{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Tutorial 2 - Spatial Network analysis\n", "\n", "```{attention}\n", "Finnish university students are encouraged to use the CSC Notebooks platform.
\n", "\"CSC\n", "\n", "Others can follow the lesson interactively using Binder. Check the rocket icon on the top of this page.\n", "```\n", "\n", "**Lesson objectives**\n", "\n", "This tutorial focuses on **spatial networks** and learn how to construct a routable **directed** graph for Networkx and find shortest paths along the given street network based on travel times or distance by car. In addition, we will learn how to calculate travel times from a single source into all nodes in the graph. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Tutorial\n", "\n", "In this tutorial we will focus on a network analysis methods that relate to way-finding.\n", "Finding a shortest path from A to B using a specific street network is a very common spatial analytics\n", "problem that has many practical applications.\n", "\n", "Python provides easy to use tools for conducting spatial network analysis.\n", "One of the easiest ways to start is to use a library\n", "called [Networkx](https://networkx.github.io/documentation/stable/)\n", "which is a Python module that provides a lot tools that can be used to\n", "analyze networks on various different ways. It also contains algorithms\n", "such as [Dijkstra’s\n", "algorithm](https://networkx.github.io/documentation/networkx-1.10/reference/generated/networkx.algorithms.shortest_paths.weighted.single_source_dijkstra.html#networkx.algorithms.shortest_paths.weighted.single_source_dijkstra)\n", "or [A\\*](https://networkx.github.io/documentation/networkx-1.10/reference/generated/networkx.algorithms.shortest_paths.astar.astar_path.html#networkx.algorithms.shortest_paths.astar.astar_path)\n", "algoritm that are commonly used to find shortest paths along\n", "transportation network.\n", "\n", "Next, we will learn how to do spatial network analysis in practice." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Typical workflow for routing\n", "\n", "If you want to conduct network analysis (in any programming language) there are a few basic steps that typically needs to be done before you can start routing. These steps are:\n", "\n", " 1. **Retrieve data** (such as street network from OSM or Digiroad + possibly transit data if routing with PT).\n", " 2. **Modify the network** by adding/calculating edge weights (such as travel times based on speed limit and length of the road segment).\n", " 3. **Build a routable graph** for the routing tool that you are using (e.g. for NetworkX, igraph or OpenTripPlanner).\n", " 4. **Conduct network analysis** (such as shortest path analysis) with the routing tool of your choice. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1. Retrieve data\n", "\n", "As a first step, we need to obtain data for routing. [Pyrosm](https://pyrosm.readthedocs.io/en/latest/) library makes it really easy to retrieve routable networks from OpenStreetMap (OSM) with different transport modes (walking, cycling and driving). \n", "\n", "- Let's first extract OSM data for Helsinki that are walkable. In `pyrosm`, we can use a function called `osm.get_network()` which retrieves data from OpenStreetMap. It is possible to specify what kind of roads should be retrieved from OSM with `network_type` -parameter (supports `walking`, `cycling`, `driving`). \n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from pyrosm import OSM, get_data\n", "import geopandas as gpd\n", "import pandas as pd\n", "import networkx as nx\n", "\n", "# We will use test data for Helsinki that comes with pyrosm\n", "osm = OSM(get_data(\"helsinki_pbf\"))\n", "\n", "# Parse roads that can be driven by car\n", "roads = osm.get_network(network_type=\"driving\")\n", "roads.plot(figsize=(10,10))" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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accessareabicyclebridgecyclewayfootfootwayhighwayint_reflanes...surfacetunnelwidthidtimestampversiontagsosm_typegeometrylength
0NoneNoneNoneNoneNoneNoneNoneunclassifiedNone2...pavedNoneNone4236349138003197021{\"name:fi\":\"Erottajankatu\",\"name:sv\":\"Skillnad...wayMULTILINESTRING ((24.94327 60.16651, 24.94337 ...14.0
1NoneNoneNoneNoneNoneNoneNoneunclassifiedNone2...pavedNoneNone4243035154343021312{\"name:fi\":\"Korkeavuorenkatu\",\"name:sv\":\"H\\u00...wayMULTILINESTRING ((24.94567 60.16767, 24.94567 ...51.0
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2 rows Ă— 30 columns

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" ], "text/plain": [ " access area bicycle bridge cycleway foot footway highway int_ref \\\n", "0 None None None None None None None unclassified None \n", "1 None None None None None None None unclassified None \n", "\n", " lanes ... surface tunnel width id timestamp version \\\n", "0 2 ... paved None None 4236349 1380031970 21 \n", "1 2 ... paved None None 4243035 1543430213 12 \n", "\n", " tags osm_type \\\n", "0 {\"name:fi\":\"Erottajankatu\",\"name:sv\":\"Skillnad... way \n", "1 {\"name:fi\":\"Korkeavuorenkatu\",\"name:sv\":\"H\\u00... way \n", "\n", " geometry length \n", "0 MULTILINESTRING ((24.94327 60.16651, 24.94337 ... 14.0 \n", "1 MULTILINESTRING ((24.94567 60.16767, 24.94567 ... 51.0 \n", "\n", "[2 rows x 30 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "roads.head(2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, now we have drivable roads as a GeoDataFrame for the city center of Helsinki. If you look at the GeoDataFrame (scroll to the right), we can see that `pyrosm` has also calculated us the `length` of each road segment (presented in meters). The geometries are presented here as `MultiLineString` objects. From the map above we can see that the data also includes short pieces of roads that do not lead to anywhere (i.e. they are *isolated*). This is a typical issue when working with real-world data such as roads. Hence, at some point we need to take care of those in someway (remove them (typical solution), or connect them to other parts of the network). \n", "\n", "In OSM, the information about the allowed direction of movement is stored in column `oneway`. Let's take a look what kind of values we have in that column:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['yes', None, 'no'], dtype=object)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "roads[\"oneway\"].unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see the unique values in that column are `\"yes\"`, `\"no\"` or `None`. We can use this information to construct a `directed` graph for routing by car. For walking and cycling, you typically want create a `bidirectional` graph, because the travel is typically allowed in both directions at least in Finland. Notice, that the rules vary by country, e.g. in Copenhagen you have oneway rules also for bikes but typically each road have the possibility to travel both directions (you just need to change the side of the road if you want to make a U-turn). Column `maxspeed` contains information about the speed limit for given road:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['30', '40', None, '20', '10', '5', '50'], dtype=object)" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "roads[\"maxspeed\"].unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, there are also `None` values in the data, meaning that the speed limit has not been tagged for some roads. This is typical, and often you need to fill the non existing speed limits yourself. This can be done by taking advantage of the road class that is always present in column `highway`:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['unclassified', 'residential', 'secondary', 'service', 'tertiary',\n", " 'primary', 'primary_link', 'cycleway', 'footway', 'tertiary_link',\n", " 'pedestrian', 'trail', 'crossing'], dtype=object)" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "roads[\"highway\"].unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Based on these values, we can make assumptions that e.g. `residential` roads in Helsinki have a speed limit of 30 kmph. Hence, this information can be used to fill the missing values in `maxspeed`. As we can see, the current version of the `pyrosm` tool seem to have a bug because some non-drivable roads were also leaked to our network (e.g. `footway`, `cycleway`). If you notice these kind of issues with any of the libraries that you use, please notify the developers by raising an Issue in GitHub. This way, you can help improving the software. For this given problem, an [issue has already been raised](https://github.com/HTenkanen/pyrosm/issues/108) so you don't need to do it again (it's always good to check if a related issue exists in GitHub before adding a new one). " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, but how can we make a routable graph out of this data of ours? Let's remind us about the basic elements of a graph that we went through in the lecture slides:\n", "\n", "![Basic elements of a graph](img/graph_elements.png)\n", "\n", "So to be able to create a graph we need to have **nodes** and **edges**. Now we have a GeoDataFrame of edges, but where are those nodes? Well they are not yet anywhere, but with `pyrosm` we can easily retrieve the nodes as well by specifying `nodes=True`, when parsing the streets:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(60.17, 60.173)" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Parse nodes and edges\n", "nodes, edges = osm.get_network(network_type=\"driving\", nodes=True)\n", "\n", "# Plot the data\n", "ax = edges.plot(figsize=(10,10), color=\"gray\", lw=1.0)\n", "ax = nodes.plot(ax=ax, color=\"red\", markersize=2)\n", "\n", "# Zoom in to take a closer look\n", "#ax.set_xlim([24.9375, 24.945])\n", "ax.set_ylim([60.17, 60.173])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, as we can see now we have both the roads (i.e. *edges*) and the nodes that connect the street elements together (in red) that are typically intersections. However, we can see that many of the nodes are in locations that are clearly not intersections. This is intented behavior to ensure that we have full **connectivity** in our network. We can at later stage clean and simplify this network by merging all roads that belong to the same link (i.e. street elements that are between two intersections) which also reduces the size of the network. \n", "\n", "```{note} \n", "\n", "In OSM, the street topology is typically not directly suitable for graph traversal due to missing nodes at intersections which means that the roads are not splitted at those locations. The consequence of this, is that it is not possible to make a turn if there is no intersection present in the data structure. Hence, `pyrosm` will separate all road segments/geometries into individual rows in the data. \n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's take a look what our nodes data look like:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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lonlattagstimestampversionchangesetidgeometry
024.94327160.166514None1390926206201372477605POINT (24.94327 60.16651)
124.94336560.166444{'highway': 'crossing', 'crossing': 'traffic_s...138391535760292727220POINT (24.94337 60.16644)
224.94340360.166408None1374595731102394117042POINT (24.94340 60.16641)
324.94566860.167668{'highway': 'crossing', 'crossing': 'uncontrol...129071465850296250563POINT (24.94567 60.16767)
424.94567160.167630{'traffic_calming': 'divider'}1354578076102049084195POINT (24.94567 60.16763)
\n", "
" ], "text/plain": [ " lon lat tags \\\n", "0 24.943271 60.166514 None \n", "1 24.943365 60.166444 {'highway': 'crossing', 'crossing': 'traffic_s... \n", "2 24.943403 60.166408 None \n", "3 24.945668 60.167668 {'highway': 'crossing', 'crossing': 'uncontrol... \n", "4 24.945671 60.167630 {'traffic_calming': 'divider'} \n", "\n", " timestamp version changeset id geometry \n", "0 1390926206 2 0 1372477605 POINT (24.94327 60.16651) \n", "1 1383915357 6 0 292727220 POINT (24.94337 60.16644) \n", "2 1374595731 1 0 2394117042 POINT (24.94340 60.16641) \n", "3 1290714658 5 0 296250563 POINT (24.94567 60.16767) \n", "4 1354578076 1 0 2049084195 POINT (24.94567 60.16763) " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "nodes.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, the `nodes` GeoDataFrame contains information about the coordinates of each node as well as a unique `id` for each node. These `id` values are used to determine the connectivity in our network. Hence, `pyrosm` has also added two columns to the `edges` GeoDataFrame that specify **from** and **to** ids for each edge. Column `u` contains information about the **from-id** and column `v` about the **to-id** accordingly:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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4LINESTRING (24.94569 60.16744, 24.94571 60.16726)60072359610070432719.083
\n", "
" ], "text/plain": [ " geometry u v \\\n", "0 LINESTRING (24.94327 60.16651, 24.94337 60.16644) 1372477605 292727220 \n", "1 LINESTRING (24.94337 60.16644, 24.94340 60.16641) 292727220 2394117042 \n", "2 LINESTRING (24.94567 60.16767, 24.94567 60.16763) 296250563 2049084195 \n", "3 LINESTRING (24.94567 60.16763, 24.94569 60.16744) 2049084195 60072359 \n", "4 LINESTRING (24.94569 60.16744, 24.94571 60.16726) 60072359 6100704327 \n", "\n", " length \n", "0 9.370 \n", "1 4.499 \n", "2 4.174 \n", "3 21.692 \n", "4 19.083 " ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Check last four columns\n", "edges.iloc[:5,-4:]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see that the geometries are now stored as `LineString` instead of `MultiLineString`. At this point, we can fix the issue related to having some pedestrian roads in our network. We can do this by removing all edges from out GeoDataFrame that have `highway` value in `'cycleway', 'footway', 'pedestrian', 'trail', 'crossing'`:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "edges = edges.loc[~edges[\"highway\"].isin(['cycleway', 'footway', 'pedestrian', 'trail', 'crossing'])]\n", "edges.plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can see, that some of the isolated edges were removed from the data. The character `~` (tilde) in the command above is a *negation* operator that is handy if you want to e.g. remove some rows from your GeoDataFrame based on criteria such as we used here. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Modify the data\n", "\n", "At this stage, we have the necessary components to build a routable graph (nodes and edges) based on distance. However, in real life the network distance is not the best cost metric to use, because the shortest path (based on distance) is not necessarily always the optimal route in terms of **travel time**. Time is typically the measure that people value more (plus it is easier to comprehend), so at this stage we want to **add a new cost attribute** to our edges GeoDataFrame that converts the metric distance information to travel time (in seconds) based on following formula:\n", "\n", " - ` / ( / 3.6)`\n", " \n", "Before we can do this calculation, we need to ensure that all rows in `maxspeed` column have information about the speed limit. Let's check the value counts of the column and also include information about the `NaN` values with `dropna` parameter:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "30 1110\n", "NaN 628\n", "40 422\n", "10 50\n", "20 36\n", "5 21\n", "50 2\n", "Name: maxspeed, dtype: int64" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Count values\n", "edges[\"maxspeed\"].value_counts(dropna=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, the rows which do not contain information about the speed limit is the second largest group in our data. Hence, we need to apply a criteria to fill these gaps. We can do this based on following \"rule of thumb\" criteria in Finland (notice that these vary country by country):\n", "\n", "| Road class | Speed limit within urban region | Speed limit outside urban region |\n", "|----------------------|---------------------------------|----------------------------------|\n", "| motorway | 100 | 120 |\n", "| motorway_link | 80 | 80 |\n", "| trunk | 60 | 100 |\n", "| trunk_link | 60 | 60 |\n", "| primary | 50 | 80 |\n", "| primary_link | 50 | 50 |\n", "| secondary | 50 | 50 |\n", "| secondary_link | 50 | 50 |\n", "| tertiary | 50 | 60 |\n", "| tertiary_link | 50 | 50 |\n", "| unclassified | 50 | 80 |\n", "| unclassified_link | 50 | 50 |\n", "| residential | 50 | 80 |\n", "| living_street | 20 | NA |\n", "| service | 30 | NA |\n", "| other | 50 | 80 |\n", "\n", "For simplicity, we can consider that all the roads in Helsinki Region follows the *within urban region* speed limits, although this is not exactly true (the higher speed limits start somewhere at the outer parts of the city region). For making the speed limit values more robust / correct, you could use data about urban/rural classification which is available in Finland from [Finnish Environment Institute](https://www.avoindata.fi/data/fi/dataset/kaupunki-maaseutu-luokitus-ykr). Let's first convert our `maxspeed` values to integers using `astype()` method:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\n", "[30, 40, , 20, 10, 5, 50]\n", "Length: 7, dtype: Int64" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "edges[\"maxspeed\"] = edges[\"maxspeed\"].astype(float).astype(pd.Int64Dtype())\n", "edges[\"maxspeed\"].unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, now the maxspeed values are stored in integer format inside an `IntegerArray`, and the `None` values were converted into `pandas.NA` objects that are assigned with ``. Now we can create a function that returns a numeric value for different road classes based on the criteria in the table above:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "def road_class_to_kmph(road_class):\n", " \"\"\"\n", " Returns a speed limit value based on road class, \n", " using typical Finnish speed limit values within urban regions.\n", " \"\"\"\n", " if road_class == \"motorway\":\n", " return 100\n", " elif road_class == \"motorway_link\":\n", " return 80\n", " elif road_class in [\"trunk\", \"trunk_link\"]:\n", " return 60\n", " elif road_class == \"service\":\n", " return 30\n", " elif road_class == \"living_street\":\n", " return 20\n", " else:\n", " return 50" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can apply this function to all rows that **do not have speed limit information**:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " maxspeed highway\n", "30 30 service\n", "47 30 service\n", "48 30 service\n", "49 30 service\n", "50 30 service" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Separate rows with / without speed limit information \n", "mask = edges[\"maxspeed\"].isnull()\n", "edges_without_maxspeed = edges.loc[mask].copy()\n", "edges_with_maxspeed = edges.loc[~mask].copy()\n", "\n", "# Apply the function and update the maxspeed\n", "edges_without_maxspeed[\"maxspeed\"] = edges_without_maxspeed[\"highway\"].apply(road_class_to_kmph)\n", "edges_without_maxspeed.head(5).loc[:, [\"maxspeed\", \"highway\"]]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, as we can see now the `maxspeed` value have been updated according our criteria, and e.g. the `service` road class have been given the speed limit 30 kmph. Now we can recreate the edges GeoDataFrame by combining the two frames: " ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\n", "[30, 40, 20, 10, 5, 50]\n", "Length: 6, dtype: Int64" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "edges = edges_with_maxspeed.append(edges_without_maxspeed)\n", "edges[\"maxspeed\"].unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Great, now all of our edges have information about the speed limit. We can also visualize them:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Convert the value into regular integer Series (the plotting requires having Series instead of IntegerArray) \n", "edges[\"maxspeed\"] = edges[\"maxspeed\"].astype(int)\n", "ax = edges.plot(column=\"maxspeed\", figsize=(10,10), legend=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we can calculate the travel time in seconds using the formula we saw earlier and add that as a new cost attribute for our network:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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uvlengthtravel_time_seconds
