diff --git a/.gitignore b/.gitignore index c83266cb..b1a1ec11 100644 --- a/.gitignore +++ b/.gitignore @@ -54,6 +54,7 @@ coverage.xml *.cover .hypothesis/ .pytest_cache/ +reports/ # Translations *.mo @@ -122,15 +123,5 @@ dmypy.json .pyre/ .idea -tests/test_outputs/ -test_chunks.csv -reports/ -mprofile* -benchmark-outputs/ -working-dir/ -scripts/secrets-mgr-exploration.py -*.nbconvert.* -example_data/pt2matsim_network/genet_output/* -genet_output/* -example_data/output_*/* -example_data/api_requests_send.json +# Project specific +examples/example_data/outputs diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md index b479a994..f9adfa46 100644 --- a/CONTRIBUTING.md +++ b/CONTRIBUTING.md @@ -65,14 +65,15 @@ automated `PEP8` checks and runs unit tests in a fresh environment, as well as i 8. Update/add to or generate a new jupyter notebook in `notebooks` directory which takes the user through your new feature or change. 1. Jupyter notebooks are closely linked to the [wiki pages](https://github.com/arup-group/genet/wiki). - 1. Make sure you follow the naming convention: `number.number. Theme: Catchy Title` - 2. Make sure you structure the notebook in a way that you would like to see it in a wiki page, with a lot of + 1. Make sure you follow the naming convention to title your page: `number.number. Theme: Catchy Title` + 2. Make sure to also name the notebook so that it is machine readable: `number_number_theme_catchy_title.ipynb` + 3. Make sure you structure the notebook in a way that you would like to see it in a wiki page, with a lot of markdown cells containing quality descriptions. Use existing notebook as examples. 2. After your changes have been merged, you may like to update the wiki pages. To do this in an automated way: 1. Clone the wiki part of the repo: ```git clone https://github.com/arup-group/genet.wiki.git``` - 2. Run the `notebooks/generate_usage_wiki_from_notebooks.py` script, pointing at the folder containing the + 2. Run the `examples/generate_usage_wiki_from_notebooks.py` script, pointing at the folder containing the notebooks and the wiki repo folder to receive the output. - 3. You may use example data already in `example_data` directory of this repo, or add more (small amount of) data to + 3. You may use example data already in `examples/example_data` directory of this repo, or add more (small amount of) data to it to show off your new features. 9. Add section in the `README.md` which shows usage of your new feature. This can be paraphrased from the jupyter notebook in point above. diff --git a/README.md b/README.md index f8af0d8f..2ac6b5ac 100644 --- a/README.md +++ b/README.md @@ -160,11 +160,16 @@ We welcome community contributions to GeNet; please see our [guide to contributi If you are making changes to the codebase, you should use the tools described below to verify that the code still works. All of the following commands assume you are in the project's root directory. -### Unit tests +### Tests +To run unit tests within genet python environment (including testing example notebooks): -To run unit tests within genet python environment, run `pytest`. -To improve test runtime you can focus only on the unit tests and not on the tests of the example jupyter notebooks: `pytest tests/`. -To run tests in the Docker container, you will need to update the Dockerfile to include development dependencies and then you can run `docker run cml-genet pytest`. + pytest + +and within a docker container: + + docker run cml-genet pytest -vv + +In either case, for shorter test runtimes, append 'tests/' to limit to the unit tests and ignore notebook tests. ### Generate a unit test code coverage report @@ -172,7 +177,8 @@ To generate an HTML coverage report at `reports/coverage/index.html`: pytest --cov-report=html +Coverage will also be tracked in pull requests. + ### Lint the python code Run 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Intro.ipynb b/examples/1_intro_to_genet.ipynb similarity index 99% rename from notebooks/1. Intro.ipynb rename to examples/1_intro_to_genet.ipynb index 5dc19432..e488f26e 100644 --- a/notebooks/1. Intro.ipynb +++ b/examples/1_intro_to_genet.ipynb @@ -9,12 +9,12 @@ } }, "source": [ - "# Intro\n", + "# 1. Introduction to GeNet\n", "This section goes through basic usage examples. Available as a jupyter notebook and a wiki page.\n", "\n", "## `Network` data structure\n", "\n", - "![GeNet Network Graph diagram](https://github.com/arup-group/genet/blob/master/images/genet_network_graph.png)\n", + "![GeNet Network Graph diagram](../images/genet_network_graph.png)\n", "\n", "Main schema:\n", "* nodes: exist uniquely, hold spatial information.\n", @@ -28,7 +28,7 @@ "* nodes hold spatial information\n", "* each edge/link holds information such as mode of transport allowed, speed, capacity, length, OSM-inherited tags\n", "\n", - "![GeNet Schedule Graph diagram](https://github.com/arup-group/genet/blob/master/images/genet_schedule.png)\n", + "![GeNet Schedule Graph diagram](../images/genet_schedule.png)\n", "\n", "`Schedule` consists of:\n", "* List of `Service`s, where each `Service` has:\n", diff --git a/notebooks/2.1. Reading Data: MATSim.ipynb b/examples/2_1_reading_data_matsim.ipynb similarity index 99% rename from notebooks/2.1. Reading Data: MATSim.ipynb rename to examples/2_1_reading_data_matsim.ipynb index 14342968..23e8f722 100644 --- a/notebooks/2.1. Reading Data: MATSim.ipynb +++ b/examples/2_1_reading_data_matsim.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Reading a MATSim network\n", + "# 2.1. Reading data: MATSim networks\n", "\n", "This page goes through methods for reading in MATSim networks. Available as a jupyter notebook or a wiki page." ] @@ -37,7 +37,7 @@ }, "outputs": [], "source": [ - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", diff --git a/notebooks/2.2. Reading Data: OSM.ipynb b/examples/2_2_reading_data_osm.ipynb similarity index 98% rename from notebooks/2.2. Reading Data: OSM.ipynb rename to examples/2_2_reading_data_osm.ipynb index 0430d412..fdf540fa 100644 --- a/notebooks/2.2. Reading Data: OSM.ipynb +++ b/examples/2_2_reading_data_osm.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Reading OSM data\n", + "# 2.2. Reading data: OSM\n", "\n", "Reading OSM data can be configured. You will find example config in the configs directory. Available as a jupyter notebook or wiki page.\n", "\n", @@ -158,7 +158,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:27:55,774 - Building OSM graph from file ../example_data/example.osm\n", + "2022-07-14 15:27:55,774 - Building OSM graph from file example_data/example.osm\n", "2022-07-14 15:27:56,540 - Creating networkx graph from OSM data\n", "2022-07-14 15:27:56,541 - OSM: Extract Nodes and Paths from OSM data\n", "2022-07-14 15:27:56,898 - OSM: Add each OSM way (aka, path) to the OSM graph\n", @@ -176,7 +176,7 @@ ], "source": [ "n = read_osm(\n", - " \"../example_data/example.osm\",\n", + " \"example_data/example.osm\",\n", " \"../genet/configs/OSM/slim_config.yml\",\n", " num_processes=2,\n", " epsg=\"epsg:27700\",\n", diff --git a/notebooks/2.3. Reading Data: GTFS.ipynb b/examples/2_3_reading_data_gtfs.ipynb similarity index 87% rename from notebooks/2.3. Reading Data: GTFS.ipynb rename to examples/2_3_reading_data_gtfs.ipynb index 604a0036..29a0551e 100644 --- a/notebooks/2.3. Reading Data: GTFS.ipynb +++ b/examples/2_3_reading_data_gtfs.ipynb @@ -4,11 +4,10 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Reading GTFS data\n", + "# 2.3. Reading data: GTFS\n", "\n", - "This page goes through methods for reading in GTFS ([General Transit Feed Specification](https://developers.google.com/transit/gtfs)). [Here](https://developers.google.com/transit/gtfs/reference) is the reference page for the schema of GTFS data. Available as a jupyter notebook or wiki page.