blob: b93fa0704c5d64c68278c2551da37c6608d67f81 [file] [log] [blame]
{
"nbformat": 4,
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"metadata": {
"colab": {
"name": "Getting started -- Tour of Beam",
"provenance": [],
"toc_visible": true,
"include_colab_link": true
},
"kernelspec": {
"name": "python3",
"display_name": "Python 3"
}
},
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/github/apache/beam/blob/master/examples/notebooks/tour-of-beam/getting-started.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "code",
"metadata": {
"id": "SSKEd7tP-b2k",
"cellView": "form"
},
"source": [
"#@title ###### Licensed to the Apache Software Foundation (ASF), Version 2.0 (the \"License\")\n",
"\n",
"# Licensed to the Apache Software Foundation (ASF) under one\n",
"# or more contributor license agreements. See the NOTICE file\n",
"# distributed with this work for additional information\n",
"# regarding copyright ownership. The ASF licenses this file\n",
"# to you under the Apache License, Version 2.0 (the\n",
"# \"License\"); you may not use this file except in compliance\n",
"# with the License. You may obtain a copy of the License at\n",
"#\n",
"# http://www.apache.org/licenses/LICENSE-2.0\n",
"#\n",
"# Unless required by applicable law or agreed to in writing,\n",
"# software distributed under the License is distributed on an\n",
"# \"AS IS\" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY\n",
"# KIND, either express or implied. See the License for the\n",
"# specific language governing permissions and limitations\n",
"# under the License."
],
"execution_count": null,
"outputs": []
},
{
"cell_type": "markdown",
"metadata": {
"id": "5UC_aGanx6oE"
},
"source": [
"# Getting started: _Tour of Beam_\n",
"\n",
"[Apache Beam](https://beam.apache.org/get-started/beam-overview/)\n",
"is a library for parallel data processing.\n",
"\n",
"Beam is commonly used for\n",
"[Extract-Transform-Load (ETL)](https://en.wikipedia.org/wiki/Extract,_transform,_load)\n",
"jobs, where we _extract_ data from a data source, _transform_ that data, and _load_ it into a data sink like a database.\n",
"It does particularly well with large amounts of data since it can use mutliple machines to process everything at the same time.\n",
"\n",
"Let's begin by installing the `apache-beam` package with `pip`."
]
},
{
"cell_type": "code",
"metadata": {
"id": "R_Yhoc6N_Flg"
},
"source": [
"# Install apache-beam with pip.\n",
"!pip install --quiet apache-beam"
],
"execution_count": null,
"outputs": []
},
{
"cell_type": "markdown",
"metadata": {
"id": "WwxLB5EiVKP_"
},
"source": [
"You can express a _data processing pipeline_, and then run it on the\n",
"[_runner_ of your choice](https://beam.apache.org/documentation/runners/capability-matrix/).\n",
"For now, we use the `DirectRunner` which runs locally for simplicity."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "8rfQeLk2y9lx"
},
"source": [
"# What is a _pipeline_?\n",
"\n",
"A __pipeline__ is a __sequence of data transformations__.\n",
"You can think of it like a production line,\n",
"data comes in from one end,\n",
"it gets transformed by each step.\n",
"The outputs from one step are passed as inputs to the next step.\n",
"\n",
"In Beam, your data lives in a __`PCollection`__,\n",
"which stands for _Parallel Collection_.\n",
"A `PCollection` is like a __list of elements__,\n",
"but without any order guarantees.\n",
"This allows Beam to easily parallelize and distribute\n",
"the `PCollection`'s elements."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "81VNY478gep_"
},
"source": [
"![A PCollection is an unordered collection of elements](data:image/png;base64,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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "LaljqKvs4UU5"
},
"source": [
"Once you have your data, the next step is to transform it.\n",
"In Beam, you transform data using **`PTransform`**s,\n",
"which stands for _Parallel Transform_.\n",
"A `PTransform` is like a __function__,\n",
"they take some inputs, transform them and create some outputs."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Me_hvd6XgtPC"
},
"source": [
"![A PTransform is a function to transform an element of a PCollection](data:image/png;base64,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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "SVk4BsuKVlLj"
},
"source": [
"Now let's dive into creating our first pipeline.\n",
"\n",
"For this first pipeline, let's just feed it some data from a Python list and print the results.\n",
"\n",
"Each _step_ in the pipeline is delimited by the _pipe operator_ `|`.\n",
"The outputs of each transform are passed to the next transform as inputs.\n",
"And we can save the final results into a `PCollection` variable.\n",
"\n",
"```py\n",
"# We pass the elements from step1 through step3 and save the results into `outputs`.\n",
"outputs = pipeline | step1 | step2 | step3\n",
"```\n",
"\n",
"Pipelines can quickly grow long, so it's sometimes easier to read if we surround them with parentheses and break them into multiple lines.\n",
"\n",
"```py\n",
"# This is equivalent to the example above.\n",
"outputs = (\n",
" pipeline\n",
" | step1\n",
" | step2\n",
" | step3\n",
")\n",
"```\n",
"\n",
"Also, Beam expects each transform, or step, to have a unique _label_, or description.\n",
"This makes it a lot easier to debug, and it's in general a good practice to start.\n",
"You can use the _right shift operator_ `>>` to add a label to your transforms, like `'My description' >> MyTransform`.\n",
"\n",
"```py\n",
"# Try to give short but descriptive labels.\n",
"# These serve both as comments and help debug later on.\n",
"outputs = (\n",
" pipeline\n",
" | 'First step' >> step1\n",
" | 'Second step' >> step2\n",
" | 'Third step' >> step3\n",
")\n",
"```\n",
"\n",
"> ℹ️&nbsp; The syntax might seem a little different at first, but you'll become familiar with it.\n",
"\n",
"We use the `Create` transform to feed the pipeline with an\n",
"[`iterable`](https://docs.python.org/3/glossary.html#term-iterable)\n",
"of elements, like a `list`.\n",
"\n",
"Let's try to see what happens if we try to `print` a PCollection."
]
},
{
"cell_type": "code",
"metadata": {
"id": "XAke4d5lV5f5",
"outputId": "eaf5954c-3a66-4ef7-a258-35797ce0bbb9",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"import apache_beam as beam\n",
"\n",
"inputs = [0, 1, 2, 3]\n",
"\n",
"# Create a pipeline.\n",
"with beam.Pipeline() as pipeline:\n",
" # Feed it some input elements with `Create`.\n",
" outputs = (\n",
" pipeline\n",
" | 'Create initial values' >> beam.Create(inputs)\n",
" )\n",
"\n",
" # `outputs` is a PCollection with our input elements.\n",
" # But printing it directly won't show us its contents :(\n",
" print(f\"outputs: {outputs}\")"
],
"execution_count": 3,
"outputs": [
{
"output_type": "stream",
"text": [
"outputs: PCollection[[3]: Create initial values/Map(decode).None]\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "h0UUmpwRADqA"
},
"source": [
"> ℹ️ In Beam, you can __NOT__ access the elements from a `PCollection` directly like a Python list.\n",
"> This means, we can't simply `print` the output `PCollection` to see the elements.\n",
">\n",
"> This is because, depending on the runner,\n",
"> the `PCollection` elements might live in multiple worker machines.\n",
"\n",
"To print the elements in the PCollection, we'll do a little trick, but we'll explain it shortly."
]
},
{
"cell_type": "code",
"metadata": {
"id": "IblMlbE8_4CJ",
"outputId": "dc825083-d157-4fae-fff9-4db33dbc0876",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"import apache_beam as beam\n",
"\n",
"inputs = [0, 1, 2, 3]\n",
"\n",
"with beam.Pipeline() as pipeline:\n",
" outputs = (\n",
" pipeline\n",
" | 'Create initial values' >> beam.Create(inputs)\n",
" )\n",
"\n",
" # We can only access the elements through another transform.\n",
" # Don't worry if you don't know what's happening here,\n",
" # we'll get to it just next :)\n",
" outputs | beam.Map(print)"
],
"execution_count": 4,
"outputs": [
{
"output_type": "stream",
"text": [
"0\n",
"1\n",
"2\n",
"3\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "FY9TP3Tw5eZt"
},
"source": [
"# Transforming data\n",
"\n",
"Apache Beam is designed with a [functional paradigm](https://en.wikipedia.org/wiki/Functional_programming).\n",
"This means that, instead of _loops_, it uses `PTransform`s alongside with _functions_ to process each element in a `PCollection`.\n",
"\n",
"Let's go through some of the most common and basic data transforms in Beam."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "UMKgi9LD6-xb"
},
"source": [
"## Map: _one-to-one_\n",
"\n",
"Let's say we have some elements and we want to do something with each element.\n",
"\n",
"We want to `map` a function to each element of the collection.\n",
"\n",
"`map` takes a _function_ that transforms a single input `a` into a single output `b`.\n",
"\n",
"> ℹ️ For example, we want to multiply each element by 2."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "tDtzHrSdjQx8"
},
"source": [
"![Transforms each individual element in a 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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "G0NJrjja9YRF"
},
"source": [
"In Python, this is commonly done with the\n",
"[built-in `map` function](https://docs.python.org/3/library/functions.html#map), or with\n",
"[list comprehensions](https://docs.python.org/3/tutorial/datastructures.html#list-comprehensions)."
]
},
{
"cell_type": "code",
"metadata": {
"id": "MHzR7CuZqcQq",
"outputId": "295e24fb-506e-4080-ee04-755ae533888b",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"inputs = [0, 1, 2, 3]\n",
"\n",
"# Using the `map` function.\n",
"outputs = map(lambda x: x * 2, inputs)\n",
"print(list(outputs))\n",
"\n",
"# Using a list comprehension.\n",
"outputs = [x * 2 for x in inputs]\n",
"print(outputs)\n",
"\n",
"# Roughly equivalent for loop.\n",
"outputs = []\n",
"for x in inputs:\n",
" outputs.append(x * 2)\n",
"print(outputs)"
],
"execution_count": 5,
"outputs": [
{
"output_type": "stream",
"text": [
"[0, 2, 4, 6]\n",
"[0, 2, 4, 6]\n",
"[0, 2, 4, 6]\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "4vaBuNFW-5FG"
},
"source": [
"In Beam, there is the\n",
"[`Map` transform](https://beam.apache.org/documentation/transforms/python/elementwise/map/),\n",
"but we must use it within a pipeline.\n",
"\n",
"First we create a pipeline and feed it our input elements.\n",
"Then we _pipe_ those elements into a `Map` transform where we apply our function."
]
},
{
"cell_type": "code",
"metadata": {
"id": "LoYq871Q96iu",
"outputId": "57c2155f-cebb-42ae-e175-e1554f2f806b",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"import apache_beam as beam\n",
"\n",
"inputs = [0, 1, 2, 3]\n",
"\n",
"with beam.Pipeline() as pipeline:\n",
" outputs = (\n",
" pipeline\n",
" | 'Create values' >> beam.Create(inputs)\n",
" | 'Multiply by 2' >> beam.Map(lambda x: x * 2)\n",
" )\n",
"\n",
" outputs | beam.Map(print)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"0\n",
"2\n",
"4\n",
"6\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Q06jvwmqOzer"
},
"source": [
"> ℹ️ Now that we know how `Map` works, we can see what's happening when we print the elements.\n",
">\n",
"> We have our outputs stored in the `outputs` `PCollection`, so we _pipe_ it to a `Map` transform to apply the\n",
"> [`print`](https://docs.python.org/3/library/functions.html#print)\n",
"> function.\n",
">\n",
"> Note that `print` returns `None`, so we get an output `PCollection` of all `None` elements.\n",
"> But we are not saving its results to any variable,\n",
"> so they get discarded.\n",
">\n",
"> This does _not_ affect the values in `outputs` in any way."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "m8AVwzVyCAPD"
},
"source": [
"## FlatMap: _one-to-many_\n",
"\n",
"`Map` allows us to transform each individual element,\n",
"but we can't change the number of elements with it.\n",
"\n",
"We want to `map` a function to each element of a collection.\n",
"That function returns a _list of output elements_,\n",
"so we would get a _list of lists of elements_.\n",
"Then we want to _flatten_ the _list of lists_ into a single _list_.\n",
"\n",
"`flatMap` takes a function that transforms a single input `a` into an `iterable` of outputs `b`.\n",
"But we get a _single collection_ containing the outputs of _all_ the elements.\n",
"\n",
"> ℹ️ For example, we want to have as many elements as the element's value.\n",
"> For a value `1` we want one element, and three elements for a value `3`."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "t3KpC-tej1CS"
},
"source": [
"![Expands each element into zero or more elements, and flattens all the elements into a single output 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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "QdQEEbtNKpQJ"
},
"source": [
"In Python this could be done with a _nested list comprehension_,\n",
"but it's a little tricky to read."
]
},
{
"cell_type": "code",
"metadata": {
"id": "0xqSUP5mKNqI",
"outputId": "58251379-ed6f-4452-e9ea-60e59394ee5a",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"inputs = [0, 1, 2, 3]\n",
"\n",
"# Using a list comprehensions.\n",
"mapOutputs = [[x for _ in range(x)] for x in inputs]\n",
"# After the map function, flatten the results.\n",
"outputs = [x for xs in mapOutputs for x in xs]\n",
"print(outputs)\n",
"\n",
"# Roughly equivalent for loop.\n",
"outputs = []\n",
"for x in inputs:\n",
" outputs += [x for _ in range(x)]\n",
"print(outputs)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"[1, 2, 2, 3, 3, 3]\n",
"[1, 2, 2, 3, 3, 3]\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "OP3bSQoYMOH6"
},
"source": [
"The good news is that Beam already has a\n",
"[`FlatMap` transform](https://beam.apache.org/documentation/transforms/python/elementwise/flatmap/)\n",
"built-in, so it's actually easier than plain Python.\n",
"\n",
"`FlatMap` accepts a function that takes a single input element and outputs an `iterable` of elements."
]
},
{
"cell_type": "code",
"metadata": {
"id": "gZbsyAWaMT-F",
"outputId": "f2623c5c-d709-4229-c293-952b9bbcbef4",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"import apache_beam as beam\n",
"\n",
"inputs = [0, 1, 2, 3]\n",
"\n",
"with beam.Pipeline() as pipeline:\n",
" outputs = (\n",
" pipeline\n",
" | 'Create values' >> beam.Create(inputs)\n",
" | 'Expand elements' >> beam.FlatMap(lambda x: [x for _ in range(x)])\n",
" )\n",
"\n",
" outputs | beam.Map(print)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"1\n",
"2\n",
"2\n",
"3\n",
"3\n",
"3\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "YHcWp18cMefc"
},
"source": [
"> ℹ️ Try replacing the `FlatMap` transform with `Map` to see how they behave differently."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "ad-O7lUxOoyD"
},
"source": [
"## Filter: _one-to-zero_\n",
"\n",
"Sometimes we want to *only* process certain elements while ignoring others.\n",
"\n",
"We want to `filter` each element in a collection using a function.\n",
"\n",
"`filter` takes a function that checks a single element `a`,\n",
"and returns `True` to keep the element, or `False` to discard it.\n",
"\n",
"> ℹ️ For example, we only want to keep number that are *even*, or divisible by two.\n",
"> We can use the\n",
"> [modulo operator `%`](https://en.wikipedia.org/wiki/Modulo_operation)\n",
"> for a simple check."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "CUVXfvixkckY"
},
"source": [
"![Filters out elements that meet a given condition](data:image/png;base64,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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Y-gWtFNockwq"
},
"source": [
"In Python we can do this with *list comprehensions* as well."
]
},
{
"cell_type": "code",
"metadata": {
"id": "4xXSy5Bga9td",
"outputId": "90d5d9a7-d925-4b11-91c8-e6e844f9d21e",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"inputs = [0, 1, 2, 3]\n",
"\n",
"# Using a list comprehensions.\n",
"outputs = [x for x in inputs if x % 2 == 0]\n",
"print(outputs)\n",
"\n",
"# Roughly equivalent for loop.\n",
"outputs = []\n",
"for x in inputs:\n",
" if x % 2 == 0:\n",
" outputs.append(x)\n",
"print(outputs)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"[0, 2]\n",
"[0, 2]\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "mtVSijNAc0Fi"
},
"source": [
"In Beam, there is the\n",
"[`Filter` transform](https://beam.apache.org/documentation/transforms/python/elementwise/filter/)."
]
},
{
"cell_type": "code",
"metadata": {
"id": "l7W9UafLkiO1",
"outputId": "a59e0cb0-3cb9-43a6-8043-5789380d938c",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"import apache_beam as beam\n",
"\n",
"inputs = [0, 1, 2, 3]\n",
"\n",
"with beam.Pipeline() as pipeline:\n",
" outputs = (\n",
" pipeline\n",
" | 'Create values' >> beam.Create(inputs)\n",
" | 'Keep only even numbers' >> beam.Filter(lambda x: x % 2 == 0)\n",
" )\n",
"\n",
