtDkmizOzJY1fg7dOWTRUPXJ2U87VM+WZ+tc5kzMGdSYXQNf/vmlwSTgw6yHyJHnaE2bd15ZG0TXSIq2SAR9uvtT9WNjCUp9HYyXBPZI+mo2l9R37OIz44tNU9U20ld+vX7vZXC/tij3Lmu66JxuaufiOn8ksVFi0lbntSrBSUqBgYEIDw9HaGgo/P39MWzYMADA2LFj4evri8jISKxevRoffvgh5HK50XlEREREzoSJJz1MvRHS6gNKzwW5NTdVf4T9gemnp2v1x7TpxqZiy9nipkJXZ+dFt9tyaUub7tMab6x6w6L1Qh6EwGu+F0btH2XjiJRWXV0F2SQZmi9prp7WbkU7VJ1VFfUX1Ff3e6Su8aTx/nhr3VvYdmsbBm4daPO4nKEJkaXe3vC2RcfElORit3XdAABLQpaop+l6b9eeWxtNFjUxed+W3KAXLSPN5KWx861QGO9AXDNZK9WAAOYw9xhqHr/SU0rj3iNlDShTPqtUy6iaDh++W7yzdlOUKVUGD58oa6oZ6ncLAGadnmXSNlX9q5mceLJT2T7KeQS3yW4Yf3y83mUO3TmEzqs76030qpy8f9LW4ZVY5cqVQ69evdTl5uvri+joaADAli1bMGLECACAj48PXnzxRZw8edLoPCIiIiJnwsSTHqbepF9NNNzRrSZDN1F/hP2BE9EnUKAowPF7x9U3Grr6+tDsU0l1oWqsw11N+ka40uwnSl/Mmv0paSbDpE5CmeNKwhUAxWupmJOYMdTRtmq0QM2kh+b75Ni9YwB0HzNVouFi/EXcTLppcjym2Hxzs9n9ft19dBcX4i5YtL+cghy983R1Gm1OkuFs7FmtWmH61tXs40mfvELTm6Za2jeRpWzdT5SlyVpTxWbEov3K9vj7of36XTPns2bJpSXFpi2/vFznKHdFj/X99PvmBwdlDUZjCSeVsUfHGl0mPCUcZaaWwdyzcyUbxEHlZrLyM2nKX1P0LvP2hrdxKuYU/oz806xtFygKEP+4eA20Z9GCBQvg7++P1NRUyOVy1K5dWz2vfv36iImJMTiPiIiIyNkw8WShKSenYMXlFVrTdP3KnF+Yj8SsRADFb5g0byL6bemHrmu7YtHFRXhr3VuYeXqmSXHkFuQCAOZfmG9y7CuvrtQ5vWj8d9LumPzLub1r01xJuKJ+reY6HXNa67neEdDMuKG15YhX+o6dvj52rNm3vpEOn+Q/waj9o4rdbDf8pSF8V/qavP2j945aFFfzJc3RYmkLk5d/Y9Ub8JrvZdG+DLFlR+8WjWpXdLQ3jef2bhpqCzNOz8D5uPP4av9XZq1nzueHOcdB3YG/xvaH7x2Otivamryu1FQvEQ0eAAAgAElEQVQDPEw7Nc2qmkymJK1yC3JN6lfMFKoEuz5Fy3zAlgHwmOfh8OSus5k+fTqioqIwY0bxGsiWCgoKgoeHh/ovK8t+I1YSERER6cLEk4XGnxiPwL2BRpfrvLozDkQdMHm7lxOUv8RffKDsfFfXzY+1SR7N5jt/P/xbb+2dRgsbmbxNWzftOBNzBpNOTAKgbK7SZnkbDN011CbbNmc0Oc2mlLay/MpyAE9rQUWmmTfMecDOAJsnIRZfWoyFFxdi8B+DjS676uoqTD45Wec8VZLVXGEpYbiZfBOySZa9j2yVJFDVVPnrvnmd9Op6L9midopmR9V/3P7D6u0VFRwSDNkkGfZG7NU5/2T0SXz555dmH4+T90/i6/1fWx2fueWakZeh9VzVf5op57HRpoyKQpOSIvaslWTqti3t/67VslaoPbe2TV6Dvpq1KkXPmV3huwBYXtPMFcyZMwc7duzA/v37UaFCBVSrVg3u7u5ITHz6uRodHQ1PT0+D84oaPXo04uLi1H+VKlVyyOshIiIiUmHiSQ9LEim6EkIX4p82U1JdzE88OdHiuADtzqit5bfeD2WmlsGFuAsGR+0zxthyZ2LO4HHeY5Pj6ri6IyaenIjkJ8kIT1GO8LQ7fLfJ6+uTV5CHyFRloqfo601+8rQjalWnw6Y2mdFk6ntHM5EQmxGLjX9v1N6OngRjQlYCriVeMzsuFV1lpWrSqau5ZVGf7f4ME05MQHR6NL7e/3WxDrdNodlk0xr7I/fjx2M/2mRbmi4nXMbQXUMx/7zpNQnNkZGbgZVXVhpssglod35tSrNBc43Yp+wf5r2N76k7e9YcEe7NtW9i8aXF6LKmC57kP9G5DX1+ufiL1fHpeq8aqpHzywXd+zSl/ytjn2EBuwJQb149rWn6RuW0ZSJedU6ak4TT/HGhUFEIr/leWHVtlXra2dizOpsbqkbTk8lkuJV8q9h8WybVSnKfc/YQFBSEjRs34vDhw3j++efV0wcOHIhly5YBAC5duoT4+Hh06dLF6DwiIiIiZ8LEkx6OGCFK183JjaQbAKC3BoKl29Un6UkSANskdfS5lXwLHVd3xLu/v2v2urau2TNg6wAEnQ/SOW9/1NNh0lXDsquk56bjYNRBo9vPkecY7VRXl7Yr2uLDHR+avZ6tmHpDOe/cPPXj97e+j18u/oLll5ebvB9V58iWjmh1/N5xree9fu+Faaem2aUZ2ppra/DNwW8MLmOog2RDiYIR+0Zg2J5h+PXKr1rTi77vNNn6Rr1ozRJVYlg1Ul9RqrJ7mPUQVWZUwS8XfkHlGZWx8/ZOq2PR9ZmVI8/RmdgxdIzkCu1EnjnHzFhiR9fIhY1+Mb1WqKVUP1RYmvT5/uj3xUbJfGPVGwabG+YW5GoNjmAP+r6nSkKn97YWFxeHb7/9Funp6ejatStatWqF119/HQAwa9YsnD17Fo0bN0ZAQAA2bNiA0qVLG51HRERE5EzcpQ7AWY3cN9LsdYpeMJ+JOaP1vOiNTWZeJgBg0cVF6mlFa7JYcrNhyTrn48+jWbVmxbdlgyZMqg5ji/a1ZCpb9rWimdArWl6qX/uB4sewz6Y+OHn/JM59dg6+Hr56X0uF6RVMiiMlO0XruSoBqGnmmZn4rPVnJm3PHAJC7w25sZu+0YdGqx9fenAJAMxKtK28shIjfcw/t1TeWvcWxITi7wepO13WxVBMqtokmk23DkYdxI6wHXrXsfUN+Yn7Jyxab1/kPmTmZ+LrA8qmdMN2D0OfZn0A2LYcOq3upG56bC1TElAZeRlatcpMSWY6oh8oVcIvIy/D4P5ORJ9AJ89OKOVWSmv67LOzzd6nvsEqbPl6WePpKQ8PD73nTq1atXDo0CGz5xERERE5E9Z4sqM7j+5oPS9QFGjdzKia0ZjdEa+VN6C6LviP3Tsm2S/NJ6JP6J0nk8nUTU0sqUlkSNHjoNkX14PMB1rzVDVb4h/HQwiBbuu6qedFpEZgT/geraZ6xtSYXcPoMlFpUXpvfm190+aojpRvJN1AoaLQ5P2lZqeatJyzdAStyZSYTseeVtekMZaYNVbm5r4nzOl7DtD/ejSnqzrCtgVLkk5Fb96PRx+HQii0ksr67AjbgWo/V1M/v5V8y6I+3j7Y/oH6RwVH6rq2K8YcGQPA+s+HDqs6WB2Psfe/TCaDEAIf//GxVo1bJqSIiIiIXA8TTyYw9Vf8on1mFF3vRPQJvLrkVavjMXoDaiSBZE6CafW11SYva+n+jPVXNOHEBIv2my3PNtjZdWqO/qSGqs+jogZsHYDy08prTWu6qCn+telfJo2UZS5LayYZonpfjto/CrJJMq1aN/a+6VsSsgTvb3vf5HOq+uzqxZoJ6WLvGk/m9qkV/zgeHVd11DtfdZz/uv8XPv7jY5O22cXLcN8t5ibfLB0lUp/ErESTEjyOdOnBJcw8PRPD9w63aP3tt7abvc6fkX/i4RPbjAxXlLH3+dxzc+2yX1P3b664x3HYcH0D/Df523S7RERERORcmHiyIdWIYI/zHuNA1AGdN4JhKWF227+1fa3oSjqomnk4kmZNDIVQIDPfstoDFadXRJ25dWwVllpeYZ7O6aYkSMylL5lgiwTRwosLAQD15tUzuWaRzljMTILtCNthVk0Sr/leRpexZ42n6w+v47Xg1wwuU7Q8fj7zs1kxTToxyejy9Z6rZ3C+valGmSwqvzAfskkyjD0y1uJt2yKhoa8PNnNrdmlKz023eF17SM42XquywrQK+PG47Tvcv5l0E0tClthsezLIdNbofBb7eCIiIiJydUw8FXH30d1iNQHMuRBOz03Hh9s/RM/feuLI3SNWxaLv5lzfqHZ9N/eFQihsXpPBXJpN56LTo/HBtg8MLq95054tz0bP33qqnxcd6c1Ulo5GlluQi/vp95FTYP5IbY5kVY0nHQmOI/eU79XbKbfx7cFvLWpiZI5ll5fZdHv26Fxc5U7aHeMLWWnOuTlGlzGWbLS2eZex95RqlLqicahqB64NXWvV/gFlAmrE3hEWfXa+89s7eCIvPvKetYmM0MRQi0ZulEpOQY7eGptFGRohsKhXl76KLTe3mLz8iisrDM5ngomIiIjo2cHEk4bkJ8lo+EtDdF/f3eJtVPu5mro/oN/+/s2qeEbsHWF2TY43Vr1htIaIPZpTacapefwGbRuk1aRt1dVVKErzBqRozRvNzqzNoWs0Ml03OkWTYgqhwAfbDSfKnIG1ZTjm8Bit56oaJ3KFHEHng/Db9d8w49QMk7a1NGSp2ftXjd5oK87Qubg5MZh7012gKDD6vvzj9h9mbbMoU+O3JGFw9O5RzD6jv5Nr1edHdHo0gi8HW/wZLC+UF5v21/2/dC6r2ZG4PreSb6FVcCsM3DrQonhszdYJVmtqtF6Iu4DbKbdNOo66yAvlOr/f2McTERERkeuxa+Jp1KhRqF+/PmQyGa5de9pHSmRkJDp06IAmTZrAx8cHN2/etGcYJlP1y2Hp6GuA8sbAVjfBW25uweabm4tNV3VKrsv5uPMGt5mZl+nQYayLjt628upKm+/DVLrKRdfxLRqzvWv/GGKvhMrPZ3/Wel60I/zhe4dj3LFxJm3LHk0MzWXPGk+mdJi9JGQJ3Ca74e+HfyNbnq2uHWQqYzfb+pInttRscTM8znts022qtue33g/fHfnO6PLWlqOu0SH1abao+CieRanOi32R+/Qu858D/7H5wAf62PrzYMpfUyxe13elL15e/LJWh+zmsud5S0RERETOw66JpwEDBuD06dPw8tKugTN8+HAEBgYiIiICY8aMQUBAgD3DMJm+5hTH7h0DoKwN4kgymczq5npFtV/ZXuf0f7f+t81+aTaUqNE18pvmcXeG0cmK3txN+2uaRJHoZ4vOxQ3R14+Vrdj6BtqchIO5VDUYTdFyWUv8cPQHo8uZc64dvXsUhYpCk5e3RlRalE23Z2ozRWv7p1MpWoOnYumKepc1pb8kUyy4sABLLtmu7yNDbP35aKw5nLWuJV4z+z3lbP1qEREREZH17Jp46ty5Mzw8PLSmJSUlISQkBIMHKzvi7t+/P2JjYxEVZdsbHkvcTrmtc/r66+sBOL7miz2aHNxMvok/I/8sNv183HkUCtvf3BZNMESmReJS/CWtadNOOU9iR1ffKLYcIt5c9uhcfM21NRav66wsuSGPTI3Ertu7jC53/eF1ndOnnNRdWyQiLaLYtIzcDK3nRWstZuZn6k3Gbb211SkSsir2bAplba3LosfpzfpvWrU9U11OuGx8IRuwZ/999qhd+Vrwa2i8sDHiH8fj5zM/a32HymQynfucd36ezeMgIiIiImk5vI+n2NhY1KlTB+7u7gCUF5+enp6IiZG+uY6+Trs15RbkGr1Ad6abRF1uJhdv2vh30t9WNRfRdTOamZeJe+n3ik1v92s77eU0Rq2T+qbWlESEM7DmBj1wb6ANI3EO+yP3az2/GH/R6DpNFjVBn819LNpfWk4axp8Yr3OeruZDG65v0Hquq4aWvlpb1vbdZA5TOvPfemurydsz5TPVlorWDLM2kWWoiZ0mQ5+dQgibJXWKvo9saeMNywZyMEWfzX0w5sgYbLu1TWu6ru9Ke9e2JDvKKTmd8BMREZFjOX3n4kFBQfDw8FD/ZWWZNlqPJUy5SSk/rTzcJjvmsDl61B9rkj66aoVY0mzHGZN2lnaeS6YpmjSyRNG+uiafnKxzufvp9/HmmjcRkVq8VpI5DDV9OxB1wKJtanbCr8lWSYshfwwxuoyx0fUiUyNNTsYAMLmfMBVrE89Fj6GjOqq+/EB/jSe3yW5wm+xWLCFpSfNJU0erM9f/bf8/fLTjI7tsG3j6XaDZjE4Gmc7m7ez3iYiIiMj1ODzxVK9ePSQkJKCgQFnlXgiBmJgYeHp66lx+9OjRiIuLU/9VqlTJkeFaxFYdzRq6AN8RtgOPch7ZZD8qOQWW/1rZ6/deNozEMEtvxE1dr2jy6++kvy3any3oi1nzhtoZRnQzl2ZTM1u8dyLTIrWe60vajj8xHifvn9Q56qGpXpz7ItaFrrN4/eWXl+ucri/paqtaQ6omw9ZosqiJWcsXbdZrSo1RW3JU8t7QgA8qRRNNc8/NNXs/lx5cMr6QBTbd2GTV+q8sfsWkhJHm55ZMJtM5ql5J/DwjIiIiIsMcnniqWbMmWrdujQ0blE0Gtm/fDg8PDzRq1MjRoRTj6GYhAHA14areeYZGmOq/pb/Nh/i2ZVMLe410lpKdArfJbvj5zM/GF7bA90e/x91Hd+2ybVvSvKE+F3dOwkick76aLqqEka5+zkyVkJWA/x7+r1nr3Ei6oe6fR9/IjnqTjA6u+WhPjqwxCjiuxpOphBBQCAXyCvJwIvqE1OEAAIbvGW71NsJSwpBXoL+JnK739qX4S5h4cmLxZZ2w1iuZyIU+q4iIiMi27HoHMHz4cHh4eCAuLg5vv/22OrkUHByM4OBgNGnSBDNnzsTq1avtGYbJpLhJab28tcXrStnptTEtl7bEmdgzJi8/6/QstA5ubbTzXFWTljFHxpgdkyk38PqaO0ll4cWFOqdrNmMs2nE1GU7aSmHZ5WVosbQFfr3yKzrW62jWuln5WZh1ZpadInMutk6yOVPSznO+J9qvbI8OKzug3LRyVtUwtaXlV3TXwNMkm2T8OOYV5hltZqpZHjPPzMTeiL3FlmGNJyIiIiLX427PjQcHB+uc3rRpU5w753y1NJzpJsUUztwXRkZeBr7a/5XJy489OhaAcnQ9Q+zVx4mz+vbQtzqn30y6id5NegNgDQFd4h7HSR1CMVFpUfj3nn/rna+vHLPys3Ds3jF7hWV3pjY9zivI0zuCoKVs0X+YrSRmJSIxK1H93FlqPNnKD0d/wJKQJTrnqd7bpvRr5czfa2RECbuGIiIiIsdx+s7FHcnZmmW4Ms1OZjV9svMTg+tZUtNJRV/toZJIsxNo1hAozk3mVuKOS0mL11QFigKTlis3rRz8N/nbdN8cIc1x9CWdgKfv7c///NzodphIJyIiInI9TDxpKGk1nkqyqrOqWrTenUd3bBxJyaTZlIw3asVFpkU6tC8h0o8JfcrMzzR5WVMTlURERERUcvDOTANvkKik0Kwd46o1ZfRx1dfrqglEKQZtoJIr5EGI1CGQpfjjHREREenBOwINvEGikkKukGPrza0Anr0+Ud5a95bUIdiFro6WXQFrkhIRERERPduYadHAxBOVJKqhyF21pow+rtYps605W1OlIX8MkToEInIEJpmJiIhID2ZaNPCXeSpJHmQ+wNabW1226RlZpuvarlKHoGV72HapQyAiIiIiIgkx8aSBNZ6oJEnPTcf7297H30l/Sx0KOZHTMaelDoGIzDBq1CjUr18fMpkM165dU0+PjIxEhw4d0KRJE/j4+ODmzZsmzSMiIiJyNsy0aPjt79+kDoHIbEHngqQOgZxE8pNkqUMgIjMNGDAAp0+fhpeXl9b04cOHIzAwEBERERgzZgwCAgJMmicZ1honIiIiPZh40rAvYp/UIRCZLSMvQ+oQyEnMOz9P6hCIyEydO3eGh4eH1rSkpCSEhIRg8ODBAID+/fsjNjYWUVFRBucREREROSMmnoiIXMSM0zOkDoGIbCA2NhZ16tSBu7s7AGUflJ6enoiJiTE4T1Ks8URERER6MPGkITM/U+oQiIiIiGwmKCgIHh4e6r+srCypQyIiIqJnDBNPRERERE6kXr16SEhIQEFBAQBACIGYmBh4enoanKfL6NGjERcXp/6rVKmSw14HEREREcDEExEREZFTqVmzJlq3bo0NGzYAALZv3w4PDw80atTI4DxJsakdERER6eEudQBEREREz6rhw4dj3759SExMxNtvv43KlSsjKioKwcHBCAgIwPTp01GlShWsXr1avY6heURERETOhoknIiIiIokEBwfrnN60aVOcO3fO7HmSYY0nIiIi0oNN7YiIiIiIiIiIyC6YeCIiIiIiIiIiIrtg4omIiIiIrMOmdkRERKQHE09ERERERERERGQXTDwREREREREREZFdMPFERERERERERER2wcQTERERERER0bPgjTekjoCeQUw8ERERERERET0LunSROgJ6BjHxREREREREREREdsHEExERERERERER2QUTT0RERERERETPAiGkjoCeQUw8ERERERERERGRXTDxREREREREREREdsHEExERERERERER2QUTT0REREREREREZBdMPBEREZHTyMzLlDoEIiIi18XOxUkCTDwRERGR01AIhdQhEBEREZENMfFERERETsNNxksTIiIiIlfCqzsiIiJyGkw8EREREbkWXt0RERGR0yjlVkrqEIiIiFwX+3giCTDxRERERE6jlIyJJyIicgIvvSR1BEQuQ9LEU2RkJDp06IAmTZrAx8cHN2/elDIcIiIikljpUqWlDqHE4HUUkZ0MHWracm+/bd84SFp370odAZHLkDTxNHz4cAQGBiIiIgJjxoxBQECAlOG4tBY1W0gdAjlI7Uq11Y8rlK6AM5+ekTAaaU1+czKmvzVd6jCI9BrRZoTUIVAJxusoB3n4UOoIyJHc3YEPPjBt2SFD7BsLSWfcOKkjsJ+6daWOgJ5BkiWekpKSEBISgsGDBwMA+vfvj9jYWERFRUkVktmWvbtM6hCMiv0mFoXjC3F95HWUKVXG6PLtPdobnO/5nKetQjPo4OCDCO4dbNKyn3h/AgCo/3x9rO+7vtj8B6MfmLSdquWqmh6gFUzZzxv13rBo22KCQMK3CRATBPJ/zEfW91noUK+D3uXb1W2n9fzuKOt/2Xm7oe1//atZsSZ+eecXk5ZtUbMFunh1wWu1X8NPXX7C952+L7bMvLfn2TpEm6pYuqLRshjtOxpez3npnb/Gfw3yfsyzdWgm8XnRx6bbuzPqDp6Me6J+fmjwIfXjV2q8Umz5cu7lbLp/e1raeynEBIGDgw8aXO4b328AAH4N/DChywRHhEZOzhWuo0qMmjWljoDsrUePp4+rVAFq1TJtPT8/+8RDllu1yjbbad7cNttxRkw8kQTcpdpxbGws6tSpA3d3ZQgymQyenp6IiYlBo0aNJIlpZreZWH5lOTp5dsJq/9Wov6A+YjJi0LRaU1wdfhWDtg3Cnog9AIABrwzAx94fI6cgB+m56Zh0cpIkMQOA13NeGOI9BJ++9iniH8ejQukKaL28NQDAo4qHerncH3IhV8hR2q00Ru0fhS/afYFGLzRCtjwbpd1KIyotCi1qtcDhO4dx59Ed9GjYA5XLVEalMpWw4foG+NT1wbRT0xCTEYNhrw3Din+tQFZ+FnaH78aeiD34tNWnaF2nNQ7fPYzmNZrD3c0ddavUxVf7v0KAdwDa1W2Hbbe2IWBXABq90AhbBmxB9QrVkZGXgVdrvopCRSHcp7jj1NBT6OjZEQBwI+kGChWF+Nr3a+TIc1CxTEXUqFAD3x/9Hh+2+BBez3mh3nP1sKbPGvXr7P9yfwzcOhCjXh+FhlUbok7lOsj6Pgvubu7Iys9Ctjwb9Z6rh0JFIZKzk6EQCtSpVAcymQwKocC1xGsITQxF42qNEZMRg1a1W6HxC41RulRp7Ajbgf5b+iOwdSB+6PwDPJ/zxJ20O6hZsSZyC3LxQvkXEJYShuj0aESmRqJPsz74/M/PMbv7bJQpVQa3km+hT7M+CEsOw51Hd/By9ZdR77l6SMlOgbubOx5kPkDzGs1RulRpPMh8gLpByi+GmP/E4H+H/4d5b89DVn4WSpcqjQJFAUbsHYGj945i8puT8VOXn7TeF5rNVR6PfYykJ0mQK+QoJSsFjyoeOHbvGN5u9DYSsxKx5toa9GrcCy9VfQmjfUcj6HwQ3qj3Bt6s/yba1GkDXw9fVKtQDZGpkbiccBnvNXkPCqHA2tC1GOI9BCEPQnAh7gLOx5/Hxv4b8SjnETLyMvBKjVdw+cFldFjVARv6boBfAz/8df8v3Ei6gaz8LGy5tQVxj+OwsOdCBJ0LQuiIUMRnxuNc7DlULlsZreu0RmxGLLrU7wIAGNF2BBRCAZlMBgC4GH8R5dzLoeOqjljbZy0GvToIQgj1fJWCnwpwPu48+m3ph1NDT6FJtSb43Odz3H10Fy89/xJkMhkmHJ+AWpVq4ZuD32Dfh/uw6OIiHL57GF28uuDQx4dQoChAmVJlkJiViDpz6+Crdl9h8aXFuDr8KlrWagnZJBnKu5dHTkEOAOCnzj+h20vd4PmcJ97f9j5CHoTgv+3/i4+9P0Z6bjrae7TH0pClyMzLxI/Hf8TCngsR2CYQYclhyu3JZLj39T2MPjgav/7rV8gL5Rh3dBzGdhyLKmWroFalWpj79lzcTLqJJtWaICU7BbkFufB8zhNhKWFoXqM5ZDIZwr8Mx7ij41CtfDUsv7Icr9R4BTc/v4lNNzahTKky6PdyP+QX5iMsOQxRaVHYcXsHfnnnF1SrUA3XEq9h7JGxqF6hOrLl2Xij3huoXLYy2tVth6BzQehQrwNmnJ4BN5kbErMSkT0uW33s03PT8fWBr1FKVgqrr60GAIzvPB4LLixAr8a98Fu/3yCTybDi8go0qNoApUuVRsXSFTHmyBis7bMWJ6JPoGr5qrj76C4aVG0AQJlYVUn5XwqO3D2C95u/j0N3DqF2pdpYcWUFujfojq4vdcWDzAe4lngN/7f9/wAA+z/ajwNRB+Df1B+dvDohPCUcXs97ISEzAauursLgloNxIOoAejfpjZeqvgR5oRzR6dFIy0lD5zWdMbjlYGy4vgEAMKHLBPyvw/+wNGQpqparih4Ne8Bz/tOk/I2RN1C5bGUcjDqIwL2B8HnRB/fS78G7ljc6enaEm8wNM0/PxMDmA9Xr9GjYA2KCQFhyGF5Z8gp2DtoJ/2b+yC/MV/9oMNNvpvrxqNdHYcrJKej3cj8sDVmK3k164376feQW5KJp9abwedEHjas1hmySDP1e7oeN/TciryAPeyP2YsPfGxDUIwgX4i8gJiMGL1Z+EZ/t/gwXh11EvefqQV4oR42KNZBfmI8n+U9w/eF1lHUvi9Z1WqOcezmMPz4ec87OQaEoRJ1KdZCQlaD+LrqfcR9ez3nh3tf3EHw5GL9c+AXXR16Hm8wNB6IOwPM5T7RY+rQG7k+df0KbOm3wUtWX0LJWSwh2eGoyZ7yOIidSty4QH++4/U2dCvz4o+P2Z4oqVYDHj01btl074NA/P2ocOwZ4eyub261ebXg9dzvfSlWqBGRl2XcfUjt8GOje3Xbb69LFNtsp888P9t9/D8yYYZttmuqzz4CVK227zXv3nvZZZSyZ/s47wIEDtt2/vVSvDvj7Fz9eQ4YA69bpXsfLC7h/3/6xOVp0NFCxotRR6CckEhISIpo0aaI1zcfHRxw9elRr2ty5c0XdunXVf88995zDYjwTc0Y0/qWxOHHvhHoaJkJgYvHDlpSVJNaHrlfPV/29svgVgYkQvX/vLW48vCH6b+6vNf/TnZ8WW6fl0pbFphn6i0iJKBaPvjitdePhDeG91FuEp4TbfNtEzkChUEgdQon0LBy3madmir6b+uqd/ywcA2Oc/RjUrVtX6hBsximvo27eFAIQYu1aIc6fF6J3b+VzQIjmzZ8+Vv39+GPxaVL+zZ2r/P/CC0KULi3Eyy8LMWuW8rV9/LHhdWUyIV56Sfm4fXvl/2bNhNi4UYicnOLLh4UJIZcLMXFi8Xm9ewsxYoRpMZcq9fSxt7cQ+/YJkZenjPnkyafz5HIhFAohpkwRYsYMIXx9ldMbNhTiX/9SPh40SIhff9Xe/gcfCLFihfJxt25CBAUJ8eqrQjx+LETXrsrjNHiwcn9XrwqxffvTdf38dMfcuLH+19Oo0dPHnToJceCAELVrC9G/vxA1agixbJkQEyYojzegvT9AGdu5c8rXnpj4dPqYMUJUqSLE2LFCdOwoREDA03n16gmRnKxcPjX16etmkWoAACAASURBVPu5oEBZ/rGxQvTrJ8T77xePVwghsrKMl1Pp0obnd+ige7oQpr0Pfv9diHv39M+PidF+D+/fL0TEP/cPFy8+nV5YKMTBg9rrXrsmxNmz5p9P3bop/7/3nv5lzp9XvjcNbadz5+LT/vMfIf78U4jFi7Wn5+Qoy617dyE2bXo6/fvvnz5u0ECIK1eU58KxY0IMHSqEu/vT81f1l5+vPD75+UK8+OLT6Xv3ai/XvbsQU6dqT7tzx/zjpXr/z5un3O+VK0JUrqw9v27d4utcuCBEZqb2a9T8U71vhVCWb06O8rPA3185fcqUp8vWqKE8dxQK7c+m7t2V0wAhmjYVokkTIWrVEqJCBe19eXsrt6ErDtXnojl/c+YUn/bii8rP6jZtlPv6+2/l69q7V3ncV68WYv36p+exar2LF5WfG3fvPj0WkyY9Pa7e3k+X/eorITIyipdr9+7K7wdAiFdeEWLgwOLxDRggxDvvCHH7thBvv609LztbGZ/quY+PELNnC7F0qfZyZcoo/7/7rvb0gQOFCA5++r4PDBRi5Urlueag6y9rrqNkQgghRcIrKSkJjRo1QlpaGtzd3SGEQJ06dXD69GmDv9R5eHggLi7OgZESERGRK3ClawheRxEREZEjWXMNIVkfTzVr1kTr1q2xYYOy6cL27dvh4eHB6uFERERERvA6ioiIiEoKyWo8AUB4eDgCAgKQmpqKKlWqYPXq1WjRwvDoa/yljoiIiCzhatcQvI4iIiIiR7HmGkKyzsUBoGnTpjh37pyUIRARERGVSLyOIiIiopJA0hpPlihbtixq1Khht+1nZWWhUqVKdts+OQbL0XWwLF0Dy9F1lOSyTE5ORl5entRhSIrXUWQKlqPrYFm6Bpaj6yjJZWnNdVSJSzzZG6uguwaWo+tgWboGlqPrYFmSIXx/uAaWo+tgWboGlqPreFbLUrLOxYmIiIiIiIiIyLUx8URERERERERERHZRauLEiROlDsLZtG/fXuoQyAZYjq6DZekaWI6ug2VJhvD94RpYjq6DZekaWI6u41ksS/bxREREREREREREdsGmdkREREREREREZBdMPBERERERERERkV0w8URERERERERERHbBxJOLuXHjBjIzMwEACoVC4mjIUixH13D69GmEh4dLHQbZwNGjR3Hx4kWpwyAr8ZwkQ/jd6zpYlq6Bn9mug9dRrsGac9LdxrGQgwkhIJPJsGPHDvz444+oVq0ahBBYt24dGjRoIHV4ZCKWo2s5deoUhg0bhlq1akEul+OLL75A3759UbFiRalDIzNduXIFH374IWrWrAl3d3d069YNn3/+OapWrSp1aGQGnpOkC797XQfL0rXwM9t18DrKNdjinCw1ceLEifYLkexNJpNBoVBg7Nix+OabbzB79mxcvnwZx44dQ9WqVeHl5SV1iGQClqNrmTZtGgYMGIBFixahXLlyOHToEOLj45/JoVNLuvnz56NLly5Yvnw5GjZsiAMHDuDatWvo0aOH1KGRGXhOki787nUdLEvXws9s18HrKNdgi3OSTe1KoJSUFISFhSEvLw8AEBoaCjc3N3h7ewMAxo8fj4oVK+LIkSPIz8+XMlQygOXoGpKTk/Hnn38iLS0NgLJKf0ZGBtzdlRVK+/Xrh3feeQc7d+5EVlaWlKGSEcnJyfj9998RFxcHIQQAICEhQV1uvr6+CAwMxObNm5GRkSFlqGQAz0kyhN+9roNl6Rr4me06eB3lGux1TjLxVEIIIZCZmYlvv/0WLVq0wHfffYdBgwYBAOrVq4ebN2+ql61VqxbatWuHBw8e4Pr161KFTDqwHF2HXC7HlClT0KJFCyxZsgQfffQRjh8/DplMhvLly0Mmk0Eul6NChQrw9fVF7dq1sWXLFqnDJh0UCgWCgoLQsmVLbN68GSNHjsSvv/4KAKhfvz4KCwuRnZ0Nd3d3tG/fHq+99hqWLFkicdRUFM9J0offva6DZek6+JntOngd5RrsfU4y8VRCyGQyhIWFITQ0FDExMdizZw/y8vIwbtw4VK9eHa1atUJQUJB6+TfeeAMxMTFsC+1kWI6uIyEhAYcPH8bdu3exd+9evPnmm5gzZw5iYmLg4+ODU6dO4f79+wCAF154AfXr10dOTo7EUZMuqamp2LdvH65fv45du3bhk08+QXBwMEJDQ/H6668jOjoaly9fBqC86enatSuSkpIkjpqK4jlJ+vC713WwLF0HP7NdB6+jXIO9z0kmnkqQy5cvo1mzZpDJZACAb7/9FnFxcdi/fz+mTp2K7du3IzIyEgDQoEEDJCQkIDk5WcqQSQeWo2vIzs6Gm5sbEhMTAQCffPIJGjVqhEWLFuHjjz9GcnIyjh8/DgB4/vnnERkZieeeew4A1NWPyTmUL18eqampiI2NBQD07dsXfn5+mDx5Mnr27Ily5cph//79KCwsRJkyZRAVFYVGjRoBYFk6E56TZAi/e10Hy9I18DPbdfA6yjXY+5zkqHZOrrCwEG5ubpDJZChdujRu3bqlbl/ZuXNnHDt2DCdOnEDPnj3x/vvvY9y4cejZsyciIiLw4osv4tVXX5X4FRDAcnQVhYWFKFWqFADlrzt16tRBYmIiGjRogFq1aqF3796YPn06CgsL8e9//xsLFy5EREQEypQpg9jYWLz88ssAoL5YJsdSjXoEaJflgwcP0LZtW9y+fRutW7dGqVKl8Nlnn+Hdd99FfHw8vvrqK3z99dcIDAxEjRo18Ndff8Hf3x8Ay1JqPCfJEH73ug6WpWvgZ3bJxuso1+PIc5Kj2jmR+fPnY+HChSgoKECdOnVQoUIF9ZcsAHh7e+Obb75Bhw4d4OXlhVKlSiE+Ph5nzpzBBx98AB8fH9SsWRMbN25E+fLlMXv2bNSqVUviV/XsYTm6hsWLF+N///sfkpKS4O7uDg8PD7i5KSuJPnnyBA0aNMCmTZvg7u6OV155BeXKlcOTJ08QEhKCVq1aoXPnzmjbti1u3bqFzMxMLFy4EM2aNZP4VT2bli1bhuHDh+POnTvIzc1F06ZN1WX58OFDeHl54dSpU0hJScGrr76KSpUqQaFQIDQ0FC+88AI6d+6Mt956CxkZGUhOTsbixYvx2muvSfyqnj08J8kQfve6Dpala+BntuvgdZRrkPycFCS5vLw8MWrUKNGrVy+xZs0a4e/vL4YOHSoKCgqEEEL4+fmJEydOCCGEGD16tOjdu7dITU0VQghx+/Zt0aJFC5Gfn6/enlwud/yLIJajC5k/f77o2rWr2Lt3r5g+fbrw9PQUmZmZQgghhg8fLtatWyeEEGLNmjXio48+Ert37xZCCJGTkyPatGkjEhIS1NtSKBSOfwGktmbNGtGxY0dx4sQJsXbtWlGzZk0RFhYmhBBi8uTJYtmyZUIIIfbv3y+GDh0qFi1apF63a9euIjw8XJK4SRvPSdKH372ug2XpOviZ7Tp4HeUanOGcZOJJQqpCS0tLE40bNxaPHz8WQggREREhunfvLubMmSOEEOL+/fvqdR4/fix69eolhg4dKtavXy86deokpk+f7vjgSY3lWPKlp6erL17z8/NFx44dRUhIiHp+jx49xOeffy6EUJazSm5urpg/f75o0aKFWLBggejWrZv45JNP1O8Bcry8vDz1Y7lcLj7++GPxxx9/qKd9+umnIjAwUOTm5ors7GytZXfv3i08PDzEtGnThJ+fn/D39xfJyckOjZ+UeE6SMfzudR0sy5KPn9mug9dRrsEZz0kmnhwsPDxczJw5UxQWFgohhCgsLBRpaWmiT58+4uDBg+rlNm7cKJo1a6ZzG3fu3BFLly4Vffv2FStWrHBI3KSN5egaoqKixMiRI0XLli3FpUuX1L+qvvvuu+oLXSGECAkJEfXq1RNJSUk6t7Nv3z7xzTffiODgYIfETcVFRESIzz//XPj7+4t169aJ+Ph4IYQQ7733nvjuu+/Uy924cUO0b99eXLhwQed2Tp8+LaZOnSqWL1/ukLhJG89JMoTfva6DZeka+JntOngd5Rqc+Zxk4slB5HK5mDp1qqhWrZp44YUXtAoxLi5OBAYGigULFqinpaamii5duoh9+/app+3cudOhMVNxLEfXMXLkSFGtWjUxd+5ckZKSop5eUFAgli5dKvz9/dUf1kII0apVK3XZFhYWij/++EOr2ilJo7CwUMyaNUs0a9ZMzJkzR2zZskX069dPjB49WgghxI4dO0TLli21yvLdd98VkydPFkIoy3vfvn3iypUrksRPT/GcJH343es6WJaug5/ZroHXUa7D2c9JNzv1XUVFuLu7o02bNti9ezeWLFmCDRs2qOfVrVsXjRo1QlhYGK5evaqeXqtWLfXQhImJidiyZQtycnIcHjs9xXIs+QoLCwEAnp6eqFGjBkaPHo1q1aohJiYGAFCqVCn4+PhAoVBg69at6vX8/f3Vw8S6ubnh9OnT6lEgSDpubm549dVX8fvvv+Pbb7/FwIED4efnh8zMTMjlcnTo0AHVq1fH0qVL1ev07NkToaGhAJTlfePGDXY8KyGek2QMv3tdB8uy5ONntmvhdVTJV2LOSbultKgYVZvZiIgI0alTJ7Fp0yb1vLCwMPHVV1+JwYMHCyGESElJEZ06dRJRUVGSxEr6sRxLNs1Mf6VKlcT48ePFe++9J/z8/MQXX3whdu3aJYQQYuHChaJp06YiNTVVJCUliR49eohjx45JFTbpoOoX5MmTJ0KIp+fmV199JcaOHatebvv27aJ27dri2rVrIiEhQfTt21ds27bN8QGTTjwnyRT87nUdLMuSjZ/ZroPXUa6hpJyTrPFkYwcOHEBmZqbOeWXKlAGgzEa+9957WLlypXpes2bNMHbsWCQmJqJnz55o3rw5unfvjnr16ql/5SHHycvL0zuP5VhyqLL4mkqVKgWFQgEA+PLLL7F27VqMHDkS69evh5eXF3766SdkZGTgyy+/RIcOHTBs2DC0bdsWLVq0QLt27Rz9EugfBw4cQHJystY01dDaFSpUAKA8NxUKBe7cuQNfX1/1cv369cPIkSMxa9YsdOrUCR4eHujevbvjgie1pUuXYs+ePVrTeE6SCq+hXAevo1wDr6NcB6+jXEOJvo5yWIrLxa1YsUI0b95cdOzYUbz33nti7dq16nk7d+4s1u712rVr4vXXXxeXLl0SQgh1j/+PHj0Sly5dUg9vSI6Tn58vpk6dKsqXLy9Wr16tnq7q+HLXrl0sxxKgoKBAzJ07V1SuXFl89tln6rbKqnI8cuSIusPDwsJCrTKKi4sT3bp1EydPnhRCKH8Jio2NFVlZWQ5+FSSE8pe3qVOnijZt2gg/Pz/RtWtX9bC9crlcHDlyRPz6669a65w5c0b4+vqqn2u2VU9OTlb/qkeOFxUVJcqUKSOGDx+urr2gUCh4ThKvoVwEr6NcA6+jXAevo1xLSb+OYo0nKwkhIJfLcfbsWcyaNQunTp3Cxx9/jEmTJiEyMhIAEBUVhdq1a2ut5+3tjT59+mDo0KHo1asXfv31VwDA888/j7Zt26JSpUoOfy3Puu3bt+Pu3bt4//33sXnzZvWvrm5uytMkIiICderU0VqH5eh8rly5gocPH2LUqFEQQuDy5csAnpZjfn4+unXrpp6mWUZHjx5FrVq10KlTJwDKX4I8PDxQsWJFB78KAoD169fjypUr2L59Ow4fPoxPP/0UkydPBqDsJyQ/Px9du3YFABQUFAAALl68iB49euDGjRvo3bs3xo0bp/6VvHr16upf9chxVMf/6tWraN26NQBlOQHKcyw/Px9+fn4AeE4+a3gN5Vp4HeUaeB3lOngd5Rpc5jrK4akuFxAeHi4OHTqkzvhGRESIxo0ba2WABwwYIH766SeRnZ2tcxtr164V9evXF6+99ppYtWqVQ+ImbampqVrP09LS1Fn9hg0bij179hjdBstRepGRkeLAgQPq0RsyMjLEw4cPhRBCDBs2TEyYMEGkpaXpXFehUIjHjx+L/2/v3gNqStc/gH+3yqUbcinH0I3oYsouhXIdukpySaiGXKbfSWPGNWYMg9wHM5xyZlwnE8NBcVxzm5gMEamkcigJE0VJpXY9vz86exE1Z5jau1bP55+p3Vq7d81jr/XtXe963x07dtCgQYOoX79+VZZxZoqVkpJCBw8epAcPHhBR5V22mzdvCj9PTEykgQMHCj9/U2lpKXXt2pXatWtHQ4YMoYiICIW0m1Ulr6P8c1hWVkZEREuWLKFffvmFZs2aRTNnzqSCgoK39uXPpPhxhhIPzlHiwDlKPDhHiYNYcxSPeHoHBQUF8PHxgYeHB77//nu4uLjg3r176Nq1K5o1a4YDBw4I206ZMgUnTpxAQUFBlfcoKysDUPnM9Jo1axAfH49JkyYp9Dgau+TkZAwdOhTdunUT7qgCQOvWrYW7qmPGjMGWLVtQUlJS7XtwHZXvxo0bGDVqFLy8vBAeHo7+/fsjJycH2traaNu2LQBg6NChSE9PR3x8PAC8NT9ESUkJKioqkJ6ejlmzZiEmJgaOjo4KP5bGrqioCAEBAfDw8EBkZCT69euHpKQk6OnpwdTUVLgLd/bsWWhqar51xxwACgsLUV5ejsGDB+PHH39EdHQ0xo0bp+hDadTerGPfvn2RnJxcZbRD06ZNMW3aNPz+++/45ptvEB4eXuU9+DMpXpyhxINzlDhwjhIPzlHiIPocpeyer4bk+vXrNHbsWCouLiYiIh8fH/L29qaCggLauHEjffTRR0T06hloY2NjOnbsGBER/fbbbzRz5ky6c+eOchrPiKiyF3jWrFkUEhJCffv2pVWrVr31c6LKVVQMDAzemun/0qVLXMd6oLy8nKZOnUorVqwQXnN2dqbp06cT0as7A8+fPyc/Pz9atmxZlf2zsrJo3rx5dOrUKcU1mtXo3r17NGLECOHOzqxZs8jHx4du3LhBRK/OqT4+PrRv374q+2ZmZlJwcDDXsh6oqY5JSUlUWFhI06ZNIyKibdu2Ufv27al9+/Z04MABIiK6e/cu11HkOEOJA+coceAcJS6co8RB7DlKZfHixYuV3fnVUOzZswepqanw8/MDAPTp0wfff/89DAwM0LdvX2zevBkdO3aEmZkZAODKlSswNTWFiYkJdHR0YGlpCX19fWUeQqNGRJBIJDAyMoKHhwfatWuHb7/9FiNGjICWlhaAyudey8rKoKmpiczMTNy4cQNmZmbYu3cvbGxs0LJlS1hZWXEdlaiiogJNmjSBoaEhnJ2doaamBgB48OABioqK4OzsjCZNmqC8vBzNmzdHWVkZkpKSUFJSghMnTsDExARt27aFtbU1zM3NlXw0DACOHTuGq1ev4pNPPgEASKVSHD58GCoqKrC0tISqqiqys7Oxb98+LFmyBNnZ2di9ezdsbGygrq7OtawnqqvjoUOH0KRJE1hYWGD27NlYsWIFHj9+jJEjR6J169ZwcHCAgYEBNDQ0uI4ixxmq4eMcJQ6co8SHc5Q4iD1H8aN21ZAvR0j/HU4q/6+TkxMuXbokTJbYoUMH2NjYICoqCoaGhpgxYwa+/vprhIaGwt/fHykpKejbty+AymUqO3XqpISjabzkw0rl5EuGdunSBQAwfPhwNG3atMrwfgDCBdjJyQmbN2+Gvb094uPjUV5eDg0NDa6jgtEbw7rlw00tLCygrq4ufF6PHz8OGxsbYTsVFRUAgJ6eHiIiIvDJJ58gOTkZ6urqUFVVRZs2bRR0BEzu999/BwCUl5cDeFXbIUOG4PTp08jLywNQOXllr169cPXqVeTm5gIAzp07h7S0NMydOxfDhw9HSkoKysrKuJZKEBMTI9QF+N91vH79Oh48eIClS5fiyJEjOHnyJBYvXgx1dXUUFxeDiKCmpsZ1FAnOUOLBOUocOEeJB+cocWi0OUoZw6zqo6KiIvrqq6/I1dWVli5dSvn5+W9t8+LFC/L09KSQkBDhtWvXrlGHDh2E78+cOUMBAQH09ddf89KhSlBSUkJz586lgQMH0syZMykjI6Pa7eRDiLdu3Uq2trbChIpymzdvJjMzM1q8eDEvG6oEL168oCVLlpCbmxstXLiQsrOzq91OPqQ/LS2N+vTpIzzCIXfhwgXq06cPLViwgOuoROnp6aSrq0vu7u5v/Uw+/NvJyYmCgoKE12/dukX6+vpCTXv37k0dOnSg9evXcy2VQCaT0YoVK8jExIT8/f3fekympjqmpKSQgYFBlc+m/Pwrk8kU0HKmCJyhxINzlDhwjhIXzlENH+coIu54osrnl4cNG0affPIJ3bp1izw8PCgwMJDi4+OJqGpRIyMj6W9/+5uw0srdu3fJ09NTeBaTKdeXX35J48ePp/T0dBo3bhz5+flRTEwMEdX84bS2tqYDBw7Q/v376ejRo0RU+ew6U45Tp06RhYUFTZ06VVh9Y/bs2ZSTk1PjPnv27KG5c+cSEdHBgwfp4MGDRETVrvbAFO/ixYs0cuRIkkqldPHiRSJ6dYGVu3TpEjVr1owyMzOF1wYMGEBpaWlEVPkHKlOeuLg4GjNmDCUmJlZ5Xf5Hi1xNdbx7926127OGjzOUuHCOavg4R4kP56iGj3MUkYTojfGXjURJSQmaN28OALh48SI2bNiAf/7zn2jVqhXi4uLg7+8PFxcXrF69+q19PTw8oKmpiR49emDfvn0YMmQIVq1apehDYK+h/8474OjoiMDAQHh4eCArKwvbt29HSkoKdu/eXeO+7u7uOHLkCExMTLB69WoMHz5cgS1nbzp79izU1NTg4OAAAPj3v/+NJUuW4NKlS8Iw/zd5eHigoqICKioqyMnJwRdffAE3NzdFNpv9gbVr1+Lp06fQ0tJCQkICdu/eLcwxAbyab2LatGl49uwZDA0Ncfr0afTq1QuhoaE11p0pzsSJE2Fqaop58+YhIyMDmZmZcHBwEB7FALiOjQlnKPHhHCUenKPEh3NUw8c5qhHO8RQXFwdHR0f4+/tj69atAIDS0lLcuXMHDx48AAB07twZurq6uH79OhISEgBUXpDlz0Bv374dEyZMQEpKCpYtW8aBSQl+/fVXBAYG4uLFiwAq5x3Izc2Fvr4+SktLAQCdOnWCs7MzHj58iNjYWACv5p4AgOfPn2PSpEl49uwZjh8/jlu3bnFYUrA36wgAvXr1gp2dnVArAwMDaGlpoaioqNr3yMrKwuHDh6GhoYHAwEDExsZyWFKCN2tZUVEhPLMuk8ng4OCAgQMHIj09HVlZWXj58iWAV/MUAMC6deswe/ZsFBUVYdmyZQgLC2vwF9mGJjY2Ft7e3jh+/DgACOfT7t27Izc3F4sWLcKoUaOwYcMGeHl54fz58wC4jo0FZyjx4BwlDpyjxINzlDhwjqqZqrIboEhpaWn4/PPPMXnyZBgYGGDWrFl49uwZZs2aBVNTU8yfPx/t2rVDUlIS3NzckJ6ejkePHsHS0hISiUQouI6ODlxdXeHq6qrkI2p8ZDIZdu7ciYULF6JTp04gIvTp0wcAhAnVUlJSkJubizZt2kBfXx/W1taIi4tD3759hTsDAKClpYWQkBD87W9/U8qxNGZ/VEdNTU0Aryba27ZtG3r27AkNDY233oeI0KlTJyQkJKBHjx6KOwAmqKmWr3/WLly4gKlTp0JHRwdaWlowMTFBQEAA1q9fX+VOj6amJmxtbWFra6uMQ2n09u7di+DgYHTo0AHfffcdnJ2d0bRpUwBA06ZNkZWVBR0dHVy9ehUFBQVYtWoVFi1ahDNnznAdGwHOUOLAOUocOEeJB+co8eAc9cdEP+KpuLhY+PrRo0dQV1fHpEmTMGjQICxevBhxcXE4efIkfvzxR8ydOxfm5ubYv38/Fi5ciPPnz/PFtJ6Qz+4vkUhgY2ODkydPYuXKlcjKysLVq1eF7YYPH474+HjcuHEDAKCrq4vbt2+jffv21b4v11ex/kwd5XfoJBIJCgsLER0djb///e8AgIKCApSUlAjvJ5FIQEQclpTgz9YyIyMDLVu2xHfffQdzc3Pk5+ejc+fOWLp0qbANUx75KBUAsLW1xb59+/DTTz8hLy8PZ8+eFX42cOBAZGVl4dmzZwAAbW1t9O/fH61btxZWKWPiwxlKPDhHiQPnKPHgHCUOnKP+PNF2PK1btw7W1tYIDAxEXFwcACA7OxudOnXC48ePAQD29vYwNzcXloG1t7fH559/jo4dOyIuLg52dnb44IMPlHYMrLKOVlZWmDJlCo4ePYqysjJYWlrCwsICRkZGMDQ0xJ49e4Tt3d3dYWxsjLCwMFy9ehX5+fkoLCyEnp6eEo+CvUsdX7/Dk5SUBAcHBxQWFmLKlCmYOnUqsrOzq7y3GIaeNiTvWksDAwNcv34dycnJ2LVrF+Lj42FmZoaVK1cK2zDF27BhA6ysrDBx4kTs3LkTT548gYGBAaytraGrq4tBgwYhLCxM2F4qlWL8+PF49uwZYmNjkZubi9DQUNjb20NLS0uJR8LqAmco8eAcJQ6co8SDc5Q4cI56dyqLFy9erOxG1LYffvgBUVFR2LlzJzIyMrBnzx5oaWmhd+/eWL16NYYMGQI9PT2oq6sjNzcXt27dgrW1NdTV1XHt2jVMnDgRERERGDt2rDAxH1O8yMhIREREICIiAhKJBP/617+QmZmJfv36AQBatmyJ58+f49SpU7CyshLuxllbWyMnJwebN29GSEgIvLy8MH78eD4xK8n71FE+yemqVasQFhaGxMRE2NraYtWqVTXedWV1730/k76+vvD19UWHDh1QXl4OKysrjBgxAqqqjepp73rj4sWL2LJlC8LDw2FsbIyoqCj8+uuvGDZsGABATU0N2tra+PHHHyGVStGxY0cAlfOGVFRUYPfu3QgJCYG7uztmzJhRZXg4a/g4Q4kH5yhx4BwlHpyjxIFz1PsRxRVEPmmXXEZGBvr27QtjY2MsWLAATk5O2LVrF9q2bQsbGxtEREQIwxs7duyIUGFdsgAAGuNJREFUy5cvQ1dXF6qqqiguLsbYsWNx48YNTJs2TRmH02gVFxfj9UUW09LS0KFDBxgYGGDSpEmYOHEijh07htu3bwOovEPz4YcfolOnToiOjgYA3Lt3D23btsWcOXOwdetWZGZmYv78+Y3mA10f1EYd79+/DwDQ0NDAli1bcP78eSxYsAAtWrRQ/AE1YrVRy8zMTGhra4OIUF5eDhUVFZiamqJZs2ZKOabGqLCwEGVlZcL3iYmJKC0thZGREZydnREcHIwTJ04gKSlJ2KZLly7o168ffvrpJwCVc74AleF306ZNSElJwbx584S5C1jDxRlKPDhHiQPnKPHgHCUOnKNqR4PueLp16xamTJmC8ePHIyQkBEDlJHmPHz/GBx98gJcvX6JZs2awt7dHixYtEBUVhXnz5iEpKQnr1q0DANy8eRNWVlbCPyYHBwdMnjxZacfUGN26dQuTJk3CyJEjMXfuXGHVDSKCsbExnj17BjU1NdjY2KB79+7YsWOHsK+pqSkGDBiAjRs3wsjICN9//z1evHgBANDX11fG4TRatVnH0NBQyGQyrFy5Ev7+/ko6osarNmv5ww8/oKioCBKJhP9wUTB5HYcNG4agoCCkp6cDqJzc2cTEBA8fPoSKigosLCzg5OSEtWvXCvvq6Ohg3Lhx2L59O4yMjLB+/XphXoLWrVsr5XhY7eIMJR6co8SBc5R4cI4SB85RtatBdjzJZDJ88803GD16NLp27YqlS5diw4YN+O677yCRSGBoaIhjx44JH/Ju3brB2NgYqamp6NatG4KDg3Hv3j3Y2NggLCwMn376KdTV1ZV8VI1PeXk5tm/fDi8vL5iYmGD79u04ceIE1qxZA6ByQsuUlBTcu3cPQOUH2MHBAY8ePRImPN2/fz8CAgJgZGSETZs2YdmyZdWu2sHqTl3UccWKFTx8WAnq6jPJ51fFIiJERkbC29sbJiYmOHLkCLKzs/GPf/wDpaWlaNmyJUpKShAfHw+gcmJSb29vZGdno6CgAEDl4wAuLi6wtbVFaGgovv/+e7Rq1UqZh8VqCWco8eAcJQ6co8SDc5Q4cI6qGw2y40lVVRV6enrC3TdTU1MsXLgQ+/btAwAEBATg9u3biI2NRXFxMdTV1fHkyRPk5OQAAPr374/Nmzdj//79uHz5Mnr16qXMw2m0VFRU0K5dO+zfvx/z58+Hnp4e5syZg8jISADAyJEjUVRUhNjYWOTn56Np06Z48uQJJBKJMFRYR0cHR48eRXR0NC/NrCRcR/HgWoqDRCJBmzZtsHv3bsyfPx8aGhoICAjA6dOn0bRpU9jb26Nly5aIjY3F48eP0aRJE+Tm5kJPT0+Yw6VLly44fPgwoqOj4ezsrOQjYrWJM5R48DlbHLiO4sG1FAfOUXWjwXU8yZ+T9fT0hJGREWQyGYDKZy8/+ugjAJXD1yZMmIDw8HBERESAiJCTk4OePXsK79OiRQseQlwPDB48GF26dEF5eTmAypUZ7OzsUF5eDm1tbYwZMwYxMTH45ptvUF5ejmvXrsHQ0FDYf9CgQbC3t1dW89l/cR3Fg2spDr169UL37t2FZZY1NDRgYmIidCR4eHggKysL8+bNQ2FhIQ4fPoy2bdtCU1MTAGBhYcETQ4sQZyjx4XO2OHAdxYNrKQ6co2pfve54unv3LgAIH1zg1ZKf6urqkEgkwjDSCxcuwMzMTNguKCgIXl5e2L9/P8zNzdG6dWt4e3u/9T6s7t26dQsAhID7Onkd5b3DUVFRsLS0FJ5hHjduHD799FMkJyfDysoKmpqaCAoKUlzjmWDHjh2IiooShgK/Plki17FhiYiIwJkzZ4SLKdeyYQoLC8Pq1aurDPWWa968eZXrXEREBHr27CncUf3oo4+wdOlSEBH69esHdXV1iHCR20aNM5R4cI4SB85R4sE5Shw4RykY1TNlZWW0dOlSatOmDUml0j+1z7Vr18jY2Fj4/smTJ8LXDx48oJcvX9Z6O9kfk8lktGLFCmrZsiW1atXqT+2TkZFBhoaGwvfZ2dlUUlJCRERPnz7lOirJlStXyMDAgDw8PGjUqFE0fvx4evjwIRERlZeXv7U917H+2rNnD5mamtKIESNo9OjR9Pnnn1NOTg4RcS0bksOHD5OpqSl5eXnRokWLyMTEhLKzs2vcPjc3l0xMTOjp06dERHTnzh3Kz88nIqLi4mIqLS1VSLtZ3eMMJR6co8SDc5R4cI4SB85RyqGyuJ51zd2/fx+HDh3C1KlTcfv2bairq8PMzAzl5eVCz/Gbfv75Z0ilUgDAhAkTkJGRgQEDBkBVVRVaWlq8AoCCEJHQM1xSUoKff/4ZCxcuREJCAiQSCaRSKWQyWY11PHToEPT09KCiogJ/f38kJyejX79+aNGiBZo3b851VJDX6wgAmzZtwpAhQ7BhwwYMGDAAJ06cwIkTJzBq1ChUVFS8VU+uY/319ddfIzg4GF9++SV69OiBn376Cbdu3YKTkxPXsgFZuXIlpk2bhkWLFsHS0hLXr1/HwIEDa5y0Mjo6GuXl5dDQ0MD06dMRFxcHBwcHaGtrQ1VVlesoIpyhGjbOUeLAOUq8OEeJA+coJVFuvxdRYmIibdq0iW7fvi28lpOTQy9fvqTly5eTs7PzW/vIe5RlMhmVlZWRpaUlaWtrk5OTE+3du1dhbWevpKam0rNnz4io8o4rEdHvv/9OREShoaHUrVu3t/aR11H+X0dHR1JRUSFXV1euo5K8Xkf5XZhPPvmEZsyYIWxz584datKkiVBfeS8/17F+efPcmpmZSe7u7nTkyBEiIqqoqKChQ4eStra2cNeGa1n/JCUl0bJly+jatWv04sULIiIaNmwYjRkzhrKyssjb25ukUikdO3aMiouLiejVOVjOx8eHJBIJubu7cx1FhjOUeHCOEgfOUeLBOUocOEfVH0qb40kmk+HLL7+Em5sbLl68iE8//RTffvstAKBdu3Zo2rQp3N3dkZeXh1OnTgn7AJWTtBERVFRU0KRJE3Tr1g2HDx/G8ePHMWbMGGUdUqOUkZEBDw8PdO/eXXg+WX6Xp3379gAAPz8/lJaW4sCBAwCAsrIyAK/qCFTeHTI1NcWZM2dw5MgRrqOCVVdHFRUVVFRUQCqV4tmzZ8jPzwcAGBoawsXFBStXrgQAqKmpcR3rkTfPrUFBQQgLC0OnTp3QsWNH/PDDD0hMTMTGjRshlUphbm6O0NBQAFzL+mbFihUYNmwY7ty5g5CQEMyfPx8AEBISAn19fUilUnzwwQdYsGABli1bhhkzZgCoXLWMiPD06VMAQI8ePXD27FkcOnSI6ygSnKHEg3OUOHCOEg/OUeLBOaqeUXxfV6X79+9T3759SSaTERHRv//9b7K2tqZffvlF2KaoqIjmz59Pnp6eVfaVyWQ0YMAAunjxokLbzN526dIlmjlzJp07d47at29PeXl5RFR5F+B1ISEh1c434eTkJNw5YMpTUx2JiKKjo2nixIn0888/C6/t3LmTxowZI3zv7OzMdawnqju3WllZ0ZUrVyg3N5cWL15Mw4cPJx8fH0pNTaXg4GDauHGjsD/Xsn7Izc2lwYMHC/PtpKSkUMeOHenw4cNERBQeHk5BQUHC9nFxcaStrS3cZfX396d//etfim84UwjOUOLBOUocOEeJB+coceAcVf8oreMpLy+PevXqRdevXyeiyiGJ8+fPF4aFV1RUUHl5OaWmppK9vT1FRkbS+vXr6erVq0RU+Y+JKV9FRYVQC0dHR5o5cyYRkXCylm8jk8nIwMCAIiIiaMmSJRQdHU1EJAxNZcpVUx2JKic/XL58OY0cOZKKioqIiGjBggW0bt06YZuCggLFNpjVqLpza3BwMLm4uAjbFBYWCl8PHTqUjh49KnzPtaw/zMzMKCYmRvg+JCSELCwsiIhox44dNG3aNOFnBw8epMmTJ9Pz58+JqGqNmfhwhhIPzlHiwDlKPDhHiQfnqPpFaY/aPXz4EB9++CFu3rwJoHK48KRJk5CZmYnU1FRhGcpHjx4hIyMDPj4+yM7ORvfu3QEAOjo6ymp6o0NE+O2336pdxlcikQi1mDNnDsLDwyGTyaCiogIiQkVFBSQSCdLT0yGTyTBt2jTk5eXBzs4OAKCtra3QY2nMiKhKDem1pV9rqiMAtGrVCpMnT0ZJSQl8fX0xbtw4REVFVVl6W0tLS0FHwYC3a/m66s6t/v7+yMjIQGpqKgBAQ0MDv/76KyZOnAiJRIKePXsK+3MtFYeI8OjRo2p/lpOTgyFDhuDChQvCa3PmzEFWVhZSU1NhZGSE5ORkBAUFISAgAF999RX69+8PTU1NAJU1ZuLFGaph4RwlDpyjxINzlDhwjmpY6mRVu+fPn+OLL75Aeno6bG1tq92mXbt2iImJwZMnT2Bubg4tLS28fPkS169fh76+Prp27YqMjAy4uLggICAAUVFRcHFxgZqaWm03l9WgsLAQa9aswfTp06GqqorevXujadOmNW5vZGSEgwcPIicnB/3794dEIoFEIsGjR4/g5uYGPz8/HDp0CG5ubmjWrJkCj6RxKyoqwooVKxAUFIS0tDQ8fvwYlpaWVVZced2bdQQqT76urq7Q1dWFmpoatmzZIvwBwxTn+fPnWLt2LWbMmIG0tDTk5OTA0tKyyopVNZ1br127JpxbExMT4evrC0dHR3z77bc1ruLB6kZRURFWrlyJgIAAxMbGIjk5GYMHD65SRw0NDdy5cweJiYno0aMHdHR00KRJEyQmJkJNTQ0jRoyAra0t7t69C11dXWzduhXW1tZKPjJWGzhDiQfnKHHgHCUenKPEgXNUA1XbQ6iSk5Np6NChZGxsTKampvTw4cO3tpE/O3n8+HHy9/cXhpq+fPmSBg4cSJmZmbXdLPaOLl26RAYGBjRq1Cj6z3/+8z+3l89FcObMGdLX16fDhw/T9OnTeTh/PfDFF1/QpEmTKCUlhc6ePUutWrWiCxcuVLttTXV8+vSpIpvMqnHu3DkyNTWlwMBAun79Om3bto10dXWF8ykRn1sbgoqKCgoODqaPP/6Y7ty5QwkJCSSRSISVVOTbEBFdu3aNAgIC6PPPPxd+5u7uTgkJCQpvN1MMzlDiwTlKPDhHiQPnKHHgHNVw1UrHU05OjvB1YWGhMKFa7969KSws7K3t5R/qsrIyOnnyJHXq1Ilmz55NVlZW5OfnJyxDyhTr9XCTm5tL9vb2wnOx2dnZdPv27SrLMFcnNDSUJBIJWVlZ0b59+4jo7QkymeI8e/aMOnfuTI8ePRJe69WrF7m5uVFWVhYRVV+f6urIlKuoqKjKHy8RERE0b968Kstp87m1fnr9GllQUEAGBgZCLa9cuUKBgYHCnALyuXnkX9+8eZM6duxIQUFBJJVKacSIEVXejzV8nKHEg3OU+HCOEg/OUQ0X5yhx+EsdT5cvX6bhw4eTlZUVzZo1i1JTU4mIhInz/vnPf1KfPn3+592a+Ph42rhxI68AoCQxMTHk5eVF/fv3p6+++kqo48KFC8nFxYXc3d1JKpWSt7e3MHFpdXbu3El2dnZ06tQpRTWdvebcuXPk4eFBly5dqvK6s7MzLVq0iIgqA5Svry/17NmTzp8/X+37cB2Vr6ZaEhE9fvyYJk+eTK1atSJPT08KCAio8X343Kpcb14jb968SUSVn0kPDw8aMGAAtW/fnjw8PMjKyoru3r1bZX95cEpPT6ddu3bRsWPHFH0IrA5xhhIPzlHiwDlKPDhHiQPnKHF5746niooKGj16NK1atYpycnLo//7v/2jQoEFCb6Ocqakp7dq1S7gbUFZWRmVlZRQeHk5Xrlz5a61nf9ny5cvJ0tKSfvrpJ0pISKDx48cLy7tmZGTQ0KFDhSVCnzx5QpaWlrRs2TIiIiopKaG9e/dSVFSU0trPKm3bto369OlD7dq1o+nTp1e5k3rq1Cnq3Lkz+fv7k6WlJe3Zs4ccHBxo+fLlRFQ5fJjrWH+8WcvXh4ATVX7u5Esyl5SUkK2tLS1ZsoSIiIqLi/ncWk9Ud43s168fVVRUUElJCR04cIB8fX2ptLSUiIi8vb3ps88+o4qKCiorK6O9e/cKS/4y8eEMJR6co8SBc5R4cI4SB85R4vPeq9olJCQgJycHs2fPRrt27RAaGorCwkIcOHAAZWVlwnZ+fn6IiIgQJkdUVVWFqqoqnj9/DmNj41qZp4q9v/79+2Pbtm0YP348PvzwQ4wePRolJSUoLCyEvr4+du/ejenTpwMA2rRpg48//hiXLl0CAGFiS3t7e6W1n1Wys7NDREQEfvvtNxw7dgxpaWnCzz766CPExsbC09MTkZGRGDt2LHr37o3y8nIAECY65TrWD2/WUr6CClC5ekezZs3g5eUFoPIz6O3tjd9++w0A0Lx5cxQWFvK5tR6o7hpZUlKCH3/8Ec2aNcMvv/wCc3NzYbLnCRMm4OzZs5BIJFBVVQUA9OnTR5mHwOoQZyjx4BwlDpyjxINzlDhwjhKh9+2xKi0tpTZt2ghD3oiI1q1bRyNHjqT8/Pwqzzu3adOGbG1tqVWrVpScnPxXOspYLZPfBZD3FgcHB9Nnn31GRG8/s37z5k0aNmwYHT9+XLGNZH+KvF5ubm4UHBxc43Y3btwgR0dHSktLU1TT2Dv6s7W8efMmeXh48GeyHqrpGunh4UHFxcW0detWMjQ0JJlMRsnJyTRmzBj65ptveC6XRoIzlHhwjhIPzlHiwTmq4eMcJT7vPeJJTU0No0ePxnfffSe8Nm3aNFy8eBE5OTmQSCT4z3/+A19fX2HbR48ewczMrFY6zFjtkC85Ke8tvnPnjnDHRiKRgIjwyy+/wNHREZMmTcKgQYMwZMgQpbWX1YyIAACzZ8/GwYMHkZ6eXuXn8fHxGDVqFEaNGgV3d3d06dJF2IfVL39Uy6KiIkRHR8PFxQUTJ05E//79+TNZD9V0jbx8+TLu378Pf39/9OjRA25ubvD29oZUKsWnn35a4/LcTFw4Q4kH5yjx4BwlHpyjGj7OUeKj+ld29vHxgZ+fHx4+fIgOHTpAQ0MDPXr0QHJyMrp06YImTZrAw8MD4eHhtdVeVodu3LiBO3fuYPTo0QCAtLQ0mJiYQEVFBWPGjMHUqVOV3EL2R5o0aQIiwsCBA6Gnp4fTp0+ja9euSElJgampKbS0tODj4wNPT09lN5X9DzXVMjU1Fd26dUNpaSlGjx6NyZMnK7up7A9Ud420sLBAUlISunTpgr179yI7OxtGRkbKbipTAs5Q4sM5qmHjHCUenKPEgXOUuEjoL3bV+/n54enTp1i7di1iYmKwe/duHDx4EC1btqytNrI6RkSQSCQIDQ1FYmIiRo0aha+++godO3bEvn37lN089g7ktTx06BB8fHzQtm1bGBsb4+TJk3wHoIGpqZbR0dHKbhp7B3yNZH+E/32IA+co8eAcJR6co8SBr5Pi8Zc7ngoKCrBp0yYcP34cmpqamDt3LgYOHFhLzWOKUlpaCqlUivv372Po0KEIDAzkOjZQkZGRWLBgATp06IAvvvgCgwcPVnaT2HviWjZ8fI1kf4T/fYgH5yjx4GuveHAtGz6+TorHX+54ksvLy4OOjk5tvBVTkmXLlsHV1RVSqVTZTWF/wblz59C6dWtYWloquynsL+JaigdfI9kf4X8f4sA5Shz42iseXEvx4Otkw1drHU+MMcYYY4wxxhhjjL3uvVe1Y4wxxhhjjDHGGGPsj3DHE2OMMcYYY4wxxhirE9zxxBhjjDHGGGOMMcbqBHc8McYYY4wxxhhjjLE6wR1PjDHGGGOMMcYYY6xOqCq7AYwxcTMwMECzZs3QvHlzvHjxAubm5pg3bx769u37P/eNjIyEnp4eevfu/U6/09XVFQ8ePAAAJCQkwMLCAioqKtDS0sKECRPw/PlzzJkz572OhzHGGGNMUThHMcbEgDueGGN17ueff4aVlRUA4MCBA3B1dcWJEydgZ2f3h/tFRkbCysrqnQPT0aNHha8lEgnOnz+PVq1avXvDGWOMMcaUjHMUY6yh40ftGGMKNXLkSAQEBGDt2rUAgNOnT6NPnz7o2bMnzM3NsXXrVgCVoefQoUNYs2YNrKyssGXLFgBAeHg47OzsIJVK0b9/fyQkJLzT71+8eDE+++wzAMCOHTswZMgQjBs3DmZmZujbty9u3rwJT09PmJqawtHREYWFhQCAsrIyBAcHw9bWFlZWVvDy8sLTp09r638LY4wxxtj/xDmKMdYQ8YgnxpjC2dnZ4dChQwAAqVSKCxcuQEVFBXl5eejZsyecnJzg6uqK4cOHw8rKSgg4v/76K3bv3o2YmBg0a9YM58+fx/jx45GcnPzebYmLi0NiYiI6d+4MX19fuLu7IzY2Frq6uhg2bBh27tyJwMBArFmzBhoaGrh8+TIAYOnSpfjyyy/xj3/846//D2GMMcYY+5M4RzHGGhrueGKMKRwRCV/n5uZi8uTJSEtLg6qqKnJzc5GUlIQPPvjgrf2ioqKQkJBQZWh5Xl4eiouL0aJFi/dqS58+fdC5c2cAgI2NDcrKyqCrqwsA6NWrF9LT0wFUDlfPz8/H/v37AQClpaUwMDB4r9/JGGOMMfa+OEcxxhoa7nhijClcXFwcLCwsAAABAQFwdXXF/v37IZFIIJVKUVJSUu1+RISPP/4Yy5cvr7W2NG/eXPhaRUXlre9lMpnwuzdu3AhHR8da+92MMcYYY++KcxRjrKHhOZ4YYwoVFRWFsLAwzJo1CwDw9OlT6OvrQyKRICYmpspcA9ra2sjPzxe+Hz58OHbt2oV79+4BACoqKnDlyhWFtHvEiBFYv349ioqKAABFRUV/aWg6Y4wxxti74hzFGGuIeMQTY6zOjR07VlgG2MzMDEePHhWGea9cuRJ///vfsXTpUlhZWVUZ/u3r64uJEyciMjISgYGBmDJlClavXg1PT0/IZDKUlpbCzc0NNjY2dX4M8+bNw8uXL2FnZweJRCK8Zm5uXue/mzHGGGONF+coxlhDJ6HXHxJmjDHGGGOMMcYYY6yW8KN2jDHGGGOMMcYYY6xOcMcTY4wxxhhjjDHGGKsT3PHEGGOMMcYYY4wxxuoEdzwxxhhjjDHGGGOMsTrBHU+MMcYYY4wxxhhjrE5wxxNjjDHGGGOMMcYYqxPc8cQYY4wxxhhjjDHG6gR3PDHGGGOMMcYYY4yxOsEdT4wxxhhjjDHGGGOsTvw/XEW/Fn6Po9sAAAAASUVORK5CYII=\n" + }, + "metadata": {} + } + ], + "source": [ + "visualize_plots(df, NUMERIC_FEATURES)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "W4MXx8JWapGY" + }, + "source": [ + "Take note that you are just visualizing the Pandas dataframe here. You will do this simple data cleaning again later when Tensorflow Transform consumes the raw CSV file." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "730ghIrjbXhu" + }, + "source": [ + "## Feature Engineering\n", + "\n", + "Now you will be doing feature engineering. There are several things to note before doing the transformation:" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "6VtsR_d2hhNH" + }, + "source": [ + "\n", + "\n", + "### Correlated features\n", + "\n", + "You may want to drop redundant features to reduce the complexity of your model. Let's see what features are highly correlated with each other by plotting the correlation matrix." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "id": "sejFrBtwhjV_" + }, + "outputs": [], + "source": [ + "import seaborn as sns\n", + "\n", + "def show_correlation_heatmap(dataframe):\n", + " plt.figure(figsize=(20,20))\n", + " cor = dataframe.corr()\n", + " sns.heatmap(cor, annot=True, cmap=plt.cm.PuBu)\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "id": "J7uReJtJhqyM", + "outputId": "566969bc-6be2-4d4c-9bad-5189bd3afd9c", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ], + "source": [ + "show_correlation_heatmap(df)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gsMMBBm8haJS" + }, + "source": [ + "You can observe that `Tpot (K)`, `Tdew (degC)`, `VPmax(mbar)`, `Vpact(mbar)`, `VPdef (mbar)`, `sh(g/kg)` and `H2OC` are highly positively correlated to the target `T (degC)`. Likewise, `rho` is highly negatively correlated to the target. \n", + "\n", + "In the features that are positively correlated, you can see that `VPmax (mbar)` is highly correlated to some features like `Vpact (mbar)`, `Tdew (degC)` and `Tpot (K)`. Hence, for the sake of this exercise you can drop these features and retain `VPmax (mbar)`." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "id": "63D0d5nhjbQ5" + }, + "outputs": [], + "source": [ + "# Features to filter out\n", + "FEATURES_TO_REMOVE = [\"Tpot (K)\", \"Tdew (degC)\",\"VPact (mbar)\" , \"H2OC (mmol/mol)\", \"max. wv (m/s)\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_GFwevJxkqyY" + }, + "source": [ + "### Distribution of Wind Data\n", + "\n", + "The last column of the data, `wd (deg)`, gives the wind direction in units of degrees. However, angles in this current format do not make good model inputs. 360° and 0° should be close to each other and wrap around smoothly. Direction shouldn't matter if the wind is not blowing. This will be easier for the model to interpret if you convert the wind direction and velocity columns to a wind vector. Observe how sine and cosine are used to generate wind vector features (`Wx` and `Wy`) in the `preprocessing_fn()` later.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "tfiFpkMRNduM" + }, + "source": [ + "### Date Time Feature\n", + "\n", + "Dealing with weather, you can expect patterns depending on when the measurements are made. For example, temperatures are generally colder at night and wind velocities might be higher during typhoon season. Thus, the `Date Time` column is a good input to your model to take daily and yearly periodicity into account. \n", + "\n", + "To do this, you will first use the [datetime](https://docs.python.org/3/library/datetime.htm) Python module to convert the current date time string format (i.e. _day.month.year hour:minute:second_) to a timestamp with units in seconds. Then, a simple approach to generate a periodic signal is to again use sine and cosine to convert the timestamp to clear \"Time of day\" (`Day sin`, `Day cos`) and \"Time of year\" (`Year sin`, `Year cos`) signals. You will see these conversions in the `clean_fn()` and `preprocessing_fn()`. \n", + "\n", + "You can see the `clean_fn()` utility function below that removes wind velocity outliers and converts the date time string to a [Unix timestamp](https://www.unixtimestamp.com/)." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "id": "_Lv_foXhGpFD" + }, + "outputs": [], + "source": [ + "from datetime import datetime\n", + "\n", + "# combine features into one list\n", + "ordered_columns = TIMESTAMP_FEATURES + NUMERIC_FEATURES\n", + "\n", + "# index of the date time string\n", + "date_time_idx = ordered_columns.index(TIMESTAMP_FEATURES[0])\n", + "\n", + "# index of the 'wv (m/s)' feature\n", + "wv_idx = ordered_columns.index('wv (m/s)')\n", + "\n", + "def clean_fn(line):\n", + " '''\n", + " Converts datetime strings in the CSV to Unix timestamps and removes outliers\n", + " the wind velocity column. Used as part of\n", + " the transform pipeline.\n", + "\n", + " Args:\n", + " line (string) - one row of a CSV file\n", + " \n", + " Returns:\n", + "\n", + " '''\n", + "\n", + " # Split the CSV string to a list\n", + " line_split = line.split(b',')\n", + "\n", + " # Decodes the timestamp string to utf-8\n", + " date_time_string = line_split[date_time_idx].decode(\"utf-8\")\n", + "\n", + " # Creates a datetime object from the timestamp string\n", + " date_time = datetime.strptime(date_time_string, '%d.%m.%Y %H:%M:%S')\n", + "\n", + " # Generates a timestamp from the object\n", + " timestamp = datetime.timestamp(date_time)\n", + "\n", + " # Overwrites the string timestamp in the row with the timestamp in seconds\n", + " line_split[date_time_idx] = bytes(str(timestamp), 'utf-8')\n", + "\n", + " # Check if wind velocity is an outlier\n", + " if line_split[wv_idx] == b'-9999.0':\n", + "\n", + " # Overwrite with default value of 0\n", + " line_split[wv_idx] = b'0.0'\n", + "\n", + " # rejoin the list item into one string\n", + " mod_line = b','.join(line_split)\n", + "\n", + " return mod_line" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "KroNS27tp-Eu" + }, + "source": [ + "### Create a `tf.Transform` preprocessing_fn\n", + "\n", + "With the considerations above, you can now declare your `preprocessing_fn()`. This will be used by Tensorflow Transform to create a transformation graph that will preprocess model inputs. In a nutshell, your preprocessing function will perform the following steps:\n", + "\n", + "1. Perform feature selection by deleting the unwanted features. \n", + "2. Transform wind direction and velocity columns into a wind vector.\n", + "3. Convert date in timestamp to a usable signal by using `sin` and `cos` to convert the time to clear \"Time of day\" and \"Time of year\" signals. \n", + "4. Normalize the float features.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "id": "neDQbbY30Sdu" + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import math as m\n", + "\n", + "def preprocessing_fn(inputs):\n", + " \"\"\"Preprocess input columns into transformed columns.