\n", - "\n", - "Small sample of this data can be found in [tests/test_data/gtfs](https://github.com/arup-group/genet/tree/master/tests/test_data/gtfs).\n", + "This page goes through methods for reading in GTFS ([General Transit Feed Specification](https://developers.google.com/transit/gtfs)). \n", + "[Here](https://developers.google.com/transit/gtfs/reference) is the reference page for the schema of GTFS data.\n", "\n", "GeNet ingests zipped or unzipped GTFS feeds. The following files are required in the unzipped folder, or inside the zip file:\n", "- `calendar.txt`\n", @@ -21,8 +20,8 @@ "\n", "GeNet does support extraction of services/routes/stops in the output `genet.Schedule` object based on a geographical area (Methods: `services_on_spatial_condition`, `routes_on_spatial_condition`, `stops_on_spatial_condition`, more information in notebook on using genet Network), but you might like to use [gtfs-lib](https://github.com/conveyal/gtfs-lib) prior to ingestion in GeNet.\n", "\n", - "The user assumes responsibility for the quality of their input GTFS feed. There are various validation tools that can \n", - "be used with GTFS feeds before using with GeNet, see this page for a summary of [validation tools](https://gtfs.org/testing/)." + "The user assumes responsibility for the quality of their input GTFS feed. \n", + "There are various validation tools that can be used with GTFS feeds before using with GeNet, see [this page](https://gtfs.org/testing/) for a summary of validation tools." ] }, { @@ -60,7 +59,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:27:50,737 - Reading GTFS from ../example_data/example_gtfs\n", + "2022-07-14 15:27:50,737 - Reading GTFS from example_data/example_gtfs\n", "2022-07-14 15:27:50,740 - Reading the calendar for GTFS\n", "2022-07-14 15:27:50,743 - Reading GTFS data into usable format\n", "2022-07-14 15:27:50,745 - Reading stop times\n", @@ -71,7 +70,7 @@ } ], "source": [ - "s = read_gtfs(\"../example_data/example_gtfs\", \"20190603\")" + "s = read_gtfs(\"example_data/example_gtfs\", \"20190603\")" ] }, { diff --git a/notebooks/2.4. Reading Data: CSV.ipynb b/examples/2_4_reading_data_csv.ipynb similarity index 92% rename from notebooks/2.4. Reading Data: CSV.ipynb rename to examples/2_4_reading_data_csv.ipynb index 7f615994..fd26db47 100644 --- a/notebooks/2.4. Reading Data: CSV.ipynb +++ b/examples/2_4_reading_data_csv.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Reading a network from CSV\n", + "# 2.4. Reading data: CSV\n", "Available as a jupyter notebook or wiki page.\n", "\n", "You can read a network from node and link CSV files.\n", @@ -39,8 +39,8 @@ }, "outputs": [], "source": [ - "csv_nodes = \"../example_data/example_csv/nodes.csv\"\n", - "csv_links = \"../example_data/example_csv/links.csv\"" + "csv_nodes = \"example_data/example_csv/nodes.csv\"\n", + "csv_links = \"example_data/example_csv/links.csv\"" ] }, { @@ -57,8 +57,8 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:30:48,943 - Reading nodes from ../example_data/example_csv/nodes.csv\n", - "2022-07-14 15:30:48,949 - Reading links from ../example_data/example_csv/nodes.csv\n", + "2022-07-14 15:30:48,943 - Reading nodes from example_data/example_csv/nodes.csv\n", + "2022-07-14 15:30:48,949 - Reading links from example_data/example_csv/nodes.csv\n", "2022-07-14 15:30:49,024 - Added 4 nodes\n", "2022-07-14 15:30:49,034 - Added 2 links\n" ] diff --git a/notebooks/2.5. Reading Data: JSON & GeoJSON.ipynb b/examples/2_5_reading_data_json_geojson.ipynb similarity index 91% rename from notebooks/2.5. Reading Data: JSON & GeoJSON.ipynb rename to examples/2_5_reading_data_json_geojson.ipynb index 5de893e7..22516a57 100644 --- a/notebooks/2.5. Reading Data: JSON & GeoJSON.ipynb +++ b/examples/2_5_reading_data_json_geojson.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Reading JSON & GeoJSON data\n", + "# 2.5. Reading data: JSON & GeoJSON\n", "Available as a jupyter notebook or wiki page.\n", "\n", "GeNet lets you read JSON data into a Networn graph and PT Schedule, or GeoJSON into Network Graph. \n", @@ -74,14 +74,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:31:04,968 - Reading Network from ../example_data/example_json/network.json\n", + "2022-07-14 15:31:04,968 - Reading Network from example_data/example_json/network.json\n", "2022-07-14 15:31:05,058 - Added 4 nodes\n", "2022-07-14 15:31:05,067 - Added 2 links\n" ] } ], "source": [ - "n = read_json_network(\"../example_data/example_json/network.json\", \"epsg:27700\")" + "n = read_json_network(\"example_data/example_json/network.json\", \"epsg:27700\")" ] }, { @@ -211,12 +211,12 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:31:05,075 - Reading Schedule from ../example_data/example_json/schedule.json\n" + "2022-07-14 15:31:05,075 - Reading Schedule from example_data/example_json/schedule.json\n" ] } ], "source": [ - "s = read_json_schedule(\"../example_data/example_json/schedule.json\", \"epsg:27700\")" + "s = read_json_schedule(\"example_data/example_json/schedule.json\", \"epsg:27700\")" ] }, { @@ -240,17 +240,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:31:05,119 - Reading Network from ../example_data/example_json/network.json\n", + "2022-07-14 15:31:05,119 - Reading Network from example_data/example_json/network.json\n", "2022-07-14 15:31:05,281 - Added 4 nodes\n", "2022-07-14 15:31:05,354 - Added 2 links\n", - "2022-07-14 15:31:05,360 - Reading Schedule from ../example_data/example_json/schedule.json\n" + "2022-07-14 15:31:05,360 - Reading Schedule from example_data/example_json/schedule.json\n" ] } ], "source": [ "n = read_json(\n", - " network_path=\"../example_data/example_json/network.json\",\n", - " schedule_path=\"../example_data/example_json/schedule.json\",\n", + " network_path=\"example_data/example_json/network.json\",\n", + " schedule_path=\"example_data/example_json/schedule.json\",\n", " epsg=\"epsg:27700\",\n", ")" ] @@ -307,8 +307,8 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:31:05,419 - Reading Network nodes from ../example_data/example_geojson/network_nodes.geojson\n", - "2022-07-14 15:31:05,520 - Reading Network links from ../example_data/example_geojson/network_links.geojson\n", + "2022-07-14 15:31:05,419 - Reading Network nodes from example_data/example_geojson/network_nodes.geojson\n", + "2022-07-14 15:31:05,520 - Reading Network links from example_data/example_geojson/network_links.geojson\n", "2022-07-14 15:31:05,613 - Added 4 nodes\n", "2022-07-14 15:31:05,622 - Added 2 links\n" ] @@ -318,8 +318,8 @@ "from genet import read_geojson_network\n", "\n", "n = read_geojson_network(\n", - " \"../example_data/example_geojson/network_nodes.geojson\",\n", - " \"../example_data/example_geojson/network_links.geojson\",\n", + " \"example_data/example_geojson/network_nodes.geojson\",\n", + " \"example_data/example_geojson/network_links.geojson\",\n", " \"epsg:27700\",\n", ")" ] diff --git a/notebooks/3.1. Writing Data: MATSim.ipynb b/examples/3_1_writing_data_matsim.ipynb similarity index 91% rename from notebooks/3.1. Writing Data: MATSim.ipynb rename to examples/3_1_writing_data_matsim.ipynb index 29ca2ee8..f1e5009c 100644 --- a/notebooks/3.1. Writing Data: MATSim.ipynb +++ b/examples/3_1_writing_data_matsim.