013724776052927272209.3701.12440
129272722023941170424.4990.53988
229625056320490841954.1740.50088
320490841956007235921.6922.60304
460072359610070432719.0832.28996
561007043272962502236.0270.72324
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82962480244269117664.1370.49644
94269117666007236421.1322.53584
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" ], "text/plain": [ " u v length travel_time_seconds\n", "0 1372477605 292727220 9.370 1.12440\n", "1 292727220 2394117042 4.499 0.53988\n", "2 296250563 2049084195 4.174 0.50088\n", "3 2049084195 60072359 21.692 2.60304\n", "4 60072359 6100704327 19.083 2.28996\n", "5 6100704327 296250223 6.027 0.72324\n", "6 264015226 25345665 9.644 1.15728\n", "7 25345665 296248024 7.016 0.84192\n", "8 296248024 426911766 4.137 0.49644\n", "9 426911766 60072364 21.132 2.53584" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "edges[\"travel_time_seconds\"] = edges[\"length\"] / (edges[\"maxspeed\"]/3.6)\n", "edges.iloc[0:10, -4:]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Excellent! Now our GeoDataFrame has all the information we need for creating a graph that can be used to conduct shortest path analysis based on length or travel time. Notice that here we assume that the cars can drive with the same speed as what the speed limit is. Considering the urban dynamics and traffic congestion, this assumption might not hold, but for simplicity, we assume so in this tutorial. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Build a directed graph\n", "\n", "Now as we have calculated the travel time for our edges. We still need to convert our nodes and edges into a directed graph, so that we can start using it for routing. There are easy-to-use functionalities for doing this in `pyrosm` and `osmnx`, but we will do this manually by ourselves, so that you understand what is going on under the hood. \n", "\n", "First of all, we need to take care that our edges correctly represent a `directed` network. This means that we need to look at the values in `oneway` column and modify our edges based on the rules set in that column. If the `oneway` is `'yes'`, it means that the street can be driven only to one direction, and if it is `None` or has a value `\"no\"`, then that road can be driven to both directions. This means that we need to make new duplicate edge and reversing the from-id and to-id values in the `u` and `v` columns. In addition, value `-1` in the `oneway` column means that the road can only be driven to one direction but **against** the digitization direction. In such cases, we need to flip the *to-id* (`u`) and *from-id* (`u`) values so that the directionality in the graph is correctly specified. Let's first check what kind of values we have in the `oneway` column: " ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['yes', None, 'no'], dtype=object)" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "edges[\"oneway\"].unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, in this small sample of ours, we do not seem to have any *reversed* oneway edges (`-1`) which makes things a bit easier for us, as we do not need to swap the from and to-ids. But we still need to ensure that our data is presented in such a way that a directed graph can be made out of it. Hence, we need to:\n", " \n", " 1. Separate one-way and two-way streets\n", " 2. For two-way streets, we need to create edges to opposite direction \n", " 3. (For one-way streets, we do not need to do anything in this case because there weren't any `-1` values)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's start from step 1 and separate the one-way and two-way streets:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "oneway = edges.loc[edges[\"oneway\"]==\"yes\"].copy().reset_index()\n", "twoway = edges.loc[edges[\"oneway\"].isin([\"no\", None])].copy().reset_index()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's ensure that we have successfully selected all rows in our data. Doing these kind of checks e.g. with `assert` is always good to do, when you e.g. split your dataset into two groups:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "assert len(oneway) + len(twoway) == len(edges)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, we seem to be okay because the `assert` did not raise any errors. Next, we want to continue processing the `twoway` edges and create edges for other direction. Let's start by creating a copy out of the `twoway` edges for opposite direction: " ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "# Make a copy out of twoway edges\n", "opposite_direction = twoway.copy()\n", "\n", "# Now the frames should be identical\n", "pd.testing.assert_frame_equal(twoway, opposite_direction)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay good, now we have an identical copy of the twoway edges. Next, to change the **direction** of the edges in `opposite_direction` we simply need to specify that all the values in `u` becomes `v`, and all the values in `v` becomes `u`. The easiest way of achieving this is simply by renaming the columns because we do not need to do anything else with the values:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "opposite_direction = opposite_direction.rename(columns={\"u\": \"v\", \"v\": \"u\"})" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "u 296250563\n", "v 2049084195\n", "Name: 0, dtype: object\n", "\n", "u 2049084195\n", "v 296250563\n", "Name: 0, dtype: object\n" ] } ], "source": [ "# Let's check the changes\n", "print(twoway.loc[0, [\"u\", \"v\"]])\n", "print()\n", "print(opposite_direction.loc[0, [\"u\", \"v\"]])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, as we can see now the from/to ids of the edges have been swapped, which is visible at row index `0` (the `Name` here tells us about the index). Now we need to merge all these edges together into a single GeoDataFrame:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Original edge count: 2269\n", "Directed edge count: 3387\n" ] } ], "source": [ "directed_edges = pd.concat([oneway, twoway, opposite_direction], ignore_index=True)\n", "print(\"Original edge count:\", len(edges))\n", "print(\"Directed edge count:\", len(directed_edges))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, now the number of edges has increased because we needed to create those opposite-direction extra edges for the two-way streets. Now we are ready to convert this GeoDataFrame into a graph! In this tutorial, we will use [NetworkX library](https://networkx.org/documentation/stable/) for routing. We need to convert our `nodes` and `directed_edges` into a data structures that can be ingested by the `networkx.MultiDiGraph` object. Basically, we need to parse edge and node attributes from our GeoDataFrames, and create an *edge list* having information about the from-ids and to-ids. \n", "\n", "NetworkX uses a “dictionary of dictionaries of dictionaries” as the basic network data structure. This allows fast lookup with reasonable storage for large sparse networks. Let's start by converting the edge and nodes attribute information into a `dictionary` format:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "# Specify \"id\" as the index for nodes\n", "nodes = nodes.set_index(\"id\", drop=False)\n", "nodes = nodes.rename_axis([None])\n", "\n", "edge_attributes = directed_edges.to_dict(orient=\"index\")\n", "node_attributes = nodes.to_dict(orient=\"index\")" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'index': 0,\n", " 'access': None,\n", " 'area': None,\n", " 'bicycle': None,\n", " 'bridge': None,\n", " 'cycleway': None,\n", " 'foot': None,\n", " 'footway': None,\n", " 'highway': 'unclassified',\n", " 'int_ref': None,\n", " 'lanes': '2',\n", " 'lit': 'yes',\n", " 'maxspeed': 30,\n", " 'motorcar': None,\n", " 'motor_vehicle': None,\n", " 'name': 'Erottajankatu',\n", " 'oneway': 'yes',\n", " 'overtaking': None,\n", " 'psv': None,\n", " 'service': None,\n", " 'segregated': None,\n", " 'surface': 'paved',\n", " 'tunnel': None,\n", " 'width': None,\n", " 'id': 4236349,\n", " 'timestamp': 1380031970,\n", " 'version': 21,\n", " 'tags': '{\"name:fi\":\"Erottajankatu\",\"name:sv\":\"Skillnadsgatan\",\"parking:lane:both\":\"no_stopping\",\"parking:condition:reason\":\"junction\"}',\n", " 'osm_type': 'way',\n", " 'geometry': ,\n", " 'u': 1372477605,\n", " 'v': 292727220,\n", " 'length': 9.37,\n", " 'travel_time_seconds': 1.1243999999999998}" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Now the edges are inside a dictionary where the index number if the key, \n", "# and as value we have another dictionary with all the attribute values for given row\n", "edge_attributes[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Networkx [wants the node attributes](https://networkx.org/documentation/stable/reference/classes/generated/networkx.MultiDiGraph.add_nodes_from.html) to be in a list of tuples such as `[(node-id-0, dict_of_node_attributes_at_0), (node-id-1, dict_of_node_attributes_at_1)]`. Let's do this:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "node_attributes = [(k, v) for k, v in node_attributes.items()]" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1372477605,\n", " {'lon': 24.9432708,\n", " 'lat': 60.1665138,\n", " 'tags': None,\n", " 'timestamp': 1390926206,\n", " 'version': 2,\n", " 'changeset': 0,\n", " 'id': 1372477605,\n", " 'geometry': })" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "node_attributes[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, now the node attributes follow the specified structure. At this point, our edge and node attributes are ready. Next, we need to create an edge list that specify the network structure of the MultiDiGraph (i.e. how the nodes are connected together). This can be done easily by iterating over the edges and adding the `u` and `v` column information and *edge attributes* into a list. " ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "node_ids = nodes[\"id\"].to_list()" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "edge_list = []\n", "\n", "for i in range(0, len(directed_edges)):\n", " e_attrib = edge_attributes[i]\n", " from_node_id = e_attrib[\"u\"]\n", " to_node_id = e_attrib[\"v\"]\n", " \n", " # Both from_node_id and to_node_id needs to exist in our nodes \n", " if from_node_id not in node_ids:\n", " print(\"Did not find from-node\", from_node_id)\n", " continue\n", " if to_node_id not in node_ids:\n", " print(\"Did not find to-node\", to_node_id)\n", " continue\n", " \n", " edge = [from_node_id, to_node_id, e_attrib]\n", " edge_list.append(edge)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Create the graph\n", "graph = nx.MultiDiGraph()\n", "graph.add_nodes_from(node_attributes)\n", "graph.add_edges_from(edge_list);\n", "\n", "# What do we have?\n", "graph" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Awesome, now we have created a NetworkX MultiDigraph object that we can use for doing routing. This hopefully gives you an idea how it is possible to create a routable graph from street network. Similar approach can be used for constructing routable graphs from many different data sources, such as Digiroad which is the national street database in Finland. Naturally the code needs to be adjusted to reflect the data structure of Digiroad or any other street network data that you want to use. You need to have some information about the allowed driving directions as well as the from and to-ids for each edge. These ids are not necessarily present in the data by default. In such cases, you can create your own ids e.g. based on vertices of the edge geometries (i.e. the x-y coordinates of the vertices can be used to create a unique node-id). " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Naturally, if you are using OpenStreetMap data, you do not necessarily need to build graphs yourself, because `pyrosm` library (as well as `OSMnx`) contains functions that does all this work for you. Let's see how we can create a routable NetworkX graph using `pyrosm`:" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "G = osm.to_graph(nodes, edges, graph_type=\"networkx\")\n", "G" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we have a similar routable graph, but `pyrosm` actually does some additional steps in the background. By default, `pyrosm` cleans all **unconnected** edges from the graph and only keeps edges that can be reached from every part of the network. In addition, `pyrosm` automatically modifies the graph attribute information in a way that they are compatible with `OSMnx` that provides many handy functionalities to work with graphs. Such as plotting an interactive map based on the graph:" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
Make this Notebook Trusted to load map: File -> Trust Notebook
" ], "text/plain": [ "" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import osmnx as ox \n", "ox.plot_graph_folium(G)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Routing with NetworkX\n", "\n", "Now we have everything we need to start routing with NetworkX (based on driving distance or travel time). But first, let's again go through some basics about routing.\n", "\n", "### Basic logic in routing\n", "\n", "Most (if not all) routing algorithms work more or less in a similar manner. The basic steps for finding an optimal route from A to B, is to:\n", " 1. Find the nearest node for origin location \\* (+ get info about its node-id and distance between origin and node)\n", " 2. Find the nearest node for destination location \\* (+ get info about its node-id and distance between origin and node)\n", " 3. Use a routing algorithm to find the shortest path between A and B\n", " 4. Retrieve edge attributes for the given route(s) and summarize them (can be distance, time, CO2, or whatever)\n", " \n", "\\* in more advanced implementations you might search for the closest edge\n", "\n", "This same logic should be applied always when searching for an optimal route between a single origin to a single destination, or when calculating one-to-many -type of routing queries (producing e.g. travel time matrices). " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Find the optimal route between two locations\n", "\n", "Next, we will learn how to find the shortest path between two locations using [Dijkstra's](https://en.wikipedia.org/wiki/Dijkstra%27s_algorithm) algorithm.\n", "\n", "First, let's find the closest nodes for two locations that are located in the area. OSMnx provides a handly function for geocoding an address `ox.geocode()`. We can use that to retrieve the x and y coordinates of our origin and destination." ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Origin coords: 24.9360071 60.1696202\n", "Destination coords: 24.950513 60.1732067\n" ] } ], "source": [ "# OSM data is in WGS84 so typically we need to use lat/lon coordinates when searching for the closest node\n", "\n", "# Origin\n", "orig_address = \"Simonkatu 3, Helsinki\"\n", "orig_y, orig_x = ox.geocode(orig_address) # notice the coordinate order (y, x)!\n", "\n", "# Destination\n", "dest_address = \"Unioninkatu 33, Helsinki\"\n", "dest_y, dest_x = ox.geocode(dest_address) \n", "\n", "print(\"Origin coords:\", orig_x, orig_y)\n", "print(\"Destination coords:\", dest_x, dest_y)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, now we have coordinates for our origin and destination.\n", "\n", "### Find the nearest nodes\n", "\n", "Next, we need to find the closest nodes from the graph for both of our locations. For calculating the closest point we use here `'haversine'` formula to get the distance in meters (with `return_dist=True`)." ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Origin node-id: 659998487 and distance: 27.888258768172825 meters.\n", "Destination node-id: 1012323567 and distance: 0.0 meters.\n" ] } ], "source": [ "# 1. Find the closest nodes for origin and destination\n", "orig_node_id, dist_to_orig = ox.get_nearest_node(G, point=(orig_y, orig_x), method='haversine', return_dist=True)\n", "dest_node_id, dist_to_dest = ox.get_nearest_node(G, point=(dest_y, dest_x), method='haversine', return_dist=True)\n", "\n", "print(\"Origin node-id:\", orig_node_id, \"and distance:\", dist_to_orig, \"meters.\")\n", "print(\"Destination node-id:\", dest_node_id, \"and distance:\", dist_to_dest, \"meters.\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we are ready to start the actual routing with NetworkX. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Find the fastest route by distance / time\n", "\n", "Now we can do the routing and find the shortest path between the origin and target locations\n", "by using the `dijkstra_path()` function of NetworkX. For getting only the cumulative cost of the trip, we can directly use a function `dijkstra_path_length()` that returns the travel time without the actual path. \n", "\n", "With `weight` -parameter we can specify the attribute that we want to use as cost/impedance. We have now three possible weight attributes available: `'length'` and `'travel_time_seconds'`. \n", "\n", "- Let's first calculate the routes between locations by walking and cycling, and also retrieve the travel times" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "# Calculate the paths by walking and cycling\n", "metric_path = nx.dijkstra_path(G, source=orig_node_id, target=dest_node_id, weight='length')\n", "time_path = nx.dijkstra_path(G, source=orig_node_id, target=dest_node_id, weight='travel_time_seconds')\n", "\n", "# Get also the actual travel times (summarize)\n", "travel_length = nx.dijkstra_path_length(G, source=orig_node_id, target=dest_node_id, weight='length')\n", "travel_time = nx.dijkstra_path_length(G, source=orig_node_id, target=dest_node_id, weight='travel_time_seconds')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, that was it! Let's now see what we got as results by visualizing the results.\n", "\n", "For visualization purposes, we can use a handy function again from OSMnx called `ox.plot_graph_route()` (for static) or `ox.plot_route_folium()` (for interactive plot).\n", "\n", "- Let's first make static maps" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "Text(0.5, 51.0, 'Shortest path distance 1081.7 meters.')" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Shortest path based on distance\n", "fig, ax = ox.plot_graph_route(G, metric_path)\n", "\n", "# Add the travel time as title\n", "ax.set_xlabel(\"Shortest path distance {t: .1f} meters.