" outputs | beam.Map(print)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"0\n",
"2\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "_yYNTszgktLY"
},
"source": [
"## Combine: _many-to-one_\n",
"\n",
"We also need a way to get a single value from an entire `PCollection`.\n",
"We might want to get the total number of elements, or the average value, or any other type of _aggregation_ of values.\n",
"\n",
"We want to `combine` the elements in a collection into a single output.\n",
"\n",
"`combine` takes a function that transforms an `iterable` of inputs `a`, and returns a single output `a`.\n",
"\n",
"Other common names for this function are `fold` and `reduce`.\n",
"\n",
"> ℹ️ For example, we want to add all numbers together."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Too-Ru1xGj7e"
},
"source": [
"![Combines a collection of elements into a single element through a function](data:image/png;base64,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)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "F60IfKPOmlkg"
},
"source": [
"In Python this is usually achieved with the\n",
"[`reduce` function](https://docs.python.org/3/library/functools.html#functools.reduce)."
]
},
{
"cell_type": "code",
"metadata": {
"id": "4qjUZvT2k878",
"outputId": "1868d167-529e-4e5f-ec27-3ba405226a1d",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"from functools import reduce\n",
"\n",
"inputs = [0, 1, 2, 3]\n",
"\n",
"# Using reduce (most general way).\n",
"output = reduce(lambda x, y: x + y, inputs, 0)\n",
"print(output)\n",
"\n",
"# Using the built-in sum function, which is itself a \"reduce\" function.\n",
"output = sum(inputs)\n",
"print(output)\n",
"\n",
"# Roughly equivalent for loop.\n",
"output = 0\n",
"for x in inputs:\n",
" y = output\n",
" output = x + y\n",
"print(output)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"6\n",
"6\n",
"6\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "kotSZnlZoO8D"
},
"source": [
"In Beam, there are\n",
"[aggregation transforms](https://beam.apache.org/documentation/transforms/python/overview/#aggregation).\n",
"\n",
"For this particular example, we can use the\n",
"[`CombineGlobally` transform](https://beam.apache.org/documentation/transforms/python/aggregation/sum/)\n",
"which accepts a function that takes an iterable of elements as an input and outputs a single value.\n",
"\n",
"We can pass the\n",
"[built-in function `sum`](https://docs.python.org/3/library/functions.html#sum)\n",
"into `CombineGlobally`."
]
},
{
"cell_type": "code",
"metadata": {
"id": "PoRd7hlnoOu5",
"outputId": "b34f987f-ddb3-4808-95eb-9ac6140d2ea2",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"import apache_beam as beam\n",
"\n",
"inputs = [0, 1, 2, 3]\n",
"\n",
"with beam.Pipeline() as pipeline:\n",
" outputs = (\n",
" pipeline\n",
" | 'Create values' >> beam.Create(inputs)\n",
" | 'Sum all values together' >> beam.CombineGlobally(sum)\n",
" )\n",
"\n",
" outputs | beam.Map(print)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"6\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "pFb98ioSp9YU"
},
"source": [
"> ℹ️ There are many ways to combine values in Beam.\n",
"> You could even combine them into a different data type by defining a custom `CombineFn`.\n",
">\n",
"> You can learn more about them by checking the available\n",
"> [aggregation transforms](https://beam.apache.org/documentation/transforms/python/overview/#aggregation)."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "cOnJoaE3qmMv"
},
"source": [
"## GroupByKey: _group related elements_\n",
"\n",
"Sometimes it's useful to pair each element with a *key* that we can use to group related elements together.\n",
"\n",
"Think of it as creating a\n",
"[Python `dict`](https://docs.python.org/3/tutorial/datastructures.html#dictionaries)\n",
"from a list of `(key, value)` pairs,\n",
"but instead of replacing the value on a \"duplicate\" key,\n",
"you would get a list of all the values associated with that key.\n",
"\n",
"> ℹ️ For example, we want to group each animal with the list of foods they like, and we start with `(animal, food)` pairs."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "IX9VmTH7xluM"
},
"source": [
"![Groups related key-value pairs by their 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ssQpANCRVb6mrHTcaWVdi9vItlAGlBpOnTnX6njIDj/WgPHZcRuc6q3Bm3r4u11vvy1PjHK20ylxdZpMX5uZAkodMervyE+tl9HIOF3H0tdmFFC6hlf+fq3n147jvkdOOpap76K9Tu2tx/I34NT9aEDuWj5dk9GfzSig1HD0o3k73Papx9hbfdGf3fr1HB1h6lpuXTs0kE0DbNd97Dnpu4zpm067vU5H6vq7td287fb7SfucjqhlQwABBBBAAAEEEEAAAWsJEFBaqz2pDQIIIIAAAggggAACXgWytrhPWTkiO7DwQg/w5nTnUZShDCh3nfBvylavFXX5YWLJSbfgZJafowgddxW37rjbfvyZOtRMAeWM1Ucdq+TzsQZrruGuhlc6Vam3LVQBpa6JGkigai+TBmquIZuOFPZ3G5XrPgpxy9Fzfr3cKKDU0aOu5bF/rdMrBzq601NB/meG86hPnbLVn9HRjvvTkdKuI2d1HVpfmwb+rlPE6jTBuj9/ttV76t2Mgumn/hyL5yCAAAIIIIAAAggggEBkBQgoI+vP0RFAAAEEEEAAAQQQ6FQBHc1kD0Xsnw/7CJqMChiugPLTBYGvWWdUPtfv6Yg/e33186ND1ktzS5vr03x+ff5Km+21jvv66+ytPl8XzQGlVi6+yH1a4BW76rzWO1QB5a8GF8qAxfvkwGnf6yC6FkhHizq2lT4+XNvi+jS3r3VUrGub+bv2pu7MNaDUOriWw/VrnXq5o9vZSzfcjjPQj2DR6Lg67axjGd+Z5fs81/1ooOz4On2cWn7K6BBu33MdYarT+jZdvuH2PL6BAAIIIIAAAggggAAC0S9AQBn9bUgNEEAAAQQQQAABBBDwW6BbgvM6il0mlfv9Wscnhiug9GdtQ8dy+PNYp2bVoMMxNOmV7N9UnUb77528x2lfGj75mubVNezyd6pQx+NPX3XU6bhanzPN1xyf4va4/sJ1t9cEOoJSd6rHcfTTx75GjhoFlDp9rwa6nj6M1me0H1fXlFxUVu1WR2/fWL//rFu5h/sxYljXPLQf1/45b7v/6yC6BpT2fdg/u66Pqd//zeBCOd4Q2HqNrnXXMtqPYf+8cne969P8+lrXArXvQz/ryEh/Ng0UtS6Or9XfM3fu3vX6cl2D1PE1+nhQxgGvr+GHCCCAAAIIIIAAAgggEL0CBJTR23aUHAEEEEAAAQQQQACBgAU0KHAMAT4LcsRiuALKnVWhn97VaC3BScuOBGxnf8GUFZVOhurpaw3BaA8ob96+I66hmq+gzyig9CccbWm9KbqOooa4jueq/fHUFZX2pvD5+c6du9JlovM5r2uuXrzW7vW1OlrQfjz9/OSoEtH1Ef3dfAWUOqLw67T9TsfQ47w7a2tQ09nayzVmqfsIaZ0y+WTj1YA/NAx2NNDH/q5Vq2teur62/HCzvZiGn6etdO9XvqYRNtwR30QAAQQQQAABBBBAAIGoECCgjIpmopAIIIAAAggggAACCHRcQNfxcx1JqEFCMFs0BZQbjzS7hSWLN/o35aSRTfqm0277Kz3UaPTU774X7QGlVsQ1dPskfsd39TN6EGxA6bivTUea5YmRJW7e/q4FqfvK2OzeXomlJx0P4/RYp4B1DdfmrD3u9BxfX7haOe5v8vJvw/ELV9ttwafjz/Sxrpca7NZ3kfO0rK777ujX/gaGx+qvuBl2X7jLY7Xab91xs/j7XP/XC/W4Y36AAAIIIIAAAggggAACphUgoDRt01AwBBBAAAEEEEAAAQRCK1BnMN1noMGLvUTRFFDqFJeuwUzJQe+Bor2eRp/LKprc9lewo9boqd99zwoB5fsu6zn+ZULZd/UzehCKgFL3W3Ko0c377RlbfE4Zai9Ta/tt+ePIYqd96FSyGtgbba7rtOp0pYGug+gpoOy/eJ9TuVfvcT83dX1UHfEYzPa3uO1O9XQ97zv6tU6Z6+/WbaHzdNJ67FNNxlMSr93b4FbuogP+H8vfMvE8BBBAAAEEEEAAAQQQMI8AAaV52oKSIIAAAggggAACCCAQVgGjkWEpAa7pZy9gNAWURusJ6hSiwW57Tl50C1MyN5/2ujsrBJQ9Ep0Dp8eGe1+TMFQBpcKOyHafMnTrsXNezR1/OHvtMbc2KzYIqTXMfGx4kdNzh2QGvg6iUUCpIwKNpol1XdNUg7z35mwTnZ420O2NaZucyt7RQNL19Wv2NvhdJG0f19d7mlr50wU7nZ6r4Xcw9fe7cDwRAQQQQAABBBBAAAEEIi5AQBnxJqAACCCAAAIIIIAAAgh0jsD5K21OIYCGB9+sOhrUwaMpoDQanaUj14LdCvefdXPUUZreNisElDpq0TFwem3qJm9VllAGlDqFruOx9bGukejv1tzSJjoy0XEfRlPU5u+odXqOPl+D/UA314BSR3Be8rDuZeOlG6Jhr2PZ9HHyBv/rZy/f/7i0ke53wJJ9IfvwtdaqvRz2z66/J7Q8127csv/Y9vlM8zW3uusanWwIIIAAAggggAACCCBgbQECSmu3L7VDAAEEEEAAAQQQQMBJwDUo+zptv9PP/f3CNXh41UdYZbRfo7Ucd1ZdMHpqh75nNJJrYcmJoPepo05dwyRd59Lb5ureM3G3t6cb/mz6qqNux9Vwx9tWbzCt74zVwYXSrmtB9kryXodQBpRG0xOPzDnkrepuPzMahXm84YrT896bvdXJ+MN5wa2D6BpQdplU7nQc1y+MRvn+dsh6qfYwJarr6+1fd0twHuX630OLPE5la39NOD+v2FXn5Kn9xnW0sZ6Pjv1JR7Beue4cYoazjOwbAQQQQAABBBBAAAEEIiNAQBkZd46KAAIIIIAAAggggEBEBFxHWOm0k8Fs0RRQagjlGIDo49FLK4Kptu014/MPu+3viI9Rdk+NLnV6TTDukQwodepTV8MJBYe9GoYyoNT1In81qNCpDBrGBbJVnXU/D8Y4nAdH61qc9q/1DXat0kADyrt3RT6Jd57mVI//QVxgU73qdLSu7RTMCNBAXL099+btO/LsuA1OZdJ/ZtD66qY/f9qlb3iaBtbbcfgZAggggAACCCCAAAIIRJ8AAWX0tRklRgABBBBAAAEEEEAgaIEBi/c5hQUanGn4E+gWTQGlrmX3hxHOU2j+LS64YFadPp6/w8lQR0f6Mnxp8kan1/gaUWfUHpEMKA/XXHYqv4Zgi8q9T0EayoDymEHIPCg98NG/ruto6ghD+5SjrsFzl4nlQa+DGGhAqe195lyraHlcA0Zfzo7nik4L6/p61xGLjs/vjMdJG066lWnH8W/XgHWdLvmXg9bZHDqjXBwDAQQQQAABBBBAAAEEIitAQBlZf46OAAIIIIAAAggggECnCsxcfcwtLAhmlFg0BZQK3Ct5t1u9K+sCX1vwZONVt/10X+h7JJ/r1KEaRAW6RTKgHJdX4Vbv4oONXqsQyoAyz2BtyGkrK70e3+iH24+fd6vHsh21cr39tts6kGkbg18HMZiAUsurYaRrwKhTvaqlP5tRkPvZgp3+vDRsz2m5flNcpzgelnXQdjwtm2N9+y7aE7ZysGMEEEAAAQQQQAABBBAwlwABpbnag9IggAACCCCAAAIIIBBWAV3j0TEQ0MefBhhg3Ll7V/4yocxpP2Zeg1JBXUdqab0HZxwI2HpU7iGneut+Vu+p97mf4dkH3V536Vq7z9c5PuGLlD1u++iMNSh1PcDfuYzs09Ds/JU2x+K5PQ5VQHnr9l3REa+u5+3mSu/rfroV6B/fcJ3m+JP4HVLgEoA+NrxYrt4Ifh3EYANKHe3rGmZrvXVKYO13/mwvTip3s1q7t8Gfl4btOVNWVDqVSQNL/QcBHTHp2K7hWIM2bJVixwgggAACCCCAAAIIINAhAQLKDvHxYgQQQAABBBBAAAEEok/gw3nuYc+B05f8rsjijaecQgUNGMweUGrlXEOuXw8uDGg6ybOXbogGc46Byruztn63np43wOytZ5xep/tYVOZ9ilTH/emUmI7HtT8OJqB8Y9omab91x3H3Xh8nlrpP0Tku3/v6k7rDUAWUuiahvb72z7puoa9pdT1VatXueqf9aUjmOgWvBmod2YINKPWYulbmbwY7r7ep9fZ3RKcGt3Yn+2f1utx6M+Aq6YhODcZbgnit48HqL1yXX7nU6WWXaY81OGZDAAEEEEAAAQQQQACB2BEgoIydtqamCCCAAAIIIIAAAgjYBLYdcw+7Hh9RLP6ElFsqz7mFdBqCRENAefDMJbfg5rlxG+TE2as+zwwN216Y6D4ybfeJCz5fq09ouHhdHnUJN/XYN2/7Dgp1pNmTo0rcyq7uwQSU+rqROYf8GpGnU6v+apBzWKZBU+35Vp/17mhAqaGYUTipgWLJIe/Ty3ornI7I/PN45xHA9iBPP2t9/amft2N0JKDU/c5fX+XW3jotsK5T6c+mo4Md66SP356xRU41+TdVrAbYIxxG/ep6nMFMiexY1q/T9ruVybGMy3fVOT6dxwgggAACCCCAAAIIIGBxAQJKizcw1UMAAQQQQAABBBBAwEjgg7htbmGBTruo6wq23bzt9pLWtluSvKHacGSXhgzREFBqpQYZBDd/HFkse05edKuz/Rsa3BoFhH0X7bU/xa/PrtNcqptOL9p46Ybh6zWgiy+qclsb0THUCTag1H30SdkjOrLNaNPZRFPL3UfK6uvU0J8tmIDyXEubbD12TuKLTsgTI41D2QXFJ/w5vNfn6OhVR0fHx1+mBtauRgfqaECpwXXXbza7lfGjeTv8CpYvXG2XJwxCbZ2qV9fc9LbpOqs6payjiT7WdVw7sh06c9ltn/ZjPDOmNKBRvR0pB69FAAEEEEAAAQQQQAABcwgQUJqjHSgFAggggAACCCCAAAKdKrDrxAW3KRftYYGO9NOAYubqY/LNqqPSL3WvaIhn/7nR52gJKHUko4YhRnXQsFCntNT1KtfvPys6le3nCTvd1snT12r44+9oNnvDamj02PAit2Pr6FUNO2esPio6nerYvArp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BBBAAAEEEEAAAQQQQAABBBBAwNQCBJSmbh4KhwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggIC1BAgordWe1AYBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABUwsQUJq6eSgcAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAtYSIKC0VntSGwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRMLUBAaermoXAIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIWEuAgNJa7UltEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEDC1AAGlqZuHwiGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBgLQECSmu1J7VBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwNQCBJSmbh4KhwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggIC1BAgordWe1AYBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABUwsQUJq6eSgcAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAtYSIKC0VntSGwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRMLUBAaermoXAIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIWEuAgNJa7UltEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEDC1AAGlqZuHwiGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBgLQECSmu1J7VBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwNQCBJSmbh4KhwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggIC1BAgordWe1AYBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABUwsQUJq6eSgcAgiES6C1tVUaGxvl+PHjsmfPHikrK5OVK1bwgQHnAOeAqc+B4uJi2blzp1RWVkpdXZ1cuXIlXL8mo36/aqNGaqVmasfvea5znAPu50BhYaFs3bpVDh48KKf+f/bOA6qKa23DkNtvYqJJTOy9d8WKvcTee4+x94ZiQVGqSlGa0jtIly4ivSMgiICAgth7S6/3Pv865Cb/vQoEG4J8rDULzzlzzux59jv7DPP47Skp4cGDB/z44481fgx4HTugOH+8e/cuRUVFZGVlER8fz8mTJ2VskXMHyYBkoFpnQHEOdObMGS5cuMC1a9d4/Pgxv/zyy+sYJuUzhYAQEAJCQAgIASHwXAREUD4XLllZCAiBmkzg66+/JiQkBHV1dVauXCmLMJAMSAbemgz4+PiU/qeLmjxGv4q2X79+HXd397emX+W7Sr6r32QGDh48WPqfuF7FsVmTP0POH+U4fJPHoWxb8vc6M2BjY8OlS5dq8hAtbRcCQkAICAEhIARqOAERlDW8A6X5QkAI/DGBgoICnJycWL16tVy0FiElGZAMvNUZsLOzIzs7+48HxrdsDUWFpJmZ2Vvdt6/zAqV8tlwArygDu3btIiwsjPv3779lI0fFuyPnj3JcVHRcyGuSj7cpAwYGBiQmJvLDDz9UPDDKq0JACAgBISAEhIAQeMUERFC+YqDycUJACFQfAorp/aysrOSCtQgpyYBkoNZlQF9fn9zc3OozIL+mliimWdTT06t1/fs2XRSVfak5F/nXrl2Lolr7bf/57rvv5PxRzhvke0UyUCszoPgPKYpbn8iPEBACQkAICAEhIASqioAIyqoiLdsRAkKgSglcvXoVXV3dWvmHpVzsrTkXe6WvpK9edwYUVU9v6096erqM8XIBWTLwBjJw+PBhvvnmm7dyaLl37x5GRkaSqzeQq9f9fSifL+dckoHKZ8DFxeWtHONlp4SAEBACQkAICIHqR0AEZfXrE2mREBACL0ng3LlzcmFJLixJBiQDkoH/ZMDa2volR9Xq93aFeJULjZW/0CishNWrzsDmzZu5ePFi9RscXqJFJSUlMq7IuYNkQDIgGfhPBhQzVPzrX/96iVFV3ioEhIAQEAJCQAgIgT8mIILyjxnJGkJACNQgAl5eXpX+o3LXPmO0DOw5dNQPU+corH0yZREGkgHJQLXOgLlrHIZWgegYO6Ohbcq6DZsrNebt2bOnBo3kFTf10KFDldrnjWvWYLhDHeu9e/HQ1SHU4BCxRw7LIgwkA09lINzIEF99PRz378N09y50t6lV6hhTSM+3ZSrA5OTkSu+zof527I/u4YSbLrFBhmTHmXEhyUIWYSAZkAxU2wycOX2EcN+DeDpqYWW6m727K3f+uGrVKq5fv17xiZm8KgSEgBAQAkJACAiBlyAggvIl4MlbhYAQqF4ELC0t//DikvqeAxhaBXE86i5e8U9kEQaSAclAjc/AMY9U9h2wZtWq1RWOgYqKp5r+s3Hjxgr3cfWqVRju2EGIwUEu29vKIgwkAy+YgYyj5rho7Wf7hg0VHnMKSamYbrkm/0RGRPzhPmpqbMbHWZub5234+aarLMJAMiAZqPEZKEg5iqvNPtatrfj8UTHOf/nllzV5mJe2CwEhIASEgBAQAtWYgAjKatw50jQhIAQqTyA4KKjCi0s7NQ2w88+p8SJCpKpIZcmAZKC8DDiFlbD/oE2FY+GxY8cqP7BWszWNjY0r3rc9Gpw9aiFC6gWFlAhdEdplZeCirTXuOtoVHnuKi9d379ypZiNG5ZqTefZshfu2Y/sGMqJMaryIEKkqUlkyIBkoLwN3L9jhcGxvxWPhjh2VG1RlLSEgBISAEBACQkAIPCcBEZTPCUxWFwJCoPoRyMzMrPAPqv2HbPCMeyRyUirlJAOSgVqRAX1TzwrHxNDQ0Oo3kP9Bi3x9fSvcJ289XRGTIiYlA68xA4EHD7Bm1apyj0PFNNI///TTHxzJ1evlP7rn5OGD6twvsBc5KZVykgHJQK3IgJ+rTrljvOI/oihupSI/QkAICAEhIASEgBB41QREUL5qovJ5QkAIVCmBe/fusWPHjnL/mNIzca8VQqK8iip5XqrtJAO1MwOKe+oqLiaVt8TFxVXpWP0yG1NMH1nefiieP21kKGLqNYqpsqrq5LnaWW1ZaGtd4ZSvzk5OL3OoV+l7FdMVampqlju2uNvtrxVCoryKKnlequ0kA7UzA4r76VZ0zqWYElt+hIAQEAJCQAgIASHwKgmIoHyVNOWzhIAQqHICiukKy/sjaq+uhchJqZiTDEgGam0G3CJvlzs+KsbNnJycKh+zn3eDX331Fbt37y53PxRVXSLLaqcsk35/c/2+s4J7wSqm3K8JPxXdt9zKdLfISamYkwxIBmptBr6+7FTueZfi/PH8+fM1YZiXNgoBISAEhIAQEAI1hIAIyhrSUdJMISAEniVw+fLlcv942qquWWulhFTM1c6KOel36feyMmDuGlfuOOni4vLswFrNnomOji63/Sa7domclMpJycAbyECetWW5x+W+ffv497//Xc1Gkv9tTkXnj/v3bKm1UkIq5mpnxZz0u/R7WRnITTAvd5x3cHD430FVHgkBISAEhIAQEAJC4CUIiKB8CXjyViEgBN4sAW9v7zL/cFq3YTOOwYUiKKVyTjIgGZAMxD9By8CuzLFyy5Yt/FTN7xlnYGBQZtt1t6mJmHoDYkqqFt9c1WJ1Yx9hbFTmsamorklLS3uzJ4h/sPXyzh+3bF7HtXPWIiilck4yIBmQDNx0JcRTv8xxfu3atdy9e/cPRlp5WQgIASEgBISAEBAClSMggrJynGQtISAEqhmBb7/9FnV19TL/aLJwSxApIWJKMiAZkAz8JwPOYSWs37i1zPEyKSmpmo3u/9+cvLy8Mtu8Zd06Mo6ai6AUQSkZeMMZcNHaX+Yxqph+v7r+VHT+mB5xRKSEiCnJgGRAMvBfGTA13FnmOB8aGlpdh3lplxAQAkJACAgBIVDDCIigrGEdJs0VAkLgVwJxcWVPW7hjz0GREiKmJAOSAcnAUxnQO+JW5gUmExOTavu14uzsXGab7fZpiph6w2KqulXzSXveTGVnqrlpmceooory6tWr1XJsKe/8UVtzq0iJ/5ISZU35KM/JVKCSgdqXgdggwzLHeS0trWo5xkujhIAQEAJCQAgIgZpHQARlzeszabEQEAKAsbFxmX8sHXEIFzHxlJgo67508pzcr1AyULsyYB9QdjWiQiR8/fXX1e575cGDB2zYsKHMcT7FzFQEpQhKyUA1ycAh9e1lHqd+fn7VblxRNKi888cw7wMiKEVQSgYkA5KBpzLw+JIDWzevK3Ocz8jIqJbjvDRKCAgBISAEhIAQqFkERFDWrP6S1goBIQB8+eWXZf6RtFltF8dj7ougFEEpGZAMSAbKyICm3rEyx86srKxq992SefZsmW012bVTxFQ1EVNStfhmqharG3f/A2Xfo0xPT6/ajSvlnT8q/qPGnTxbERNPiQmplqt91XLS59LnZWXA2VqzzHMyLy+vajfOS4OEgBAQAkJACAiBmkdABGXN6zNpsRCo9QRKSkrK/CPpoLmPSIkypIRUytWuSjnpb+nv8jJwzCOlzLEzIiKi2n2vREZElN1WY0MRlCIoJQPVKAN51pasW736meN1y5Yt1W5cKe/80VB/u8hJkZOSAcmAZKCcDJyLLXs676NHj1a7cV4aJASEgBAQAkJACNQ8AiIoa16fSYuFQK0nUG5ljWOECEoRlJIByYBkoJwMOIZcfEYiKCqHPDw8qt33ireXV5ltzThqLnKqGsmp6lbNJ+15M1Wde7dsLvN4VVQsVqef8s4f7Y/uETFRjpgoq5pKnpMqO8lA7crA/Xy7Msd4bW3t6jTES1uEgBAQAkJACAiBGkpABGUN7ThpthCozQQU1T6Ki+pPL1be6SImyhET5VVUyfNSbScZqD0Z8Ih58My4qRhHzc3Nq91XiuJ/5T89xiseX7S1FkEpglIyUM0yoJh6uazj9fLly9VqbCnv/PGEm64IShGUkgHJgGSgggzs2P7sfcE3btxYrcZ4aYwQEAJCQAgIASFQMwmIoKyZ/SatFgK1msDx48fLvBDmGFokglIEpWRAMiAZqCADGzZvf2b83LdvX7X7Ttm/f/8z7VRbv17EVDUTU1Kx+GYqFqsbdzdtrWeOV4WwTEtLq1ZjS3nnj7FBhiImKhATUi1Xu6rlpL+lv8vKwOGD6mWO89WtUr5afelIY4SAEBACQkAICIFKERBBWSlMspIQEALViYCpadn3wVBUB0k1WO2pBpO+lr6WDDx/Brbv1n3mAtO6deuq0xBf2hZFm56uyNLaulUEpQhKyUA1zMBpY8NnjlfF8RsWFlatxpbyzh+z48xEUIqglAxIBiQDFWTA20m7zHG+ulXKV6svHWmMEBACQkAICAEhUCkCIigrhUlWEgJCoDoRMDIyKvMPJJEVzy8rhJkwkwzUrgzs2HuwzPGzOo3xirY8LScVj3W3qYmcqoZyqrpV80l7qr6qM/bI4TKP2eCgoGo1tJR3/nghyULERAVioqxqKnlOquwkA7UrA4Huz/4HN8W5WWFhYbUa56UxQkAICAEhIASEQM0jIIKy5vWZtFgI1HoC5V1gEtFSu0SL9Lf0t2Tg+TMggrLq5Y0IM2H+tmdABGXtEhUipqS/JQO1LwMiKGv9JRgBIASEgBAQAkLgtREQQfna0MoHCwEh8LoIiKB8fikhIkeYSQYkA4oMiKAUWfa2yzLZv6rPuAjK2icrRFBJn0sGalcGRFC+risb8rlCQAgIASEgBISACErJgBAQAjWOgAhKES0i2yQDkoEXy4AIyqqXNyLMhPnbngERlLVLVIiYkv6WDNS+DIigrHGXTKTBQkAICAEhIARqDAERlDWmq6ShQkAI/EZABOWLiQkROsJNMiAZEEEpsuxtl2Wyf1WfcRGUtU9WiKCSPpcM1K4MiKD87UqE/BYCQkAICAEhIAReNQERlK+aqHyeEBACr52ACEqRLCLaJAOSgRfLgAjKqpc3IsyE+dueARGUtUtUiJiS/pYM1L4MiKB87Zc4ZANCQAgIASEgBGotARGUtbbrZceFQM0lIILyxcSECB3hJhmQDIigFFn2tssy2b+qz7gIytonK0RQSZ9LBmpXBkRQ1txrJ9JyISAEhIAQEALVnYAIyureQ9I+ISAEniEgglIky6sXbY8JSL7JydRCQlMKic2IITErhLCUTLzj7+Kd8Ijn2aZ3/GO8Eu7hlZyKbfBZPOMeP9f7/3tbpe9VvL/0M178c/77M9+af5dyeYRX3CM8Yx/iFfPgf5fYh7/IwjYQAAAgAElEQVQ+H/frOor9fpm+eBu4iaCsenlTnYRZia011ak9VdmWYjsbiu1tKba3oche8W9riuytSv9dle14G7clgvL1iIqfbrjw7VVXvr/qQlXJoJ9uuvPtVTd+uP4S+3TVqcraW1Vc3vR2vr5qR0a2OqFJSym5qI8iG5Vtk2Ld39b/6cav/frb78p+hqxX/vHw000X7l20Jip+LwmJWpzPOET6GX0yzuhzKfsIX112KOX/Wx/UVJYiKJ+5JCFPCAEhIASEgBAQAq+IgAjKVwRSPkYICIGqI1BTBOX/i6X/CJRSSVJVgkmxncd4/ya1Sn+L2HxWMD3GL+EuiZnhPLmxnB9uTODba+P45cuN/PurtXx/fTi3Cmdz/YoJydmxnEi4/Qei8SE+STcJuuBC4NVV2GZMYN6mPph5RpZKtGe3X36feMY/xCPuDm7RmThEBGN3+gQukfEcjy3CI+4eitef5/PejnUVmX7IiZg7BJ0uJsj/LCcsfXDdpY/dkmVYTBiD2WeDMBs9FItxo7CcPBbbhXNw3r4LTxMn/HxS8QsvwjfqNt6xD/GOL5//28Hr2f0TQVm7BeXbKMcq2ieFlFTIyIt21qTZmhJ4TAdr040Y2ExB17U7210bctRyJuftzGutuK2IX2VfE0FZvrx4URmhkBlPio6THO7DmagT3C/04uebbpWWUs+7XcX2vrvqzuUsf+JP+XMly4sfb7i/tu09b/tq6/qKfrlVbMMGnwF0MGhEV7NmTHXpQUrmjmf65ocbrnx53YHvbjqiEJDf3nDl0Q1nsouMOH1+PfevWPDDLW8y8vdTctmcm1dMeXLVkh+vOz/zWbWVd2X2WyEkf7zhwvfXnXl02Y7kZB2OnljBGofRrLYdzXqrsaw4OpwVFsPZYjUOA9d5+J/aSn6mEd/WYHkvgrLqrnXIloSAEBACQkAI1DYCIihrW4/L/gqBt4BAtReUikqu6Ht4nSzBwysDV5dY3F1jcfM6g+fJQrxi7v5HVr1aWamo2vOOf8iJ2Fv4RxUTGJFHUMQFgqIuERBzA+/Y+3jFPfxPJd6z4uJtFTLl7Zd3wkNOJadx5dIufnn4OV8VqnAnUYmfLjfkX7f78a87ffj5agN+Km4ET2bwy93x5OaYEph0GcV7n/3cRwTnBRB2ezknrszAIXsypgljWaLZhWnLenHUN7ZSklIhtj3j72Mb48vB8NVs9x7HOsvhrDwykrVHRrHFYhw67suxPuWBe0xx6brPtuUt6d+4J3jHPcIn9h5BkSWcDkonxsKOk8tm4zW2H1YDOmHcsxUGPZpj0LMZxr2bYdq3BWb9WnK0fyss+rXEvE9LzHu3xFilNYf6dMVslCpOX8wlwMKBwJBs/KJulcr8t5bhUxJWBKUIyspKp5q+nqJaMsvaDG+zPejpf4HagTHsPqaCtnMzjqe0ISC3F9ohn6J2rDtJ1voiKO1f/NgQQfnqBeX31z0oSPcnPyOD/Ix00mLDuJf/+iTld1ePc/FsAFmJiRRlZ5MeG86dfK9S0VUZaSPrvPoMKJh+c82FwxGf87HR32lt1IiOJi3ocrQdGz2n8PPN/6+i/OamGyfPb2dreDti8zdQcsUWt7T5GCb2YbH/B6zx70BIljoWSaPZHfUBhxNboR3zDseT+/OgxFwE5c0/7j+FlPyyxJ4L2Uacit+FXfAqtjlOZIZpX2Yc680s617Ms+nJXKseTD/amclmHUqXSaYdmWTeiRnGKph7LuF6nsXvFa016bgRQfkWXESRXRACQkAICAEhUE0JiKCsph0jzRICQqB8AtVWUMY+wufUdQLs4wneY8WJJTtxmb8Ri5W7MVQ3wGifKcbaZlgf8+K4bwI+EcV4xz14aTninfAYv/i7BEYW4OOfyHHXELzcQ/HxPMUJz1P4e5zE1zkAf9dwgvzO4B9+FR/FlJhxb4nEekrAVEY0KURudJIfXxW0gfud+OVWBx6fq8fVCCW+yf0zP12uw4/F7/Ft7p95kvEOP176B9/l1eeHfBVKcpaTmBlSOhWsX+Ld36cM9U3NI+z2YryKp2OfNRnzxAkcODWaTRa9Gb+wGfM3qGLtn/L7+mW2M+4x7gnFHE20YE/iVDYFjWGlzWh22mtgERCNbVg2Rl4BrDNcxefaw1GzHo/VaQc84xWS7S3pz4Qnpfn0jb5NYEQxpwNSiDI8RNSKaZycNgjP4R2x7tsC8x6fcqTzx5h0+QiLrvWw6l4Xu551celVF/c+9fDsVw/P/h/iNeBjjqvWx7X/p1j2bYKBSkcOqPTAeGAPbCer4rVzKwF+qfgopoetBceECMoXlzA1XdjVtvZnWJqwdv0UBk5pxohF7zNvbx122DXA0K81oecHk3JrKpaJXdji0YAQ602lU7/WNkavan9FUP6x3HheEXE714sz0ae5UVjAncvFXDyXSUbcSR4VHn/l0vCH6+4UZ/qRHhfHjYuFPLh2hcLMs1xIC+abKx4iryohr563fyu7/pdX7VnjP4yGpu/TxaIJXQ61ptvhDqx0nsjjEnu+v+bMTze8icnby1ifvzHJ5y+sCWnNLLcGzPX+kM8DGjHZrTmTHVsx26MeK0P+zPbov6Ee9Q47wpXZFvoOSVmr+fGmTMtbVp8opOR31524V2RNQoo2ht6LmG81iHnu/Vjg0ZdFHn1Y4N6LBW7dmO/amQUunVjg3JG5Dh2Yad2eyWZtGW/clrEG7Rhj1J4JJp1Yc3AExedMatxxJYKy/GsT8ooQEAJCQAgIASHwcgREUL4cP3m3EBACb4BAdRSU3lF38XdKJmz9IeInLOPMuC84N30N+YvVyF+/nyydYyTb+xF+Ihov15NYmbhjZmiPh28cvjE3Kb1n4QsIJr+EhwTHXsbXOwp/j9NEhKWRceYiF9LzuRydxi3/KG4dD+WqjQ8XDtmRsdeUmP3HCHeK5kT4tRfeblXLMNvAAqx8syu92AVfqkDYPSY4Po1LUSp8n/1nvr/wDj/kK/EoXYlsL2UuBSvz5KwSj84ocTtamcfZ7fnl/mS+Lx7Io7SP+OX2KPjXRv79eDG55w8SmFBUui2f1Dw8CxfhcG4KFskTMY4eh3bgSHY4D2DOprZMXNScL9RH43gyp5y2PcY14QKHz2ijfX4WW0+NY73LJI74nyhzfduT2SzXW84m65E4RZ7Cq4ZO+aqYZtU7/lFpha9f5A1CwvOJ9Iog7pAucaunEzVbleCxHfEe2gKXfg2w71UPxx4flIpIj94f4dX3Y/wHfEyQ6icED/yU4IH1S5cg1Y8JGvAhQQPqEjDgA/z61cF7wHu4DfiQY/1acKh3B/R6d8ZgYDespwzE+/BRfE9dKp1C9kXz7R59r9IZ/S3PbpF3yuzfF23DH71PBKUIylclpV7mcxTVjQnGhs+1nD9m8VxVjplWZmxYO5XOI+oxYmFjFuxuz3bLLhj4dcY3oy+Zd2bimzuIPf5NMD82nvO2Js/1+S+z/y/73nQzk+did8b0yGvdNxGUr1ZQfnvVnYI0fy6kp1Ocnc2lrCyuFeSTl3aG7KRAvi45/srkhmIq0Ft53iRHhnMlL5drBRcoPn+Okrxc0mMjuZ1bswXlvQs2XEo1q/RSlFa9qgm/vGZPar4RKvat6WzYlK6729F1Xyemmg3DxHs5AeE7uHbVDsOkeQxy+yuTjjdlmHVDRth9wgS3Box2acwo+6ZMc2jCF8c/YUNQXTaceo/1J+uwwv9dlnj8g5CEZfxwQwTlb4JSIX0fl9jxsNiWvCxDPCI3ouYziQWeA5jnp8Jcn26sDOnLlvAhbA4dxJrAPqz0U2GZd0+WHO/CQpcuzLXvwmzrrky36MZkoy6M1+/MGO2OjNRqxyidDqzTHcPdAqv/OY4V2XuerCqy/Vubq+K3CMo3cNFDNikEhIAQEAJCoJYQEEFZSzpadlMIvE0Eqpug9A2/QbCRH5GTVpAy/gvS5q4na9kOcjfsp2C7Hpd3GXBj50Fu7DvMFVsvCmMzOJtWSPCJWKxMXLGx9sEnvBCfhOeb8jUg8QEnI3PwdQ0hJiydy8UPuF1yl+unE7hi5cJVfXNu6ZlxV8+C+3pHua9tzp3dRpSs1yJ/pSaJuvYEBxWUTqH5R1LjTb8+b/FqRo4cWell6Zod5UqfgPgCLib0o8hbmWshSjxIUOJhijLXTitzxu4vpNh/TEHAR2Q5/YUsl7/wXVF7/n27Lb9cr8/3hX/ih0t/55drH/Ovax/BlffIiNlCYFwBPgnFOGR+jkXqr3JSP3Q0mj5DUXfozwqdrkxc3IwZq1qzXnshrlHXn2rfY9wS8jictg+dnNnsSpyCWtBEDod44Km4d2k58trhVBFb7KbgGBGOV3z565X3/qp83i/xIQGJtwlIuIN/7HUCTl8m4GQhAYHnCPZOINTGg3Dt3aRunUvK8lFEzlAhYHRbvAY3wr1fPZx61cGu+7vY9ayDU68PON7nQ/xUPyZkyKeED29E9MgmxI1qRtLYFqSMa0HymObEj2pKxNCGhA6sT9CAenj3VbzvPZz71sGyXyOM+7VFr28HtPp2xWSkCo4r5uPrHI539N1ymVfE7KjX2Upn9Lc8GzvGvtC2KmpHRa+JoHwxQVniaE+hgx05Nlacs7EhW/FvOxvybW0ocrB7rfKnVGY52HHR3pYL9rbk2NuRbWvLeRtrLtjZUOxoz+WqaMNLTAH6tJArtLF67mPFevu25+KsuPekp/4ORszuwuDZjZil1hY1y84cDuyGS3w3zlydQszV8eifbIm6bQeSbXWe6/Of3qeLtlYU2lpx0c6KS/bWpfe+fHqdV/V4y+JFz8VvxZzZL7Vvf9RuEZSvVlDey/cgPS6cy7k5+NjZc1RHj7SoSEpyc0iOjOD6eR9+ekX3o1TIzqz4QArOnuVKbi5Bzs5Y6h8olaKXss9x6Wwg312rufeitD6y+bmOlYkTxlap9KlILH19zRH7hCVEnd/HSu+xdNFsQef17ei4vgOdNnWg7dK29N3dlqWh/Zjk3YJBDp8wyKoZ/cybMtC6McMcGzHCoTFjHZoyx7kRy45/zCrvj1ji8xGzXOrxmcV7fKb/MRFx6nIfypuuPCqx5W6RFbGJ+9D0nI2m+0w+dxzMouA+rIruw8a4vmxN6PfrEtef7dEDUY8cxNbwgawPUmWldz++cO3DYuc+LHboxzxrFaaZdGfcwU6M0mnHqP3tGbG3Papb2zJ8S3esbVfyw7X/v/+nInu/nRtW5reNyeYqzaoIyrfpaorsixAQAkJACAiB6kVABGX16g9pjRAQApUgUG0EZdxjfE9d46SmPQljlpAwZTkpCzeTvmo32Vu1ydcw5KK2KcUHLCjSt6B4rxHFmzUp3mvAldBorpXc5eyZQlytfbAwtsE77AI+8ZWTlAGJ9wkNyyDEM4KcjCIePfqRW+cLyT1iRea6nWRv3kOOxgFydY5wQc+UAsWiY0L+HkMubNfnwnpN8j9XJ3mTPiE+WdVeUr4qQamo1Dsd68d5d2WiD71Dlu1fKfD6E/neymS7K3EnuS7/utOb76/1pyiiITkeSnyXp8RPRUr8WKjEk3RlHp9R4tucv/Jt7rvcj/szd0KVKE6bRVx6NB4ZyzkUOR7doNHs9xnBbtdBqFn3Y8ORXsxe35qpy1owd1Mndh3ehXv07d/FlGJa1yMph9DPn4tG6jR2J09GO1QH1+jLv69TlnQyPXGSAyErOR5fXOF6Zb23Kp9TVPqmn0ulINOBvGQHsh12cGb3AqKWT+LU4lGELRhF6JwhhM8dSPgMFQLHd8BjWGPs+37IsR51sOj2Hse618Gmxwc4lU7h+hG+AxoSNLgpJ0e05vRn7Yka3YGYsZ2IG9eRxPEdSB3flvQJbckY24bEUa04PbgxgQPq49WvHs4q72Hdsw5HetXnYO/m6PVpy94+3dg/QIWjU0fjdcSWE6evPPf0yyIoKzGAV3KVlStX8vSiu03ttUqWMiWMQkTa2hBndQwnQyP2bNvGlo2b2Kamxs7t2zHV0SPs2FEyba0pVAi8Vy0KHe3Js7MhweoY7kaG6O7VZLvaNtS2qKG+WQ3D/VoEWliQbmX56/ZfoUQsk8cr+vyqEJSK9seZHGTi3L70n9KIqRtastGkM4YneuAQ04WYS2PIujsL8+iO7PBuTJjtVhSVnc+z33nWFmRaG5Noo0eo1Q5CbbcR7qROlPNuEpy0OedkRL6TOYUOxyh2sHmuz66oHSIoKzmQPLVaeeePF5IsqvRCf0VS6qcbbpRkepGZmMilc1k4GBhhsksDd1NzziclkXcmlTNR/nx5+eWrKBXbup7tSdKpU1zKyiTW3x9bHT0s9+lw5nQkl3POkxEbwqNLL7+tivb5db5WYwXlDRfuldjxufcAPnPuxBR7Vbrvak/HFW1ov7Ad7Re3p/2SNqiY1qeH29/obVefvpbN6HmkGd2NmtPXvAnD7RsxxqEpU5yaMM+1IUvcGzLPpSHjrD9hoEE9Ouz8G/vspvOgyLZG3hPxVeTm6ysOPLpsy51LVhgHLWbniakscRvC4vC+LInoyeqYXmxI6MX2VBU0M1TRyhiGTtoItM+MYk/SCHbFjmB7+Cg2Bg5ntfcQlrkN4nPHAcyz7s008+6MM+rACP3WDNnfkoE7W9N/S1u6LWmJyucdmL1+GDdzj/0+9oigfGrAlodCQAgIASEgBIRArSEggrLWdLXsqBB4ewiUd4GpKoWLYlu+p28SvMeahDGLiZu6kuTFWzi7RoPcHfoU6phQbGTFFTN7rls4ct3UnquG1pRom1C0YS8FK9W5fNyfB7cfcTH/Ol72J7A4bItvRBHeCRXfS9Av8RFhEdmEep6mMPsqX3/1C1cTz5CyaTcpC9aSpbafXC1j8g+YU2hsxcUj1lw0saHQyJJ8XVNydh/k3GYtstbsIWvuJhJXaBDkdx7FVJtVzbCy23tlgjLhISdP+xFr/A5pNn/n4sm2JBx9n1O6Slw+qVwqIX8qVuLfV5V4nKlMUYASj1OV+C5Xma+ylLkZocSNqLp8c2kEP92dy6OMDhT5vcPP1wbD47k8vjIE18h+7D4+HHWnwWy368+Wo31Zb9yLJRqdmbGqPbPWtGKhWld0ra1LeR+PvYNJtD36eXPQTJuBxplp7EqagkVkwB/2h7avHlbRlnjGv1jFX2X5v+x6AYm3KEy34lLyTvLsl5C5sjchM/rhNG4ojuMGc3xcP/zGdCFwVEt8hjfGfdCnOPb5ENue72Pbow6OvT7ArU9dfAbUJ3hII06NbEXk2A7ETupK3NSeJExTIWlGH1Jm9iF5em+SJvciflwX4j5rT8JnbUgZ1YbE4S05PbQRPqr1ce6juF/le5h1f5eD3eqi26MhOr1bs6t3F3b26YHJuGEc36fDiZP5zyUpRVC+uu+Zp+Wk4nGVC0onB2Itj7Fv2zamzpjFqLHjGDxsGP0HqtKnXz/6q6oyZPgIJk6dzro163A8eJAUq2NcUlQ0Pqfoenp9RcVmrp0t4WZmHNitwZwFCxk9bjyqg4fQb8CA0mXg4CGl2x8/ZSpLly7DQU+Pc7bWL73tp9vyOh5XlaBMP3qE9asm039SEyasas5ag47oefTANqobYTkjybo7G9vkLuzw+xhn+znk21VuGtk8a3PizHQw1JrDVj1Vtln2wdh/OHYRY7GPnIDVqbGYBI/igMdILN1n4O28nEgndc45HyLfyZQiR6uX6icRlC821pR3/lidBOX3149zMd2f/LQ0zsZEE2znSEZQKAHWtoQdP05uagoxISHczPXi55esovy6xJ1z8SfITkwkIyYan6OWJHj5knoiiGhfPwrPniUjJoK7eTV3mtcaKyhvunK96BgT7LrS6UhzOut1oJt6Rzp80Za209rSZkZr2q9uQS+bBvR0+ITu5o3pYtSUjrrN6WnYhCFWjRht15SJTs2Y6dqM2U4tmGTZnCFGjeiv24CBms1ZfGAQV3Kq15S2r0I6VvYz7l+2wTt2C2YhS9D2m8XS8IGsjO/H2rjebE5QQT2tF3vP9UH7/AD0swehlzUE/cyxGGVOxPDsFPYnjWdn5Fi2h45lk/9IlrkPYp59b2ZbqTDFogtjTdozWK8lKrua0HVTU3qsbEG3Ja3oOKcFbac2ZdDiXgR67RRB+WLDubxLCAgBISAEhIAQeIsIiKB8izpTdkUI1BYC5V1gelmJ8lzvj3nAicMBRI+YS+zkZaQuViNz/V7ydh3i0gFzSkzsuW7lyk3b49yy9+CWtRs3zR24YWDFlX2HKVq5k/Pz1lLsE8Tjx19zMbcE16PHcXE8gV9c+bLJJ+EJYXHFBDgHk5OSzzdf/8zV9HPEL99M0pQlZG7QIFfjIIX6ZhSZ2HDZ0pkrNm5cs3XnqrUrxaZ2FOiZcX7XATI37uPsyp2kT19J1JZDpfekfC4GVSg0X5mgjHuEf2AgqeZ/oSTor3yV3YhrEXVJMlPiaogyD5KU+fKsMt+eV+LqKSWSzN6h6MQ73IlW5ka4EiUhf+Krgn78+/EceDyZX2625+tzf+XHSw359/UGcO2ffJn1dyzcO7LZsi/rzXqz/ogK6wx7sUKnF6s1Z7Nacx4LNndl2c5R2AbnYx+TzP6EuWhlzkIzfQaaGdPQiJ+PQ0xGhYLyeOxdDp86gluM4p6W1Xt6V8XUrtlRx8g5vJCzawYTMU8V14n9OTZKFasRfXEe3hnvIc05Mfhj3FU/wqlfPRz61sWx9/u49v8An4EfEjysAWGfNSdyYjtipnUjbmYvEub0JXFef5LnDSBlnipn5quSPncAGTP6kjSpB1GjO3NqWBvChjbn1NCmnBrckJCB9fHoXw/b3nUw7/EuRt3+iX6Xd9Hu/jGavVqxs3dn1Hv3xOCzYRzX2Id/SC7ecZWrbBZB+eq+hd60oCxxdiTMwpzZc2bTp19/eqn0pm//PgwarMqIEcMYN34s48aPYdSoEQwtlZYDGf7ZaJYtWYqbwSEyrC0psv+vqV8d7FB85mXF4upMiZsLxc5Ovz731BStBfa2RFuYo6+hwcQpUxk4ZDADBw9mxKgRjBkzmgkTxjF6zGcMHTYEVdUB9O6jaFt/Bg0dyv6tW8i2s3n1lZwvKVyflpxVJSizjpmxc90sBk1pxdilzVmu0549Dl2xCO2BX7oqOY/m4Z83EN2QFhg5DSDbwfAPxWGm5WEM985n/JrWzNRsyTydVszXbcXCQ62Yd6gZ03UbM0WnAZP16zP9UH3mmnzKEstmrHNswza7LhyxH8sJh5Uk22uT62BCkYNCVj5fdaUIyhcba8o7f6xOgvKry+7kpgSTl5pCXGAgUW6eXEk+w9ngME5Y25IeFUVaVBTZ8T4o7lVZWRlT1nq3c9yI9PcpFZRRvr6ctHemOCGF3NNRnHRxIzspiYy4WG7m+Ly0DC1r+1XxXE0WlD/ecCUkXYueRh1pu7s1Xbd0pOOStrSa2Iqm45vQelVjuh1rRAeTBrTVaUyr3c3osLcZg442ZJhlE0bbNGeKYysm27dkgnUbBum0pv2KT5mi0YvjQWteKjtV0XevZRs3FFO52nGx0JijSV+wKeMzlicPYGWiCpuSe6F+titauX0xyB/M4fyRmF4YjWnuZ5jkjsUgezQ6GaM4kD4J/dSp7IubyI7wMWw8MZylbqrMtu3NxKNdGGvenjGm7RhyqDW9d7Wky6rmtF/UlPbzmtFxVgs6TG9F+8kt6DOrO1aW637vB6mgfLFxXd4lBISAEBACQkAI1HwCIihrfh/KHgiBWkegvAtMVSbXFFO7+uYRNP4LYscuInXhZrLWa3JhjxFFBpZctXDiht1xbjl5c9vZmzvOPtyz9+SepSt3D9txS9uU69v1KZq7noyF67iWkMKXT74jMzEbe2MHAsLO4V3OVK+KqV19XIOJ8I3k0b2vuFt8lVi1vcSMnEXWF1vI3bKPS/uMuGyoaIcj122Pc8PRk1vOPtxy8ea6gwclFo4U6JtzfscBstZpkP75VpInLCHE1A/v2AcVSrEqY/yU/CxLUFr75VDeYh9cVOZ+eMfcIcB6E6mHlTlnp0zxCSWuBiuRYaVMnosyN0KUuXlKmWvBymQ5/oUk2wbk+39MjtufSD2mxPWov/JTySf8fPUjfin5Kz9fUuLJmV+rLL/PVeKHPCW+TlTi0sk/4+7blu3mfVlr0JPlej1ZrtWDTfrzsQvOZq/5AT5X78duMx0OnTRE/9wstDJmoHV2BlrnZrI/fi2usWXvw2994BCRi2NMLJ5x98rc19/Wqw6//WNvkO6oTeyS0fjPGo7rxAHYju6D5fAe2AxsjVP/T3Eb8AFuA97Hsf/7OPR9H5f+H+ChWpeAofU5OaoxEePaED21C3Eze/5HTA4gab4qyQsGkbJwMKkLh3BmwWDS5qmSPrMPKZN7EDumMyeHt+HEwGZ4DmiIe//6ePb/EK/+dXHp+z6WKu9h1P1d9Dv/E82OddjVpQE7erZmu0ontvXuyaGRw/HS2EvAybxKVRgfj75fbiYVWd2ww+CZ+wvJPSjL/gp7k4JSUb0YY2HGxPHjaN+hA7169WT48KEsWDCPNWtWsWnTBraqbWWr2hY2btrAmrWrmTtvLsNHDkelTx8GDxvOtg0bibWzpdDLk0IfbwqCgiiIiCQvIoq82HgKElM5HxFNfkQUBSEnuRQQQJGPN3meHrgZH2bK1Gn06d+PfgP6M3HiBJYtX8qmzRvZtk2N7erbUFPbWrrtVatWMHXqZPoP6Ef3Ht3podILg527KHBw+EPR9rQ0rMrHZQnKZbNnkXjYqNzl/LHKVTf+935csDqKyfYVDJnekdFLWrFwdxu2mHbisH9PXOJ6kX1vHik3p2MR1RktrzaccdSqkFuOtQXqWycwbFlTBi79hEHLP2XQqkaM3NiUcdubM25XU8bvbMT0PS2Zq9GOeRodmbOzPVPVWjNhSwsmqLVg5u5WLD/UES2zwXhZryTVQQAwWnQAACAASURBVJ9CR8vnkpQZZqblclIwfPr+ZXIPyl/HmfLOH6uToHxY6EZaVBDnkxKJ8vUrrWa8mZZJUXwyYY6uJAQGkRYZQaSfB48KXvzelz/ecKM43YPE0BCyYmIIc3X/fVuFMQmEOLmQERVJdmICxWd9+f6a2+8i5bWIo5svvi8VtacsQXnScx9FaeZlLpfTq890v7/ulxsnUvfQT6s7HVe3o+PnbWkxoRlNxjWmrUJ8GTWmpVYDmqs1pe225vQ1bMQwy0aMtm7OVJfWTHNqy1jrFgwxa0j3nZ/ScPIHtJhRj8UHehIRs5EnJdY1sl8r6vOyXvvmiiNX8sxIPqONSchiVgYMZXVyf9QzB6GbP4JDl4ZjWDQQw4sDOXppFLaFk3AsmIlt/kzM86dgmDMJvayJ7Esbx56kseyJG8eOqNFsCB7K5259mW3fk4mWnRll3pYhh1szULctvXe2oseW1nT6ojltZjWm5bRGtJ3anE7T2tJ5Unv6TumJrf2m3/krsldeLhWZfXpcl3tQln3+KM8KASEgBISAEBACNY+ACMqa12fSYiFQ6wmUd4GpqkSMd9R9/PbZETZkJsnzNpK5WqP0fpOXDa24ZunKLUdvbrv6ccftROlyz9WP+w5ePLBy48ERB+7rHeWO+kGurtxF5tiFnNm+n3uXr3L75gOCjwfjaOlOYOKz0kkhLU9G5+Ns5kROWi4P7z0izd6F4KFTSZ26lLzl6lzapssVHVOuG1lz/ahClHpw09mbW24+3HI/wW33E9x08KLE3JECHVPOb9Emc+VOkqetJHT6CvxCKpZiVcX46e2UJSifXqdSj2Nu422xglgdZZKMlTlrqUz6MWXCtN8h4bAyOY7KZNsrk2GrzMWQunx3uSe/3GjDzdi/kmqpxI1IZb7PV+LHS0r8dFGJbzKVuB6qzLXTdXiQUpe7MX/j4nElLgf8g++ujOJi/nQ8/PuwSqcbi/d05fNd3dAw1cMz/j67TTey0WgGGiHz0UqZhu7ZGWhnzkAvbzZ6idvx+INpW4/H38Ej/h6ecdV3at7f+sQ/4jLxe1fhNWskR8cM5tjI3lgP74HdkA7Y9W+CvcoH2PZ8D9tedXDo/T4ufT7Aa0A9AofUJ+yzpr9WTc7oTvyc3r9WTC5QJXnhYFIWDiFl4dDfl+T5g0iZO4BUxTSvE7sSM7o9ocNa4juwCa79PsW294dY966Lrcr72Ku8j63Ke5j0eA/dLh+g0b4O29vXY2unxqh1b8M2lU6o9+2N0ZjR+OsbExRxuVKS8rd9Luu3urb1MxeYRFCW/ZX2JgVlto0VG5d+QdOmTejZsweTp0wqlZI7d+1AQ2MXGnt2s1tjN7s0drH7P8vOnTtYvWZlaYXjsJEjWb5mPa6efqSkZpCWnk1a9gXOXSgiO7+IzLyLZOQUci5f8biYrLxLpGXmknE2m+jYZIzMLJk8bQaDhw5m9pyZqKtvQ3PfXvbt12Tv3j3s2aPBnr3/vyjapRCYQ4cOpl37dnTu2gVfQwOKHV5+qtn/ln2v8t9lCcq18+dVKAdfdPshh/YyfHonhs9rzazNrVh9oD36nt2xi+rOmeszyLo7h6MxHdANacZpezWKFBWo5VSMGmosov/cRvSY9SF9FzTgs1VtmLq1M1PVOjFvWw9WqPdj774J2BkuJ9RsJ4nH9DlrZUyq5QFiLbSIMt9HrIUO8WZ6nD6yj7Aju4m31OWCgwWXHZ7v/pfltVHx/NMXskVQ/jrOlHf+WJ0E5f18d1LCgzkXF0eMrx+ZIae4mXaWaynpxHn5Eu7hyZmI04R5eXArR1FB+WLi8JsrbmTFeJAYEkLyyVCC7R3JCYvgVnoWxfFJnHJxIzX8FOcS4kunnP3+Ws28D2VZgjIzyvB3KVSWzKpOz/14w4XbRUewO7WGnmu60m5uK5qPb0LLKS3ovL0dzfc1oPGWhrTZ0oLeBxoz8Fh9xtm3YJ5He2a5tGW0eXN672tA2zUf0WDa+9QZ/nf+MeLPfDjlb6is+BNnk3e91fef/PG6C0XZh3ELXsUGq+GMOdiWIcZN6a1bHxXdjxh3rCXbogdwqHAM9jem4X59Ju6X5uNauBC7wrlY5M/AIGci+7LGoJk+nv2pk9gdPwa1iJGsDRnMFz59meHUhTHW7Rhm3gZVw1b00mhJ902t6LqyFV3WtKLt4qY0n9qQ5lMa0mZyc7pMaU+PKZ0ZOKsf9vabK5XFs5GGz4zrIijLPn+UZ4WAEBACQkAICIGaR0AEZc3rM2mxEKj1BMq7wFSWEHgdz/kEX8Z70nKiJi3j7EoN8nYZUHTIhmuWbtx09uXO8UDuegVxzzOI+56BPHD356GjN4+s3Xhs4sBj3aM8UD/IzVUa5M5cTezI2VzwPMG9e49IjUvHWMuEwKgCfJO+/H3xTvwSv4SH2Fp54GzuwsX8Yi6mZxEwbwUnB00hY84aLi3fwbXtetzQMeOmsQ03jjpxUzG9rMuvcvKO56/tuuMewE17T0oO25KvYUD22r2kL9pC1Kh5hNicxjum+lVRvipB6Rl9C6dDCzmxTZlQDWVO7Vcm4sA7hBv9gziLfxKyTxnP7cqcsf8T91L+zrd57/BLsRI/FStzJUSZq0HKPDmjzLfZyjxJVeayrzIX/T/h8YWRfH91AvfTOpLn+hcepDWGx7Ph29lwsxsnvJoxd1tn5qp1YunOEdgEZmLk6sRa40lonJ6IVtJU9DNnopM5k4N5cziUuBeP+IfVvjKyssfXibACQtdMw2WSKodH9MF0cBesVVvj0L8JLv0+xqlPHWx6vodNzzq49Hkfr/4fEjjoU06NakHUhI7ETutJwux+JM9TJWXRYFIWDSFl0dDSJWnxMBIXDiVx3iASZw0gYVpv4ib1IHJsZ06NbEvQkOb4DGyEa79PsO5dD9Oe72Pcow6Hu7+HWY/3Sqd5PdT1fdTb12Vru/fZ1K4+Gzs2ZVPXNqipdGZ3/z5YTJ7MSVN7AmNvv1SfiKCs/NfXmxKUCql3XFeblq1a0rFj+1I5qahY3L1nNxp7NEolobaOFoplv/b+UnGokJa7du1gv7Y2hodNcHTzJDI+hTNZuaRn5ZKRncfZ7Dwyz+eRlZPHuZwLpUtWzoXS5zKzc0tfT8/K4UxmDknp2fiHhGNuacMBA0P2ae1HQ2M3+zT3oqW9Hx0d7dLta+v8Z/t7dpdKy1WrVzJo0EAaNW7I9AnjOWt5tFzRVpHcqorXqlJQxhzWY+q8vgyd1Yapq1uxdH879rt0xep0NxJKJlHw5HNc03qgd7IBnvZLKbA7Via3s5YmqM5uTtepdVGd35TRKzoycXU3vtg0hB07puCqv5G0o388RWxV8BVBWfZYU975Y3USlHdy3UgMCyAzLrZUUJ4LPc2N1Ayup6aTeiKQQHvH0qrH0z4+XEz14IfrLyYoHxe6EO7tQnxQEFE+voTaO3ExOp6bZ86WCsoIV3dSwsLIiovjQooP3119se28adlX0wXlwyv2aAeNQdd/OpN3qdJmckuaj2tEs2mNaavRjMY7GtByUzNUdJrR3+xTRlu3ZoPvQKYYd6CPWlM6LW3Kp2M+5APVutQd8CF1h71Pvc8+oOGEj5i7U4WSbOO3VlD+cM2ZiIidrDBTZYZlS9SCurI7qA+7/fuy1q0TE440pNfeOqho1mOUUVs0T4/D9dIC3K8twvLSLMwvzsLownT0zk1CM30c2xNHsTV2JNujR7IhbCjzvVWY4NSBkVat6Wfckh5azemq1oJOK1vQcXFLOi5oRceFrWg9uwlNJzWg6cQGtJ7QjO5TOtJ7RndGfT6EsIC9IijLHq7lWSEgBISAEBACQqAWERBBWYs6W3ZVCLwtBMq7wFRZWfJS68U+wtcxgaBB00idsZq89Zpc1jLl+jF3brn4c9srhLt+p7jvd4qHvmE88g7lgXsgDx18eHTMjcfG9jzWMuex2gHurdTg0ryNJAyaQcxmTVISUgkNPIWx5gHc7dw5dfIMkWEpRIenEhlxlrCQRIz26uBo7kB8fCoRVk54qk4gcuQczs1Zw5XlO7mlpsdtLVNuGdpw08Kp9P6Xd1z9uOsZyD3vEO77nuSeTyh33f25YelOkZ4ZuZu1yVqmTsyYhQRu0MM/+CJelbzn3kuxfGoa14o+61UJSu/o6xzXH4HLRmUsvlDGbasy6XbvcDvuXe4nv0eqrRI+O5TJdFLmaoQS95KU+CZHme/ylMlxVyLJUIl8FyWKfZQ4a6lElsPf+PKCCjz8DO6P4JdbPXl85j2+yvo7P1+uz8+XP+KXi3/jfvyfOWjYiJmb2jFjXRc2am3B3DORndbqaMX9KigPZs1CL2tWqaA0StTCK65631eyov76n9cSnuAXdJYTC4fjMFaFo0M7c2xACxz61sdZ5QMcetfBse97OPatg3O/9/FU/ZDAIQ05NbIV0RO6EDdNhcRZ/UmZO5CUBYNJXTSU1MXDSFaIycXDSFg4jPj5Q4ibrUrMtD5ETOjBydGdCBnVnsDhrfEe2BSPAQ1w7fcxNr3rYdLzfQ52ew/dbu9yoOuv96A07PoPNDrVY1O7j1jX5mPWtm3A2g7NWdulHWoqXdk/sA9uCxdyyuUkfgkv3i8iKCv/LfSmBGXmsaPMmTyBT+p/zLBhQ9m6dXNpteJezT0ohKCung56+rroH9Ar/a2trXhOFwtLK3wDQ4hLSefs+Quczc4hIzObzOwczp3P43zOBXJy88nNUywFvy4XCsjJy+d87gWyFdLyfC4Z586TnnW+VFimZeZwKioeJ3dPjA4bl0pJXT1t9A/oo39QD/0Duujo6rBfa9/vFZWLFi2gY6cONGnSCA89nf+9D2Y5VYFVIcye3kZVCsoz5sZsWDGJITPaMHFFaxbvactu245YnupB1MVxFD5ZSvCFgeiHf4yt3RzybMueSvbI3mX0mvYJqguaMurzjixdPwyDPYs5dXh/mULz6X2uysciKMsea8o7f6xOgvL2eWfig305GxNNtI8v50JPcT05rXTJDArD38aOWH9/wo4fJ/WUC99eeRFx6MbNbBd87W2JDw4i3N2DSGd3LsclciMlneLYJE47u5EUGsrZmFhyEz34tsSlUiLlTQvJp7df0wXloyuOrHadRCfNBny2tRudp7Wh2fgGNJryKa23tKC1eku6azWjn0l9pln3wDFuPeqmU2k09kPqDatHo1GNqDvwIz4e3YDG85rSfHlTOm9tznzjvsSf2VZanfnDdaca2bdP9/XTj+PC9zJZtz3rT3THK2c2UcWriC/ZTELJNmJL1uObPwOT5EFs8uvIQK16tNlUlymmvTDPnY3N9XmYXZjDgXPT0UyfwPbkz9gSP5S1UQP5PKQ30727MdqpIwMsWqKi25zO25vSZnUTWi9uQrv5LegwvxUd5rUsXdrMakLT8Z/QZMyntJvQgp7TOzFgbi+WbpvCrTyrSrGXCsqyx3R5VggIASEgBISAEHg7CIigfDv6UfZCCNQqAuVdYPofKfIc8uu53hd9Hw9NO8IGTiNz4RaKth/gprEt9xx8eOgRzKMTYTwOOs2TwAgeB0Ty2C+chx4hPHDw4cExNx4aOvBEy4Jvtx7g/vI9ZM3bRMCkxTguXIaL7l68D+wgVH89iYZrOX9sEwVWG7hos4ECu82ctdhEpOF6/A134Gl6AEc1NRxGT+fk+EXkzFrHrWU7uLtFlzv7jnDrkBW3zJ244+DFPXd/7nuH8MA3jIf+4aXLA+9Q7jj4cMXImoIdBzi/chfJU5fjM3ERvi4J1U6OvSpB6RN9hUD91vjuUMZ8mTL+e5Q576TMZX8lbkcqce2kMokmyiSaKpPnrUxxqDK345W5ekqZWJO/EG7YgEyHj0k4/Dc8tihTFPw3fi7+kF9K3ueX4n/yc9Hf+DrzT9yJVOJJihJfpSnxMF6Jm8F/5kpCUwyPdmfK6nZMX92XA9ZBaLsaoR03Ee2kaRicm83B7NkY5M/BKFkLj7i3o4LSJ/4Rfm6ncJncB+sR3bAZ1Br7Ph/h3LsOzr3fw77ne9j3qoNr/w/wGfwhISMacXpMa2ImdyV+Zh+S5qiSOl9xj8mhpC76VUwmLfqPmFwwjNi5g4mZpUrUtL6cntiT4NFd8BvRHs+hrTk+uDluqo1x6vcpdn0/xFqlLmY962DQ7T10urzL/s7/RKfTP9Dr/A+0O7+HWoePWNX2E1a2/oRVbRqysn1LVnfrxK6+XTkweAC+a9ZzOiQL74QXm1ZXBGXlv6rehKBU3Hsy2syEVq1a0KZ1SxYuWoBCTCqmU1VULirE5IGDBzAwOISB4SEOHTqAqZkZnt5+RMUnk5pxjvTMbDKyssnKzikVj7kX8snLLyS/4CIFhZcovKhYin5fCi5eoqDwIhcKCsnLVwhLhazMI1MhKjPPkXY2m8TUDELDI7FzdMLI2Kh024bGBhwyPFTaHoU0LZ3+VXMP29S3MXTYED78sC5rFywg10pxb8NXN3Xoq/qsqhSUF2yOcUhtKaqTWzP68xYs0mjHDssOmAd3IzRnOPmPlhBxaRgHT9XD1HY85+3MymQ2e5kqfec0Yt7KARzYvYBoE50y1yu2s6PIzpaLttYU2lpVOGXsq+L59OeIoCx7rCnv/LFaCcocF+KCfEiPjCTSy5vMoJNcTUjhanwK50NPE2znQKS3T6mgDPOy58ui579340833Lic4YqfgwOxAQGEubgRf9yrVFBeSzpDUXQ8YY7OJAQHkx4VSU7Ccb69IoLyaQFWFY9/uuFKRqYxIzW702NRG7rMbE3TKZ/QaOondN7YERWdDqgY1aeH9ifssJpGUIgmPWd3oO7wD2k4thFNJjSh+dwWtN3Ulo56behj0YrxDs3Y4tMZTZ8uHAsazrUCQ366WTP7t7w+uJNnyTKD/qz36cbJwuWklOzmTMlBUosNSLqoR/IlbRKLdxJfrMapi8uxSRvN9KNNaLD8r4wx6MqBnOnoX5jC/vSJ7DszEbXE4ayK7MvcgO6MdmvHIJtWDDBpTReNprRe0Yg2SxuXysk2S5rQZnEz2s9vSYcFvwrK1lOa0GzMJzQf25AOk1rRa2YXPlsxGAenLZWSk4p9