\"\"\"\n", + " \n", + " outputs = inputs.copy()\n", + "\n", + " # Filter redundant features\n", + " for key in FEATURES_TO_REMOVE:\n", + " del outputs[key]\n", + "\n", + " # Convert degrees to radians\n", + " pi = tf.constant(m.pi)\n", + " wd_rad = inputs['wd (deg)'] * pi / 180.0\n", + "\n", + " # Calculate the wind x and y components.\n", + " outputs['Wx'] = inputs['wv (m/s)'] * tf.math.cos(wd_rad)\n", + " outputs['Wy'] = inputs['wv (m/s)'] * tf.math.sin(wd_rad)\n", + "\n", + " # Delete `wv (m/s)` and `wd (deg)` after getting the wind vector\n", + " del outputs['wv (m/s)']\n", + " del outputs['wd (deg)']\n", + "\n", + " # Get day and year in seconds\n", + " day = tf.cast(24*60*60, tf.float32)\n", + " year = tf.cast((365.2425)*day, tf.float32)\n", + "\n", + " # Get timestamp feature\n", + " timestamp_s = outputs['Date Time']\n", + "\n", + " # Convert timestamps into periodic signals\n", + " outputs['Day sin'] = tf.math.sin(timestamp_s * (2 * pi / day))\n", + " outputs['Day cos'] = tf.math.cos(timestamp_s * (2 * pi / day))\n", + " outputs['Year sin'] = tf.math.sin(timestamp_s * (2 * pi / year))\n", + " outputs['Year cos'] = tf.math.cos(timestamp_s * (2 * pi / year))\n", + "\n", + " # Delete timestamp feature\n", + " del outputs['Date Time']\n", + "\n", + " # Declare final list of features\n", + " FINAL_FEATURE_LIST = [\"p (mbar)\",\n", + " \"T (degC)\",\n", + " \"rh (%)\", \n", + " \"VPmax (mbar)\", \n", + " \"VPdef (mbar)\", \n", + " \"sh (g/kg)\",\n", + " \"rho (g/m**3)\",\n", + " \"Wx\",\n", + " \"Wy\",\n", + " \"Day sin\",\n", + " 'Day cos',\n", + " 'Year sin',\n", + " 'Year cos'\n", + " ]\n", + "\n", + " # Scale all features\n", + " for key in FINAL_FEATURE_LIST:\n", + " outputs[key] = tft.scale_to_0_1(outputs[key])\n", + "\n", + " return outputs" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "3SSRMC37SkyI" + }, + "source": [ + "## Transform the data\n", + "\n", + "You're almost ready to start transforming the data in an Apache Beam pipeline. Before doing so, you will declare just a few more utility functions and variables." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qmEOKqhno-pC" + }, + "source": [ + "### Train Test Split\n", + "\n", + "First, you will define how your dataset will be split. You will use the first 300,000 observations for training and the rest for testing.\n", + "\n", + "You will extract the date time object of the 300,000th observation to use it in partitioning the dataset using [`Beam.Partition()`](https://beam.apache.org/documentation/transforms/python/elementwise/partition/). This method expects a `partition_fn()` that returns an integer indicating the partition number. Since you will only need two (i.e. train and test), you will make the function return `0` when it is part of the train split, and `1` for the test. See how this is implemented in the cell below." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "id": "6PJzIMFgBl-b" + }, + "outputs": [], + "source": [ + "# Number of records to include in the train split\n", + "TRAIN_SPLIT = 300000\n", + "\n", + "# Get date time of the last element in the train split\n", + "date_time_train_boundary = df.iloc[TRAIN_SPLIT - 1].name\n", + "\n", + "# Creates a datetime object from the timestamp string\n", + "date_time_train_boundary = datetime.strptime(date_time_train_boundary, '%d.%m.%Y %H:%M:%S')\n", + "\n", + "# Convert date time string to Unix timestamp in seconds\n", + "date_time_train_boundary = bytes(str(datetime.timestamp(date_time_train_boundary)), 'utf-8')\n", + "\n", + "\n", + "def partition_fn(line, num_partitions):\n", + " '''\n", + " Partition function to work with Beam.partition\n", + "\n", + " Args:\n", + " line (string) - One record in the CSV file.\n", + " num_partition (integer) - Number of partitions. Required argument by Beam. Unused in this function.\n", + "\n", + " Returns:\n", + " 0 or 1 (integer) - 0 if line timestamp is below the date time boundary, 1 otherwise. \n", + " '''\n", + "\n", + " # Split the CSV string to a list\n", + " line_split = line.split(b',')\n", + "\n", + " # Get the timestamp of the current line\n", + " line_dt = line_split[date_time_idx]\n", + "\n", + " # Check if it is above or below the date time boundary\n", + " partition_num = int(line_dt > date_time_train_boundary)\n", + "\n", + " return partition_num" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NWDCARvqnYpz" + }, + "source": [ + "### Declare Schema for Cleaned Data\n", + "\n", + "Just like in the previous labs with TFX, you will want to declare a schema to make sure that your data input is parsed correctly. You can do that with the cell below. Take note that this will be used later after the data cleaning step. Thus, you can expect that the date time feature is now in seconds and assigned to be a float feature." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "id": "-NpXb7N_vWkB" + }, + "outputs": [], + "source": [ + "# Declare feature spec\n", + "RAW_DATA_FEATURE_SPEC = dict(\n", + " [(name, tf.io.FixedLenFeature([], tf.float32))\n", + " for name in TIMESTAMP_FEATURES] +\n", + " [(name, tf.io.FixedLenFeature([], tf.float32))\n", + " for name in NUMERIC_FEATURES]\n", + ")\n", + "\n", + "# Create schema from feature spec\n", + "RAW_DATA_SCHEMA = tft.tf_metadata.schema_utils.schema_from_feature_spec(RAW_DATA_FEATURE_SPEC)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "79ezG-xidnAP" + }, + "source": [ + "### Create the `tf.Transform` pipeline\n", + "\n", + "Now you can define the TF Transform pipeline. It will follow these major steps:\n", + "\n", + "1. Read in the data using the CSV reader\n", + "1. Remove outliers and reformat timestamps using the `clean_fn`.\n", + "1. Partition the dataset into train and test splits using the `beam.Partition` transform.\n", + "1. Preprocess the data splits using the `preprocessing_fn`.\n", + "1. Write the result as a `TFRecord` of `Example` protos." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "id": "xJ_eE8nntSSs" + }, + "outputs": [], + "source": [ + "import shutil\n", + "from tfx_bsl.coders.example_coder import RecordBatchToExamplesEncoder\n", + "from tfx_bsl.public import tfxio\n", + "\n", + "# Directory names for the TF Transform outputs\n", + "WORKING_DIR = 'transform_dir'\n", + "TRANSFORM_TRAIN_FILENAME = 'transform_train'\n", + "TRANSFORM_TEST_FILENAME = 'transform_test'\n", + "TRANSFORM_TEMP_DIR = 'tft_temp'\n", + "\n", + "\n", + "# The \"with\" block will create a pipeline, and run that pipeline at the exit\n", + "# of the block.\n", + "def read_and_transform_data(working_dir):\n", + " '''\n", + " Reads a CSV File and preprocesses the data using TF Transform\n", + "\n", + " Args:\n", + " working_dir (string) - directory to place TF Transform outputs\n", + " \n", + " Returns:\n", + " transform_fn - transformation graph\n", + " transformed_train_data - transformed training examples\n", + " transformed_test_data - transformed test examples\n", + " transformed_metadata - transform output metadata\n", + " '''\n", + "\n", + " # Delete TF Transform if it already exists\n", + " if os.path.exists(working_dir):\n", + " shutil.rmtree(working_dir)\n", + "\n", + " with beam.Pipeline() as pipeline:\n", + " with tft_beam.Context(temp_dir=os.path.join(working_dir, TRANSFORM_TEMP_DIR)):\n", + " \n", + " # Read the input CSV and clean the data\n", + " raw_data = (\n", + " pipeline\n", + " | 'ReadTrainData' >> beam.io.ReadFromText(INPUT_FILE, coder=beam.coders.BytesCoder(), skip_header_lines=1)\n", + " | 'CleanLines' >> beam.Map(clean_fn))\n", + "\n", + " # Partition the dataset into train and test sets using the partition_fn defined earlier. \n", + " raw_train_data, raw_test_data = (raw_data\n", + " | 'TrainTestSplit' >> beam.Partition(partition_fn, 2))\n", + " \n", + " # Create a TFXIO to read the data with the schema. You need\n", + " # to list all columns in order since the schema doesn't specify the\n", + " # order of columns in the csv.