\".format(t=travel_length))" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "image/png": 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TVBEdpohIMeNDc5i//vor1atXp1mzZhw7dgyVSoWjoyNXrlzhxx9/zHUyTUZGBu3bt6dWrVo8e/aMYcOGCTWHKpWKZ8+evXb/xMTEXAmAh4eHM3HixFzZlB8kJSUJz3XlQv3799fb5rfffstTp5eJEycSHx+PtbU1ixcvFuKjOiwtLenduzfPnz9n0KBBPHr0SLDnr7/+omHDhqhUKn766ScmTpwoOM4PKZaeG8QYpohIMUIikbBkyRI6duzI/v37GTZsmDAqKUo4OjoyZMgQSpQogaWlJS1bthSyLwcOHMj27dvzfI5PP/1UT0xg//79/Pzzz28l+zZgwADGjRvH8+fP6du37xsThwqCcePGMWXKFCEpp1WrVgQFBQlOKTExERcXlwK3w8TEhOTk5DeWtjx+/FgYeZ48eZLOnTsXuG35jRjDFBH5CGjTpg09e/YEoGvXrqSnpzNixIhCtio7u3btEur2XqZPnz754jBfHpm2adMGX19fvvzySx4/fiwo3SgUChQKBQYGBnrPraysmDVrFlKpFFtbW6ZMmVIoogrOzs6Cc/Ty8sLV1RWNRiPMIrwvJ551pPs6evTowbJly8jIyGDUqFEFbNX7RXSYIiLFmC+++IIyZcowb948zp49W9jmAJm1fq9ylpApp5YfnDx5kmfPnumNvmQyGfPnz2fPnj2ClJtWq83WmUSlUglJMDoKo8E2ZIoO6EhPT0etVutNuRcljV3I1I+dM2cO7u7uBAUFFbY5+YroMEVEihH79+8nODgYR0dHYZ2Pjw87duygZcuWXL9+vfCM+4+UlBQ2b97M559/LiT5ZE32yc8RU059Kh0cHPj1119zpVEbHh7OnDlzSE9PZ/Pmzflm19uwaNEiSpUqRZMmTZgyZQr+/v4cP35cEEoviu3bYmJiPih5xtwiOkwRkWKEVqulV69eHDhwQO8HSy6XM3XqVM6fP09ISAiPHz/m7t27JCYmFoqdX3/9Nb///juJiYnIZDL++ecfIe71ck/PvBAZGZltxCqVSpk1axbnzp3j2bNn3Lt3j4iICCpXrkyzZs1o3Lgx58+fZ+7cubi5uWFkZISRkRErV66katWq771dWnJyMsOHD2f69OmCdFyPHj0YNWoUSUlJrF+//r3akxsiIyMxMDAobDPyHdFhiogUM27cuIGnpyczZswQtEIjIyPZuHEjJiYmODk5UalSJT799FM0Gg1JSUlERkYSFBSEv78/jx8/fi/Tj1euXBGep6SkCA4zP5OU9u/fL2TK6lCpVCQmJlKuXDnKlStHy5YtadeunV5D43r16lGpUiU91Rp7e3vMzc0LbQpU15UkKSmJjIwMTp06haura6HY8ibCwsI+qFrg3FL8rkhERITY2FjGjBnD3LlzqVy5Mjdu3MhWKyiVSilbtizly5fH2dmZ6tWr06BBA6RSKenp6cTGxhIaGiqMRguyGfOIESNYvnw5ABMmTMi343777bfExsZSsmRJwsPDsbS0ZNmyZUBmAk3p0qWpVKmSnrPUER4ezv79+1m0aBFKpZLt27cXarwwNjYWS0tLYSq5VatWNGjQgOjo6FwLFbwvdO+TXC4vklna74pYViIiIqKHpaUlFStWxM3NDXt7eywsLFAoFGg0GpKTk4mMjOT58+f4+/sTGBiYb6PRoUOH0qhRI8aNG/dee2Da2Nhw5coVPbm7Gzdu0KlTJ+Li4rC3t8fa2lrQPy0sOnbsSEREBOfPn+eLL74Qmi2np6fj4+PD48ePC9W+l5k7dy5Lly4tkv1M34RYViIiIpIrYmNjuXjxIhcvXhTWSaVS3NzchNFolSpVqFevnjAajY+PF0aj9+7de+vOHS1btmT27NlIpVKqV69OvXr13ttoLjIykk6dOtG9e3f8/f3ZvHmzID8H8OLFC168ePFebHkdsbGxwrR1mTJlhPUKhQIXF5ci5zBVKhWlSpX6IB3mqxAdpoiIyBvRaDQEBgYSGBiot97c3JyKFStSpkwZ7O3tcXd3p3379mi1WpKSkoiOjub58+cEBATw8OFDDA0NWbZsGZ6enqxfv14YJX333XeCcEHJkiWpXLkyJ06ceG/Xd+3atdfK5hUFYmNjhQSml51QTlPKhU16ejolSpQobDPyFdFhioiIvDPx8fH4+fnh5+cnrJNKpbi6ulK+fHlcXFzw8vKibt26SKVSqlatSp06dYDMbiBXrlxBo9HoCaVrtVq0Wi01a9bk7t27eqO9jxld0g9kF2UoilKIqamp+ZrxXBQQHaaIiEi+otFoePz4cbYpQlNTU+bPny84TMjsVFK/fn29H3yJRMK2bduQyWQkJiYSExPDypUrhWSdjxVd0g/Anj172L17N61bt+b06dNs27atcI3LgaSkJMzNzQvbjHxF+uZNRETyH6VSyZw5c9i8eTMtWrQobHNE3gOJiYlMnz6d8+fPEx8fz9KlSxk4cGC2aV74/xGTqakpzs7OzJ49W3C0SqWSn376iSNHjhRY0+aiSPny5WnXrh3Dhw9HrVbTr18/Zs2axfjx40lPTy9s87KRkJAgdIspLohZsiKFwqRJk4SOD6mpqVStWpXw8PBCtkqkMPDw8ODQoUOYmppma++VlS1bthATE4O3tzf169cHMkezTZo04fbt2+/T5PfOy5m806ZN48yZM6xatYqIiAiGDx+u1yatKNCuXTu8vLyYP39+YZvy1ohZsiJFiqySZYaGhvTp04fVq1cTGxtbeEaJFAply5bV61u5dOlSbt68SePGjalSpQq2trasWrWKRYsW4eDgwJw5c4R9pVIpo0ePJjQ0lMTERKKionj27BkBAQE8efKk0PRf8xt7e3u9spdy5crRv39/IXN5yZIldOjQoRAtzE50dHSxk8cTHaZIobBixQp8fX2xtbXl6NGjyGQyvvnmGyIjIzl69Cg3btwobBNF3hOBgYFkZGQIUmoXL15k//79/P3339m2DQkJYcqUKVSoUIEKFSqwceNGJkyYQPny5SlbtiyOjo7UqlWLxo0bI5FIhJKXsLAwHj9+zP3794ucWHluuHv3LidPnqRJkyYkJiayYcMGOnXqJLxubW1deMa9goiIiGKn9iNOyYoUGgYGBnpSY7a2trRt25ayZcuiUqm4fv06Bw4cQKPR0KpVKyIiIrhw4UIhWy1SEDRv3px27drh5+fHpk2bcrWPTCZDrVa/8nVLS0sqVKhAmTJlsLOzw8LCAqVSiVarJSUlhZiYGEJCQggMDOTBgwekpqbm1+UUCDKZjMGDB/P48WMOHDhAjx49+Omnn1CpVHz55ZccPXq0sE3Uw9LSkm+++YbJkycXtilvzaumZEWHKVLkkEqlNG/enDp16mBiYkKLFi2EdlAXL16kV69eei2PRETeBmdnZ6HkpWTJkpiZmSGXy1Gr1cK0rk5X98mTJ3z99deMHz+eoKAgevXqJcQKFQoFGRkZb2yonJ80atQIU1NT9u/fD0C1atXw9PRk48aN782G3NK2bVvmzp3LgQMH+Pbbb4tkYtKrEB2myAeJt7c3p06d0lu3f/9+lixZQrNmzWjWrBkhISGMGTNGdKIi74xCoRDE2B0dHbG2tsbY2BgTExN69+4tJCKdOHGCAQMG8NVXXzF58mSio6Pp3r37exM9qFKlCp6ensIo3M3NjZYtW7JixYr3cv7c4ujoyJUrV1AoFAD873//Y/HixYVsVe4Rk35EPkhu3brFrVu38Pb2FtY1atSINm3aCMs1atQgJiaG0aNHF4KFIsWB9PR07t69y927d/XWu7q60rNnTyEWV6pUKaZNm0a/fv2AzOzViRMn0qNHj/diZ3x8vF5to0wmo3Llytja2hIWFvZebMgN1tbWgrOEzHBLcUCswxQp8nTs2JHDhw8DmfqUOcWt6tSpQ8+ePTl58iS3b9+mW7du79tMkWLI06dPGT58OP7+/hw7dozOnTszbdo0vT6i73NmIykpCTc3N0xMTChZsiS7d++mR48eXLx4UQhbFAVu3brF7t27gUyb165dW7gG5RPilKzIB4FUKuXUqVNUqlRJb71GoyE4OJjVq1fTt29f3NzcgMwRg6urK2lpaYVhrkgxp2HDhixevJiUlBQ+/fTT9+I0DQ0N2bNnDzVr1iQ0NJSVK1fy7bffCq+vWrWKb775psDtyA0ymYxLly4JIvE7duzI1pe0KPOqKVlxhClS5DE2Nmbnzp16zvLevXvMmDGDcuXKUaVKFZYsWaI3nabLKNQ12K1YsSLNmzfXmyYSEXlXzpw5w8yZMzl48OB7G2E2aNCAmjVrApl1zLrnOgpb6FwikVC7dm2GDRvGrVu39DqqZA2pfMiIMUyRIs///vc/GjZsqLdu3bp1rFy5Um/d9OnTsbW1pWTJkvz6668oFAqGDBmCra0t7du3RyaTce7cOTp27FhsCtpFCo+QkBDq1q373s4XFxenp4RkYGCgtxwSEoKLiwsxMTE4OTmRmJhIUFCQ3jHs7Oxo2bIl9+/f1xPMzwsKhYI///yTFi1avFKlaefOnflyrsJGdJgiRZrPP/+cL7/8Um/dzJkzszlLgCdPntCyZUu9daampuzatUvQJq1fvz7lypXD39+/4IwW+SgoUaIEzZo1IygoiN9//x17e3tSU1MxNTXlyZMn2bY3MjKiQYMGBAUFcf/+fSDz8+jp6cmBAwd4/vy53vYVKlRg7NixuLq6EhcXx6VLl/QckrW1td5yixYtGD58OGlpaSiVStRqNcOHD2fLli1AZiu2I0eO4OjoiEaj4csvv+TEiRPI5XLkcjkymUx4nvWRdX1O2zRo0IBPPvnkle/T2bNnP0h5vJwQY5giRZpffvmFXr16Cct//vkno0aNeqtjjBw5ku+++w7IzDLcunUrT548Ye/evdnuwEVEcoO9vT1+fn6YmJgA8OzZM1xcXNBoNEilUrZs2cLQoUOF7Q0MDNi/fz81atRApVIJpSobNmxAKpUSERFBx44dSU1NRalUYmhoyNatWylZsqRwDN2siK5vaFJSknD+VxEcHMyGDRuQy+U4OzvrJcPduHGD48ePo1arUalUQkKd7vmr1r28feXKlfViqTpbQ0NDmT17Ntu2bfvgZnTEshKRDw5PT0+cnJyEaaf79++/U1LDL7/8QlRUFM7OzmzcuBGFQkGbNm34+uuviY+P5/Tp05w7d64ArkCkuOLk5KTnrFxcXID/d2bdu3cnJSWFpKQkJBIJ1tbW1KhRAwC5XM7MmTNJTU3Va5o9ceJEXrx4IXzebWxs9M4plUr1HE9WnVadepGxsbHePpcuXWLlypVkZGRgYmJCgwYNcHBwQKPRMH/+fA4dOpTn9+L48eMolUpat25NUlIShw8fZtWqVcWyj6k4whQpkigUCm7evEmpUqUAOHLkCAMHDiQ+Pj7fzmFqakr79u2pVKkSWq2Wmzdv4u3tTZs2bbh48SJjxowhIyMj384nUnwwMDBg165d+Pj4kJSUhJGRkeD8ILO1VY8ePUhISCAjIwO5XM7ff/8tfJ6nT5+Ov78/GzduRC6XExQURMOGDfU+39OmTWPs2LHCqPXcuXPs27eP6dOnExMTQ4kSJQSnqdVqadu2LQMGDCAyMhKpVEpsbCw//fSTnuOys7PD19eXe/fu5VsMszgiKv2IfFAsXrxYKA4HOHz4MJ9//nmBnEsqldKoUSN69OhB165dhfVjx44tNvVjIvmPXC7Hw8OD4OBgWrRoQbt27TAxMSEiIoIVK1ZkU/9xdXWlW7duPHr0iO3btwOZyj0VK1bk+PHjREREZDuHg4MD6enpyOVywsLC0Gq19OrVCy8vL9zd3WnatCkA9+/fp169egV/0R8JosMU+WAYPnw4s2bNEpZVKhU9evTg2LFjBXreFi1asHXrVmH5xIkTrFy5kmPHjqFSqQr03CIiuaFFixZs2rQJmUxGeHi4MGJ98eIFdevWJSEhoZAtLB6IdZgiRR6pVEr37t31nCVktgIraGcJcOzYMTZu3EhCQgLHjx9ny5Yt+Pj4MGvWLAYOHIiDg0OB2yAi8jpatmwpZHzrnCVkJiG5u7sXllkfDWLSj0iRQC6Xs23bNho3bqy33s/P772lpGu1WkaMGMGIESP01nt5edGiRQtGjBhBfHw8Fy5c4PTp0x9c5p/Ih8/rYupVqlTh6tWr79GaD4fatWvz+eefc//+/RxL0nKL6DBFigTDhw/P5iwfP37MF198QVJSUiFZlcnt27e5ffs2pqamtGnThmbNmvHJJ58QEBCAh4cH3bt3586dO/Tu3VvsmCJSoDx69OiVr4kqVv9PnTp1GDBgAI8fP2bdunX8/fffmJqaApkhnj/++OOdjivGMEUKHTc3Ny5evIiBgYGw7ueff2bRokWF7ixfxeDBgxkxYoTeNO1PP/2UbTpZRCQ/MTMzY/v27dSsWZOzZ88SExNDmzZtuHr1Kp07dy6y35eCRCaTYWJiImQYW1pacvPmTcFBvtztaOXKlUyaNOm1xxTrMEWKLHZ2dnrO8vbt28yaNeu9NuZ9G8zNzZk+fXq2mrf69evz1Vdf0atXLypVqsSWLVsYOXJkIVkpUhxJSEigZcuWjB07ls2bNxMSEkLfvn25dOnSR+ksy5cvz44dO3BwcGDr1q3s27eP+vXrC84SMsVK/v33X2rWrEl8fDybN29+5/OJDlOk0Ll8+TJqtVpIZpDJZEXSWdrb22NnZ0dsbKyes0xISODkyZNs3LiRESNGULVqVQB69eqFRCKhSZMm3Lp1i8GDB2Nvb09UVBRRUVGFdBUixYGYmBjBKSQkJGBmZlbIFhUOkyZNEmZ5unXrRtOmTVmxYgWHDh3C19eXuLg4vvvuO27cuIGnpyfBwcF5+u6JDlOk0FGpVISGhuLo6AhQJJ1l48aN+euvvzAyMuLp06fCHWtYWBhdunThzp07QOYdb/369YX9vvjiCyCzA/2RI0coX748SUlJ9OzZE7VaTePGjbl58yYJCQlcu3ZNLAsQyRUJCQlCI+mPyWFKpVJq1KhBrVq1cHBwwNnZWe/1kiVL0rx5c9q2bYurqyvR0dHCd+rmzZt5Pr8YwxQpElSrVo0ZM2YAmbqct27dYtWqVYVs1f+zatUqPvvsM2FZ5yxTUlL0smUVCgWLFi2icuXKnDlzhmHDhuV4vICAAMqUKSOMpiUSCY8fP6ZFixbExMQI27Vq1QpLS0t27dqFVqtFKpWSkpJScBcq8kHg6+tLWloaJ0+epG7dutjZ2bFr167CNqtAMDQ0pGHDhlSuXJkSJUqgVqsJDg7Gz8+P+/fvM2PGDPr27SuEdQIDA6lVq1aezinGMEWKNNeuXaNTp04A2NraMmzYMMaMGcOSJUuKhGiArrsEQFRUFOHh4TnGjNLT0/XilmlpafTq1Yu7d+9SpUoVrKysgMxRtG4KWtdxws3Njfnz53Px4kUiIiJo3ry50Kll2LBhlClTBgMDAyZMmMC6desK7FpFij6JiYlC/8uEhATKly9fyBblLyVLlqRRo0ZUqFABMzMzUlNTefToETt37syWKfzNN99w5swZFi5cSEZGBtevX2fkyJH8+uuv+f7bIY4wRYokpqamjBkzBo1Gw48//ljoQs5SqZTBgwdTunRp1q1bp9esOrd4e3szaNAggoKC2LZtG4cOHdIT2M7IyGDevHlkZGRgbm5O7969sbOzy3aclJQURo8eTVRUFKGhoYSEhBAbG5vjOZs1a0bz5s05ffp0vghtixQNvL298fb25q+//sLFxYX27duzbNmywjbrrXB3d2fmzJloNBqmTZuGgYEB9erVw83NDaVSSXx8PPfu3ePMmTNvFXe0tLRk2LBhGBgYsGLFChITEwHeKtwhSuOJfHAoFApGjRpF7dq1qVixIs+ePWPgwIGEhIQUtmn5QqlSpahSpQolS5akQoUK7N+/n0uXLgmvT5kyhfHjxwP6caqIiAhWrlyJsbExSqVSGKmq1WrS0tJITk4WYlzffPMNMpkMjUZD+/btuXDhgp4NderUoUOHDly5coUdO3a8pysXyStubm60bNmSFStWYGVlxeDBgz+InpMNGzZk5MiRBAcHU6tWLTw8PAAIDQ1l165dREREcOPGDc6fP09qauo7n0cqldK/f39at25Nw4YN0Wg0DB8+nG3btuVqf9FhinyQlChRgvv37wtOYdOmTa+MCxZH2rVrh6WlJRcuXGDatGkolUpmzZqlN0UMmaUuTk5O2NnZUaJECaytralXrx7t27cXtjl79izXr18nJSWF+Ph4ZDIZU6ZMEQrev/zyS/bu3ZujHVWqVKF8+fIcP35czPAtAtjY2NC3b18WLVqEXC5n1qxZTJ06tUgmzOkwNTXl3r17Qlu0jIwMIe4YEhJC5cqV81096/Hjx1hYWADw9OlTqlWrlqv9xBimyAfJyz8AH5uayb59+4TnWbu3vEx8fDx3797VmyreuXMn1apVw8nJidDQUL799lvkcjl2dnbY2NhQs2ZNvfdz5MiR1K5dm5SUFBISEoiNjSUiIgJnZ2fmzp2LTCbjyZMnNGrUSJjmyoqXlxcGBgbZunSI5D/jx4+nV69eVK1aldDQUPr160erVq349NNPefr0aWGbp4eVlRWNGjWiZs2aej1EAwICKFeuHBqNhqlTp+abs6xZsyZ169bF3t6etLQ0YX1GRgYnTpzg6dOnjBo1iri4uLc+tjjCFCny9O3blwkTJqBWqzl48CBTpkwpEolAHwLm5uZUqlSJ+/fv62XfQqZqzOHDh6lQoQJxcXH06NGD1NRU7O3tsbGxwcrKCjMzMzp16kTZsmWF/f766y/8/f2Jjo4mIiKC4OBg2rZtKzT3vnPnDvb29ly6dIn+/fvnaWpNJDsNGjRgz549Ob72xx9/CNP4hUnZsmWpV68eZcqUwdDQkMTERB48eEC9evXo27cvUVFRdO3alXv37qHVaklPT8/T+apXr46Pjw8ODg5otVqePXvGmTNnSElJYcaMGcjlcnx9fZHLM8eIK1asYPLkya88njglK/LBI5fLmTRpEsnJyfz4449A0azZ/JAwMTHB29ubR48eER4enu31nj17smTJEiGTNzY2lgkTJmBsbIy1tTWmpqYYGRnxxRdfCFNfWVm7di1//vknISEhREREZBtFuLi4MHHiRFJSUpg3b56oxZsLXnaYurIkgDNnztCxY8f3bpNUKqVmzZrUrFkTBwcHpFIpkZGR3Lp1i3Pnzukl7ZmZmZGSkpLnm96XnWRQUBBnzpzRm2UpW7Ys9evXp3Llynz11VfC+r/++ovhw4e/8tjilKzIB49KpeKnn37it99+IyQkhIyMDIYOHco///xT2KZ9sCQlJXHx4sVXvj5o0CDhxxhgzZo1QvPjrDg7O+vFS3U4OTnx6aefCrEqjUZDeno6KSkpJCYmMnToUEGwws3NjS5dumQ7hrm5OWPHjkWpVPLzzz8TGhr61tdZnHi5rCLr/yerJFx+U6VKFXx9fbl8+TInTpzA2NiYhg0b4u3tjbW1tVAfuWPHDq5fv/7KKda8iHNUrVqVevXq4ejoiFar5fnz52zatInbt28DmY67Tp061KhRQ3DcERERHDhwgNjYWIYPH87Tp09ZtGjRO51fHGGKfHDcvHkTJycnAIKCgqhSpUohW1R8+fnnn+nduzeQOZJp2LBhjiU1JiYmTJ06lcGDBws/4MnJybi5uQktqQwNDXF0dMTOzo6SJUtibW3N3LlzhThqdHQ027ZtQ61Wk56eLmT7duvWTUjWuH79Os2aNcu1/VZWVmg0mneKVxVVzM3NefLkibCcmpqKoaEhAEuXLuXbb7/Nt3N169aNOnXq8O+//7Jw4UKMjY3RaDQcO3aMp0+fkpiYSGBgIOfOndOzKT+pUqUK9evXF26sgoKCOHfuHLdu3QIybxIaNGiAl5eX4LifP3/O5cuXX+u4X4c4whQpNsTExAgOU1S9KVgmTpxIRkYGnp6eLFmy5JX1p0lJSWzbto0hQ4YI66KiovT6N6amphIYGEhgYKCwzsLCgunTp6NSqZg6dSr//PMPjo6O2NvbU7JkSaysrHBxcRG29/T0ZN68eXpONTExkdjYWKKjowkLCyM0NJSIiAj69evH/PnzkUgkpKWlcfr0aZKTk9FqtcyaNYtnz55luw65XI5EInlt38nCJjExUa/M6Ny5c3h7e2NqakpQUFC+nadNmzb89ttvAPTp00fIVJdKpXzyySekpqYyaNAgvcS0/KJKlSrUq1dP+J4/f/6crVu3cuPGDQAcHBzo3r077u7umJiYkJKSQmBgINu2bSvQpCdxhCnyweHh4cHcuXOxt7fHz8+PsWPHiklARYRNmzbh6+tLUlISXbp00asrfRWOjo6kp6cTERGR4+tfffUV33//PVKplEWLFvHrr79ib2+Pra2tkJxkamqKiYkJSqVSSOzo06cPRkZGOR7z7t27dOvWjcjISCHhpEOHDixfvhypVMqwYcOKbF2qUqnk8ePHwqgyKChI0FTVaDR4eHhkey9lMhlqtVpYlsvleHh44OTkxKNHjxg5ciTVqlVj8+bNbNq0iQYNGtCnTx+9HrVxcXHZ4tRqtZpKlSrlGP9+W7y9valfv75wLcHBwZw7d05wkt7e3tStWxdnZ2cMDAyIiYnh7t27nD59WmjtlV+IST8ixQ6pVMrUqVMJDw9nxYoVhW2OyH8oFIo8Zz2+jKurKwqFgoCAgFxtb2hoyIkTJ6hQoUKOrycmJrJhwwZh+lij0dCzZ0/BIcTFxTFt2jTi4+OJjo4mOjqayMhIoqKiXjvFZ2BgwKBBg7C2tmb16tW8ePECyBxJ29raEhAQ8NpENYVCgUwmy3HmRCKR0LRpUzIyMtixY4cw4gsODhamK3UOc/bs2bRv3x4/Pz/UajXNmjXjwoULdOvWDY1Gw759+4RpbpVKJdxkAGzfvp1Hjx4RGxvL2LFjhVroHj160LdvX0aNGqVnV8eOHTlz5swrr+l1eHl50aBBA5ycnJBIJAQHB3P+/HmuX7+OQqGgXr16VKlSBVtbW7RaLS9evODatWtcunSpQG+SRYcpUiyxtbVl1KhRPH/+nKCgIA4cOCCONkWAzB/yNWvWCMsRERFYWloikUgYM2YMGzduBDLjnDY2Nqxfv15wsCEhIaxatQojIyOUSiUGBgaCg9JqtajVajIyMkhNTSU5OZmkpCQSEhLo1KkTbdq0Af5fBLxGjRps374dc3Nz9u/fT+/evfH09GTFihWYmZkxefJk9u/fT+vWrVm9evUr9YJXrFhB165dAX3lp8DAQL2yH11rq5w4cuQICQkJdO7c+ZXvW6dOnTh9+jSQ6ejLli3LvXv3BCe+YcMGWrdujUQiITU1lcWLF/Pzzz/n+nvn6elJw4YNcXZ2RiKR4OrqSs2aNbl79y7jx4/H29sbDw8PLCwsSEtL4+nTp1y4cCGbWEdBIjpMkWLL0qVL6dmzJwAHDhwQWmqJfNxMmjSJiRMnCsvHjx8XxB9yytQsU6YMc+bMQSaTMX36dPz9/bNtI5fLKVmyJDY2NpQoUQILCwssLCwwNTXF2NiYPn36CHE3gN9//5369etTsWJFYd3q1av55JNPcHV1BTJju99//z1DhgyhVKlSwrrffvsNqVQqPIYMGYJUKs1m08tTpceOHaN58+Y5vifLli3j0aNHfP/998INQFYSEhLYtGkTZ8+efW1sskaNGnh4eHDu3Dm++OIL5HI5K1eufKVspYeHBw0bNsTFxQWJREJISAgPHjxALpfz119/CdvdvHmTw4cP4+/vz5kzZwgLC3ulDQWJmPQjUmzJ+mPk6+uLVCrNd4ktkQ8LY2NjPv30U2FZrVbzv//977UlDY8ePRJuvF6FSqXixYsXwlTrywQHB7NkyRKkUinbt29n+vTpTJo0SfiMpqSkcP36dRo1aiTso9VqCQsLIzo6WnCY0dHRnDhxgvT0dNLT00lLS6NBgwZUrlwZyJxSNjU1RavVcuLECVq3bo1SqUStVvPDDz9w7do1OnTowIULFwgODsbX15czZ84wa9YsAF68eEHv3r1RKBRUqVJFaAJgamrKoEGDGDRo0GunWq9cucKVK1cAmDt3Lv369WPkyJG4ubnh5OTE1q1bOXz4sOAk5XI5z58/59ChQzx48IAKFSqwadMmvUbskNlMfu7cua/9HxQm4ghT5INn1qxZQhHyjRs3aNq0aSFbJFLYdO7cmdWrVwvLv/32G1OmTHkv565QoQKWlpb4+fkJbdzGjBlDmTJlWLduHZcuXcLDw4PffvtNmJI9dOgQTk5OzJkzR9ALvnfvnt5xzc3N6devHxkZGcyZM0dYHx4eLjhagMWLF/O///0v1/ZWrVqV2bNnY2Vlhaenp7D+m2++eauetAsXLqR///7C8o4dOwgLC6N79+5YWFiwceNGOnfujKmpKc+ePdPLfo6KiuLBgwf069fvlclf7xNxSlak2CKRSOjatSstWrQgLCyM1atXFzk9TZH3S506dThw4ICw3KdPnwIpfygMJBIJkZGRQsJSVFQUFhYWQuLOzp079RxXbrGxseHIkSO4uroSGhrKJ598QnBwcK72rVChAv3792fAgAHCus8++4wJEyZQt27d1+4bHR1NtWrV8iRokN+8ymFmnxAXEfnA0Gq1bN26lZUrV9K/f3+uXbvG+vXr9RRQRD4uLl26xMiRIzlw4ADTpk0rNs4SMj/vZ8+eFZa3bt2ql+WqK8t4G8zMzLCwsGDAgAH06tWLMWPG5NggvW/fvmzbto3p06djZmbGl19+ybFjxzh37hwDBgwQam9v375Ny5YtsbS0FPbNWtai1Wr55Zdf8Pf3JzU19bW6rkUJcYQpUmz46aef6NOnj7Bcv379bNNaIiLFAaVSyfjx4zE1NWXy5Mls27ZNSPRZv349+/bt47vvvsPe3p4HDx4watQovZKcefPm0a9fPx48eMDChQv59ddfBVk9XZlJSEgIn3zyiRCvnTZtGmPHjhWO4e/vT/ny5fXsUqvVzJ49G39/fy5fvgxkTtXa2toSFxdHq1athG0XLFggCPYDfP755xw+fDif36l3Q0z6ESn2ZJ2GTU5OJjIyshCtEREpONLS0ti2bRv169cH4NatW4LD7NatG927d0epVAJQt25dNm3axPLly5HL5Tg6OjJ48GAgUwzg559/1tOg1Y1WHRwcWLZsGQ8ePAAQymV0uLm5ZbPrzp07/PLLL3rrdKLnnp6eNG/eHAMDA9LS0rIl5un0hosyosMUKTYsWbIEpVJJp06d2LBhQ5FIHhARKSgSEhIwNzcHwN7eXlhvaGiYTRzByMgIAwMD1Go1CQkJaDQaoUQlJiYGKysrYVtd9xO1Ws0vv/yCn58fqamp3L59myVLlgjbbdy4kUaNGlGmTBnCwsLYvn17NmeZldKlSwtOUalUIpFI2L9/Py1atODIkSPs378/19f++eef4+Liwl9//cXz589zvV9eER2mSLFBpVIxf/58IiIiXimJJiJSXIiPjxcc5m+//UbLli2xsrLir7/+IiAggKlTpyKVSomLi2Pw4MF6cc/w8HC++uor7t27x9SpUxk7diy1a9cmKiqKO3fuoFAoOHHiBCdPnhT22bhxI7dv36Z+/fpcv36d8+fPo1QqcXJy4tmzZ2/U3w0ICCAtLU0Y+d6+fZumTZuiUCho3rw5Pj4+nD9/Psd95XI5crkchULB4MGDhZhn79692bNnDx06dODy5csMHTpUr2l0fiPGMEWKHdWrV+fTTz9l+vTphW2KiEiBIZFImD17NjNmzECtVmNsbMycOXOEZutFsR7Zx8eHWbNmcfLkSXbv3i0oCgHcu3ePU6dOZUvWk0gkeiPmFi1a6CkbZWXy5MnZZDKbNWvGmjVrMDIy4sqVK/Ts2TNbM/WXEWOYIh8N169fp2vXrjg4OLxSeURE5ENHq9UK07IxMTEkJycTGhqKhYUF0dHRRc5ZAly4cIEDBw7w/PlzgoODiY2NFTJp9+zZw59//klGRgYqlYqMjAzS09NRqVR613L+/Hn++OMPZDIZDx8+pFy5csJrOakXbdq0SZgKrlOnDuPGjWPatGnvZL9YViJS7ND1P3xT/ZeIyIdOfHy8oCkL6DmgokpCQgJWVlbExMTQvn17/v33X1atWsWCBQsICQkhIiKCmJgYEhMTSU9Pz+b49+7dS6NGjejWrRsNGzZkxYoVhIeHs3//fj3tYB1ZS25yWn4bRIcpUiypVKkS8+fPZ/HixTnedYqIFAeyJv7Ah+EwY2JiBCd/584djh49yoULF97qGPfu3ePo0aOkpaUxefJkKlasSK9evXLs8pK19ZdarebHH398Z9tFhylS7GjSpAlt27bFxsaGfv360aNHj8I2SUSkQMia+AOZjbxLly5deAblgsjISD0N2YyMjAJN0tPVg0L2vqBvixjDFCl26Brr6hAzZkWKK1kdZuXKlVm6dCkWFhY0a9ZM0FcuCOzs7Jg0aRJSqZTY2FiMjY357bffePjw4Rv3DQ0NRaFQCMtpaWnZvrP5yePHj4XniYmJJCYmvvOxRIcpUuw4fPgwf//9Nx07duT+/ftC30MRkeJGfHy8ILw+dOhQoc1Xz549+eGHH3j06FGBnPf333/Hx8dHb12rVq0YO3YslpaW7Nu3jw4dOmBoaMiBAwfo27cvFStW5NmzZ+zatUsvTKJWq996GrlWrVq4u7tz6NAhypUrR+3atUlISMDLyws/Pz+2bt0qbHv69GkGDhwIZN48u7q6CmIMb4voMEWKHRqNhkGDBnHt2jXUajXJycmFbZKISIGQNekna0Z4UlLSG0sn8oKul2dWHBwc2Lx5M5DZPkwnpvDtt9/qOcTBgwcjl8tp0aIF8+bNY8aMGRgaGqJUKpk/f/4bz922bVvWrVuHVCrlxYsXlCxZErlcLggufPXVVzg6OnL16lUMDAwEZwmZU7Ldu3cX2py9LaLDFCm2BAcHU6tWrSJZjyYikh9knZJduHAhJiYmNG/enHHjxhWow/zpp5+YP3++oAgkl8v1bMmqPJS1uTUgTMeWLVuWH374QZiOnThxIkZGRoLjk0qlSCQSoS5T97xhw4aCSlHW82St32zevDlmZmY5fu/zUmomOkyRYolSqWTkyJFUr16dTz75hHbt2onasiLFjqxZsqmpqUyaNIlZs2a9ddbp23Lz5k0yMjJQKpU8ePCAkSNH4uvry8SJE7Ntq3Oob7I/Li6OY8eOCbWXWeswdY2009PTuXnzJsuWLQMyNaNfbkIdERHBiBEjhNilkZERO3fupHbt2ly4cCFPIRrRYYoUS5o3b0716tUBKF++PD169NDTwRQRKQ6kpKQgl8sxMDAQpOni4+OxsLAo0BvETz/9VJC4q1SpEsOHD88W+khPT+fw4cO0bt062/5Pnjzh8uXLzJo1i2+++YYSJUqwaNEirl279sZzb9q0iaCgINzd3bG3t2f8+PHCaytWrGDBggXExsYK61JSUmjVqhVKpTLPsnmiwxQploSFhekth4aGFpIlIiIFi24qNCoqSlguaId5+/Zt4XlCQgI//vgjL168oHXr1lhbWwOZjayHDh3KqFGjmD59OlqtFq1Wy6FDh+jXrx8qlQqAkSNHvvX5z549y9mzZ5HJZHh7e9OsWTMuX77MtGnTXlk2kh8as6LDFCmWXLlyhZEjRzJy5Eju3bvHtm3bCtskEZEC4WWHGRcXp1ebWRBs3LgRlUqFh4cH27dvFxxotWrVGDZsGEFBQcLU588//8z69etJT0/PsSl1XlCr1fTo0YPp06dz/vz5PNVY5gbRYYoUWzZs2ICpqSk1atTAycnpvbYBEhF5X7wsj/c+HCbAli1bsq1LSEjIMdO1IBOQIHPa1dHRsUDPAaLDFCnGuLi4MGnSJMzNzWnRogXNmzcvsLo0EZHC4mV5vMTERJydnQvRovdLnTp1GDNmDEZGRjg6OjJv3rwCO5cojSdSbGnUqJHwQ2JhYUGTJk0K1yARkQIgazlH6dKlWbVqFcuWLeP333/P1iqrODJr1ixBzWvChAmYmZlhYmKCsbExpqam+Xou0WGKFFuuXr0qBPo1Go2eHJeISHEhq8McNGgQtra2QGYma7Vq1QrTtALFwMAABwcH7Ozs9NYvX76coKAggoKCePToEV9++WW+nVN0mCLFlrt379K1a1eSkpKQSqXMnTtXFGIXKXZkdZhZs8EzMjKERKCizPjx4zlz5sxbdRays7Pj4sWL3L59O5swQps2bYBMIQO5XJ6vjeTFGKZIsSYuLg4TExNhuW7dumzatKkQLRIRyT/kcjnfffcdzZs3p1atWowcOZKSJUvSvn17ZsyYwdOnTwvbxNdSv359pkyZAmTWc5qamuLn54dMJkMmkyGVSrP9lUql+Pj44ObmBpAtwUmnFKTj5RKzvCA6TJFiTUBAAPfv36dixYpoNJoCV0AREXmffPrpp7Rr1w6Azz77jMOHD7N+/Xrq1q1L6dKli7ws5MsqPaamphgYGKDRaASVH7VajVqtFp6rVCosLCxo1KgRkBlu0UnlAQQFBREaGoq1tTUPHjx4Z93YnBAdpkixJjU1FV9fX0H5p3PnzlStWpWNGzdy69atwjZPRCRPuLi46C07OTkxa9YsbG1tqVGjBkqlku+//76QrHszx44dEzoL+fn5MWTIEBISEt643549ewgPD6dmzZo8efKEr7/+Wnjt7t279OzZs0DsFR2mSLEnISGBXbt24ezsLPQI7NatG9WrV9eT0BIR+dCoUqWK3rJEIhGSfgA8PT3ft0lvha6z0KBBg956359++kl4XqZMGXx9fYmJiWHcuHH5aKE+YtKPyEeDu7u78NzS0hIHB4dCtEZEJG84OTnxySef6K27du0aV69eBTJjeadPn2bevHkEBwdz+vRp9u3bx969e/Hy8ioMkwuMvn37cuLECQICArCysmLOnDkEBwfz5MkT1q5dy5EjR5g2bVqezyPRarWvfNHa2vrVL4qIfGD4+Piwbds2jI2NCQkJYfv27URFRbFq1SpSUlIK2zwRkVzj7u7Oxo0bKVeunLAuNDSUqlWr8uDBAyFzNDg4OEcFHH9/f+rWrfve7M0vbGxsSE1NxcLCAhMTE+zs7IiMjKRbt26CJm1OHUx0fPXVV+zateuN54mOjs6xgFWckhX5aLhw4QK1atXCwcGBX3/9lREjRgCZ01r9+/cvZOtERHLPypUr9ZylVqslJSWFLl266GWIvirhJ6uU3ofClClTGD9+POnp6SgUCr1s2BcvXgjbvcpZQvbenG+LOMIU+Sh5/Pix8OUJCgrKFgsSESlqWFlZ0bRpU3r06EHz5s1fuV1UVBSWlpbIZDK2bt3KjRs36N27N5GRkVSuXBmpVMrw4cPZs2fPe7Q+byiVSoKDg/WyYV9HXFyc8P2OioqiRIkSnDt3ju7du2drQ5YTrxphig5T5KNk3rx5DB48GIDLly8zf/58Tpw4gYGBAZ988glRUVFcunSpkK0U+dgxMTGhd+/efPXVV5QuXfqVjZhfR7Vq1Yp8PeabkEgk3Lt3j1KlSuX4ekxMDFZWVkBmGy8fHx9kMhnJycm8ePECuVwutBPLDaLDFBF5iTp16pCRkYGBgQGffvopDRo0oEKFCoLayJQpU/jtt98K2UqRjxETExNGjx5Nnz59KFmy5DsfJy0tDW9v7wLtjfm+8Pb2Zvz48aSmpgKZmbFGRkYEBAQwb9489uzZIzjU0aNHs379+nc+l+gwRURew+DBg7N1Obh48aIgsyUi8r7o1q0b48eP14tRvsyZM2fw8/Pj5MmTJCQk0LBhQ2bPni28HhERQWhoKAsWLGD//v3vw+xCxd3dXW9G6ODBg3mqxRSTfkREXkNWDU4dZmZmlCtXjocPHxaCRSIfGzKZjMWLF9OnT58cX4+NjeXw4cNs2bKFEydO6L324sULpk6diqGhIQAlS5bkypUrHDhwoMDtLgo8efJET/GnVq1aQGYCUG5ilrlFrMMUEQF2797Nr7/+ir+/P4GBgcTGxlKpUiXOnj3L/v372bNnD40bNy5sM0WKMcuWLcvRWZ4/f57evXtTpkwZhgwZks1ZQuaIsl+/fkRERAjrWrVqRb169QrU5lfh6OiY7621slKjRg327NnDpk2bcHJyIiMjQy872NzcnMuXL/P8+XNWrVqVb+cVp2RFRF6iZs2aHD58ONv6xMREypcvL8RQRETyix49erB06VK9H/1Hjx4xdOhQLl++nOvjXLhwgQoVKgjLffr0wdjYmCdPnuDn5wdkTl9269aNcuXKUaJECa5evcoPP/xAfHx8vlzL0qVL6dmzJ/Hx8XTt2vWN9kulUhQKBQqFAqVSiVKp1Fs2MDBAoVBgYGCAXC7HwMCAZcuWCUk+9+7d4/fff2fmzJl6jRay0qpVK+H6c4M4JSsikkuCgoJISkrK9uUzNTXF2dmZgICAQrJMpLgyadIkPWd57tw5unXr9laCGs2bN6ds2bJ663744QdsbGzQaDQMHjwYPz8/Dh48KDgbgAYNGuDj48O3336LXC4XnJVcLhcclO551oeuo0jWziKWlpZC7NDc3JwlS5Zw+PBhJBJJtocOiURC1oGbVqvVe2g0GuGv7pF19Gpubo6hoSEPHz4UysOy1miq1WpiYmJy/T6+DtFhioi8RFhYGIMGDWLjxo3ZXluzZg0NGjQoBKtEiivOzs44OzsLy8nJyXTs2PGtuoy0bNmSP//8M1vZiY2NDZA5ihs/fjx3797Vc5Y6PD09ad26dTbHpFarhb9ZHyqVitTUVFQqlfDIyMhALpfrKe3cuHGDnTt3kpaWRkZGBunp6cIjLS1NOMbbEhQUxPfff09KSgpDhw7l7NmzyGQywWFKJBJOnTqFXC5n48aN+XaTK07Jioi8gt27d9OwYUO9dWq1Gltb2yLdMknkw8La2prbt28LCTvPnz/n5s2bTJgwQU/B5lWMHTuWyZMn59h8OSEhQVD1GTZsGLt27eLo0aN4eHjobbdw4cJsWeLvSu3atRkyZAhBQUHMmzevwEIYMpkMtVotLFetWpXDhw8jl8vJyMigefPm3L59+52OLZaViIi8JU2bNmXbtm1IpVJhiufZs2c0adJE7HIikm+YmZkxbdo0WrVqRcmSJQXHmZ6eTp8+fXKMp0NmXeIff/yRbRpWo9GwefNmLl++zOHDh2nbti2PHj3i+PHjwvl8fHxQKpUYGRlx7969YtPqrm7dusyYMYNNmzaJdZgiIu+b69evZ+s5uGLFCiZPnlxIFokUJ0xNTTl79iwuLi6kp6cL8UAdGRkZ3Lhxg+DgYM6fP8+FCxd45O/PmrVraeHrqxcL1G0/duzYHMMJHwuTJ0/mxo0beao/FZN+RETeAWtr62zrjIyMCsESkeLIpEmThBsyhULBgwcP9LJcDQwMqFmzJjVr1qRjtWpoKlSAoCCkly7BvXtgaSk8ouRyOk+ezK27dwvnYgoQmUxGyZIlCQ8PzxYO8fb25scff0Sr1fLtt9/SrFkzfH19hant/EQcYYqIvIYjR45Qo0YNYTkgIIDPPvuM58+fF6JVIsUBAwMDHj9+rNdd47vvvsPCwoKvv/4apVKZufLZMzhzBl6TuKILGTyIicF33TricylS/iFgZWXFvn378PDw4MqVK3Tq1ImkpCThtdu3bws3sSqVSkh8Cg8Px8PDg9f5uFchTsmKiLwDrVq1Yv369cjlcs6cOUOnTp3e6QsoIvIyDg4Oekkp6enplCtXjsTERMzNzani5sYfnTtTIirqrY576e5dvrl5k5vh4fltcqEwYMAAvv/+e2H56NGjPHz4EIlEgpmZ2Ssl8DQaDY6OjqSlpb31OcUpWRGRd+DKlStERUVha2uLh4cHrq6uPHnypLDNEvmAKVu2LH///TdOTk5Clw21Ws0333xDYmIiAMaxsayoXj1HZ5mQkEBgYCDGxsaUL18etVqtF/es4+nJznLlqLViBdHF4OYuJCREb3nnzp2cPHmSmJgY0tLSqFixItWrVwcyy1jKly+PkZERixYteidn+TrEEaaIyGvo2rUrK1asEJbFDiYieWXZsmX06NFDWO7Xrx937twRNIvbly/PSAcHalSurLdfWloa9xITGbxtG4/S0rAEqpcpgzoqivYVKtDJ01OvQbJ/XBwN1q9HVQyc5tChQ2nYsCGHDh1i3bp1eq9JpVKaNGlCWloa586dw8nJiXHjxjFmzJh3Pp84whQReQfu3r0rtADTaDTFJv1epPDI2gQ5PT2ds2fPEvXfSLKZmRkrmzVDqVDo7fNYo6HX+vXcS04GiQQkEqKAI48fA3Dcz48EuZxhNWsKmbPlLSzoV706q65ceT8XVoAsX76c5cuX5/iaRqMRSmYgs441NTUVKyurfFP40VF8IsMiIgXAnTt3+Oyzz7hw4QJr1qzh3LlzhW2SyAdMjRo1CA8PZ//+/fz7778MGjQo01lqtTTJyKCDTKbnLB89esTUgwepsWQJ91JSMp1lTkgkfHv+PAefPdNb/XWVKlAMRphvi0qlylYOlh+II0wRkTfw6NEjypYti4+PD/b29vTp00dU+hF5a1q0aEG1atVYsmSJXkNnmVZLu4wMKqrVKBQKQZ0nLSODH/z9+cvf/9WOMisSCUN378Z/2DAU/8U0bSQSHCQSQt6wa3EjJSUFBwcHbty4ka/HFUeYIiJvoG/fvkIn9zZt2hRayySRDxOZTEbXrl2pUKECy5cv13OWRlotn6enU1Gtxt3dHQcHB9atW8e6v/6i0+bNmc7yLYgHtl6/LmRym5iYML516/y8nA+ChIQE4Tubn4gjTBGRN5C1x6Bardb7wRMReR1KpZJevXqRkZHBypUrycjIEF6z0Gjolp6OjURCJW9vFAoFly9fJk6t5leVitB3rKU8FRFBrywj0tIGBnm+jg+N6OhoSpYsme/HFR2miMgb+OOPP3BwcKBz58789ddf3L9/v7BNEvkAsLCwoF+/fjx69Ii9e/fq1e/aazR0SU/HQi6nSpUqpKamcvXqVSKAbQpFnoQHTvn7E+juTtnSpUlLSOBuDg2nizvh4eG4ubnl+3FFhyki8gbUajUzZ84kMTFRVPgpBKpUqcKMGTNISkpi0qRJBAcHF7ZJr8THx4cWLVpw//59ypYty7lz5zhz5ozeNu5qNe3T0zE3MqJq1aqEh4cTGBjIM6mUnQoFqbmJV76GDI2G61u3IndyQqtWUzk4mB4KBWcNDAjKoaNJcSQ4OFgQsc9PRIcpIpJLQkJCcHR0LGwzPjo2bNggvO9GRkZ06dKlkC3KmXr16rFjxw4UCgVarZbRo0dnc5b1DQxorFJhYm5OlSpVePToEcHBwdyVydhvYIA6j87SUqOhV3o6FhoNKUlJguxeRY0Gp/R09ikU3PsInOazZ89QKpVIJBKUSiUuLi48ffo0z0IGosMUEcklAQEB2foIihQ8lpaWwvOcxPCLAp06dWLlypWCjqlEIsHU1FR4XarVMrthQwZXrYpWqyUwMJDTp08TFRXFBbmc03J57jJh30DLjAxMtFpSJRJSU1MxNzcHMpOLkiUSWqWn88jQkLR8OFdRZsKECfTv359OnTqRkpKCk5MTDx48oFWrVsTFxb3zccUsWRGRXHL79m0MDAxQvFRULpJ7Pv/8c0aMGPFWjm/atGmo1WrS0tKYPXt2AVr37owYMUJwlpCZdHLo0CEA7E1Nme/hQV8PD6RSKTKZjFKlShERFcVBAwNOGxjki7O01Ggo/V+5Uwrg7OyMg4MDNWrUoMR/4uQKwCtL0+XiiIODAyNGjACgRIkSODk5AVChQgVa5zFjWBxhiojkktTUVFQqFZ6enly/fr2wzfngmDJlCuPHjwege/fuNGjQIFf7rVu3jtjYWDw9PTnxHhJYTExMSE9P18to1WFra0vp0qW5efMmKSkpAJibm+tlUr948YKmTZsSHh5OEzc31rZrh7lEopf0E5+aynaFgkf5OD1qq9Wic7umpUpRokQJIHMa28PNDf//ktVKFfMa4qSkpGz6ujoe/6eM9K6IDlNE5C2QyWR07tyZgIAAocWQSO6oXbu28NzT0xMzMzMSEhJytW9oaCh169Z95esymQxXV1caN27MlStXCAkJYdCgQcTHx7Ny5UrS09NzdZ6RI0fy7bffkpSURK9evThz5gzGxsYkJydTuXJl/vnnH0xMTIiOjubFixeYmpri6upKaGgou3fvJiUlhUWLFhEXFsYXVlYsbtUKxX+jR4lEQmxsLEHx8Yy6cCFfnSVA1nFjgkoltPwCMH7FdsWRuLg4PYcZFhbGqVOnOHLkCJcuXcrTsUWHKSKSSxo1asSAAQOQy+U0adKEli1bkpqaWthmfTBcvHiRRo0aAZkaqrlVSzI2Nmb+/PlUqVKFunXrMnXqVO7cuUPt2rXp06cPPj4+mJubo1KpMDQ0JD09naCgIMqWLQtkNhieN28eBgYGeg+FQoFcLkehUAg9KKtWrSq0jVq8eDFqtZoKFSoQHByMSqXCxMQEyIylZp1WtrOz48SJE6xfv56eVarQp0ULFBkZKF6qgdxx4wbTr18npQBiiEFSKelkTrtGJiVlOkulEoyMMjNG/xth5rejLoqcOHECX19fAHbv3s2kSZPy5biiwxQRySUdO3YU4lReXl54eHhw7dq1QrbqwyFrJw2FQkFgYCB79uxh6dKl3Lt3j8mTJ1OuXDn++OMPTp48KWzbp08fqlSpAmSWmOzbtw+VSoVMJhNGUIDwv1EoFJQpU0ZYX79+fTp06IBKpUKj0aD6b/SlVqvRarVoNBratWtHtWrV9OyVyWSUK1cOAEdHxxynaLMSER5O91Kl+LlBA2F0oxvpaDQa/nj4kG+uX0dbQAk3aRIJt+RyaqhUJGRkoPLxQf5fE2rjxEQ4dYpoiYSHxai59Kvo27cvCxcuxNTUlMmTJ+fbcUWHKSKSS65evUq/fv2AzA73FStWJCoqCplMxuPHj3F3d8fOzo4LFy6gUqleeRxLS0u+/vpr1Go1mzdvZtiwYZQoUQJDQ0OioqKYOXOm0L2iOBEbG6u3rFAo6NKlC76+vhw4cIBu3boB0LJlS8aNG0dycjJyuVx4z7OSNcFGh24KUq1W8+TJE2GEefPmTSQSCZL/4og6Z6lSqVCpVILjzMrly5c5dOgQ06ZNE9Y9ffpUcKBqtRqpVEpoaCgBAQGcPHYM9uyheenSerGz69ev8zw5mc0JCRx6+DBfkntexwm5HEuNhrIaDdosjtHY2Jh4iYS/FYoCt6EokJaWxj///EPNmjXzteG76DBFRN6AUqlk1apVNGzYUFgnkUj4/vvvMTIyQiqV8vfff9OpUyfkcjknT57ks88+E76oUqkUQ0NDlEolCoWC9evXU6tWLQAGDRqElZWV3vmsra3p1avX+7vA98SPP/7IkCFD9EaaAGZmZlStWlVYVigUQkG/RqN549StVqvl3r17/PzzzxgaGnLlyhXu3r1L3bp1SUhI4M6dO2+07dSpU2zYsIHy5cuzcuVK5s6dC2SKeLdp04YLFy7w66+/Mnr0aAYNGiQUxT98+JBuHTvSKT2dyhoNBgYGJCUlYWJiQnJaGqsfPuTv0NA811fmFvV/TrGcRsNABwesJRIwNETq5cX6334j6TU3csWN6OjofM9oFxtIixQ7fHx8+OOPPzA2NmbMmDHs2LHjldsqFApMTEwwNTXFxMQEY2NjTExMMDQ0xMjICKVSSbNmzejevftrz/lyVt7GjRtJTEzMtp1Wq6Vv377CD65Go9HrjwiZ2rUVKlR4m0v+YDA2NmbLli3UqlULmUyGTCbjn3/+Yd68eezatQsbGxt27NjBgAEDhH0qVKjAunXrcHBw0Ktt1Gq13Llzh3nz5nHgwIH3Yr9EItFTkfE7dozNHTpgT2Yik6GhIXfu3MGoRAnWZ2RwJz7+vdiVE19++SWLFy9GKpWydetWhgwZUmi2FAZlypShf//+TJ069a33FRtIi3w0zJkzB1tbWwB+/fVXPDw8kMvlQg2cVCrVi30BQixLrVYLcS6VSkVGRkau7lIjIyOFc7548YI5c+aQkJBAenp6tunZ1NRURo8eDcCBAwdo3bq1ntOML8Qf2YImOTmZ9u3bA2BjY0OpUqW4d+8eWq2WypUrY2VlxYsXL/T2efDgAXXr1qVUqVLcvXtXeK8uXbpEmzZt3qv9ZcqU4fjx4zRo0ID4wECuDB2Kk0ympwcbrdWyNSKCmEKOFa5bt44nT57w5ZdfFgln6erqStu2bblz5w6nTp164/bGxsbMnTuXcuXKsWLFCvbu3ftW5wsPD892M5pXRIcpUuzQZTJCZqzL39+f0NBQUlJSSEpKIikpiYSEBJKSknJVbiCTyUhOTqZ+/focOHCAjh074uDgAGRO2W3YsIEff/wRX19fnJ2d+fPPPwkLC3vl8WbNmsXu3bvJyMjg7t27ODg4sGjRIlq1agXA2rVr8/YGFBHMzc1ZuHAhTk5O/Pzzzxw+fFjv9cjISL3OL6mpqdmcZVYcHR31fgBv376d/0bnQM2aNZk3bx4SiYSbN28yffp0XLVa+iiVGKal4VWrFmFhYQQGBvJCKuVvpZLkIhInPHPmDK1atRJKY943TZo0YcaMGSQmJuLh4SFkFo8YMYIzZ84I2coKhUJ4bmBggFwup1evXnTs2BHI/B9UrVqV0NDQXJ9bN8OTn9cuOkyRYsf169cpX748kBk/fPLkCZcvX37n46nVakE5BGDr1q2sX78eCwsLBgwYwNGjR4HMO/rckrWxbUhICL169WLy5MmUKlWKZcuW5fo4hoaGmJqa6jmekiVLUrVqVVJTU/Hy8qJVq1bs27ePVatW5fq4+cG0adPo2rUrANWqVWPv3r0kJyfzyy+/oFQqefjwISqVSkjGeRO3b9/m0qVL1KlTh7S0NLZu3VrQl0DNmjX566+/sLGxAcDAwIAqMhkrWrfGQCJBpVKxe/duAgMDeSiTscfAgIwi4iwBYdbE1dWVe/fuvddzSyQS1q5dK8jzZWXgwIFUqlRJSMLSzfDo/mo0GkqXLi1sr1AosLa2Fm52X0XJkiXp3Lkzz5494+bNm1SvXp2BAwfy888/58s1iQ5TpNixbt06OnbsiFKpJDAw8I0jkU8++YTRo0cTHBzMhAkT3qg1eePGDXr16kW3bt0EZ5lXNBoNJ06coGXLlrnep0aNGmzbtg1LS0t+//13JkyYQNWqVdm7d6/eKBugYcOGJCQksHnz5nyxNzdkTWYyNDQUnGePHj1QKBRcuXIFc3NzypQpw+rVq5k8eTLjxo2jevXqbN++XYg9V65cmb/++gtbW1tCQkIIDw+nVKlSjBs3jt69e782IzkvdOrUidWrV///qFarxfr+fYbb2WHwn1OUy+U0aNCAg5GR7EhNLbCSkbyQmpqKo6Pje3eYumQ3HWlpaSiVSjIyMpgxY8Ybp2U3bdrEyZMnMTExQa1Wc/jwYYyNjfnll1/47rvvsm2vUCj4559/hEzmmJgYrKysqFWrFnK5nMWLF+f5mkSHKVLsePDgAXFxcZQqVUpQf7l27RpKpRKj/4q4lUolSqUSS0tLVq1aJcQpExMTGTt27BvPERoammNpQ154/vz5W2X1DR8+XBAm79+/P5DpRF92ljoGDhz4Xh3mDz/8gI+PD3Z2dmRkZKD8ryZQd401atQQth08eDCfffaZMJLz9fXFwcGByMhIpk+fjr29PZCpj6rD19eXzz77jC1btuS77fXq1aNnz57/7yw1GtL37sXxzh0cq1fX29a2Z0+W/PADQ+7eZcKECUVONjExMVGIr79P1Go148ePZ+HChaSkpNCvXz9sbGy4f/9+rjKXNRqN8FmWyWRC55WRI0diZGREWlqakI8glUoxMzMTnCXo37BVf+l/9q6IDlOk2OHt7U2pUqWAzBHAxIkTuXTpUo7TPrpSDx0vl3i8Cl2dpKGhYb6p/YSEhCCRSJDL5bkaNWWN9yUnJ3Pw4EESEhL0SjSycvfu3XyxM7fcu3cPLy8vDAwMGDx4MN999x1arTZbUT9kJl3pnCVkjk5q1qzJs2fPXivUXr169Xx3mAsWLGDgwIH/vyIjg/i1azF4+BD+EzHXarVI5HLo2BEqV8aQzBuAY8eO8c0337B69eq3OqexsTEVKlQgMDAwx6QvqVRK165dUSqVbNmyhbS0NCQSCQMGDMDNzY3Lly/TunVrQkJCmD9/PgMGDKB58+acPXuWJk2aYG9vT1RUFAcPHszLW/PWbNiwAa1Wi7u7e64SfbISExNDcnKy4Ch1JCcns3//fuLi4khNTSUlJYXk5GQyMjLw8vKicuXKANy/f5+KFSui0WjYtWtXvlyP6DBFih23b98Wpu3UajWzZ89+rWh3YmIi48aNIz09PddxMZ3DtbOz48mTJ/lit06BxsnJKVfHnDNnDhKJBGdnZ5YtW8aFCxc4duwYz549o0OHDkRFReHq6kr16tV5+vQpU6ZMyRc735aMjAyWLl3K9u3bUalUdOnSBW9vb/bu3Uu7du0oX748np6eGP3njAACAwPx8/MjNTWVx48fU7FixRyPfe7cuXy3N2sJUdjjx5ju3Yt5dDSa/0bIABJDQ+jeHbIoCkFm3G7evHns3r1bT5D9dVhaWnLo0CHc3d158eIFvr6+2RqVL1iwQJhF6NChAyNGjGDgwIFCtvWgQYOE0XDdunUF3d7GjRsLx1izZg1VqlQhPDw8l+9E3ilXrhyzZ8/G0tKSqlWr0rlz5zfW1To5OZGenk54eDhfffUVa9aswcjICI1Gw82bN5k2bRrnz5/Pcd927drh6+tLUFAQ7dq1o2LFikilUjp27Mi2bdvyfD2iwxQpdkRFRbFq1SqmTJmCTCajZs2ar3SYhoaGhIeHC41mf/nlF2rVqpVNlSYnMjIysLW1zTeHCZkaqw4ODrk6ZnJyco6yX2vXrtXLtJ02bRoXL17MtdB5QaEbES9fvlxYp6uf7NGjB4sXLyYtLY1x48axc+dOIRFo//79rFq1Cm9vb6Kjo3FxcUEqlXLlyhX27NmTrzYaGhoSFhaWmagSHU2JXbuQ/xfTlkqlhISEcD8kBMeJE6nwkrPUIZPJBGm23NCsWTPc3d0BsLe3Z/ny5dy6dQtAKH/q3LmzsH3Dhg0ZMWIETZs2FdZlzR52dXXN8TxKpRJzc/M8O0wHBwdiY2NzlXk6ZMgQIWzQqFEjevfujYGBAZMnTyYkJIQ+ffrodRCZMGECkydPRqVSMWLECFq3bi3cSD148IBmzZq99nyJiYls374dyBTK0NG8efO3vcwcER2mSLFk6NChwo/NxIkTsbCwEH5UXq7B1AmCQ2b/PFdX11w5zLS0NL1pxPwgOTk53+NNFhYWVK1aNd8SlAqCTZs2sWXLlhxHH6GhoULtJmT++LVq1Srfp2ItLCzo168fixYtwtPCgo5JSZQuWVJvm0uPHzP633+hd2/atm3LrFmzcvwMODo65vq8AQEBetPTW7du5eTJk6Snp5OWlia0lRs2bBgA+/btY8qUKTRu3JhNmzZhaGjIixcvsLe3JzExkREjRjBhwgRq1apFUFCQXtx32rRpeHl5cenSJUaPHv1GfdyXWbZsGT169CA2NpbPPvvsrbWUBw4cKIz6rKysWL9+Pbt37xZELHQjZrlcLsyg6MiaNZsbTpw4ITR8f9vp4FchOkyRYoePj49eLFImk7F582bi4uJIT08nJSWF1NRUoQazUaNGbNmyBaVSyc2bN7n/X1eHN5GUlJTrmGduSUhIEPoY5gcjR44UpvKsra0LbVo2N+S2e8mTJ0+IiIjI1/fezs6Ovn37cu7cOUJOnsQ5PZ2Yli31HOZDtZqv//2XNIkE/ss4DggI4MiRI9mO988//+T63Ldu3aJnz560atWK8+fPCyOkrEyfPp2zZ89iaGjIvn37gEwnUKtWLRwdHbl69aow8ouPj+fo0aNYWFgwYsQIvSS2Dh06AJkCDIaGhly6dElPzEMqleo9dOskEgmWlpb06NEDyJxGHjJkCIMHD37ttS1evJiePXsK2bL//PMP5cuXF25eExISePToESqVivT0dEJCQnBxcQHg2rVrHDp0iAULFiCVSvn9999z/Z5C5s1BYmIi1apVo0+fPm+176sQHaZIsaN79+56d6ZvKi05ffo09evX57vvvmP+/PmkpaXl6jwJCQnZdFHzSnR09FuNTt7EF198ofe8KDvM3KL7/+SXwyxbtiw9evRgz549SK9e5bOMDCwtLFCpVISGhmJubs7Z+Hh6btmC5qXZiStXrrBw4UIGDx7M06dPiY6OZs+ePTk60ddx5MiRN+5z6NChbOuCg4MJDg4G4NmzZ3qvxcXF8e+//77yeAqFAq1WK7Ra03Vzyap4pVarhYehoSG9e/cWpkhfjrPmxIsXL2jcuDFt27bl1q1bHDt2DH9/fyZOnEhISAhff/21XvLa3bt3GT9+PMnJySxYsICYmBhOnDiBoaHhOyWt7dmzB1NT01z3Q30TosMUKXZkTVlPSUkR6v9ex6NHj/D398fe3j7XX8zY2FhKvjRll1fCw8MF0YX84Pbt20J8LDAwMN+OW5hIpVK6dOmCo6MjDRo0YNSoUe/ckaJatWq0adOGjRs24BwQgI9KRcmSJfHw8ODGjRscP36cC3I5p+XyV3b5mDdvXqZwwcOHlCtXjocPH+bl8vKVQ4cOsXXrVrp06YK/vz83btygTZs2+Pn5MXjw4LdWwAkJCeGHH37g0aNHfP/997naJyAggJ9++klY3r59e46jaMh0+iNHjtRb9+jRo7eyMSsRERF6Gs95RXSYIsWOVatWoVar6dOnD6NHj851Uk5cXBxOTk65Pk9UVJSQwp5fODo60rx5c27dupUvqfCbNm2iY8eOSKVSypQpg6OjozAi+VDp1KmTUG/Xq1cv9u7d+9YjOsiUbatTpw6/r1xJzeBgKqnVODk54ebmxrVr14hPSOCwgQHXc1Fvm5SUhJmZGQkJCZiZmb21LQWFVqtlyJAhgkPfuXNnno534cIFNm/eTERERK5nYgqTXr160aNHD5ycnOjfv3+eR5qiwxQplqxdu5bGjRvj4OCQ60Ly8uXLU6lSJZ4+farXwPhVhIeHY2BgkDdDs+Dh4cHixYsxMDDgjz/+IDExMc+JOjVq1BDiRebm5nh7e3/wDvPlEfjbKP1YW1sTFxdH+/btcXFx4fdly2geFUVpjYZy5cpRsmRJ/v33X+JTUtijUPAwF6OTGjVqsHTpUkxNTYmPj0epVDJr1ixWrlz51tdWUCQmJr62nvVtSEtL0ysBKqrUqlWL6dOnA9C2bVsWLlzIggULhI4z70Lxb70t8lGyZs0a2rdvz4YNG/SK0KVSKcbGxlhaWmJra4uTkxNlypRhxIgRfPHFF1StWpXNmzcLzYdfR2hoaL5O91SoUEHPAesy/PLCsWPHhJFAWFgYV65cyfMxC5M6derw+eefC8u7d+9+bY2tDhMTEw4fPszDhw+5du0aDg4ObFy+nC4JCbhptVSqVAlLS0v+/fdfolJT2aRU5spZAkyZMgULCwtkMhlWVlZClw1dOUVhoku2yc/wQUpKip7kXVGlUqVKesu+vr7cvHmTGzdu8PXXX7/TMcURpkixQ6FQ6JUhjBkzhjI51Mzp4l5arVZo6Kzbv3Tp0m+M+elKT0xNTXPsffm2nDx5ksDAQMqWLUtMTMxbtzPKiX///ZemTZsye/ZsJk2alOti+qJK6dKl9WoOGzdujIuLS7aEl6y0atWKbt26UbNmTSCzMN4sKYlTvXvj8J9w/b///svVq1eJ0mrZqlAQ+xZtoXKSIszIyECtVmdbX6lSJXx8fDh37lyBartaW1uzc+dOvL29OXbsGJUqVcLOzg4PDw/69u37zjFfyCx9ys9M7oLi5Wn6EiVKCJ+dkSNH8uuvv771MUWHKVLsSE9P5/bt23h5eQGZxfGzZ8/OsTelDnd3d/755x9sbGy4ceMGFy5cyNW5NBoN9vb2BAQE5Nnu2NhYvvvuO5YvX05KSgpWVlb5Iopw//59AgIC8i1TsDA5dOiQUHMImeUNs2fP5ssvv8y2raenJ//73//01G4AePgQ35AQHP4bwdvY2JCcnMxzYPs7tOY6ffq0oKwDmVPE33zzTTahCE9PT44cOYKhoSEpKSl06tSJZ8+e6bW1UigUyOVyDAwMhIdcLn/lQ1e/qHuu6/naqFEjvL29Af2i/fbt21O3bt1cf75zIjk5+a00jwuLsLCwbPKLOrKKJbwNosMUKZZ8+umn9O3bl5iYGNatW5fj3X5WAgICqFWrFi4uLvj7++c6oSE9PZ1SpUrli8MEWLRoEaamppiamrJw4UJatGiR52PK5XIcHR2pXbs2QUFB+WBl4REbG8vatWv1FI7q1aunt03Hjh2xsbHhm2++ySYqcHf9ekL/+AOtWg1Zprz9pVI2KRSo3qHbyNq1a+nVqxd2dnZA5vtdoUKFbNvVqVNHmMo0MjJiypQpwigza5urlzWPs2of68o9spZ86J6npaUJ617VN1KtVgs6yO9KYmLiB+EwVSoVERERwv8lLCyMgwcPIpPJcp3h+zKiwxQplkRFRb11O5+4uDhBkiy3pKam5qvaT9a74PzqFr9r1y7q1atH+/btsba2fu99MfNKrVq1+OKLL9BoNFhaWuYYGxwxYgTjx48nNTU151idVsvztWs5OGoUFhYWeHp6cvPmTaysrDgaH8/Cp0/fuTVXSEgIXbp04ezZs8K6nGLb586dIzExEVNTUxISEhg/fnyBlfr89ddfxMTEUKNGDXbt2oWTkxOdOnXi+++/x9/fP0/HTkhIyPdOPQXF2LFjWbVqFTKZjPHjx+dYy/o2fBhXLSJSRElKSsq37EPIVELRKfOYmZkhlUpzrYCTEyVLltQbgY0bN47jx49Trlw5zp8/j5mZGfXq1ePmzZt5/iHND3TTi7qHnZ0dO3bsyBYnzNrFwsTEhJkzZwLkWNKRlpjI3blzSfLzw9nZGUdHR65fv05cfDzHDQz49zU1lrnl7t27TJkyhbFjxxIXF5ejbJ+/vz/NmjWjTp06XLhwIU/1hW9Co9EIGaI6ZDIZly5dyvOxe/fuja+vL1FRUfnWmLmgOHjwIE2aNOGrr77Ks7OEj9Bhenl58b///Q+1Ws2kSZOKxI+EyIdJpUqVGDt2LGZmZlhbW+dLg1pd3AkyFWhcXFxyFceUy+V4eHjw5Zdf4ubmRtmyZZFIJJQqVSqzFdV/DsHY2JizZ8+iVCp5+PAhFhYWlCxZktTUVNq1a8ft27ezxcleFUfL7/UymUxQnNE9bGxsckyqSUtLExymQqFApVJlG/UcP36ceTNn8mvDhlRTKKBBAxITE/n9999JSE1lr0JBQD5mOT979gxzc3NsbGzo169fjjqrDx8+LDRhg/T0dOzs7PIUPujSpYsQL54xYwbXrl3j9OnT+WVigfD06VOhmXVeW/F9dA5z9erVQh3Xr7/+mi8xIpEPi+7du+Pt7c3OnTvzVGYxc+ZMYXpw6tSprFmzhujo6DzZ9nL2YevWrdmzZw81atSgRIkSeHl5ceTIEb2+hg0aNOCPP/7I1dSwQqEQ4k9Zm+0aGhoyd+5c/Pz8yMjI0HNaWR+vek23PiUlhYSEhFxv//Lj5exNmUxG2bJlady4seAUY2NjmTx5MgsWLMDU1JSZM2cSHh7O2LFjefr0qdDG6eDu3axr2RL3LI7U1NSUeI2GTUolofk05a1jzJgxwnvbo0cPRo8enafZgfwmOTk5z+GDl6fD81tLuSBQqVSo1WrKlSv3WonM3PDROcysUzbm5uaFaIlIYdCtWzehvVTfvn3p1KkT0dHRelmHBgYG2aYGc3q83KPRw8ODy5cvI5VKSU1NRS6X4+7uzvPnz9/YWqt69erUq1dPKCvRMXv2bL799luUWXox9unTh2+++YbIyEjq1avHwIEDs3VgeRWPHz8WElLi4uKQyWSYmpqiVquZNWvWK/sMFgR16tTh66+/5vnz58yZMyfHzhlqtZouXbrQuHFjli5dip2dHSEhIezdu5e///4bAwMDIUEray9TQ6mUnZ9+So2XOr/ci4rid4mE+Hx2lpCprVqjRg0gMzmpKDlLyB/xgi1bttC1a1dq1arFsWPH2L9/fz5ZV7AkJydTunRp0WG+LVOnTmXZsmXIZDKmTZtW2OaIvGeyFjMbGxszfPhwnj9/jrOzM0FBQdy9e1cQoW7RogUODg6cPHmSGzdukJycjJ2dHV9//TUKhYLr16/j4OAAZMaMqlSpwrZt24QEgy+++ILatWsTGRlJu3btXjn9X7VqVfbv349CochW+iGVSvWcJWSOutzd3Xnw4AG9evXK0VnqpmF1f3XNsWfNmkWdOnXw9PRk165dSKVSmjdvzr///oufn19e395cY2pqypYtW4SbVjc3N3bv3i2MgF8uq6hfv76Q7ejp6UmjRo04dOhQztnMWi2za9Sgzksi9o9SUvDdtInEAnCWkDnC1H0O8iNellcqVapE+/btycjIYNeuXZQvX56yZcty9uxZHjx48E7HTEhIwNfXN8fPalHF09OTgQMHYmpqypw5c/IUd5W8roDV2tr63atbizAymYw5c+awZMkSQkJCCtsckfdIlSpVOHDgAIaGhqSlpaFUKvVifEOGDOH48eP07dtX6OyRlpZGz549iY6OZsmSJUJ9Z1xcnF63El0GJOgnpUBmhuTJkydzrJ2rUqUK9evXf6XNLzu/R48e0bJlS6ysrLh8+bLedr/99hvt27fPURO3d+/eb9V2qiBxcHDQu9u/f/8+f//9tzBVm56eLjzS0tKoVq0aI0aMADKn2Bo3bvzKwv86KhUjKlakTZs2wrr9t24x4MQJ8hbBej0lSpTg2LFjuLi4kJCQQL169fJNhtDAwIA1a9bwySefcOrUKXr37v3a0qfatWuzd+9eQTkqNTVVKGmJjo6mZs2auer5WhxYt26dnpBJmTJl3njt0dHROU7ZfHQjTMic5omPj6dWrVrs3r27sM0ReY/I5XIhzqQbuWUdoY0bNw5nZ2e9L5hSqaR169Zcu3ZNrxmvzjnqyOowIyIisLe3F8514MABtm7dilqtFmIqur9lypTh6NGjmJmZERsby759++jcuTPJyck8e/aMI0eOkJaWxpUrV0hISCAgIICkpCShb6COkJAQpk6dStu2bbNdd0pKyluXzBQkISEhrFu3ji+//JK4uDhGjRql5/xfZteuXcTGxvLpp5+yYMGCVzpLV7WaxhkZREZGEhERgYmJCbcjIxlw8mSBOkuAFi1aCP8TMzMzevTowaJFi/Ll2B06dBBuAFq0aMEff/zBnTt3BKGCl/tX1qxZU09mMauUnbW1NS4uLh+Nw8waDklOTs7TyPijdJiQmTmVNelB5OOgVatWr61v1NVvmpmZ6WWsXrlyhS1btjB48GChQ4lMJmPRokV06tSJGzdu8P333zN9+nQMDAyYMWMGDg4OdOnShZs3b75WiDsgIIDGjRtTvXp1/Pz8eP78ebYWRzlx69YtoqOjhbiUTr3k4MGDDBo0SNhOrVbTt2/f18rHFQZjxoxhwYIFxMfH56rN1ObNm9FoNK8cJZtrNHTIyMDUxAR3d3e2bt1KRFIS6xQKUgtoGjYrL9de5mcnm5ffnydPnnD16lUyMjKEZuipqamkpqaSlpaGl5cXa9euFTKHExMTMTAwQKlUcu3atVw3SS8OzJgxA1tbW7y8vBg5cuRbtzTLykfrMK9evUrv3r0L2wyR98zLWaiHDh3Cx8dHiKXpis937drFkCFDUCgUJCUlCaOfdevWCeUjR48eZe7cucydO1c4XtbO7v7+/rnqegKZP4BvK4OnVqv17pZ1N4C///47nTt3xsbGhpiYGEaOHPlO7a/eB69SpMkJuVyeY2IQZP6QrWndmkpWVqSmpnLixAkSEhPZq1AQ9x6cJWTq9mo0GuGGLD9vUA4cOMBPP/1E7969OXLkCFOnTn3t9s+ePaN169a0atWKxMREduzYgYGBAd999x0jRoz4YOKP+UFUVBQ9evRg4cKFea5D/Wi7ldy/fx+JRIKrq2thmyLyHslaMxYaGsqQIUPw9fXlzp073Lhxg3Xr1gFw/fp1oRv88ePHBdHybdu2cenSJaKjo/VKOwqLPXv2ZHuuk/lbt24ddevWLTJxy7wil8tfqQU8wceHphUqUKpUKVxcXDA2NuaMXM7jfKyzfBP+/v6MHTuWJ0+ecPHixXz/fMyaNYs///wzR1GEnLhy5Qr/+9//+PnnnwkKCuLRo0c8f/78o6wOmDNnDl9++SU3b94URPjfhY/WYUJm0kZe3jyRD49du3bRrVs3zp07R6tWrYiLi6Nr165UqlSJKlWqsHv3biEuNG/ePOzt7Wnfvj1z5swBYNSoUdSpUwdra2u+//573NzcCvV6Jk2axMiRI/njjz+YNGmSsD4uLo6kpCQhQak48CqHaabV4vlSPC6mVCkuFIJ82/r165kxYwZbtmzJFuPOD1JTU/NUGpKRkYHtS6U2BY2NjQ2bNm3izJkzdO7c+b2eG8DW1lYIUZibm+epOuKjdpiPHz/Ose2TSPFGLpfj5OTE6NGjMTQ0pFq1asJrZcqUwdzcHCMjIz1NUl2yT1bVGZ16SGFz4MABwsLC9NbNmjWLr7/+mu3bt79z77+ihoGBQY4Os3FGBv63bxMTE4NGo+FeUBBz7tzJs9zduxIXF4dEIimQov6kpCS9zOy3JS0tLV+1j3PDtGnT8PX1pVKlSixfvvy99wlNTEzUE8QQR5jvyJUrVz4IpQqR/MPW1pY1a9bg6upK3759GTt2LFu2bBGKzA8dOkRsbCyJiYksW7YMyLyrX7JkCQC//PILt27dQqVSsXTp0gLtaZhbdOUtWbN9s7a7yhpX/ZDJKYbpIpXyuacn9erV48KFCyxcuJCvt20j8RVTtwWNQqGgb9++DB8+nKZNm+b78RMSEnLUy80NSqWSatWq0bdv3/c6ysw6C2NgYJAtj6BMmTK0aNEiRwnEvFCrVi2uXr2Kn5+fnsN8ua75bfhok34gc6qgV69edOnShUGDBuU6QUPkw8XS0lLvC1OqVCnmzp3L48eP6d+/P8OGDRNemz59On5+fpiYmHDixAkgM+7ZuHFjvvvuO+bPn//e7c8JnSSdrgsGwL1794Qeje/a+6+o8fKUrEyrZVvfvrj/N/V5+/Ztjt25w833GLd8ma+//ppOnToBmc2uFyxYkK8dSWJjY4VeoG/L999/L/TG3L59O+PGjcPFxYWDBw++UolKJpMxatQo3NzcWLNmDVevXs31+fr378+sWbOyyR06OTkJ70nDhg3ZunUrSqWS27dv07JlS1JTU4XZG6VSiaGhIQqFQvir6xuqVCr1BC50vUR1+sRjxowR6pGzqi7p1K3epen7R+0wN2zYIPQe3LJly3uf2xd5/zx48IANGzbQq1cvIiMjhVHklStX6NSpU7Yv9+PHj/WmbHXEx8djbm6eZzHn/KBKlSp06dJFkMkLCQnh3LlzgsPU9WEsCrbmhawOU6LVstzXV3CWkPlDfEwuf+c2XflB1viiVCrFxsYmXx1mTEzMO4cBfHx8hOceHh4cOHAAgDt37tCmTRskEglKpVJQW1IoFAwYMEDontOpUye+/vpr0tPT9RxTTnKSSqWS6dOn59jmbMiQITRt2hSpVErTpk2FG1gvLy+WLl0qJNjpeLlXaNb+oFl7hOp6gWbtE5r1GFlxcHB4p8YbH7XDzBoLMDAwwN3dPd8aAYsUXUaOHMnJkyeJiYkR/t8ajYakpKRMce74eGHbuLi4HLMKdQ4zPDz8vdn9Knbt2oWFhQWurq7s3LmTOnXq6AkvWFpaUqtWLc6cOVOIVuYdXQzTXKNhaevWtP2viYKOf5OTeVaIo0uAFStW0KZNG8qUKcOdO3fyfXQfHh6uJ0jwNqSkpAjPs07fV6pUifnz5wuf+6yOqUGDBsJ2JiYmNG3alKioqBwbWWd9JCcnk5GRkaPDPHnyJNevXyctLY34+HhBrjImJobvvvuO0NDQV2ZDvw0nT57kl19+wdDQkMTERGrVqqV3zaLDfEsePnwoCGhrtVri4uIK2SKR90VYWFi2bMO0tDRsbW31HGZSUhKurq6YmJiQlJQkrFcoFFSrVq3QWjVlJatD15VJvRzr02neFiZ9+/alc+fOXL58mTlz5mS7638TRhIJnaysGNKgAT7/CcjrCMvIoPe2bYWW6KMjJCSEO3fuUKZMGdzc3KhXrx67du3Kt+OHhYXl6IRyw6s66QQGBjJ27Ngcpfb27t3L1q1bMTMzY//+/YwbNy7X/7dHjx4xdepUIiMjuX//Pl5eXvzzzz/88ccfwjbXr18nMDCQihUrsn37dp4/f/5O15YTd+7cEaag58yZo+cwK7z0+cktH7XDbNu2Ldu2baNChQr8+uuvRWK0IPJ+qFixIo0bN8bf358HDx7Qv39/Jk+ezPjx4xk8eDB79uxBoVDw559/4uPjQ/v27Wnbti2PHj3iiy++YNasWYIE2TfffFOo1xIQECC0rNOJau/atQsPDw9hmxcvXhSKbTqqV6/ODz/8AGS2I3vy5Al//vlnrvYta2HBl56eNLewwMPSEmrW1NP/DYqPp+22baQVsrOEzB9i3eje2NiYHj165KvD1MnZGRsbv7VizaFDh2jcuDGQKXoxYcIEDAwM2Llz5yt1aS9dukS1atUoVaoUDx48eKubnOPHj3P8+PE3brdz585cH/NdeXnm8F07yRTZLFmlUom7uzteXl752tE+KzExMbRo0YKffvqpyMmGiRQcvr6+LFy4kHbt2nHo0CHs7e2ZNm2a0BlEV8/o4+MjxH1sbW3p0aMHAF999ZWg5vLVV1/lurVWQdGmTRu2bNnCqVOnhDq3ZcuWcejQIVJSUvjjjz8Kvcnvy9/hbt260bNnT5o2bYqfnx/3798XbHdzc2P6xIlMbNGCr7RaDrVvz/BataiYpQRMIpEQFhbG1fBw2m3fzvMso//CJDw8XC+ZpCD0WjUajdC55W1YvXo1S5cuJTg4mHHjxrF27VpWrVpFZGTka/eLjo7m/v37bz0jUJQ4ePCgUHqVlJT0zmIeRWaE2aNHD6pVq0Z0dDRDhgzB2NhY0EFMTU0lLCyMe/fuMXz4cKKjo6lRowYajSbHruZvy8OHD/H09MzzcUQ+DHTJMJA5nVmxYkXCwsKEmLZupuH58+dkZGQIMaOnT58CmSpRukSg4ODgQv8hiY6OZvbs2XTt2pWoqCggU3u0R48ejB07lg0bNhSqfZAZTzp8+DAtW7bk/v37rF27ljJlyjB58mQc/2vD9euyZdilpTGtbVsMAwPB05PbGo3gbLPemDyPjqbP5s1cz3zh/V/QK4iOjqZ79+4sXryY5ORkLly4kO/nyMjIoGTJkjx69Oit9lOpVHz77bfIZLI8S8R9aISFhdGkSRPq1q3LjRs33lqGUkehOcxSpUqxfPlynJycOHPmDF999RWA3lSLDkNDQ1xdXXF1deV///sfERERDB8+HIAFCxawYMGCPNni5+dH3bp1kUqlRa7pq0j+c/DgQYYOHYqhoSFPnz7l6tWrrF+/ntmzZwsF5zKZjMDAQCG+AgiqOX5+fsJo087ODjc3t0Iv3XhVcpKuRrOwww0qlYrPP/88Wzq/j48PjmZmcOMGEj8/JtjYYJhFGNzBwUFowwaAmRkvnJxoPGYMMUXIUWaldu3awmfGwsKCtWvX5uvx8yo+kJ6ejq2t7Tv3xPxQCQsLy3N3qnyfkq1Xrx4jR47Ew8MDHx8fhg0bRrly5XB1dWX79u3s37+f8uXLM23aNJo2bYq7uzt9+/YV9n/T9Fb58uUF5wqZBdp5nRJ78eIFarVarzvFh465uflHqRmZGy5fviyk1BsZGWFra0vTpk2Fz5G3t7egAFU+SybmZ599BugrhSgUCho1avS+TH8lSUlJQo1aVnTZvEUFnbOUabVUVKuRbdpE+oIFJO/dy6FNm/R6iGq1Wk6cOMHq1asJVKuhc2cYPZq0OnVIedUJigC+vr7C87Jly+apUD4nkpOT86SWk5ycrKdiJZJ78nWE2aBBA3bu3IlMJmPSpEkoFAqkUikTJkwgJSVFqHM8deqU3pA4a7ulR48ekZCQgImJCZGRkWg0GjIyMqhRowZPnz6lb9++/PjjjzRr1gzIjBGMHTuWS5cuCf0AjYyMmDNnDnfv3s217VFRUVSuXJkbN27kz5tRiHzxxRf8+OOPAEVmSq4o4e7uzqeffgpkznQMHz48m+6np6cnAQEBqNVq4fOp+5FKeileVlT0WnWjyawxqfj4+DxJqeU3pTQaKqvVeKrVVKtQgYb/FeErDAwoU6YMwcHBlC5dGoArAQGsf/KEWzIZsYaGTP2vXVbp0qVp3Lgxhw4dKqzLeC1nzpyhbt26QKbQRX5P2ScmJr7TTZBMJhNKPnTT4CJvR746zNq1awspz1mLa83NzfV+kJRKJfv370cul1O6dGm9NOm0tDTi4uLo1avXK7uV9+vXj6FDh6JWq1mxYgXW1tb4+PiwZMkSIa2+QoUK1KhRI9e2+/v7U7Vq1be53CLLpEmThPjvpEmT9BxmiRIl8PDwIDAwsNAzJwuLuLg4vWm+8PDwbHJjuh/t+Ph4QcpLV6D98lRW1vq2wkTnHHUO08TEhL59++Li4oJSqRRG1e8bc7mcGkolLtHR2Gk0SCQSbGxssuk4BwYGcuvePYyqVSPQzIxNly6hfSl+DJkjzw4dOnDy5MlXZncWJvPmzeP58+e0atWKW7duYWVllU3r912RSqXUrVuXcuXKcfXq1VzFItevXy80Fd++fTu+vr6YmZnh6urKuHHj8sWuj4V8dZhHjx5l7NixGBsbExUVhampKUqlkhcvXuDn50fHjh0BiIyM5NSpU9y+fZtevXoJmosajQYPDw88PDyYN28eBw8exMDAgM2bN+t9MRISEvj++++F5cTERJ49eybENSEz9mFra4u3tzd16tTh8OHDr+3o7ufnR4MGDV7bQuh9Y2RkRFpaGmZmZri7u3P//n0SExNp2LAhMpmMGzduUKtWLWbPno2zszMXL15k0aJFREVFCXeQISEhQKYKSuXKlfntt9+EmxeVSsWaNWsKvSzifRMeHs7QoUP5/vvvSUxMZNOmTXTq1En4fAJCjGjNmjWMHz8eyOyVmZGRwY4dOxg1ahQuLi4kJiaycePGQrmOl4mNjdUbTU6YMEGYHvzjjz/w9vZ+Y0ZkfmGp0eCu0dDI1pZRnTtjamTE/fv3uXfvHnZ2diQlJXHz5k1MTU1xdXXlXmwsvz55wk2lkhSdPm+WUMvff/+Ni4sLkydPRiaT0aNHDxo0aEDPnj25c+fOe7mmt2HLli24u7sTGhqarw5z2LBhQmhgx44dDB8+nJSUFGE63sDAQFDgkcvluLu7065dO2H/Ll26CM/79evHzz//LFYIvAX56jBv3rxJ48aNqVy5MufPn8fKyopKlSpx9uxZwsLCaNeuHc7OzmzdulXI5tu5cydt27bF2dmZ2bNnC8dq0KCB8I/+5JNP+P777zEzM+PcuXOvPP+cOXP4/fffUSqVrF27llmzZtG1a1cAhg8fTqNGjV6p5BMZGUn58uVZuHAhCxYseKvGtrnBycmJ+Ph4vaL4l5FIJMyfP58WLVoQExND9erViY2NRaVSYWNjw+PHjzl69CgDBw4EMoP3CoVC2L9JkyY0adIEyKyzCg4OJiQkhIsXL+Lu7p4t1iuXyxk4cCBly5bV+yJ9DHTo0AEbGxtsbGzYsWMH/fv312vKq/sRnjt3LnK5nLZt2woyenFxcTRs2JAJEyZw5MiRIpM8oZuS1ZE1MUSpVGJmZlZgDlOi1eKg1dKoVClGtGyJYWIix48fp261apgaGQGZta9Pnjzh8uXLpKSkkCKRsHvHDm7JZIT9N+1toFDQsG5dgoODhSxQpVJJ+fLlsynHODs7s2LFCj01mqJCeno6Go2GhISEfG3wULZsWeG5kZERTZo0ISwsTE9lR6VSCX9fDh9kbXCdlJT02t8jkezke5asLrMQMrOS7mfJeNu3b1+O++hqYlJSUpg5cyaRkZF6yvUtWrSgTZs2AGzatElPIDsrhw4dokyZMsjlcpKTkxk7dqzwmlKpxMvL65UOc8qUKcJIt02bNnh4eORbxuyiRYv46quvSEpKolevXpw6dUqwydjYGCMjI4yMjGjdurXgDHUK/1mD+25ubnqdJ7I6y5eRyWQ4Ozvj4uLyRvt0xcwfE/Xq1ROeOzk5YWxszNy5c+nevTvHjh1j8+bNQGYC0LBhwzAwMGDjxo20bduWS5cukZCQwNWrV7Mp6hQWNjY2jB8/HicnJ+bPn8+6deu4cOECPXv2FLaxtbXN12xehVZLmwoV8C1dmvirV4kOCqJX48Y42tiAjQ2ff/65cGMMmeUQ/gEB3ElL45ZCQYBUijrLTZxUKmX79u00aNAAlUrFb7/9xpMnT3BxceHZs2c8f/6cy5cv6ym2lCxZEolEgoWFBWlpaUVmehwyb2BSU1Pz1WGuW7eOTp06YW5uzrFjxxgzZswbf6cSEhIYNmyYUFbi4+NDkyZNGD16dIHUiRZnikwdJmR+GHQd7+fMmSP08VOpVIJz6NatG2PGjCE9PR1jY2NcXV15/PixICydnp5Oeno6kOmgR4wYgYWFBTExMVSsWJGaNWvSoUMHwsLCWL16NT169MDQ0JAOHToIdpQsWZKvv/6aFi1aEBISws8//8zq1atxd3dn5cqVfPvtt3p2KxQKTExMMDY2zvYoWbKkkNVrYmLCL7/8wt9//42hoSEqlYrk5OTMu+2UFMqVK/fG9+h1TvJlcps9/KGLcr8LDx8+pFSpUkDm+7Rr1y40Gg1btmzRm2L18vISMk+lUine3t5C3ChrfLOwmThxohCzX7RoEYcOHcr2WSlTpgwXL17M03nMNRrKaTSUU6upYWNDvxYtkMvlaMqX5/z589kECrZs2UKTJk0wKV2azXfusFajIeGlrFGZTMasWbOoV68eVapUATJnP4YNG8aaNWu4desWbm5uSCQSZsyYgYeHB9999x0SiYSDBw+yc+dOGjVqREZGBsOGDePvv//O0zXmF3FxccLsUH5x7do1qlatir29PQ8ePMjVTf0PP/wgqCxB5v9k3rx5b9V5RCSTIuUws5JVozNrAlFISAiTJk3iyZMnjBs3DmdnZx4+fEirVq2yaSX6+/tTr149PD09uXr1Ku7u7vz9999ChlnPnj0F+bCsd8KQ2dpJ90NZr149YaQ2fPhw0tPTSUxMFJyiRqMhOTmZ5ORkkpKShOfJycmEhoaSnJwspMvb2dlx6tQp4uPjhdY1RkZGGBoa8u+//9K7d+/XOrqXX1Or1bnSllSpVMJNBmTe7eviwrpp64+JsWPHsmfPHkqVKiVMU0mlUrp27Ur79u0ZMWIEu3fv5sSJE7x48QJ7e3uioqI4fPgwkJlpu3z5ckqWLMmKFSuYPHlyoV5P1nISmUyGTCbj5MmTep8PXULcW6HVYq/VUk6tppxGQ6n/fqBNTU2p6uUlJJdJpVIMDAw4dOhQZucLuZwtfn4clkr59exZYs+fzzzeS5/f4cOH06dPnxxvFiUSCc2bN2fjxo1s3bpVGD1evHiRNWvWAJm/DbrkQAMDA5YtW8aTJ0/4999/3/5a85n4+Hi0Wm2+99yNjY3N88hQrVbj4uLC7du388eoj4Qi5zClUin169fn888/11u3fPly4uLiWL16NSqViilTpuDs7AxAuXLl+PLLL1m2bBnp6ekYGhoyYMAAzMzMePz4MaampsTFxfHo0SO9dOysNXYvp2ln/QHK2vZLrVZz//59oQWNTCZDoVAITs/IyAgrKyvs7e2FdcHBwbi7uwvHbdq0Kf7+/qSkpJCamkpKSgoxMTGkpKTw+PHjbNmDjx49wtTUlFKlSmUTdpDJZISEhOiJa+/Zs4fKlSsLTiAsLIyff/6Zffv20aVLFyHYHx4ezmefffbRqX5A5s2Ul5cXc+fOxcfHR+iYIJfLMTU15YcffmD37t2EhobSsGFD5syZw48//igkSIwcOVKoZRs8eDCrVq16a+WV/OT48eN6TaM9PDyIjY3Vu5nq2rUr8+bNe+Ox5Fotpf8bRZbTaDD57zNnZWWFjY2NcN3R0dGkpqZiaGhIWloafrdu8W9sLIt+/ZUncjnJGg3IX/0To9PkfZnExEQhMe306dOvVfNKS0tDo9EI12lgYMDWrVvx8PAo9AzauLg4ZDJZkWtS7+bmxieffEL16tUZOnSoXgayyOspMg6zVq1a+Pj4YGdnh0ql4syZM3h4eGBmZsalS5eYOXOmMNUKsH//fgYNGiQsV6xYkWnTphEaGkqbNm30YlQ6Jk6cqNexPOuPSUBAAHK5nPLly5OWlkZ6erqwnVKp5MGDB1hYWHD+/HnMzMyQy+WCs0tJSRF+PHTrsv7dt+//2DvvsKbONg7fCUnYyN4OFEFUxL23KIp7t46qtc66Wkfr3rNabavWuvfee++FG1AUUcEJiOxN1vcHzfmIgJOl5b6uXOScnOS8Ccl53vcZv+cgu3btwsDAgDt37jBnzpxsf8xt27ZlyJAhxMfHc/fuXaytrdm9ezdisRgPDw8kEgkLFy7U0pK8cuUK7du3RywW8/DhQwYNGkTDhg1JTEzEy8uLlJQUIfi/c+dOjI2Nefr0KTExMcIK4b+IRCLB2tqaefPmUaNGDdq0aSM0nJVIJLRr144rV65gYmJCiRIl6NixI/PmzUOlUml5M1JTU7NtwJtXaJoWa2jatCmzZs3SmmC9S+3HSK2m1L8GsoRSiYT0z8DSxgZLS0ssLCxISkoiIiKCO3fuCN+nW0+fIitfnhPPnnEjMRGVxg38Hlfh8OHDmTx5cqb9Bw4cYOzYsfTv35+4uDgh0So71Go1CxYsYPTo0cL7NDU1xcjIKN8NZrVq1ShXrhwxMTHo6urm+3jKly+Pqakp06ZNo3Tp0pQuXZodO3YwY8YMDh48WKhy9gGI3lVUa25u/skVt40bN2bs2LEYGRmxd+9eFi5cSI0aNXjx4oWQeODu7k69evVwcHBArVbz9OlTzp49KyTmWFhY4OjoSEBAQJbJFZ07d6ZBgwacOnWKZ8+e0axZM4yMjBgwYICWGIKGly9fZluwe+7cOWxtbYmIiGDOnDm0aNFCSC7y9fUVEoI+FUdHR0qUKMHNmzc/OzHB1NSUS5cuYWdnR0JCAl5eXjg4ODBlyhSmTJnCyZMnadmyJc7Ozri4uBAfH8+VK1fYt28fUqmUP//8E6lUyrRp0xg0aBCTJ0/Wmoz8FxCLxRw+fJjq1aujUqn48ccfuX37NgsXLkRfX5/p06cL3o6+ffsKkyeNFKOhoSHz5s2jXr16jB079pPFnHMCQ0NDgoODtSY/f//9N+PHjxe63sfExNC+ffv/9wBUq6lgY4OHnh7ioCBs/71Y6uvrY2VlhaWlJSYmJkRHRxMREcGbN29IS0tDDbwUi3mko8MjsZhIkeiTtFyfPHmildB269Ytunbtmik08qH8+OOPTJw4EZlMViBc5L169RLEQ5RKJbdu3WLq1Klc1rim34NEImHs2LGUKVOGzZs307RpUypUqMCWLVtYsWLFR4+nd+/eQhzz7ex6SJ9IZ1yA/NeJiorK8kudKwaza9euLF26VMt1qInjyeVyNmzYQEpKCiKRiBcvXnDhwoUc8aVLJBIOHTqklUWXkd9//x1bW1u6deuGSqUiKCgIV1dX/P39KVeunGBkjx07xpo1azAyMsLS0pKtW7cWuPRrExMTBg4cSFBQECdOnODChQsUL14clUrF1atXqV69unABVavVBAUF4enpybRp0wQpwvDwcC5evMj69eu/+ObCH4uDgwP+/v7C9uHDh+nRo0em44oWLaql/nTjxg0GDRrEkydPKFq0KMuWLWP79u2sW7cuz0XYXVxcmDRpEl5eXlreErVaTYMGDYTfVNeuXSlXrhy/zZuHSVwcLkolbUqXpru3NxKJhMePH3Pnzh0sLS2RSqWCgYyKikKlUpEGBOvoECQW80RHh+TPlKIsVaoU165dE64Pjx8/zvY3+6E4ODgwYsQIXr58yaJFiz7rtXKCf/75J1NugFqtZtiwYUJSmVgs1sph0NPTE/IaunfvTp8+fYDMeQrz588nIiJCiFVLJBLhvuamCceIxWJEIhGdOnV6Z4eThISED8qo/6+QncHMFX/c1KlTMyWnaJJNpFIpVapUYfTo0TkemFcoFNy7dy/Tj0+pVCISiXBwcGDQoEGsW7eO2NhYHj58iI6ODmXLlhVKPSBdC9LLy4tff/2V5cuX5+gYc4q4uDhOnjxJxYoVKV26tJDQIRaLM7mjRSIRLi4u3L17V0vRxsbGho4dO9KhQwd+/fXXT5q5FiRKlSpFTEwMIpGIGjVqEBUVxfXr17MUonj9+jVPnz4VPrfsyo2eP3/OsWPH8PLyIjU1lSNHjuDt7Y25uTk9e/bE3NycmjVrMnPmTJYsWcLcuXNRKpW59h6lUikTJkygVq1aVKxYMUuXup+fn2AsGzdqxF+jRiF58IBvundn3eLFKJVKGv7r3of0zy0gIICAgABhYhgnEhGko8MjiYTnb5V/fC7W1tZa14ecyNLWqP8UKVIEQ0NDZs6c+dmv+Tlk5aIXiUSMGzcuSylFtVqNWq1GpVKhVqupXLmy8NjbSX2mpqZERkYil8tJTk5GoVAgl8uzvGnCSzY2NoIB18SdM3Lx4sWceNtfPbmywnz9+vU7Y2MTJkxg6dKln/LS78XY2JjJkyfj7e2d5YyqdevWWYofzJ8/n969e2u5ck+cOEHXrl1zZZyfi56eHgcOHKBKlSoEBARgbW39Wenr0dHRWkXR78Ld3Z0GDRoQERHBgQMHPqiRrbOzMwMHDuT169f89ddfjBkzBm9vb54+fcrEiRO1iv+LFSvGtm3bKFmyJEqlksOHDzNw4MB3KjAtXLiQXr16kZKSQlpampDEpVAoGDZsmFBXmZFbt24JEnjh4eFaDZczIhaLqVy5MmFhYUJH+Bo1amQpNRcSEsL+/fuZPn36ZxtOPT09JBIJ1apVw9vbGx8fH4oXL64lsPA2jx49ombNmljp6VHbyIgRDRrg/q9eK6QrWmn6KWree0JCAsuWLeOFWk2QWMxjHR1ef6Kr9UPQ0dHBz88Puwzj8vDw4Pnz55/8mnPmzNFyKdaoUSPbSVBuY2lpyYoVK7Ksb964cSOTJk0iKSnpnWGQ0qVLs3fvXuzs7Dh27JigWrZt2zYtRbMPRSKR8P3332NmZka9evW0JtWBgYE0bNgw32OsBYk8dckGBQVlWZ+mVqtZtWoVY8aM+ZSX/ShkMhldunShbt26dOnSRdj/ww8/sHv37iyfo0mL12jKnjhxgpkzZ/Lq1SsqV67MvXv3stW3zWs6dOjAypUrhe13xWc/hLCwsA/qCXru3Dmtri6+vr54enoKmYpvu4U0WcRnzpwRso1v3ryppfOrVquZPHkyixcvRldXl5CQkEwdHv755x8uX76c6RyarNZ3rShUKhWOjo6ZVjIZJ3ZqtRpLS8sPdqtKJBLOnDkjZNe+zbRp07hy5QoPHjwgNjYWMzMz6tSpQ0BAgFY2rVgsplu3bhQpUoRHjx7h6enJrVu3iImJYeXKlUKsSbPKePjwoVZ2t4bk5GT+njULv23bcFGpGN6hA4YGBiQnJ6P/r9IOwKVLl7h27RoKhYKqNWpAqVKsvXqVMy9ekJCH7bKmT58u5AjI5XKaNm2Kn5/fJ7/elClTGDZsmLB95MgR5s+fj7W1NWfOnEEqlWZSvckpypcvT6NGjfDx8aF58+aMGDEikxs1MDCQjRs3snz58g8Wu5DJZFqyeiKRKEfc/m3atBFajsnlcnbu3MmECROIjo7+7Nf+WshTg9mgQQPmzJkjFDErlUp8fX2ZNm0a9zU6kXmEVCpl7ty5eHh4cOLECdLS0oiIiODChQu0bduWiIgINm/eLBxvZGREy5YtefnypdAd5fvvv6dIkSLExcXRrFmz/ydO5CO1a9fWUk4KDAzE1dU1y2NjY2N5/Pgx7u7umdo/Qbqx8PT0fG8z7nbt2rF69epM+zdt2kR8fDxKpRKVSqUl06VUKpFKpYIeK6TXvL49oVIoFJQqVYq6detmqc36119/cfz4cUH2K+NNrVazb98+4TUzyn9pGDZsGFWrViU8PJzff/+d1NRUgoODtaTkypUrR2hoKGXLlmX58uUYGxvz66+/EhgYyJYtW3B0dOS3334TYmT6+vqMHz+eb7/9NlPpQGJiIoaGhoSFhdGxY0e2bNlCsWLFSE5Opk2bNty8eROxWMyMGTMYOHBgpnG/fv1aEFZ4+7P29PTExsaGK5cvc/3QIUxDQykDuFtZoa+vr5UJDv/vMZuWlsbfq1ZxOzGRIB0dHovFpOVTT0kDAwMmT55MiRIlePDgAVKpVGgy/SmYmJhw48aNLL0smu/b/fv3adOmzScnFr2NSCTC1dWVkydPYmBggEKhyNaztmvXLkHFqyDQoUMHhg0bxpw5c6hZsyZHjx79bFGLr4k8NZgFGR0dHZo0acLixYuFH9dvv/2WbX1ap06dtOKYkyZNYvHixXky1vdx7949wa2lUqmybPuTmprKsWPHCAoKIigoiPr169O1a1fEYrFQU9q5c2fCw8PR09OjWrVqhISECO4xFxcXPD09uXnzJqNGjaJJkyZar//s2TNq1KjxXnfO33//TdeuXUlLS2PUqFFMmDAhk0HQiEi/ncBy+PBh+vTp806XrJubG0OHDiUiIoIrV66wfPlyoZZPrVYTExMjGLUtW7bw119/sWzZMir82zJKrVbTt29f3rx5w+zZs4WVY1JSEnfu3NFyYY0ePZrExERhBS2RSChevDheXl64uroKxlLDrVu3tGJSN27cEOL37du316rz1RAeHi7s12Q1RkRE0KJZM+xUKspLJHD/Ph7FimnVLL+NWq1GJJFAmTIoy5Xjr8OHmbtgQYFzv1WtWpUOHTrw/PlzVqxY8UkNEDZs2CB05ciOgwcPcurUKSEhJmOCTFb3s3tcIpGgUqlwdnbG09NTeP2M8cGMgiUjR44UxBYKCtOnT2f79u00bdqU0NBQtmzZkt9DKjDkadJPQUapVOLj46M1E61Vq1a2x/v5+Qk/Ao3bztDQMNfcOx/DnTt3BIOp+UG/LWygq6urJfsH6Z/ByZMnGTlypBCT09XV5eDBg1SuXJnk5GQ6d+7Ms2fPOHHiBMbGxlmu2mJjY/nuu++wtbUVMvWyytiTSCRs3rwZHx8fkpKSiI2NZdSoUUyfPl1LfSaj61CDSCTi6dOnDB06NJO7VyKRCO9bR0eHqKgoIeHn7t27Qk9CTdG9hooVK1KzZk2tzGeRSISdnR1yuVzrfarVaq0EDrlczuPHj4mJiRFW1AqFQsg2NjQ0xMHBgQ0bNgiGPywsTMs1mpaWRkpKCqtXryY0NJSpU6cC/2/2HBUVRb9+/ejVqxeGOjpsmjuXFuXKYZOSwh92dtSpXh2Am/b2WUolKpVKbty4gZ6TEx49e4KHBxgYoAOMKFuW5q1a0ahRowJlNG/cuMHTp08ZNGgQ48ePZ9myZR/d4ePYsWNYWVlRrFgx/P39adq0aaZjAgICuHbtmvC/03hENPczbmf3V3NTq9U4ODhw9uxZLCwsSEhIYNiwYXTo0IGIiAj++ecfpk2bxqtXrwqcsYT076GVlZXW5KyQd/OfW2Fq2LVrl1BbeeLECebNm8fNmzezPLZq1ap4enri4+ODTCajSpUq7N+/P99lpYoXL86NGze0VmRpaWmCIXkfERERbNmyBZFIhI2NjVas18/PjxcvXgii91mRmprKjBkzsuyS8LbbNOM+zf2+ffsKxjwrgwzpq05PT08iIyO1DNTbrt+3i67d3Nw4evQoxsbGhISEcPPmTTp27EhKSgrfffcdJ0+epESJEuzdu5dixYqxZs0aoTegm5sby5Ytw8TEhLFjx3L9+nX++OMPijo48NeiRRzcuxcJoKNWYyCTYairS2J8POJ/9+kAdWvXpk6NGty5eZM7N2/i7eVFx/btsbO2BqUSlErUCgWRr1+zY+tWXJ2deRkSwqvgYKq5u2Oup0fM06fU+jeeronpZpwQyeVyjh07RpMmTdDX1yc5JYWHqansuneP9deuEScWM27cOC13uIbAwMB3ThTzC7FYTL9+/ShevDj79u3Dx8fngyeozZo1o1q1ahgYGLB69WqqVauGra0tKpVKiA1PmzYtxwv07e3tqVGjBrdv3yYkJETrsR49emBubs6ff/6Zo+fMCUaNGkVISAjh4eE0adKEKVOm5PeQCgyFLtm3kEqlNG7cmIiICF69ekXXrl2Jjo5m9+7dJCQkvPO5xYoVo3PnziQlJdG8eXOKFCnCtGnTOH36dB6N/v907NiRRYsWabkAIT3zUS6Xv1OWKzU1lQEDBpCUlISOjo4QtwP45ZdfOHToEKdPn8ba2lpYeWU0zsuWLWPcuHGfPHZjY2Pmz59PiRIl2LRpE/Xq1UNfXx9/f39at25NXFwcU6ZM4dq1a/9/0r8GSeuWzT57Gxvq1qrFrevXCXvxgrq1aqEnleJz+TIoFIjVaowNDJgwdiw+589z/vhxdNVq9IC2Xl64FC9O0IMHXDp7Fgnwtjl3cHCgU6dO6OnpcfXqVa3SpIyIxWK6d++uJV+YkYyrz4iICEF67m1vwdu8ePGC9Zs28aZIEZQuLhwPCSE8i+9uuXLl+OeffzIldRWk8MLbNGnShDZt2tC8eXOsrKzYu3cvffv2fWfSi4eHB506dUKpVHL8+PEPFgnITby9vfHw8PggScK85scff0QsFrN161Z+/vnnfBd7KEgUGsz3oIltVqtWjf3792sVtWeFVCrlyJEjQmwqPj4eJyenfJGX8vDwYPv27cKFNiNZibNrLsSzZs1i/vz5wn43Nze6dOlC4IMH7Ny6FR3A0daWurVqcd/fHx3A3saG2KgoZGIxAf/uy8pwSQDxe4ybraUlno0aERcTw9lTp6hdvTrlXF15/PAhVy9d+v/rvPW8D6VDhw6ULl2atLQ0rl69St26dRGLxYSEhLBt2zYAvvvuO8GtfefOHS5fvoyrq6tWrPbs2bOEh4drFYOLxWJq1qyp5co6c+YMCoUCkUiESCQSisaNjY21soLfJqNhzC5xRHPM69evCQoPJ8HSkj+PHeNmbOwHJ+4cPHhQKxb77NkzISO8IKJpi6ehRYsW79Q9trCwYNSoUcTGxhIQEMD+/fvzYpjvpGrVqrRu3TpLGcD8pGLFihw4cABDQ0OWLVsGpCfWhYaG5vPICgaFMcz3oJmV3r9/ny5dulCuXDn27duXrYydXC7XioFpelrmR2yzQoUK/zeWajW8fg2vXkFYGDrJyekuQIUCVVoaKJVEvn5NzJs3mB09ylCVio7t2lHC0REJoAoNRVKkCMObN+fAgQN4mJvT2MGBNCsrdu/ezYsMbmj3rIeTJRmNiGal2qdjx/QVbfHieBgaCh0rKlhZYZSUxKtXrwSjk1G1JLt9GbeNjIwEwXuZTEb16tUFl2+JEiVo1qwZKpUqUy2grq5uplWMoaEhOjo6qFQq5HK5EMOKjY0VDKYm61ahUAhF6JpCdJlMRtmyZYVVZEBAAGKxGEtLS0HEX1MDevfuXcqUKYOenh5PnjxBZmBAsr4+269c4Y2hIcfu3ycsY3nMR2S5fvvttwQHB3+Qu74gkLH8RqVS0bZtW7y8vGjZsiV+fn4MGzZMEF+H/3ccSk5O1pLdy09CQ0OzzEzPb4YPHy54pQYOHMiKFStwdXUtNJjvodBgvsXz58/5888/8fLyYsSIEezevVurqD4jU6dOpVSpUpibm7Njxw6GDBnCzp07hQbaeYG5uTnNmzeHuDi4cyf99labMw2ay6QVYGVkRPE2bXjw4AEV/i1gB4TuEq6uriQnJwtdTzQNrn18fLI0VG8bsreNmCZJQmNsdHR0tEof3haZsLOzIzU1Ves5Ge9nNF5ZHSOVSqlWrZoQ+4uIiBC628THx3Pu3DnkcjmWlpZC4pFIJKJ48eIsW7YMIyMjihUrxpMnTzh37lx6+QqgAJQiEUrg8ZEjNNfRwdjUlBNnzvA4MhIlpN9EIlSa+8nJPNy7lzr16vEiNJQz58///zhAJRJR5c0bEtPSuObnh46PD3pmZjwIDSUxfWCf8tXIRHx8PLNnz2bs2LGo1eosO4UUJJYvX46DgwPly5dn3759lChRghEjRgDphf2WlpbUqVOH8PBwunTpQmxsrNDAQalUEh0dzYEDB4D01ee8efOwtrbmt99+4/z58+89f/ny5Zk9ezYqlYpffvmFBw8efPDYBw4cSO/evQkICCAyMhKJRPJJmb+5RVhYmHA/Pj5e6/dRSPYUumTfQcmSJencuTNBQUEcPHjwvQLlLi4udOzYkYCAAMqUKUPJkiVZu3YtV65cydFxyWQy3N3dqVapEq6A8aNHtC5bFukndB4JCQkRFF/exsfHBw8PDyFN/unTp5w6dSpbI5Xx/tv7sqJt27aUKVMGpVLJkSNHqFatGjY2Nrx584ZNmzZlK5mW0ShlNDxv73MsXpx6DRsSHhnJoaNHqVO/PmZWVpw6e5awiAiUgFgqZfvu3Uj09UFPD5VMRlRSEuevXeOXSZNIVihQkG4oVZBr6jd5SfPmzWnQoMEXF7OqXr06R48ezfKxe/fuYW1trRWWUCgUTJw4kYSEBLp37y5kTaekpAjiAm/HiDNuT5kyRfBAPH36lLlz52o9rvGavP1cW1tbrdj+9evX6devn9AariBgZGTEggULqFGjBkOGDMHOzo7ixYtrhWj+yxS6ZD+BJ0+esGjRIlq1asWIESPYuXPnO3sePnz4kEWLFrF48WLat28PpAf9K1WqxJs3bz5rLCKRiBIlSlC1alWqOjqiunkT1Y4dhIeHE6unx3Mjo0x9NDOSMWlHk5GqSaZ522Cq1Wr8AwI4ceEC/sHBNGnalMTUVPYePUpUXBwq/l1p8f8VUsZtzepKIRKh1NHJ+hhg39GjlHn+nDfR0Tx7+RL1kydYWFsT/uYNqWo1Sl3dLI3iBxutsDB+00ji6eiwN6MkYgY32aHYWNo2bAikr8ItgQ5VqnDw+nX27t37Yef6gvD19aV+/fr5PYyP5tq1ayxfvpxu3boREBBAhQoVhMlcampqphi+RCLB1NQUPT09LaEMPT09nJ2dM02AM07s1Gq1ViKdkZGRYDzfPu7t+xrBFg3u7u60bt36va3K8pKEhASGDh0qdFCpUqWKloJXIVlTaDDfQ2pqKrt27cLV1ZWuXbvi7+/P0aNHs3WvJCcna9XtGRoa4uPjw6tXr+jVq9d7mwwXLVqUatWqcf36dZ4/f46pqSlVqlShurs7Zi9ekHb1KgkhISgUCmxsbChduTIGBgZaGZhqsRhRqVLg4ECSTMbrqCh+//NP7ty9i5mlJS/Dw9GRyYiOj2fkL79QffDgdFesRAI6OihUKhra2oJMlh4Pzai885Zk3efyQKP89G9i0nNNz8Y8jLM9evQoy/1fa3/A0NBQRCIRJiYmBa4Lz/v49ddf+fXXX4H0Jgk///wzL1++1Oq0oVarhVrUiIgIVq9ezfnz59m6dSsWFhbMmjVLaHX1Lh4+fMiSJUtQqVQMHjyYEydOfPA4VSoVAwYMQEdHBz09PSZOnMjOnTs/urY0N9FMGCwsLAgMDKRDhw5C+KSQrCl0yX4EBgYGtGnTBnt7e16/fo2Xlxf379/P1KHCw8ODPXv2YGpqqpUBee3aNVauXMn+/fu1Zrempqa0adMGuVzO7NmzMTExISEhgSV//YVVQgLJly+jDggg8d/Cdnt7e2xsbIiNjSU1NRVjY2OqVq2KsYsLVKrEjdRU9hw9ikQiYfXq1e9MRLKzsxOaJGvQJMN8qObll87YsWMZPXq0sJ2Wlsb27dsZM2ZMjnTSKIhMnz6dXbt2cefOnfweSo5w9+5dYdKoEdK3s7Nj8ODBhIWFsWTJEkQiEVKpNM96vx49epTq/4pMQLpr1svLK0/O/aFo1H78/f2ZOXMmq1ateu+k/r9Adi7ZLyNdroCQlJTE1q1b8ff3Z+HChbRs2ZJRo0bx66+/ammS+vr64uHhQf369bWMTvXq1Vm+fDnr1q0T9ml6eC5atIglS5akG67oaIyuX6fa5ctELlpE6s2bWJiaUrNmTcqXL49YLCYmJoYiRYqg1NVlb2gobY8cYbuZGduCg+kzeDB///03f/3113uzdkNDQ6levbpWdpymddB/hbcTQGQyGd7e3rx69Yq7d+/Sq1cvrWzar4HExMSvKslDM2lVqVSCEH9oaCi///471tbWjBw5Eh0dnTxtlD5mzBit83l4eNCuXbs8O/+HoFH7gfTrmyazvJCsKVxhfgLVqlXj2LFjWvsSEhLo1q1bpr5yml6TdnZ2QkxE07x669at+Pj4cPjwYUhNhfv3Ud++jejpU5RKJfv27UNfXx8zMzOio6NRKpWYmZmRmpbGjZgYjoSGclcuz5FehbNnz6ZMmTKkpaUxZ86c9wqxfy2UK1eOvXv3ZtldJyNxcXE0bdo031pG5TSDBg0iLS2NVatW5fdQcow2bdpQvXp1JkyYoLXfyMiIn3/+Gblczp49e9KF669cyRPj+cMPPzBnzhyhlEepVNKoUaN8VwmD9BZomzZtQq1W079/f2rUqIGxsTEzZszItpzuYylWrBi//fYbhoaGTJkyRdBQ/uabb6hatSoHDhzIVvAjPykULshBxGIxGzduTC/nyMChQ4fo2bNnls+ZOnUqQ4cO1d6ZmsqxFSuopqeHeXg4ZFjVqdVqXr58ye3btzEwMEBfX5/HUVEcj4jgfFwc8Tmcrfnrr79y7949IQ3/a0FXV5exY8fi5OTE8uXLM/VCvXLlSpZdXrJS2QkKCqJ27dq52iA6r+jUqRNOTk789ttv+T2UHMPd3Z0uXbowceLETI/JZDKWLFlCu3bt0NHR4erVq7Ru3TpP/pcXLlzQagP37bffZppw5wU6OjqULFlS6Be7dOlSYVyvX7/GxMQEPT09/P39ad68uZbRFIvFyGQyZDIZUqkUXV1drftSqTTTTSKRMHbsWKFhdnR0NAMHDqRy5cr88ssvQPoKt169ejRq1IjmzZtz6dIlFixYkOefzdsUZsnmICqVim7duuHk5MSJEyeErDgTExMWL15M1apVOX78OJMmTRKeM3nSJMLv3aNP06aUksngxQt4/Rqvfycs4eHh6OvrC7FEkUiEo6MjT1+94uCTJxwND+dp+gO5UtqQkpKiVRf5tTB69GihT2LTpk0ZM2YMcrlc6DWYsbekWq0mMjKSo0eP8vr1a1q2bImLi4tgOEuXLo2Li0uet6jLDV69eiVcyL4W3NzcaNKkCUFBQaxfv17rsbS0NNRqtaB6VbNmTTp16kSVKlW4detWlg3GPwexWEzjxo0pX768lrHUtAbUuJAPHDjAlStXkEgkyGQyBg4ciJubGxEREZQuXZq7d++yd+9epFIpZmZmQgnIkSNHuH79OhKJRDBOOjo6SKVSraYHmsx4qVRKt27dKF68uDAZzJi4aGFhIXw27u7uLF26VKtW8+1enBnFOTKKdLxdK53Rc2NoaEj16tW11KZkMhkLFy4U9jVs2JCyZcvy5MkT/v77b6KyqSnPLwoN5mcQHBxMx44dGTRoEK9evUKlUvHzzz8D6TWZXerXJ9XPj7MbN2Kdlob58+dErFiBYYkSWFpaCkX9ADY2NiQkJPxfys7RESpVYvq5c1x7/TrX6/+Sk5Mz6dF+DTg6Ogr39fT0KFu2LBEREYIEnUZEAdIvCpaWloJOcJEiRbRWmWlpaV+NEkpwcHCWnU4KGjKZDLVarRVTt7e3x9HRkdu3bwv73dzcWLx4MRKJhEWLFuHu7s6tW7fYvn27sIq8ffs2nTp1AtK/74sXLxb+9w4ODly9ehWpVIpMJkMikWgZI80tq448GTvmaH7TrVu3zrLRt46OjlYbrf79+7N//37Cw8MpV64cdevWBf7v4WjSpAlubm48fvyY2rVr4+HhAcDgwYNZt24dSUlJH/Q52tvbawl0AFoSjBnlMxMTE/n999958eIFcrmclJSUTxZduHjxImvXrsXAwIBRo0axadMmSpUqxZEjR7C0tOTBgwdcu3ZNy4hqSvLatGnDjBkzOHjw4Gc1zra3t0culwuqWp9DocH8THx9fRk4cCD6+vqcPXsW4uPB3x98fbH+N4W8R40ahIWFERgYKLSrunv3LlWqVNESRzdycOBqUhJ4eGBdtixbt27lmq9vrr8HZ2dnhg4diqmpKWlpaVpJSV86y5Yto2nTppiZmbF169ZMYvFOTk50795da5+urq6gEJSRvXv3EhMTk5vDzTPq16/PN998Q9myZenXrx8ikYjSpUsTEhKCi4sLgYGBvHr1Kl/H2KVLF/78809UKhUDBw5k//791KxZk507d2JgYMCVK1do27YtCoWCMmXKaBmAvn370rdvX5o0acLEiRPR1dXl9OnTzJ07l6JFi/L69WtBNQjSO52YmZlleWHW7NOssrITO8j4NytjCWSS7BOLxVhZWfHq1SutTPWM59DT09MqVYN0AxcdHU1kZKTQwUfTCUhzXy6XC9tmZma0atVKa5KUUWdarVYzc+ZMTE1N2b17t6Cl/fbK8mO5cOECpUqVEspVihQpQvPmzZk3bx63bt3CwsKCxo0bExoaKmTma6QES5cuzbp161i1apVWFvvH8PPPPzNhwgQUCgVDhw4VNKQ/lcIYZg4gUatZP24cze3s4PHjdD3XLIiMjOTq1asYGhqir69PamoqJWvUwLFWLXB3R128OCKxmNTUVBo0aCC4b3KDkiVL4ubmxuXLl1m5cqXQ6kylUuHk5JTpB/olY2BggKmpaZYGQCKRMG/ePHr06JGl6Dmkz7i3bt3K5MmTP3hGX5CxsLDg/v37wvs9ffo0lStXFiZMMpmM+Ph4WrRoQUBAgPA8TQ9STezq7b8ZY1dv/81ulZbdak0sFvPTTz8JTcCjo6NZt24dnp6eWq7k7du3ExUVhb29faa+r5CejLdx48ZM7kMdHR06d+6MpaUlycnJbNq0iYiICKFtnKaFnMbgZLxpDJFcLkcul5OWlpbp78qVK7VcsRru3buHs7OzMCHLmExWvnx59u/fj6mpKfHx8RgbG/P06VO8vb0JDQ3FycmJ7du3U6xYMf766y9mzJjxUf/3Ro0a0bVrV4yNjXn9+jX6+vpaLf3u3bvHkCFD8P13kt6tWzfmz59PcnIyvXv35sKFCx91vreRyWQcP35caNq+f/9+vL29tX53WTUfUCgUzJs3j2fPnml9b7Lqvft2s+/hw4cLBvjBgwdaK9l3URjDzGnUaoqqVFQUiahrbk61Z8/gPSUcFvb2BKlU3H3+HP/oaJ6r1aTcuUO78HC+MzGhoZMT8P9mzpGRkQwYMAA/P78cHXrVqlWFDNxXr15pzTrFYjH29vbZ6ud+iSQlJWVr6BQKBT///DPx8fFaSVmvX79mw4YNiEQiVq5cqRXP+dLRXEw0uLu7CysfzXfB2NiYhQsXcuvWLeG4rOJYmr/ZxbQ0cS2lUin8zdioOWNzZo0h0hismJgYwWBGRERw9uxZdHV1BYMZFxfH0qVLefPmDfr6+tSsWRNra2ut97p9+/ZsW9DNmDGDsmXLEhwcnOOxslatWtG7d28gvY2aZsWoUqlo2LAhtWrVIiUlhYsXLwpN3O/evUvlypWxs7Pj8ePH2NnZERYWJjT6Dg4Oplq1ap+86jtz5gxnzpwRtm1tbalQoQKurq6IRCLKlSvHtm3bWLBgAVKplEmTJiGTydDT02PZsmVCU/S3NaSzuoH2KlnzHI2xhHQvx9vGUSKRcOLECVxcXAQXskQiYcCAAfz9999a3xnNpCU5OVlrdZ1xZR0aGiqIWrzdq/RTKFxhfiRmKhXuajWNzM1xtrTE0tIShUKBi4tL5vZaIhE4O0OZMlC0KMEJCZw+c4Zvv/2WxMREevXqxdWrV4F098Px48cpUqSIVjPla9euZcrG/VwmTJggxFoh/Yfo9K+xlsvluLm5Fbhge27TokULNmVQNNqzZw99+/bNxxHlLoMHD2bUqFE8f/6cFStWCA2OM7ocBwwYwIkTJ0hLSyMtLS3PxcNdXFyYOnUqSqWSCRMmCBe8Pn36ULp0abZs2aLVhs/R0ZFWrVoRGBiIkZGRoFH8OS7Fz6VIkSIEBwcL2/fu3aNevXr5Np6s8PHxEeov4+LimD17NnK5nAkTJggTqXv37jFnzpx3rrKVSqXWdyUtLY3U1FThPsDmzZuF69ns2bPp0aMHRYsWFa55t27dolWrViiVSvz9/YUJUHJyMiVLlhQmDx9KsWLFGDNmDMnJycyePfuDr2uFZSWfgZ5ajZtKRUMzMyqYmWFtbS34/zXKIR4eHv9PmrGxgYoVoXx5kv91+b148YITJ04QGBgouGNu3LhBs2bNhPPY2dlRtmxZ/vnnHyHzNigoiHr16uVozZiXl5eQeBAfH0+TJk0YPnw4JUqUYMmSJdkKXH/NiEQifv/9d7y9vYmNjeXw4cP/qQ70bdu2pWrVqjx69IhixYpx8+bN9PrgQj6bDRs20LJlS1QqFRs2bOCnn37K7yFp0aRJE1asWIG+vj6jR49m48aNQLonaurUqSQmJjJ69GiePn362eeSSCR4enoSHR2Nj48PJiYmlC9fnrCwMIyNjbl//75wrZs7dy79+vUTnjtkyBA2b9782WP4EL5qg1nNwIA+FhYok5KwsbERZjp/h4Vx9SMKcCUSCXp6eiQkJCBWqympUlG/SBFqmplhZ20tzIJ0dXVRKpXEx8cjl8sxMzPDsUwZHFu0AA8PAqKi8PHx4fbt2+zbt08rHnj//n2hh2JgYCAtWrSgYcOGyGQy9uzZg1wux9PTk7lz55KcnMyuXbuQSqXs3r07W83TT8HT0xMPDw8OHz78VZRJ5CTff/89pUuXZseOHVouyUIK+RSqVavG2rVrSUpKYtOmTSxatCi/h5Ql8+fPp3jx4mzYsCHfm2+bm5tz7do1LSH7Xr165Vmd+FdnMBsaGNDV2Ji4uDg6d+6spduq+RsZGcnatWtRKBSs1tUlIgtBbx0dHczNzXF0dGT7tm1YpKVxZM4cIs+epdi/pR8qlQo9PT3EYjEJCQkkJydTpEgRElNTuRYXx9HQUB4Dffv1QyaTsXLlymyTZmrUqMG0adNISEhg165d9O3bl0qVKgFw4MABevXqlek5Li4utG/fnqCgIA4dOvTRbolCPo7mzZtTq1YtpFIpf/zxR4ESzC7ky0IkEvHw4UOhHvHu3bsFslOMo6Mj165dE7q/5KVxepvixYuzd+9eIYYJ6W7jFi1a5NkYvgiDaa9SUUGhwFytJlUkIlAs5r6OjiD9ZgnMK1YMqVRK/fr1MTY2FrL6suPo0aOULVsWa2trnj9/zsArV7gdHQ3/1twdPHgQFzs7kq5cwSAoCP6t1bl06ZKQjZWSkkJiYiL6+vqIRCL84uI4HhbGtYQEUj+zPvLmzZtC/PBd+p66urq0aNGCMmXKsHfv3o9qZlvIx1G/fn0aNmxIeHg4VapUITo6mmvXrrFr1678HlohXxgymYxXr14JOQlRUVE4Ozvn86gy07hxY3bu3ClsL1iwQNDkzWv+/vtvunbtKmyrVCo6d+6slbCU2xTsLFm1muZyOR5vyVQ5K5XUk8uJEIsppVLRqlWrTKnaMplMK0kmIykpKVSuXFkIHJcuXZp9dnb4P3/OTaUSHSsrXG7cgKAgDDJMHJRKJVKplLi4OMRiMfr6+kSoVJx++pQzkZHEas6VA2ICJ06coH///kC6+kqDBg24cOFCphY7qamp7N27l5IlS9KxY0cqVKjAwYMHv4oyh4JGQkICEomEkydPMn36dCQSCf369SMtLe2rkw4sJHdJS0sjLi5OSJ7R19fP3wFlw/Xr13n48CEuLi4kJyfny/fcwcGBli1bapUNKZVKevbsmafG8l0UCINZS6HQNpZqNXZqNSX/3ZcsEhFkappJxkzjfj1y5AhFihQhKioKkUiErq4uYrGYwMDATKnmRkZG1HJzoxb/9oPLotYxJiYGtVpNgkLBxZgYjoeH8wLSDWQO92kcO3YsV65cQVdXl7Nnz9K6dWvKlSvH+fPnad26NW/evGH16tWCWommqbWXlxcjRoxg//79BULI+WsiMTERsViMk5OTVtp7+fLlCw1mIR/NmzdvBIOpqU0taN2A4uPj8fLyYuvWrSQkJORZGZVYLKZRo0bUrFkTIyMjwsPDGTt2LEOGDKFYsWIsWrSoQCUh5rvBFKvVVM1gLMs7OFBDT4+kpCRevnyJmZkZhoaG2BUtSmxsLJaWlgA8fvyYiIgInj17xoqXL/HN4LoF0FWrqadQoLp8meLFiwvPy4hGdgsy1AyJxahdXBizdSsBCkX6a+aiLJ1arWbfvn3C9qpVq6hRowZ79+4VAt5FixbV0qWVy+UcPHgQPz8/OnXqhIeHB/v27SMhISHXxvlfIj4+HrFYjI+PD4GBgbi6uhITE8OePXvye2iFfIE8efJEcMNKpVLs7e1zJOM0pxk2bBg1atQAEFSVcgs7Ozu8vb0pWbKkUEJy5MgR4Rr2dtengkK+G0wHlUpwh5oZGdHc3h6df1dxpqamxMbGkpCQwGMfH47euEH58uVRKpUse/iQSxr9wywUWlJFIk5KpZxUq5m8aRNtK1RglKcnpeVyZBlWiSKRCLlcToyuLlbNmoG7Oyv/+gt/pTLX9Vuz4969e1rZYdWqVcvyuGfPnvHnn38KZSGPHz+mS5cuxMbG8uuvvxYmq3wicXFxiEQi4uPjBWWZJ0+e5IgWZSH/PY4cOSKUj8XFxREXF5fPI8qaypUrC/ddXFwwNjbOUcUvsVhM/fr1qVWrFiYmJkRERLBjx44vqol5vhtM6b9/7e3tqeDkhE6G4ujk5OT/z8TEYo5LpcwKDEw3ZBnEgt+FnZ0dzZo1o1u3bpSrVg1SUlCcPIn4zh3EUimUK8dTExOqt21L/Vu3SE1NxcfHJ4ff5ceRkJDAgQMHaN26NSqVipiYGDw9PalatSqOjo78888/QsG2QqHg2LFj3L17V5Ddg/Ts3++++y4/38YXiyYuLBaLSUxMzPfvQyFfNhs3bqRXr15UrFgRExMTrly5gqenp6DwU1DYtWsX9erVQywWc+zYsRwzljY2Nnh7e+Ps7IxKpeLu3bscOXKkwE4c3kW+GkwPDw+aVKlC4wcPQK0mIiaGCIkEK5GItLQ0Xr58SYRYzGOxmHNSKTey0fp8Gz09PZo0aUKlSpUwNDQkJibm/2LaenpIWrWi3T//8EP//shkMqb8+iuIRJw/fz4X3+3H0adPH2rXrk1kZCShoaGsXLmSxo0bA+llDxUqVNBK+AkLC9PKFi5RogR2dnZUr16d27dv8+zZszx/D18qmoQrExOTr0ZsvZD8o0aNGlSsWFHYtra2pn379vz111/5N6gs2LNnD/3798fV1TVHhPfr1atHnTp1KFKkCJGRkezZs0doIP2lkusGs2rVqrRr147bt2+za9cu3NzcqF+/PkWLFkUkEvHixQuOPnqE7N+V5E21GktjYxKSk0lRKkFHBxXg9wHGsnLlytSvXx8bGxtSUlKIiIggNTUVpVLJjh07cHZ2xsDAgAMHDnD+0iXOv9VMuCChUqm0/PiJGXRqzc3NsbCw0DKYSqWSyZMnM336dJKSkggICMDHxwcjIyPi4+Np1qzZV6UPm9uo1WqMjY0LDWYhn83r168ziYrnpAhJTtGnTx8hQ7VPnz7s27fvgxYR7dq1o1atWhw7dgxfX19atWpF6dKlUavV3L9/n8OHD381v6NcNZht27bln3/+EVY+nTp1Ijg4mFevXrF7925BRcVMpaKHSJQeyxSJePNW8spZqZT4bOKJdnZ2eHl54ezsjEgkIiIighcvXmBubs6rV6+4efMmz58/B2Dbtm1YWVl9kTWMmhWmoaEht27domPHjuzatUt4b5DeymrNmjXI5XI6d+4sdCIwNjambdu2qNVq4uPjWbVqVYHL0itoqFQqQfj7v4CpqSkGBgb53tLra+TRo0f069ePmTNnIpPJWLNmDUeOHMnvYWUiY+9YgFq1ar3XYHp6erJ69WogvaXarl27ePToEQcOHPgqQxm5ZjArV67MypUrtRqTRkdHM2HChEw1htFiMRtkMuorFLgolWieES4W4yORcP+teKWenh6enp5UrFhRcLm+ePECGxsbYmJiuHnzJvfv388kFv3mzRvevHmTK+83t7lw4QIVK1bEwsKChw8fUqFCBXr27Imvry/Hjx8XDKBGBej27dskJyejr6+PUqmkX79+gtqIs7MzU6dO/apaeOU0SqXyP2Mwvb29WblyJXp6evz+++8f3TaqkPezb98+bGxsKF68eIHNAL13757W9tudROzs7Fi/fj2lSpViyZIl3LhxQ0vrVSwWc+HCBUGL9msk1wxmjx49tIxlSkoKS5cuzWQsNcSIxeyXydBXqymiVpMKpBkb4+XlxbFFi0hLS2Pu3LkYGRlhbW0tuFw1PegCAgLYtGnTV20EIiMjiYyMBMDPz49Hjx7RqlUrRowYwZ49e7TcPA8fPsTb25tGjRpx9epVDh48KDzWuXNnvv/+ex49esS3337L48eP8/y9FHQUCsX/xfS/coYNGyZIoo0YMULoSlFIzhIbG4u5ublWBnxBplq1amzYsIHdu3ezZ88eJk6cSJUqVQAYP34869at49q1a1SpUgVzc3MeP37MoUOH8nnUuUuuGcyM3cMBbt269UFlDskiEcn/do7o3bu3lorPmDFjWLx4seByffnyJTdv3ixw2WZ5RVJSEtu3b8fFxYWOHTvy6NEjTE1NqVmzJkeOHGH37t1CM9gdO3YIclPGxsZA+krz+vXrTJ8+nYULF+bb+yiI/JcM5rNnz6hevTqQrjZVaCyzxtjYmF69epGYmMiGDRuEz8nCwoJWrVoREhLCuXPnsnyuvb09U6dOxdramjp16nD69Ol8m9wbGhpibW3N06dPEYvF/Pjjj9ja2go1mBo0mrctWrSgadOmWiprKpWK+fPn8/LlS1atWkXp0qW5f//+V18LnmsG89ChQ3To0EHYrl27Nnfu3OHQoUNs3ryZs2fPZnrOiBEj6NatG2/evBGKZjNK3qWmphIbG5uty/W/ysOHD1m4cCG//PKL0Dqoffv2FC1alK1btxIeHs7gwYPZtGkTVlZWrFixQutzHT9+PGfOnOHFixdfrMs6p5HL5QVWxiynWb16NdbW1ri5uTF37lwqV65MdHS0Vh/HT0UkEiGTyTI1DNDR0eHnn3/G2dmZtWvXcuXKlc8+V26habi9ZcsWateuDUClSpUYPXo0MpmMY8eOUbJkSSC9z+jWrVuF55YtW5ayZctSr149QXHM0dGRX3/9lQcPHrBnz55cNTI1atRg7ty5yOVyhg8fjkKhYP/+/VhbW3P27FkePHjAwIEDAbT6hmZcqIjFYm7fvs2kSZNYunQpJUuWZOnSpbx8+RJIV0a7fv16rr2HgkSuiq8fO3Ysy6J7pVKJt7c3169fp3v37jRo0ICQkBBGjRolHJOxkS2kuzPatWsnrJgKyUz//v2ZM2eO1r7o6GgGDx7MsWPHhH3du3dn4sSJwg9Yk8GXkJBA165dC/TFKy+wtrZm2LBhJCUlsWHDBq3Eqq+JLl26MGbMGOFinxGlUsnBgwdZsWIFly9f/qTX9/DwYPv27VhYWDB//nzhuykWixk1ahS//vorkF5v3bFjR+Li4gTjlPGv5n7GbZlMRpkyZYiKiiIqKirTc7J7jQ/5+/b5lEolSqWSQYMGCWGmN2/esGXLFszNzenevbvwnm/cuMH8+fMJCwujcePGWgpdWXHnzh06dOiAoaEh+vr66Ovro6enh56eHrq6ushkMuGmkdWTSqVIJBKhOcTbY85469Onj+DtCw8PJywsDA8PD+H84eHhQrvBjFy/fh0bGxuKFSvGxYsX6dSpU4725C3o5Eu3EqlUSqdOnYTYY0YuXLhAdHQ0bdq0yfb5GY3mpEmTWLx48ecM56vH2tqaI0eOCN1PMjJnzhzmzZsnbFtYWDB9+nQcHR2pW7eusP/YsWP8/vvv/5kZowYHBwfmz59PvXr1MDAw0PruyeVy7t+/z9SpUwuMCPTnMmfOHPr166c1Kc0KlUpFt27duH37Ni4uLvj5+WXpSqxSpQq9evXi0aNHwu90x44dNGrUSDhmwYIFiMVi9PT0qFOnDhUqVBAe++2333j58qVgnFQqFSqVSmtb81etVjNp0iTKli2LXC5n+vTpXL9+XesYkUiEWCwW/mZlECUSiZZhzLhPc5zGKEkkErp27SrUU168eJELFy4glUrp37+/YJR8fX25dOkSYrGYjh07YmVl9d7/xdq1az+6ZV/G67ZarRa2Nfc1t759+wqhhfDwcHx8fIRrrlwuZ/HixQwdOhSJRKL1ne/VqxfHjh3DysqKV69e8S478TWSr+293N3dGTp0KM2bN8fIyIiIiAi6du1K69attbqPx8fHC/G1jNy8eZOmTZvmxFC+evT09GjRogXLly/XSrp6+vSp0HczIyYmJty5c0cQh9awZs0aRo4cmdvDLRD07t2b+fPnZ9nx5m2y61maE3h5eWFnZ8fu3btzVQWlVKlS2U6I3vbsAEINnampKc+ePaN79+4kJSUJqxtLS0u2bNkiXJiPHj1KUFAQDRo0EIxiamoqw4YNIyUlBZFIhLOzM6NHj0ZXV5eHDx+yevVqwVBlXDW9vdoTiURYWFhoreoePnyoNZHRNGXI+J40fzU3jeHVGOa3bxpDnfHm6OjIoEGDkEgkvHnzhnnz5iGXyxk3bpxgGJOSklixYgWRkZE0b95ccOFmx40bNwTZvNygefPm/PHHH8jlcvr378+VK1cYNmwY5cuXZ+vWrZw6dYr69euzZ88e4f9+5swZOnbsmGtj+hLI1/Ze/v7+9O/fHwsLCypUqIC/vz9v3rzh+fPntG7dGmdnZx48eECbNm04fPhwpn5xpUqVokaNGty+fRtdXV1q1apFUFBQjsRYvjZSUlLYs2cPYWFh/PXXX4K7LTk5mYoVK9K8eXMAlixZQnx8PHFxcbRv354+ffrg5eUluGd69OiRrwbTwcGB5ORkoqKihH0ikYhevXpRtGhRtm/fniNCDEWLFmXBggXvXWlpaN26NX379mXVqlWffW7NikYmk9GvXz8mTpwIpMfBhgwZgkwmQ1dXFz09PcEtp3HJadxyb7vksnLNad6bSCRCJBJRtmxZrXFkNJIikYjQ0FBsbW2FfRknU8WKFWPChAmEhIQI+zQNEjSUKFGCkJAQocOO5nUrVKhASkoKKpWKcuXKCepb9vb2GBkZkZSUhFwuF47JaKwyrh6lUimtW7cWVnU+Pj6cPn1aMIKa95nVZ5Kdizc796xMJhO2q1evLpRaWFpaUqFCBW7evElcXJxgMMPCwpg6dSoAK1asoH///tSsWZPg4GAGDhyYaVK2YMGCT/jmfDhHjx7F1dVVa98ff/yhtW1nZ6f1/f9SsnjzgzyVxouMjNSaCUZGRlKvXj2KFi3Ks2fPSEtLo169etSrV4+FCxfi4OAApK+ONm3ahLm5uVBbmJycTIcOHb7K4tic4MqVKzRq1IgBAwYgl8s5efIk69atEwxopUqVhKxZX19fRowYweLFi+nWrRuQ/r8pX758vrQOmzp1KkOHDkWhUODv74+BgQGOjo5IJBLhItunTx++/fZbrZVORvfZ2y41XV1dwThpYkE6Ojq0bds2S2MZFxdHTEwM5ubmGBoaah0zceJEnJyctIyMhg81vJpjNasfzUQG0rOXNau47Mi4anr7r8ZwqNVqFAqF1spJoVAQHBxMw4YNsx2znZ2d1nZqaqrwuaelpfHHH38QGBhIamoqKSkpQLrRbNq0KfHx8YwbN46wsDCtvoaavrXJycmIxWKtInkjIyPs7OwICwvTMozv+rto0SJq1KhBeHg4Z8+eFeqNM7pz09LSsn1+dm7f7NzASqWSx48fC5mksbGxzJo1i7CwMC5fvszcuXORSCSMHz9e63P766+/BAk8MzMzvv32W63PNjk5Odv/cV5x4cIF5HI5Umm6svfevXvzd0AFmDxxyX4qTZo0ITU1lZYtWzJgwIBMjy9ZskSYlRfyfgICArC1tQXS5brKlCmj9bienh4DBgzA0NCQQ4cO4enpycuXL9m/f3+ON6ru1KkT33//PYGBgYwdOxZTU1Nat25Nr169cHNz+yDDs3PnTqEu9VNQq9XUq1cvU1NySHetRUREUKRIEYoUKaI1npiYGP755x+tFZBCoUCpVCKXy1EoFMjlcuRyOWlpaaSmppKamkpycjJpaWkkJSWRlJRESkoKCoWC1NRUevToISTF3L59m6ZNm2Zbs5wTbNy4EW9v7w869vfff8fPz4/q1atz6NChLJPCxGIxrq6uhIeHC16BunXrCq7agwcPajUD8PT0ZNOmTUilUvz9/WnWrNlHx/HygyZNmlChQgUOHz780R6O2rVrs2fPHqRSKUqlkq1btzJ06NBcGunHUatWLSZMmMDVq1eZPn16fg8n38nXGObn8uOPPwr/xIzuo++//75wNvQRjB07ltGjRwPpSQubNm3i4MGDWjq1GZFKpXh5eeHu7s7evXu5f/9+joyjaNGi3Lx5U3BvPXjwgNKlS2vFXN9HSEgIP/30k2CENAIWGuOkMVQa9152lCpVimvXrn3UynDq1KmZ3Fo5QYMGDbC3t+fAgQO5Xs+mq6vLjBkzaNOmTabEFM1v7M2bN8yYMYP169d/8nmsrKywsrLi/v37mRJHypQpQ4kSJbh48eJXX78H6a7Qnj17CtsjRoz4rM82J5FIJMyfP5/Y2Fhmz54teA7+q3zRBlMqlTJjxgw8PDy4e/cuZcqU4cKFC8ybN+8/l731uWiSMO7fv0+zZs2oWLEihw4demdPOicnJzp16kRISAgHDhz4qB+To6MjPXr04MWLF2zcuBEPDw+6dOnCoEGDhGMiIyMF2b6siI2NJSoqipiYGFJTU7l48SK///57jv2of/zxR6ZNm/Zeo6lWqzl//jzt27fPkfMWBGQyGT179kRPT49y5cpRrVo14YJ56dIlYmNj83uIXw0Zy76Sk5MZP348a9euzd9B/UvGcMzhw4fp0aNHPo8of/miDebbmJiY8M0336BWq9m2bRtJSUkYGBh8kf3V8htHR0c6duxIbGwse/fuzbargEwmo0WLFri5ubF7924ePnz43tfW1dXl2rVrFC1aFEiPq965c4enT59Sr149WrZsSWxsLC9fvhQSUdRqNbGxsezevZvLly9z5coVIiIicl2kws3NjXnz5lG9enUhlqNBoVAQEhLCxIkTtepZvzaMjIwYP348Y8eOze+hfLX07duXnj17curUKd68ecPff/+d30MC0isRNOVosbGxWZam/ZfI1yzZnCYuLo4VK1bQoEEDpk2bRuvWrTEzM+PatWt07NgxWxdjIZl58eIFixcvpn79+gwdOpRTp05x5cqVTCv3tLQ09u3bx7179+jYsaOQyu/p6Ul0dDSnTp3K9NpFixYVjCWkx7muXLlCxYoVefHiBXPmzOHixYvcunWLYcOGYWtry4oVK3LM9fsx3L9/n9atWwPpmaCaJKPw8HCePHnyn+juonGLGhgY5HjMupB0Vq1aRalSpXj8+LHWbyO/OXz4MD/++CPAV68H+zl8kQYT0lciZ8+e5YcffsDMzAyA6tWrs2bNGqGtVSEfhlKp5MyZM9y9e5cOHTrg4eHBrl27qFu3LoaGhuzYsUNwfz569IhFixbRunVrfHx8hPjXmTNn6Ny5s+CudHV11aqxValUxMXFUblyZXx9fTlx4oTWRTmjqEJ+8+zZs/9sw22VSoW1tbVW2UghOYsmGczAwCC/hyIwceJEnjx5QpkyZQQFpkIy88UaTA1P/208raFhw4YEBwczderUAhMf+FKIiIhg+fLlVK9enY0bN1K1alUgPcbXr18//P39AYQ4YsZkkUaNGnHgwAFq1aoFZC6Av3//PiNHjvzPCuV/KSgUCiwtLQsNZi5ibGyMk5OT0Ce4oHDq1Cn09PQK80LewfulTQo4s2bNEi7kkJ7tVaRIEebNm/ef6TaRk6jVanx8fLSEx11cXDhz5gzLli0TMlkjIiK04p0qlUowllmxbt26QmP5BZCWllZYuJ6LDBkyhN69ezN27Fjq1KmTSWErP0lKSiq8Zr6HL95gJiYm0qBBA5o1a6bVAUWtVgs9/gr5eN7uCC8Wi+nSpQt9+vQB0t24DRs2xMfHhzt37mRKygkICCAqKoqnT58ycuRIVq5cmWdjL+TTSUlJoUiRIvk9jK+WYcOGCffd3Nz45ZdfCsx1KjExsdBgvocv3mBquHHjBkOHDuXcuXM8ePCAP//8k/79+1O6dOn8HtoXyaxZswTtz4yUKFFCuP/s2TNatGjBoEGDtFabkZGRODs7Y25uztOnTwtMrVkh7ycpKSlTL9tCcoYaNWpgaWkpbOvo6DBgwIAC04s2JSUFmUz2QZrK/1W++BhmRl6+fKlVI1eyZEm6dOmCv78/R48e1dK2LOT9bNy4kcuXL7Ny5UoqVqxIcHAwYrGYadOm0aZNG2QyGQkJCcTExGjFYwwMDAQptfr167Nq1SoePnzIggULvgg1l/8y8fHxhS7ZXOLtciUNmg4o+Y1arSY5ORkDA4P/hJDEp/BVGcy3efLkCX/++ScdO3Zk8ODBbNmypbBB8kfy5MkTGjdujJ6eHikpKTg7O3P16tVMs9CMiQLx8fFCDFStVgvthNq1a8fo0aOz7UpfSP4TFxcnaDgXkrNcvHiRFStW0LNnT+Li4oR+tJs3b87nkf2fxMTEQoP5Dr5qgwkITYBr1KjBwIEDOXr0KDdu3MjvYX1xWFlZ0aVLF0aPHp2ly0aTEZuYmEiXLl2oXr065cqV02qF5ezszObNm6latSqhoaF5NvZCPpzo6OgCE1P7Gvnll19ITEzk/Pnz1K9fH319fUGcvSBQmPjzbr56g6nBx8eH4OBgvv32W1xcXLCysqJ06dJs3bqVixcv5vfwCiTFihWjTZs2NG7cWKu7xduoVCrBiPr5+Qk3SFcIytihQV9fH0dHx0KDWUCJiorCxMQEsVicq+Lv/1UqVarEt99+S5s2bdi4cWOBixcWJv68my9SGu9zkEgk/Pbbb8LKJzk5merVq/Py5ct8HlnBQSqV0qlTJ2bMmCGIQmRFamoq58+f12ru/eeffzJlyhSt41q0aMGff/6JhYUFfn5+HD58mJ07d/LkyZPceguFfAIGBgYcPHiQihUrcu/ePVq3bp2tVGIhn0ZwcLCQhayZaG7dupXBgwfn88jSad++PS9fvuTatWv5PZR8JTtpvII1vckDFAqFVg86fX39AiVRVRDYsGEDS5Ysea+xdHZ25s8//9Tar0n2yciRI0eoWLEilStXplGjRuzbt48uXbrQtm3bAle8/V/G29tbSEApV64cHTt2zN8BfYUYGxsL9zWry2+++YZSpUrl15C0KHTJvpv/nMGE9OxPTc++x48fU6VKlXcah/8CIpGIYsWK0apVK5o1a5blMRlddL6+viQmJnLp0iU2bNhAamoqvr6+JCcnM2/ePEJCQvD19aVSpUpAuqsnJCQEtVpNYGAgixYtQiKR8NNPP+Hs7IyNjQ2NGjUqUIXc/zXedpOHhYXl00i+XjShiowkJiYK16P8ptAl+27+cy5ZDSYmJjg4OBAUFEStWrVo1qwZzZs3x8nJiaCgIJo0aZLrAtTFixdn2rRpuLm5kZSUxMOHD1mzZk2WDXpzC2NjY7p27cqUKVPQ09Pj+vXrFCtWDDs7OyC9WXJGI7Zr1y5iY2OZP39+lhdUfX19goODhZXjpUuXBFHzrChdujQ//PAD3bp1w9DQkJcvX9K4cWMiIiJy9o0W8kH06dOH5s2bc+HCBRYvXpzfw/nqMDc3JygoSEiSk8vldOrUiQsXLuTzyNKpXLkyzs7ObN++Pb+Hkq98Ve29coMZM2ZoxRGCg4MZNmwYly5dyrVzHjlyhBo1amjtU6lU9OzZM5PSTk4ilUopW7YslStXxsnJiTZt2lCsWDEgvQxkwYIFuLu7k5ycjI+PDxMmTMDQ0JCzZ8/SuXPn99azZozTBAQE8OjRI8zMzJg1axY+Pj6Zjh8+fDiTJ08Wtvv378/u3bsLk04K+erQdMDRGEy1Wv3OXrB5ibm5OTt27MDV1ZVly5YxY8aM/B5SvvFVtffKacqWLSv0Y9Tg5OTEzp07GTFiBEePHs3RRrrW1tZ4eHhkqUIkFotp1KhRjhtMkUiEk5MTlStXxt3dHbFYjESS/u9PS0sTjktNTcXf35+1a9fy6tUrAHbv3o2dnR337t37IPGH3r17M3XqVBISEjAxMRHqMDdv3kzp0qUzGcKbN28KCRAqlYrFixezYMECfvjhB06cOJFTH0EhheQ7CoUCpVIp/PYKkpjKiBEjhBDKzz//zL59+7R0ugspXGHSpk0bVq1aJYiKZ8Xz589p0qTJZ4keWFhY4OHhQYUKFdDT08Pf3x9ra2tmzpyJrq6uMONUqVRs3bqV6dOnEx4e/snn08Rl/f398fDwoGrVqujr6ws/VM254uLiMDMzo1KlSohEIqZOnZqjq+q9e/dSv3594XzFixfPsl+pp6cntWrV4ocffhASIx48eEDt2rVzbCyFFFIQ2LdvH/Xq1QPSDaarq2uBiGHu3LmTxo0bC9ujRo1i9erV2NjYoK+vj7m5OaGhoZli3YaGhrRo0YJXr15x+fJlrccqV65Mp06duHfvHps2bcqT95ETFK4ws0AqldKrV693GktIb4Rcv359du/e/VGvb2ZmRoUKFahQoQLGxsb4+/uzZ88enj17JijjbN68GbFYjJ2dHTVr1iQwMBCRSET//v05ffo0ly9fxsbGhvj4+A9ujD148GDBnRIcHMzx48eFxzRGUl9fn6dPn3L79m0CAgK0Vpk5yezZs3F3d8fExIT9+/czYMAAtm/fnqlzycmTJzl58iStW7cWDKZMJqNIkSI5urovpJD8JqO4vY6ODk2aNGH37t1Cw4jscicsLS0pX748fn5+n21gjYyMWLRoETVq1EBHR4ebN29y4cIFLYMZHh5Oly5dWLx4sTDRTk5OpmvXrrx48YLWrVvz4MEDxowZQ5UqVYD0lenmzZuRSCTY29uzb98+IYlIrVZz6NAhfv75ZyQSCUuWLCEsLOyLCr3851aYOjo6lC5dGg8PD8qUKUOJEiVo27at8LhKpeLhw4fs27ePX375BUifBY4cOZJNmzZRokQJXr9+TXx8fJavb2JiIhhJc3Nz7t69i5+fH8HBwR/VZ87CwoKuXbvSsmVLatWqRWxsLF26dOH69evZvq+yZcvSt29fWrdurZX1u2LFCmJiYhCLxcTGxnL79m18fX3zTP5KJBIhlUpJS0ujQoUKtG7dmuvXr3Pq1KlMLqny5cszffp00tLS2LdvHyVLluT48eNcv369sE9fIbmKnZ0dkZGRwuSxZMmSmJqacuvWLeHxOnXq4Ofnx8OHD4H0313v3r0xNTVlzZo17zRkQ4cOpWvXrojFYsqUKSPs37dvH61atUKtViORSPjjjz+YOnWq1nOLFi3KyZMnsbKyIjQ0FE9PT2GlJxKJkEgkSCQSdHR0tO5LpVKtfZr9/fv3p1u3blrnuHr1KjVr1hS2jxw5goeHB/b29lrHPX/+HHNz8yyzaUNCQjh48CByuRxbW1st0ZJLly5hYGAguH3VajVpaWmcP3+eCRMmEBQUlO1nl9f8p5N+NPE7Dw8PypcvT0REBHfu3MHf35/ExEQ6duxI2bJlefDgAWfOnBFcr82aNaN27dpcvnyZUqVK8d133+Hq6kpkZCTz589n8ODBxMbGMmLECHR1dalQoQLW1tbcv38fX19fHj9+/FmzJ3t7e+7evStsx8bGcvz4cYYOHSr8qB0dHalcuTIeHh54e3vj6uqq9Rrh4eGsXbuW27dvc/v27QKRfWpkZESHDh0wMzPj2LFjtGrViri4OFavXp2pTZi1tTWdOnVCLpeza9euAuG6KiT3MDIyolq1agQFBb23f2rz5s2pXbs2Pj4+1KlTB5VKxe+//05UVBS6urrMmjULNzc31q5d+86sTx0dHbZu3UqTJk148eIFrVq1okaNGixdulR4bMqUKZw/fx5ra2tSUlJo1aoV/v7+zJo1i759+wLpCW6dO3fWMk6aW7ly5Vi6dOkHfw5TpkwhOTkZHR0ddHR0qFWrFt7e3sLjx44dIygoCB0dHUQiEUqlEoVCoXXLuO/txzt27Ki1moR0rdu6desK26tXr6ZGjRqUK1funWONi4sTOtyMHz+ev//+GwA9PT0OHTpEpUqVSEhIYPDgwcybNw9bW9tMr6FSqTh06BA//PADcrn8gz+n3OI/YTBdXFyYPn06Li4uHD16lCVLllCxYkUqVKhAQkICd+7cwc/P75PUS6pUqaKVgKJQKAQ3xfPnz5k5cyZ+fn4EBQXlWCDf0NCQe/fuZWq3FBcXx+LFi1Gr1ZiYmCCRSBCLxfTq1UvQAU1KSuLw4cMsXrwYf3//Ark6q1y5Mhs3bhR+QKtXr2bUqFGZjhOJRNStW5eGDRty+vRpjI2NqVSpEgcPHixMSsgGPT09bG1tef78+Xu/j+bm5jRr1oxHjx5x48YNOnTogIODA8eOHaNDhw6kpaWxbNkyzMzMGD16NGlpacydO5fIyMhMrzVhwgTat2/P9evXGTZs2Ee5+o2MjDhx4gSurq4kJibSpk0bbt++LTyuMR4SiYT69esLouUZpRl9fHwYMWIE33//Pf369QPSPUQDBw7kzZs3WRozNzc3fv75Z+E8Z8+epXjx4jg5OQn7Dhw4oFUede3aNa5fv06HDh2EEixA8I4oFArkcjlKpRK5XE7JkiW1zpERtVot5DBA+m+3VatWxMfHC8aufPnybNiwAR0dHRQKBa1atRL60H7KpNze3p6tW7fi5uaGUqnk3r179OjRAy8vL3766SdkMhmWlpbo6OhkGh+kT96LFCmCXC6nb9++2Nra8urVKw4fPqx1nJ6eHh4eHjx9+pSwsDAGDBjA7Nmzsx1XSEgIa9euzSSIktd89TFMb29v1q1bJ8QjBwwYgJmZGTt37mTFihWfvbIKDQ0lOTlZqwuHhuDg4FypW0pMTOSHH35g4sSJuLu7C/tNTEwYO3YsQUFBnDt3jqSkJOLj44mIiBBUi7Zv357tD7SgcOfOHaFjA0D16tWzPE6tVnPhwgUCAgKYMGGCIGs4ePBg+vXrx9mzZzP17cxJDA0NMTIyQkdHh1evXuHk5ERkZCRxcXGZji1SpAhNmjQhKCjovca8X79+eHh4sHPnTs6ePYuOjg4TJkzAw8ODLVu2sGPHDuzt7fnrr7+wsbFh1qxZmS5IWeHo6MiRI0dwcHDAx8eHdu3aZdtWzcDAgGPHjlGqVClUKhXbtm0T3Ghjx44VJmBVq1alaNGiwmqjXLlyjB49WsuIVaxYUfjOOTk5kZiYyMmTJzO5CTXbGf9qQiUaD4mhoSFz5szhypUrwnM1qySlUomHh4fwHjLqsbq6ulK7dm2tDHQdHR3s7e1JSkpCoVCQmppKUlKSYNA0Bk4zAb569SphYWGCwXz69CmzZ8+mQYMGmJiYoFQqmT59OpcuXeLZs2fMnTsXSE9we1dvS00DA39/f6pWrSrsj46O5unTp5iamvLixQt+//137ty5o/XcFy9e0KVLF+rVq8eZM2c+W7ru1atXQjJeRhQKBQ4ODlqf6dvGMi4ujm+++QZbW1sePnzI/fv3sz1PSkqKVinZP//8w/Hjx3F3d2fUqFGULVtW61wlSpRgypQpVKlSRatxQ0Hhq1hh6ujosHPnTho0aKC1/7vvvuPgwYM5dp769evTvXt37t+/T1BQEDNnziQ2NpYBAwbw4MGDHDuPBmdnZ44cOfLOOq0HDx5w4MABunbtSrFixVAoFMyaNYs//vijQK4q3+aff/6hc+fOQPrMftGiRVy4cAG1Wp2lAPj48eMZOXKk1j5/f39atGjxWUITJiYmzJ8/n+LFi7NkyRI6deqEp6cn9+7do3z58shkMkQiEaGhodjZ2REfH0/nzp21Llz6+vqcOXMGFxcXFAoF3bt35/Tp01kaiM6dOzNz5kwgvayna9eu1KtXTzA4SqWS/v3707NnT0H4PjU1le+//x6lUikYmbdvEokEb29vmjdvLoxr/fr1PHnyBLFYnOl4W1tbrVhWUlISBgYGmT6fyMhIDAwMhAljREQEM2fOFAyYUqnExcVFy0Owbt069u7dq+USfNdfS0tLDhw4IMTGBg0axN69e4XXz/h9LlGiBCdOnMDCwkJLXGPixIksWbIEBwcH9uzZg7OzMxs3bmTYsGHv/P+3adOGrl274ufnx7x585BKpQwePBgLCwuWLVvGy5cvcXFxoUmTJty6dUvLCFSsWBFTU1POnTv3Qb85XV1drUzT4OBgIWkmv7l//z42NjZa++RyOXfv3uXly5fs2rWL69evCyVnn4uNjQ1TpkyhWbNmmdTWypcvn2Pn+Vi+OpesSCSiZMmSVKxYkbJly1KuXDlB0k2lUrFjxw4GDx78RRgNDcbGxvTu3Zvk5GQ2bNjA2rVr8fLyeu/z4uPjtTQqFy5cyPTp03NzqDmGSCSiXr16xMXF8fTpUzp37oyLiwudOnVCJpMxcuRItmzZIhzv4eHBwYMHMyUcdOrUidOnTwPpLsaePXuio6PD5s2bCQsLo1+/fowcOZLnz5/Tu3dvQWxfLBZjZGTEnDlz+OabbwBtd/u78PPzY8+ePYKhsre357vvvhMev3fvHufPn88yltSwYUPq1KkjHLts2TKcnZ3x9PQU9s2fP58mTZoISRIqlYo+ffqQmJgouOIyGizNrWnTpkycOBFIN7xdunQhMDBQeFylUgn39fT0OH36NI6OjoC2slNGV9y0adNQq9VMnjxZSIJbv359ps/k999/p127dty4cYPevXt/9CSmQoUKtG3bFj8/P/bt2/fOYy0tLSlTpgx+fn5YWlqiUqkICQnROkZXV7dANi1ftWoV7du3R61WM2zYsAJTcpFRdEStVnP58mUmTZqk5RrPDezt7bl586aWFnXjxo0zrbTzigJpMN3c3PDy8hJSmj+EYsWK4eHhgbu7O3Fxcfj6+uLn50dcXBy9evWiaNGibNiwIdMPp6DSsGFDXF1dOXjwIEuWLBHcJA8ePODZs2dak4D4+Hju3r1L7dq1M7lJUlNThS/b999/z969e/P0feQUIpGIa9euCWLUaWlp7Nixgzlz5ghGrlixYvTp04fhw4cD6Z/N8+fPsbKyIiQkBFtbW8zNzQF48+YN/fr1Y9euXYLr5/r16xw8eBATExOhWW6zZs203HzZkdGILF++nEWLFgnGR19fn5MnTwoz9AEDBrBjx44sX8fFxYWDBw9iaWnJ9evXadOmDZaWluzfvx8nJycOHz7Md999h4uLCxs2bMDa2ppp06axatWqD/ocf/zxRypXrszevXs5cODAO4+1tbWlZcuWBAUFsWzZMq2kjM6dOxMRESFooDo6OqJQKAp1ZnOA6dOnIxKJmDBhQn4PReDixYuCiItKpcLJySnbioCcZsSIEUyaNAlIXwR4eHjkW7ecAmcwHR0duXTpEsbGxqjVavbs2UP//v1RqVR4enpSunRp9u/fz8uXL7Gzs8PDwwMPDw/S0tIEI/k5QgIFgQ4dOrBy5UoAEhIS0NXVRSqVAul9Cb///ntcXFxwdXXlwIEDnD9/HkifaLRp04aff/4ZqVSKSqVi3759vHz5klKlSnHv3j1u3rzJiRMnvqgaJw0ZC7s1BAYGMnPmTE6fPi2sWrp160b37t2pVavWO19v9erVWvW2Bw4cYNy4ccTFxZGQkIBarcbFxYXt27fj4ODAokWL0NXVxdPTk6tXr6Krq0uVKlUIDQ3l9OnTlC9fnqdPn/Lbb79lyugrWrQobdq0ITAwkJMnT75zXBo940ePHgmvIxaLMTExybcLxaxZsxg4cCCQnmHt7u6eKXO5kM+nQoUKHDhwAGNj4yxb4uUXK1eupEOHDsJ2nTp13hmjzElEIhFDhw4Vrm1ZCdXnFQXOYDZv3lzIctNw9OhRbt68yfjx44H01cHq1atRqVT4+vri6+v71cxsXVxcWL58ORUqVBD2PX78WFhZzZkzh3nz5r3zNWrWrEmjRo24ffs2lSpVwsDAAHNzcyFpY//+/fTu3TvX3kNuUbx4cX7//Xfq1q0rTCA0Kzs/Pz9+/vlnbGxssLOzo3v37oLLUkPGrMnY2Fg8PDyEH+Hz588ZMGBAtt8jHR2dAiVXltdIJBImTpxIvXr16Nu3L8HBwfk9pK+SNWvWaNV/lylThtevX+fjiNLx9PRk06ZNSKVSfH198fLyyjVRk6yQyWRMmDBBWGnmFwUuS/b69eu8efMGS0tLYV/z5s21mhFbWloKK6UvETMzMxo2bEhgYCABAQEUK1aMnj17YmRkBKRnqpUvXx6xWMyTJ09o2LAh1atXJzk5matXr7739a9evSocd/ToUbp27cq0adOEx1u2bIlIJPpi4rgGBgZChl61atUyGUtIn5nXrVsXf39/Ll++TEBAAJs2bcLMzIykpCT8/Py0iq+LFClC//79mT9/Phs3bnzvGP7LxhLS47e+vr40a9aM+vXrFxrMXCJj1n5CQkKud0b6UE6ePEnDhg0ZN24cAwcOzFNjCeleo06dOqGrq8v48eMLnHcjX2OYNjY2bN68OdMKQcPDhw9p1KiRVsPnLwUjIyPOnj1LyZIlUSqVHDlyRIjBpaamsn//fm7dukWlSpUoXbo0J0+ezJGi/IxZp2FhYQwZMkRIhvlQxo8fT8+ePbl37x59+vTJsnwip8lYCvH69WutcpOMxMbGMnToUC5dukTDhg0JDg4mODgYOzs7goKCsLKyws/PTytpJyoqCmdn51x/D18Dbm5unDt3Tvj8+vTp897km0I+HmNjY/766y8qVarEsGHDOHfuXH4PSaBcuXIsWbKEI0eOsGDBgjwzWuXKldPKZZkwYcJHiT3kJAVuhQnpMZImTZpQvXp1du7cKay8IL1+x8vL64swlhot2NevXyOXyzExMWHKlCmULFkSSHfzOTo68s8//2QSNtco8OQUgwYN4urVq3h5efH8+XM8PT1xc3NjxYoVHzRbrFixolC2YW1tzY8//vjOQmNIjz2MGTOGihUrsn37dvbs2fPR4/7uu+9wcHAQzpsRX19f/vzzT4oWLcqhQ4eoV68eV65cwdraGrVazcmTJ+nXrx9KpZKwsDCGDh3KvHnzhMzhpKQkSpYsyZMnTz56XP81SpQooTXZ0IQICslZ4uPjGTFiBL/88kuBMpaGhobs3bsXCwsLKlSogI6ODrNmzcqTc2sUkzS0aNEi3wxmdhQI4YJr165Rt25dli5dKnSniIyMpFy5cpnU7wsKtra21KxZkwcPHrBo0SKqV6/OmzdvOHTokFBEn7GmbdGiRbnaW1ODSqVizZo1rFmzhubNm9OgQQPs7OwYP348a9asISQkBD09Pbp160ZkZCT79+9HrVZTqlQpGjZsqFVQDR/mouzVq5egu+vp6UlAQACBgYFax4hEIqysrIiIiBBcxBl1dzNqayqVSv7880/Kli2Ln58fCxcu1BImkEqlglEViUQ0bdqUBQsWCMou27Zt49ixY4wcORKJRML+/fvp2rUrAQEBHDlyJM/dTF8S58+fx9fXFw8PDyIjI9m5c2d+D+mrpUKFCnh5eZGYmMjMmTMLROjEwsJCq+47Y47F51K9enV0dHQwNjbm3r17GBoa0rhxY9zc3KhWrZrWNQAokPkqBaoOU09Pj379+qGrq0tgYCC1atXi6dOnrFq1qkD5sm1tbTl37hxWVlZCEbmGK1eusH79enbs2EHRokVp3bo1AQEBH+0WzSmKFi1K3759kUgk2NnZIZPJaNCggbCav337NpcvX0ZHR4fw8HB8fHyoX78+PXr04O7duwwYMOC9aeXjxo3TKlhPSUkRxOL9/f0xNjZm//79eHh44Ofnx9SpUyldujS2trYEBAQIurvff/891atXZ//+/e8UnDAwMODKlSuCqhGk1zw2aNAAZ2dnwsLCMrmR9fT0aNWqFU5OTuzatatwtfkOTE1N2blzJ1FRUQwdOvSz2swVkjUODg7cuXNHuHYsXbo0z8tL9PX1cXFxITExEQsLC+7cuUNqairPnj0Trg+BgYHUq1ePv//+m/r163Ps2DGGDx/+0cb9jz/+oGfPnsJ2fHw8YrE4SwF3SJ/4N2jQgHv37n36G/wMClyW7IdgY2ND//79kUgkrF27Nt8SELp27YqzszPbtm3jyZMnzJkzhx9++CHLY/v27ftJLsncRCKR8MsvvzBixIhMrczS0tLo2LEjV65c+eQSFEdHRw4ePEixYsW0EnRSUlIYNWoUenp6zJ8/Xzg+NDSUIUOGCEX9n4KdnR1Lly6lQYMGpKWlcfDgQdzc3HBzcyMqKoq2bdtm+WNzdXWlffv23L9/v3C1mQ1///03Xbt2BdJVlN5W0Crk/5iYmJCYmPhB3+Py5ctTrVo11Go1xsbGWh1JHjx4IPxG9u7d+1nlYJ07d2batGlERUXRt2/fLFXIihQpwrFjx3BxcRGyym/evEmrVq14/Pix4BlLS0tj/vz5jBs3Tnjun3/+ya1bt7QUo7JSkdLsl0gkTJo0SUsC711oriEbNmwQaq3zmi/SYEJ6fLBbt26UK1eOq1ev5lkCQuPGjWnZsiX6+vqCAkxSUhLbtm1DT0+Pb775JpN4QHR0NLVr1y6QM/L27dtnWfR+7do1Onfu/NnFyVKpFHd39yxrD8+fP59Jt/LKlSu0bNnys84J6cY6OTmZUqVKcfToUWH/8uXL+fXXX7N8jma1WbJkSXbt2sXjx48/exxfE7du3aJEiRJA+kzfxsYm17OHdXR00NXV/eBsUQcHB+rXr49EIkGlUnHw4EFKlixJjRo1hJhgixYtkEgkyGQyDh06JOQKWFlZMXbsWCQSCXPnzhWS8bJj0KBB/Pzzzzx9+pRevXoJxy9cuJBevXoRFhZGhw4d3imP2axZMzZu3CjEh1NTU5FKpYIRiY6OFqThNm3axJgxY97Zpuvtll2am66uLlu2bBEyzP38/Pjjjz8yHVelSpVM7b0Atm7diqenp1b1wp49e2jfvr2wPWvWLC5fvpxJYeptFamM+7Zt2yYIIkD69yoxMVGowxeJRPj7+1OiRAkh90CtVmNpaZkvruoCmfTzIahUKjZu3Ii7uztdu3bFxcWFf/75J1czN93c3LS+dBoMDAwICAjgzp07NG7cOJPmopmZGd27d+f333/PtbF9KhcuXODly5c4ODiQlpZGbGws8fHxlCpViqdPn7JlyxZ+/PHHT359uVyOr68vp0+fplGjRlqTifXr1+Pu7q6lFeni4sKqVatIS0tj5syZvH79+pNWe5oWUDKZTEsc39zcHCMjoyx7fqakpLBz505cXFzo3LkzDx48IDY2loYNG3LhwoX3Cg587URHRwsGUywWU7x4cZ48eYJMJqNPnz7IZDLWrFnzwf1U+/fvT58+fbh//z7Dhg3L9LyqVauydetWzM3NmTdvHnPmzHnn61lbW3Pq1Cmt5LCffvoJR0dH4XugUqm03H2DBg2idevWhIWFsXLlSqH0qFKlSgwYMCCTKLzmZmlpyfTp0xGLxVhYWLB06VLWrFmDvb29IA5ua2vLokWL2LFjR6bna15TY7w16Orqak1CMjaVbtu2LW/evMnUrksjg6gRjc9qn1qt1jIwKSkpvHz5MpM0Y3h4OF27dtXyOMXHxzN37lxu3rzJb7/9BqTnE6xfv57U1FTq1avH8ePHWbBgwUcbsfbt2zNgwABMTEyIjY3l4sWLBAcHU6dOHR4+fEhUVBTBwcE8fPhQMJgZ++gWFAr8CjMjBgYGDBgwAEtLS/bs2cONGzdy/Byenp589913tGrVStiX0WUxcuRIjh07hq6uLiqViri4OIoUKSIYiCFDhmQSZCgomJmZUaVKFe7du0fDhg0ZNGgQ5cuXFx4/duwYU6ZMyZSw8y5EIhElSpQQ5AojIiIIDw9nwoQJODk5ce3aNdq3b0+tWrVYuXIlRYoUQaFQkJKSIvwwNPHp0aNHs27duk9+f3Xr1qVbt248fPiQwMBAKleuzMGDB/H19c32OXp6egwcOJAJEyYIYu+tWrX6oDrY/KZo0aJC7CkjUqkUhUIhXNQkEgn9+/fH3NyclStXaiVT6OnpMW7cOBwdHXn69Cnly5dHqVQKkowAhw4d4rvvvmPp0qWCq/bixYtCbDyjYXhbZN7JyUlQswLYuXMnO3fu1Drmp59+0urGo6m/y0q0XiKRULp0aa2i/w9l8+bNBAYGMnz4cEE6MSEhgfHjx2utiDLq8xoZGbFkyRLBsBw9epQ//vgDY2NjNm7ciEwmA9InhYsXL870fM2tbdu2WhNphUJBTEyMsJLLKLaxadMmhg4d+tHvT0OrVq2YPHkyUVFRDBw4MNtQlpeXFy1atADSvWfbt28X4qqvX78WrmmhoaHv7YmZU/z8889CLPfChQuf9H/OCb5Yl2xWNG/enPr16/P48WPWrFnz2fJv9erVo2HDhoLfXiQS0apVK+zt7Xn9+jX9+/dHR0eHK1eu0KlTJ61ebWPGjCExMZF27dpx8+bN96rzfCzly5enefPm3Lx5kzNnzuToa8+bNy9TLDY5OZmaNWvy/PlzYZ9MJsPR0ZHnz58LEm52dnZUrFgRDw8PkpOTuXPnDr6+voKkm0QiwdLSkvDwcK3ZqIGBASqVioCAAEHkW0NiYqJWIs/n4ujoSKdOnVAoFDRr1gxbW1sWLFjAtm3btI775ptvtNLXZ8+eTWRkJCEhIZ+VrFW6dGm+//57Xr58yd9//42HhweDBw/m5cuXzJ49+7NakrVq1YpVq1YhlUrZv38/c+bMITg4mL59+zJlyhTi4uLo3r07Pj4+zJ49mwEDBgDw5MkTWrduLcSXRo0aRY8ePTK9flBQkFaLrE2bNtGyZUvhf5aSksL8+fMzGYi3O5DY2dlpqbbs37+f9evXax03YsQIoclAQkICLVq0ICUlJdvXtbKy4sSJE1rfn+fPn+Po6Chc5DVNjTXuvidPntC4cWNBc3r+/PmIRCImT57MkiVL3vlZ9+zZkxEjRvDs2TMGDBggKPI0bdqUAQMG8OTJEyZPnvzeEjgvLy9q1apFcnIyJ0+eZP369Vq9NCdNmkRoaCh79uzJV0lLiUSipToUHR2dp+VFXl5efPvtt/Tr1y/fmkl/VQYT0mMYmov9qlWr3tud/W2qV69O06ZNhWwwhUJBQEAAO3bsQKFQoK+vT5kyZXjy5AmxsbHC84oVK8a5c+cEF8qtW7fw9vbOFbdBsWLFuHjxojDGVatWMWXKFBITE3Pk9XV1ddm0aVOmzusvX77E3d2datWqUaJECUaNGkXp0qV5+PAhM2fOxNnZGalUKhjJT4nZ/vDDD8yePRuRSCTMrF+8eJGjaeyQHhvbvn07jRo1AtLjIleuXOGbb74RXIM2NjacOnUKe3t74uPjUalUwv/3Uz0Gurq63L59WxAy37ZtG97e3sKq+vDhw2zfvh2JRIJUKtX6m1WvSI2B0yRXtG3bVnCbanjz5g3m5ubC5/n48WN2795N9+7dsbe3F46bOXMmqampKJVKvvnmG63VnQZ/f39hv1qtZtSoUTg4OAjtx9auXfvB/VanTZtG7969CQwMpFu3bpl605qamjJr1ixsbW2ZP3/+B5WSlSxZkiZNmiAWi0lOTiY8PFyrq42fnx+//fYbUVFR6Ovrc+PGDa0wjo2NjdDfNL9Yu3Ytbdq0AdKvP66urkRHR+fbeDKya9cu4TczdepU/vjjjzw9/7Rp05gxY0a+uWO/OoMJ6fGVXr16Ubp0aRISEqhUqZIw20tJSaF8+fKo1WohW7JixYq0aNECExMTIN0/HxQUxJYtWz7qHzN//ny+//57Ybt169Y5XmOpq6tLv379tKTuID2Bpl27djl2nooVK3Ly5MlMGWwafdq3WblyJYsXL+bZs2effW5TU1Osra0ZP348RkZGTJ06NVcElzNmfWqYMGECO3fuJC4ujpSUFExNTXF3d0cul2s1aQ4NDcXf35+JEycSFBT0wee0t7fn7t27wnZISIiWgQsKCmL37t1CksTbqym5XC7EneRyudYtLS2N7777jo4dO2Y6b1pamuAmPH78OAMGDBDcgWKxmD179mgViNeoUYPt27djbGxMeHg4NjY23L9/n4MHDzJ69GjhuM2bNzNkyBBq1qyJrq5ugSq2h3SPR8as6JMnT9KlS5d8HNH7KVKkCEuWLKFq1aqMGjUqR3v3fi4ikYjvv/8eIyOjPDeWAFOmTBHU0PKDLzbp511oivQbN27M1q1bkUgkNGnShOLFi/Ps2TNhBXrx4kXhx6RUKnn06BFbtmz5ZP1Gf39/4b5SqaRUqVKfZDB1dHTo2LEjbm5u7Ny5kwcPHuDi4kKlSpVwcXEhLCxMuIhpeF9njo/lzp07DB8+nIULF2olJWQnV7hnz54cMZaQ3nsxJiYm1zurz549m6pVq2q5lXr06MGMGTOIioqiU6dO3LlzhwsXLgg1wK6urkD6hdjOzg5bW1uhkfOH8OrVK44cOUKLFi1IS0tj7NixtGzZkh49ehAfH89PP/30waIctra2NG7cWEg409PTQ6FQYGBggIuLi/C+VCoVv/zyCx07diQqKooxY8YQGxvL+vXruX79Oqampplisz4+PpQvXx4TExNevnyJubk50dHRmSYYmtV4QY3thoaGak3yClKiSHbExsbSo0cPZs+ezdmzZ/N7OFqo1WrMzMyEJup5mQg3dOhQhg0bxpAhQxg3bhzLly/Ps3O/jy96hanB2dmZa9euae3LWA+YkJDAzJkz2bJlS45l1w4ePBh3d3fu3LlDsWLFiIiIYNmyZR8clxowYAAzZswQkgmSkpJYv349T58+5fbt2/j7+5OcnCxkDmpa7gQGBjJx4kROnz6dY3GOK1euCAYiK16/fs3Fixc5ceJEpvjfl8Qvv/xCu3btePjwIa1btxb279y5k/79+wvbRYoUoUWLFkyePFmYrERERFCmTJmPyg4Ui8VUqlSJ8PBwIWRQtGhRYmJiPriMx8zMjAsXLmBvb49CoWDZsmWoVCqCgoK4c+cODx484JtvvqFOnTocO3Ysx8qujIyMCAoKEnqsLlu2TKsWryBy6dIl3NzcgPQYa0Y3dEFmxowZbNiw4aOS7XKbtm3bsmbNGiA9A75BgwbvLJvJSQIDA7GysgLSY9Mf0qc2p/kqV5gaqlSpkmlfxrKGq1ev8s8//+ToOTMmiZiYmDBo0CDGjx/Ppk2bsvxiOTo6MmTIEOLi4li6dKmWsYT0ZJjjx49nmmlGRUXxww8/sH79egwNDbl8+TLt27dn8ODBbNu2LVM86F0YGBiQnJyslT3p6uqKi4vLO5+3YMECVqxY8cHnKajMnTuXuXPnUqRIERo1aiTEhk1MTNDX1xeSNmJjY9m6dSvJycksXboUsVgs6NXu2LEDKysrzMzM8PHxeef5VCoVN2/e1NqXMZnqfWhk/zQXfolEgo2NDcOHD9eamG3atIlNmzZ98Ot+CDKZTDCWgFYCUEHFz89PMJgZvUAFHZFIhKura4EymBn/31KplBIlSuSZwXz8+LFgMAtajfQXvcK0s7Ojc+fOtGrVKpMGqoagoCA8PT3zpGt4p06dqFKlCrdu3WLHjh1aj/n4+Ahfwjt37lCmTBn09PSEx319fYXswA+hevXqeHl5cfr0aRITE6lYsSJnz54lJCQky+OnT5/Ojz/+SHh4OCNHjsTa2prSpUsjEono1auXUL+oUqn47bff+PHHHzEyMiIlJYXTp0/j5uZGcnIyP/744zvLNL4U6taty8CBA3n+/DnXr1/H1dWVPXv2ZLooaNzUSqWSunXrMmjQIJo1a4ZYLGbXrl2Cfu3n8HYLNk0GcsWKFVGr1fTv3x9TU1NUKhXffPNNnrnHfH19hazl/Ezx/1D09PSYPn067u7udOvWLUe6/+Q2Xbt2ZfHixYhEIsaPH8+rV6+wsLBg//79+Tp+V1dXzp8/j1QqRalU0q5duzzRwob0hKxly5ZhYGBAz54986VP6FeT9GNlZUWXLl1wcHAQLjQKhYLOnTtjY2ODn58fVlZWQrr2uXPn0NfXx9HRkc2bN+e68n7NmjUZMWIEtra2rFmzhk2bNuHu7s6JEyeExJq7d+8ybtw4xo0bJ7hiT5w48dGdWSwsLBg5ciT9+vVDR0cHuVzOwIEDU8gW4QAARzpJREFU2bNnD7Vr16ZXr14EBQUJ9VUagoKCOH36NG/evOHq1atERETw559/olKpGDZsGI8ePaJo0aJUrlyZO3fucO7cOSFR6tatW3h6eubY51VQKFmyJB07diQkJIRDhw5Rq1Yt4uPjM7n6jx07RrVq1YRtBwcH1Gr1J5WIVKpUSejlOXPmTO7evUvFihXR1dXlzp073L59m9evX+Po6EizZs24d+/ee1e1Ocnt27cpXrw4kB5v1nTfKciULFmSSZMmMX78+Pcq+BQE7t+/L7j9M9ZiRkdHU7NmzY/yIOUkNWrU4MiRI8J2Xrrku3TpItS+HjhwINdzHLLiizaYpqamdO3alWLFiglfqKioKPbs2cOjR4+AdCFhW1tbnj17hoGBAd7e3jx79ow+ffrQqVMn4bUaN26cqdA7pxg2bBhTpkzRip/u37+f8+fPU7t2bTp06IBCoWDo0KE5FgscOXIk48ePF7YVCgX79u2jefPmgtLJtWvXqFy5srBaOnz4MN9///0HJ0YEBAQI5REvXrygcuXKBUoMP6eQyWS0aNGCMWPGCK69v/76ixs3bnDx4kWio6O1ahqjo6MJDQ2lbNmy3Lx5k3bt2r2z5KdIkSK0b9+eqKgo9u/fz759+6hXrx6QfrEcMGAAN27c4NmzZwWic8XKlSuF2PmZM2eyzMotSOjr63Ps2DHKly9PUlIS7dq1yxVxk5zkyZMnmeqRNXz//ffs3bs3T8ejwdbWFn9/fyFsdPHiRaEEJrfZvXu3VoJdiRIl8qQnb0a+OINpYmJC586dKVmypGAkY2NjOXjwoFa6/vsYM2aMlqZor169OHDgQI6PF9KNiUb8QMOlS5fYs2cPa9euxdXVlYSEhI+KY72PqlWrcvTo0XcKG/v5+XH06FHq1KlDcHAw48eP/ygXdZMmTYRGslevXiUyMpL169cXuPhCTiASiXj9+rVwodBMfmJiYjh06BCnTp3Cw8MDtVqNkZGRlvDD2LFjhVi5rq4uMpmMokWLUrNmTTw9PWnevLlw7KFDh3B1dRUaW8fFxVGyZMl8LVh/Gz09PWbPnk2pUqXo1q3bB0vh5Re1atXi0KFDwvaaNWuE3q4FCZlMhre3N0WLFqV27dqCaEPGFaZCoaBOnTofVcqUkxgYGGjVtsfGxuLk5JQn516wYAF9+vQB0q+pmt9bXvJFJP0YGRnRsWNHSpcuLVyw4uPjOX78+CfPFP/++2+qVKlC+fLl8fX1pXbt2ujp6WWKMeYEL168yJRAc/LkSYoWLcqECRNYsWIFoaGhOXrO7OKJqamp6OrqEhMTw/Dhwz8r7njq1CkqVqwIpGd+fvvtt/zwww/cunWLvXv34uzszIsXL/IkTpzbqNVqbt26JbhdNZ4CU1NTunfvTvfu3VGpVERGRmpp40J6Fm6/fv0IDQ3Fw8MDIyMjFAqFVrmOhuLFi/PNN98wa9YsLCwsmD59eoEylpCeaRoYGEilSpWoW7eulrh9QeTFixda3p2MYt8FiR07dmh5FjSIxWKuX79OfHw88+bNyzdjCelZ+2+3LswrMpZ/JSYmCslnWYU9rK2tKVWqFL6+vqSkpAiSjmZmZoSFheW4Olq+rzANDAxo164dbm5uwoUlMTGR06dP50rz6DJlytC9e3eSk5NZsWJFjsYISpUqxZIlS6hevbqwb8iQIWzdupW+ffvi5OTEqVOnuH//PsWKFeP27dukpqZ+0rmMjY2pVKkSderU4aefftK6KKelpdG/f3/u3r1LRERErhgyNzc3evbsSZs2bbC3tyciIoKWLVsKLvIvGRMTE3r37o2Tk1OuxU/yQz3lY6lRowaHDh0SNHa9vb0zxXQLEkZGRoSEhAirtBMnTmSqJ81vrKys3pkNq8nkLghkTPpKS0sTwjK5zb1794QclIxG+21h/rJly3L48GFMTEx48OABAQEBQghBQ0avz8dQoFyyenp6tG7dGnd3d6EjSHJyMhcvXuTs2bO5PtOWyWT88MMPODo6cvLkyRxv7jxmzBhq1qzJpUuXUKvVvHz5kn379lG5cmV++OEHvL29kclk3Lhxg1atWn1wLNHAwIAKFSpQp04dLCwsEIlEgkh1x44dUavVLFiwgO3bt2vJ+eUWnp6ebN++XdhesGABM2fOzPXz5iVNmzZl3bp1WhnNH4NmxZPR3Xbt2jUt92xBpVevXixcuFDYHj58OBs2bMjHEb2fYcOGMWnSJFJTU+ncuXOuTLo/Bx0dHXx8fLQSqDKuimfNmqXVOzY/WbdunVCv/ODBA2rXrp0n533+/Hm2jaWXLFmCQqFAJBJRq1YtrQS8rLw5p0+f1sph+VDy3SWr8dtXqlRJkO5KSUnh8uXLnDx5Mk+TSNLS0li6dCl16tTB29sbd3d3/vnnn88Sw85IRgF2qVRKixYtGD58ODt27ECtVgvvv2rVqgwaNIh69eoRGBjIsmXLqFevnqDoMnv2bFq1asX9+/e5fPmy0M5IrVbz5MkTzpw5I8QR86Oo/MmTJ1pSbCVLlkRPTy/HPseCwLlz57SMZXJyMjo6OsJ71qBUKklNTUWtVhMfHy/MxkUiEYsXL6Z3795C3WfGXoMFmWPHjgkt4UJDQzl+/Hh+D+m9vHnzBrFYjL6+PnPnzqVRo0YFKkFNqVTSsmVLBg8eTNGiRbl9+7ZWI+n8KNLPjmHDhpGamoqbm1uOlE99KBnrfzOSkpLCpUuXSExMRC6XExsbKxjMlJQU7t69m6m8MKcVlHJ1hSmTyWjWrBlVq1YVPoS0tDRu3rzJ0aNHC4R8lZmZGf3798fY2JgdO3bkWo2hi4sLQ4YMoWvXrsKqWi6XC6LakK5IpIl77du3Tysr8dy5c5w4cYKzZ88SEBCQK2P8FBo3bkyHDh14+PAhBgYGGBoasn379i+qcPxdSKVSli5dSseOHbVWiRl5/vw5lStXFvobjhs3jlGjRgmPKxQKHjx4ILRSe/78uVBjWdAxNjZmwYIFbNiwgQsXLuT3cN7LmjVrtOpFK1WqxNOnT/NxRO/mbRft5cuXtVoL5icODg5C39HHjx/TrFmzPBGHDw8PF66R0dHRKJVKYmJi+Pnnn7l48aLWsR07dqRSpUocOHAAPz8/VqxYQbFixbhz5w5KpZL58+d/UnlRrq0wraysMDQ0FArmNXquNWvWFGbmcrmcW7duceDAgQK3+oiOjmbu3Lm0bduWb775hkqVKrF+/focdws/fPiQ5ORkrabUEolES5FIswKRSCSZtFz3798vSFUVJE6fPq3l0m7fvj3dunXj/v37bNy4scAlsnwoVapUoXLlyvTv359SpUoRHBzMgwcPhP6BGuRyORMnTtRqBrxixQqaN29OuXLlEIlESCQSrbZlmj6Wb968ybP386nEx8fz9OnTTNnfBZVz584JBvPhw4f52o3kQ4iOjubVq1eCmlNBEgVp06aN4NUqVaoUnp6euZIs+Tbz5s1j/PjxyOVyRowY8c6qhl27drFr1y4gXYzEy8sLHR0dYXLarFkzatWqlWNlKZ9sMM3MzJg0aRLdu3dHIpGwf/9+Hj9+LPywFAoF/v7+7N+/v8CnowPs27eP27dv06dPHyZOnMjq1atztPwD0gvBM5LRWML/M1tVKhW//vorLVu2xNvbm6tXr+a49FlusWfPHm7fvk3v3r2ZMGECq1at+iIKyCG9jm/UqFFUqlSJevXqaWUIOjk5cfDgQU6dOkWdOnWEyaBUKmXlypU0adJEWFVHRERQv359rl+/LmT8ZUzuCggIIDIyMg/f2eeRnJycba1gQWPt2rXUrFmT1q1b8+jRI6RSab71VPwQFAoF7dq1448//iAxMVHLPZvfvL2aLF++fJ4YzAULFnDv3j0sLCw+qgSwUaNGmbJ67ezscHFxybF63OyL996BRCLh0KFD9OrVSwiytm7dGn19fR48eMC8efOYOHEimzdv/iKMpYZnz54xffp0nj17xqBBg3KsULdRo0b89ttv2NjYvHPFNX78eEaPHk3Lli05efIkP/30E66urvTq1atAuK8/lJCQEGbMmMHLly/58ccfadmyZX4P6YOYNm0aP/30Ew0bNswynf7o0aN07tyZihUraqkySSQStm/fjre3t9bxnTt3Zt++fSiVSmGmDumG+VOTiPKDhIQEoT9oQcfd3Z0uXbqgr6+Pt7c3AwcOzO8hvZdHjx5x584doftMQSE4OFhrOy/1hF+8eJFpQfE+Lly4IHh6NOGOJ0+e5KgG7ietMG1sbChTpozWvpcvXxb4bgYfgqZlmIeHB507d6ZMmTKsXLmSsmXLEhkZyf3799/7GoaGhtjZ2REcHIyLiwtbt27VcsW+jUbse/Xq1Tn5VvIVhULBqlWrqFy5stDCbPny5Xmu2PEhGBgY4OnpmaXkX0xMDFeuXOHw4cNcuXIFSO/eMnjwYJYvXy78X21sbFizZg2dO3fm/PnzQPrEYf/+/Zk0WJ2cnChZsqRW/8aCTGxsLA4ODvk9jA/i7WSsjFmUBZX27dszaNAgIF3QokaNGoSFheXzqMj0/czLZLXExMRsM2Wz4+zZs3h7ezNhwgS2bNmCSqXi5MmTObpo+ySDGRYWhp+fHxUqVADSu4EMHTo0xwZVEPD19SUoKIj+/ftz/PhxQYXlp59+yjK1XiaTUaVKFUQiEStXrsTW1pabN29y4cIFLWP55s0bLC0tCQsLY968eURERHD48OEvIgHkU7h16xYPHz6kf//+/PLLL+zbt69A1PLJZDIaNWpExYoVMTU1JTExkb179zJw4EB0dXU5evQoJ0+e5OjRo1nGwfbt28fDhw9ZuXKlIKMnlUrZuXMnXl5egvv9woULvHjxAkdHR+G5b968yTR7L8jExMQIikQFnbc/1y8h9poxX8HY2JhSpUoVCIOZkJDAs2fPKFasGMBHKax9Lp9iMAGuX7+Or68vgYGBmUJgOcEnZ8kaGxvj7e3Nixcv8kzFPj8wMjLK1DA5PDycVq1a8fjxY9q2bUufPn1wc3PDysoqUy3QokWLaNOmDSVLliQiIoI2bdogk8kICQn5KpRxPgYvLy8aNGiASCSiSpUqxMXF8fPPP+dYQ+r3IZFIqFu3LlWrVsXCwoKUlBQePHjAyZMnhZiilZUVRYoU+WABhjJlyrB3714tl+vt27dp0qSJsG1qasr169exsLAA0ptLa5ISvgSqVq1KmzZtmDRpUn4P5b2IRCLu3bsnlPVcvXo1k6u8oFG1alX27duHvr4+gYGBeHp6vlOTOC9xcnJi5syZJCcnM2TIkI9uEPGpGBgY8Ouvv370d87c3JytW7cSHh7OiBEjPjlXoEAJF3xpXL16NVNsITo6mqNHj/Ltt99m+zy5XE6dOnV49eoVbm5uPH78mJiYmFwebcHGzs6O69evCzP/Ty0s/lDEYjHVqlWjVq1aWFtbI5fLefToEadOncqxDEpHR0euXbumFZesW7euVvnPiRMnhL6tX1rHlzJlyvDrr7/yyy+/EB4ent/DeS83btwQhAHkcrnQDaQgU7RoUWbOnMmUKVN48uRJfg9Hi8qVK+Ps7KwlUpKbiMVi1q1bR8uWLXn48CFt2rT54BZfu3btolGjRsDntaTLd+GCL5m2bdsyffp0rQu7mZlZtsby0KFDJCUlsWvXLmGl8nYj4f8qb2vplilThn379vHmzRt++eWXTy61sLe3Z+rUqejp6TFjxgz09fWpU6cODg4OKJVKIZ6YGxejFy9esHz5coYNGwakZ8S+nWH4999/s3z5csRiMXZ2dhQpUiRP1Jg+FxMTE3bu3Im9vT3NmjXD09OzQNUBQ3oSVVpaGjY2Nujr62Nubi48JpFIKFGiRLZ9YgsKz58/JyQkpEBmI8fFxQnt/fKCevXqCYmCLi4u9OnT54PlAjMubHIjSanQYH4A4eHh9O/fH0NDQ5o3b55l9pZareby5cvs3LmTdevW5cMovxx++eUX5s2bR3JyMlZWVkINmkKhEFpnfSyLFy8WWgLVrl2brVu38vz5czZu3JgnF/hZs2aho6NDy5YtGTduXKaJQcWKFQXRAzs7OypUqPBFCAFotIIhXdJy0qRJfPPNN1rHaPrS6unpIZVKczXU0LhxYxYvXoy5uTlqtZqEhAQsLCyIiYkRjE3GTHSRSISTk1OBN5iQrlaT0bVfUOjfvz+tWrXCzs6O6dOn5/r5IiMjtURCPmYS/c8//zBt2jQAli9fnuNjK3TJfiTOzs7s2rVLqxAd0gu8K1Wq9EV0eS8oGBgY8OzZM+GH4efnx65du9DT02Pp0qVZxnEcHR0ZPHgwUVFR/PXXX9jZ2dGoUSPGjRsnxAgTExMz/X/yirFjx7J06dJMq8dmzZqxdetWIP2CUKtWrS9CuKB9+/asWrVK2H706BE6OjrExMRQrFgxkpOTsbCwQK1WIxaLkclkTJ48mSVLlrzzdWUyGXp6eujq6qKvr4+urq6wrbnJZDLhJpVKkUqlTJky5aNXYUOHDv0i6piHDx9OZGQkGzduzO+hCLRp04a1a9cK2z169ODw4cO5ft6ePXvy448/cvv2bYYMGaIlDPI+SpYsiUgk+qz2g4Uu2Rzi0aNHNGjQgGnTptGjRw9hv7GxMYGBgZw7d47u3bt/cheS/xJJSUlMmzaNiRMnkpCQgKWlpVC4PXToUKpVq0Z4eDh6enr8+uuv2NvbU6tWLaHEoXXr1ly+fJnXr1+zbNkyRo4ciVQqZfLkyfn2njQrnbcN5vHjx2nTpg0jRoxg6tSpX4SxBDhy5IhWx4gPyZadMmUKVlZWiMViRCKR8Dc7zwykrwrVajUqlUq4KZVK4aZQKFAoFJ+kHOXq6vrRz8kPYmNjC1y9q0Z9TIOxsXGenHfDhg28fv0auVz+UcYSyNUYcKHB/ARiYmIYNmwYz549Y9SoUULtl46ODo0bN6Zjx45s3rw5n0f5ZfDnn3+ybNkyIRlHg5GREcuWLWPbtm1UqFAhywJ0HR0dJk6cKIhrL126FB0dnXwTy5BIJLi7u1O0aFFmz56dyTV58eJFypUr90WJeWiM3ccQHR3N8ePHSUlJIS0tjeTkZFJTU4W/KSkpnyyIfuPGDRYuXIitrS2RkZGEhISgp6fH8+fPsbe3R19fn5CQEK18g4wlPQWZqKioPGuh9aHs2rWL9u3b06hRIy5evMiePXvy7NyRkZF51rT6Qyk0mJ/B/Pnz2bRpE126dNFa1RS0f3JBR6NidOzYMa34WIMGDWjQoEGWmcUKhYI//vhD68KbVynv2fHbb78J43d3dxdaI2UkKioKc3PzL6YOMykpialTpzJ58mSSkpI4evQonp6ehIaGoqurS1xcHHK5nLS0NGJjYxGJRMyaNSvXRBmuXr1KrVq13nlM8eLFczXzOrcIDw+ncuXK+T0MLTRt0nr37s3Vq1fzVHEsMjIyU/eR/KbQYH4moaGh/PHHHxgbG9OkSROha8fw4cNztGXYf4HsmnmbmpoKPQM3bNjA6tWriY2NLXCJHBlVZbJTmImOjtbK4vwS+Ouvv4iNjcXMzKzAN72GdInLU6dO0aRJE+Ry+Rfj7alTpw4dOnQgJSVFq1FyflOqVCkGDRrEsGHDGDVqVI73D86OyMhIIS+hoPBJWrKFZGbGjBk0atSIAQMG8Ntvv6Gnp8eECRNwd3fP76EVeMRiMXXq1Hmn5qxIJGLPnj0MHz4cX1/fAmcsAS13VXauK80K80sjMjIyUzyroKJWqxk/fjzR0dGIRCIqVqyY30N6L9WqVWPChAk4OjoyZswYunbtmt9DEpg3bx6lS5emRIkSWglguU1aWhply5albt26eXbO91G4wswFYmJimDt3Lu3ataNbt24EBASwadOmL7bVVU4gFovx9vYmLS1NaERctWpVatWqhZ2dHUqlkv+1d+ZxNebv/3+eOudUKkQhRVlbZApF4lNZGpqhGBOGmaEMGcsY2wxjJ2Ns2YdklzGYsY/ITrJLdmVXZAkpqU7n9Puj77l/3aqZ9mXmPB+PHjp359z3u6NzX+/39b6u1+v06dNYWFigra3Nvn372LlzJ4sWLUJPTw/I6rfT0tIqt+/j/PnzBQuw3KQiZTIZY8eOpU2bNrRp04YRI0bkKYlYo0YNkpKSRGlmExMTGjduzJUrV/62daN69er4+vqSlJSEvr4+VatWJSgoSHCNMTMzY9q0aUilUmbMmJFrNeFPP/3EkCFDkMvl3L9/H5lMhqWlpdAXV17/D9SMGjUKIyMjIOt3CQkJKRdyc3lhYmIielye2kuy6/PKZDKhjaikOXDgAE2bNsXT05OAgAACAwNL/Jr/hKatpISpV68e/fr1Q6lUsmrVqhz9ef8VVqxYQc+ePYGs4perV6+SmZnJo0ePOH78uGCia2VlRfXq1Tlz5gwqlQoXFxf69etHfHw8mZmZ6OnpYWFhgVwuJyAggEuXLpXlr5UDXV1dxo8fn2ul7pdffsnixYuFxxERETg4OAiemQsXLmTWrFkEBgbSv39/3rx5Q8+ePblw4QINGjTgwIEDwv5nx44dc4gjqFs19u3bh62trehnsbGxDBw4EKlUyi+//EKTJk2ArPTl9OnTkclkSKVSpFIp5ubmjB49Os/f0cfHh8OHDxflbSpx5s+fj6+vL5C1UrGxsSkV8+PCIpfLiYiIEDSr+/fvz969e8t6WEBWa8maNWvQ0tIiMTGR1q1bF/vko2bNmrx9+xYTExPev39PRkaGaCL38uXLUnVy0bSVlBH3798nICAAPz8/hg8fzvHjxzlw4EBZD6tEkUgkBAQE4OLiwr59+9i+fbvIKs3a2ppJkyblapab3X0esoJKREQEkFWFevLkSaFNwNraOkdgKGtSU1OFJv4P968/tAxzcXERPR47diw1atSgX79+QNbe7bJly9i/fz8tWrQQUrn16tVj+fLlosIh9axfS0sr1/fE3Nycrl27olAoBCECyHKgUN+k1S0cuVmbZcfKyqrcB8yVK1fSp08fwV/WzMysXAdMlUqFpaUlkJWNCQgIKNaAKZPJqFq1aq51AiYmJjg7O3PlyhUePnxIzZo18fPzo06dOvz111/UrVtX6JWuUqUKnp6e2NnZ0bBhQ9LS0jh8+DBBQUGFHtuSJUvo27cvqamp6OrqolAoGDp0qFC3ADldaMoKTcAsBTIyMli5ciWtWrXCy8sLW1tbgoKCSElJKeuhFRvZ0zQ9e/YU7Irs7e1p2rQpDx8+FALdvn37CuUsn5GRIWrJMDY2Rltbu8B9WiXNmzdvMDIyypFN2L59O/PnzxduPh+iNl1///69kIa+fv06e/fuJTY2VgiwCoWCpUuXcvPmTdLS0khPTxdVLxobG9O9e/cc5z916hShoaFcvXqVX3/9FS0tLSZMmJCrMtXr168ZNmwYurq6xMbGCo4sUDHaNKysrNDR0QGyVv3e3t6l6rahRkdHR+jJNjAwwMTEhJcvX9KoUSOhClRLS4tjx46JXmdsbMyAAQOoXLkyO3bsEFbLCxcu/NvA/8knnzB37lxSUlIYNGgQkZGRNGrUiJ07d2JqasqOHTsYMGCA8PwaNWpw9OhRTE1NSU5OxtvbmzVr1mBhYQFA7969+e2330TBa8yYMZiamgrn6NixIzVr1uTy5ctClkIqlaKtrS36XltbGy0tLdH3RkZG9O3bF0Bkyj5nzhzS0tKEY+rPQ1mjScmWMpUrV8bf358qVaqwbdu2QgWO8oS5uTl//PEHDRo0YOPGjZw9e5aePXsKAsgAfn5+hIaG0rt3b9LT09myZUuh98BcXV3ZsGEDlSpVIjw8nMuXLxMcHFxuUt1yuZylS5fy+PFj5s6dm2OVuW7dOmG1nZ6eTmxsLDKZjISEBBYvXszOnTtxdnZmyJAhxMbGMmPGDGEfs0uXLjg7OxMaGvq3DkESiQRXV1cmTpwoCL5nZmbi6uoqtHvo6+ujpaWVLxm7du3a8eeffwqPN2zYwPfff1+g96W0adasGYcOHRJu8qGhofj6+lK/fn2Sk5MxNTXl2rVrebYitWjRAg8PD2JiYnBwcMDAwAAzMzNMTU2Jj49HS0uL06dPs2zZMhYuXEjTpk3ZtGmToHCkpaXF2rVr6dq1K1evXuXHH39k48aNVK9eXZgQZV/Nv3z5kvT0dGH1n56eLqyqkpOThYKryMhIpk+fnkMBSS6XI5VKmTlzpmBsEBsby/r16+ncubPwdwCwefNmEhISkEgkNGzYkE6dOgk/i4qKwt7eXvRePHjwQFj9QtaE7UN/3yNHjnD+/HmUSqUoW6H+PiMjI8e/GRkZyOVyFixYkMNQXaFQEBcXJ7ruy5cvMTAwQCKREBISwrhx45gwYQJ2dnZs2rSJXbt2/c1fRMHQuJWUM7y8vGjdujW3b99mw4YN5b6IIi/U+21qbt++zaZNm+jcuTOtWrUSblTFuQpUz1KVSiV+fn7Ur1+fY8eOCcVEZcnmzZuFG9CpU6dy9GLeuHFD1Jz+7bffsmXLlhIZi4GBATt37qROnToEBwczb968Qp3H2NiYc+fOCZJ0gwcPLjXnisJSq1YtkYbwmTNnMDQ0pEmTJkKgun79Op07dxZJMGppadGkSRPCwsLQ0dERraxy4/z586IWokWLFvHixQusrKz46quvhONPnz4VrcpyI68K6uxjSE5OJjg4OIcSkjoIjRs3TvCRvHPnDnPnzsXDw0PoS1UoFPj5+fHkyRPS0tIwMTFh06ZNVKpUCZVKRe/evZkyZYqwx61UKhkyZIgo5ZqYmIihoaGg3hQTE8Onn35aaPWqtm3b4u/vT8uWLYXip4SEBIKCgvjpp5/yfN3x48dxc3MDsrIzrVq1Krb+Zk3ALIdYWFjg6+tLZmYmq1atEqoYyyO9e/fG2dmZvXv3cuLECdq1a0ezZs3w8PAQGeBC1ods4sSJRdrXKAgtW7bE29ubFy9esGLFCiE4KxSKUrl+duLj44WVgVKpFG4A2trahISEiGbzkCVs/ccff5T6OAuKjY0Nc+fO5fLly0ycOLGsh5Mv7t+/L0jNZU9zZ+evv/4iNjZWdKxBgwb5tl+7f/++SKhk2bJl3Lt3D1NTU8aMGSMcP3v2LK1atQL+fwDMHggVCgWnTp0SDASy/+zatWuCf+r06dNZuHBhnuNxd3fnl19+4d27dwwbNoybN28ik8mYMGECVlZWrFu3LkcNRdOmTfHw8ODcuXOEh4djaGiIl5cXxsbGhIWFcffuXZ4+fSqMJyEhATc3N7S1tcnMzOTZs2fF8llr0qQJQUFB1KpVi0GDBnHt2jVu3bqV5/M/XA137ty52MzpNQGznKKlpYWvry8NGjTg5MmThIaGlvWQcuDp6SmIV6tUKk6ePMnNmzeJiooiIiKC8ePH06lTJ6GMH7KChZ2dXan5J1atWhV/f3/s7e2FdPDw4cNLPRg9e/ZMSFepVCrs7e2RSqU0atQox6rs+fPnODk5VRgj8WHDhpGUlFRh3HjCw8OFAqjk5GQqVaok2j9OS0ujW7du3LlzRyTZZ2JiwtGjR6ldu7bINUONeoUaHR3NV199xZIlS2jatCkbN25k3LhxwvO++eYbevTowaVLl5g6dSojRozA2tqamJgYatSowevXr3F1daVu3boYGxuTnJwsstHasWMHGzdu5Pjx44KGb0xMTEm+ZXly5MgRoZ/1+PHjue6RFwcSiYQpU6YwZ84cUlJSmDVrFv7+/sIEIiUlhRcvXrBmzRp2797N7t27qVOnDkePHuXzzz8vtnYXTcAs5zg6OtK9e3devXpFUFBQudEbdXR0ZOzYsXh4eIiOJyUlMXr0aCEgubq68scffyCVZtWRqVQq7OzsSr337datW0IPW3x8PB9//DEJCQmlIpv32WefsWLFCuE9SE1NRS6Xo6WlxdGjR0X7upcvX6Zfv348fvy4xMdVXPTr1w9DQ0OWLl1a1kPJF/v376dly5bC48mTJ2Nra4tSqeTdu3fs3r1bqMD+kOrVq9O8eXPmzp1L3bp1gay/6U6dOhEdHY1cLuf169eF3kqRSCScOHFCSH3mxsaNGxkxYkShzl/crF27VjBjViqVNGrUKFfJyuLA39+fQ4cOCW0l2Sc+aWlpotS2VCpl0qRJREZGsnPnzmIbg6atpJxz4cIFbt26xeDBgxk/fjx//vlnmfUY2tjY4ObmRp06dcjMzOTSpUs0b95cJFNlaGjIihUrePz4MWfPnuXEiRO0b9+eX3/9lRo1arBgwYIyaRR//PixEDCNjIy4cuUKz58/x9vbO0fLSnHy5ZdfsmDBAlFLhjpYQpaSy7hx4/j000+5ePEihoaGtGjRoswDplwuZ8CAAejq6rJ69WpSUlLyFEZ/8+ZNuRMH/zs+LCS5c+dOvoN9QkICBw8e5MmTJ0LAlEgkPH36tFgyAh999NHfBkugVE2b/4nsxWvqPdOS4smTJ5iZmQkB88GDB0LAfPLkiei5GRkZ3LlzR1QcVJJopPHKEcnJycybN4+IiAg+//xz/Pz88mxBKG7U+6kzZszgq6++Qltbm23btjFx4kRmz55NixYtcjSzf9jzd+3aNVxdXbG2ti61/csPGTRoEPv37+fcuXNCW0GNGjUIDw//2wKCotCxY0cWL16co38x+//d7du3WblyJd7e3ujr6zNgwADWrFnDzJkzS2RM+SUwMJCZM2cKs/Tnz58TGhqaqwzeq1evcgSh8sz8+fOFFeCLFy/+trI4Lx4+fCh8L5FIhOBZVD40aEhMTOT3338XpRQL6vtZkkyfPp2IiAhevXrF0KFDS3QbIS4uTtQr/P333xMSEsKlS5dy1dh98OABjo6OpSJDqknJllPMzc2Ffqk1a9aUyErExMQEDw8PGjdujI6ODs+fP+fs2bOCyk5u9OzZk3nz5mFgYEB8fDweHh7lsljJzMyMCxcuCEFTTfPmzYtVh7Z58+aMHj0aT09P4Zh6v0WlUrF3715evnzJ/PnzhdYXtdMHZM3cs98cSpvTp0/n6hf5ww8/sGrVKtExa2trvvzyywpT9AMQFBTE559/zpMnT/Dy8ipwFWW3bt1Ys2YNkNWb2qpVq2LxMjUzMyM8PJwqVaqQkZGBp6cnN27cEH2Wzp07R+fOnYt8reJCS0uL6dOnM3ny5BKt6m/WrBnjxo1j1apVHDx4UDhubW3NokWLuH//PgsXLuTWrVvIZDIOHTpE06ZNhar5PXv2FHkMmpRsBUPdg9evXz++/fZbIiIiikX5o3LlynTo0AE7OzsqVarE69evOXnyJCdPnsyXdc/WrVs5cOAATZo04ebNm+VWPSUuLo6vvvqKWbNm0aBBAyBrD8rExKTIAbNRo0a0a9eOunXrIpFIiIyMpFmzZtSqVYvo6GjGjRuHi4sLp0+f5ujRozlenz2dVVoZhLzYunUrkyZNynE8t/2pZ8+e/aMKUHmifv36+Pj4AFkBaty4cfj7+xfoHDt37iQ1NZXvvvuO0aNHF5vxd1xcHO7u7owZM4bjx49z8eJFIGsP3traGkDU7lIe6NmzJ3369MHJyQk/P78SmSgbGhqyceNGateujYeHh6jtatiwYTg5OeHk5ETbtm2xs7PD0tJSWFlqa2vTpUuXYgmYeaEJmOUYlUrF2rVradasGT169MDGxoagoCDevn1boPPo6urSrl07HBwcqFy5MsnJyURGRnLkyJFCqQ0lJibmWSxRnjh06BDnzp1j0aJF1K9fn6ioKLp37853332HnZ0dd+7cYcCAAbm+n+bm5vj4+PDgwQN27NiBqakpHTt2pFGjRkilUp4+fcr27duFfebly5djaWnJ3bt3SU1NzaHckp1ly5YxduxYIEsEoCxZsGABJ06cQE9PD0dHR7755hsuXryYa3WxenJUqVKlCqFS9e7dO1F7xoftT/ll//79NG3aNE/7ucJiaGhIt27d+OKLL7C2tiYgIEDUnuHm5oZUKi202XZxUrlyZRYtWoRMJsPJyYlJkyblaupeVOrVqyfKuLi4uAgBU60+BFC7dm1BhSo2NlZQnzp79myxjyk7moBZAYiMjCQmJoZBgwbx448/8urVK5o1a0ZkZCSBgYHCTeHLL7/E39+f2rVrs2/fPv78809atGghqIvcvHmTQ4cOldtVYUnw9u1bQVYMsvY41R90CwsLIiIicHJy4v3795iYmDBs2DCUSiU9e/YUPrh9+/YlJiaGhIQEDh06RHh4eI6U1Lt37/Jtmjxr1iwiIyNxd3cXtSGUFerVTXh4OO/fv8+zNL927dq0aNGCoUOHivYHyysvX75EpVIJq+KiVHW+ffuWypUrF3qF2apVK2QyGeHh4UBWsDx8+LDQgjRy5EiCgoJEe6RqEYXyoAamFilQU1KZhpiYGG7fvo2VlRVKpVLUZrdu3TpcXFyQSCQoFApsbGyIjIzE09OTHj16cP/+/RJdXYImYFYYkpOTCQwMZMCAAcyePVuwy6pcuTLLly9nyJAhDBs2THh+nz59qFy5MmFhYWzatKncSMeVNR82qdeuXZt58+Zx7do1PvvsM5GEmBodHR2mTZtWrGbgp06dyvVaZU1cXFyuxRPa2trs2bOHevXq4ejoiEwm4+effy6DEeYfpVLJjBkzmDx5MgqFglmzZhX6XOqAWRh++uknQcTgt99+Y82aNQwaNEgkLyeRSDA2Ns6xmmzZsmW5CJiJiYmMHTuWKVOm8PLlS2bMmFEi13n//j2dO3dm1KhRPHjwgP379ws/e/v2rRC0ZTIZnTt3JjIykri4OJELUEmiCZgVjLt374r2vYYPH46fn1+ufZsbNmzg0KFDpTm8co1EIuH8+fMiJ/fMzEy++OILQLy3qNbyVCqVrFixoliDJWRNgPT09MpNyk3N3bt3cXZ2znG8atWqosrOimDKDLB48WLi4+Np3LhxrvvJ+aUoAbNHjx6i75OSknK1qnJ3d+fGjRv873//E46VF9FxgPXr1xMTE4OJiQmPHj0qseskJiYSGhqao4Xpxo0bJCUlYWhoCGTJEpY2mraSCoSvry/Lly/PkTLT19fH2NhYeJySksKKFSs0wTIbJiYmREREcPv2bVE/aV5ppoCAAPr27Yubmxt//fVXsY8nMzOTxMREQbqtvHD37l20tbVztI+o+xIha2+9vGvJZufBgwc5xMILSlECpjrlDXDlyhV27drF5s2bczyvS5cu/Pbbb6Jj0dHRhbpmSfHmzZtSaXd5/fq1SDkMsrIfnp6ehIaGMnLkyDK5v2lWmBUEExMT5syZk+fegfr4ggULmDVrVrlatZQH+vfvn2v7RG7OCwAdOnQgODhYsGYqCRITE6latSoJCQkldo2Ckp6eTq1atfj6668JDg4mMzMTR0dHRowYwe3btwXB7suXL5f1UPON2hGmKCQmJlKnTp1CvXb48OFERkYilUpZu3YtycnJnDlzBkdHR6GKF7Lk57Zu3YqDgwM+Pj7s27dPlJIsKh06dODTTz/lzJkzhZ7wvHnzplQmeUqlEkdHRw4ePCjaRrlx4wY7duwo1tawgqAJmOWMqlWrMmDAAFJSUli9ejX6+vp07NgRR0fHHK4J6kKT7PJfz58//88GSx0dHQYOHIiuri7BwcGkpKRgY2ODg4ODyFFCzatXr+jXrx8SiYTffvtN1Kzv5ubGwIEDRcowhoaGDBw4EJVKxcqVK