FEFZ9pguzwoBISAEhIAQEAJvBwERlG9HP8peCIFaRaC8C0zPJRpfUGB6Rt3FfaUWp4fMJPcLda7uMeaeuTOPXPx57BPGk4AIvgyJ5KuQKL4OjOKbE6f52iOEJ4oKyqOufGlgx9d7zbm1WY/k5ep4rFiH66blhGouIU1/PlcsFvLIZQnfeS7lB59l/BKwil8CVvKj7zK+9/qCrz2Wcst2MeeNFnB6/yLct32B09KlhM9fS+EX23m4UYd7e425fdCSO+ZO3Hf04eHxIB4pqjlPhPM4MIJHARE88g3nvmsA100cubTbkLzVe0ibtQbfUbPwOBr21gpK76ir+Op1w2u7Mg5rlQnZq0zCEWWy7JQpcP/1d5CGMqH7lErvQ5ntqsxZB2VSLJXID6jLkwu9+PZiR4rC6hB3+B1uRSrzwwUlfir8dfkhV4l7MUoUefyZ2xEfcfv0+xS5KXH1ZH3+fWc2dy/Pws6xKzNXtWPOmhmoW61if9QEdBOnYnx+DoY5czG+OBfjFA084p69D2lVZPxVb8M79h7eh82xGtWdYwM7YjegUemUrs596uDUrw6OfRTTun6AZ/96BA35lMhxrYmd2pWE2X1Imj+w9D6TZxYPK5WTKYuGUSonFwwlbu4QYmYPJmrGACKm9uXUxF4EjemK38iOeA5ti/OgljioNsG2f0Ns+tbHSqUeFr0+KBWURt3fRbfzP9nX6Z/s6/gP9nf8B9qd3mVnx7qsafcJS1s3ZHmrBqxq04QVHdqyoUdXNAf0wXT0OE7rGhEad+uF7kcpgrLyX1VvQlBesrPl/9g7C+gqrrUNZ9r7X6De3hYNECMEd3d31xA8ULRAcIcIEAJEibs7cXc3IsSJENzdrTz/mhPopVxSQguUyz1Za6+Zs8fOfvecPfLk/T5XLU2aNZOlR49urNFYLQGUIvwTIaDu/n0cOKiHvsEhDA31sbWzJzgskpT0o2Rk53I0J08CJgsKixDBpAglRSBZVl5JecUJKiqrqDzx+3LiRBUVlSeoqKikrLyC4yKsLDleDSrzCyWgUtxvRlYu8YkpePkc4fBhE4yMDSXfQwSl+3T3SsK+bt+xVQJTZ6pOlzgoRwwaSM5HGub1QwLKE3Y2OO9eT9/xygyYKcvsLS3YYtkKQ/82eGf0oPTGAtLPj+FQ5A9oWfQhz9rgP8BjjMEeRs3uwIa1Ywk9tOO35WW2NhyzNiPDwogE0wOEm+jgc3gbLiYbcTBei73hGhyMVuNuspYQ822kmOtSZm3x2/avgsV39VkKKF8/1tR0//gxAcpLRS4kBHiTHh5OpLsnmb4BnIhPpio+maLQSMJtHYl09yDc3R1fO1Oulr69++3hGWdKUxwIcHIk9ogvIQ6OpHr4ciI2mZOJqZRGxBJia09CYIAkD2Vhsif3T4n5Lt8ehv7d2/y3OyhF/cQ8lCFR2xi6pAstJjZHYUYT+izrwBidvvQ2VKS7bnPa/axID9W29JjVHoUJiqjMaEmr+Sq0Wt2SdtrKdDdRYJBNUyY4NEbNsSHzHX5C3fEndrp3oCR/9ycX5tXFYylLHdvjVzyftMrdJJbtJrlsHynluiQe1yalTIeUch1Sy/aRUbmP9JNb8S2czWLnFsgtq8uAg8rsyB2Jdt4I1iUNYH5oV8Z7tWaIgxIDzJXotl8OlfWNkZ/bkObTGiGv1hhFtSYoqTehxeKmKM9phvIMOZSnyKMwTha5kY1QHC1L20kt6KXWmbkbx1N61LDWuksB5evHdGmtVAGpAlIFpApIFZAq8GkoIAWUn0Y/SlshVeB/SoGaXjC9a7Dyuv15RF/CZdZ6ogdOo3TRFs7uNOTqYWduOgdw2zeCO4Ex3AuN435oPPeDY7l/JIr7niHctfXivrETD/ZaUrF+H/7LVuO6eh6xu2dTaTaH264LeRrwM8/CV/Isbh3PkjbzLHUHz9J3Q9ouSN0OiZsgdi2I6/gv5o7rPE5aziF+zxzc1s7He8kK8pZv5/KWg1zda84lY3uu2vtw3SOYG0fCJfD0ZlAMNwKiuXEkgmuugVwwcaRqhz4ly3aQPXMlRwZPxcUw4JMFlJ5xF3E3XYPFUgGjeQKe6wQitAWS9AVSDQWCdwtYLvkclzUCkToCUXsFwnUECj0F7hbU4VFZHe4X/YOb2Z9R5CRw0l+G2zkC9wsE7uYJXIkTKHX7nDNRKtyvms6dor6cDvonN4825NnVcXB1OA8rW2Jp2JB+kxVYsK8XO8NHsyd5IgYFMzEoVMWoXBX9zPW4Jp75S/kOX3f+/h11PtFn8Fi3FIshHbDspYh9zx9x6P4Vdl2/wrHX17j0+Ravvj8Q1L8BEUOaS5yTIpxMndWHjDn9SZ8/SFJS5w1CzDeZNHuAxDUZM7UPUZN6EjG+GyFjOhMwoj0+Q1vjPlAZ534K2PVujkXPxph0q49h5x8w6vwdBh2r80+KDsp9bb9Aq3U9draqx3aVeuxUqcdWlS9Z2eIH5io0YY6CLIsVG7JEuTmL27Ribbdu7B0wCOdpc0nwikN0hr6tnlJAWftL1d8BKIstzNg1fy7y8s0ZNGgAGzdtkAA/MbSrGFZVhIEGhvqYHDbG3sGByOg40jKPkpWdQ07eMfILCiksKqa4pFQCJkUoKQLJqqqTnDx5ipOnTnPq9BlOv1TEz2J91clTnKg6KYGV5eWVlJaWUSyGgC0sJu9YAdmimzIrh6SUdAmktLSyxNjEiEMGB9mvpysBqDt27pAA1aVLf0ZJSYGe3buQZfH6fIrvCoT92f18UEBpa03EAW2GTupA70mNmbleic1WrTEMaIdLUifyr6iRf20GJjEN2WjZjiwbvd8BRNEFqbV7Oka71amwtpIsy7UyItRgJ3a6m9mrvYxNO2ezetcUlu0dxXrL0ay3H8Fah2GsdRyChuMAVtr3YrVNTzQtR+No9jNp1rq/O8af1bGm7aSA8vVjTU33jx8ToLxS4kJCsJckz2SYqzvJHj6UR8VREZNAUUgEUXZOhLu4Eurmio+tGVdKHN8aHIp5K4uSHQlwdCDa20viykz38KUyOoETsUkUBEcQZGVLfIA/ySEhlKZ58eCMFFD+nbBVhMqOnhtQmS5Hu3mKbLCYxXy7EXTUb8wo8x4M/qUX8sMUaTm5JW3nt6Hd6ja001Shs4ESvc2bM8KuMRMdGjLVvgFT7eoz2eZH5jo1wiN6JrdOWr71OfR3avGmY9+utGWbzWCMEoaRWrWLpOM6JJZqkVSmScLx3SQc1yKxRJOYom3EFO0iqnAXqVXa5JzVIbRkIeqOCsguqsNM+65syO7LjODWjPNozUBbZbodkqPd1ia0Wi2LwuJGNFdrQPPpDZFXa4TCrEYozm4scVIqzpRFYVITlCY0Q360LPIjm9ByvDwdp7Zi5NKBOLqtR3THvqktL5ZLAeXrx3RprVQBqQJSBaQKSBWQKvBpKCAFlJ9GP0pbIVXgf0qBml4wvS0s+FPrx1zGWW0D0QOqAeX5HQZcN3HitpM/d70juBcQw4PQBB6GJfAwJI6HflHc9wjlV3tfbho4Er1JC9fVC0nZPZ0rltN55qMG4eoQvxIyNkGuJhToQqE+z0qMeFZizLNiY54VGvFrgQG/5h7k16y9PEvZAbHrIHQJv/rM46rtLFL3quK2fiGha7dxVtOUW0aOXLP35oZ7MLeORHA7IJrbgTHcEl2ePuHcdAnk8mEnTu805PiKXeTMWIHnwEk4GQZ9uoAy8SYuoQVoLVRg+wQBgzkC9ssFHH8RcFolQ8Duf5Dl/C1Hnb7AZ5sMRvMFYg4KnAwTuJAkw6UUGS6nynApSSBCV0biwCx0EDh5RKDAXiDDVOB84k88PdeTZ1eH8uxCO+4Xfcm1lH9Ipo9K7cZuawAAIABJREFU63I/7x+UBXzOjo3fMG1Te7YGjUInYQJGx2ZiVKSKcZkqBrmLcUrMf2sA9qfO6T/pJq7NscRQqAHhRQQvnYDzyE449mmKY69vsevxDdZdxLCu3+A38AdChzYiapQC8ePbkjKtO2mqfckQc03OH0Ta/EGkzh9E8ryBxM/uT8ys/kRN603YpB6EjOtM4MgOHBnWFi/ROTlIGad+itj2lsOiZ1NMujfEoMuP6Hb4Du3237C3/dfsb/8le9t9wZ629dBpU4/dreuxo1U9NresKykbWn6FulIDpivIo6rQnEWKjVkiCfXaia29B3B4xFiClq0nNuHUW4d6lQLK2l+q/g5AWWRuymbVGZIQr0OHDWHrti3s3LUDLW0tiUvx4MEDEueis4sLUdGxpGdmcTQnh2P5+RQVl0hCtYouSNERWXXyJKdOn+bM2bOcO3eO8+fPc/7CBS5cuMBFSbnIxQsXJZ/Pn7/AuXPnOXv2LKfPnOHUqZNInJUVlRLQKQJPEVTm5B4jMyubpOQ0AgKDECGl6OYUwakYflZ0eu7avYtVq1bSsmULOnfqSKalBZV2Nu8VhtUEyf6o/kMDyszDBixVH0O30Y2YuEyBjRatMQrqgG1sO1JPTaDs9jxskxTZ6KBErNVuKm3+HRbXdP8CbPTVJRoeszZAb4samptmYr13OYEHd+J5YAv7dsxn9pq+LDjUlR0+fTGOG451+hicssfhnDcOp2Ojscocwr6Ybmzyb8c2l9542CznuO37AchSQPn6saam+8ePCVDeOO5CSqg7CYGBhDi7EGPnTGFwOKWhURT4hxBl40iwvSPBLs54WppypfjtQ3PeP+VMXoIjR+xsCXN3w8/cilQ3b0pCoygNiybbJ0BSF+t3hHh/Pyoz3Hh09s/kuqw9gHkBYt719FNwUEo0OevM6SJ75u8ejbXbKgwCl9F+X1M6HlBi2OHO9FvRiQ7TOtBpeQe66bSlh74K/SwVGObQlNGOjRnn0JBxdg0Yb1OfabY/sdKpBQEJ8zlfpl9rF9+77pv3tb+0aE00XLrgma9K0vHdJBXvJaZgJ2G5G4kr3kl86U6cUhZil6yOVdo89scMwyxhJjGl2zl2Xo/wkuUssGmB8tpvGOvRignebehjqESHbc1ptbwpivMaozSvCYqLGqG4rAFyc+sjP6cRcqoNkZvSCLlJjWk6ugGyo+rTfFRj5IfK0nKsPO2nqjBkcT/2mizjaplNreGkqJMUUL5+TJfWShWQKiBVQKqAVAGpAp+GAlJA+Wn0o7QVUgX+pxSo6QVTbYDJX13HQwSUy3SI6DuJkgUbOb/1IDcM7bhj78s991CJY/JhUByPQuJ5FBTHwyNRPPEI5Y6VF5E79uKuMY+ivVN45DQdAtUgeiEk/gKZWyF/L5QchOOGUGYC5aZQbgZlz0upKc+KD/OswIBnuQd4lq7Dr0lb+TVyNc8CFnHfZQ5F+mp4bVYnfIsWlw45cNPWmxuugdzyDufWkShu+0Vx2zeS256h3HL056qxE2d3GFC2fCdZU5biNGAiLhaRnxagTLjxO9DnHnMekz2L0Z8ncEBNQGeagN5MAbf1Aimmn1HuX4fKoH+QYingvE4gyVCg2FugLEjgZKTAqQiBfEcZYvXrkuupzHHPrzhqJoPzLwJZ1gL3C7/m6YlveVr1JU8q/snVxM8oc5PhQoQMV+NkOBssQ4HzP4h1/BFtwzZoeAxHO248htkzMCpQxbh4JoaFM3FMif/d9/6r5+7fsb1XwnXCPCMJUR+G5+i2OPVtiH3v77Dv+Q223b7Gvff3hAxuSNQYOeImtSFpRlfSJM7JAaTPFeHkYAmcTJo7kPg5A4hR7UfE9N6ETu5B8PiuBIzuiO+wNngOboXrQGUc+ylh11sOq57NONy9CQZd63Og0w/s7fAtmu2+Zlfbr9Bs+yV72n6Bdlsx72Q9NJ+7KEVAuVG5LhtbfsGKFt+jptiUqQqKzJKXY7GSLEtat0ajW18ODR+Ox9RpJFl44pv0di5KKaCs/aXq7wCUx60tObxhPbJNmzBk6GB27NjO7t270NbWlABKvQO6WFpbExYeSWpaxnM4WUBxSQllZeVUVlZSVVXFqVOnJLDx3PlzXLhwnosXL3L50iUuX77MlSuvlMuXuXz5EpcuXeTixQsSkHn23FmJy/LkSRFUnqC8okICP0V3Zm7eMdIzMklIEsO9+mBoZCD5biKg3K25Cy1tTVav/gVlZSX69uxBprmpFFDaWlNoZcau1XPoOlKW0Qubs96sLYaBHbGOakv8idFU3lfHNaMNm5yb4me+nnLbaqdkqa8Dm/UGkGduSKjZenQODGTpz8OIOqRFoZXJb+A339yEUP0dHNijyqKDndgV1gP3wvGEVk0n4sw0Is9MJrBiNJaZvdkf04GtQa3Z6N6FAJvVlNu++5CvUkD5+rGmpvvHjwlQ3j3hTk6sNyIcDHFxIdTSlhyfAAr8Q8nzDSTSyp5AWzuCXVxwszDmasmLEK/u3D/jw41yD66UeXGjKpibJ4O5VunPlVI3bld5cv+0O4/PufDojDN5Mbb42toQ4urCEVMLUp29KAgIpSAgjDQ3b/wtrIj19SXK24NTOa6IeSvfF1B6n/v9dAClK2cKHdExW0hwzC7mmg9h8Lau9FjRme7zOtF5Zke6ruxMD52ODLBqxTAHBUY5NmOsoyzj7Jsw3q4Rkx0aMdOxAfOdGqDp0p1rlWb/lX36pvPliL8GO3wHEFK8gvjj2/DJWo590kJsE9VxTlpGaJ4GNlmTMUtRwzx1BgaxY9EOHYZBzCQSK3aRc2YfjmnTGaD9LzrukmWASStUVsnScklTlBfL0mKxLMrLmqD8SyMUltWnmWoD5KY0loBJuQmNkBvfCNnh9Wk6vD5Ko5rRepwSHaa2otecbqzSnkdZjulb6y4FlK8f06W1UgWkCnzaCjx79uzTbqC0dVIFpAr8poAUUP4mhXRGqoBUgf8WBWp6wfQhAIxX3DU89nsQ1Gs8BbPXcnq9Ltf2W3HbwpN7zgHc9wrngV80DwNieegXzROfKJ64hhC51xi3TYup1J3Iry5TIFAVIudD4grI3AL5e6DkEBw3gjIRTJpDhQVUWD4vFlBuAcfNoNQEigwhTw8ytCWhX59FroCA+TzxmEeF0Wx8ty0lXusQ1618ueHkzy33EG55hXPbO4LbnmHcdg3ilp0P1wzsObtNn7JlO0kcPQ+bkWp4uGXi+QrU+xDa/tExVOcu5dUXrn+0/u+WvdIWj9iL2JrsxGa5gIm6wN4ZAodmCxzZIhB7QCDlsAzZdjJk2wsEaQqE7hLIshAodBMo8RDIMBPIsRa4nFSPxxU/8aj4n5yNFAjVFij3EridLXC/SIYHBTJciJahyOlzKgObcyVZljMBAvmSff2LM5ldCQ7sxDrnQWhGjcMgazrGx1QxKpyBRYUqduneeCRe+6+GlD5xF4jQ3UmQWk88RrbAvl997Hp/j0Ovb3Hq+R2+/X8ickRz4ie1lsDJVLU+ZMwdQMa853By3iAS5w4kTm0AUTP7EjGtN6FTquFk4JiO+I1sL3FOugxQxqGfIja95bHs2Qyz7k0w7taIA51/ZE/Havfk7rZfsa3Nl2xt/QU7RTDZphpQig7KXa3rsVmlLhta1mW9cl1Wt/gadcX6TJeXY4q8ErPl5VimrMCaTl3RGTgEx0ljiF39C6GJF/BIuFnrPpICytpfZf4OQFlpZ4uf3n5J/sZ+/fuyS+Ke1ERLazfaOlqS8K5+fgGkpKSRmZlFQX4BpaXHKa+s4ETVCU6eOsnp06clcPI3MHn5kgRKXr16hWvXrv67XP/3vLhMBJcvQOX5i6Kj8hxnJG7KUxLoKcJPEYIWFxWTnZNDenomcXHx2Nnbs3ffHgmYFB2U4vySpT/TtGkTxg4bSq7Z4d8g2h85Gj/0sg/toBTzi5puW0nP0YoMnNkEDaM2HDrSAevo9oQXDaPsziL88rqwxbUxTiaLKbUxl+hmbT0fP5NVeJkuY8Wu1vgYriB0vxaF5q93Ph4zN8LPcD27Dg9HO7IbwafGEn1+PDHnxxNxegyeJYMwTevO7rDWaPi2YJNbF+Jtdr7zPnr1erl4xvR3foyXz5l4A31e95sNCgys/Y/+A6xZ0/3jxwQoH55xpyDZgxgxN6SrK34m5qS5eJLt6UeWuy+h5jYcsbIm0NkZZzMjsmLtOZbsSnqkC7GBLkQdcSLU25Ewb2dCfZwJEee97In0dSAuyJGjsc7kJzgQ6W2Gp7UVwc7O+BiZkmjvRo6Xv6TE2zoTYGlNjK8PEe7OnMt7e5fmmyDSh1r+qQDKR2ddOZpuw1ajyfx8eAgDNnVjxpoJ9Jjeg27zutN9U2f6GHZgsE1bRjsqM85ZgQmOcoy3b8Z4W1kmWDZmrFFDRuypzxqzrqSnb+bhmbcPD/yh+u2vHMczYAV6AWOIK9tG9PENmKWOwyRhEtbJ6uhFjcMldQ7ehao45k3GOnEah2JGYpQ+jIPxwzFLnEpk4RbiS7aw0asbrdd/T8s1zVCY3RTlJbKorGuC8ppGtFjZGOXlTVFaKCuBk/KTZFGY2EQCJ5tPaChxUCqNbU7nmW3pPqcT3VQ7M3rFKMJD90r+QeBt2ycFlB/gAiE9hFQBqQIfnQIaGho4OztTUlLy0X036ReSKiBV4N0qIAWU71ZP6d6kCkgV+AAK1PSC6XdQ6j2FrfRKuImPRzaevcZydMpSTqzS5oqWGE7VmXu2vtx3DeaBZzgPfaJ45B3JM48wqszdsDtgQL7ZCp45T4QjUyFEDWIWQ+oGyNOG4kNQagjHReekCCNFMGkNFVZQbvV8agllFlBqBsXGUKAPOfsgTQz3uhrCFoHfbJ46z6RUbzp+W1ZSYeTMdTt/rroEcc09lOtuodxwCeamgz83LT24dsCGM5sPcvznbYQOnILTL3vxDjuFxytQ70No+0fH+MuA8qX2eCRcw9HFE5OFAocXCejNrs5H6bJK4MjmatAYf6gaVrpu+IwjWz8nas9nhO4W8NsskLBf4HSIwOOSz3hWJSMpIpTMtRQ47iJwLUmGGykCVX4CxS6fcSnlJx5WdeVRpRy3MmWo9JbhZNBXnD/ajMRgWXY692JH6Dj006ZyOE8Vk4IZWFXOwirTBPfE07WGX3+k39+yLOEmAVHlRK2eQMDUtjgOboZt75+w7/UdLr2/w7vvjwQOliV2nAqJM7qQOqc3GfP6kzl/MOkLhpA6f3A1nFTtT9SMvoRP7U3IpB4ETehK4NhO+I9qj8+wNrgNUsGpfwts+shj8dw5adS1EQZd6qPX8Qe023/LrnZfs7Ptl2xt9QWbVeqxUaUu21rVlYBJEU7ubFWXrSKgVK7LuhZ1Wa1Ul58Vv2O2QmOJi3KKfEsWKsqj0U4Zrb7dsRw7ktAF48mPC8YnqfYQWQooa3+BeB3s0Fm/7r1ClhN2NsQZHKJFC0Vat2nF+g3rJMBv587t6Oho4ezsRGJSMhkZGeTl5XG8tJTKyorfXJNnzlTDSTGc6+VLFyWOyRdg8vr1a9y4cV1Sbt68zs2bNxCnYp24TISXL0DlxcuXuPAcUp49K+asFPNXnpRA0PLycgoKCzl6NJu09HRCw8MkYWdFOCk6KPfs0WHS5In88MN3bF26lBJry/erme2/Q6G+DKzeNP+hAaX4fXz2bKf3mNb0mNCQ5ftbo+vVHsuodgTlDaLs9kLCS3qz21uWg3oTKLI8TILZHjZr98L44CTW63QmyFCDShsrIvX2k2Vs8Ie6Zpjr4Wi5EL3QPgSeHkLEmRGEnx5NyMkROOT3ZV98O9b5KbDMqznbbHqTa3voD/f3Jj1fXS4FlK8fa2q6f/yYAOXjc26UprkR7e1NqIc7nvrGxFo5kOLoQbKdK4GGZjgbGuNiZYmzpQVHnO0JdHcl2NOTyCNHiPLzI9LPj3Bf3+ri40OEOO/tTZCnJ/6uLvi5OOBua4GTuTmu5qZ4HDQi3tKBdGdP0pw8CDe1JtDalkhPD6K8nbhcJAWUbwuU/vT6Z114XG7H42JLnpSY87TKTuK2u17pgq7tMkbubkHb5Up0U+1B76nd6TixNSsMx6HtP4Nlnv0Zba3IGDsFptm2YrZ9O8aYyTHOqjlDtBszSkOZZTsHkJG0+5OFk6LuQeGrsYqeTmL5dkKKVmGcNBr9qHGYx0/FOmM8TunT8TqqhkvmFIwThuOYOxejpIlYpE5EL24ITsmLSC7Vwi5pGoO0GtBsUX1UVjVHeW1DWm1sRMsVsigtaIby/OYoq8mhNKWppMiNa0yzMQ2Rm9gIxUlN6TSjLf0X9GLA4n6MXj6a1To/c7HE+q3dk2KbpIDy9WO6tFaqgFSBT1sBEVC+eCbcvn07/v7+kn8E/bRbLW2dVIH/TQWkgPJ/s9+lrZYq8F+tQE0vmD4UhPEOO4PzlCXEDVWlfOkOLmwz4OYBW+6aunPf1pcHLkE8cAvlV7cwbtt4E7bfmJjQCO7F6YPPZPCbAmFzIWElHN0OBfuh2ABKjasdkiKELLOsBpMinBTnj4vuSfPqUmIKxUZQcAhy9SBdE+I3QNgS8J8DXjN5ZDOZnN1TSdLcxwVTd67b+HLVwZ9rDn5ctz3CNSsfrpu6ckHXmhObD5I/byOuPUfhbReDV0LtgcuH0vydAMqXIWVkJWZaszk4R0BrhsCeGQI2SwRcVwv4bxbw2yLguVmG6EP/oMinDgXuAr47ZSTrpBkKnAkXuHFUhnsFAnfyBC5GCoRslyFihwx5VgJHzQWyrQSuJn/G4/IveVr1tSTc68NigcsxAlX+n1EV+znpfnXRd27LZv/xHEycjFnuLMwKZ2F5fBZmuatwTcr5rwWUXgk3CPWJJ1ytI96j5LDq0wDLHtXuSc9+PxA8uDHho1qQMKUDqWo9SZ/fn0z1wWQsHCwJ7Zo0bxBxatVwMmxKL4IndCdwXBcCxnTCb1QHfEa0w3NIK5wHKGPfVwmrXnIc7i6LQddGHOxSH92O/2KPmHuy3TfsfO6e3KJSjw0t67FedEq2rMsWlbrsaF2P7a3qseW5e3JNizqsVKzDEoUvmSf/kyQP5WSFlsxQVGFly+Zo9miNyfC+eM0ZweUUI8LTz9e6j6SAsvaXnhcPoy9P3zugtLXmmIUZC6dP5ccf/4WqmqokfOr27VsxNjYiKiqK9IwMcnJyKC4uovJEJSdPVkkAoggSz507KwnRelGEk1cuS4CjCB6v36gGkrdu3eDWrZvcvi2WW5Kp+FmElS+DStFNKYZ8FV2Y58+fQwIpz56W5KasqjrB8bIy8gvyyTqaSUpqKp5eXmhp70ZTaxfbd2yjW7cuNGncCF/dfR9leFcRpv0dgDJafx/jpvWmy8gGqGuqoO3WHvPI9vjn9KP05gJiy4eg6VOfPfvHIDou9+uMYrGmHL9s7UKkyabfAKKP9i7yLUx/+/wqHHzxucTajHDrrRgdGYlNYTeCTw8h7OwwfMsHYpjakY1B8izzlGWJpyzuduoct3u9K/PF/t5mKgWUrx9rarp//JgA5ZNzrlRluUlCuIZ5uON60JBQIwviLewJN7bE/ZARTqam+Dg5EebrS1xQEElhYSSHR5ASEUGqOE5FR1eXqGjSoqIl9eI68cHBxAQGSiBmmI8PR5ydcbG0xFHfSAI+EywcJaDS76AxATZ2hLm6khLixs0Ktz8FVf40pDv37nJX/jc4KMX8no+LzHkYuo7bVlO5qT+UW3r9uXuwHw8sR/M0cjN5XhsYs7oVzRZ+T5/Z3Zi3ajR9prZGR286p4qNuXTSjMqSg8Rmrkf3yBjcohaSk6dJQPxKdD0noe82k5S4XZzIMfrkck6+ep7Fxm3GLWU+8WVb8M1dimXqWEyTJmCVMgfL+MlYJ0/CPHEc5snDMT86FrestehGjMIrRx3r9DmYR6uRWKRFyDENFtu0QWnlv+iwR47WG5vSanlzWi2RR3mePC1mytFiWnOUZzZDYZIsIqBUnNEYlVlydFJrzUD13oxbOQa1TbM5YLWF7JTDPDzz52C/FFC+fkyX1koVkCrwaSvwMqB8+Zlw//79xMTEcPv27U9bAGnrpAr8DykgBZT/Q50tbapUgU9FgZpeMH0oWOYVfxWvQz749R77PMzrfq7tMee2gSP3zNy5b+PDI3t/ntge4ZieKW76hpw5dYFnZeHgPxOOTILIBZCsATmaUHigGlCWGEOp6XMQ+RxIim7JksNQYvLvIsLJIgPIPwQ5epCpA4mbIXwF+M0Dz5ngPJWr+mOJ3LyMUl1zrpq4cdXcnWtiMXPjmokLVw/ac17LlAqNfUSOUMNq6s94h52sNWz5kC7LdwYoRUj5vDgdSUdnaTc2jRPYPL46H6XpAgEzdQHzxQL+OwSybD6jxPtzSnwFEkwEgrYKpBsKlHgJnAwXOB0hUOEjkGUiQ4JJQ455KpBp/jluawQKXQQe5gs8KhV4XCrDoxIZbqcLlDnJUGApQ6GHDIlWn2FmLsdG3zHsi5mAeY4qFgVqmBerYn1cDaf04I/OzVrb35l3/CUCt60jaKwszgMbYNr9Oyy6fSNxT/oPqk/kSAViJ7QjeUY3Mub2I1N9EBmLh5KmPoTkeYOIF8O6SpyTvQiZ2J3AsZ3xH9UB3xHt8RrWFjcx7+QgFUneSZte8pj1bIZxtyYc7NKQPR3/hXa779nd7lt2tf2a7W2+ZHOrL9gkAZR1WdeyLmtFt6SYc1Kl2j25saX4uQ6/tKjDEsV6LJL/irny36Om0IhpSi2YrNSa+S2UWd9emQMDumA/YwBXU/eTllOGZ2LtclFKAWXtr0IvP4S+mP8QgFIM8+qkuUsCKPv06SUBfrr7dfHx8SEtLY2j2UcpKiqkoqKCk6eq4eS5c2ckILE6rOsFSahW0Q35wjV589YNCZC8c+cWd+7c/o9y+84tCbgUHZXiNtevXZW4L0XQ+RukPHeWs2eqIeWJE5WUHi/l2LE8MjMziU+Ix8zcDG0dbdQXLaRx44YM6tOHzMPGb4Ror0Iv0SH4at37+Px3AMoU40MsmD+SjsMborZZmR127TEN7YR7anfSTk8krmI4+wMasnffeBJNDqCxpyWqS5WJ1N/+myaiPr5aOyiyqg4B+yZtxPVTrfdi4zyNPbFtCDg9EL8T/TE72oGtYQr8cqQJy32bsMGrNVn2e387zpv2+6blUkD5+rGmpvvHjwtQOnO52JVob1eCXV1wPKiP/35Dgg8dxt3IBE87W0J9fIgPCSUtKorM2FiyExLITUomLzmF/JQU8lNTf1eOpaSQm5REdnwCGTExpEZGkhwWJoGbotPSx8kZl8Om+OofJuyQKe57DuBjbS3JT1mY6MbDM+8WUD4+++cgzasgqjafP3ZA+fiMCw8CNbi1qys3VzXm5sr63Fldn3trfuK+Rn0ebmjIg20tOLe5HZqzGzJ6QSdMTZexWXsCBw/P4lKJ+e/gsajtpQpTbp6wktTfP23PpXIzrlZa/m692mj337pORspuXJMWEHd8C0GFK7BImYBlykQc0hdxIGoCe0IGsj9mMGYpwzHOHIxewjAOJ4/AL2cFDqkrORgyiZj83cQXabI3eDDt1/6I8mp52qxWovVKJdqsUERlkQLKs8Uih/KsZihNkkV5ZlPaqMvTZWEbBi3uy8wt01ivt4qw0INcKLH7U6FdX/SBFFC+fkyX1koVkCrwaStQE6B88WwoTs3MzMjKyvq0hZC2TqrA/4ACUkD5P9DJ0iZKFfjUFKjpBVNtwcm7WM8ruBKnqcuIGzKTqpVaXNplzK391tw1dOLeYTeeWHhxw8iRYM19BLq5cu/eI7hxEkJXgNdYiFwIyesgWwsK9KBIv9oVKYGRpiC6JEUoKYZyFfNNiqXQoLqIYPLYQcg7CNkioNwDydsgahUELABPVXCdylPLcaRumUbKTi3O6dlxRd+RK4aOXDV04Oohey7vs+LMVn1y1Vbj0GMEbmYheL7BPeked5UNu82YOEWVYcOGM3XmfHRM/GsNNf+s9n8JUIrhfl8Cky/ya7pFn+WQ5ko2j5JBd5bAwbkC2tMFtk4QMF4gELyzOsxrsolAhoVApK6Ax2oZ4rQFcs0F8u0Esk0FknQF8mxluJ7djIeVchLXZIxudbjX2xkC9wsEHhQIXE8RKHMXKHX9kgux31MZ/Dlx+jKY7KzPRo/h6ESOx/zoTCzz1bAQc+OcUMM20wD3pNpD4z+r7/vYLiCyDN9JnfAeVh+rXt9h0vUbbLp/i1fffxE6XJbY8SokTetCmlpvMhcMIHPRENIXDSVlwWAS5g4kSrUf4VOr4WTQ+C4EiK7J4W3xGNpaAiYd+rfAto8i1r0VsOzZ/Df3pF6n+ui0/4Fdbb9he5uv2Nr6S7Y8h5Mbn7sn17asi4ZyXdaI4Vxb1GGtch3WtawjmV+hVIfFCnWZJ/cVs+W+Zbp8Q2YqKTBduRWqyu1YqtKK7V3bYD1zAFfitSnNT8E/+UqtfgNSQFn7q9HLD54v5j8EoBTBT5qJEUP69aFhw/rMUlPFydmJ5ORkjh7NoqCgADHMquhkFPNNvnBNXrhwgYsXxbCul7h69bIENN68efO5Y1KEknfeUG5LIOYLN+XVq1e5cuXS75yU1XkpT3Py5EnEnJQlJcXk5ORKIGVkZCSaWlr06NGNH/71PUYb1lNey/CreaYmbFm4kAmjRzNy+HCWzJxJjJ7uO4Nlr4NpfwegzDU/zLolU+k4rAFTVyuw3rQNh/w74pjQiejyocSWD8UgVJG12t3YvLs3Y+c3IlD3385JsR0icPTbo0nOW8LffGtDfG2XsT++PQ7FXTHJbM+uGCXWBjVluU8jVgU1xd1hPqW2b3Zmvk7PV+ukgPL1Y01N948fG6C8V+XO0Sh3ApwcsdbVw36HDi6HjPB2ciIqIICUyEgy4+LITkzkWEoqhekZlB49yvGcHMpzc6nIO0bFsWMHOalsAAAgAElEQVTV07w8ynJzOZ6dTUlWFgVp6eSlJEu2FfchQs644GD8RbemuQXOew5gvV0LT0srAh0dOJXtyuOz78bRGOmtifq8qQwfPgzV6eMR4eH9Uw7vFZx9zIDy8XlX7rsu5OYvTbjz81fcWfE9d9c05N66JjzY0owH25rzYGszHmyW5b5GY04vaUyMzgwcXDdj67CIK2UW71W7F3Dsv216qdQcj7ifCctfj2/eIsySJmCToopNylT2xfdnT0Rv9kYNYHd0b8xSh2KROQSnjCk4ZEzjUPxIDCImEpG9jehj27BMmsgQncYoqDen9Upl2mko0U5DgTYr5WmlLo/KQjlazm5GqznytF2oRMefWzNoeR8ma0xim8EastNMuXvyr+f6lALK14/p0lqpAlIFPm0FagMoXzwnrl69WpKvsrS09NMWRdo6qQKfqAJSQPmJdqy0WVIFPmUFanrB9D4gS437TLiOp2089r3HkDFenfMbD3JN25zbB+x4YOjMQ0NnCnUMcduvR25qKo8fPuHXp08g1xF8JkCoGiSvhazdkKsLBQerc0oWGj6HksYgzhcYVNe/gJK5B6pdkzn7IXs/HN0PGTrVgDJyNQQsBK9Z4DoN7CdSoTWGhM2rqNA049I+Gy7q2XBZz1YCJ8/vNKJ40SZce4zAftUevKLOvRGyqC/fzKsvPsXPW/bYvXHbGrWsRb7Qdw4oRWAZfx1bNx/2rviWw/NkMPtZkIR81ZwmcFhdwHuDQNAOgWhdgZi9As5rPsN8yT85sulzwrYJhG4TCNsqkGkqcDlJ4PHx/+NJ+f9xN1sg1UDgqKHA+RCBG8kC1xIESl0EKv0+537Rtzws+5qrWQJ5HjKYbvqajZb90ImaiFnGDGzy52BdpIZD2Sys8tRxTk55r9r+lX6pedsbBHvF4jGgIY59f8C0+9eYdvsOxx7fEzCwETFjFYkXQ7uq9iB9bn8yFg4hY9Ew0hYOIXHOIGJn9Sd8eu9q5+TzsK5HRrbHe1gbXAe3RISTNn0UMO/ZHJPuTTHqJot+18boda7Pno4/otnue7a3+Zotrb5io8oXkiKGdt2gUk/inNRoUQ0jf1GqwwrFOixXrHZOinBymVJdFivWZY78l8xo/i2TmjdkiqICc1WUmN2yDfNbdmRFmxa4LR3O5bAdnMlyJya9dhBZCihrf2V68bD58vRDAcoKOxssNm/m66+/ZNz4ccTGxpCbm8uxY8coKyvjxAkRTp5CBIZivskXcPLSpUtcuXKFa9euUQ0nRcfkm8Dk75ffunVbsq0Y8lWElJcvX5aAT/EY4rHEkK9nzpz5DVIWFYmQMkeSE1P8D2JZ2Ub079mDFGPDWgHGIgszpo0b9x/j+rChQ4nUfXeOvlcB2t8BKGP0dZk+cxCt+9dnwvLmrNJvxX6vTtgndCaxajTJJ0ezK+BHttmrsN24Ew7aP1P+Sg5PEVAG6epwtJb6vtzuMhtzfO2XscO/LfpZrdmfrML2SAU0AmRZ6deIdQ7tyLE9UKt+e3m/r5t/9Tq9eMb0d7Lf1x1LrIs30P8tR9DLv9mgwMDa/+g/wJo13T9+bIDy8Tl3SlPdCHRyxEJXl8Pae/Cytyc6MFACJ7Pi4slLTqYwQwST2ZTn5lGVX8DJwkJOFxVxuriYMyUlv5XTRcWSZSfy8ynPyaVUdIJnZlKQliZxVmbExpIYFkaIjw8ORiYc1tTBy8qSCC8nLhW5vBMI5mn7+vvHjWvmvpP91wTRPmZAeT94PbeWN+GWej3urPyB+xua8mirEo93tuLpvs481evOE92uPN7TjvvbWnD3lyZc/aUN6abLOHW8OjdlTe3+X6/3CF6OW/xyPDMWYRgzFsOY8ZjFjscyZTQWCaPZHt6TpSEq7IruhXH8SOwTp2KfMQHroyNxT1tEWNZWwnM245o+i9kWSqisbUybzfK02ypHu03NabNcnnaLlGi/RJG2CxRov6gFndXbMGTlQNS1FrBy/2oiwg9w79S7cQtLAeUHuEBIDyFVQKrAR6fA2wDKl+8/xXyVAQEBkme1j65R0i8kVUCqwGsVkALK18oirZQqIFXgY1agphdMNcOSm+8F8HjHX8HD+AiuAyZwdNLPXNioJ4GU9/XsubXXiside/B3cuTSqTM8ffSYX58B969A2h4ImAKxyyBtO2TpQI4