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Writing `Network` to MATSim\n", + "# 3.1. Writing data: MATSim\n", "\n", "This page goes through the MATSim files that can be generated with GeNet. Available as a jupyter notebook or wiki page.\n", "\n", @@ -72,7 +72,8 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", + "path_to_output = \"example_data/outputs/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", @@ -107,14 +108,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:31:43,952 - Writing ../example_data/pt2matsim_network/genet_output/network.xml\n", - "2022-07-14 15:31:44,529 - Writing ../example_data/pt2matsim_network/genet_output/schedule.xml\n", - "2022-07-14 15:31:44,570 - Writing ../example_data/pt2matsim_network/genet_output/vehicles.xml\n" + "2022-07-14 15:31:43,952 - Writing example_data/pt2matsim_network/genet_output/network.xml\n", + "2022-07-14 15:31:44,529 - Writing example_data/pt2matsim_network/genet_output/schedule.xml\n", + "2022-07-14 15:31:44,570 - Writing example_data/pt2matsim_network/genet_output/vehicles.xml\n" ] } ], "source": [ - "n.write_to_matsim(os.path.join(path_to_matsim_network, \"genet_output\"))" + "n.write_to_matsim(path_to_output)" ] }, { @@ -129,7 +130,7 @@ "kernelspec": { "display_name": "genet", "language": "python", - "name": "genet" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -141,7 +142,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.11.5" }, "latex_envs": { "LaTeX_envs_menu_present": true, diff --git a/notebooks/3.3. Writing Data: GTFS.ipynb b/examples/3_2_writing_data_gtfs.ipynb similarity index 90% rename from notebooks/3.3. Writing Data: GTFS.ipynb rename to examples/3_2_writing_data_gtfs.ipynb index 146da1e9..81260590 100644 --- a/notebooks/3.3. Writing Data: GTFS.ipynb +++ b/examples/3_2_writing_data_gtfs.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Writing GTFS data\n", + "# 3.2. Writing data: GTFS\n", "Available as a jupyter notebook or wiki page.\n", "\n", "GeNet can generate CSV or text files in GTFS-like format based on a `Schedule` object. It will return the following file\n", @@ -44,7 +44,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:32:40,982 - Reading GTFS from ../example_data/example_gtfs\n", + "2022-07-14 15:32:40,982 - Reading GTFS from example_data/example_gtfs\n", "2022-07-14 15:32:40,983 - Reading the calendar for GTFS\n", "2022-07-14 15:32:40,988 - Reading GTFS data into usable format\n", "2022-07-14 15:32:40,989 - Reading stop times\n", @@ -67,7 +67,7 @@ "source": [ "from genet import read_gtfs\n", "\n", - "s = read_gtfs(\"../example_data/example_gtfs\", \"20190603\")\n", + "s = read_gtfs(\"example_data/example_gtfs\", \"20190603\")\n", "s" ] }, @@ -92,17 +92,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:32:41,111 - Saving Schedule to GTFS csv in ../example_data/output_gtfs\n", - "2022-07-14 15:32:41,200 - Saving ../example_data/output_gtfs/stops.csv\n", - "2022-07-14 15:32:41,212 - Saving ../example_data/output_gtfs/routes.csv\n", - "2022-07-14 15:32:41,218 - Saving ../example_data/output_gtfs/trips.csv\n", - "2022-07-14 15:32:41,221 - Saving ../example_data/output_gtfs/stop_times.csv\n", - "2022-07-14 15:32:41,227 - Saving ../example_data/output_gtfs/calendar.csv\n" + "2022-07-14 15:32:41,111 - Saving Schedule to GTFS csv in example_data/output_gtfs\n", + "2022-07-14 15:32:41,200 - Saving example_data/output_gtfs/stops.csv\n", + "2022-07-14 15:32:41,212 - Saving example_data/output_gtfs/routes.csv\n", + "2022-07-14 15:32:41,218 - Saving example_data/output_gtfs/trips.csv\n", + "2022-07-14 15:32:41,221 - Saving example_data/output_gtfs/stop_times.csv\n", + "2022-07-14 15:32:41,227 - Saving example_data/output_gtfs/calendar.csv\n" ] } ], "source": [ - "s.write_to_csv(\"../example_data/output_gtfs\", \"20190603\")" + "s.write_to_csv(\"example_data/outputs/gtfs\", \"20190603\")" ] }, { @@ -119,17 +119,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:32:41,242 - Saving Schedule to GTFS txt in ../example_data/output_gtfs\n", - "2022-07-14 15:32:41,303 - Saving ../example_data/output_gtfs/stops.txt\n", - "2022-07-14 15:32:41,305 - Saving ../example_data/output_gtfs/routes.txt\n", - "2022-07-14 15:32:41,308 - Saving ../example_data/output_gtfs/trips.txt\n", - "2022-07-14 15:32:41,311 - Saving ../example_data/output_gtfs/stop_times.txt\n", - "2022-07-14 15:32:41,313 - Saving ../example_data/output_gtfs/calendar.txt\n" + "2022-07-14 15:32:41,242 - Saving Schedule to GTFS txt in example_data/output_gtfs\n", + "2022-07-14 15:32:41,303 - Saving example_data/output_gtfs/stops.txt\n", + "2022-07-14 15:32:41,305 - Saving example_data/output_gtfs/routes.txt\n", + "2022-07-14 15:32:41,308 - Saving example_data/output_gtfs/trips.txt\n", + "2022-07-14 15:32:41,311 - Saving example_data/output_gtfs/stop_times.txt\n", + "2022-07-14 15:32:41,313 - Saving example_data/output_gtfs/calendar.txt\n" ] } ], "source": [ - "s.write_to_gtfs(\"../example_data/output_gtfs\", \"20190603\")" + "s.write_to_gtfs(\"example_data/outputs/gtfs\", \"20190603\")" ] }, { diff --git a/notebooks/3.4. Writing Data: CSV.ipynb b/examples/3_3_writing_data_csv.ipynb similarity index 85% rename from notebooks/3.4. Writing Data: CSV.ipynb rename to examples/3_3_writing_data_csv.ipynb index 8dc09d46..10d0e840 100644 --- a/notebooks/3.4. Writing Data: CSV.ipynb +++ b/examples/3_3_writing_data_csv.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Writing a network to CSV\n", + "# 3.3. Writing data: CSV\n", "Available as a jupyter notebook or wiki page.\n", "\n", "Let's read in a sample MATSim network into GeNet's `Network` object." @@ -42,7 +42,7 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", @@ -77,18 +77,18 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:34:30,652 - Saving Network to CSV in ../example_data/output_csv/network\n", - "2022-07-14 15:34:30,746 - Saving Schedule to GTFS csv in ../example_data/output_csv/schedule\n", - "2022-07-14 15:34:30,990 - Saving ../example_data/output_csv/schedule/stops.csv\n", - "2022-07-14 15:34:30,994 - Saving ../example_data/output_csv/schedule/routes.csv\n", - "2022-07-14 15:34:30,996 - Saving ../example_data/output_csv/schedule/trips.csv\n", - "2022-07-14 15:34:31,006 - Saving ../example_data/output_csv/schedule/stop_times.csv\n", - "2022-07-14 15:34:31,039 - Saving ../example_data/output_csv/schedule/calendar.csv\n" + "2022-07-14 15:34:30,652 - Saving Network to CSV in example_data/output_csv/network\n", + "2022-07-14 15:34:30,746 - Saving Schedule to GTFS csv in example_data/output_csv/schedule\n", + "2022-07-14 15:34:30,990 - Saving example_data/output_csv/schedule/stops.csv\n", + "2022-07-14 15:34:30,994 - Saving example_data/output_csv/schedule/routes.csv\n", + "2022-07-14 15:34:30,996 - Saving example_data/output_csv/schedule/trips.csv\n", + "2022-07-14 15:34:31,006 - Saving example_data/output_csv/schedule/stop_times.csv\n", + "2022-07-14 15:34:31,039 - Saving example_data/output_csv/schedule/calendar.csv\n" ] } ], "source": [ - "n.write_to_csv(\"../example_data/output_csv\")" + "n.write_to_csv(\"example_data/outputs/csv\")" ] }, { diff --git a/notebooks/3.5. Writing Data: JSON & GeoJSON.ipynb b/examples/3_4_writing_data_json_geojson.ipynb similarity index 89% rename from notebooks/3.5. Writing Data: JSON & GeoJSON.ipynb rename to examples/3_4_writing_data_json_geojson.ipynb index c3aa34f0..325cb87c 100644 --- a/notebooks/3.5. Writing Data: JSON & GeoJSON.ipynb +++ b/examples/3_4_writing_data_json_geojson.