4tcKfr69ety1ZwOMGnSJLy9vfH29qZp06YsW7aM0NDQHBO1/fv34+zsXGxtFiVJfHw8EokEuVyer9ap3CjKCjMtLY3ly5fnOO7v78+rV6/44osvuHTpEkuWLCEzM5Px48ejVCo5ffp0oa6XGzY2NmzevBmpVEr//v15+/ZtoYKxepJXklSpUoW9e/dSo0YNevToQZcuXbhw4QKQ9XtMnDgRfX19xowZU6yWXvlBEzDLGb///rsQAHv37k1ERASJiYkcPXqUu3fv8t133xEXF0dQUBCnT5/m+fPnBAYG4uLiwq1bt7CwsKB///4V2jKssCxcuJBevXoBCDP0R48eERUVxdatWxk1ahSOjo7s2rWLHTt2iNpJfHx82Lp1q7A/All9fNlZtWqVoKnbvHlzvv766yKNt0qVKnTs2JEbN26UitZtflB7dULWe2Jubp5rVqNatWo0bty4QgRMlUqFSqXC3Nyce/fuFeocbdu2pW/fvrx//75YxedPnDiBr68vrq6uLF68mAkTJtChQwf8/f0ZPHgwY8eOZe3atUW+TsOGDQWNY4DGjRsXKmDq6urSrFkzITVaEnTu3FmQt5TL5UydOpUuXboAMHPmTKGSeNmyZezZs6dU73MapZ8yolq1arRu3ZobN25w//595HI57u7ubNq0SbhBPX78mP/9738F6rusW7cufn5+qFSqcmWsXJxIpVJ8fHzIyMgQjI3r16/Prl27BGHm1NRUGjVqVKDmb5lMxtKlS/H09OThw4ecPXuW69evs379elQqFbdv3xbsup49e4aNjU2hfwcvLy9Wr16NtrY2Fy5cwNPTs0T1OfPL0qVL6dOnD5CVIhw7diwRERGCMpHaqePevXu0a9euQjit6Ojo8Ntvv3Hr1i2mTp1aYCuq5s2bExYWJhTb9e3bt9iCRXZhcTUZGRlCcHv//j1mZmZFvo6hoSGHDh0SPhOurq4FVj2Sy+WcPHmSRo0aATBq1CjWrVtX5LF9yIeG5YcOHaJnz54A/Pnnn4KJwbt37/Dw8EAqlVK1alViY2OLLVWrUfopRxgZGXH06FHq1KlDRkYGZ86c4fr166SlpXH27FlcXFyArBVNQUUKHj16REBAAH5+fgwfPpzDhw9z+PDhkvg1yowVK1bw2WefAVntMxcuXODNmzccPHhQWPVt3ry5wEopCoVCpARjbm7ON998w8SJEwkODub3339n+PDhQNa+WFFW8t7e3sLEyNHRkTp16pTZvkx2Ro4cKUgKbtiwgffv3+Pk5ISvry+3b9+mdu3a/PDDDygUCoyNjStEwAwODqZdu3a0a9cOY2PjAqv9WFhYiCrTnZ2diy1g5vb5zr4S1NPTw9DQsMjvc1JSkrCPq6+vz5QpU0TG7/nB1NRUCJaQVYRYmIBpYmKCXC4XKQVVr15dmDhYWVkJ/qHp6els27ZNeN6CBQto06YNcrmc1NRUkYBKeno6ffv2LdH7nWaFWQYMGTKEgIAA0bGnT5/i7OxMUlISbdu25d27d0RGRhbpOs7OznTt2pVnz56xcuXKYm+NKAtq167N6dOnhdTp8+fPadOmjVA407x5c3R1dYtNiUgqleLr60u9evU4fPgwSUlJKJVKXrx4gZ+fH5mZmaxevTpHf+c/MXjwYKGP8fnz5zg4OJT7/x99fX3u3bsn3Hj37NlDv379ynhU/0x2I+nXr18LUon5xdHRkbCwMOHxyZMnBauromJubs7Ro0epXr26SJUoO506dSpSC0WDBg1o0aIFK1asEI6lpqayYMECrl69SnR0NAMHDuTZs2csW7ZMtALX09Nj3bp1uLu7o1KpRNrMb968QU9Pj8zMTCZOnCho7nbo0IFVq1YhlUoZMWIE27dvF17j4+PD0qVLhT7eefPmUadOHQ4ePCikYT9EoVAwdepU3r9/zyeffPK35t5btmzh22+/LfR7pUazwixlLCws+P7770lKSmLu3LmYm5sLlln6+vqkpaWJ/vhMTU0JCQlh+/btxbZHcubMGW7fvs3gwYOZMGECISEhJWpxVVw4OTnh7u5OeHg4p0+fxtjYGAcHBz766CO0tbWJioqibdu2QNZNO3uVaXFbomVkZBAcHCxMPp4+fcrKlStJT09n+vTp9O/fn6FDh2JjY4OVlRXHjx9n6NCh/5hezf7/ULVqVSwtLf/WXb68kH2CXVxmvSVN9v8LdWGXk5MTjRs35tixY+jp6dG4cWMiIiJyVQP6MMA2bdqUESNGoKenR/v27ZHL5UBWS0716tVJSEhg3LhxfyulJ5fLWbRoEY6OjmzcuJGWLVtib29PYmKisN+a/Xpr165FIpGgr69PRkYGgwcPzldbha2tLWFhYVSqVEkUkHV0dBg/fjwgbhVp0qQJGzZsQC6XI5PJ8PHxyeGFq6ZKlSrC+ebMmcPLly9RKpX88ssvwgRlwYIF6OjooK2tjba2NmPHjhUmXGPGjCE1NRVnZ+c8gyUgyPFdvHhRNDHNbYJx9erVf3xPioJmhVmMSCQS4SZy9uxZIX0RHR3NkSNHiIuLIzw8nKioKGxtbdm6dWuuThU//fSTaDZYHPj4+NC8eXMuXbokSnGUF7S0tJg8eTKurq7Y2dkhlUpRKpWsWbOGxMRErly5QlRUFI8fP0ZbWxsvLy+USiV79uwptRu3kZERgwcPRk9Pj40bNxITEwPAiBEjmDJlivC87ILReTF8+HCmTZsmPB4wYAA7duwomYEXIz4+PsyaNYt3797h5eUlsr8qrxw8eFBQVUpOTmbt2rVCal2hUAgrp+z7slKpFLlcjp2dHbt37xaCYn65cOECQUFBgqSclpYWWlpawmM3Nzc+//zzXF+7ceNGvvrqK+Hxh5NryFopr1y5Em1tbeHcH15DIpHg4OBA69at8z3uhw8fsnPnTpRKJSqVCjc3t1wrzEEcsFQqFX369CElJYU5c+YIAvJxcXH07dsXlUqFUqnk559/xs3NDciaYHTr1g0HBwfWr1+fw4hA3fL14MEDOnbsyKtXrwAYOHAgLVu25MiRIzRq1Ihq1aoJ0p/Fpc2c1wpTEzCLAQsLC7Zt24alpSXr168nMjKSxYsXC38A0dHRuLi45NjrkslkQoVrdhWVHTt2CNZexYm1tTV9+/YVhA3Kk6Zsv379WLBgQY7js2fPZs6cOeVqNdO7d2/s7e05f/4827dvx8vLS7SX8+effzJx4kQUCoWosCs79evXJywsjGrVqvHo0SPat28v3BDKO506dcLJySnHtkJ5ZfPmzXTq1El4rFZxyo09e/aITIobNmxIhw4dCnzNR48eERISQmZmpvAFWYElMzMTFxcXPv7441xfe+PGDVEhUG7jjY2NZeLEiaSnp6NQKFAoFKSnpwuP09PTSUtLw9ramg0bNiCVSkXnSU5OxsDAgNTUVM6ePYubmxsKhYIBAwaIXJHMzMw4ePAgNWvWBLKCpPq+lpmZSUZGBpmZmUybNk1onWnYsCFz5sxBLpczYcIEkbSfkZER48ePp1KlSsydO1eYcHl4eODm5oaenh7m5uacP3+erVu3UrduXaKiokp9r1wTMEuQ7JWFkOXBV6tWLby9vVEoFAwdOjRX9wc1UqmUXbt20bp1axQKBfv372fjxo25plwqVaqEj48Pb968KVQPkq6uLoMGDaJmzZrs2bOHM2fOFPgcxYmenh5NmjRh5MiRIk9JyEoVdejQocDVfKWBra0tffr04e3btwQFBTFt2jQ6duzI+fPnuXz5MhYWFnTr1o2qVauSmZnJli1bGDJkiOgcxsbGTJ06ldmzZ5eI32lJYWVlxddff82ECRPKeij5Ytu2bULQS0lJ4eHDh7lWOCcmJuLq6kpcXJwwua1ZsyZHjhwRqq/VpKWloVQqqVSpknAsJSUFXV1dkpOT6du3798aVhsYGLBhwwZatGjBjh07kEqltG3blrCwMA4cOCDKAl28eFHYs09NTeX9+/eMHTuWa9eu5ev3d3R0pFWrVhw5coQ6depgYGDAsWPHcHJyIjo6mvv37+Pg4MDLly/z3IvX1tZGqVRy8eJF0eTexsaGZ8+e5WscFQlNwCwiVapUwd3dnejoaG7evIlcLqddu3Y0a9aMTp06YW9vD2SlEezt7YmPj6d+/fqkpKQQHx//j+eXy+U4OjoSGxtL7dq16dq1Ky9evBD2y7y8vLC0tMTT01NIL82bN6/QAtgdO3akffv2PHjwgDVr1pSo2IFMJhMVEsjlcmxsbLC3t6d+/frExMTw4MEDZs+eja2tLUeOHGHt2rVERkaKZvvljUqVKuHv70+9evVwdnamevXqzJs3j+XLl9OrV68czepjxowRCiPUTJ06ldDQ0BK3JSpO5HI506ZNY8qUKYUWAigtJBIJT548EVKaN27coGvXrkydOhUrKyt+//13QXD+r7/+ynWPv3r16jRr1gyFQkFKSgoKhYLnz5/z7t07TE1NhWPqjI1CoShSi5Ctra3gagLitoqyJnsm6OLFi3Tq1Olf2e+tCZhFQF9fX8iXZ2RksHXrVpKSkkhNTeXWrVucOXOGCRMmUL9+fZYvXy7qISosVatWxd/fHzs7Ozw8PHJNIV24cCHPtE5+MDU1ZeDAgWhpabFmzZpiF1TW0tJi1apVdOvWjWvXrjFu3DgsLCywsrLiwYMHXLlyRWinUVNRvBazs3v3bqEISaVSYWNjg1wu59KlSyJJtjt37ohUmaZNm8bw4cNRKpWMGDEih45oeWbmzJls2LChQhSRPX36VAiYCQkJotaI8ohcLuf8+fOCFF9gYGC5Sn+3adNGsBAsbybXxYWmSrYIeHt7Cx8yqVRK3bp1GTJkiCh9MWjQoGK95ps3b5g9ezaXL1/Oc78le6l7YXj69CkBAQF8/fXXDB48mFOnThWr0LirqyvdunUDwM7OjhEjRjB//nx27dqVZ1CsaMESssS91QEzMzMTLy8vPv744xz6pR/q0qp9ObW1tRk0aFCFCpjv37/H0tKyQgTMV69eCSnVkvJxzA/W1taoVCri4+NxcnLi1q1bol5E9XM+bJvo3r17uQqYf5dq/rejCZj/h6OjI5mZmYKzQIMGDWjfvj0WFhbCvoS6JH3dunUF7rsrLPfu3ROZyl6/fp1ff/2VFy9eFItav0qlYt26dTRv3lzQbXRyciIxMZEhQ4YU+IYokUioW7cuDg4OtG/fXvSzgwcPcu7cuSKPubwREBCAmZkZderU4dGjR8yZMydHubtSqWTmzJmiY3fv3hWqCdUVtxWFN2/e5LBfKq+sX79eMOr+/fffC32eJk2aYGVlxbFjxwpUoFWzZk22bt0q+Iyq7eWSk5Pp0qULV65cAcDS0pKwsDAMDAxERW7FofSjoXjQpGSByZMn8/333wNw4MABoqOjkclkxMfHExERwYULF7C0tMTLy4ubN28KNkelgbm5OTNnzsTExITdu3cTEhKSq/dlcWBgYEB0dLRg7RQXF0dgYGC+tCzNzMz46KOPsLe3JzU1laioKKKiovjss8/4/PPPiYyMZOLEieVC/q0k8fPzY968eaJjT58+pWfPnly/fl103MzMjJkzZyKXy/H3968QqjlqevXqhbm5OfPnzy/roeSLb775hhYtWhS6qd3d3Z0tW7Ygk8m4f/8+7u7upKWlIZfL0dHRQS6XC18ymQwdHR1kMhkymYypU6fmaRZ+8eJFQVi8fv36efY8mpubV8jsS0VFs4f5fxgbGzNlyhTs7Ow4evQoixcv5vLly4ITwdu3b+nfvz/h4eH/SdePR48eiVw7IGuv9IsvvqBhw4Z8++23dOjQgYSEBEaOHIm2tjb29vZoaWkJQfLfWDWXX8zMzAgLC8PU1JTk5GQuXbpEYGAgJ06cyPFcfX19tmzZgr29PSEhIUIjeUWgTZs2eHh4MHXq1LIeSr6ws7OjV69eTJo0qVCvnzVrlkhSb9euXaJivuztI9m/VCoVX3zxhagxX63HC1mOJaGhoaSnp2NkZMTx48epUaOG6DkArVu3rhDp738L/+k9TBMTE5KTk8nMzOTQoUNCitPe3h5HR0devnwpBMxTp05x7NixMhxt2TJ06FDmzZsniIxDVro6IiKCatWqCR9ifX19FixYwIQJE9iyZUuppajLO3Fxcbi4uGBtbc3Nmzdxd3enc+fONGzYkHXr1okqCgcMGCDoBvv7+7Nnz55ik/QradSGARWFmjVr0rp1az7++ONC7f2fPn1aCJgvX75k1KhR+e5jPn/+PGvXrkUqlXLixAnmzZuHm5sbly9fZt++fcLznj17Rrt27WjdujWurq6CLrJKpSpRX1YN+edfv8L85ZdfGDRoEImJiaxbt44RI0aIfr5s2TLmzJnDoEGDyMzMZOXKlSWW8qwoyGQydu7c+Y8KIWFhYfTu3buURlVxqVOnDn5+flSrVg1nZ2cMDAyYPHkytra2jBw5Unjed999R0hISBmOtGDMnz+fuXPn5qttqiyxtLQkPDxc6Jns2bNnofb/27dvj62tLXv37i2wUL6zszPdu3fnxx9/zNfzDQ0NWbFiBc7Ozvz888+sXr26wOPVUHjyWmFq5XawoiKRSBg5ciRXrlzh6tWrDB48WKherVKlCl27dhV9uJ8/f87y5ctJSkpi/vz5BAYG/ueDJWT1kXXr1o3Vq1fnqrCjUqm4dOlSvj/8/3UeP37MjBkzaN68OY0aNcLU1JSlS5fm8GYsDSf74mL06NH079+fqKgowauwPGFiYkL79u1xc3OjRYsWIoEBBweHQp3zyJEjLF26tFCuMg8fPizQ/n1SUhJ9+/Zl69at5VLK8r9KhQ+YhoaGQsn4mDFjmDR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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "Text(0.5, 51.0, 'Travel time 2.0 minutes.')" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fig, ax = ox.plot_graph_route(G, time_path)\n", "\n", "# Add the travel time as title\n", "ax.set_xlabel(\"Travel time {t: .1f} minutes.\".format(t=travel_time/60))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Great! Now we have successfully found the optimal route between our origin and destination and we also have estimates about the travel time that it takes to travel between the locations by walking and cycling. As we can see, the route for both travel modes is exactly the same which is natural, as the only thing that changed here was the constant travel speed.\n", "\n", "- Let's still finally see an example how you can plot a nice interactive map out of our results with OSMnx:" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
Make this Notebook Trusted to load map: File -> Trust Notebook
" ], "text/plain": [ "" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ox.plot_route_folium(G, time_path, popup_attribute='travel_time_seconds')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate travel times from one to many locations\n", "\n", "When trying to understand the accessibility of a specific location, you typically want to look at travel times between multiple locations (one-to-many) or use isochrones (travel time contours). \n", "\n", "- Let's see how we can calculate travel times from the origin node, to all other nodes in our graph using NetworkX function `single_source_dijkstra_path_length()`:" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "# Calculate walk travel times originating from one location\n", "travel_times = nx.single_source_dijkstra_path_length(G, source=orig_node_id, weight='travel_time_seconds')" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "# What did we get?\n", "#travel_times" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, the result is a dictionary where we have the **node_id** as keys and the **travel time** as values. \n", "\n", "For visualizing this information, we need to join this data with the nodes. For doing this, we can first convert the result to DataFrame and then we can easily merge the information with the nodes GeoDataFrame." ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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node_idtravel_time
06.599985e+080.00000
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" ], "text/plain": [ " node_id travel_time\n", "0 6.599985e+08 0.00000\n", "1 3.236097e+09 7.62948\n", "2 3.236097e+09 10.28592\n", "3 2.960448e+08 11.32884\n", "4 3.236097e+09 11.90532" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd\n", "# Convert to DataFrame and add column names\n", "travel_times_df = pd.DataFrame([list(travel_times.keys()), list(travel_times.values())]).T\n", "travel_times_df.columns = ['node_id', 'travel_time']\n", "\n", "# What do we have now?\n", "travel_times_df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Great! Now we have the travel times **from origin** to all other nodes in the graph. \n", "\n", "- Let's finally merge the data with the nodes GeoDataFrame and visualize the results" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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lonlattagstimestampversionchangesetidgeometry
137247760524.94327160.166514None1390926206201372477605POINT (24.94327 60.16651)
29272722024.94336560.166444{'highway': 'crossing', 'crossing': 'traffic_s...138391535760292727220POINT (24.94337 60.16644)
239411704224.94340360.166408None1374595731102394117042POINT (24.94340 60.16641)
29625056324.94566860.167668{'highway': 'crossing', 'crossing': 'uncontrol...129071465850296250563POINT (24.94567 60.16767)
204908419524.94567160.167630{'traffic_calming': 'divider'}1354578076102049084195POINT (24.94567 60.16763)
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" ], "text/plain": [ " lon lat \\\n", "1372477605 24.943271 60.166514 \n", "292727220 24.943365 60.166444 \n", "2394117042 24.943403 60.166408 \n", "296250563 24.945668 60.167668 \n", "2049084195 24.945671 60.167630 \n", "\n", " tags timestamp \\\n", "1372477605 None 1390926206 \n", "292727220 {'highway': 'crossing', 'crossing': 'traffic_s... 1383915357 \n", "2394117042 None 1374595731 \n", "296250563 {'highway': 'crossing', 'crossing': 'uncontrol... 1290714658 \n", "2049084195 {'traffic_calming': 'divider'} 1354578076 \n", "\n", " version changeset id geometry \n", "1372477605 2 0 1372477605 POINT (24.94327 60.16651) \n", "292727220 6 0 292727220 POINT (24.94337 60.16644) \n", "2394117042 1 0 2394117042 POINT (24.94340 60.16641) \n", "296250563 5 0 296250563 POINT (24.94567 60.16767) \n", "2049084195 1 0 2049084195 POINT (24.94567 60.16763) " ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Check the nodes\n", "nodes.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, the `node_id` in the nodes GeoDataFrame can be found from the `index` of the gdf as well as from the column `osmid`. \n", "\n", "- Let's merge these two datasets:" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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lonlattagstimestampversionchangesetidgeometrynode_idtravel_time
024.94327160.166514None1390926206201372477605POINT (24.94327 60.16651)1.372478e+0979.60704
124.94336560.166444{'highway': 'crossing', 'crossing': 'traffic_s...138391535760292727220POINT (24.94337 60.16644)2.927272e+0880.73144
224.94340360.166408None1374595731102394117042POINT (24.94340 60.16641)2.394117e+0981.27132
324.94566860.167668{'highway': 'crossing', 'crossing': 'uncontrol...129071465850296250563POINT (24.94567 60.16767)2.962506e+08103.99572
424.94567160.167630{'traffic_calming': 'divider'}1354578076102049084195POINT (24.94567 60.16763)2.049084e+09103.49484
\n", "
" ], "text/plain": [ " lon lat tags \\\n", "0 24.943271 60.166514 None \n", "1 24.943365 60.166444 {'highway': 'crossing', 'crossing': 'traffic_s... \n", "2 24.943403 60.166408 None \n", "3 24.945668 60.167668 {'highway': 'crossing', 'crossing': 'uncontrol... \n", "4 24.945671 60.167630 {'traffic_calming': 'divider'} \n", "\n", " timestamp version changeset id geometry \\\n", "0 1390926206 2 0 1372477605 POINT (24.94327 60.16651) \n", "1 1383915357 6 0 292727220 POINT (24.94337 60.16644) \n", "2 1374595731 1 0 2394117042 POINT (24.94340 60.16641) \n", "3 1290714658 5 0 296250563 POINT (24.94567 60.16767) \n", "4 1354578076 1 0 2049084195 POINT (24.94567 60.16763) \n", "\n", " node_id travel_time \n", "0 1.372478e+09 79.60704 \n", "1 2.927272e+08 80.73144 \n", "2 2.394117e+09 81.27132 \n", "3 2.962506e+08 103.99572 \n", "4 2.049084e+09 103.49484 " ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Merge the datasets\n", "nodes_viz = nodes.merge(travel_times_df, left_on='id', right_on='node_id')\n", "\n", "# Check\n", "nodes_viz.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, now we have also the travel times associated for each node. \n", "\n", "- Let's visualize this:" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from shapely.geometry import Point\n", "\n", "# Make a GeoDataFrame for the origin point so that we can visualize it\n", "orig = gpd.GeoDataFrame({'geometry': [Point(orig_x, orig_y)]}, index=[0], crs='epsg:4326')\n", "\n", "# Plot the results with edges and the origin point (green)\n", "ax = edges.plot(lw=0.5, color='gray', zorder=0, figsize=(10,10))\n", "ax = nodes_viz.plot('travel_time', ax=ax, cmap='RdYlBu', scheme='natural_breaks', k=5, markersize=30, legend=True)\n", "ax = orig.plot(ax=ax, markersize=100, color='green')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, as we can see now we have quickly calculated the travel times for each node in the graph using a single call.\n", "\n", "If you would have for example a predefined grid, you could find the nearest node for each grid centroid to produce a more matrix-like result. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Alternative approach - Ego graph\n", "\n", "Alternatively, it is possible to directly set a specific time limit and restrict **how long the graph is travelled** from the origin, and return that subgraph for the user. \n", "\n", "- Let's see an example:" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Take a subgraph until 1 minutes by driving (60 seconds)\n", "subgraph = nx.ego_graph(G, n=orig_node_id, radius=60, distance='travel_time_seconds')\n", "fig, ax = ox.plot_graph(subgraph)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, with this approach we can retrieve a partial graph that we could for example visualize with different colors, or e.g. subset the extent of our accessibility analysis to cover only specific range from the source. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Larger scale analysis\n", "\n", "We can very easily create a travel time map covering larger areas as well. This is how you could calculate travel times by car from city center of Helsinki to other parts of the region:" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "from pyrosm import OSM, get_data\n", "import osmnx as ox\n", "import pandas as pd\n", "import networkx as nx\n", "\n", "def road_class_to_kmph(road_class):\n", " \"\"\"\n", " Returns a speed limit value based on road class, \n", " using typical Finnish speed limit values within urban regions.\n", " \"\"\"\n", " if road_class == \"motorway\":\n", " return 100\n", " elif road_class == \"motorway_link\":\n", " return 80\n", " elif road_class in [\"trunk\", \"trunk_link\"]:\n", " return 60\n", " elif road_class == \"service\":\n", " return 30\n", " elif road_class == \"living_street\":\n", " return 20\n", " else:\n", " return 50\n", " \n", "def assign_speed_limits(edges):\n", " # Separate rows with / without speed limit information \n", " mask = edges[\"maxspeed\"].isnull()\n", " edges_without_maxspeed = edges.loc[mask].copy()\n", " edges_with_maxspeed = edges.loc[~mask].copy()\n", "\n", " # Apply the function and update the maxspeed\n", " edges_without_maxspeed[\"maxspeed\"] = edges_without_maxspeed[\"highway\"].apply(road_class_to_kmph)\n", " edges = edges_with_maxspeed.append(edges_without_maxspeed)\n", " edges[\"maxspeed\"] = edges[\"maxspeed\"].astype(int)\n", " edges[\"travel_time_seconds\"] = edges[\"length\"] / (edges[\"maxspeed\"]/3.6)\n", " return edges\n", " \n", "# Fetch data for Helsinki\n", "osm = OSM(get_data(\"helsinki\"))\n", "nodes, edges = osm.get_network(network_type=\"driving\", nodes=True)\n", "\n", "# Assign speed limits for missing ones based on road classs information\n", "edges = assign_speed_limits(edges)" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "# Create a graph\n", "G2 = osm.to_graph(nodes, edges, graph_type=\"networkx\")" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [], "source": [ "# Calculate travel times from central railway station\n", "orig_address = \"Rautatientori, Helsinki\"\n", "orig_y, orig_x = ox.geocode(orig_address) # notice the coordinate order (y, x)!\n", "orig_node_id, dist_to_orig = ox.get_nearest_node(G2, point=(orig_y, orig_x), method='haversine', return_dist=True)\n", "travel_times = nx.single_source_dijkstra_path_length(G2, source=orig_node_id, weight='travel_time_seconds')\n", "\n", "# Convert to DataFrame and add column names\n", "travel_times_df = pd.DataFrame([list(travel_times.keys()), list(travel_times.values())]).T\n", "travel_times_df.columns = ['node_id', 'travel_time']\n", "nodes_t = nodes.merge(travel_times_df, left_on='id', right_on='node_id')\n", "\n", "# Convert travel time to minutes\n", "nodes_t[\"travel_time\"] = (nodes_t[\"travel_time\"] / 60).round(0)" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plot the results\n", "main_roads = edges.loc[edges[\"highway\"].isin([\"motorway\", \"motorway_link\", \"trunk\", \"trunk_link\", \"primary\", \"primary_link\"])]\n", "ax = main_roads.plot(lw=0.5, color='gray', zorder=3, figsize=(10,10))\n", "ax = nodes_t.plot('travel_time', ax=ax, cmap='RdYlBu', scheme='natural_breaks', k=8, markersize=20, legend=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As a result, we have a map that shows travel times by driving from the central railway station of Helsinki. We can see that if assuming that you could drive according the speed limits, it would be possible to reach even the farthest parts of the region in approximately 30 minutes. Naturally this is not typically possible because of the congestion. Considering congestion in the travel times can also be taken into account by creating a model that integrates information from floating car measurements (GPS data), but it is out of scope of this tutorial. " ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.6" } }, "nbformat": 4, "nbformat_minor": 4 }