\n", + " csv_tfxio = tfxio.BeamRecordCsvTFXIO(\n", + " physical_format='text',\n", + " column_names=ordered_columns,\n", + " schema=RAW_DATA_SCHEMA)\n", + "\n", + " # Parse the raw train data into inputs for TF Transform\n", + " raw_train_data = (raw_train_data \n", + " | 'DecodeTrainData' >> csv_tfxio.BeamSource())\n", + " \n", + " # Get the raw data metadata\n", + " RAW_DATA_METADATA = csv_tfxio.TensorAdapterConfig()\n", + " \n", + " # Pair the train data with the metadata into a tuple\n", + " raw_train_dataset = (raw_train_data, RAW_DATA_METADATA)\n", + "\n", + " # Training data transformation. The TFXIO (RecordBatch) output format\n", + " # is chosen for improved performance.\n", + " (transformed_train_data,transformed_metadata) , transform_fn = (\n", + " raw_train_dataset | tft_beam.AnalyzeAndTransformDataset(preprocessing_fn, output_record_batches=True))\n", + "\n", + "\n", + " # Parse the raw data into inputs for TF Transform\n", + " raw_test_data = (raw_test_data\n", + " | 'DecodeTestData' >> csv_tfxio.BeamSource())\n", + " \n", + " # Pair the test data with the metadata into a tuple\n", + " raw_test_dataset = (raw_test_data, RAW_DATA_METADATA)\n", + " \n", + " # Now apply the same transform function to the test data.\n", + " # You don't need the transformed data schema. It's the same as before.\n", + " transformed_test_data, _ = (\n", + " (raw_test_dataset, transform_fn) | tft_beam.TransformDataset(output_record_batches=True))\n", + " \n", + " # Declare an encoder to convert output record batches to TF Examples \n", + " transformed_data_coder = RecordBatchToExamplesEncoder(transformed_metadata.schema)\n", + " \n", + " # Encode transformed train data and write to disk\n", + " _ = (\n", + " transformed_train_data\n", + " | 'EncodeTrainData' >> beam.FlatMapTuple(lambda batch, _: transformed_data_coder.encode(batch))\n", + " | 'WriteTrainData' >> beam.io.WriteToTFRecord(\n", + " os.path.join(working_dir, TRANSFORM_TRAIN_FILENAME)))\n", + "\n", + " # Encode transformed test data and write to disk\n", + " _ = (\n", + " transformed_test_data\n", + " | 'EncodeTestData' >> beam.FlatMapTuple(lambda batch, _: transformed_data_coder.encode(batch))\n", + " | 'WriteTestData' >> beam.io.WriteToTFRecord(\n", + " os.path.join(working_dir, TRANSFORM_TEST_FILENAME)))\n", + " \n", + " # Write transform function to disk\n", + " _ = (\n", + " transform_fn\n", + " | 'WriteTransformFn' >>\n", + " tft_beam.WriteTransformFn(os.path.join(working_dir)))\n", + "\n", + " \n", + " return transform_fn, transformed_train_data, transformed_test_data, transformed_metadata" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "id": "8GPbh3qKzyTb", + "outputId": "4dbc45fc-fafe-425f-ed59-4cfcc8ce31c8", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 141 + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "WARNING:apache_beam.runners.interactive.interactive_environment:Dependencies required for Interactive Beam PCollection visualization are not available, please use: `pip install apache-beam[interactive]` to install necessary dependencies to enable all data visualization features.\n" + ] + }, + { + "output_type": "display_data", + "data": { + "application/javascript": [ + "\n", + " if (typeof window.interactive_beam_jquery == 'undefined') {\n", + " var jqueryScript = document.createElement('script');\n", + " jqueryScript.src = 'https://code.jquery.com/jquery-3.4.1.slim.min.js';\n", + " jqueryScript.type = 'text/javascript';\n", + " jqueryScript.onload = function() {\n", + " var datatableScript = document.createElement('script');\n", + " datatableScript.src = 'https://cdn.datatables.net/1.10.20/js/jquery.dataTables.min.js';\n", + " datatableScript.type = 'text/javascript';\n", + " datatableScript.onload = function() {\n", + " window.interactive_beam_jquery = jQuery.noConflict(true);\n", + " window.interactive_beam_jquery(document).ready(function($){\n", + " \n", + " });\n", + " }\n", + " document.head.appendChild(datatableScript);\n", + " };\n", + " document.head.appendChild(jqueryScript);\n", + " } else {\n", + " window.interactive_beam_jquery(document).ready(function($){\n", + " \n", + " });\n", + " }" + ] + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "WARNING:tensorflow:From /usr/local/lib/python3.7/dist-packages/tensorflow_transform/tf_utils.py:289: Tensor.experimental_ref (from tensorflow.python.framework.ops) is deprecated and will be removed in a future version.\n", + "Instructions for updating:\n", + "Use ref() instead.\n", + "WARNING:root:Make sure that locally built Python SDK docker image has Python 3.7 interpreter.\n", + "WARNING:apache_beam.io.tfrecordio:Couldn't find python-snappy so the implementation of _TFRecordUtil._masked_crc32c is not as fast as it could be.\n" + ] + } + ], + "source": [ + "def main():\n", + " return read_and_transform_data(WORKING_DIR)\n", + "\n", + "if __name__ == '__main__':\n", + " transform_fn, transformed_train_data, trainsformed_test_data, transformed_metadata = main()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-CqjN6qrTzQ5" + }, + "source": [ + "##Prepare Training and Test Datasets from TFTransformOutput\n", + "\n", + "Now that you have the transformed dataset, you will need to map it to training and test datasets whch can be used for training a model using TensorFlow. Since this is time series data, it makes sense to group a fixed-length series of measurements and map that to the label found in a future time step. For example, 3 days of data can be used to predict the next day's humidity. You can use the [tf.data.Dataset.window()](https://www.tensorflow.org/api_docs/python/tf/data/Dataset#window) method to implement these groupings.\n", + "\n", + "In this exercise, you will use data from the last 5 days to predict the temperature 12 hours into the future. \n", + "\n", + "* You already know that data is taken every 10 minutes so there will be 720 data points for 5 days. \n", + "* You will also assume that drastic change is not expected within an hour so you will downsample the 720 data points to 120 by just getting the data every hour. Thus, you will use a *stride* (or step size) of 6 when getting the data points. This makes the `HISTORY_SIZE` for the feature window equal to 120. \n", + "* For this single step prediction model (forecasting), the label for a dataset window will be the temperature 12 hours into the future.\n", + "* By default, the `window()` method moves `size` (i.e. window size) steps at a time. For example, if you have a dataset with elements `[1, 2, 3, 4]` and you have `size=2`, then your results will look like: `[1, 2], [3, 4]`. You can reconfigure this behavior and move at smaller or larger steps with the `shift` parameter. For the same sample dataset with window `size=2` but with `shift=1`, the results will look like `[1, 2], [2,3], [3,4]` because the window is moving `1` element at a time." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "id": "Ho06omK_OAVH" + }, + "outputs": [], + "source": [ + "# Constants to prepare the transformed data for modeling\n", + "\n", + "LABEL_KEY = 'T (degC)'\n", + "OBSERVATIONS_PER_HOUR = 6\n", + "HISTORY_SIZE = 120\n", + "FUTURE_TARGET = 12\n", + "BATCH_SIZE = 72\n", + "SHIFT = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "id": "9J8ljQwSQh8b", + "outputId": "ddf2b571-d54a-41a1-c48c-a94c1ddecd03", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "2\n" + ] + } + ], + "source": [ + "# Get the output of the Transform component\n", + "tf_transform_output = tft.TFTransformOutput(os.path.join(WORKING_DIR))\n", + "\n", + "# Get the index of the label key\n", + "index_of_label = list(tf_transform_output.transformed_feature_spec().keys()).index(LABEL_KEY)\n", + "print(index_of_label)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "S_qnkrUJt9wO" + }, + "source": [ + "Next, you will define several helper functions to extract the data from your transformed dataset and group it into windows. First, this `parse_function()` will help in getting the transformed features and rearranging them so that the label values (i.e. `T (degC)`) is at the end of the tensor." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "id": "XQxYFAXkNUwP" + }, + "outputs": [], + "source": [ + "def parse_function(example_proto):\n", + " \n", + " feature_spec = tf_transform_output.transformed_feature_spec()\n", + " \n", + " # Define features with the example_proto (transformed data) and the feature_spec using tf.io.parse_single_example \n", + " features = tf.io.parse_single_example(example_proto, feature_spec)\n", + " values = list(features.values())\n", + " values[index_of_label], values[len(features) - 1] = values[len(features) - 1], values[index_of_label]\n", + " \n", + " # Stack the values along the first axis\n", + " stacked_features = tf.stack(values, axis=0)\n", + "\n", + " return stacked_features\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BNkCb1gkPQ0R" + }, + "source": [ + "Next, you will separate the features and target values into a tuple with this utility function." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "id": "T3xcDvgIOrvl" + }, + "outputs": [], + "source": [ + "def map_features_target(elements):\n", + " features = elements[:HISTORY_SIZE]\n", + " target = elements[-1:,-1]\n", + " return (features, target)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "abOkQXarPIYl" + }, + "source": [ + "Finally, you can define the dataset window with the function below. It uses the parameters defined above and also the helper functions to produce the batched feature-target mappings." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "id": "dAUbyWGfPUha" + }, + "outputs": [], + "source": [ + "def get_windowed_dataset(path):\n", + " \n", + " # Instantiate a tf.data.TFRecordDataset passing in the appropiate path\n", + " dataset = tf.data.TFRecordDataset(path)\n", + " \n", + " # Use the dataset's map method to map the parse_function\n", + " dataset = dataset.map(parse_function)\n", + " \n", + " # Use the window method with expected total size. Define stride and set drop_remainder to True\n", + " dataset = dataset.window(HISTORY_SIZE + FUTURE_TARGET, shift=SHIFT, stride=OBSERVATIONS_PER_HOUR, drop_remainder=True)\n", + " \n", + " # Use the flat_map method passing in an anonymous function that given a window returns window.batch(HISTORY_SIZE + FUTURE_TARGET)\n", + " dataset = dataset.flat_map(lambda window: window.batch(HISTORY_SIZE + FUTURE_TARGET))\n", + " \n", + " # Use the map method passing in the previously defined map_features_target function\n", + " dataset = dataset.map(map_features_target) \n", + " \n", + " # Use the batch method and pass in the appropiate batch size\n", + " dataset = dataset.batch(BATCH_SIZE)\n", + "\n", + " return dataset" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "U-Afrxg2QYeT" + }, + "source": [ + "You can now use the `get_dataset()` function on your transformed examples to produce the dataset windows." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "id": "i0grFNuaTsk3" + }, + "outputs": [], + "source": [ + "# Get list of train and test data tfrecord filenames from the transform outputs\n", + "train_tfrecord_files = tf.io.gfile.glob(os.path.join(WORKING_DIR, TRANSFORM_TRAIN_FILENAME + '*'))\n", + "test_tfrecord_files = tf.io.gfile.glob(os.path.join(WORKING_DIR, TRANSFORM_TEST_FILENAME + '*'))\n", + "\n", + "# Generate dataset windows\n", + "windowed_train_dataset = get_windowed_dataset(train_tfrecord_files[0])\n", + "windowed_test_dataset = get_windowed_dataset(test_tfrecord_files[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1AmBzD-OQjMG" + }, + "source": [ + "Let's preview the resulting shapes of the data windows. If you print the shapes of the tensors in a single batch, you'll notice that it indeed produced the required dimensions. It has 72 examples per batch where each contain 120 measurements for each of the 13 features in the transformed dataset. The target tensor shape only has one feature per example in the batch as expected (i.e. only `T (degC)`)." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "id": "tgTJDfGpt8af", + "outputId": "8a2d2507-c1f7-481b-c0a0-651791aac3ba", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Shape of input features for a batch: (72, 120, 13)\n", + "Shape of targets for a batch: (72, 1)\n", + "\n", + "INPUT FEATURES:\n", + "Day cos : 0.9994063377380371\n", + "Day sin : 0.5243587493896484\n", + "T (degC) : 0.08167896419763565\n", + "VPdef (mbar) : 0.0052231717854738235\n", + "VPmax (mbar) : 0.04098501801490784\n", + "Wx : 0.5456575155258179\n", + "Wy : 0.5428817868232727\n", + "Year cos : 0.9999775886535645\n", + "Year sin : 0.5047342777252197\n", + "p (mbar) : 0.8355501890182495\n", + "rh (%) : 0.9230327606201172\n", + "rho (g/m**3) : 0.743212878704071\n", + "sh (g/kg) : 0.25462883710861206\n", + "\n", + "TARGET TEMPERATURE: 0.14098861813545227\n" + ] + } + ], + "source": [ + "ordered_feature_spec_names = tf_transform_output.transformed_feature_spec().keys()\n", + "\n", + "# Preview an example in the train dataset\n", + "for features, target in windowed_train_dataset.take(1):\n", + " print(f'Shape of input features for a batch: {features.shape}')\n", + " print(f'Shape of targets for a batch: {target.shape}\\n')\n", + "\n", + " print(f'INPUT FEATURES:')\n", + " for value, name in zip(features[0][0].numpy(), ordered_feature_spec_names):\n", + " print(f'{name} : {value}') \n", + " \n", + " print(f'\\nTARGET TEMPERATURE: {target[0][0]}')" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": { + "id": "60TEQ9tcMORG", + "outputId": "9a17e4a2-0ef6-414f-bf61-991f6b0ce925", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Shape of input features for a batch: (72, 120, 13)\n", + "Shape of targets for a batch: (72, 1)\n", + "\n", + "INPUT FEATURES:\n", + "Day cos : 0.9083542823791504\n", + "Day sin : 0.7885253429412842\n", + "T (degC) : 0.5666477680206299\n", + "VPdef (mbar) : 0.004748338367789984\n", + "VPmax (mbar) : 0.27363526821136475\n", + "Wx : 0.69806307554245\n", + "Wy : 0.5810309648513794\n", + "Year cos : 0.3435264229774475\n", + "Year sin : 0.025114715099334717\n", + "p (mbar) : 0.8016924262046814\n", + "rh (%) : 0.9862148761749268\n", + "rho (g/m**3) : 0.4026159942150116\n", + "sh (g/kg) : 0.6419228911399841\n", + "\n", + "TARGET TEMPERATURE: 0.7635467648506165\n" + ] + } + ], + "source": [ + "# Preview an example in the test dataset\n", + "for features, target in windowed_test_dataset.take(1):\n", + " print(f'Shape of input features for a batch: {features.shape}')\n", + " print(f'Shape of targets for a batch: {target.shape}\\n')\n", + "\n", + " print(f'INPUT FEATURES:')\n", + " for value, name in zip(features[0][0].numpy(), ordered_feature_spec_names):\n", + " print(f'{name} : {value}') \n", + " \n", + " print(f'\\nTARGET TEMPERATURE: {target[0][0]}')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "wsqC0wqmk9h4" + }, + "source": [ + "## Wrap Up\n", + "\n", + "In this notebook, you got to see how you may want to prepare seasonal data. It shows how you can handle periodicity and produce batches of dataset windows. You will be doing something similar in the next lab with sensor data. This time though, the measurements are taken at a much higher rate (20 Hz). The labels are also categorical so you will be handling that differently.\n", + "\n", + "On to the next!" + ] + } + ], + "metadata": { + "colab": { + "collapsed_sections": [], + "name": "C2_W4_Lab_1_WeatherData.ipynb", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.4" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file