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Writing JSON & GeoJSON data\n", + "# 3.4. Writing data: JSON & GeoJSON\n", "Available as a jupyter notebook or wiki page." ] }, @@ -40,7 +40,7 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", @@ -75,13 +75,13 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:38:02,012 - Saving Network to JSON in ../example_data/output_json\n", - "2022-07-14 15:38:03,912 - Saving Schedule to JSON in ../example_data/output_json\n" + "2022-07-14 15:38:02,012 - Saving Network to JSON in example_data/output_json\n", + "2022-07-14 15:38:03,912 - Saving Schedule to JSON in example_data/output_json\n" ] } ], "source": [ - "n.write_to_json(\"../example_data/output_json\")" + "n.write_to_json(\"example_data/outputs/json\")" ] }, { @@ -117,13 +117,13 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:38:05,560 - Saving Network to GeoJSON in ../example_data/output_geojson\n", - "2022-07-14 15:38:06,974 - Saving Schedule to GeoJSON in ../example_data/output_geojson\n" + "2022-07-14 15:38:05,560 - Saving Network to GeoJSON in example_data/output_geojson\n", + "2022-07-14 15:38:06,974 - Saving Schedule to GeoJSON in example_data/output_geojson\n" ] } ], "source": [ - "n.write_to_geojson(\"../example_data/output_geojson\")" + "n.write_to_geojson(\"example_data/outputs/geojson\")" ] } ], @@ -131,7 +131,7 @@ "kernelspec": { "display_name": "genet", "language": "python", - "name": "genet" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -143,7 +143,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.11.5" }, "latex_envs": { "LaTeX_envs_menu_present": true, diff --git a/notebooks/4.1. Using Network: Accessing Data.ipynb b/examples/4_1_using_network_accessing_data.ipynb similarity index 99% rename from notebooks/4.1. Using Network: Accessing Data.ipynb rename to examples/4_1_using_network_accessing_data.ipynb index 28c2bce1..769b3333 100755 --- a/notebooks/4.1. Using Network: Accessing Data.ipynb +++ b/examples/4_1_using_network_accessing_data.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Using the `Network` object\n", + "# 4.1. Using the `Network` object: Accessing data\n", "\n", "Available as a jupyter notebook or wiki page.\n", "\n", @@ -43,7 +43,7 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", @@ -1113,7 +1113,7 @@ }, { "data": { - "image/png": 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\n", 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", 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\n", + "image/png": 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", "text/plain": [ "
" ] @@ -1162,7 +1162,7 @@ } ], "source": [ - "geojson = \"../example_data/Fitzrovia_polygon.geojson\"\n", + "geojson = \"example_data/Fitzrovia_polygon.geojson\"\n", "\n", "# here the area is too small for any routes to be within it\n", "_links = n.links_on_spatial_condition(geojson, how=\"intersect\")\n", @@ -1192,7 +1192,7 @@ }, { "data": { - "image/png": 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\n", + "image/png": 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", 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\n", 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b6MLDS2NYFOtNUnEjd32UxP7cWlzsrLh//khumxGCq2mWXN2ivWCETBGxC4zuwsFDp+toNPWFFwJCPR24bLQfd8wM/fGD1NzJ3pwakooamBg8dKtBg0FP9X5N36r3A0wzsfNZsnWH1f8+VMiSOF+evWpUTy4N5D78owNdGB34y5VRbZeBkvp2iura+cPnycyIOPviwYWO0Six8VQ5L2/PpqS+Ax9nG6zUgpzqVhbE+HDnrDDig13Zm1vL9e8dJbGoAU9HGx5eGi2nJmw0tGi7+OxYMZ8nlpBW1szRR+f39GsbThQRG2aMRiObUiv45GgxySU/lkFYqQVjg1xYFR/ENRODzpqAvn1GCHtzanhvXx4Tb4of6ku3OLOjvPgisZSNpyq4cpx59Vy21iaH7/MYgdhbaXCy0XDTtBH8aXF0n+qWbK3UjPRxItDNnmatnpCLrFJfkiT259by/JYsMiqaeyzs6tt0rJwYxOpLQgnzdGBbeiXL/nWQtLJm/F1seWZZHNdOCsJGo+JoQT2fJ5awJbWSji4DI70d+dPiKNTqwa3/MhdFxIYBrU7P+sNFfHuyjJyq1h7/RQcbNXOivLh1eghzorx7HWd2lDfWahWH8s5aPnfRsWZmGF8klvLZsRKzRQzkurfW81iy2VipaOnUM36Ee78LL4tN3VyDPR369fzh4FRpI89vyeJQXh3Wpn2KKgH3zYvgpmkhuNlb8X1KOXd/nMTp6lZCPR14cYW8r7G2tZP39uXzRVIpxfXtONlouHpCAKvigxgb6DLoBax9QRGxYeCbk+U8tyULAE9Ha2ZHerFmZhjR/aixGRfkwrHCBk5XtRBxkdcvRfo4YW+tJrmP1fvWahVt52k/3T2LHcj+ycI6Oal/MczECmvbeGFrFlvSKukuhfN1sWHNzDBWTAxErRJ8mVTK23vzKKnvINrXiX9eP5750d7syqpm9frjHDhdiyTB9HAPHlw4kiVxfhfsditFxIaBzxKLAfju99MZGziwXNaN04I5VtjAW3vz+lwoeiEyMdiN/bm1pJU1MSrAvOp9GyvVeTu32phErHMA7XiK60wzMfcLdyZW09LJi1uz+OpEaU+R86gAF+6ZE87CWN+epP57+/Opau5kbJArT1wWi6+LLV8mlfLEt2k0dXQR4GrHvfNGcs3EQIIugt0JiogNA9fGjyClJJUvE8sGLGKXj/bjwQ0p7B6iNs+DzQ1TRrA/t5Z1Bwp49VrzRNneSn3e3lSWmom52lvhYm/V7zEGi9ZOPS9syeLTY8XoTeo1e6Qn984fSXyIO00dXby15zQfHCykvk3H1DB3nr4ijvLGDl7dkUtmRTPWGhVL4nxZFR/E9HCPPu9mGE4UERsGVk0M5PFvU9mRWcWzV40a0FgqlYoYXyfSypupaOy46GuYFsf6oBaC/bnmi7KjrYaKpnMXu9po5DBoIN1di+raCfa4sGZhnV0GXtiazcdHCtEZJFQCrhjjx4MLIwnzcqSuVZ6ZfXS4iJZOPXMivZge4UFySSP3fXaSLoPEmEAXnr1qFMvG+F+QAm0OiogNAxqNijAvR05XW6a//HWTgnj8u3Te3pfPM8viLHSVw4NKpWKkjyNZlS00tut6yknOh7OtFRLyhnfNWVZxrQcYTkqSRGWzFpcLaAfEfw8X8cwPGej0RjQqwbWTgvjz4ig8HG2oaOrgmY3pfHqsmE69kVkjvfB2smFfbg17cmpwd7Dm5mkhXBMfSLTv0O91tDQXZ3n3r4Blpt5Z/z5UOOCxrps0ApWA7ekW6Ww07Fxh+t18cKDArPNdTTOIqtazz8ZsBhhOljZ0cLq6lVNlTQPKq1mCjPJm/vxlCh8dLUSSJG6eFkzq04t4YcUY2joNPPJ1KjNf2MX6Q4WM9HYi2teJvTk1fHWilDh/F96+cQJHHpnPE5fH/ioEDJSZ2LBx24wQXknIYWNKeZ8q1M+GpWd2w83N04J5aVs2P6RW8odFUb2e724quCyt7yDA9ZeJaI1KIET/w8nEItkcpMsgkVTYwPQIz36N01+6DEa2pVfy4aEijhXWY2ul4g8LIvnNlBE42FqRWd7MQ1+fIrW0qec5EpBaJt+/YUoQ98+P7Nln+mtDEbFhwsnWCn8XW/Jr29DpjX3qpnA2rh4fwEvbsuX2KIt7/+JfyDjZWuHjbENBrXnV+16m7S/ljWefiQkhsNGo+i1ixwsbcLLV0KHTszenZshErLpFy6dHS/jkWBFVzZ0Eudvx2KUxrIoPwsFGzf7TtXyZVEpqaSPF9R3YWamZEOxKfLA7owNckIA1HyayNa2Kv145sNzr2cgob+LFbdlkV7Zw+JH5Fh/fXBQRG0YWxvmy/lAhXySV8JspwQMa65ZpIby0LZuNp8ovehEDmBPlzYbjJXyXXMHVE85f+Opj2s9Y0Xzudjw2GnW/w8nEwnomBruh0xvZm1PDI5fG9Gscc5AkiRPFjXx4uJDNqRV0GSRmR3rx3PJgZkd6k1vdwhu7c/k2uZyalk5c7a24Z044s0Z6EuXr/Isi1EWxPmzPqOIvmzJ52gL50hZtF2t35vL1iTLqTftVHWzUw7qopIjYMHLnrFDWHyrk8+MDFzFHWw0j3OwormtHq9P3bMe5WFlzSSgbjpfw2fHiXkWs28i2+oxOFnqDkYomrbyhu74Ng1HqVz6rsV1HTlUrV44LQKMSPLcli8omLb4ulgvNjEaJ3OpWjhbU8nliKWllzTjZaLhxajA3TQ3GyVaurH952wEyKpqxUgvmRnmzfEIg86K9zzuLf+OGCYx9ZjvrDxeyekZovwxOjEYj3yVX8M6+PLIrW5CQK/8njHDl/vkjmW3G7pLB5OL+pF/kONla4WCtJr282SLjLR3txzv78vnoSBFrZoVbZMzhIsLHCQdrNSmlvVfve5tmYruzqsmraaW4vp2yho6emimQ82Lu/disnFQkN0KMD3bDxd6K57ZksS+nhlWTgvo8VjddBiNpZU0cK6jneGE9xwsbaOrokvfLBrry16tGcekoXw7n1/O3HzLZk1ODwSiXQzyzLI4rxvqb/V6sNSqeXzGa+z9L5tb/HGPnH+eYfZ05VS28uDWL/bm1PaG4v6sdv5kygjUzwwacArEUiogNMU3tXSRkVrEltYL9ubXoDEbunRdhkbHvmhXOO/vy+TKp7KIXMYAJpur9U6WNjDlHN9W9OTU89W0qTjZqats6cbG3YnSAC5eN9iPYw54R7g4Eutkx+6XdqPqx3+94YYNpM74rNhoVvs627O2jiHXoDJwsbuCoSbROFjfSYdphEObpwJI4XyaFujM5xI2alk6+OlnGi1uzaNbq8XW2lbcLTQjod1vsK8cFsO5AAadKm1h/qJBbpoec89wWbRfb0yu5YmwAi17dB4C9tZplY/3505Iogi6AJog/Z6gcwIOQzXd9kBdO3pUkaa1pLHdgAxACFAKrTOa7AlgLXAq0A7dKknTCUm98KGlo05GQUcXmtAoOnq6lyyDh72LLTdOCuXS0L+ODLNNGx93RGh8nG3KrW85ZM3UxcePkIJJLGvnvkSLGrPypiJXUt/Pspgy2Z1QR6unAP68fz9xoHyRJorG9i7LGDiqatORUtbAlrQKjJM+qPjtWTJiXI2FeDng4WPe6kTmxsJ7RAS7YWskFs7MjvdiSVoHeYERzDvPXxnYdiYUNHCus51hBPWllTeiNcjFqjJ8z104KYnKoO5NC3HG203A0v55dWdV8eqyIpKJGbK1ULB3lx/IJAUwP97SIT+MHt8Yz5W+7+OsPGSyfEICT7Y+FrUajkQ2JpXxwoIDT1a1IyFu5ABys1Rx/fAH2F3B6YqgcwPXAHyVJOiGEcAKShBAJkiRlAA8DOyVJel4I8bDp/kPAUmCk6d8UZEPdKQN9w0NFbWsn29Or2JJWwaG8OgxGiSB3O26fEcrS0X4/6QRwyfO7KG3s4PRfF6PRDOzDsjDWh4+PFvPVyVKunXRx29ctjPOl/dNkdmb9WL3fqu3ipW05fHK0CIS8QdnXxZZ1Bwp59odMyhs7etoZdaMRoFHBkfy6n3T8cLbVEOrlSLinA2FeDoR5ORLq6UCopwO2Vmq0XQZOlTZx24yQnufMjvJiQ2IJKaWNTAyW21RXNmlNglXH8YIGsqtaAHlj+tggF+6cFcakUHcmBrvhbGtFdbOW3dnVPP5tKvtza2nXGbDRqLA1CccfF0axZlb/HJnOhaejLfctiODVhFzu/DCJT++cyrGCOtbuyOVoQX1P6B3oZsf1k0ewKNaPayfVseF4CZeu3c+uP86+YLsGD5UDeAVQYbrdIoTIRDbHzUB2+p5jes56ZAelh0zHPzQ5HB0RQrgKIfxMY12QVLdo2ZZWyebUSo4W1GGU5K4Hd80K49LRfsT5/3L1CKD7s/HithwevSx2QNdw15xwPj5azCfHii96EVOpVIR7OZBT1coLWzJJLmkitayJ1jP2SR7Or8PL0QZ/VzuifZ2YF+WNn6sdAa62+Lva4edih8FgZOrzu3j2qjhmj/Qmr7aVgpo28mtbya9p41BeHV+f/LGDqxDg72KHp6M1OoORkoZ23t6bh5OtBo1KoBLwxq7TuDlYc7ywnpJ6eVXU0UbDhGA3rhjrx6QQd8YGuWJrpcZolEgrb2Ld/gJ2ZVX31G/5u9hy9fgA5sd4My3MkxZtF9Oe38ULW7NYMSEQd0fL1vvdPz+Sz46VcDi/jujHN6PVy8LlbKth8Shf/rAg8icrjC+sGENhbRtHC+q5cd0xPlkz1aLXYymEOS5oJhHbdEY4GQNsQw4bVcB0SZKKfvac/wOiTeYhPx9rHzBKkqRmIUSjJEmupscE0CBJkqsQYhPwvCRJB0yP7QQekiQp8SzXd6Z57sSioqKfnzJoVDZp2ZpWwea0So4X1iNJEO4ld2FdOtqPaF+nXkOWb0+W8sCGFFztrUh+ctGAr2n8X7bTotWT89clF+xfz/PR1NHFnuxqEjKq2J5egcEIBgni/J2ZHOpOoKsdowJc8He1w0ajIqO8mfSKZtp1etp1Bto7DbR3GejQ6WnrNNDcoSOnqoURHg5MD/ckxNOBUE/ZGCTIzR5rjYq2Tj0FtW3k17aRX9NKQW0bx/LraezQoe0y8vNviUYlcLGzYlKIuymf5U6Mn1NPiNnaqedAbg27sqrZlVVDbWsnQsCEEW7Mi/ZmXrT3WT8b7+3P428/ZBHn78wP9820yO/TaJQ4nF/Hl0mlbD5Vjs4gIQHTw9z5w6Io4kPObXxiNBqZ+/JeiurbuWFyEH9fPsYi19QfhBBJJve0nzBkDuCm447AV8ADkiT9YknO5EPZZ2/JoTbPLWvsYEtqBVvSKntWr6J8nLh//kguHe1HZB8TsFeND+SBDSk0tp+7O2lfmB3pzbfJZWzLqGLpKD+LjDnYlNS3syOzioSMKo6ZwhtPR2suGx3AN8llRHg58sN9MzEYJVLLmtibXcPenGqSSxqRkP+aCiGwt1Zjb63GwVqDnem2i4M1XUZo1xn4NrmMljMaKKpVggBXO0I8HQjxsCfEw4Gxga5cOS6Al7ZlkVLSxIGH5tKuM9Ci1dOi7aKlU4+Psy3+LrY/EaGiujZ2ZlazO7uaI/l1dBkknGw1zI70Yl60N7MjvXp8Ms/FmpnhfJFYSnp5Mx8eLuTmaSH9/p3m17Ty1YlSvjlRRnmTFmdbDSvjg6ht6WRbRhW21urzChjIs+Ef7pvJjBd28smxEkI9HS64RaP+zsSaAFeT6AigSZIkZ9NjY4BvkB3AzzTQtQI2AdskSXrljOPZwBxJkiqEEH7AHkmSooQQ75huf/rz8853rfHx8VJi4i8mawOmuK6dLaYZV4qpaV+snzOXjvZlySg/IrwH5rs36smttOoMbFgzlSnhHgMaK6uimSVr9zMtzINP77wwQwCjSYwSMqrYkVlFVqWcRxrp7ciCWB8WxvowLtAVlUow/i/baero4vLRfuw/XUtDexdCwJhAV2ZHejEnyotoXyfsrNRnnfXqDUYiHtvCHxZGcu+8COrbdBTWtVNY20ZhXRsFtbIxSGFtGy1nhKpWpvbLdlZqVCqBSghTk0H5p0oIBBJavREHGw2lDXJYGe7lwPwYH+ZGeRMf4obVORYAzkV1sxcAGSAAACAASURBVJZpz+9CAMceXdCnsLKpo4tNp8r5KqmUE8WNqIS8GLFiYiALYnxM4a2Rqc/torqlk3W3xDM/xqfXcUsa2pn/8l50BiPv3jSRRXG+fXpPlsDSM7G+OoAL5Nla5pkCZqLb6ft5fukA/nshxGfICf2moc6HFdS2sTm1gi1pFaSVyRPHMYEuPLQkmqWjfAmxYKvieTE+fJ9SztOb0tly/6wBjRXt54yjjYYTJrPXCwVtl4HDeXVsz6hiZ2YV1S2dqARMCnHn8ctiWBDjQ4inA116I0nFDby8PZu9OTU0tHehUQkOnK5lbpQ3s6O8mDnSy+xaKY1ahVol0HYZEELg4WiDh6PNL8xVJEmirk1HYW0be3NqeH3XaS6J8CTC2xFJkjBKYDT9lCQjxXUdpJU30azV06EzoFbBuzeZJwrnw9vZloeXRPG3zVnc9MHRXsNKvcHYswUpIaMKnd5IlI8Tj14azVXjAvD+2Z5JlUrFh7dPZuna/fz+k5OcfGJBr8XRQW72fLJmCqveOcxvPz7BxntnEOtvXtPKwWaoHMBnADcBqUKIZNO5j0qStBlZvD4XQqwGioBVpsc3I5dXnEYusbhtYG/VPE5Xt7A5tZLNqRU9s4NxQa48emk0S0f5DVqny79fPZrvU8rJrWq1yHjTwtxJyKzmSF4dUwc4sxsI9a2d7MquISGjsmclzsFazewoLxbG+jAn0hs3B2uatV3sza7hlYQcDuXV0tqpR2+QiPaVQ3NXeyuOPbqg3836bM3YOymEwNPRBk9HG746UYadlZq3b5rYY/kG8gxye0Ylr+3IJauyhQhvR/6+fCSTQtxZ9sYB/rIpg/gQd1zsBtaba82scL5IksPKjw8XcuNZwsrsyhY5XDxZRk1LJ272VtwweQQrJwaecxGpm2g/Z26bEcIHBwtZ81ESH63ufeE/PsSdV1aN44ENySx/6xD7/jT3FwI5HAyVA/gB5LTF2cavA36xe9S0Kvm73q5voEiSRE5VK5tTK9icWkFutSwi8cFuPHF5LEtG+fZsaxlMHG01qFUCvVFCq9VjO8DeVWtmhZGQWc17+/OHXMQKa9tIyJDzW/m1rdS26vB1tmX5hAAWxvoyNcwdG42a8sYONp4qJyGjqieH5OFgzfwYbxbG+DAl3IMVb8oL3v+8bvyAuo12l0yYQ4fOwKaUcpaO9u0RMEmS2JFZzasJOWRUNBPm6cDa68Zx+Rj/njquN38zgWvfOcIfP0/m3ZviB9wd9aPVU5j+3C6e3pjB5WP9cbW3pr5Nx/fJZXx1oozUsiY0KsG8aG9WTAxkbtT5tyD9nCeviGNLmvzHZUtahVn506vGB1BY18ZrO3JZunY/Bx+aO+xb3C7cCrYh4I1duXx9soz8mjaEgMkh7jyzLI7Fcb4W3RtnLt3lBE9sSuellWMHNNbkUA9srVQcKRh8J6Tu/Nb2jEoSMqrIMc0mo32duGHyCBbG+TDKFHpkVrTw9p58EjIre0L0ME8Hbp8RysJYH8aPcOsRhb3Z1eRWtxLl4zTgzhGyiJm3AXxbeiUtnXqumRiEJEnsMc0QU8uaCPaw55VVY1k21v8Xxa4Tg9154vJYnvo+nTf3nOb380YO6Jp9nG15eKkcVi574wDRvs7szq6myyAxKsCZp66IZdlY/14XC87Hx3dMYcEre3lwQzKzI73MKmp9YEEk+TVtfJ9SzrJ/HWTr/TOHdRX8f1rEMita8HOx5fYZoSyK8xl2R+PHL4vh5g+OsyW1YsAiBjBxhBsH8+rIKG+yeP5CpzdyOL+OBJNwVTV3olYJJoXIM9hFsT4EudvTZTByvKCeZzZmkJBRRVljB0LA+CBXHloSzcJYn3Muijz8dSoAa68buAGKjUaF1swN4F8klRDgaktnl4Gr3zxEckkjgW52vLhyDFePDzhvov7macGcLG7gHwk5jAl0ZVZk/812M8qbqWiS84alDR3Ut+q4bUYoKyYEEuVrGWercC9H7p4Vzlt787j9P8f57M5pZj3vn9ePp6i+jZSSJlavT+Tftw2fC/3/tIi9fv3AQhRLMytS7gbQ2mmZ7qG3zQjhYF4db+3N4/XrJwx4vGZtF7uz5PqtPdk1tHbqsbNSMztSzm/Ni5bzWy3aLvbm1PDy9mx2Z1XTrNVjo1FxSYQn986LYH6Mz08cuM/G54klVDRpmRLq3i8ru59jY6WmXXduM5FuSurbOHi6Dj8XW279z3ECXO14bvloVkwINCtUE0Lw9+Wjyaps4b7PTrLx95f0KY9a36bju+QyvjTlw6zVKuZEerEnp4ZOvZF75oSb1bK7Lzy0NJpNp8o5VlDPxpQyrhhrnufnV3dNZ9ZLu9mdXcNfNqbz5BXD0xr9f1rELiQB68bVTkNjh55Np8q4fIz5BrJnY160N1Zqwf7c2n6PUd7Y0VO/dTivrqd+6/IxfiyM9WFGhCe2Vmoqm7RsSq2Q81t5degMRtwdrFkU58vCWB9mjvQ0e/+d0Wjkr5syEMh/8S1BqKc9OzKq+Px4yTk3b0uSxHNbMhFC7jTx7FWjWBUf2GM0Yi721hrevnEiV7xxgHv+e4Iv7p7Ws/fybOgNcp+yLxJL2ZlVRZdBYnSA3LFi2Vh/3ByseW9fHn/bnMWN7x9lk4WKYM/k49WTmf/KXv7vi1PMifL+yd7Kc6HRqNhy/0xmvLCbDw4WEubpcNYFiMHmf1rELkSuHO/P+kPFvL0nb8AiplKpGBXgwsniRorq2sxy65EkieyqFrany8LVvUUmzNOB1TNDWRTrw7ggN1QCsqtaeG9fPgmZVZwytUYO8bDnlunBLIz1ZWKwW782L7+5J49mrZ6lo3wt21JZCP781SmOF9bzlytH/cIM9qVt2WxOrQLghskjuGlq/3u8hXg68Mqqcaz5MJGnv0/n+RW/rHTPrWrhi6RSvj5RRm1rJx4mA4+VEwOJ+dnss3u1Ms0CRbBnI9jTkd/NjWDtztPc9u/jfPnb6WY9z8Xemo2/n8Gi1/bxxHfpBLnbD3l/MbOKXS8mBqvYdajQ6/XEPpWAvY16QFuQdHojnx0v5p29eZQ1arllWgjPXHn26b7eYCSxqEHe5pNR2bMXcPwIVxbF+vbkrfQGI8cK69mRUU1C5o/njQtyZWGsD4tM5w3E4l6vNxL39Db0RomUJxfhaCGHodd25LB2Zy6/nR3Om3vyiPZ14q0bJxJqqvV7Z28ez23JYuXEQL5MKiXEw549f5o74Nd9eVs2b+w+zfPLR3Pd5BE0tXfx/alyvkwsIaX0x9XFlRMDmRvtfd5820CKYM1lzku7Kaxr5+WVY1gZb367oUOna/nN+0dRqwRb7585KG705yp2VUTsAmTlW4dILGpg832X9Ckh39Su44ODBXyfUkFhbdtP9vt5OFiT9MTCnvvtOj37cmpJyKhiV1YVDe1dWGtUzAj3YFGcL/NjvPF2sqW1U8++nBrTedU0dcjnXRLhycJYn57zLMXj36Ty8dFibp4WzF8s2Bf+25NlPLAhmR1/mE1JQzsPbkjGYJB46ZoxNLZ38fDXqVw+xo+1141n7su7Ka7vIO3pxQMWUYNR4tZ/H+NIfh1TQj04VliPTm8k2teJa+KDuHKcP559WF3s2Vvp58wP91s+rCxrbGfmC7tRqwSJjy3ok+nMp8eKeeTrVOyt1Rx6eJ7Fc3eKiF1E7Mqq5vb/HGdBjDfv3zLpvOeWNLTz7t58dmRW/cRA1t/VjiVxPqyZGcbdHyeRUtrE9/fMILOqmYSMqp5unS52VsyL9mZhrA+zIr1wtNFQ3awlwZQHO3Razm+52svnLYr1YeZILxxsLJ+JaNF2Me4vCVipBWlPLbZoP7QTxQ0sf/NQzzabssYO7vnviZ4tZHOivHj3pnisNSpeTchm7c7T3D8/ggcXDtyvoL5Nx72fnOBIQT0rJgRw87SQXotRz8fiV/eRXdXCM8viztvgsL/8a/dpXtqWzYQRrnx9z4w+Pfe5zZm8sy8fHycb9j80z6LdXy297UhhEJkX7Y2dlZoDp8+ekE8ra+KdfXnsz63t2TSuEhDh7ciysf7cNiOkJzFb3aIl1NOBlNImlr15EJB70ss9o3yYFOqORiXIrW5l/aFCtmdU9XyxR7jbc9O0YBbG+hAf7HbOJoCW4k9fpGAwSvxhYaTFGzoGm1YIi+raAfl3sO7meGa9uJvpER68fv2Eni/cmpnhrN15mm9OlllExNwdrHn0shhWvHmI09WtjPQZWMj90erJTHt+F89uyuCyMb54OlpuJtyu0/e4r4f0w/H8kUtjKKhtY3tGFVe/edBinTjOhyJiFyizIz3Zml7F9vRKFsX5sie7mn8fLOR4YT3tOrkEQ6MSjA1y4dr4EayaGNjzxa9r7eTjI0VsOlXO0QK5PZBALvj88rfTiPVzxmCUSCxq4PktWezIrOr5co8NcuX/FkWyMNaXyAF+2fpCRWMH29KrcLGz4rezLdsQEGQhcbLRUFTX1nNs7c5ctHoDDy6M/EmS39FWQ4iHPYV17bRou8xaqeuNOH8XXr12HL/97wke+yaNl1aO6ffv1tvZlkeXRvPsD5nctO7YgPfadrMlrYIHNySj7TIS5GbH/Qv6V6z77s3xLF27j/TyZn77cRJv3fiLzT0WRRGxC5Q/LIpia3oVv/vvCYyShMEU9dtZqbkkwoNbp4cwL9q7p1K6pqWTvdnVfJdS3tNJNszLgXvnjeSKMX488Fky6RXNpJY2su5AAbuzquU8mFrF9AgP7pwVxoIYn2EzWL3/s5NIwJOXxwxK9bcQghEe9hTVy2J9qrSRj48Wccu0EOLOkndcPiGQVxJyeGdvvsUs8JaO9uP++SNZuzOXaF8n7pjZf7FePTOML5NKyaxo4YMDBdx+SWi/x9Lq9Kz5KIn9ubUIAXfNChuwLd13v7uEGS/sYktaJS9uzeLPS6IHNN75UETsAiXSx4lXVo3l2Y3pNHTomTnSkz8sjGT8CLnzgsEocbKkgT3ZNezJriG1rIkpoe5UNGm5a1YYl4/xJ8bPiYb2LnZkVtFlNCKAh79Ow8Fa3VO/1Z0HG04yKpo4VtiAn4stKyb230WoN4I97MmqaMFglHji2zQ8HW34w6Kzu6/fMTOUVxNy+C65zKI+nvfPH0lOVQt/35xJuLcjcwdQjvDRHZOZ+vdd/H1zJsvG+fUrrNyZWcXvPzlJR5cBPxdbPr5jCuFeA2srBbLL0rb7ZzHjhV28uSePEE8HVvVhtbMvKCJ2AbN8QiBTwzy48l8HKahtw95aw5dJpezJrmZ/bi1NHV0m/z83/m9RJPOifYjxc6KssYPt6VU8szGd44X1GCU5BxTh7UhudSttOgMZ5c2smRU67AIG8MBncmOTF1cObtfQYA8HEjKq+ORYESmlTbx27TiczxEq2ltrCPF0oKC2jaZ2XZ9W6c6HSiX4x6qxFL3Vzn2fnOSb383ody86T0dbHrsshmc2ZnDj+8fY+oD5YaVOb+SujxLZnV2DAG6fEWLxint3R2u+uWc6l71+gIe+OkWwuz1TwizfjEBZnbxAkSSJgto2kkz1WwkZVaiE3KbZy8mmpxngzAgvnO00ZFa0cCS/jq9OlPb4WEb5OLE4zodFcb49q2FpZU08uCG5p1vHxGBXXrtu/LBZcR3IreHGdceI9HFk+4OzB/W1PjtWzMNfp+JkoyEuwJlP10w9b16qe5XunjnhFg+Hyho7WPb6AZztrPj2nhm42Pc/77Z07T4yK1p47LJo1szsvevq3uxq7vnvCdp0BrydbPjw9skW2dp1LnZlVbNmfSKPXRYzoLBXKbG4wKlr7SSjopnjBfWklzdzoriBBtPKo7Othjh/FxbH+RAf4k6snzMtnXoOna5lX24tpQ3t7M+tJcTDHg9HG1m4Ys/ftHF/bg0PfZVKeWMHArnE4NVrx1m8tqc3pj+3k/ImLZvvv4RYv8Ftsnc4r47r3zuCSsC2B2b16uPYrtMT9+Q2/F3tOPjwPItfT2JhPde/d4SpYR78+9ZJ/V79rW3VMvXvu5CAww/PO2ePL73eyO8+OcG2jCoEcOPUYJ5ZFjskHShatfoB19wpJRYXCM3aLnKrWsiubCWnqqXnX22rjmB3OfFsb61mdIALl472Y3q4B+FejhgliZTSJnZkVvHkd2kklzRilGSHnRUTA7lijD9zo7173VjdzcyRXhx6eB7fJZfx9Pfp7M6uYcKzCVw5LoDnrh41JD2ivkoqobxJy+QQt0EXMJBzYu4OVvg725llRGtvrSHMy4G8mjYa23UWF/j4EHf+dtVo/vzVKf62OZOn+hnOeTra8uQVsTz5XTo3rjt61hntodO13PVxEi1aPZ4O1ny4evKQdma11M6LszEk5rnnGsd0/FdpntuhM3C6upVsk0hlV8o/zyxItbdWM9LHiXnR3kT6OOFsa8Wp0kZ2ZFZztKCe5JJGIn2c8HW24WhBPc1afU9v+d/NjWBWpBfjglz73MP9TK4cFyA7RO/P5x8JOXxzsoxNp8q5eVoIjyyJHlQD3r9sykQAa6+zzCbv3vB3taNVa6DE2G72c66ZGMTzW7N4a89pHrl0YHZ6Z2PVpCCyKlv44GAB0b5O/bbZu3laCBuOlZBe0cx7+/J6zDz0eiMPfJ7MplNyZ/drJwXx3NWjLkoXrHPRazgphJgFtCJ7QHaL2Hbg1TPMc/8sSdIcIcR05D763ea5T0uSNOVc45iOvwjUn2Ge6yZJ0kOmce9FFrEpwNrusc7HUIeTnV0GCurayK5sIbfqR9Eqrm+n+1drrVER7uVIlI8jkb5ORPk4EenjRICrHUZJorCujcyKFrIqm8mqaCGzoplyk9iphPwXYdk42Z9wRrgnbmb2lu8rRqORl7fn8P7+AnQGI3ZWau6dH8Hds8Is/qF/c89pXtyazeJYH965+RcRwqCx/M2DnChuZP+f5hLk0XseUKvTE/PkNvxcbDn0yC8aEFsEvcHITeuOcaywni/umsqE4PM7EJ2L+lYdk/++A0mCQ4/Mo6iujTUfJtLUocfN3or/3DaJsRZym+8vu7Or2ZhczsvXjO1zF5l+h5OWMM89zzhwkZnn1rR08tqOHIrq2smvacVglKhq6QRk+69QTwdG+btw9fgAWax8nQh2t0ejVlHfpiOropnMyha2plWSZZqddfd+16gE4V6OTAp1J9rXmWg/JyRJYu2OXMYGunD5GP9BfW8qlYo/L4nmgQWRPPVdGp8nlvLi1mze2ZvHY5fFWmyJXK838s+duahVgpdXDbz5Y1+4dlIQJ4obeXtfHn+7enSv59taa3pWdetbdRbfdF1S3866AwUklzSgFnDnR0lsvPcS/Fz63hLd3dGap6+I5fHv0lnwj709zk3Lxwfw8jVjhnX2JUkSb+7J4+Xt2UT7OtPY0WW20UtvDKl57s/HMR27qMxzm9q7mPniLkI8Hahs0lLb2smjl8ZwyUhPQj0dsNGo0emN5NW0/jizqmwhq6KZapPYAXg62hDj50S0r1OPYEV4O561d9XyNw+iMxjZdO/gb+E4kxZtF3/6IoVt6VVIgLeTDc8tHz1gN58nv0vjw8NF3DhlBH81Q0gsiV5vJPKJLXg72XDk0QW9P4EfN13fMTOUxwfo0N5Nckkj7+3PZ0tqBWqVYNnYABbGevPHz1OI8HZkw13n70F2Pq7610Eyypuw0aj4922Te/WWHGxaO/X83+cpbE2vZNlYf15YMeYXbZDM4YIwz+2Ni8E818XeilNPL2bdgQKe3ZTBnxZHEentyN7sGt7Zm09mRTOnq1vRG+XLsFarGOnjyMyRXibRcibK18nsBDzA4jhfntuSRWlDO4FDWArhZGvF2zfFU9Ws5YHPkjmcX8fq9YmEeNjzj1XjfmF5Zg6tWj2fHC3GRqPi6WHoBKrRqAjzcuR0davZ9V+3TAvl75uz+OFUxYBEzGiU2JlVzXv78jlWWI+TrYY7Z4Vz6/SQHk8HIQR3fZTEY9+k8fI1/dua9O3vZlDfqsPZVjOoOU1zKKht484PE8mraeXxy2JYfUmoxbey9VfEbgHuN93+Ani/+wGTee77yOa55rhUVHWHiSbz3GrT8TLgzPgl0HRsyOnUGyiuaye/VjZaza1q4fuUcjQqwUvbshlpCjf8XGyJ9nVirsmiPsbPmVBPhwEl3uFHEdueXjWgOpv+4uNsy6d3TiWvppX7Pz1JWnkzK946RJy/M/+8fnyfKrz//FUKeqPEffNHDtsXbNlYf15JyOHfhwp5YMHZK/bPxFqjYqS3IzlVrdS2avtcGa/tMvD1iTLe359Pfm0bAa52PHl5LKsmBf2i2HhxnC/3zR/JP3fmMjrAmVtn9O//ezB6jfWVXVlV3P9ZMhqV4OPVUwZs9nIuhsQ8txcuCPNco1GiollLQU0bBbWt5NXIglVQ20ZpQzvGM+Z3bvZW6A0Sk0PduXS0HzF+cqJ+sGqsQjwdiPJxYmt65bCIWDfhXo5sum8mSUUN/N8XyaSXNzP/H3uZFubBa9eN63XfZVWzli2plTjbavj93N6LMgeL22aE8EpCDhtTKswSMYDrJo3gL5syeGNXHk8vM28GuTOzir05NfxwqoK6Nh2jA1x4/frxLB3le96asAfmjySjvIlnf8gkyteZacPoG9ofjEaJf+0+zSs7cojxdeadmyYOml8rmLc62WOeC1Qhm+dmI5c/dJvn3iNJUpIQ4n1gBbIJLvxonnvWcSRJWieE8AA+B0aYnrdKkqR6U37sDWAJJvPcs+XDfk5/Vye/Sy7j/s+Se+7bW6sJ9XQgzMtR/unpQKinAyGeDjhYq5n0tx3MjvTitSEqD3hlu9wh9PhjCwZk0WVJdmZW8ejXqVS1dCKAxXE+vHTN2HN2fbj2ncMcLajnxZVjBm0fnblMe24nVc1acp5dataMUKc3Ev3EFrwcbTj62NlzaUajke+SK/j4aCGnSpvoMu3ad3ew4s3fTGRKqLvZoVSLtosr/3WQxvYuNt57yZB4n1qC1k49f/w8mW3pVVw1zp/nlvcv/3U2lIr9XihtaGdvTg2hng6Eezni7WRz3g/cHz9PISGjkqQnFg44XDSHtLImLn/9AC+sGN3vWqLB4vPEEv66KYNmrR61EKyMD+TZK0f9pCFeVkUzS9bux9fZ/IT6YPLEt2l8dKSI55aP5vrJ5v0+l762j8zKFo4+Or9n1qnTG/n0WDGfHy8hq7IFg+n75GJnxcyRnuzMrEZCIuvZpX2+xryaVq564yDBnvZ8eff0XyT6n/wuDSEEz5g5Mxxsyho7uOWDYxTUtvHopTHcPiPEovmvc4nYr6fibYAEutnzmynBTA/3xMfZttdf/sJYH5q1eo4X1g/J9cX5OxPgase29Koheb2+sCo+iOQnF/LnJVFYa1RsOF7CqKe28eLWLApqWnjyuzRWvn0YgBfOYpgxHNxp6lm24XiJ2c+5foosdq8l5PDGrlzm/2MvUU9s4anv00mvaMbNwYpV8YHs/uNsUp5axBs3TGBqmDvaLiMnixv6fI3hXo68dt040subeeTrVM6ccOj1Rr45Wcb6Q4UcGwKDZHOoaOqgqlnLP68fNygJ/HOhiFg/mTnSE2uNioSMoREVIQSL43w5kFtLa2fv/olDjUql4p45EaQ/s4g7ZoYiIdcFzf3HPj48XERrpx4bjRi05C7Iewif25xJq7b330+Qmz2udlaklzeZPf4Nphnwp8dLeHl7Dnk1rfg523L7jBCOPjqfxMcX8uLKsYSesdDR3T563YGCvr0ZE/NjfHhwQSTfnCz7yRgajYp1t8iTktXrE9HpzXM3H0zc7a3p1BvZmDy0pZyKiPUTBxsNl0R4kpBRxVCF5IvjfNAZjOzJru795GFCpVLx+GWxpD61iHhTCcaTl8fw1g0T6NRLgzpz/fBQEe/sy+fDI4VmnT89woMug2T271OjUTEmQN5vuHpGCClPLuTQI/N58oq4cy5qzImSvT8PnqPVuDn8fm4Ei+N8eG5L1k/GmRzqwar4QFq0eu7+ePibHoR5OfLggki2pleyJXXohEwRsQGwMNaH0oYOsqtahuT14kPc8XCwviBDyp9ja63hscvk7qAejjbMivLCWq1iZ+bgCXD3yu33yeVmnb/G1Fn1P4cKzX6NK8b5AWCtUZvdYyzGz5mG9i4qGjvMfp0zkXuQjSPM04Hff3KCkvof934+v3w03k427MqqYUvasG5mAWDNzFBGBTjzxHfpNLbrhuQ1FREbAPNj5K6cCUMkKmqVYEGMD7uzqunUG4bkNQfC2EBXPBys2ZVVjYONhmnhHuzKGjwRc7W3xsvJhtyqVozG3sOr8SPcsLVS9Wl2eNOUYASwuQ8zjRUT5N136w72L6QEuVvJuzfHozdK3PlREh0mnwWVSsUnd0xBCLm5ZIu2q9+vYQk0ahUvrhhLY7uOv/6QOSSvqYjYAPB2smVckCsJmUM3M1o8yofWTj2H8i6MZO75UKkEc6K82ZNdg95gZH6MNwW1beTXtA7aa86J9MIgSWxOrTTr/PFBbrR1GsiqaDbrfFtrDUHudhTXt6PVmZebvDY+EAFsTzPvms5FqKcD/7x+PFmVzfz5q1M9aYwIHyfumxdBp97IjeuODug1LEGsvzN3zw7ny6RS9ubUDPrrKSI2QBbG+nCqtInKM1rsDCbTwz1xsFazPX1gX4ihYl60N00dXZwsaWRetDxzHcyQcrUppPzkWLFZ5980NRiAd/flm/0aS0f5IQEfHTVvj2638JU0dJgtfOdibpQ3/7coio0p5T+55gcXRhHu5UhKSRPr+xAeDxa/nxdBuJcDj36dOugLUYqIDZBFsfJm6B1DNBuztVIzJ9qbhIwqDMYLv8ZvZqQnGpVgV1Y1gW72RPs6sTNr8H5X0X7OOFirOVncaNb5S0b5oFaJPs0Y1syShfLrE+bvglsc54uEvLI5UO6ZE86lo315YWsW+86407RS4gAAIABJREFU7k/umIQA3uuDIA8WtlZqXlgxhvKmDl7elj2or6WI2ACJ8HYk2MN+yEotQP5C1LbqONGP2qOhxtnWikkh7uw25cLmRXtzvLCBpvbBy91MDHGjo8vAqdLehUylUhHt40Rdm47qZvNm056Otng62pBTaV7uDeixZ/v6RKlZ558PIQQvrRxLpI8T9356kqI6ufPsirePIAFBbhdGdX98iDu3TAth/eFCEgdxVVoRsQEihGBhjA+H8+qGrH5rrmmlb9sAcyxDxbxob7IqWyhr7GB+jA8Go8Te3MHLldxsChHNrc1aPiEAgPf2mz+DmRst5942njIvwe/jbIubvRWZFS1mC9/5cLDR8M5NsintzeuOMvW5nZQ2dDBzpCf/XdNr79Ah40+Lo/B3seOhr06h7RqcxShFxCzAwli5fmvfECQxQW6RMz3Cg20ZlUNWozYQ5ppyYbuyqhkX5Iq7gzU7BzH8nhftjUYl2J9rXm3Wb6aMQECf/ijcZZpZ/feoebk3gEtGeqI3SuzJ6X/N2JkEezjwxg3j6dAZ0HYZuWdOOB+tnnJBtZ52sNHw3PLR5NW08cau04PyGhfOu72ImRjshqu91ZCHlCX1HWRWDE2N2kAI93Ig2MOe3VnVqFWCuWesWA4GKpWKKF8n6s0MEc9MvLebmXiP8HHCyVZDSol5uTeAO0yLDh8eLjT7Ob0xc6RXT7se7z70qDuTpnYdGWWNNA1SXdesSC9WTgzk7b15fdohYS6KiFkAjVrFvGhvdmVVD9oX8+csiPFBCNh2EaxSCiEL18HTtXToDMyPkVcsk4oGL6d31Xi5lbe5IeXSUXLi/b9mrjgCTA11p1Nv5IiZ5S5jg+S6NEvnh+6eHc7CWB+e/SGTw30svfn2ZBmT/raTy984yOyXdg/a9qXHL4vB1d6ah746ZfHviCJiFmJRrA9NHV0cLxyaZLuXkw3xwW4XhYiBHOJ16o38f3vnHd5Wef7v+5XlvZckx3Fix1t29nJ24hE7AUKBsiHs8APafikdlDIKBVoKLRRKoQ17hkCBQiHTdvZwduLEI3HixI7jHY843tb5/XGOjDMcH9mWbAfd15Ur0qtzpPNK1qN3PM/ns+1YFbMiA3B0EFZNfL11qrwutkrl+2Oucfzagh3He2bKU8p3NqtfSxsX4kNDSwcF/VjlodEIXr5hLKH+bjz06R5KVFQGNLe2c8tb23l4+T7aTSai9Z7UNrVz81vb+u26uuLj5sSzV8dxsKSet3tZR9od9iDWT8yKDLRpQTjIU8q8sjMUVau3IBsopo7yw83Jgcy8CjxdHJka5m/VtBQ3Jy3DfV0pqm7sdnRR1dDC57uKuf+jXSS/vBEAk4TqdcaEcH+ctRq2F6ofWZllf5ZasImgBk8XR5YunkRbu4n7P9p1yUX09fkVTHguna1Hqwn2cWXdr+ey8uHZjApwZ/eJWv6yMq9fr83MgtFBpMUZeGXt4X5NeLYHsX7C3VnLjHB/1ubabrE9Nc4ADI0ppbPWgZkRAWTmViBJEkmxOo5WnuV41VmrvWZyrB4J+HynvPguSRJ5pXX8c10B176xhcnPp/Pb/xxgf3Ed14wP5o7pI8krO8ORCvVfsLEhPpxpblc9srpqTBAaAevz+38TKDzQg1duHMfBknp+f550D8jyPQ98vJs739tJU2sHd88IZcvvEhnpLzvFf/3gdFwdHXhzw1GriQz88eo4nLUafvdlNqZ+ynPsMYgJId4VQlQIIQ52aRsnhNguhNgnhNglhJiitN8qhDgghMgWQmwVQoztck6aECJfCFGg+Eua28OEEFlK+3IhhJPS7qzcL1AeD+2XHluRFKO82H643HplNV0J8XPDGOQ1JIIYyFPKU3XN5JefITFax+hgL7Yds175lDkp9e3NhTz2VTbTX8gk7dXNfJJ1gnaTxMNJUXz385lseyyR568ZzQNzIgDLKgpuVTTG/q1yZKXRaIjQeVBxpsUqC+nJRlm656u9Jby35Xhn+96iGiY+n87Kg2X4uTvx/S9m8tR5Ri3ebk58et9UBLDkw92Uq8ybswSdlwtPXGlkx/HTfKKyqqIn1IzE3keWiO7Ki8AzkiSNA55S7gMUAnMkSRoNPIviQCSEcAD+CSwAjMDNQgizbcxfkI14I4AaZJcklP9rlPZXlOMGNZ0F4Tm2CyqpcQZ2F9VQ2cUObrDSNdViZIA7zW0mvleZZ2UJm45UsuTDXVzx6mYAjlc38r/9pxgX4sOL143hywem8+3PZvJ/yZHEB3t3ivcZvF2ID/ayKP3jqjFBOAjBujz1I6tFY+VNh/esVB7088QI5hv1PL8il81HKnjsywNc88ZW6prauGZ8MLseT8I4zPui544f4cvvF8bQ2mHi6tc390tO2/lcP3E498wM65Rq6is9BjFJkjYC50/6uzXPlSTJvLLd1Tx3ClAgSdIxSZJagc+AqxUd/UTgP8pxHwA/UW5frdxHeTxJ2EoqspfovVwYG+LDWivWBp5ParweScKma3G9Re8lB4lM5f1JjNWRVVjdZ+WFM81tvLG+gIWvbiTi9yu4/Z0drMkp52xrO14ushfOG7dO4M3bJnLD5JBLGtMmxujZU1TD6bPqRkkajYYogwdVDS1UNVx65JJXWs9vvtjPe4qaxadZJzrVKPoTWbpnLGEB7tzx7k6W7SzG01nLZ/cl8MqN43rMI7tvdjjzogMpq2/h3g/7X6dMCMGTVxqJDfLq+WAV9HZN7GHgJSFEMfBX4LGLHHMPsFK5HQx0LRo7qbT5A7WSJLWf137OOcrjdcrxFyCEWKJMa3dVVtom4bQ75hv17C+utcpQ/GJE6z0Z6e82dKaU0Tr2FNVQc7aVpBg9bR0Sm1UmpXblwMlaHlm+jynPpzP66TW8uCqfnNIzeLpoWTjawPIlCRx5fiFv3DoBgM92qpu6JMXoMEmw4bD6H6LOjP+N5+66mUwm1hwq4/Z3sjA+tYq0Vzfxxe6T1Da2E+DhSPXZNoskfSzB08WRpbdPJFzngbNWw1cPTifBAtekd+6YhMFL1il7a+NRq1xjf9HbIGY2zw0BfolsnttJF/PcR/t2eeqQJGmpJEmTJEmaFBgYaIuX7JbkWNsWhJtlq7ceraJ+gLWk1JAYq8ckwcYjlUwY4YO3qyMZKlItWttNfJpVxE/f3ErMEytZ9PoWvtpbQnVDC5E6D36RGMGuJ5LY+9R82VlolPyFnRkZiKODUJ0/NTrYm0BPZ9ItGE2bNcZWHiylsbWdtzYeZeGrG4l8YhVLPtrNpiNVSBLMCPfnjVsmcOT5NHY+ntKptWYtRgV68PIN43B1cmDxuzss2kTRaDR887OZODoI/rQir1ceAbbCVua53RnhVgM+QgitMtrqapBrPuekEEKLPG0d9CJaUXoPRvi5kZ5T3pmrZG1S4/Qs3XiMdXkVXD0uuOcTBpAxwd4EeDiRkStf69zoQNblVWAySWg0564WnKg+yzubC1mXV8HJmibMe1kezlpmj/Lj5ikjSDXqe5weRek9OXSqXpXxrUYjSIzWsSK7lLYOkyonq5rGNtydtRSdbsL41OrO9gB3J2ZFBXLPzDDigy9cg0qM0fH9AfWv0xvig7359N4EbnsnixuXbmPZfQmMUml2rPdy4a3Fk7jzvZ3c8lYW2x9LVK1ma0tsZZ67E4gUQoQhB6ebgFskSZKEEOuAnyKvk51vnnsHsE15PFMaAoWCQghSjHo+2n6Csy3tuDv39i1Wz/gQXwI9nVl9qGzQBzGNRjAnSkd6bjntHSYSY3R8s+8U+0/WMna4N6tzylm2o4g9J2o7C+oFMNzXlcRYPXfPCO1MCVDLorHDOHSqnve3nODXqdE9Hp9i1HO0soGdx08zPfzixiZ5pfX8a8MxNh6pPGf9zM/dkZsmj+DumaE9BszEGB2f7Sy+5Ov0B8ZhXiy7L4Fb3trOTUu38+l9CUTo1AWyudE6HpgTzpsbjnLtm1vJ+NVcq11nb1GTYrEMOZBECyFOCiHuAe4D/iaE2A/8CViiHP4U8rrVG+b0C+hc0/oZsBrIBT6XJOmQcs6jwCNCiALlXPPU9B3AX2l/BOhMyxjsJMfqaW23XUG4RiMHzvX5lVZTCuhPugoljh2uGG+8v5PIx1fywMd72Hi4ivYOE5NG+vKna0aT/9wCNj2ayDOL4iwOYGB59v70CH+yS+ouKAjffrSae97fSfwf5PWt/+4roa6pjfhhXvxGCY7BPq78Ni2mxwAGMCNCdszKtMFGULTBk2VLEjBJEjct3U5BhfqKgUcXxDBxpA9HK8/yyPJ9PZ9gY3ocJkiSdHM3D028yLH3Avd28zwrgBUXaT+GvHt5fnszcH1P1zcYmRyqFITnlrNgdJBNXnNhvIHD5WfYfrSauUoqw2DF312ekix+ZwdNStA93diGztOZmREB3DkjlDHDffrt9TxctOg8nTlWKet/9TT9dHPSMicqkNWHyhg/0odPs4rZX1xLi5L576zVkDDKj8UJoaTF/zCdfXvTMfLK1AcHd2ctCaNk34EnrjT2fEIfidJ78tmSBG5+K6tzRBal91R17rL7pjHlT+l8tbeEhHD/AXdw74o9Y98KaB00JEbbtiB8cpgfuafqWWNDvX+1tLebWL6ziOv/JS/K3/TWdgCa2zqINXgyN1rejPnygem8fOO4fg1gZmZFBmCSYLXKVBSz8OTDn+1nR+FpnBw0pMTqWL4kgfznFvDZkmksHBN0TkCcFi5bwG2wINs9KUbHMSv7DnQlQicHMo0Q3Lx0O3ll6rwFnLQavn5gOg5C8NiXB/q19rOv2IOYlUg26qltbGOXFZUauuKsdWBWZGBnWc9AU1rbxHPf5zDnxXVEPrGSR7/MZufxGhwdNMyJCuT6icORgKWLJ/G0kjluzVw3s/b+MpVZ4omxOkwmiWi9B2t+OZvsZ1J5647JnbueF+NOpYj8o+3qlTASuyQA24rwQA8+W5KA1kFwy1tZ5JxSF8jCAj342w1j6ZDgun9t7bNfQH9hD2JWYnaUrL6absMk1MRYHWX1zRxS+UfZ32w6Usl9H+xk7DOrmfZCJm9vKqTodCPDfFy5PWEkG34zl+xnUvng7ik8OM9c4lNOaIA7kToPq6alGId54+KoYc8Jdfpfvm5OTIvwp90kqZ5yTQnzx0mrYYcFBeEhfm5E6T1YZ2ND5FGBHixfMg1nrYZb3t7OwRJ1Ol8/GR/MjZNDqGtq58al2618leqwBzEr4eGsZXqEP2tzbecQPi9ahxC2+1VvaJZzoq54bVNnpvza3AqaWk2MDfHmmUVx5P4xlS2/S+TZn8SfsygfFuDOqED3zhyxFKOerMLTVtXeHxPsTUNLOyeq1eVLpcYZOFp5lgILCsLjh3lR39xOcY16ZZF5MTqyjp22uWdkaIA7ny1JwM3RgVvfziL7pLpA9vRVcXi6aGlsbbdKWZKl2IOYFUkx6jlR3WiRKkJfCPR0ZuxwH6tKPx8uP8OjXx5g2p8ziH96Nc+vyOPQqfpzMuUPP7+Abx6ayR3TQ3Fx6n7vKClGx/ZjsjdBilHW3rfmiOQas4mtSj2rFMXJypJqiOsmKq+xSb1mVlKMnnaTpFpOuz8Z6e/O8vun4eGs5da3t/eoVFta18T1/97KmeZ2bpoyclBIYQ/8FVzGmLP3bVnXmByrY//JOtXOPT1hMpn4dn8Jt729HeNTq5j/ykaW7yymvL6ZUQHuPDg3nB2/vzBTXg1JsXLZ0abDlYwd7kOgp7NV36vrJsgmtmpHqkHerowd7m2Rx+f1E0MQWFax0Vm5YMOa266E+Lnx2ZIEvFwdue2drG6z8/cW1bDo9S0cr2rk3Tsnda4zDjT2IGZF9F4ujB3ubdMglqQEzr6MaE43tPLymnySX95AxOMr+cWyfWwuqEaSYNoof165YRyHn11A5q/n8tu0GHRePedEXYxJI33xctGSkVeBRiNIjtWxPr+Clnbr5Lo5aTWE+LpSUtOkWoZ5fpyB/SfrKK3rWS218zX85NdQu/CtddAwNzqQ9fkV/aaxZSkhfm4sv38avm5OLH5nxwXS4d/sK+HGpdtxcZTrMBNj9ANynRfDHsSsTIpRz77i2n4bGfVEjMGTYd4uFtX+Aew+UcPPl+1hwrNrmfDcWl7LLKCgooFAD2eunzScFf83k9xn01i2JIFrJgSj1fb9T0f+8upYl1dBh0kixajnbGuHxTrxlpCoCCX+Z7c6/0ez8KQlP0TzFaPc5bvUe0wmxuioPtvKfhVemdYi2MeVz5Yk4OfhxB3v7mD3idPUNrby6y/288HW44wL8eGbh2aq3uiwFfYgZmWSlXUVNUXO/YEQgqRYPZuPVF0ye7+13cQnWSe49o0tRD+xkuve3Mr/9pdS39SGMciT36ZFk/30fLIeT+aln47FGHRx/am+khQrf3n3FdcyPTwANycH66ZazDK7d6sLMBE6D0YFulu0LnaP4j701V71QWxOVCAaG27KdMcwH1eWL5lGoKczt76VxdyX1vP13hLmRAXy8T1T8XO/fGon7agkWu9JiJ8ra3PKO/XVrU1irI6Ptp9g27Fq5kX/kL1fXNPIO5sKycgtP6eg2stFy4wIf25LCGVuVIBNF2vnRulw0Agy88qZONKX2ZGBpOeW8+zV8RcUhPcHIb5ueLpoVacUgDwaW7rxGLWNrfioKIAO8nHFx9VRdf4VyEYak0b6kZFbwa/m91zfaU0M3i58tiSBez/YxemzrXx6XwLGYf2j/WUN7CMxKyM7hBvYXFDFWRs5hE8b5Y+rowMZOeVk5lVwz/s7GfP0amb9ZR3vbz3OyZomQnxduXN6KJsenceBp1N5984pJMbobL7b5O3myKSRvp2L2ilGPeX1LWRbEGQsZeJIX5rbTRxQOXVLjTPQYZIsWnifGuZHW4fE1gL1O46JsTpySutVr79ZE72XC8YgLxpb24kNGlzTx/OxBzEbkGzU0dpusskWemNrOx9tP45WI/gkq4i7399JRl4FLe0mJozw4flr4sl/bgEbH03k6UVxhPi6Wf2aeiI5Vk9e2RlO1jSSGCOPzKw5pbx5sjwi7qpBfynGBHtj8HJhjQWy42YLuA8skKBOGoDs/UsRP9ybmsY2VRZwA4l9OmkDpoT64e0qO4SnxRv6/fmLaxp5e1Mh6TnlF/zBzY4M4P+So5jYT3rm1iAxVsfzK3LJzKtg8bRQJo30ZW1OuSrZnN6QYtThIASbVY6SzCohX+wupqm1A1cnhx7PmR4he2tmWZC9H6HzYLivK+vyKmymRXcp4pUp5MGSOoYPgh+77rCPxGzADw7h5f1WEL79aDVLPtzF2GfkaeIHW49zqraJUH83HpgTzuqHZyEETBjpO6gDGMi1fGEB7p07qilGPfnl1vPT1Gg0hOvcqTzTojpLPjXOQHObiY1H1MsrGYd5UdvURqnKkYwQgqQYHZsLLr0pYyuCvF3QCMg61r+O5f2NPYjZiORYPTWNbewp6t0Wulme+Zo3thD1uKwEsSannKZWE+NH+HTqbq3/zTweXRBDtMGLCSN8h4SBCCjZ+0erOdvSznyjPFq1ZPpmKQuUEbHaYu2po+TRtCW7lNeOV7L3t6jP3k+M1dPcZrJqmklPnKxp5Jn/HSLxbxsQAj7bcYJ8CySGbI09iNmIOdFyQbgldm5VDc38ZWUec19aR/QTK/n919nsLarF1UnDfKOeT++dyuHnF/D1gzO4ZeoInM7L3Uox6jl0qn7Qr2mAPKVs7ZDXDUf4uxGt97RqAL5jmpwG8d3+U6qOd3TQkBSjIyO3gjaVo+kbJ8kVApZk/E8Nk53SM/Js/+NzsKSOXyzby5yX1vPRthOkxRv44K6peLg6cd+Hu6i1gk9mf9Df5rkxQohtQogWIcSvz3ue/xNCHBRCHBJCPNyl3U8IsVYIcUT531dpF0KI1xTz3ANCiAn9123b4+GsZVq4P2tzLl0QfuBkLb9YtpcJz65l0nMZvLnhKMerZSWIO5TdxP1/SGXp4klMj7i0pLG59s+WShq9ZXKoH54uWjKVL2+KUc/O46epUWmdZil+Hk74uTtZZHQ8P05PXVMbO1Wuc7k4aQn2daX4tPoKARdHB2Z0cUq3NpIksfFwJbe9ncWV/9hMZl4Fd88IZeNv5/HyDeOYGRnAv26bSFldMz9fttdm+niW0N/muaeBXyDbuHUihIhHlrSeAowFrhRCRCgP/w7IkCQpEsjgBxnqBUCk8m8J8KbqXg1Sko16jlc3nqOKYDKZ+GZfCTct3UbMk7KLz7f7T1Hf1EZckBePXxFDjqIE8YyFu4nhgXKi5lCYUpp1xjLzKjEp2fsmybo7ddPDZakdtSKGs6MCcdZqLJpSJisVAl/sLu7xWDNJXZzSrUVbh4n