uiPBRdEUe04djBtUlTx/yxFyTB54DSV3I2gdHnxdxPl0LErdApOigfA4o3aaB0yRuHhpNyra55Gzfz3ltSy7uteKijgXntupTsGADrj1GYjZnNZ4BpW/U6JB9/H+8xH7xEnTY8BE4hp9+4z7+bB+9c0ApgaLncYjUwtilC4fUZDCeK4P+cxflPlUB++UCRzZV56R005AhQvcfFPn+SKFHPSL3CxjOFQjdIXAqQOB2lsD9fBnuZstwLkzgyAYZXJbLkLJfIMOgGnDm2AjczxN4XP4Zj8o+41aeQHm4DL57/4m2fnu0IiZxOGUa9sdmY1s4G7viWbhWzcYuxQnXuIvvTds/2yd/tJ0YBtl3txYOvX/CvNu3HO72NZbdv8O914+EDGlGwqTWJM3oTPrs3mTMG0TGouGkLxpOyvwhxKn2J2pab0ImPc85ObojIpz0lMBJFZwHKWPfTxGLXnKYPAeT+zo3QKfjT2h3+JHd7b9nZ5tv2N7qaza1+pJ1Kl+wrmU1mBSdk6uV67JKzDOpVA0mlyrUYZF8HRbK10FdoS7qCnVYoFCHufJfML3590xsXp+JcrLMadkM9TaKzFPpxOwWLbFeNoAq342cTTIkLaugVv0jBZS1v7K8/JD5Yv5DAUoRuGSZmqChvoC9+/ZJXIoinDx+/LgETp46dYqzZ6vzTb4KJ0WoeP36dW7dEnNM1sY5+XtAKQJNcVsRcIqgUwSeIvgU3ZkvIGW1k7IaUoqhZouKiiTwNDo6mlmzVHHV0qSilu7JA7+srHFcnz916nuDWh8aUGaaHmTX2smMntwe5d4NGDCnET/vb8FWh5ZYxXUg+8oUwqt6sTfkR7wip2PlOoE46x3/0X4RUIbp7SXd9O3D54rn1XEbc+Jtd6Dr0QfdpJbopbZkR6Q8awIas/yILBG2G6m0/ethdl9cm19MpYCyeuyp6f7xYwOUIlw6l+9GoLM9tgYGOFlaEn7kCInhYZIQrWK41sL0dIljsvLYsWowWVzC2dJSzh0/zvmyMi6Ul0vK+fJyzpWVSZaJ4PJkYRHiNmU5OZRmio7KNHKTkyWhYhPDwvF3dcPexARPK0uORrtz75THXwaIN8ptGTVyeI1jTWLgnr98jJqA3McKKB/lGnBrQytuL6gncU7eW9eYR9tb8ESnA090e/JEfwBP9AfxWHcAj3R68nBXe+5qKHB17k+cXtKOB1lO3D371/umJt3+m+ofnHIgMW4HTsHq+CQtxj91CcZBU9GPnIZp3Ez2ho5GM3gM+8OG4pg0BeOYUeyM6IVe1GD2RQzCMG445gnjcEqZhnvmHPwzVhGStZnQo5vwSJvDQlsV2m5vQLs9srTd3ox2Gop0WqJC91Vt6baiDR3UW9J5QRvGaIxgw8HVeAcYkJkihtn9687JF/0gBZS1v3+UrilVQKrAp6PAnwWUL54dxamYrzI2Nlaar/LTOS2kLflEFZACyk+0Y6XNkirwKStQ0wumPwIm72uZd9wlvE0DcRw8icSRszm5Yjc3thlRte0g/vsPkZWSwsM793j29CnVhBK4cwbS90LobIhbBWm7qvNIHtWtdkSKYVuzRSAphnAVywHI2g9Zz+Fk5j6QlL2QrgMpOyFuQ3UOSv/5v4V4xXkSz8zHUqw1hZitmyjbbiABk+WrtUiavBibbkMxnaeBm29BdQjUNzgZXwdXXrz8FKeH7OJqBWn+TF+8c0CZcA3XyHBsM6ew3bYHm5b/wJ6pMmhPlZGEeN0+UeDQbAGjedUg0mejQIa5QJHb5xS5fUaOvYDfFoH0gwKnjwhciha4GCNw0k8gSU+GwJ3/R6GfCieDviPJQAarJQLlPgIPCwUellYXEVCW+sngsekzDuxqjmbIBAwTpmCfOxu7/Nk4FKvhWjEb27wVuCbnvDdt/0x/vGkbv9hzuE4ZhE2fxhh1/hqzHt/g2OsHfPs1JHyEIonTOpA6q/tz9+RQMtSHk7pgGImzBxE1rQ9hE7sTLHFOinCynQROug1WwWlAC+z6KknCulr0bIZht8bodm4gAZM72v7A1jbfsaXNN2xt/TVbVL5iY8svWNuyHqvFolwX0TG5skUdJE5JxTr8rFAHdfk6zJOrw2y5OqjJ1WGOvAgn6zBX8UtmyX/PNLmfmCQn5qFswsK2zVFTVmZprw7EGE6lxGstpyO1yMlIq1X/vO43JIL/N+n5Lpdv2qH7WqfTx3bNePnB8sX8hwSUFfa2pB7xJSYmVuJOLCkpkeSdFOGk6GAUIeHLcFJ0Or5wT4qA8s/CSRFQitu+AJQvXJQipHwZUIqAVAwxW1VVJXF1iqFnMzIz8ffzo9jF5T/AWk3Ot2WqqjVCg6FDh1JqaVHrfdV0jNfVf2hAmW9hgv7WuSxa3p45y1qivrUVW8w7ouveGZe4fuSemUv+qSUUl28nOVWDPfY9iDDfSsUrOTlFQBlpdIhsK7PfdCl7xWX5uva+XCcCyHxbfeydZ7Avpg2GWSrsjpVjbagsVk5TKbY1+W3fL2/3NvMvX5vFeSmgrB7harp//BgB5d2THiQGO0hgoZ+bG7FBQRL35NH4eEl+STGkqxjGVXRNim7J88eroeSlykounxDLid+KWCcCSxFenikplWwjgZTZORRnZpKfmkJOQgJp0VHEBATgaWeHk6kJJzJdeHzO9S/Dw9fBlZfPUREivgAx73r6MQLKR1UO3Nk7gDsLvuTusq+5v74+j7bJ83h3e57s78lT46E8PTyCp0bDeLy3P4+0+nB/a1dur1bm6vzGnJj4A8fXDuN+hd970+1d98P72F9upg5+cSsIzV5NXMUmjl3VpuzOAcrvHKL4xgHSL2gTdWILQWWrcT22FL3o0dgnTsApfRJOGZOwTB+KVkQ3DCKHY5s0AcuYCbgkz+FIxiqCMzcRenQjbqlqzLNuSdttDWmztTltNRTpuqo1fdZ2YsCmbvRZ2YW+S7szecN4zJ22UZptye0qJx6+o7DIL3R73W/IyvD9/W5eHPflaYCrzmvvH8V/3pL+SRWQKiBV4H0o8C4A5YvnSHFqbm4uzVf5PjpKuk+pAu9AASmgfAciSnchVUCqwIdVoKYXTO/yJf7b7Et0Uvo6J2Cvugy/fhNJnbKY8E27iPYL4Nr5S/D4V3j6DH59odMzeHAZSlyrAWXMSkjeUu2EFMO1Zu6FTN1Xyj7IEIsIJcWyB9K0quFk4maIWgMhS8FvLnjMAJfJ4DwB7Mdz02AcSTsXErFmC7HTl+PedxyGPYdjv80Ir5CKWsFJUY8te2xrfJEtvmgydEp+b6DlLwPKl/NQJt7EK+EctiHbORA6jJX6HVi4owUr1b5m3bBqQGkwT8BkoYD2NAGjBdUwMnKfQNwhgWQjgTRjAY91AhFbBQrMBSqcBUpsBBL3CCQdkOFifF2eVPzI0/L/42qyQLqBQKVbtdPyXoHA3VyB85ECyQYC3ttlsDf8CW3/0RyKnYJt9izs82bjWDQbp9JZuJ+YjUuGMx6JF96bvm9zvtdm3cDI49gPaYN5rwYc6vgVNj2/wa3vjwQNkiVqjArJM7uQNkfMPTmITPVhpM8fQfLcYcTPHEDEpJ4Ej+2C/6iOkpyTXkNbScK6OkrgpCKWPeUx7dEMo+6yGHRtyL6OP7Kr/Q9safMtG1t9zdqWX7K2peiafO6cbFmPVcp1Wd6iLsvFEK6KdViiWIdFolNSvg7zRTDZvA6qzeswo/k/md78n6jK1UNV/lvmtvgXakoNmCTfhPFyTZmu1JwpCk2wWdGPE8GrKDmiwcmQ7RxLjapV30gB5Ysx8M3Tlx8mX8x/KEBZZW9Lhf8RUiV5J49KHIrVeSerJHDyde5J0eEowkQRMD58+JAHDx5w9+7dtwaVIpy8d++eZB/379+XgEoRfr4a6lUEpOL3EIGpGHJWfEGYn59PekYGBfFxVDra1wpy/aKmVuO4PnzYMN4WvtUWon1oQFlpa03kQR1mz+vL9AWKaOr1wNxhEJ4Bo4hImkl6/lKyS1cSlTsdbc+GzN37L9ItXh/iNtfSDF/NHQT8vJhtnTuzTLnFf4SCrY0OpbaHCXNei2FsF2zy2rIvWZHd3l3Isz9Uq777o2O8DH+kgPLf401N948fI6B8ct6dvAQHXK2sCPH2IiE0hIyYaHITkyhKz6AiN4+TBYWcLS7hwvEyLldWcqWqimunTnH9tFhOV5dTp7h28qRkmQRUim7KkhJOFRZSkZdHqZhbNzWN3IQEMqKjSQwNIdDNDR8nSy4UvpvwlMfiD9U4zojnp93hte8NtH1sgPLhWRfuOs7htvr33F34JfdWfs/DTbI80WrL00O9eWo8kKemQ6shpeEwnuj259GOztxf356bv7Th0txmVIz9gWPjmlFuvIonF4+8N+1ehlMfy/zjs05kZWrikjCH8LLllN8+yNmHFpx7YMq5hyZU3TWk9MZ+Cq5pU3xtH2fumXLhvg2lV43wObYSzYDR7PAYhmHYaAziB2OXOw3rrFHYp49nT1h/TCMn45f+C8EZmwjOXI99wnRUzRRova2BBE52XqNCz3Xt6bepK4M39GLEmiGs1ltIbMxBrlfY8+jMu/nNvKq3FFD+exyXzkkVkCrwv6PAuwaUL54pxXyVLi4uSPNV/u+cS9KWfvwKSAHlx99H0m8oVUCqwCsK1PSCqTbg5H2t4514Hd/IE3gbe2G9aBVBtk6cOXGaXx8+/TecFEO8vvz39CFcy4c8M0jYAHEa1aFaU3dDujak6VSHg5VMxXkdSNWGFE1I2QVJ2yFhM8RqQMQKCFIHHzVwmwpOE8FpPDhOAOsJXDg4mYD1CzGeMhdrjT14uafgGfN2wMvENaPGF0yjRo/DOep8rSDNn+mDdwIoX4KUbjGZGESOYb1lV5bsa838XSrMWdOMVdPqojtDBtOfBcyXCByYI2C88DOcNT7De/NnBO78jKi9AoHbRGfl5ziv/pyIHYKkeK8RiNIUOBsu8KhE4GmFwK+VAveyBTKNBFL3yXA2UOByrMDZIIFcS4Eid4HScBmCnb9Cz6MfB6KmYZU2A4ccNRzy5+BcNBvX42q4FCzCMy3zven7Z/qkpm28Em4Q5JeOWT8ljLvXx7DTVzj0/Abf/vUJHyZP3IR2Evdkxvx+vwHKtHnDSJw1mKgpfQgZ2xX/ER3wHtYWt0GtcB7QEqf+LbDro4hFTzkOd2+KYdfGHOjckH2dfmJvx3+xu913bG79DetafoVGyy9YqVyPX5RFMFntnKwGlNVgcrFCdThXEUzObl4HtWZ1mNm8DtOa/pPJTf/JxKZ1mNKsLjMVvmaO8r+Yp9KI6UqyjJNvxnDZpmwZ1YYYg4kcdV5Msc9qTgRtIi8xqFZ9IwWULw+Afzz/4gHy5emHApSVrs5kxceTdfQoxcXFEoei6FQUnZMiFHw596ToahThoQglnz17JoGLImR89OiRpIFinQgq35SL8uVtxA1fbPP48WN+/fVXCagUj/WiiPkoX4aUlZWVkofsYyKkTE+nLDKCSnvbN4Kuw2s1ahzXl6nOfOP2fwTJ/mjZhwaU4ncps7Vir4Y6rXo3YcDkxizcrMwGg7bstO7I4ZAOWCcrcSi8AZtcvmWNXgdyrfR/a7/onCw00Cds3jz29x/IqjatWV23LvM/+4wZX36J/5o1v637R+1+dVmFrSXpztpYJ/bDLb8jBmltyHTS/lP7ennfUkD5+vGlpvvHjxFQPjjjSWqEE+42NoT7+pIYFkpmXBzHUlMoOZpF5bF8Sa5JMXzrxcpKrkrA5GlunD3LzXPnuClOX8yfO8f1M2ck64iQUgwBK4Z7FXNSlmZnk5+eTnZiIunR0cSHhhLs6YmrjSUn80T35F/PQXnnhD0Txo+qcaw5GnXgvUG2jw1QPsrczx0NBe4t+IJ7S7/jgUYDHm9rwZO9nXl6oDe/Hh7I08ODeKLXk8eanXmyuxuPtnbi7kpFbixS4MKs5pSPrU/eqCbkaIzneoH9e9PuVUj2d3++ccIG17jFeJZPpPzhbs4/sKLqtiXZl7SJObec+CvqJFydT9j5mSRe/Zljt9bjlD6bVW4DWOrRnZ99OjDFQZ5BxvUZadaAEYcbM9euFxt9B2KVMBHbLDVMY2fikbSE4PRNBKRpYBYxnrGHZFHZ3IhOG5XpsaktfTZ0ZMDangxeOYAF26dSlmfG/7N3FlBVbP0bZvAKYheihBjY2N2NiR3Y3d3dBYiopHR3g4KBSlgY2I1gJ3Yg5fNfe1Cv1+u9n37X4P6/c9baa+bMmbNnzjvDPnPm4X1/b295/NDjoACUXx7TFUsVCigU+P+twI8ClJ/+vly2bJlcr1L8tlI8FAooFPh1CigA5a/TXrHl/1EFxM1ORftnGqxevfqLETN/BUx+1vLAA8+J2H2OUO8Arp27RMart5D5LgdQfg4nP5z/77Ih8zU8Pg/n3SF+CeybATFzIW4ZHFjxvi2H+GUQtxTiloBwTcbMg70CTk6FyPEQOhz8BoJHH3DtAc7dwcVQdlGyzZALy7vhMnMcASHHCIx//lVA5XPtpi0w/cINpg6stQz9r/r7vP+/ev49AaVvzAOsfK1Z7N2caVtqMmZNVYYvrYTRfD0mTNJg4xAlto7JgZRmwwWkVMZ+ch485+YheJEyXjMkHCcoEWuhQlKYGue8JDxmS1gOlzjrIPH8sMTbCxLplyTSzkikBEuELshD+GIVTlpKHN8isX+txElniWfHJK7HKrHbXQVLN32MI/tiHdsPl6NDcD4hwORwPM4NwefqUHyOb8Uv/sYP1fmv9P+25U8JtfXAvHF5zBpoYFW3ED7NihDetgx7u1YhtlcdDg9qyrFRrTk2qj1HR7Tn8JC2xPRvSZRhI4IN6uDfoQbebari2qoSTi0qypGudgJONtbBvKEmpvU0WFe7JKtqFmepfhGW1SjCouqFmFWlANMr52dKJTUm6qkxoWI+JlYUzsl8TNLLJ0e6ilqTIsZVxLkKMNmvrCr9dFTora1CT20VeuiIlp++5YsyqLI6I6qXZmhVLQy0SjOpZWUCF7cmznEwh13HcMZ3MilRCzgZv/2rjktuBpS57Xvp0x+OH+Z/BqBMcXPhYvQeEhISOHfuHFevXCElOZlbN29y59O6k/fuIX7IPn3yBAERk69dw9railEjR2JkNJBhQ4eyZcsWbly/Lo/2aW/e8PLFC169fPmHJsClWCYgpOhn7969zJo1k4EDBzB40CBmzZxJZGSkDChFHw/u35e3K4PKu3e5+95Jef36dTmCVvwncGJiIofi47kW4Eeys+Pfwi7hkBzVr9+fxvVunTtxwPyfO/k+hWafzv8KQCm2H7R2KY07VqFxTw36zq7A+A2VWeJQDdeYJkSda4fHgRos8izDgo3tOG2/5aN28XPnsq1wEUxVVDDOk4eVeX5jofJvzJTyMFpZmWW163xc99PPKeYv2FuSaGuKgJyfvnbWdjOX7K3kmpNnPTZju7cF9mf12e09nSSnfxatm1sApbOzc6665v2r68fcCChvnfHE3XYrvk5O7A4OJj4qimP793+MdxVwUUDGu1euylGuj2/mwMnnd+7w4u5dXj18yGvh6r53j+d378rQUrgqH6akyHGvIhY25exZLiee4OyRw5wQEa979hCzYweRAQG4WlmREO1B2m2/7wJeooNWI2KjPz83TVdP/C79/xU8y02AMuO6K6/N2vFChpOFSZtdmvRFemSuqkOWaTOytrQia0tLeT5jXX3eLq5O2vTyvJ1emZdTqnN/eFlu9C3Dle4anOqizYnpXXiYYPtD9fsrXX/28sfX7LHfNRyvWz1IebuGB+muXH9lx6lH69ieMoWg6yMIudGX4JvDibo3jNCUYcwOasdA+8rMj2yI7YlehF4dx/bkcXhf6YvjuR5sPt6RuTvr0c+lIn1sKjHdsz12+0awM3EhkceWEHRwKhtCWtNmrSb6c3WpP78qDWfr02p2Y7rN7UzPOT2x85xHxneOc/2StrkZUO7evTtXjfO57XpWsT//7L6PQr//bf2mT5/+xft+H34bfu+pqampXK9S/D5TPBQKKBT4uQooAOXP1VuxNYUCrF375foN3/vL9X+xv2+DKM++Cih8bZ8h8Y8IDz9EmKc/V0+dJ+35a97J0a7AX8HJT/8e3okI2Ex4ngTJEZBgAvtm5wDImIU5TsmYBTm1JvfPgb0zIXoa7JoMkeMgfAQEDgKfvu+jXQ1zAKVTd3AylFva1q4cmt0Jx7kzCQ45SmD80/9Kg9UWwQwfO5M+/YcwetICtnoc/K/6+VptxXrfDVDGPcN73z2WbFyJ4fjyjDetwph1lRm6qCL955Rn0DQdFo1QY8tQJbaMljAZKrGgpzLrByljNeE3No9QxmKExI6VEqeclDjvJXHJTyJ+q0TYAokL9hKP9ko8PyLxJF7imm9OvOvVkMI8S9Tlzi6JI1ZKeM+UuBYo8fyExM04Jfa5Sdjb6WIc1huL6H44HTTC9ehgPE8Px/PsULzODSb42kj8jobhG5/6w/X+lmPzp3VjH+OzeDnrG5XDuG4prOsVJrhFEba302a/oT5xvRtw2Kg5J0a05viIthwZ3Ia4/s3Z3bMRoZ3r4tO2Bu6tq+LSUtSaLC+7Ji0bi3qT2pg3KINJ/VKsqVOSlTWLyTUn51UrxNyqhZhXVUwLyM7JyZVy4OS4CvkYWz4fYz6ZjiifU29Sdk2WVZVdkz0EmNRWwVBble7a+eimU5Ae5YszoLIGQ6uWoaduScY1rUDEyvbs2tqLPbaDOOAwkjN+k7m1bxmJBwNXPecAACAASURBVP/9Ea//hu+MHw0oRbTrtZAgDh48KNedvHLligweb964wd3bt3+vOXn/Pvfv3ePF8+c8fpyKnd02WrdqiYZGKUoUL4a6esmcaYniNGnSGB9vbxk+vn3zhlcCUn4GKnn3TgagU6dMoXw5XYoVLYJ6yRKULFGC4sWKUqF8OUaOGsmhQwd5m5bGwwcP5O0LWCn2Q4BS4e68npKCiKIVN3NEPcqzsbEkf0XUq4CF5tOnMXbAAIb27s3SsWM4ZvE7nPsUqn2v+V8FKPeZG9NvQEsaGWrQb1Z5pptXw9ivJn5HmxF9qRs+hxqw0LMkC82bc8rhdw1OmhrjkleNbVJeLKS8bFL6DVPlvKxRzstcSZlZJUpw1HjDHwDkB63O2JnjvK4X7ut7f3w9csskHDZ056h1ToysgJeJXqas3V4Nt4A+XHax+rjuh36+Zfo5BPpVNSj/DeOK2MfcBigz7npz5oAbNmZmBLi45ADKnTt/B5QnTshwUa49eeXKR0ApHJMCUL5+9Cin9vm7d2S9fs3Lu3fl5U9v3ZKjXkU9yg+A8kpiIueOHCExLk4GlPsjIogKCMDF0opAt208vPD9IitF1OuSeSMZNrg3s6YOIcxz2Q+HO7kJUKbtW8rLadq8HVeANzOKk7ZIh8zVNcgyaZwT6WrRkSzTFmSuqsfbJfq8manH6wnavBhZhifDdbhrpMv5bqU51kGd493LcXpeD56fcfp/DyhfJDsTunc6bvc7cSN7OffeOHPjtQPXXlqS+GgZu2+OYdedYUTdHErA1UHYn+rBKK+qzAppRsyt+Vx7acHVJ7ZcfuTMxfsOXHxgzaUH1ly4v5WzDzey+/o01h9qQR+PMgxzqY3TrqnEnzEm4OAEZrnVo+HiMtSeVpUGk2rRekYzphgPwzt4FYfiN/Pwys/RPzcDyn/LOK/Yz/E/FfQo9Fbo/W8/B0S9yuPHj396x04xr1BAocAPVEABKH+guIquFQp8SQEFoPxxF2t/AiUi0vMHN//4ZwTvv4W3ewhBzp5cPn6G149fvI92/Uo4+YcT5R0IV2VaKtw6AEdMcuJbowWQnAV7ZsCeqbBrEkSNh+2jIWwYBA8G/37g3Qs8uoOrAJPd4BNAiZ0hT407s2NMC8wH98DbOQj/mAc/XKPvcQy+J6D02f+AtZZbad+3LIajdRi+ugJDlpWn/2xdek0vi9HE0swfosqqPjn1KNcaSWwaLmEyRGJVPwnnyRI7lkvsNZGI3yyAo8ReYwnnCRL7VkpccJJI8pQ4YSFxyETiRphExkVlsq8pk3FJ4sE+iYMmEpfcJB7FSyTvkYjaqsTWFSUw9e+CpYh5jRmA65HBMqT0PjMczzOD8b4wGL8zswg4eDZ3H7OYVJxGDGJlA13W1dZgW73ChLUoRmSH8sT1qUN8n0bE9WvOkcGtODaklTy/u0cjwrrUxb9dDTxaVcGxuR62Td/XmmyojVkDTYzrlmZdHXXW1BKRrgJOFpHBpKg5OaNyAaZVynFPzqqcn6mV1BhfIQdMjiyvyohyqgz70Mrn1JvsX1aV3jo5rklDbRW6aqvQTUx11OhWtgiGFdTpVbEMnbXVmdu+MmGLWhG6oQu7bQew28qIg04jOOM7gduxa0lIOPZVxyQ3Oyj/DT8ifzSgFHUbz8TEcPzYMS5dvCg7EoUDUjgnBQgUQFDAQTF98vixvGzZsqXo6GjLUFKARL2KFahYsQJ6ehXlaYkSxdHULIOLs7Mc+/rm1auPkFI4KrMyM+X+B/TvT8ECBdDR1qLS+/dWrFBB7k9HW5uiRQrTvHlz2U35+tUrHr2vS/lhf4ST8ubNmyQnX+OKqEd5+jQJR45wLTzsP7oovwV8fa91fxWgPG69lWljetKwW2n6TC/HbIuqbA6vje/RpkSd64T3wQYs8i7OYvO2nHLY+hESCoDoW7Uankp5cFJWwVFZhW3KKlgoq7BeOS/z8ubFtkOHj+t/qpN4717rmdhv02ev0xi22w/CYms1Iq3GcdXxU6ekPbb+3TGJaMg519/jZT/t62vnFYDy2641cxugFK7F+CgXLI2NCXR3Z1dwMLGRkSS8d1Befg8ohYPy9uXL3EtKksGjiHEVkPLtixcfryzfZWfz8sEDBJwULssHycmIWFjxXuGgvJJ4knNHEjgeF8fBXbvYGx7ODn9/3G1tcbTYTPIJ1381AMstgDL99GZeLtYnbXR+3kwqzNs5pclYWYWsTQ3JtmlJtl1bsqzbk2naivRFNUmbWYE3E3V4MUKT1IEa3O2jTlI3dU4ZaLCntQYxPapycd0w3l73/lcfny+5BT9flnxhMyui23MqexwP39py65ULV55bcih1PnHPxpPweArxtyex8/ZgAlL6Mnt7E1bu7sjpx8bcFOs+dubSYycuPnLg4kNHzt21J+G6OXFJ64i/sZrLqfZcTbVh/51prD7UmMEelVju1w2v2GFMdq5LvbnlqDlMn+ZjGrHZeQZ3zjvKtSaFc1LUxPx8f3/EcwWg/LYx/d9wTavYR8UxVZwD/45zYObMmXK9ysuXL3+8tlLMKBRQKPD9FVAAyu+vqaJHhQJ/q4ACUP64C5HvAcK+pQ8BJ4P2JmO31R5PG3sunzjL8wdPyHqdDpn/DZz8/NR5B2mP4ZxnToRr1EQQTTgmt4/6HUwGDgT/vuDbC7wMcwClm4CU3X53UTp2B4fuZNt0487qDoSPasrG3q3xdfAkIPbhV8GVb9Hme6/7PQGlX+wTrPx20mlweQz6atNjnC6Dlpaj/3wdek/XpvtUHXqN0WBCTxWW91JiyzgJ60nKcl1K4aB0mKiM1xxlQhZLRK2S2LVawnuWhMP0vEQsV2bncglRj9J7msQZO4kncRLpFyQyr0pkXJC4HSmxY5ES0SuUuOIhcdxewnOuEpZz1dji2pDNkf2x2dMPp/hBuB4ejHficLzPDMX77GCCrg4n8IQN/gdu5d5jtj8VK8N2LKmnw5qaAlAWJbR5CSI7VCS+Tz3iejdhT49m7O3VnNh+YtqIsE518Gsr4GRlnJpVkF2TWxrpYNZAC5N6ZVhfpxSrapVgWc3ismtS1JucX60Qsyu/h5NyrGt+JuupMUVPjal6OdGuwjkp4KSoNTlY1JrUUcWorCoDyqrS9wOc1MqBk521VBGtq04BupcrjmEFDdpqqjOrXTV2rOqI/6qOeK3pwj57Iw45D+OQ8wjO+o4l5YA1+49c/arjoQCU/2z8/5GAUrgnk0JD5GhXAfeuXs6Jdr196xb37t6VwaQMBR88kOGkgITr1q1FV7cs2lqaVKlcicqV9KhcSUx/b1WrVEGjVCmqVKlMbGwsWVlZOVGvL14gHJUvX7xk/rx5FCpUUAaav/ejR6VKOa1y5UoyqBSuyjatW5F09SpvXr8m9dEjuYn9EtBUgFQBVK8lJcmA9WhCAsf37yPJ1fmL4OxrYdePWO9XAcoL9rasmjGcBp016TFJl1lbq7MlvC7eh5qw43QHvA43YLFPceaZt+DUJxGvQoNdRkYESXnwVM6Hu7IKrpIKDsoqWOVRZY30G6s0NDi3dfMXtU50XEtkYBeOHW1HwuHWRPl344yT8Z/WveRhjXFQU065bvzTa99yHBSA8tvGmlwFKO96ce24J7abTLE1MyPYw4OowED2b9/O4T3RnDpwkEvHj3PtzBmunz8vg8Zbly7JkDL1+nVEjGtGWtrHC0q5Dm5qKo9TUmSn5Qc4eeP8ebkG5eWTJzl75Ihc3zIuMoo9IaFE+Pri7eiIlYkJ+8KdeXXd56dAmB8BdnIDoEy/5sgr8468GlWQN+MKkDajOBlLypG5oTZZWxqTbdOCLOuWZJo3JWNtIzIW1yFtZiVejipNqpE6t3uqc6WrOokd1Iltpc6uNtrsHdKM60GrSL/9z2uE/gjdv1efaTfciDuynPXnWnMhYzb33zhz/YUDB++uIvTmVGIfLSTm7jR23RpP9P1RWJ/qxPoDHTjyYCnJLxy58sSZa89dufbMmeTnzlx8aMfuqwvZkbQC/wsz8Lw4hPDLM4i7sY6L9+25/NgC7ysDGRVSkdGu1RlkrU+zWXVpOqopY9f05f7Fn+OY/Fw/BaD8tjFdAX4UeinOAcU58CPOAVGvMjw8XE6v+XihpZhRKKBQ4LsooACU30VGRScKBb5eAQWg/HEXS98biv1tf7FP8Y++geUma6zWmXIi7iCpd+7L0a7Z6dmQ/fXnxH9cMysNjm6FkEE5Ua6hQyHYCAL7Q0A/COwDQT3Br0cOoPTs/h5SdgOX7r9DSuGmtO9O2tYuJC1rS/CIJmzs1Ypg350ExT/5KsDyt5r8QLfqdwWUcc9w35PC+KUD6TJQl25DytFnQgX6LyhL77ma9JyuSdfJmgwaWYw1g/NgPk7CYrIyltN/Y93QPJiPzoP1bFUcF6jiPv83XKYqs2eDxPVwVa6H/cZ5Dwn3WRJ+MyWuuEjc3SnxPEHizUmJh3skjllIRK7OT4y5KjHrlHCbLOE4VQmvdcpY21ZkU3gfrHf2xW7fAJwPGOF82AjvU8PxPj0ErzODCL46jIAEUfMwl0a97k/F3KApC2trsbpmKWzrFiGkWQm2t9NjX486xPZuRGTnxoR0bESYQT3CDGrh36467i0r49isItaNdbBoqMmm+mVYW1eDlbXVWVazBItrFGNB9aLMqVKIGZULMrNyAblNrZSfSaLepJ4a4yvmQ8S6iqlwUI6tkI/hot6krioDRa1JbVX6aOfUmxQ1J0Wsa3ctFTprqdBJSwUDLTU66RSme/kStNUswdC6FQlZ0h7vFR2xntsW/w3dibbuzzH34ZzyHktS8BhOH9lF6KFHX/X3owCU/2z8/5GAUkShnoyO5ujRo1y8cEGGfHK06507MpwUMPCxuMmfmkra69ecPnmSenXroKVZBgEhq1ap/KepgJKiVatWlaJFijBk8GCeP3uGXI/yfd3JuNhYypcrR1kdbapVrSqv/+F9cr9Vq8jLqlatIgPM0qU1MDffxLOnz2TQKfZH7JuAlKIupYh6TUlJQcTTnj51iri4OK6FhuQ6F+WvApRXnezZNH8C9Q206TpOAMoaWETUw/NgYyJOtsPnYAOW+BRnilkdjtmZ/QESnli7huA8qvhJqngp58NTUsVDUsUpTz4slVVZlTcv7p0M/lBr8pqTHefsthDvMoVDMZ24dMGQKxe7k7CnP+dc18v1Jz8Hj44eAzjj/GXQ+fm6f/VcASi/bazJNYDyrjc3Tnnjam3O1vXrcd+2jRBPTzlyNTosDAEQBaQ8HhvL6UOHuHDsGFdOniT5zFlkSHn1Kqk3bpD59u3vl5bv3vEqNZX7SUncuXqF6xcukHT6NJdPJHIuIYHEAwc4sm8f8Tt3si8igp1BQUT4+OLv7IyTpSWWJibER7ry6obvD49j/RzKfI/nvxpQZtxy56XzAF6NLcqbsfl5M7M46Uu1yTTWJ2tzA7Itm5Bt2ZTMjY3JWFmP9EU1SJuux5uJujwbVZZbvdS52LkkiR3V2ddSncjWWuzuVZuzlpNJu/7/G06+vunC+ROmrPDtyYYLbTmdNpNHb1y4+dKRqNvTCLszkdjbiwhJGkNo8lQib8zA9GgHzI62IuH+UpKfOXP1sSunHm4l4Z4xxx6YcOq+OXtuzCTs9hS2p0wn+MJEXC/0w/fqEAIuTeDAzbVcfeBI9K1pzIiuRqdNlVloNg6/0A2cO/Hr6n0qAOW3jek/Akwo+lQcA8U58L97DixZsoSQkBD5d9bvF1iKOYUCCgW+pwIKQPk91VT0pVDgKxRQAMofd2HzU+FZzEPsHfxZNWsekb4BpFy4zIvUJ2S+SYes/1x0Mjs7W477y8wUVsv/8BD1KW/FQ0BfCBwAAQPArw/49SLbuzv3LFqTZNKUdLdO4GcInt1ymnu3nKhXEfcqQKUAlA7dZBflMzMDTi9oicfAumwa3I2QnecIiP/xkbj/7TH63oDSN/YRJu7u9B5dGcOhuvQYUZ7e4yvQZ5YOveZo0m26Fr0nlmLh8HxsGiFhNkYZ43F5Wdg3D0t6KbNhlArGE1VZP+w3PGdKxJlLJFgrcdxG4pS9xM41EuHzJU5bSST5StwMy6lHmWgpccUnD+nnS5B9uRA3dykRsVLCb46E3xolbMzKYB7YDYuIvjhED8AxZiAuB4xwOTIYr5PDZEjpe24IAWem4n/gNH5x/10d0f/2OHzV+/anYtquHgtra7KqZiks6hTGv2lJwtrqsaNzTXZ3r0N4x9p4tdTHvUU1PFtUwr1lBeya6WLZWJtNos5kPQ3W11WXXZMLaxRnTtUizKpaiBlVCjK9ckGmVCrA5Eq/OyYnVVSTYaRwTI4uL5oqItp1lIh3FYCynCoDdFTpo6VCTy0VDLVU6P4eTnbVUqGLAJSaqhhoFcRAuziddEvSpGQx1vavg+/SdmyZ1RqrOW3wX9+dPZZ9Oew0mKTwydyNmkTs4XP4xn7d344CUP6z8f9HAspr/v7E7N9P4okTckRqSnIywj0pol0fvYeTItZVOBdF7Ukzs41oa2lRpXJlqlerRo3q1WUXpYho1atYUX4ugKNo4vWyZXWoXasWJxMTyc7K4vXLl/J3wJrVq1EvWVKGmDnrV5HXF0BSuDNFE+8XkLN6taryc+GiPHzoEBnp6Tx7+lR2dApQKeJe5ajXGzdkl+WF8+c5cOAAp/bsJjmXuSh/FaAUTlnbRVOp30kHg1E6TDOvxuaIerjFNyTkWCu8D9ZnqVdxpmzR58C2P9eUDNDWJlxJGR9lNbwkVbwFpFTOh3OefGyW8mJeujRnzXLApohvjdo4g40r6uDtUZuEQ205f8aQy+d7cvhAaxxt67J7ywyuOtr9AYRedLb8Irj8Kxj5peUKQPltY01uAJRvb3lx6bAn9lvMZDjpZmODn5MzYd7eRAYEyDGvu0JDiAwMIsLPjx0BAezbvl2Gi2eOHCbp1CmunzsnR7hmpad/vLAUDsqXqancFI7Js2e5nJjIqYOHOBwdTXREBDsCA9kREMjO4GB2hwQTFRhAhI8PgW5u+Dg64mRhITspdwU58fiKiBP9d0GxXwoob7uTFjWLlzO1eTs+P2+mFeXtIi0yN1Qja6uAk43J3tKYrI2NyFhdV4aTb2dX4fX4sjwbUpKHAzW41qsMCe3V2de6FJGttdlpqM/pdUN4ffXfHb37d/BZxKY+uGKLU8goZgc2Yu6eFoyLrEPUo348TLfh3isvjjxaQdSdiYTcHEronWGEpowhOGUsxkd6sulYB47eX86lxzbsvT2PHbenE31zAz5XxrHz/niOPVxMQups9t+aik9yb/bdW4L/+UlE3ZhE0OVpHLmxiYt37TjwYC4rY5riGjD+lzuIFYDy28Z0BUhS6KU4BxTnwD89B6ZNm4a7uzsXLlz4eE2lmFEooFDgxymgAJQ/TltFzwoFvqiAv78/ivbPNFiwYMEXi7x/FTz5Li6/p3iFn2bx9JnYbthIwt4Y7iZf59XT52Slpf9H9+S77HdcOH+OrVu2EBjgz9OnT794rnxcKADl9VjwFVBSRLn2Bb+e4Nudc2ubMrRpaZpVLorT6Bqku3YC/x7g0S2nyVGv7wGlc3dw7Ma7bV15a9GZm6vbEjulCVu76OO8dj2B++9+lQvs5+n8O/T53oBSfAaPvTeZazabHsMrYjhMl54jytFrTGUGzWnMwMX16TqtDIPHFGPFIGVW9lVibjeJ1f0lto6R2DxSmWV9lNk4TBmPuXkIWKpM2HKJHSskdq6UcJsmYTdWYv9KiWNmEodNJPavkrjoKvH8sIh6VSLzihLPjkkc3ZbjtnSbqcTmOYXZ5NSKzWG9sY3sh92efrjEGmEf2x/3o0PwOjkUj0QjAi8Pw++4Gf7xN3LfMdufinHbOiysVYblNUthVrMw3o1LENCyIv5tqxNiUJ2g9lXlKFfLBmWxbKSNVWNNLBuWxqxBKdbVKclKOc61GIv1izCvWhGmVS7ERL0CTKyYnwkV1RhXQY1xFdUQQFK4JCe8d05+AJLDRazrJ00ASiNdVfroqCDXm3wPJQWYFK2zVj46aRXAQLsYBjolaadTkpbaJVjUoyqmk5qydU477Be2lwFlrL0RR12HkhQyjnt7ZrLj4NfH7eZmQJnbvpe+9KPyhwFKZ0cuRIRx8OABzp498yf3pIB/T588kd2PAgoKh2Xfvn0op6srg0j9GjUQMawikrVFixYIuFhJTw/9GtVluCgAo2jCbblt2zbEP6hkZmRw59YtOnbsQJkypakh1q2eAzoFjBR1LBs2bEj9Bg1ytvP+dQFERW1KG2trRMysAKYCUor9E05KAVQFWBWA9fKlSxw7epT46D0ke7r/AYJ9CWr9zGW/ClCKz+iybA71O5alw3BtJptVxTSoNs4x9QlMaIZHXD2WepVgqkUN9tusIdnR4Q+67RrQnx1KEoG/5ZNdlB8gpWceNeyVVTHL8xtezVrKLsrzdhaEGE/BY+1AdtuNJy5wGMePduDwvi5E+w7A1dIA+3VdSbBa+4dtfI/jkFsApbGxca665v2r68dfDSjf3vbmZIyL7Fa0MzfH28EBf2cXQtw92e7rS6S/P1GBQUQGBeHv7o6FqSlbTEzwsLeXYaWoT3nywAGuJCZy59JlPgeUzx8+JOnkSTkaNjEujv3bdxDu64uLjQ1bjI1xtrEh3M9PjpIV9SfFNsO8vAhydcPfxQUve3vszc0JdLXi4UUBKP89kPJXAsr0oxt4tbwmbycWIG1aEd7OLUX6qkpkmdcny6Ip2VbNyLJoRuaG+qSL+pRzK5M2pTwvRpXhUb+SJPcoyfmuGhxor8H2Njrs6qXPaePhpP2LI3f/Dkx+eC353GYWuhrgeL4P115vJOTMQnq71mXOgeocfz2eJ5n2PHnjx4VHluy8NZvQG2MJvTESr/NTWL7XENfLA7j8fCsnH5oQdnsE4XfHEn5jGuG3RrMvdQJxd2ax+/YEdt0cS/ijPkTcnIbHBSOOPJ5DVPICvM+O58QtM87fsSM8eRzzQupxMnbdL4WUuRlQ2tnZ5apxPrddzyr255/d91Ho97+t35QpU7543+9LvxO/1zJra2u55If4vaZ4KBRQKPDzFFAAyp+ntWJLCgUUCnwnBczMzL54ofKzwJnPvgdYWzizfMYsgl09OHPkKA9u3eb1sxdkp/9nR2RKcgpjRw2lYtlSVNHTxdXFWb7JLMsjzJcCSH5qwszOglMe4N0DfPuBT28ZUD6wbsuE1prUqluXISNH0qGhHjtm1oQgQ/ARTsru4C6aIbgZgqthjovSrhsZVp15ZNyBxLnN8B9Ym/WGLQnecTLXuih/BKAU54uIep2wYjCGw8thOLQs3YeUZ9LCKWx0C2XQkuZ0nqZFv2FFmdw1D4u6K2E+SsJmijI2M37DZIQym8f+hsU8NbYtyofrIhU8F/yG+3QJl+kqeMwvgN88Ca/pElYjJfavlbgZIvFov8SrYxJvTknc3yvJ8bB24yQcJyqxZlBeVq+ozpbQXliG9cZuZz/so/vjFDcQ+7gBuB8dimfiYNxOGBF2bQR+hwLwi/+6eNGf9ffhG/OYjd1bs7CWBitqlmB9jUI41CuOa+OyuLaqgnubSni0Ko9dEy1M62qwrlYJ1tcuwYY6YlqMZfpFWVS9CPOqF2J2lYLMrFKQKXoFGFNBjRHl8jGyfD5GfdJGlstxSwpYOea9Y1LASRlKvq832V/Eu4q6k9o57kkZSmrmpZOmcE6KeNd8dNYugoFOKTqWLU0rrVIY6JVm6YAaGE9qxuaZrXFa0pEg4+4cdh3KCc8RJAWP5tbBrQR+Q9RubgaU32l4/m7dfOlH5o8ClNdcnDgcFSkDygsXzpOcfI3bt25y//49Gfo9efKYp0+f8ObNa9LfvsXH21uGj6JeZK2a+tSqWYNSpdTp37+/XGdy0aJFaJYpI7srxesCYNbU10dDoxRTp06R+xCuJlEjUrgqBYwU6+jri/Wqo6OjLcNJESVk7+BAhYoV5GV1atWipn4NtLQ0GTpkMNeuJZGZmcHz589kSPn4cSoPH+a4KG/cuM7Vq1c4eTKRffv2ciUoIFfFvP5KQOm3ZhH1OpSlzWAtJhpXwdi/Fk6x9QhIaIxbTC2WeJVkqkU19tms5prTHwHlGZMNhKioEqacF5/3Ma8CUvrmUUNASlGT0rpECQ4vXPgn6HjcfjVODrWIcZj6yWv2XHW0/ceOyc+hZm4BlBHh4d9tTPgeHf3V9eOvBJQZd3y4ctQHW7NNuFha4u/qQpCbOyEeHoR5ecuwcIefP5GBgUSGhLBu5SpaN21Kq6ZNWbloUQ6k9PWVI1pPxseTcu4cmZ85KJ/ef8B5EecaF4+AmaLGpIu1NeOGD6dezZoMNTLCy9WVqJAQtvv5y6+LbYd4eMotyMMdXycnHMzNifR35mnSv8dJ+asAZcZNN15takvamPykTS5I+nwNMpZXItNYwMmWZFm3JmtzczJNGpOxti5vF1TjzeQKvBylyaN+6tzoXpIzndSJb1eKPe11iDGqx0WzEaSlCO09/t+2J9fs2byjD8feziL5pS1XHzoRdWkN88L709W5GtP267H36UBuZmzgcYYz9964cu6JOScerMUqbjxjA5pifbYbF55v4fSjTUTdmUT4vWGE3h7LntvL2H59JhHXR+J7fSC+twcSeXsYQXcM2fVwMHF3pxJ8bQh+KQM4cGsFiSk2nLxjTuTNkZgGdiLtxq9zreZmQHn58uXvMTwr+lAooFBAocCfFJg1a9YX7/t96XfiP1m2YcMGoqOjefbs2Z/2QbFAoYBCgZ+jgAJQ/hydFVtRKKBQ4Dsq8Fc3mH4KgBG1J3ensH7JcjavWMPuoFAunTzNozt3SXv+kuyMrL/9pNlZ2ZhsWEfzBjXwct3GoP6GNG1cn1OJiYgb1mS/g8ys35vo7c1ziF4KXr3AdwD49CHbrye7UzDIlgAAIABJREFUZtWhgkZBxo4dyc6oMLp0aMbsjppkiKjXwN7g1RO8e4FXb/DsBR49wbUHOHYnw7oLz8w6cn5hC6JG1MOkXXWcLJ3xi81dsOvDMf1RgFL077DjFEPndKDrIB26DNZm0OTOOEek4LjjHGNXDcZgshb9BxVm2cA8mI+QMB+fh83T8rJy6G+sH6nCxgWFMF9SCIvF+bGeqoL7DCWOO6iRHFaYk85KRG6QsB4tcdRMItlX4kaYxP1dEne2S5xxEtGwEie9JfbbK2E8VmLmOG02+XRlS5Ahttv7YL2jD477BrJtbz+cDhjhdnQIbseNcE80wjtxPL7xx3NV1KsAlGZ9urC4VglW1izGimoF2Vy7CFvqlMG6UXksGpfDpqkWVg3VMalTjOXVi7C4amGWVC/MkhqFWFi9IHOqFmBG5QJMFVGuFfMjIlxFbclhuvkYVDanDS2ryrBy71v5HMekcE4KgCmWD9JVpb9ODpQU9SZ7iZqT7+Ndu2rlwMmOmip0KKNKB80CdNAuRseyGnTU1aRp6dL0rqWF+cRGbJ7dinWTmmM1rx1BJoYcdBnKUe+R3IwYw/FD+/CP+/r6rQpA+bfD4x9e/NKPzB8FKK96eRAdFUVCwhEuXbrI9esp3Llzm4cP7iOgn4CTz5495e3bNF6+fInZpo3o6VWUoWLdOnVkd2TxYsVl9+TYsWPp2bMnJUqUkF2U4nUBIWvXroWOtjZDhw7hxYtn8ngfHxcnvybqV9aqVZM6tWtTp05t2VGpp1eJUaNGMWDAAHR1dSmlrs6HvsqX06VZ0ybExOwnKyuTV69eypBSgNRHjx5y/95dbt26wbVrV2VH6L79+zgVEa4AlO9hY+iG5dTrUI5WRppMWF/5PaCsS8CxRngcrM1ynxJMtazCLusVfwKUAgQG1axFpJIygXny4aecj4A8agQqq8lTD2U17KXfcK6kx2Vry09ApAMJ1mtYtVifvVvn/GH553DxezxXAMo/DCcfn/zV9eOvApQZdzy5d8EPL0c73KytCXZ3l52L4d7eiCbiXQVMFG1PWBg2W7diYGDAuPHj6WjQEcNOndhqYkKAqyu7goI5tGsXlxNPyvHPHz60uLZ8cv8BJ+PiObhrN7uDQ2RX5MKZs2jRrBkjRo6kS5cujBoxgoiAQISDMtzHh1AvL0I9vQj39pEjX8VzP2dnGaIm7PXl9U2ffwUk+yWA8rYHbw+t5tVkDTIm5CdNrjtZnkzTemRbtiLbuj1ZNp3I2NyG9OV1eTu/Gq+nVuDFKC2eDNLgds9SnBNwsrU6u1prE9OvNtesxpGZ4vav0Py/Bajpt92JjJnHueyFPM32IPm5E+cfWRJ2fhHr945ivHtX6q3WpE+AOrZJzdnzaDgnns0l+bUpl1LNWBTUhx4O1Vh7ogUnn67h7MPNRN+dwb7Hk9n5YCJRN5cQnDwNl+sG7Lg1FKfkHlhe70CgDCpHsfvmePbdmkz83RkcvLGCw9dMSbxhwalHK/E63YfEfb/ORakAlB9GNMVUoYBCgf8lBX4koFy8eDHBwcGKupL/SyeU4rPmagUUgDJXHx7FzikUUCjwJQX+6gbTB5j1I6f+sU/wCTuO8ZLlOJhtYX9EJFdOnyFVAMoXL8kWcPFvHg8fPGSoUT/aNNXH182O2VNHo6lRFPtt20hLS5MB5buMDLLTM3gnmjBU3r8IIePBbxD4GoFPX9769MBpZHUq6JSmV7f2TBs3mC4dWzKsrR7XLdpB6IAct6WfmAqoOQC8+4NHH9659CR9W1eebTLg4qIW7BpZD8tONVgxeTKB+27nvsjQuGf8SEAp6jhu9oug5+gadB2sTa8RdVhtZSfr4B3zgIkmY2k3UZfhgwuybpDExqESawbnYU4PZRb1zcPacaqsn1aAdWPzYTU+D6ErlNlnJhG3SYnDlhKHtkj4zpSIXipxfpvERReJM3YSCZslLrhKPDkg8SxR4nK0RKCpEisnF2ONZWs2+XfFMqQHNhF9sInsi+Pegdjs6YuzgJQJg3E+MgCf00PwOrQG//ibuea4CUBpOX40S2sWYXWtEiytUoj1+gXZoK/OBn1NNtTWwqReKUzrFmN97cIsrlaQ2ZUKMkOvADMq5WdWlQJMryyg5O9xrjl1JfMxslw+BgvoqKVCP21VBuqoMqisKoN1c5qAkmJeAEox7aujioCTAkzKtSY1RaRrXnm+k5YKHTVz4GR7raK01S5JW20NOuhqUV+9NMOalMV4bEM2z2rNxplt2TSrHV6rurLbagCJviN4uGcKuw8kfZPuCkD5N4PjZy/9TEB5JcCPqJ07OX78GFeuXEa4D+/evSO7EZ88SZXhpHAppqen8/DhQxYuXCDHrAqY2KBBffT19SlevDgFChSQW/78+SlQsADVqlahYYMG1Ktbl3r16spRrYMGDUKARAEN4mJjZHAp4l/r1q1D/Xr1aFC/PpqamuTLl49ChQp97FMsqyv6qVtXjpNt2LAB4eHhsoPy9etXMqAUceGpqY948OAet2/fkp2g5y+ck12d8aGhJH3mBvweIOy/7eNXOigjjFfSoEN5WvbXYszaSqz10cdub038jjXA41BtVvmXZIplZSKtlpPkaP8HmHjN0Z6Ds2YRoaRMaB5VgpTVCM5TgOA8+QnOo0ZIngJ4K+fDUTUf27t246rdto/vP2VjTtC6SSRabfy47L/V7z+9TwEoPxtQ3j/9q+vHXwUoX93w4WCUD+7W1oR45sS5RgUEIJpwTYpakCJuVUBDEe/at1cvWrZsiaeXF4uXLKFa5cosmjULLwcHGWLuj4jg3NGjf3JQPr53j4ToaPaFh8sOSVdbW3p060qzZs3w8vJiytSpsuN7s7EJu4JDZDAqIl4FJBXb3incm/7+sqPTx94eNytrbp3xJ/OuV64HZr8CUGakOPPadSAZY/KRNrUIbxdpk7GuBlmbGpJt3YJsW+GebEWmaUvSltXjxSRdng0vTaqRBnd6a3C5aykOtyvF7jZaxPSuQdKGgby95Jjrtf5vweSH96XfdsMjYSSP3plx97UHV1/acuDBEvwvzWR19FDmhfamn1VTqs3XoPrKQrS2KI6Ruy7L4upimtCc0a4tMLSuw/zYxsTcn8O1Jw4cf7iWXXdnEnN/OXvvzmLXvTFEphqx7/5YPFL6YHmzHX7XB+CfPJCom6PYf2sKe29M4cCteRxOWc+xZHNO3jUm7NxIgiOm/7JjoACUXx7TFUsVCigU+P+twPcGlKKupJubG+fPn///LZzi0ykU+BcqoACU/8KDpthlhQL/6wr81Q2mHwkmP/Qt4Iurezhr5i3GzcKa+KhdXD1z9ndAmfH3Ea9JV5Mw6mtI83qVGdizDT07Naectjpr16yWnTki3jX7bTpZ71t29jvepRyEwDHgP/w9pOxHmrchDiNrUKl8WTq2a87gvp0xaN+awR1qcXGLAewYAYHDIHgEBI3MaYEjwG8I79z789ahB882d+bSklbsHFEHmx51WTh6NEH7UvD/LnU6f68f+UG7fzL9sYDyGd4x91lpb0WvUdXoMUKXsYu6YhEQgfOOk3jtu8PcrWvoMLoKw/uqsaS3xLyuEot6KrNsSF6WDVVhYa88LOqmhO2UPDgsVMVpQV7c5+XBd56Ez2wlNg6WsB0lsWe5RPQKidC5EofNJG6GStyLkbh7QOLyHokgUyUWGuVj/sJabPbrhrlPV6xDe2ER0gv7qH6ym3Lbnv44xBnhfMgI+wP98Do5BK/YKPziHn8TLPsnx+Nv3xv7BLf1ZizWL8jqOsVZXr0gi6vkZ7V+cZZVKcWyquosr1mC5fpFWKFfkIXVCjBdLz8TK+RnXPmc+pIT9dQYXzEnylXEuo4op8pwXVWGCviomwMl+whXpACVOiqyU3LAe2A5QCfHOSnckyLWVTgnDUWtSTnSNS8GZfJioCnqTqpioFWAjlpF6KAt6k5q0EZHg+aaGtQvVZKJ7SuyfEQD1k9ugfXCjljMM8BnfU92bRvM6eBRXI81Jjj+wTdprgCUX//t9dMApbMjZ7292LV7N4mJJ0hKusLNmze4d++u7EYUMFG4JwWgzMjI4ObNm4wfP04GlAImNmncmNq1a1O6dGm0tLTQ09OjXLlylChZUo6Bbda0KY0aNkQARVGzcvLkSQigKAClcGzWr19frmMpQGbjRo1o0qQx2tpalCpVSu6rQoUKct86OjoyDBX91KheXYaZAQH+MqBMS3uTE/P67Kns+Hzw4L7sAE1JSebCxfMcOHCA6NAQkpwdfzgY+0/g7MPrvxRQmqySAWWzvqUZvVqPNd41sI2ujk9CHTwP1WJNsDpTrCuz4wuAUt5/R3v8ymjKLsqwvPmI+E2NiLxqRKmoskelAFF5CxEs4l+LFuHAxAkk2f8OKT98/h89VQDKL481f3X9+GsApSd3zvribmOLv5OzDCIFCNwTHMLu4GB2BuRAwR3+frLr0d3BQXZZq6urU6NGDcqWLUuxokWZNn487tu2yYBTvO/skQQy0zM+CiA7KB88kN2Tu4KC5PXst2yhTcsWFChYkOrVq8su7cKFCzN+1Gi51qUAox+ckzsDAtgTIvYphEi/HEgpgGpMhCevrisA5Qe49nF6y420fQt5M6886RPVSJtdivTlVck0qUfWpsZkb25G9tYWZJo2In15TdJmVObpSF3u9dfgek91LndRJ6G9OtFttIjrXZ2rZiNJv/brokU/fq6fECsrAKVN/FASX08m9a0Ll55tYefjkUQ9HIfl0SHMCOnGcLfWGJjUpupUHdSHFqboEBWKj1ai9CRlDM3rM9yxHeOCGuKfNJorT6248cyd4w+N2X1nJTtuz2Tfg4kkPJjN/juTZedk/L3JBCcNxP1qXyJSxrHrxii8Lvch7OpEdp9fRMSx5ew6txTfoyNw8RvF8yQnMm67/3RQqQCUH4c0xYxCAYUC/0MKfC9AaWVlxZEjR1DUlfwfOnkUH/Vfp4ACUP7rDplihxUKKBT4qxtMfwtNvhN0841Jxc7WgzXzFuFpa0d81M6PgPKNHPH694Dy8qVLDOjTnUa19ehn2JauHZpSTkudtatX5QBKIDs9nay0NLLS3pKV9Y53SfEQNAECRsmAEb8BvPXpievYmuiVL0uLZg3pbtCKZk0bMqRjba5u6wvRUyFiMkROg8gZsGMGREyF0Ilk+47krfMAnm7txsWlrYkaps/mfs2ZN2Y8wXsu4/cNkZU/Q3OxjR8NKMU2PPffZ4mVCUPmtGTYgsaMXdGWORvH4RJ1XoZQY9dOo1Gf0vTvlp/5PZRZ3ldiWR+J5QOUmd9bmTldlTAdJmE+MS/mk/OyZXJetk74jY1D87Csr4TpCCVsximxabASNqMkTllLXPaTSA6VSIqQSHCXcJmvxKK+Egun62Lu2RkTdwO2+nbHIrCnDCm37eiLRUQv7ASkjDHCem9f7OP74RwzH9+46/jGPv0mYPYjjp+/iEH23M2SOkVYVrsAK2rkZ6aeGstqFGZBlWLM1SvOnMpFmF01J8p1TpUCTNPLz9jyaozQzcewsvkYrivgpCojyqsiYltlh2TZHDApOybLqTKgrCp9tHIgpXBJinm5vQeXPbVUEK2HtgrdZNekiHXNS0fNvLQvo0IHzfwynDTQLkFHnVK0L1uGVtqlqaNekvZ6pZjVszoLhjRk2agm2C/pzLZl3fAy60+8y1Bu7RjH4UMH8Y//Nr0VgPLrv79+JqA84eYq1x0R9RqvJV3l1ieA8ukngDIzM5MbN24wcfx42W3UuHEjmjdvJsNHAQuqVatG06ZNqVevHtra2jJEbNO6texSatywEZX1KuHgYC//OM7MErDzBoaG3alcpRJNmzahZYsWtGrdigrlK8iQU/TVoEEDypcvjwCVzZo1lfuvVauWvM3AwIC/BZTXU1K4ePEChw4dJDIgkCsKQCkD2h2ma2jYoQJN+2gwenVF1vnXYNv+GngdqYX34ZqsDVVnilVltlst+5ODUoDFJAc7YsePY7eSMtvz5idKRY3dKmrsUy3AQdWCJOQrQly+wuxUViGoWHESpkwmyc72p8JhBaD88ljzV9ePvwJQpt3y4tyRADxtbAnz9JJdkwIE7g0LIzo0lF2BQfIy4aaMDg1j21YLatasiVr+/BQtVkx2VxcpUoSJo0bhZmMj16zcHRTE2YQEsj79Z7l373iamsrBnbvk/oLc3bHaaErjhg35LW9e2f0t3Nr5CxSgT8+ehHh5scPPL8e56euL6HNfWJjcxPx2Xz98HRzwcdjGo8u5vx7iT3VQimjXI2tIW1qDd+NUeTunBOmLypO+sjbppk3ING9B1pZmZG1sRMaqOryZVZFnQ9R5aqTJ7X7aJHYqRVzbkkS3KUNcj6pcWdWbtGu5X+PvBTHf3nLDNGwSjtcMuPfOlNQ0D86/WM+hl1PZmzqJrUeGMcqzLYZWdeiwoTqN5pen2oQyaA4qSkEDFQyW12Wscxe6W1VnZXxbEh6uIuWpMylPXDiTupkDjxZzMHU2B+/PJubOZA48mEL87amE3RpA8J1RhF9djENCL0z3dmZJcB8mO7VhomMLZvq0YrZvCxY6GeAVMp6DB5aSdMaMh5e2/TRQqQCUXx7TFUsVCigU+P+twD8BlKKu5J49exAJM4qHQgGFArlfAQWgzP3HSLGHCgUUCnymwF/dYPoRsOXzPn32P8LWyom1cxfiabuN2MgoLp86zcPbt3nz/LkczSrnsn62zx+eXk+5Lke81qqqS6smtWhctypl1Iuy0dSEV69eId4r4l1lQPkmjazMd7y7mQihM3JclAHCRWlEZkBfwmfVp1I5LTkisFmjutSpXYMpvRrwOHACxC2BPYsgWkyXwu4lsGsh7JhNVtAk3rgP47FlTy4uaUHE8NqsH9aLOeMm4x+R+D8LKMWx9o17ik3IYUw9Q7EMPIj7nrs477rKfBtzOkxsgH4/Der3VGd0NxXmdlVidjeJGb1VmGykxqhBhZk8qSSzlmgye40uc9eWZcFqbeYuKM2yeUUxXVQQs9lqrB/5G1bDlYhZo8RRW4lER4mDlhKhKyQ8FknYz1fCbFEJjO3bYeLSETO3Tlj4GbLJpxvWob3ZHNgDi/A+WEf1w2ZPP7ZE9cT54EDc9kXgm0tclEE7zrGiURnm6edncQ01plXIx+wq+ZlXtSAzKxZiWoUCTNHLz2Q9NaaIVkmNsaJ2ZNl8GL13Qor41iFlVRlSLh9GZVUZKJrO+/YeVhrpqPLBSfkBSAq3ZDfRNFXoKiJdNUWka146fag7WUaVdmXy0VazEG21i9NBp5Rce7KllgbNtTToWl2bud2qsGFcY5aPacKisc2xX9kd5zW98NlsxAmf4dzYs4Cw+G+PQ1YAyg8j4X+e/lxA6caePdF8BJS3bsp1HFMfPUQAyufPnvLi+TMZBt65c4fZs2ehr1+DFs2b06ZNa1q2bE6F8uUR4LBTp040adIE3XLlaN6iBe3bt6N161ay86lD+3acP3dO7kfUjUxPf8uWLZupWrWKDDrbtmmDQYcO1K5ZU3ZPduzYEQE4K1asKMPPtm3b0LJlCxmACpgZHh4m9/Xmzes/OChF7cy7d24jAOWlixdkmL4jwI/LiohXGRJGmKygfvvyNO2tweg1FVgfUAO72Op4HtHH64g+68PUmWZTme2WXwaUMqS0tSGoVGmilfISrVqQWJWCHFAtxDG1IpzJX5TzBYpxUq0oB5XzsbNoSY6PH8cVa4ufBikVgPLLY8xfXT/+CkD54ponO/xd5NqTwq0o3JMCTIoYVgEpd4cEsysw8P3yMGw2b6Fu7doIN7WIlRb/uKBRqhSTxozB1cZGrhkp1j9/9Bii3vnHx7t3PH/yhEM7dyLckEFubliYmNCkUSOKlyghj1uVKlWS69z2MjTE381NjpcVkDLyvXtSRMeKFh0SIsPLQFdXXK2tST4ZQMad3O2i/FmAMkM4DM9t5ZVJaxipStrkQmQs0SVzjT6Zpg3J3NKGjC3tSDduQvqqWryeVYnnIzR52Lckt3uUJNmwNEcNNAhvpUl09yqcW9yDl6dsfhoA+16Q8Z/0I2pQbotYwMiAlvje6kVKuhmp6a7cSrMmOX0zF16aEXB2BpO9O9J5U01artKj4fxy1JishdbAIjSaWYlBVm1ovao6na3KY3/GiDNPN5HyzJmU5y4kPbXjbOpGDt9bwIF7M4i7PYWga4MJSRlN8JURmOzuQS+TOoyxb8GqqK5siumN16lx+Jweh++Z8QRenoDLaSPWbO/IMq/2WPgP4GD8Eh5dsvvhx0kBKD+OaIoZhQIKBf6HFPhWQPmhrqRIvFE8FAooFPh3KaAAlP+u46XYW4UCCgWAv7rB9DlM/BHPffc/Ypu1C2vmLpRr8OyLiODCiUTu3bjByydPyEhL4132JzeGPjtiz5+/YOb0KVSrrEud6hWoqqeNjqYGPj7ecn0zsfq7zAzepb0lWzQBKJ/eg73rIWgMBI0C/0EQOJArmw3o3rAcOhX0qFqtCg3qVsdlUU+IWwFxa2H/mpy2dxXvopeRvWsJWZELSA+ZxmvPEaRa9OD80pb4T+vOykmTmD9xGr4hCfjFPvnlLrzPj93PcFB+vk3x3GV3EmM2jKT5BC0ajixD7YGlqN63FN16FWZ07/wMG1KMvjN16bG4Ml2XVaXTshoYLK9B5xU16LqmBj3X62NkXpMxVvpMsa3BLIsqLFqpzbqphXCenpeguUoEzFbCbZpE0BKJcDMJl+VKmM7Mx/rNTTB1MsDYoT2b3Tth7tGFTd7dsAjoiZlfdyxCerM1ojfm4T3ZGtkL64hF+MbcyxXHLmD/XTZ0b8bM6mrMq67GDL18TBSQsqoa0/TUmFQ+P+PLqTGmfD65jauQMx1aNh/9tVTpqy3qTOZMRWTrgPcxriK2tb/2+/YeVorXRE1KASZFnckPtSY7aarIjslOcqSrcE6qYFBG1J3MTwfNQrTTKibXnWytpUGzMuq00CrFuBYVsRhdD5upTdg0tRWrJrRg9qQ2rJtrgO/6XuyyHMCVsNEkHgwjMP7bI3UVgPKzAfFvnv4sQHnNyQHhoNy5azcnTpwg6apwUApAeY9Hjx7x5MkTnj97xovnz+Ux+vHjx6xdu0auKSnAY7u2bWUoKWpDiqjE1q1byzf8xbyBgYHcBFQUNSZNTUx48jiVZ0+fyuDz5YsXnDl9mj69e8v1JTu0b0+Xzp1p1bIlFfX0aNqsGU2bNJHhZOtWrTAQwLJNG7mupVh3z57dZGVm8hFQPn3C49RUcgDlHRlQXrhwgQMHDrLdz5fLToqIVwEXI4xX0KB9OZr1Kc2oNRVY61cN2/1V8TpWC99jddkQocH0bVX+HlAKF+W4ccRKeYhTLcxhtSIczVeE0/mLcKlgMa4VLEZKwRJczl+c07/lJz5/YRJ79+HK5k0/BVIqAOWXB5e/un78+YDSkwcXvXCxssTLzo5wHx9E/KqAk/sjtrM3IoI9YWHvo1WD2Rse/n/svQdUFdcetn//3/cZk9zk3hhjoVlAxd4Tu0i1YwSxN+xdrNgbAoqKDbGgFOlVeu9gA2xIb0pHimBBFMvzXzNorknEmCiaclxrO3PmzJk5+92HfWbNc973x4nDh/mhb18UFYUfNAyia7duolNbb/FibE+cEOtGCoAyK/HmryLMqu8/4GJICAEuLrjb2nL8wAHUlJWRkZNj0MCBda5vGRkm/Pgjbra2CLGyfq6uBLq7i7A0ys8PoQngVKhF6WFri+WRo1wKsUdwgr4PlGro1340QCnWnZxK7czPqZn/b56sa8nTHZ14atyXZ4cG89xcmWeHVXi86wcermzP3VlSlE5oRv64ZqSMbMZFlWZEq8gQrdWVxO1a3L/x9685+cuxry2wxSt8O4N3DELtWCuMryoRcWc1udVHKX1iReVza6pe2HCjdD9mEbpMPzaQoZsV6foSULae2hSN3b1R2d6b7qtlmXi2A7aZM7h5z4SMe8dJqzQnqfww10qNuFyyiaj8FZzLmYh98gx2umvyw6amTDvxPYEZm0itPERqxVEyKyxJKTlJcokZyXfMSCk7QlLlfs6Xb+D0DW3WuwzkpPt0Ei7s5EGOZYP9LUgA5ZvndMlWiQISBf7eCrwLoFy2bJmkruTf+2Mg6d0/RAEJoPyHDLSkmxIF/k4K1HeD6U2A6YNvi6rA4pQju9bqc8b0MEHuHiReukRBTg5VZWU8fviQ50+fIdSSrO+fk7Mj/fr1RkFeFjnZ5kzQ1iIzM7Nud+FlAuCsfcqLp0J7Ds+eQVoQnFsIHnPAbRq4T6XWYwq+W1QZofw9/YcOQn/+GPK9NkDcfogyhkhDCDfgeeQensUepvbCKWounOZhxBGqPLdSbLOcy0f1sDDcwZYVa9i0dCXu/jdwif59sZUfXOM3xPF+CkB5OuAGSw8uYfjatgxbJsfAeTL0myVFP11Zhi5py/BV7VFf3wnVdZ1Q1lNEZUUHlJe1F9uwJe1RElsHVJYqMmJlRzTXd0FnRw9m7OvFQtPurN/ell2LvmX7xM8xnfYv3Lb8C2eDf2Gx6V/sX/p/MNzdlT0nVDE+PgwTAVLaDMfEajiH7cew12Y4B5xGY+I0ChO3MRi7jsLUXZuzwQk4/wnGzyWyAsu9R1jR6UsRUuq1/4I5bT5nSfvPWdb+cxFOCo9nta6rLSnUlxTjXFs3ZrJcXVSr4IgUakyOf9kmCDUlhShX2c/Qfrl8fV3zpXNSBJNSjVAXWstGqEk1QrXlZy9jXb9ATeZr1GSaoCLbjKHSzUU4OVC2OctVFTkytw97F3zP7kWD2T5nIJt1B7JzpRqH1o/AzfhHLp+ZTE7QOnxjbuP8B+J0JYCyvlnx19s/FqDMsTxNor0dPr5+xMXFkZGeTl5uLsVFRZSVlnK3QqhBWcW9e/eoqXlMTU0NNjbWDB48CMHRqK6uxqhRI9EcO5bSQG1cAAAgAElEQVR+/fqL8EBwN40cOQJNTU0EkCjUlly6dKnoniwtvSMet6KinJKSEkpKinFxdkJNTVWEDgKgFI4lAAjB1dSla1cE2DROU1MElAKkFOpQTpo0ievXr/P82TMxHlyAqEKEUXl5OXdKSigsKOBWTg5JyTcJDw8nwNVNUoPypYPUw3Ab3Ya2YsD4l4DSpRPmUYrYXemJy/X+7AuQEgGlXz0Rr6/qR2YdN8enTWvi/k9j4r9qSvJX35L5VRNyv25C4dffUvJ1U0q+/o78L5pw+/99Rer//ZKUYcpkrFtLhmnDgkoJoPz1nCJsqe/68eMDSnvyEh2xPHoUh1MWCDUfhfqRgksx2s+PSD8/wgVQ6e0jxrsKP4aztbBg8ODBdO7SmREjRtCtRw/Rab1NXx8nS0sRcgrHKLp1+1c/lKt9/ISr0TGi+9HTwUF0XOqMH0+rNm0QnNrCcYXaufN1dfFxdsbHyVmEkyGeniIwjfEPINrfXwSogqvynK0t1mZm+Die4kH2x6/H90uw9bbHHwNQCmDtSexOHq9uS61uY2r0mlO7tT1Pjfvw1HQgzw4P5en+QdTu6k3N2k48nNeGOzpS3NJsRtKI7zg/7Dt8B7cgamxHUrZp8Si54R15b9PsUz0n1HbMST7GuL0adF/XgYF7FJjh9D0G0aNxTJ9LWOFa4u9uJb3aiOSHu4nMX8+x8CnMOvgDfRdJ02LU53SeK8OwHT3ot64z3VdLM9m+A+ZJmsSW6pNWeZi0CjOSyw5z/c5eLhRuIShzMVax2gzb1ga1fe25VLKDvAdWJJec4kaRGVcKTInPP8Dl3P3E5R7gUu5+Lt3aT0LuYRKLjxJfYYDFFW02O6jg7LOYwqRjDQIpJYDyzXO6ZKtEAYkCf28F3gYojx49KtaVfCbcK5P8kyggUeAvr4AEUP7lh1DSAYkC/zwF6rvB9DFAmUvUXWxs/di5Zj3mxiYIsVwJUVHcTkujoriYh/fu8fTxkzqoWM/QCDeQdxoaoDZqJBMm6hAZEYlQ2+xn/37imy9Xqsshdj+4z4Rzs+HcTPCfw4vAJcRZzOfckaUUBuyAuAMQYwJRRhC9l2cJ1tRmhFNTlEr1nXzulRRQfjuTgpuXSbsQJt4QO2y8D/1Fy9i2ci1eETm4xFT9KVx4r4/nxwaUZwKTWXZoKWM3tWfEOgU0VrdFeXkblJfLo7a6A6qrFVHV64jqCkVUlymiurSuqSxRRFloi1+2RYooL1JEbXEHNBYrMnpZZ8bpdUNbvydTtvdFd3tfFq7qyOYF33FU7wtOrfn/OL7qX5jO/xe79eXZfXgoxubDMD6mxAELVfaeUsXkjDr7rDQwtlRn79nhGNkNZ7f9cPY4j+K4pxVOUb/f2fe61h9mvRJX30TW9pFleecvWaH4ObNbN2Z228Ysav+5GOcqPJ7RqjFTWwlQsq6+5LQ2wvIzEUSOk/4MTenPGCv1GWOkXoOVsp8h1Jwc91qtScE9KUa7CpGur8Bky0aotGiEcstGDGvxGUotv0BJ6muUZZowTKYpSjLNGK4gzfjucqzUaI/JrB5smdGbnfMHsGPOADbP7MfO+YM5vEoVm62j8DUZS5bHbOJjA3GLLv9DfyMSQPmzWe6tDz4WoBQclGkO9nh4nOP8hQukpaZy+/YtigoLKb1zR3QkCuBPAIBCDLcwV8fHxzNt6jTRLSnASQFGjh//IxMmTBBhorCuozOB4RoaYk3JBQvmEx0VJYJPwZ0pAEShFRUVkZt7W6x7eeLEcRE6CA5JoS7lpIkTRWemACImTpzI6NGjGTVyJCOGDxejZQ+amopA8smTJ6K7U3h/gttTcH0K4FM4T3ZWFomJN/APCCDaw4NsS4uP4t57BfDetkw/dULU6nWQtmTqlAZ/fzdPHOHwhrl0GyZN7zHNmLGzDQYuihyLas/Zq91xuNYXI/8mLDNvT4iZAdmn69dMqEUZt2YV0f+vMYlf/IfsJs0pbtKc8ibNqfqmOfe/+Y7qb5rx6OumPPyyCQ++bMLDfzchq7k0aSpqpCxdSrrBLrLMPnz06+u6CuvzJ01sUG0jD5rypr9ZH2/vt/6df+wn67t+/OiAssie29ccsDY7ht1LB6UAFyN9fYnx9ydW+Jv19ydKhIJ1kDLAw4PZM2fSQVGRfv3700ZeHlVlZY6bmoqORsGFKbzmYUXlr34kJyR75NxMEt2PAgx1trRkzbJlKLRToFfv3nTv0UN0UZru3UuAUGfS2eWnuFnBOSm8H+F9CQ5PfxdXPM6e5cyRI3jYnuRetm2DAJkPBck+BqB8kmJGtakqzG9M9ZL/8mi1LI+3duXpvgE8PzSEp6aDeLKrN49Wd6BqtjSVOi25oy1D8sgWRAxrhs/gFmKsa+qm0VReMv1T6/mhxqW+4zzJP4uV9ypUd/VFyag3ynt7o3GkDxOs+jPTYQBzXfuwzOcHNoUO5fDVURy9MpqtAUOYdLgjrSd9QdPhX9BzsQIDN3Wmx9J2dFouhfIhWXZfVCLszlKSqoxJLT/MzTsHuZRvSEDietae0aDHhqa4py6noNqamyVmJJaacbX4ABfzdxKTt5no3C1E5GwlNHMnIRkG+KdtJizDiPhbJ7lZeojwEj12+47A1GESKXEmCLC1vj7+ke0SQPmxvy0k55MoIFHgz6DALwGlkZGRpK7kn2FgJO9BokADKCABlA0gquSQEgUkCjSsAvXdYPowYOU34FzUXVx9rmKwfiP7t+3A9fQZ8cZNxrVrYszrvbIyah4+4Flt7a9+wf66Knfu3CH6/AVS09J+FcX1+n4/Wy+9CWH64DkdvHXBfyFEroX43XBtP1wxhZg9EG3C87jTPM0Io+ZuEdUPqrn/oIbKygeUlpSTn1tARmomCRfjcbdzZO/WrayeO5/d+lvxiCrA5Q0Oxo+i7VvO+zEBpX14IRtP70ZzsyJjN9W1kes7oL6qQx2QXK6IyrKOdSBykSLDFigybL4iSvMUGTZPWHZg6NwOKM3twLCXS+V5HdBYpMiIJZ0Ys6wzY1d0RmtVNyau7cXUzd8za8v3LNPvxNbVzTFe+m+Mpv9fdi38DkOTfhibKWFwaBB7jymx/4SK6Kg8cEadXeZK7Dmtxu4zahhYqbP9jBqm9rtwiiz7Q/Dsg49xeDEHFi1kScd/s6zTl8xp+7kIInXlGzNXvs49KdSYFODkBCHSVfYzhAhXsd7kSxelACjHtPyM0S/bGOk6R6UAJwXHpAAlx4ixro0YKdOIEdJ1TUN0TTZiWMtGDG3RmCEtv2CI1FcMlfovg6W+ZaBUUzQ7SbFuTEe2Te6G4cxurNbpwlKt7uhP78v6ad+zYUZ/9i5X4bi+Oq5GY7hhM4nUEBM8Ywr/sL4SQPmzGe2tD94EO3avXdMgkCXDxgpfNzfCIyJEl2NOTjYF+fmiu1GMeRVclJWVopPy8ePHVD98iJWVlQgoR4wYjqbmWBEqammNZ/LkyUyYoC1GuwqAUk9vJWGhIdzOySE3N1eEnkLMa0V5BeXlZSIIFWpFpqYkc/LkCXR0dMS6lWNGjxZdksLjceM0GTu27hwCwNSdPZsbN26I3x0PHjwQ4anw/gRXZmlpaR34vH2bzIwMMbbW28eXKy4uCG7Rt0HDj/ncpwKU54w3M21OL2YubcP4RXLoGrZlp0t7zKLaYn+zN25JAzAPa8cBJ2UCLLaScfrkWzXLPmFO8ODBZP6fz7jdtAX3W8rxWKoVz1rK8bylHLSQgebS0FQKmraktrkM979tSfl/viPtm++42b03qT+OF2HlhwSVEkD55umlvuvHjw0oawvtyI4/i+WRI9geP463vb0Y8So4KGMCAogNDOR8UBCxQUFEBQSIka9RAYFYW1iIsdItpaXp1q0b2zduxO3sWXycnPB1dOTG+Qs8fVz7q86/ePGCu0XFhHt54evkJMbBnj56hB81x9JSSgr5du1YtGABns510a5BHh4Irk0BTgrQMzYgUFy+inh1t7YWAaWrlTlVWR8WxPwRePO21zQ4oMyzpsZ9ATVz/k3Noq+pWSdHzQZFarb25Mm+wTw1HUKt4ffUrO/IgwWylOt8R/7IpmSObMZV9RYEqcgSqtWdVKOpPIz7Z8PJV+N4N+s0hx3nM/WYCtoWSmifGsY48yGo7u9Lv12K9Nzaih5bpem+pRndNjWl28amdNJrQoupn/Otxn9QGCdP3yWd+WFtR3osa4fifFn6b5dhiVcvTidrE1Gsx9XyHVy4vRWPC6sYubM7k6w6k/3gKOnlFiSXHudaySGi8rYRkr2BgOw1BNxajF/mErxTNuCTuhWPlOV4JK/EJ3UDUVl7uJpvyrXy3RyJncAOm9EkXdr7QSGlBFD+alqTbJAoIFHgH6CAACg3btyIu7s7krqS/4ABl3TxH62ABFD+o4df0nmJAn9NBeq7wfTBAcubgFlUJa6huezbuRuDteuxOnQEoebP9fMXRBdlaUEB9+/e5XF1Nc8ePxHj994W9/r7RuAFFF2G8LXgNQ385kKIHkRthRhD0TH54qI5tcl+PC7J4tGDhyKYrLpbRcWdUu4UFJCXnU3mzSRuXLpEpJ+/GC+2Y/VaVs6ai8VxW1yj/iRw6xfafyxA6RRdwSEPX6abDEZnVxd0dnZFc2MnNFZ1RG15R1SXdURlcUeUFyoyVACRczowVLcDQ2f/rykJ67M6oDRb8ac2TFcRtXmKqM/vyIiFnUQnpeaKrmjpdUNHrzuT1vZi8obvmb6xL/PXdmHFAhk2zm+K4e5eGB8aym7TQRgfGsyBY8MwPjyEvebDMDw6FAOzoRiYK7PDXIUtZsoYnFyE459mDCtxPhfP6h/asrjzVyzo8A2T5b5kSuvPmCnfmBltGjNVqC8pwEnpOoekEOk6Qe4zJonb62pLCpBylNRnjGxZtxQg5U+OyV9ASTHW9WW8q5rUZyhLNWaw1L8Z1PI/DJb+hsHS39KvxbeotG7OSo12bJnWHb1JPdHT7sqS8d2YN64rS3V6sm5GPzbNG8zBNarY7x5DjMVEbgWuJTzm/SKQJYDy3We8jwkosy1PE+vmRmBQENevXyMrM0N0NhYVFSJEsgp1HSvv3qWqqpL79+8jRAkJAHPx4sUiTBQgpeB6HDNmDKNHjWS4xnAmaGuz28CAmOgoMjPSSU66SWpKCok3rhN3+RKXLl7kSkKCCERTUpLF5wRI6eToyJIli39ySwrOSeG4ArBUVRPiZEfh4+PD45oaMW626t49EZ4K7snyl+5J4b0JkFU4X+z583ie8yTNzvatoO1jwknhXJ8KULoZbmW4dm+WrVfksEUfTroM4GzoYLyuqBCdMZmErLlcuD4fN/8pmJhOJvHU0d/ULdlkL/Gt21L2VRPuSbWiVk4BWreD1u1fLtuBXDuQVQBZeZ5Jt+GRTFvuyralVLotVS3kSOrWk8w9xr95rncdJwmgfPNcU9/146cAlIKD0uLgIazMzMTI1ABXV9GhKDgVzwuAMjCIC0FBnA8OJjYokEh/f0J9fTExMmKSjg5b1q/Hw86OAFd3/FxcifD2oSw3DwFGvunfk0c1JF+OE12UQkyrr4szxw8eZPrkycyZNQurU6fwc3cn0MNDBKIRvnV1JwVAKTTB3Rly7pwIOJ3PnOHkgQN42Z/iQc4/10EpRrvGGVGzqSPP5n1OzVpZnuzoxlOjfjzbP5jaQ0rUGA/goX4XHixuxb3pzSjW/JZUtW+5OOw7IlWkiZvai6yj86hJtfqgjrtXsO+vuryfY4lP+EY2u05iocNYplmrM8FCiZGHfkDJsAcDtnai13p5FJfL0HpeU1rO+JrmOv+ltXZruk/oy8iFakzZporS+i701uuA4rxWdFwgzZDtrVjs0pNjcaOxiZ/ILvsx9Nsig8nl4aRXHiWj3Ia0Mjuib+3GO2MF/hlb8Epbj2fWHHyy5+CVMZ9zaQvwSd+AT8oWvFKXE5ixhQu39nH19iGulRpz6OKP7LIaQ27ikQ82phJA+aZZTbJNooBEgb+7AklJSX/3Lkr6J1FAosBLBSSAUvJRkCggUeAvp0B9N5g+CqAUwFlUOdZnPdmut4aDOwxwtjhNpI8vNy9dEiHlnfx8KktL6+Jea2p+HbX14rl4g/vp02fi8vnzN99Mqndg7ufCTRuI3g5RO+DCQZ5dseNJViyPyguofvCQR9U1dYCy4i7lxcUU3r5NTno6qddvcOXCRaIDA3GztuHA9p2snb+ILStW4xme+U7xrjZB+RiZ+7LJ2BoTixAcI/5Y3OXvGa+PBSitQ1JYcUwXXdPezNzbm/FbuqGxshPqKzqhvqwzaks6obqoI8oLFFGaq4iSrqIII4fM7MCQmYoMFdqsl8sZigyZUbeuNFORYbM6oDZHEY35nRi5sDOjFnZmzOLOjF/eFR0BVK7swcRVPZi4ppcILKcs68q6zb0wMhnAngODMNjXn30CnDw0GKMDgzA5MpQd+wZicHAoWw4MZsO+wWzcPwXHyNJ6HX4O4WWYnApmk5EVxsf9OBtcUO++v2d86t03sowTxmYs696cxV2/RbddUya1+prJbT5nWtvGTG3dGB3ZxoyX+oxxUnVxroIzUohwFUCl4KgU6k4K4FKAlCNaNmJky0aMkmrEKOm6NkKmEULdSTUh0lVsn6HS8nNUpL9CVeY/KMt8wzDZ7xgi04x+Ut+h3KYFy9XkWTOhK0u0e7BMqwfLtXuwULsX87R7s1inN5tm98dklSpWW4YTcGgcaT4riYq9jEv03ffSSwIo653VfvXExwSUgrMw2dEeN3cPYmNjSUlOJic7W4xJLSkurqsZWV4uRqgKca8CpHxaWyv+kvf06dPMnzdPdD4KbsfZs2djZGSIv5+fCB8Tb9zgtMUp9PRWsGD+PCZPnsSPP45j3LixaGtrMXPmDBYvXsS2bVsJDgokPT2NuMuXsbG2ZvUqPaZMmcIEHR3Rmamvr094WBi1tbXUPHokOjqF9yPUyRSiw4VI2sLCAjGiNjM9XaxRGRAYSKi7B9lWZ94Kvy4dMsVm0wZOrltL8B6jt+77rpDsbft9KkAZfnAPP+oMpdPAFoyd3YptZj2w8h+Ka7QagQnj8biggom7InNNWrF1qw5JJ81+U4vs06e4vmsHVxQ7U/7fplRJ10HKFwKgbKsI8h2hQ2dQ7AZtO/K8bUeetuvCY/lOVMq2pXj8eHKMDcmxOPWb53qbpq8/JwGUv5pSxA31XT9+bED5tNCO4iQHThww5cSBA7hYWuLjUFeHMlJwUfoHiOkcQrSq4KQUQGVMYKDoagz29CT43DkEN2Oopydhnl7EhYVTdjuXF4J78tkbrimFTc9e8Pj+AzKuXRWdkSEeHiJwFGClEA/r4+wk1p0M8/YmwtdHBJIClHzVwjw9ESDqOTs7zp44gdmePcT4n6U61+6dIUxNng2xvkY4nNIn2HUn5WkW7/zaPwraGtJB+ST1GA/2DObF3M95tFqG2l09eGoygKdHh/LslJq4fLy9O/cXt6F0SktuazYlUfVbogY3xX+oFFen96TYSZ8nuX9uyPtK+6th+3A+vQFfh23kXTNv8LETzluRY0FKiin+l7Zi6jOfFZY/Mnm/EsO392Gwfmf66rWn9wp5+go14Jf3YYr+KPYeXUxCtCn5N47j77+e5SYjGajXmS7z5ZGfIUfrqS3ptlCOoeva02WmDH0NmuKcP5nU8iNkVthwvfgUAVnr8MteTmDWdgIyN+GRMRu3rGm4Zk3FO2s+vhn6eKXp4Z+lh1/qDsKzdnLx1j7ib5tyo/wAJhHaHLCeQnn6h6knKgGUb57TJVslCkgUkCggUUCigESBv4cCEkD59xhHSS8kCvyjFKjvBlO9kOQXbrz3368Sl8AU9mzdjsGa9VjsN8XLzl6M4rp5OY7ctDTKi4p4UFHO/YoK7hQWIjhkkm4mkpqcgnDj+FZ2Fvl5QtxfCQ/uP3j3mNdXI/3kPlTd4sWdFCoyr5KTdJXUpCSSbqaQlJhE4vVr3Lxxg5z0DPJv3SI3M5P0xEQSzl9AiAnzdnLihKkpO9esY+XseZw6fha3qPrB1ivNDlpHM0ZT62e1w3SmzMHCK+29wM2r49e3/BiA0imqnIPn3Fl8bCjzD/Vn4q5eDF/VmeF6XRghtq4MX9aZyRt/ZMmeNSw32cbSPZuZvGEKQ2Z1YqhuRxFSDpnRQQSTApwcPL0DQ6Z1YOj0DijN6IDyrPaozm6PxtyOjFrYhdECpFzQGc3FndFa1g2dFf9rY+d3Ze6KbhgY/YDJ/gHsMv4BY5P+HDAdjOHe/uwzHcR2437s2DOAzcYDWGcwAP09s+sFlCc9kpkwadbPxm7suAkctr3QoGPnEpTDrsnaLOz8XxZ2+ZbpCt+hLfcfJrX5giltGzOxdWO0ZBuLgPJVzUnBISnEuGqLkFKoSdkITQFISjUSIeXwlnVRrsOlGiHEuWpIfYa69GeoSjVGWepLhkn/h2Gy36Ii1wzVVi1QadWSQdLNGda6JctUO7BMqwsztXuwfFIv9Cb2YoVOL5ZP6cv6WQPYojuA/cuH4mAwmpAjWqS5zeZihBduMe9f21MCKF9NYL+9/KiA8owFmdaWBLu7ExAQyLWrV0VQKESvFhTki/Uiy8pKRSel4FQUIeW9e+IPTO7fu8eN69fFeih+vr54e3tx6dJFMtLTKS4uIjQ0BG1tbdTU1Bg9ehRjNceKka1CbKumphDdOkasPamsPIwNG/TJeOneTLp5k9CQELwEKBAYINawFN6PAEYfvYKTd++KcFJweJaVllJcVCTWuczOziI5OZnY8xdwP+fJdSdHBJfo6wDr9fXja9egoa7+s7lh3exZosvx9f0+5PqnApTRh02YMlWFjoO+Y5BOC3QNWrPDuT37/FthnzAQp6sD2ercjBl7pDixZzFpFsfr1e11PQRIeWXtWuLbtKWqSXPuSbWmVq4tLwQnpQAp23Xmebsu1Cp05JFCJ2raKlLWuh3506dz6+jhdzrH6+f7rXUJoHzzHFPf9ePHB5S23MtyxN3mFIcMDbE9cQIP27P4OTuL0FCs+yi6KAO5EBzMxeBgLgQFi2BRiGkVomCj/Hy5FBpG1rXr3Cu+w4uaxyAAyudv7jtPn8OTp9Teu09JVjbXYy8Q7e9HiOc5At1cCXR3E4FnhK8v0S+jXYWl8F6E2pOBbm54OziI9StPHTqEuYkJmXEu1BY6vBOoKrxxnAVzhAhr1Z/a+HGjuOC/551e/wqS/d5lQwHK2ttneGg7jccLv+HRwiZUr23LE4M+PN0/mKeHlKg9MpTHu3tRvbIt92e1pHRiS26ObEbgoO/wHiLN5RnfU2S9jMeZf37n5IMcKzatnf3TuAljOGK4Bu7Wmxp07F4f65oCG4oyTpCeeJCEOGNCI7bi4bsWVy89PHzWEhi0icsxxiTHHaQs/fTP3lfW1YO4e61mlYkmI1f3o/PMDnTWbU/P+V1ooy1H753Ncc7TJfPucdLKT3KlyJTArPUE5qwhKGcLQRmGuKcvxiVzGnYZE3HOmoZH5hw8swVX5QK801cQkr2eC7nGXLq1j6QiCy7dMWGe+SAiwzbzOM/mZ+/n9X6967oEUNYzr0k2SxSQKCBRQKKARAGJAn8LBSSA8m8xjJJOSBT4ZylQ3w2m+uBWg2yPLMXS0o2da9azf+t2bMzM8Xd2IS48nMTLl7ly6RLxFy8SGxmJv68vPp6eBPn7ER4aQnREBBfPx3ItIZ60pJvk3cqh+sGDnw3ic8Fd+aiGZ9WP/teePuX138U/f/Kc4vxikhKTuXThEhFh4YQEBBAaFERYcAjBgYEE+vkRERpKZEgoYUIdI18//JxdsD52jL1bt9W5J/XW4B6U8pvuSSv/24waM+5nNyhe3WgSAKJT1Pu5y942Th8DUNpH5GPoaMKKU0OZYfw9o/W7MGptV8as78boVT2YbzyfXZZWHPe8hFVwFmdD87AOvs0J76sYWruwyHA9Krrd61yU0wQw2Z6h09qjNK0DSlPbM3Rqe4ZNb4fqzPaoz26P2uwOjJjTiTHzXrb5nRm3sDM/LurC+EVdGa3bCa1ZHdi0uSd79vyAodH3Yjtg0p/dRt+zZ28/dhl+zzaD79m443tWburLpv1rcYz4dUyvY2QFE6fOfePYjdHURnDFvk3/93uuEhvrINYr9WFht2bM79ycyW2aotXqv0xs8wWTBUjZpjHaco0ZJ8S3CnUnpT5jtHRjxsp+zo8iqGzEeNlGjJNpxGjpRmi0bIR6y0aia1K1eSNUmn+GitTnqEn/G1XZb1CR/Q5luRYot5JGubUsQ+RkUGotzSKl9qzT6sI8re7Mm9ALvUm9WDOlD6sm92HjrP4YL1Ni/zp1rAw1CT81mTy/eVyPsMI7puiD6CMBlD+b5t764GMDypwzp0l0csLVzZ2oqCjxByVZmZnk3r4tuhLv3CnhJ0hZUSFGvj64fx+hJuWzp894+vSpCAhvXL9GRlqaWG+yuvoh52NjUVdXE2tSCs5JwTUp1KgUmgAutbS0RGA5YGB/VqxYTllpmeiEvJWTw83ERDGm9eED4UcsT3n6tJZH1Y/ESFchcrbOOVkmwknB6VmQl4/wurTUVK5cvUpAYBCBrq5k2ljVC8B8dhu8cV4Q5va9y5bW+7rfAmS/9fynApSxR/Yza7oG3ZVbMHyONEsPymPk1ZEjkW3xTBuGf4YGRp5yzN+vgP2BNWRYvL0G5ev9FCBlwio9EhTa86BJc+5KtaJaVp6aVu2oad2eh206cLd1O6qkWnFbsRM5CxaQbX6sQTR+9d38ajl/0sQGOc+r/kceNOVNf7M+3t5v/Tv/2E/Wd/34KQDlkwJHrke7cNjIiJMHD+J42gJPMbLVVQSQQsyrACaFJrgoYwLqolYFYHkjNpbbyclUFZVQ+6C6DkzW/K/2ZM2Dah7eraK68h6P7j1AuKYU/9U+h8dPeVHzhOqKKkqzc0iNixv9hoYAACAASURBVBchaLiPN2FenuK5BXAp1sEMDKxzW76MdnWzscHm+HEOGhpidfQI5elOCG7Q34IsQhTqisVT3zjXaI4dSfHNE795jN86R33PNwSgrM2z5nHAap4sa8njxd/yeJ08jzd14vHO3jzeO5DHewaKNSjvLZCjYmozirWakj22GddGSBE6Sp7o2f0pdNKnNvvPDycFXQ8aLX3j2KmpqXI1bH+DjV19Y/r69tqCd6uBKuyXe8OMqxf24Oyxhj0ndVm9dwI/zOlKt40tsMqcQU6VBanlx0kqPUxM7m5CsvYQkL0Wn+wleGctxiNrFtZpE7BM18IxYxJuOdPwzp6Nf848Qm7pEZO7g8u5+0jIO0Ja5TF2BY/DzHYWlRnv7xSWAMqP/W0hOZ9EAYkCEgUkCkgUkCjwMRWQAMqPqbbkXBIFJAp8EAXqu8H0fhCl6ncBCJfoKlxDcjA7dJxda/UxM9qD3YlTOFla4WBtg+NZWwKEX5z7+uAlxGgFBIjN38cbP29vEVYK28KCA4kKC+V6fDzFRYViXbEnBUU8vpbCk7hEnly+8bJd5/GVmzzOuk11VZVY/yz52nWiQsMI8vXB31s4rhe+Xl74efsQEhhEaGAw3ufO4efpiaezK5YnTnLKzEysOWS6axfb9FazcclyrKy9cI/57ZjWHabOb7xB8eoG6HGXa79Lw98zXh8DUNqEJrHJajbzDw/kxy3dGbupGz9u7YGu0SSMbO05E5CMU1T9Ljrr4Bz22Hgxa/Mchk3vIMLJoZPboTS5HcOmvGoKDJuqgNp0BdRntENtZns0Zndg1BxFRgmuyjlCU2S0bkdGzVJETUeBZSs6Y2TQmz2Gfdht0BsTo74YGvTBcHcfdu3qw5ZtvVm3sRdLVnVnt9lhHCN/PZZH7S+/dewMjp5rsLETxtlFiHrde4rV/bqzpJccczu3YGLb79Bu/Q2T5f/NZPkvmdjmK7TlvkRT+nPGSH3BSKl/M0LqK0bKfMkY2c/RlBNclY0YK9uIkTICoPwMlRaNUW7xOcNafIGy1NeoyDRBRVZwTUqj2loWpTatGCjbih/k5JgxQIGNOl1ZNqE7K6f0ZdXk3qyc2JM1U/uiP6MfO+YPYu8aNU4a/UjgqankBy7gZvgp/GLzPpg2EkD57l8Bb4Idu9euaVDIkmVtSaSLK35+/ly6dFl0IWZnZYn1KIXo1DslJWJNylegUqxLWVnJgwcPuFdZJbrWryTEIzgdS+6UIIDFiooKVq5cQd++fRg+XEN0nQjLV23kyBEoKQ1lyJDBeHt5iXWLBTdkoei8TxHjXvPy8qiuruZeVRWVd/8X6VpWVgczBeekUHfyds4t0fl548Z1QsPCcXd146a9HUKE7SuQ9Mulvq5uvXPD2JEj633dL4/zex9/KkB5/ugBdGcMp4dqc0bNl2H5UQVM/Lpw8kJ7PJIH4XFzCDvdpJhv0glP0y1knf59savC/gnr1xLXpRtV/2lK8XfSlLSUo1iqFcUtW5HXXJr0AQNIX7eW7FMnGkzfV9/Lr5YSQFk399R3/fgpAOXTAntKUlywMD3Ewd27sTpmJka9CnGrQR4eomsx2j9A/OHbtZgY0uITKExPpyq/kEflFTyrrhEdkTx5JkJHwSEpQMnUkBiu2XuS6uJHunsQN118STwXQFFqFi8EF6XopHwGT55DTS1PKu9zr6iEO1k5ZF+/QeL588RHRohQ9FXdST8XFzxsbbE/dYrjpgfYv3MnUX72VOe9m3syO96s3nlG+Iy6nNnYYJCrQQBl5gkqdwygdta/ebSqDbVbe4p1J2tNBvN471Cqt/ahckEb7oz/lvxR35Ci0ZSLKs24MLo1N1aqU+K7nSe3399V9zqoa6j1J/lnGTlSo97x27NjYYONXUP16XHeWcozLMhNNGOp8WgUV7Rgx0UNMu4fIa38BKkVx7h25wARt4zxy1yLz+3Z+N2ag3vWTJwypuCSPgOntBli5Kt3ti5emXMIvr2cmLwdXMozIS73AGnlZtglz2Ob+TgKk469t0YSQPnu14+SPSUKSBSQKCBRQKKARIG/ngISQPnXGzPJO5Yo8I9XoL4bTL8HeH2YfStxCkjjyKETbFqxiq1r1mNquAe7U6dxtjmLm70DTnZ2uDk5ExkcTLC/P35eXgQH+BPo5yuCSzdnF865uYkOy7CIcK4FBPM4IJwXUQkQfQViXraoeAi7yGPvYK64euDr54unuzseTs64Ojji4eKCr6cn/l4++Hh64e/jQ4h/AM72Dpw9Y4ntaUvOHDPn2L59GGzczOpFS1izcDEnjjviHlXyTgBmzdaj9d6gEG4wCbUNP4yuv4bFDQ0oBfB4wt+fVRaqTN7dh/HbeqC9rSfLDy3gpE8Cjm8Bk7/s82m/ZLYcO87wOX0ZJrgop7RjyER5lCYqoDxZAeVJQmuL6hQFNARI+bJpzGrPSN0OjJjdnhEz2zNienuG/ijPxKnybN/UjT27emGwvQdGO3tiuL0nu7b1YPuWHmxY3x09vW7MmNsLC6+rOEVV/mocjMx93jp2+gYWv3rNL/v1vo/dQvM5qr+b1T90Y/n3rZnXRZZJCjJMlG/OZIUmTFb4L5Pa/hetVv9BU/ZrRkp/w3DpJqi3bIKG1DcMl/mKETL/ZpTMl4yS/RwN6S9QlfoKZan/MEz6G5RkmqIs2wLVVjIMk5Olb0tpujeXpmcLKUZ3a8XWid1YPbEHy3R6snJSbxFQCnByy5yBGCxS4tAqFU5uH42vmQ653nNJCT+Gf0wOTlG//jz+US0kgPLdv74+BaAUIFua7Vl83T3wDwwiPj6elJQUsR5lbu5tCgsKKCoqQnAr3rlzBwEQCvGqVZWV5Ofncf5CLNeuXaWwoJDysjJxu9Dj69euMk5zLH369EZwnAhNmDPV1dUZOnQIPXv2wNjIiIcPH1JTUyMeUzh+VlYWF86f58aNG1RUlP8szlWApcXFxRQVFoq1Mm/l3CIjI53ExBtER0Xj6eXNRRfn36w9OW/ixLfODUnHG8bh9ykB5eyZI+ip3pwxi2VYaabAvoDOnLjQDucb/bCN+57NDi1YsKc7wUd2kX3G4ndDRMFJeXX7Ni4rKXHjy6/J+aoJt79pSkrT5qRNm0bm3j2/+5i/FwC/ApOvlhJAWTf31Hf9+EkAZaEtNXmOXAh04NDu3Rwz2Yf1MTMcT5/Gx8mJmIAAEUpW5hXw6E4ZNWUVPK6opLbyPs8eVPO8ukZ0QgqxrTyty9eIdTqH/xYTsqw9uXMunAqfGAqdg7h62AY/46NUFBQjRnEI+z95xvOaWp5VP+bZvQc8qaiqO0dpOQ+L71CQls61mFhCPD1xO2uD3cmTWBw6xP4dOzl14ACFSc7UFtm/E3gRYlxffRbftDxqsvydjvNHgNUHB5T5NlT7r6V6XnPu6TbloZ4CT7b24YnhIJ6YDOHxzh94sFyRsikyZI1syjXlb4gc8h1hGq24vnAAZb47eZr/267TP9LXhnhNSdLJt47d6uXTGmzsGqI/vzzmCYcFdFkkz4Qz3Yir2MntSjtSy0+SVH6U+BIjwvPW43drAT45s/HO0cX31ix8subina6Pb/p6PDNn45W6mqCszcTk7eRinjFxeaaklB7DL38Na81GkZt45L01kgDKd79+lOwpUUCigEQBiQISBSQK/PUUkADKv96YSd6xRIF/vAL13WD6o9DgfV7nEl2JlXM0mzdsZZveGvZu2sbhPSYc2W+KnaUlnk5OeLu44urogP3ZsyJIDAvwJyo4mOjQEGLCwrkQGU3c+QtcikvgnOkRkvYcodLRiypnb+67+opNeFx21o2kPYdx2GpAUHAwUaGhhAcEEurnR4jQfP0I8PLBzdEZa0srbK2scbQ5i93p01gcOoLJLgN26m9g04oV7Fy/CVPT0zj43sAlun5X4OvaGBzxeOtNCqHG4ev7f8j1hgaUDpFFmLgdYpHZYLR39mSSwfdssdqBTfAfq63pEHGHAw7BTFs3XYx3FeCk0gR5lLTboqyjgIqOPMN05FGZKI/6FAXUp7ZDfZrQFBg+rR0jhDZVARVteYaOkmPpovbs3toVgy3d2LWpCzs3dWWrfhc2rO6I3jJF5uq248cpHTCxDHrjGJi7XHvr2JlYNBxcfvU5EFzHzr7pHNHbxPr+3VkzoAOLerZhqmIbJndozdQO0kxt35xJCk3Rav0tY+WaMlKmKeotm6Em1QIVqWaoSn+HukwTNGS/qWsyTVCT+Q5V2eaoyLVgsHRzen/XnP6yrZjevyuL1ToxZ1hbVo/ryKapvVii3UOEkwKYXDf9B7bPHcDeFcMw2zgSF+NxRJhrk+Uxm+vhlvjH3nqjlq/680eWEkD57l9fnwpQCkDqur0dHs4uBAbVQcrUlBSys7PFuNf8vDzRrSg4HAVAWOeqLCUrK5Po6CiuXr1CQUHBT4BScD6+ePGCyMgIBLdkz149UFFRFmNfBw8eRLduXdm0cQPl5eU8e/qUqqoqhDqXpQKgzMzkfGwMCQlxYj1LYZsIJouKRFian58v1jIWHJsCnLx5M5HomFjOeXkT7uxM5llrcs683QG4Zd6bo58FiDB+9OgGA2mfClDGHt6P7owR9BnRAs1lsqwyb4eJvyLHohVwvjEQy/M9WWPZFN0dPbl4fN979T/54H4uTZtKRMuWJPfsQfrKFWQ1EPD9JcD8JQSSAMq6uae+68dPBSiFeNSyNBdcTp9k/85dmO0zEV2UF0NCyUtOpeJWLkUZOdxOSSfrZjIFGVlUFZZQU1HF03sPefHocZ2LUohuBWJdPTkybREZlu5UBV6kKugSFd7R+G8y4dTyDdwvq6gT4mU9SgFy1t57QHVpBWW387mVnEr2zRTy0zIpy7lNWfZt0uOvEOxxDiszMw4YGIiJIQlhjtTkC/Gutu/U8q8ff+s1iKftlnc6zrue7/X9PjSgfJJsRrl+L2p0m/BgeRuq13fk0fZ+PNo1iOpNvbi/WJ67U1tQpt2c6xrNCRjcjJDhbbi2fgxl/jv/Ms7JVxoK8bzjxo6sd/zM9jUcXH71HhpyGRy6id5LO9JncxvMkyZT8NCWzApLUsrNSSw/SFzxTqLzNxJyexXeWXPxyJyBd85MArM3EJSxl3OpC/FP30pYlhExudu5mGdEfN4BkksPEVyyip2WE8hPljgo6yYeyf8SBSQKSBSQKCBRQKKARIE3KyABlG/WRbJVooBEgT+xAvXdYPojwOB9XmMfks9ptwQcgm5h453IARMzNixfya51+hzZbczpo2acPGImRqt6ODgQ6OlJdHAwlyIiiI+OIiE2hviYGOJjY7l2OY6UlFT8nF05OXcxfqs2ELXNiNjte4jZbkzkNkP81mzCfMY87I8d5/KlOM5HRBETGkZ0cAjRgUFE+AcQ6uNLoIcnHg6O2J6ywNz0IAeNjcVfvO9er8/2NWsx3G6Ala0fzmF5uIQXYumRgGNw7m/CGLvQEn7UnvLGmxRzFuv/5uvfR+uGBpR2EbfYbrOBmQd+YIphf7ZaGWMX/v6ASnBT6hnvZOgEBYbpKKCkJY/S+LYoa8mjoq2AygR5lCe0RVVHQQSVGpPboT5JHvWJbVGf0BY1bXkGjWrN8LGyrFnWjp36ndiyRpGNqxVZt7wdKxYqMHdmK7S05dCcpsjslaM44nThjS7KuUs3vnHsho8Y1cA1KP/nQBQgpYtPCsdW6rNNqR+blbqyom97ZnfrwLROikxTlGeaohyT2kmhJd8CzTbNGSnbHA3plqhKS6MsI4OqrDRqctKoy0mj0aolw1u1FJcDWzRngEwLJvVtx1LVTmyb0IM1Wp1ZMb4za6b0Eh2TelP6sHl2f3YtGsK+FcM4vFaNI5tGYGuoyeUzk8j0mM+VCGd8Ygsb5PMsAZTv/sXyqQClCHosT3PNzhZPFzcCg0K4dPEiyclJZGZkiDUehTqPAhQUXJV5ubnk5+WLdSejIiO4fOmiuI8AEysrK7l3r0qMZ3327BnhEeGMHDmcTp0U6d69K126dGbTpo1ibOzz588RaloK+9+9WyE6NVNTkhGOGR8XR17ubRFGCufLvX2LW7dukZNzCyGCNj0tjWvXrhERGYWXtw+hzk6kv6Xu5OswK3K/CRrq6m+cG040YKTupwKUMYf2M2O6Ot+PaYH2GjnWWrRnr197zKPb43pjMKfCu7HUvAnztwzgyomD7wUoBZ0zjpuTtGsHmXuNEZyVr2vfkOsSQPnmuaa+68dPByhteVrkSHa8C6dND2N91Jywcz4kxl7g5sU4LoSGER8dQ+b1RHISkylMy6Qyv4ia0rs8q3zAi/uPoPoxPHoCz1/wsOIuyydOZWY/ZS4dOEOqhStWSzei1qkHIc7uvHguOCef1u3/oIbn9x5SW1HFw+JSyrJzuS0AysQkkuOuEB0UQkJULCmX4okPi+TcWXss9psS7GrDvWznd6o9+TpY2r5hzhvnmUk6mlRlnvlLAMraAhuqg/R5qNuUBwulebS+K08MB/LYRIWHOwZTvrADxROaUTD6GzLVv+GiSkuiJvUgef9Mqi4dojb/3YDu67r9GdZdLd98/SjMMxcD9jTY2H2MvuenmDFmSz96rmnH8DPtOXdrOQUPbciosCCp3IyrpftIKNnLxcKdBN9egVeGHkFZO/DPWo1vhh4+mcvxydAjOHsTsWLEqzHx+XtJrtiNRdp4jjjOojT95HtrJHFQvnlOl2yVKCBRQKKARAGJAhIF/h4KSADl32McJb2QKPCPUqC+G0zvA8B+z2tFJ1hkCbY+STiEFuAcVsRZr+vY+6dw1uMyR03N2b5uPQb6GzmwbSeWh47gammDl70TAa7uhHh6EebtTaSfPzFBwVwUgGXseW5cucr16zew3meKofZEjk2fg8X8JWIznzkXY61JmG/ZzvnY88SdvyjCSQFKBnqcw9fJBS97B1ytbXA6ZYHtMXNO7z/A4W3bMdbfyE79jRhs2cFZO29cgrNwCs7GxvMqzuGFOIYXY+V1A9fwAlyi7r4VzJxwu4HOlJ/XLBPgpE3gh6vT96axaGhAaR2SzFIzLXQMe7PWfAN24R+uP2eD8zA46cDIGf1R0W6HspYCSuPlGfZjW9EhKbgkVbXbik1tgjxCUxeWWvKojZdHWVOe/uqyjB4jzbJ5rVi3tC16C9qwZE5rZk+RRluzBaN+bMW4GYpMXdyd9cZ731gr0yG8jBUb9jNi5Oif3STcaGj51jF/03i8zzaXmCpcfdOw3LIHk5Fq7FL/Af2hPVjYuyuzunZmRudOTO/UgSmK8ui0l0NLXhrN1lKMlJNBQ04OtVZtUG/dFo028gyXb4ta69YoybRkcs82bNXuxv4537NlSnd2zPmBLbr92TCrP5t0+7Nl3iC2LxiM4TIlDq9R5dTm4dgajMHtgBaXrKaQ7qtPbFQk52LuNJgeEkD57l9VnxRQnrEQoz0Tbc8S4OiMxzlPwsLCuHjpkggCExMTSbp5k5TkJFKSkxEclkmJiaJLMiIijOSkJNFFKUTAinUqqyrF+Nbnz54RHRXFpIk6DB48EAODXQj1JgV4ef/ePTESVoCTJSXF5ORkExd3mZDgYOLjLiPAypSUuvMJ576ZmEji9RskJCQQFR1NcEgIzk7OxDg4vDOcfAXIXLdvQ3Pk/xwy6mpq7Fu+rEGB2qcClBGme9GZPJT+45ozZWNr9K07YOwnj3lMO5yu/MCxwA4sOPwtq7YO5/qJIx8NKL4aiw+1lADKN8819V0/flJAKUS95juSFGOHm4Ulvg4ueDo44ePsyvnAEK5En+dKVAxxEVGkxl+hKC2Tilt5PCi8w5OyuzyrqOK5ACurHsBziI8+j1KPPmwfPRn3ZZsZ07k3+iv1qH5YLcJMYb/nd+9TW1ZJzZ1y7uUXiU7J2zdTuB57kbiIaK7GnCc+PIpQL1/OCe/F0QUfW0eCna0oTXH83XBSAE2VGWfYuv7n14+zZ2iRduHwe8Obt4GsD+mgrM05TYXpaB7OacqDlR14tOV7aoyGUG0wgHsrO1MyVYa0Ud8Rp9SEqMHfcnNWH/Jt9HiUdvoPafa2fn3s5zxsNjNxwtifXT+u15vRoGP3Mfr4pOAsRmemMWhTN7rrt2X82Y74Fy3lVvUxUivMuV56iKt39pNQYsyl4h1E528lPMcA34x1eGUswidzBX6ZqwnN2UhcwT6uFBwlociQ2PLlLHT6Ht/gDTzKff96oxJA+eY5XbJVooBEAYkCEgUkCkgU+HsoIAGUf49xlPRCosA/SoH6bjC9DzT5Pa8VAUt0Gc5R5TgG52HhdB6n0FxcBXdYSDZnz13Gzvsajm6R2Jw6y4l9pliYHsLm2AnsT1jgcOoMjqfO4HzaWgSX7ja2BHt6czEikmtxCcTHJWBjeoid2pPYqanFLk1tdmpNxGKXEZdiL5Jw8TKRAUH4OrviYWuPk6UNZ46YY3HwiBjlesr0ECf2HeDk/gPYmJ/GxcEXV79rOAVl4RaShktwBs6RZSJcPel0HoegbBzDS3GNKMQ15u2AUtDJMbKCY05X2HsykJPuSQ0Gc14fk4YElI5Rpex3Pcv0Az+w+PBsLP3/WKzr6+/3l+uOkeUcdIhkynIdVCa0Y5iWAsrjFVD+UR7V8W3rYKSWPKpia1u3HF8HKAVIqTSmDQPVZBk+SoYZE1uiO6k5U8Z/h+aoZowcK43mtHZo6XZCW7crusvn1zsmTlF3mTxj4U83mLQmzsAxorze/X/Zjw/52D04B4e9Jziuo43JaBV2aAxh5YA+6Pbozqxu3ZnVtSszunRkakchAlaWCQrSjGsrw+jWrRjZWh6NVgqoyLVFpVVrlqp0xXRuP2x3aHBigxr7Vg4V3ZH79dQwXK6KwdJh7FupwqENwzHbNpqzuzXx2DeeiOM6pDjPJDNAn7DY67jFNKwWEkD57l9VnxpQiqDI8jTpVlZctLPDy9kFNw+h/q8/AYFBBIeEEhoWSnh4uAgmIyMixOhtHx9vQkNCSEi4Qnp6Bnl5eaIbsrioSIxtFZyVAngMCw0R3Y9CDcvi4iIxLlaIjc3JyeHmzZtcuHiRgMAAfHx9RTgaERlJRESEuB4SGkpwcDB+fn5ic3FxFl2T16ytybI684egWvIJcwKMDDm3awdXjzY8mPtUgDJo325GT+jHIO2WTN/Whk227UVAeSxSAbtLPdjv1Zq5+5uxbbsWiafM/pCWHwoyvs9xJIDyzXNNfdePnxpQCiDmUa4DSeddxOtCh5Nn8HFwxsfJVQSVEd5+nA8K5WpULDcvXCYj4RqFKRlU5ORxL7eQ6sI7PCosEWtVUv2ESJ8AtkyezeaxEzm0YSsV+UU8v19NTVEpj4pKeZBfTNXtAkqzbpF7M4W0uCvicRMiookNDCHU0xtPB2cCXD1wsz6LnflJAl0cKE5yRIj8fB9wlBNvRqTXbpKiD1LzAcDNb72XDwYoC2x5fNOM4pWdubdAhkcb+1C9fQD39PtQvrQThVNlyR7VlGtqTQlUak705B7ccdnAkyxLat8xCve3+vKpnz+2b8VP148jhmtwK8HsvT4Ln7o/r85/I94Eje19GbqlNz9saYe2VUccM6eT9NCQtKqDJJYd5HqpKddKTUgoMeBi0Q5i8rcRemszUbcNSSg6xpWCwyQUHCLxziHiyzaw/8oIdttPJi/J/INoJAGUb57TJVslCkgUkCggUUCigESBv4cCEkD59xhHSS8kCvyjFKjvBtOHhCe/eayouzgG5WB97hpOYSU4hRdj7RGPnX8qzlFluEZX4hpdgWt4Ia4hOZwLzcArLAPPsEy8IrLE5ik8DknCxT0EiyNm2J2wwNfZjdjwSC5Ex+J11h7Lnbs5s90AD0trokMjiAoK4Zy9A/anz+Bi70pAeCLekTm4h2bjGpSBV8QtvKJu4xGWjUfYLTwiC3GLLsM1pgrB+ekaU4lzcBbWHpdxDs3HMaIEG68bOARm4BJ9V9znN/su1BL8yK0hAaVdWDbrTi9n+h5lDruFNFjfnKIqOeObwnoTE1QmdEJVWwFVLQVUBSfluLqm+uP/oKSw/lMb15Zho9sweIQcw4ZLo67WDHWN5qiNlmOkjjxauopMmN+VUTrt0ZzyPWZOl9/Yj817bH66uaSqqsYRu4tv3O9jjK/wefQIL8bjjA9ndOdybPw49o8bwcZhA1jatzdzu/diTvcezOnWBd0uCszs2IrpirJMadeC8W2k0Oogh0631mwc1wPTRUM5uEoNyx1jsN4xmjNbRmC1fRSW20ZzeMMIDm8eje2ucbjum4DrAW2Cj03kmu00crzmkBpuRkhsqvj5b+h+SwDlu39V/SkA5RkLEVBlW50hxcqSBDs7whwd8XJwxN3BEVcnZ1wdnXC2d8TZ3gFne3scbe1wdnLi3Llz+PkHEhkVTcKVq6LLUqgpWZCfz92KCu7du0dJSYkYB5uRLtSPvMmFCxcJDQvH29sHF2dn7GzO4mRn9/LYDrg4OOHq6IybgyNu9nb4OTkS6+TEDVsb0qzOkH3m9F8GqH0qQHnOeCtDxnZh2JQWzDZsw2aH9hj7tuVohAKW57uw20Wa2XukOLB7NskW5n8ZPX8JMyWA8s1zTX3Xj58cUBb9/+3diXdUZb7u8T/hrnPvOevcvqeVwdajrVe77+q2Jz2Kc4szSIutnFZRhoggkwSCgEwhgQAJJCHzUJkq80AGICEJEGaEJCTBACFkgIAQQUEGez137UIUkqqQsbKr6pu1amWqVL3v5/3tt3btJ+/eCbrWmqGLTbmq35uqjKhYWULClLAhUlmWZFljLcqwJGpLZrZ2FGzSga3lOlyxR8cOVKqpqk6ttUd1pv64WmvrdWTvl9pfUqaCFKtyExJVnrtRNTv3qPFQjc4cPaG2r47bws2TlTU6uu+gDu/YrX0lZdqeX6TCtEylxyfYVnAawWRc8AalR8Vq+8YEnanN0OWWHF0/Ze2XwOVmiJ3KRwAAIABJREFUODTQn/sroLzWHKf2vHk698EvdOGTB3Vp/p91cc6jOjvp1zo59m5VPfev2vH4/9CuF3+pvV5PqjFrga6diHMpq67Goqo8QM8888xP+5DxIbPcpm/fn4xVUs5UPbfkD3p28aN6/PMH9fLaB7Sw+AltbPxIld8sVu1FPx0656vKr1eo8ms/7T+zTPtPr9Ch04GqOrNB1WeDdLh9pXad/Uyr9r+gyTHPa99uP13tY6B/c0wIKO3P6fwUAQQQQAABBNxDgIDSPcaRXiDgUQKODjANdLjw8+O3K2lTgxLyjyi59GtZi5sVm7lPiYXHlVx6rlPgcyMYNMJBe7d2WUvPKHNrg+It2Qpc7qcNq1YrMSxCuakZys/I1saMbGUnW2XZEKHodcFKiE7UxpLDyiw/pbRt7bbHTTECyB9vtjDyx69/bvOtoeJ5pZQ0Kzp9j1I2Nyil9JySCuuVWnxCKeXtndpv/zFufbyB/3ogA8qIwv16P+B5zYvwk7HScaD7aylu1eqEYr3zyViNMK5DaVyP0jiV62vDNOLHoPKp14b9GE7+GF6+PFQjXhqiJ0bercf+ereeeOFuPTVyiJ5/fbheGnuPRo//tV5993499+pQjX7vIfmsWtmpH2FZdXr++Z9P4zjVO6DTfQa67/YeP7XsvHJyDirz8+WyvPN3BY8aKd8Xn9Bnf3lUHz/yiD588CGNf/B+ffjrezXu3rv07sP/obkvPazVH/xZSQv+qgz/UYr8/GWF+7ysmAWvKHbpG4pf/JoSlr6meL/RSvF/Q/mBb2pT0N9UFva29sa9oxPZ76mpYJr2bduorPJWpwXzBJTdf6kyU0D5U/gTFaH66EgdsQWWkTocE63q6ChVRkXeuEVG6FBUpKotsapNsKg6MUElqanKzcvX3r37dPzYcZ1pO2M7nevFby/arlHZ2tKqmsM1Ki0tU25GpvakJKs20aLq2BgdigjTocgIVUYZt0hVRRvPGWULS2ujI/VVVKSM8PR4lOsEkzctByugjF4wQ3957X49+94v9KHvcPkk3qtlOUO0tnioQkvv1bz4f9d/LxmiqBVTVBcWSkD5Y0h/c9wcfS5dHSB722xuTk73N3on3NPR/uPgBpQWXWlJ0aWmrBsh5cmNaqrMVkVBkvITrUqLipM1PFpZMfHKiU/UxsQUbU7LVFlOvnYVbdG+knJbILmzcLNK0jK1JS1TVbt261hNjeqNW3W1KjZtUlFKmspzNmrP5hLt37pN+7aUamfhFtvPNqdlqSApVXnxScqMsdieL9eSpFxLvGp2WPV1fZ4uN2fp+5Z0fd+UrmstCS4TTvVXQHmpar1OTn1E7R8NV/vMP+vsjD+rbcKvdXz0L7X3qX9R2RP/S7v+9oAOLx6jC7vX6qoTVofeDK8G+rOx0vX9caN+CicnfDBGV072/bSlA93unjz+heNRis2eoldWPKaX/f+i55Y8qmeXP6S3o36jeZueVljlaGU3fqBDFxap6uISHWifpy/P++jLC/N14OI8FZ+eppCDb2p82u80cuWflFXko0v9WAMElE54geApEEAAAQQQQGDQBAgoB42eJ0YAgd4KODrAZC/86PeflbXbTgOZtPmE7Tp/xqldYzMPKKW0TcbpM3v9fNu+UUrpGaVuqldCymYFrQzSmqW+Wufrp/W+/lrnt1JJSXnKLq5TRtnpGysh+7CK0QhNjeeLzf5Slvw6W7CauOmE0stO9fmxe23QRX/sBZQTpi6Uo5uPb1y3xsJY1bg6I09vLf2TAlMLO/9NWbuStp6Vcb9+7VfZeUUXHNXi0ASNnjBSI94YrhE3Q8qbQeUrwzTCCCZfMW7DbJ+fHDlET744xBZOPvvqUL04Zrjt9K6vjvtPvfDGcL381n16e9Ij8vbvGD626533fz411+uj31ZC8cBda7GnVtbydmWXtqooaZNSx7+r2FEvaN1Lj2v5U7/TnEcf0pSH7tO44Xfps6cflmXOC0pa+JLiF7yk1OVvKH3FaFmXjlLmijHKXfu2rAFjlRPwlgrWjdXG8HHaFjdOh63v62jm+zqZ+76aN32iw9viVbT9iNLK+zeQjsj5ymFNGrXa8fqtxiqnVdGl/VtbXWxHxrh8Nt/XbpDQ2/l4oP7OXtixZOYMUwVGxyJurLDsGNocMwLDH2/1URE6kJSowvQMlWwt1d59+1VTU6u62jpVVlZpR8VObczNU5k1VbXxsToa5ZqBY0eDO31vL6B8beRIzf3gfYe37MWL+jT+R8JDFfDZBP3x5Xv04oT/o4mrhssn6V4tzR6iNZuGKrBwmD7d8D/17oL7lBUwV0cjwvr0fHcy6MvvQ2bOcOhkGLKC0v7M5Gj/cXADSuOUqQn6vjlDFxsL9H1zli43ZenrY4Vqq8vV4fJMbc+2qiQ1RQWWJBVYUrQp0arilHRtsqRoY1ScMoLDFO+/WjlxFjXW1+ubr7/W2VOn1NbSonNnzujrtjYd3LlTSUHBSg5cr9yIaBVZklVizVCxNUObk9JUkGBVUXKKStOStacwXc1VOTpdl6dvGvJ0tSVdF07k6tumPNv1MnsS/Az2fe0FlDM+eUdL5n9o9+b3xcTbw9fmOF05Hq2zaTPVPn6Izk/5rc588js1ffCgql/7D+189t9U8cpw7Z/6jFqz5utyXXifT4M72GYdnz9q3fSf5pTnn3tWX+0KvN3ITU5he7EhSlvKF8gr9BWNXjdCr69+Qq+uelyvrP2TXg/7nf6R8v+0uOJxBR4eocC6J7Wy5nEt3PMHTcp5WCOD7tPvvX+lP8z4vcJSpuvcscgeGxm156gujZrtOK+HrZnW4+foOLY9+T47YYnd/ccjR47Yn3D5KQIIIIAAAggg0E0BAspuQnE3BBAwj4CjA0w9DUV6c38jqDLClJTy80otaZYlr1rJpWf6LWAwVkGmlBmnhm2WtaBOKRsPyVpQrfSSE7ZrXt547n5csVh2TvG51YrJrbGtHrSdltY4DewdQg5n/95eQNnxjfqt378/6bNu9yEwu1hvfP6wZgXPkaW45ba/iymq1+KYaEUV1tz28/7qv7FiM6bwmHwj0/XRHC+NfPvRG6spbWHlPXrqtXv0xMghevMfIzV5rrdeH/esnnlpqJ55eYheeGOYXn7rV3rpreG2cPLF0b/S6Pce1DuTnlJkbu1t7V24OuWWAxvPaE3c9tt+31/96evjGKspN5YcU1FolKwfvqMNrz8v/+ce09y/PKSVY/5LhX7vq3TDRJVHTNDWkPHKWfPfSvV9W5nLx6pgzThtCX5Pm0LeV1nkh9od95FqUz5SU+4EnS6aoJMlC7RvR4Hytx1T2razA9L/9Sn7b3F+ultfE1Daf21xhYCyuwHTschw26pLI6jcYrWqICNTBdk5KkpLV4U1VYfj4nTUBVdBdrf/9u5nL6C8dQ639/WGWTP7FBjuD16rGV5j9IcX79KrU+7S5LX3yCf5Xi3NGaLVhUPkl3W3Jq75F42d/X+1bb1vn57LXp/782efjnu3W/PLTccP/zZmQPvDCsq+XJfRouunMvVtU6GutKTr0skstR/P17WWNF1vTdCVkxZdPpGgSyesaq+36vThZLUcSlTLwQS1HspQ/e5M7cpLUm5UpAqTU23B5LcXLujC+fO22zfnzunSt9/qaHWNMsKitTU1QQe3pOjEvnSdqkrTqUOJaq1MVFutVd82pOnS8URdbrTYVkkaKyW/a8zWBSM4bbLqcnOevm8t0PXWZKcGIz0JUTre115AeXO7sPf5pZEv3Na3a02x+jp3nhqn/1Fnx9+vlg8f1vF3h6vmjV9q36hfac/Ex9UU+6m+qw7VVTdbVWhY1u8KlBFK3rSKXjfjNp+O3q7+vbEy9GTtekXmTdGHYS9p1LoRenPt07bbSL8/6qnl/6knlw/V44vv0m/n/G/d+9G/a8jou3X/2If03NQRikmdrjP1Rkjd89P7GrV307k7nwko7e8/8lMEEEAAAQQQcD0BAkrXGzNajIDHCwxmQGkEMFZjFWX5WaVvPamUvqyavEMIeCOsNFZlGqFoP4aSHR+r7LwSCo8qvez0gPanL+HVQAaUMZuP6ZN1Xnpz2W80ftUYrUhOUlyxMbbtWhwbrvErxiks78CABFo3TZLLzimhpE0x+fVaEZmtOSsDNXPJcs3zD1FgQrniNzcpYWubQjMP6u8TR+m5V26snnzxzeF64fVhN1ZPjr1Xr777oJZtSFVy6e2reZcF5+nFka/aDnxMme03oH252afefradqrj0axWV1utAVpB2hE5QccA7Opw4XYdT5mhv1ExtC56qkkAvlYROUXH4x6qImKw9URO1P3aiqpMnqyZrmhryZ6lhq78OVBRqy446ZW1rtV0XdiBPY0xA2X8vT+4UUP4UTEVF2ILIr6IidCQmSsbqyqORETICzJ/u4yFfD0ZAuTMoQBPGj9TvR/5Co2bcrSnrfqX5KfdoWe7dWr1xqJZa79KElf+qD2f/RXuCA0w9JgSUvZtrHO0/DuYKyqutabrcWqRrp9L13cl0nf0qQ1dbHAWAFl1vjr+xQs/22aJrzRZdabLoUkOKWg4XqO1ko86fbtP5tja1nzmrc6dO69zpNp06XqXzX2XocmOirjYZAaTxtz8/1o1gydIpfDLu892JNLU35OpKc7KunsrTldY8XWtJ7HRfM4ZTfQ4oT8aqOe5j1Y67X8f+Nkw1Y4apcux9Ovjx42qMmqpvDwa71elcO45hXcVavffuG7b9x/H/GC3jeo0d7+Nu3xvh4ncno3WiNkiJm2ZoXvxbenPVU3rZ9zG9sOBRPTb9N/rtBw/o12Mf0ENv/kYvTnxaC9aO054dvrrUGNNrHwLK3s3r/BUCCCCAAAIIuL4AAaXrjyE9QMDjBBwdYOptINLjvytrV6pxasiyzteb7PFjdQwLB+v7snPK2n72xvUsB6sNXTzvQAaUxqpYI6ScG+GnsYuf0usLH9HohY9qzKI/6bXPH9a8cH8llJxyXqhXdt62mtVYXWkEl7eeXtb4ekPmIU3xmaa3xo/QyNEP6K+jhmvkmOF6Y9yjWh6WZjslrb06jM5v0MezfGXZ4sS+dDGm9tp468+MUD5n+ykV7zyqvTt36qudGWrcGqQT+ct0PPcL1WfM1xHrPFVZfXQka77q85eoviRUh3YWqWxnlfK3Nyq9/KxSy28Pa299jv7+moCy/16O3DKg9JDwsTth62AElMciI1S48gtNmfysRk8fqinrh8nHOlTLcn4p/4yhWhTzS30aMEzrl72nw2HBBJQ9qFdWUPZyBWWzRVebEnX9VKqutGbpwok8XWnuffBnhJWXm3J10Tgda2OuvjuZp4sncnShIVtXWjJ0vaVzANmdcMkIKb89YdWl5nxda03VlaYkW8DZnb8d7Pv0OaA0wqq6DTqeNF0V7zyiylnPqTlpli4eCta1frzG4GA7dfX8lxtjFLbmU9XuWNPr8K2rxzfr74yg8kpTrC6eiFLVgZXK3eyt2PQp2pA8WaHxkxSdOEXZ2d5qPLTOFkxe7cWqyVv7TkDZf/uQPBICCCCAAAIIuJYAAaVrjRetRQABSYMeUPYhdOnvQMRTHu9Tn7UyTtva3ducJRE9DxTLzit2S6NWWfP0eeQ6zQsPkF9yphK3mi/QuxFcnpd/VKGmL/5C0xcutgWXHVdOukt9pG0/p/ydzdq2u1Z7KvbowI5yHdi2WQe2Fmlv6Wbt3lauip0HtKXiqLJ29N8pl3vqF5ZV1+0avVnLwdYve16rfZiDuAblz6sVG8I3mDqE6k7Q56r3qQ/fIGMVYE9u6YsW9Hm8jkWE6avwEBUHLVBqoJeSNvxdibGjlBwzWtawd5W/fqZqw9f3+XkGelwCP53WIzu/j70GtE8ElF0ElN1YUXW1JUnft+TpWqt1wAKg3pxy8tbwxPjauD7m1ZYs26lnO/7OrN/nJy/Q3Jn/6PZt0dwPOo9Bc5wuVIfoSNIMnSpcrMtHen59QbP60K4utt1brq1pbD9GAHnzs/H1ze/7y3Ch9wfdrlOjpgtSFnau1Vva3F/tuvk4XIOSwzAIIIAAAgggMFACBJQDJcvjIoDAgAkQUA7g6V77EHz0NMzh/owjNeD8GiCg/DmgHOgQicfH2lNqgICyeyHHzQP9fMaLGqAGXK0GCCgH7NAGD4wAAggggIDHCxBQenwJAICA6wkQUDo/1CBIwpwacI8aIKAkNPOU0Ix+Oq/WCSgJW1wtbKG91Cw10LMaIKB0vWMmtBgBBBBAAAFXESCgdJWRop0IIPCTAAGlewQlBF6MIzXg/BogoHReaENAhrWn1AABZc8O9BOM4EUNUAOuVgMElD8diuALBBBAAAEEEOhnAQLKfgbl4RBAYOAFCCidH2oQJGFODbhHDRBQEpp5SmhGP51X6wSUhC2uFrbQXmqWGuhZDRBQDvwxDp4BAQQQQAABTxUgoPTUkaffCLiwAAGlewQlBF6MIzXg/BogoHReaENAhrWn1AABZc8O9BOM4EUNUAOuVgMElC588ISmI4AAAgggYHIBAkqTDxDNQwCBzgIElM4PNQiSMKcG3KMGCCgJzTwlNKOfzqt1AkrCFlcLW2gvNUsN9KwGCCg7H5PgJwgggAACCCDQPwIElP3jyKMggIATBQgo3SMoIfBiHKkB59cAAaXzQhsCMqw9pQYIKHt2oJ9gBC9qgBpwtRogoHTiwQ6eCgEEEEAAAQ8TIKD0sAGnuwi4gwABpfNDDYIkzKkB96gBAkpCM08Jzein82qdgJKwxdXCFtpLzVIDPasBAkp3OIpCHxBAAAEEEDCnAAGlOceFViGAQBcCBJTuEZQQeDGO1IDza4CA0nmhDQEZ1p5SAwSUPTvQTzCCFzVADbhaDRBQdnFwgl8hgAACCCCAQJ8ECCj7xMcfI4DAYAjExMToo48+6nSLLWwUgYfzAw/MMacGXKcGps7w7jR3ent7D8ZU3uVzzp07t1M7P/vkE3lK4EM/CTddqQZSly3ptL0a+2k7duzocjt39i8d7T/uKFglVwsLaC8BFzVADTizBoJXd94vM+b5s2fPOnsq5/kQQAABBBBAwM0ECCjdbEDpDgKeIJCXl2f3QFh4xiECynLXCUoItRgrasD5NTBpklen+dNYlW62j4CAgE7t9Jo4kYAykuDOlYI7T2lrsM+8TturceC6trbWVFOLo/3HjSnLCChbCHucGfbwXNSbq9XAAp9pneb5iRMn6p///Kep5nkagwACCCCAAAKuJ0BA6XpjRosR8HiBnTt3dnqDZBwIC7KUE1ASUFID1AA14KAG4opO2p07o6OjTfe6EhcXZ7etlaHBhJSElNSAyWpg6cyZdrfXM2fOmGpucbT/aAlfQEBJQEkNUAPUgIMa+L4xVpMnTeg0zxtnu+ADAQQQQAABBBDoqwABZV8F+XsEEHC6QF1dXac3SEZAuXJDLsGEg2CClWrOX6mGOeZmq4GIzCq7c2duTo7T5/E7PaGjlU47AtcQTpksnPKUVYL00/Hq3Rkff9xpbpk0aZJ++OGHO23qTv29o/3Hdau8CSYcBBOutsqL9rIykRro/xo4vi+k0xxvvPdetWqVU+dwngwBBBBAAAEE3FOAgNI9x5VeIeDWAm1tbXbfJM37Yi0BJQElNUANUAMOamDF+nS7c2dFRYXpXjOMa9cZB7863ixfLCKgJKCkBkxUA6WrO5+O2dhufXx8TDevONp/nPrJZAJKAkpqgBqgBhzUQIF1eaf9MWOeN67rywcCCCCAAAIIINBXAQLKvgry9wgg4HSB69eva+aMGXbfKG1I3U844SCcMNtqLtrDCkNqwHk1kFDcpqnTve3Om0eOHHH6PH6nJzSuXdcxnDS+nz1liurCQgmoTBRQsbLQ8cpCT7AJne9jd1sNCgq602bu9N93tf+4d8tqwgkH4QQr0vp/RRqmmLpSDSxdZP99txnPwOH0FxaeEAEEEEAAAQT6LEBA2WdCHgABBAZDwJqSYveA2ILloQSUBJTUADVADXSogVVheXbnTG9v78GYwrv1nH5+fnbbbF26hICSgJIaMEENVIeGaJrXZLvb6e7du7u1nTv7To72H9cHcJpXVwpMaCsBHzXgnBo4WLrW7hzvNXmy2k6fdvYUzvMhgAACCCCAgBsKEFC64aDSJQQ8QaChocHumyVjhU1EVjXhRIdwgpVqzluphjXWZqyBGZ8ttDtnZmZmmvYlo7S01G6b50+bRjhlgnDKE1YH0seuV4emLVtqdxtdtGiRaeeVrvYfj+4NZhUlqyipAWqAGrilBqKC59ud52M5vatpX+doGAIIIIAAAq4mQEDpaiNGexFA4CeB0JAQu2+YZs1dSkBJQEkNUAPUwI814Ojak8Y/dJw6deqnOdVsX1y+fFlz5syxO88H+8wjpCSkpAYGsQb2rgvS1Mn2V08WFBSYbTq5rT2O9h99F88kmLglmGCFmnNWqOGMs1lrYFeR/WsMG/uPtTU1t82rfIMAAggggAACCPRWgICyt3L8HQIIDLrAgf377R64Nt40+SwJIpwgoKIGqAGPr4HwjEqH86QZrxHX8YUlIyPDYfvjFi0koBrEgIrVhV2vLnR3ny9mTLe7bU6dOlXnzp3ruCmb6vuu9h+D18wlpCSkpAaoAY+vgVPV4XbneON99uqAAFPN6TQGAQQQQAABBFxbgIDStceP1iPg8QLLlto/vZjx5sk/JNvjwwkznmqSNnEKVGrAeTUwafLHDg8wVVRUmP41pLm52WH7jXl+z7pAQkpCSmrAyTWwbt5ch9tlQkKC6ecVo4Fd7T8WWJd7fDhh1hVdtIvVhtSAc2rgs1lTHM7zO7Zvd4l5nkYigAACCCCAgGsIEFC6xjjRSgQQcCBQVVXl8M2TcfA6JGU3ISWr6KgBasAja2Cm92KH86PVanUwq5rvx8bpIo353NGtOjSEgMrJAZW7rw6kf45Xh4bO93G4Lfr5+ck4NbMrfNTW1mrSpEkO+7K/ZA0hJavoqAFqwCNrYOmiGQ7nRlf5JxRXeB2ijQgggAACCCBwQ4CAkkpAAAGXF8jLy3P4Jso4oL0mepNHhhOsUnPeKjWssTZTDQQn7dIkL8f/+R4eHu5y835oaGiX83zp6gBCSkJKamAAa8D4R4DPP/20y+3QWPHsSh9bt27tsj/5rKT0yHCGFXrOWaGHs/mcD5au1ZSPHf/jxooVK1xpiqetCCCAAAIIIOAiAgSULjJQNBMBBLoWWL9+fZcHmZYExBNSsoqOGqAG3L4G/ENzupwLZ86cqR9++KHrCdWkv/X29u6yb2nLlhJQDWBAxapCx6sK3d1m00p/Tffy6nL7q6ysNOnM0XWzrCkpXfZrQ+A8GddiI0wxX5jCmDAm1ED/1UBhqm+Xc6HxT79mv75w17M9v0UAAQQQQAABswoQUJp1ZGgXAgj0WGD27NldvrGaNnOelq62KCKr2u1DCjOt5qItrC6kBga2BuI3tSggokCfzb/zwaVvvvmmx3OrWf7gwoULXc7xxsGzRdOnK2HxF6oMCSasJKykBvpYA5tX+WvNHf4xwNjuUlNTzTJN9KodoSEhXc4tn07zUlTwfB3YupagklN+UgPUgNvUwPeNsSrPW6lVvl2/hzbm+bq6ul7Nr/wRAggggAACCCBwJwECyjsJ8XsEEHApgfnz53d5kMl4g2XcZs75Qn7BmQqM26qw9IOKLThBaMnqOmqAGjB9DcRvalZEZrXWJWzTyg258lkc1K05z5j3jh496lLzub3GNjQ0dLu/frNnK2XpEhX4+2lH4BpVhRJauvtKP/rXu1WetWGh2rMuUMUBK5Xpu0xxixZq1hTHp4m+uS9lfA4ODra3qbrcz4xTX9/aL0dfe8/+RNkJS2wH9au3BamlMkzGQX5WcvXfSi4ssaQG+r8G2r+K0vF9ITKur1uc5af4sAXymjyxW/NeUVGRy83pNBgBBBBAAAEEXEeAgNJ1xoqWIoBANwXS0tK69WbL0cEnfn4jxMUBB2rAPWrg888/1+XLl7s5g5r/blevXpW/vz/z/I//cMN26h7bqSuOY1ZWlvknjB60sKysjHmFeYUaoAaogR9rYNKkSaqqqurBLMpdEUAAAQQQQACBngsQUPbcjL9AAAEXEKioqODNJQcYqAFqwONrwFgV5K4fRjjiiqEObSZQdPUamD59uvbu3euWU8vBgweZV9h3oAaoAY+vgWXLlun8+fNuOc/TKQQQQAABBBAwlwABpbnGg9YggEA/CtTW1qq7p3x19YOFtJ8D3tQANdCxBgoLC/txRjXnQ7HiibrvWPd8P7A1sXr1arW0tJhzQuinVhmnwzZWnlNLA1tL+OJLDZizBiwWSz/NpjwMAggggAACCCBwZwECyjsbcQ8EEHBhgQsXLmjL5s1atnQpB5r4b2hqgBpw+xqYM2eOMjIy1Nzc7MIzd8+abvTV6LPRdw52mvNgJ+Pi+uMSFBSk3bt392zjdOF7s//o+jXLvMMYUgPdrwGvyZMVGxOj2poaF565aToCCCCAAAIIuKIAAaUrjhptRgCBXgkc2L9foSEhHMAmpKIGqAG3qwE/Pz+Vlpa61bUmezrRG9fZNAwMCw5Kdv+gJFZYOaqBqVOnKiEhQfX19T3dHN3q/uw/so042kb4ObXh6jUw38dHuTk5ajt92q3mbTqDAAIIIIAAAq4jQEDpOmNFSxFAoJ8EGhoatGvXLuXl5Sk2NlarVq3S3LlzOaBNaEUNUAOmr4HZs2fL399f0dHRtgNKO7Zv57/d7bw21NTUaNu2bcrMzFRERIR8fX01a9Ys04+vqx/opP2uebB+2rRpWrJkiUJDQ5Wamqri4mIdOHBA586ds7N1ee6Pbu4/5ufnKz4+XmvWrLFdSsDLy4u5hf0HaoAaMHUNGPtAK1asUGRkpIxreBunyK+srNT1a9c8d1Kn5wgggAACCCBgCgECSlMMA41AAAHxojxaAAADIklEQVQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwDMECCg9Y5zpJQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAKmECCgNMUw0AgEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEPEOAgNIzxpleIoAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIGAKAQJKUwwDjUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDAMwQIKD1jnOklAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAqYQIKA0xTDQCAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQ8Q4CA0jPGmV4igAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggYAoBAkpTDAONQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMAzBAgoPWOc6SUCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACphAgoDTFMNAIBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBDxDgIDSM8aZXiKAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBgCgECSlMMA41AAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwDMECCg9Y5zpJQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAKmECCgNMUw0AgEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEPEOAgNIzxpleIoAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIGAKAQJKUwwDjUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDAMwQIKD1jnOklAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAqYQIKA0xTDQCAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQ8Q4CA0jPGmV4igAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggYAqB/w9GnD/aRtANjQAAAABJRU5ErkJggg==)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Sic8de3btYli"
},
"source": [
"There's no built-in function for `groupByKey` in plain Python,\n",
"but here's a simple implementation."
]
},
{
"cell_type": "code",
"metadata": {
"id": "EzJPZJCWtWF9",
"outputId": "cd972c46-7c05-49ab-a57d-e6e655349544",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"from functools import reduce\n",
"\n",
"inputs = [\n",
" ('🐹', '🌽'),\n",
" ('🐼', '🎋'),\n",
" ('🐰', '🥕'),\n",
" ('🐹', '🌰'),\n",
" ('🐰', '🥒'),\n",
"]\n",
"\n",
"\n",
"# Since we're getting a single dict from all the elements,\n",
"# we can use reduce for this.\n",
"def groupByKey(result, keyValue):\n",
" key, value = keyValue\n",
" values = result.get(key, []) + [value]\n",
" return {**result, key: values}\n",
"output = reduce(groupByKey, inputs, {})\n",
"print(output)\n",
"\n",
"\n",
"# Roughly equivalent for loop.\n",
"output = {}\n",
"for key, value in inputs:\n",
" values = output.get(key, []) + [value]\n",
" output = {**output, key: values}\n",
"print(output)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"{'🐹': ['🌽', '🌰'], '🐼': ['🎋'], '🐰': ['🥕', '🥒']}\n",
"{'🐹': ['🌽', '🌰'], '🐼': ['🎋'], '🐰': ['🥕', '🥒']}\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "1EmT-9Zawa_q"
},
"source": [
"In Beam, there is the\n",
"[`GroupByKey` transform](https://beam.apache.org/documentation/transforms/python/aggregation/groupbykey/)."
]
},
{
"cell_type": "code",
"metadata": {
"id": "67fZUiWiwnAf",
"outputId": "f95c455c-c554-41de-bc8c-e755584064d2",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"source": [
"import apache_beam as beam\n",
"\n",
"inputs = [\n",
" ('🐹', '🌽'),\n",
" ('🐼', '🎋'),\n",
" ('🐰', '🥕'),\n",
" ('🐹', '🌰'),\n",
" ('🐰', '🥒'),\n",
"]\n",
"\n",
"with beam.Pipeline() as pipeline:\n",
" outputs = (\n",
" pipeline\n",
" | 'Create (animal, food) pairs' >> beam.Create(inputs)\n",
" | 'Group foods by animals' >> beam.GroupByKey()\n",
" )\n",
"\n",
" outputs | beam.Map(print)"
],
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"text": [
"('🐹', ['🌽', '🌰'])\n",
"('🐼', ['🎋'])\n",
"('🐰', ['🥕', '🥒'])\n"
],
"name": "stdout"
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "gnoz_mWtxSjW"
},
"source": [
"# What's next?\n",
"\n",
"* ![Open in Colab](https://github.com/googlecolab/open_in_colab/raw/main/images/icon16.png)\n",
" [Reading and writing data](https://colab.research.google.com/github/apache/beam/blob/master/examples/notebooks/tour-of-beam/reading-and-writing-data.ipynb) --\n",
" how to read and write data to and from different data formats. \n",
"* [Transform catalog](https://beam.apache.org/documentation/transforms/python/overview) --\n",
" check out all the available transforms.\n",
"* [Mobile gaming example](https://beam.apache.org/get-started/mobile-gaming-example) --\n",
" learn more about windowing, triggers, and streaming through a complete example pipeline.\n",
"* [Runners](https://beam.apache.org/documentation/runners/capability-matrix) --\n",
" check the available runners, their capabilities, and how to run your pipeline in them."
]
}
]
}