/7i1h4WubWfzuDrmwPy2GLb9L5PErjAzz+cGbc+JIX579SRybjlTxwso8q11Tb1EjT71RCBF6fjMXN8+tACqEEFecd3wskCVJUiOAEGIDcC1y8LsamKsc9wGy+cijSvuHijnIdiGEjxAiSJIk6xj12YCUWD1P/vcg/9t/CgcHwfcHSimoaMBcLufu7MDsqAAWJ4zst5ytFKOedzYVUtfUhrerY5+fz5okx+r57kCpYhrig95LLgg3K0P0N4unjeS7A6V8vP0Ec6J7lvR2c5JH06sOlfH0orhO5/BLcc+sMN7fepwvd59UveNodkrPyK0gxtC/SaZnW9r5bGcx724upKS2iQidBy/+dAxXjxuGs7b7XdcbJ4/g0Kl63t5ciHGYF9dOsM5n0ht6m2LxMLBaCPFX5NHc9B6OPwg8L4TwB5qAhYDZWljfJTCVAebK0u4Mdy8IYkKIJShmJSNG2CYr3lK2H63mkx0n0GrgtcyCznadpzNzogO5b9Yoq9SkzTfq+feGY6zPH/x2bnOjfyi9GT/Cl+RYPV/vLaG5rQMXx57TGixlSpg/Tg4adh7vXn23oaWdnYWn2Xq0iq1Hq8k5Vc8IPzf2F9cybkTPu74hvm54uWg5aEH2vt7LhdHB3mTmVfDQvIieT+gBSZLYV1TLF7uLySs7w56iWqaE+vHHq+OYF61TXRnx5JVG8svO8LuvsonQeVhFRrw39DaImc1zvxRC3IDsTJTc3cGSJOUKIf4CrAHOAvuAC/aQFQs3ixcCJElaCiwFmDRp0sBrMwMV9c18uO0Ea3PKOVrZQLsy3DL/eN8/J4wH50RY3cdvXIgvAR5OrM0pH/RBzFx6k66U3qQY9XySVcTWo1VWU02IDfJk/8k6yuub0Xu50GGS2FtUw87jp0nPrWB/cS3tJgknBw0TR/ry4NwI/r2xgBUHy1QFMYApYXKfdhRWMyVMnVRRYoyO1zKPcPpsa6/rFYuqG/l6bwn/3VdCYdVZxgz3JiLQg6euNKq+9q44Omh449YJLHp9C/d/tJtvfjYDnWfvFEz6k343z+0OSZLeQbFjE0L8CXlkBVBuniYKIYIA8wJFd4a7g5L2dhPfHyzlyz0n2VdUS33zDyVG/u5OTAnz46bJIfi5O3LV61uJCPS0iRGpg0aQFKNnRXYpre2mC3YwBxtJsTr+vDKPU7VNTAv3x8NZy9qccqsFsavHBbP/ZB2PfXUAD2dHNh6ppLaxjYRRfpgkifvnjGJ6eAATR/p2jgZzSuv4/kApjy2IUTWlvGN6KOm5Fby/9bhFQezVjCOsz6+waOpWc7aVjLxylu0oZveJGoSAhDB/HpgTTlq8Hi/Xvv3N+Xs4s3TxRK57cysPfryHT+9LGPC/qX41z70UQgidJEkVisHutUCC8pDZJPcFLjTP/ZkQ4jNgKlA3GNfDDpys5aFP9nCytgnzZpKzVsPYEG+uHB3ETVNG4Onyw1qUJEkYvFzIyK3gehvZXqUY9SzfVcz2Y9XMjgq0yWv2FnMQy8ir4PaEkcyJCiQ9t4LnL+IQ3heOVjaQkVvOqkNlilBiJf7uTiTG6EiM0TEzIqDbYu8rxgxj3Rf72Vdcy3gVI5pZkYE4OgiLcr9GB3sT4OFMZl7PQay5rYOM3Aq+3lvC+vwKNELgpNXwaFoMV48bds4ifX8QN8ybl346lp8v28sfvj3En68d3a/Pbyk9BjHFPHcuECCEOAn8AXmn8VUhhBZoRlmPEkIYkNe6vACTkkphlCSpHvhSWRNrAx6SJMmc9fkC8LliynsCuEFpX4G8dlYANAJ39b27/Y/ey4WS2iaCfVyZFRHA7dNHXlK2RghBYqyOb/aW0NLeccnF1P5iZmQAro6yxM1gD2LhgR6M9HcjI7ec2xNGkmLU8312KftO1jKhF1MgM+0dJnafqCE9t5yM3AqOVck6+8YgL9ydtZxtaWfbo4k4qSgpSjHqcXQQrMguVRXEQNZ5yy6p75y29oRGI0iMCWTlwTLaOkw4Opw72ukwSWQdq+brvSWsOljGmZZ29F7O3DUjVKnXlHhgbriqa+sNV40dRk5pPW+uP0rcMC9uSxi4Mqn+Ns8tQ572Xex5ZnXTXg0kXaRdAh7q6foGGr2XCwXPL7BoJzE5VsenWUVkHTttk6Di4ujArMgA0nPL+ePV6nbVBgq59EbPx1knaGxtZ170DwXhlgaxM81tbDhcSUZuBevyK6htbMPRQTAtPIC7ZoSSGKsn2MeVx7/O5pOsIv6XfYrrJvY8OvZ2dWRWZCArssv4/cJYVe/nT8YFk11Sz7ubC3lsYayq60+M0fP5rpPsOl7DtHB5GppbWs9/95bwzb5TlNU34+GsJS3ewDXjg0kY5Y+DRrCvuJadx2s4UX22V47pavn1/GhyS+t5+ttDROo8LJIm708G9wLJEMHSVIjp4QG4OGqsauhxPilGPaV1zRwsGRg7N0tIipVVPzYfqcLbzZGpYX6qc92KTzfy/pZCbn8niwnPruVnn+5lfX4FiTE63rx1Anufms+Hd0/h9mmhBCvTrLsVrXhLlFivGB1ESW0T+3ow1jAjuPGJAAAgAElEQVRz81R519ySHLOZkXIR+bf7S3hz/VHS/r6RBa9u4p3NhcQHe/H6LePZ9UQyf71+LDMiAnBQptvXWmiI0lscNIJXbxrPCD83Hvxkz4BVhthVLAYAF0cHZkYEkJFXwdOLJJuMjJJi9WgErM0pY/Rw66i09heTQ/3wdNaSkVvB/DgDKUY9z/wvh8Kqs4QFnDuyMJkk9p+sJSO3gvTccvKUGr/wQHfunhFGslHPhBG+nV/wixEe6IGHs4NqfTGQE5cdlVw/NVNKNyctw3xcOXG6kfZ2U4/y3serzrImpwxXrYYvdp2k3SQpSafxXDE66JI7ltdNGM7vv8pmXV6FnG1pRbxdHVm6eBLX/HML93+0iy/un65K5aM/sQexASIxRk96bgWHyxuINlhfdM7PXU5fWJNTziMDrBzaE05aDbOjA8lUjDPMQSw9p5z7Zo+iqbWDzQVVpOeUk5FXQVVDCw4awaSRvjxxRSxJsfoLgl1PTBjpy8bDVRw4Wasq/8nb1ZHZkYGsyC7l9wtjVW06JMXIirtf7j3JjZPPzWeUJImDJfWsySljzaHyzmx9g5cz9S0tfHDXZFUJuSC/f8N9XTmpGKJYe/cwQufB328ax70f7uLRLw/w6k3jbLpkYZ9ODhBJsfIfpDVdr88nxSiLDxafto7ETX+SFKOj8oys8Drc141InQefZJ3gnvd3Mu6Pa7jvw12syC5l6ig//n7jOHY/kczy+6dx76xRFgcwgNuUbHq1QokAV4wJ4lRdM/tUjuDuVfT9zSYlbR0mthZU8fS3h5jxQiZXvb6Zf64rwMfNkSevNLLpt/P45mczAdiv0tjWjKWGKH0lKVbPr1Ki+Hb/KZZuPGaT1zRjH4kNEP2dla2GFKOe51fksjanvHMdaLAyO1LO3n/u+xwaWzs4UtGAm5MDre0mbp4yguRYPVPC/PptlJEcK28gWKK+m2zU4+Sg4fsDpao2HUb6u+Ph7MDeohoe+XwfGbkV1DW14azVMCsykF+mRJEUq79gqjhppC8rD5bxi6RI1dd274wwPth6nK/3nuSWqbapYnloXgS5pWf4y6o8YoK8mGOjnXD7SGwASYzRsaeohuqGFpu8XmiAO1F6j0FbEN7S3sG6/Ap+/3U2C1/bhCTBnqIa3JwcuH3aSBpbO3gkJYqnF8UxMzKgX6dJGo2GSJ0HVQ0tqiVnvFwcmR0VwMrs0m79Ik0miQMna/nnugJu+Pc2zrZ0IIRgzaEykmJ0/Ou2iex9KoW375jE9ZNCLrrWlRZvILe0nhPVZ1X3J8TfDQ9nrVW9Cs5HCMFL148hSu/J419nq5Ys6iv2IDaAJMfqkSRYn69eLbSvpBj17Dh+etBoQ9U1tvH13pM8+MluJvxxLXe9t5P/7i1h4khfFo4OosME/7h5As9cFYfO05nMPpgC98SVY4IAeN8CXXzzlHJvl13KsrpmvthVzM+X7WXic2tZ9PoWXlqdT0NzOzdMDqGtQ+JX86N5+cZxpMUbcHO69ITILGm+8qBlIpETRvrQ3GayyNmpr7g5aXlr8SQ+uHvKBblt1sI+nRxA4oO90Hs5k5FnPaWG80kxGvjnuqOsy6/gmvEDo0RQfLqRtTnlrM0pZ8fx03SYJAI9nVk0Lpj5Rj3Twv1xcXTgcPkZvs8uJSOvnFunjiQpVsf/9luvfOr2hJH8dc1hVmSX8nBylKpzkmL1OGoESzceJcTXjU1HqjoX5QM8nJkXrWNWVAAzIwIJ9HQGYGfhaTLzKrhrhrop/XBfN8YM92Zldin/b476BNabp4xg4+Eq3ttSyN9uGKf6vL4S4mdbPX57EBtAhBAkxlj3i3k+Y4K90XnKEje2CmLmnbe1OWWsyfkhDSJS58H9s0eRYtQzdrjPBTt8kToPQvxcycyVjTOSYvQs21FMVmE1syL7f73F280JnaczRysaMJlMqvL/vFwcWTQ2iO+yy5CQTWGunRDMrMhAYoM8L7pLl2LU8+6WQuqb2/ByUSePlBZv4MVV+Z3VIWpINepxENjEZWsgsU8nB5ikGD0NLe3ssMAVpy9oNIJko571+ZVWNaNoae9gS0ElT/73INOVnbfX1xXg5eLI4wtjWf/ruax9ZA6/TYth/Ajfi6YomLP3NxdU0dTawYyIAJy1Gov8Hy1lTlQgHRKsOqh+3XDqqABa2k0sX5LAx/dO5f454RiHeXWbZpBs1NPWIbHBgmWEBfHyVHeVBVNKjUZDWKAHFRYYogxF7EFsgDF/MW2datHY2tHvZhSldU18mlXEvR/sYvwf13L/R7v5JOsEo4O9eemnY9j5eDKf/79p3Dd7FKEq0yCSYnW0tJvYerQKVydZujkj79IS333hrpmhAHy6Q52BCMDcGHlUuFXl+zlhhC/+7k4WbbCEBbgTY/Bk1UHLNBDS4uT1tE+ziiw6byhhD2IDjC2+mOczPdwfdycH1vRxl7K9w8TO46d5cVUeaX/fyLQ/Z/L7r7PJLa3nugnDEcgjkTdumcD1k0Lw93C2+DWmhPnh7uTQaeeWFKuj+HQTRyrUa+NbgjHIG1dHB4tcqXSeP6TLqMFBIy8jrMtXbzoC8pRy14kaKs40qz7nzhly/tu3Kg1RhiL2IDYIMH8xC6z0xTwfZ60Dc6IDSc8t7zY1oDsqzjTz5e6TPP1NNhOeXcv1/9rG0o3H8HFz5LEFMaz95Ww2PzqPZ38Sz3UTg3Fy0PD5HvX68he71tlRgWQqQT5J0RWz5sh1XIgPja0dHLZA496cLnNapbFJslHPmWbLlhEWxAchSbD6kPq+B3i44OvmqKovkiRxpPwMy3cOrVGbPYgNAhJjzNn7trOvTzHqqTzTwv4ess1b201sP1bNX1blsfDVTUx5PoNffbGf97cV4eXiyBu3TmDPUyl8tmQa988JJ1L/w2L2PbNG0dxuYvnO3gcxkN+f8voWDp2qx+DtQnywl1XXxW6cLCtZWFJAnRijQ5Jgw2F11zUrUl5GsGRKGaX3YFSAu8VTyoRR/rR1SGy+iPGvSVGyfWFlHkl/20DKKxt57Ktsm+Uu9gf2IDYICPJ2JW6YV6ddmS3oKnFzPsWnG/l4+wmWfLiLCc+u5aal23lr4zE8XLT8JjWa734+EycHDWda2lg4OqjbHbYQXzf0ns6cqm3GZOp94uO8GB1C0Bm4kmL0Fo16LGXR2CA0AtUuSNBVxFDdYr2bk5ZZkQE9Wvh1RQhBWryB7cdOW9T3O6aFAvCxYhTc1mFi0xF502XaCxlc88ZW3t50jGE+rjx7dRxbf5fUq6n/QGFPsRgkJMXoeH1dATVnW/Htpaa6Jfi4OTElVJa4+UVSJNuPVbPhcCUbDldyrFLODA/2cWXRuGHMiQpkerj/OQq1syMDSM+rIOdUHcZh3atiTI8I4Ou9JazILuPKscN6da0BHs6MC/EhI6+c/0uOJClWlm5el1dhlfw6jUZDWIAHRysbaGhux8Ol56+JRiOYFx3I6kNltHeY0KpI9EyOlUUAckvPYBymztVoQXwQb6w/ytqcsguKyLsjIdwfRwfBxiNV/HL5PjJyy6lvbsfFUbbJS40zkBSjx9ttcLthdYctzXN/qRjnHhRCLBNCuCjtYUKILMUkd7kQwklpd1buFyiPh/ZnxwcbSbGyz+I6K2akd6X4dCPero4cqWhg9B9Wced7O/k0q4jhvm48eaWR9EfmsPnRefzpmtGkxhnOCWAAN02Rp1z/6OLcdDEeUtRFP9h2vE/Xmxyr58DJOirqm4kfJue6WdMle4GSJW8evaghMUZHfXM7u090757UlaRYPUJYtr4XH+zFcF9XVdn7Z5rb+GZfCf/vo910mCTaOkxk5JaTbNTz79snsvfJ+fz79klcO2H4kA1gYDvz3GClfZIkSfGAA3CT8vBfgFckSYoAaoB7lPZ7gBql/RXluMuW0cHeBHo6k2Els1jzTuILK/OY/8oGZr24jlWHytBqYNwIPz64ewr7/yALBt4zM4wInccl5VSSjQZcHTW0tl861yxC74mXi1a1eGB3mNcN1+VXoNEIkmJ1bDxcpdpZ21LuVrLpv92v3pvGLGKodpcy0NOZ8SE+Fq2LCSFYEG9gS0EVdU0X5n6dPtvK5zuLueu9HUx8Np3/+2wfe4pqSFFy0/5wVRwv3zCO1DiDzXW/rEWPQUySpI3IwemcZroxz5UkaSeyjv75aAFXRZffDTgl5G9JIvAf5ZgPgJ8ot69W7qM8niQGs65yH9FoBInROjbmV/bbF7OuqY3/7T/FL5fvY9Lz6Vz/r228vekYAR7OPHmlkXW/nku0wQtJkpgTFWiRt2NDcyuujg7UnO05iXJ2VCBtHRLpOZbV/nUlxuBJsI/rD6kWSpJwVmH/5rqZ8fNwws/dicPlDarX8zxdHJkS5meRa3myUU92SR2ldepVUdPig2jrkDrXUMvrm/lw23FueWs7k59P57dfHuBIRQN3TB/Jlw9MY/tjSbx560QMXi6sskBZdqhgE/NcSZJKlGOLkM1z10iStEYIEQDUSpJk9jczG+RCF/NcSZLahRB1gD9w2dZQJMXqWL6rmJ3HTzMjIqBXz3GssoHMPFnldOfxGjpMEr5ujiTG6EiK0TMrKuCchfj5RgN/zzhM5ZmWzto+Nbg5aTnd2Eawb89f8AfnhvPdgVLe2XycZKOhV/0yl2j9Z/dJmtvOzd63RgkSwMyIAL7df4r1h6s6R4I9MS9ax3Pf51J8ulFVDeF8o54XV+WTniu7O6lhfIgPAR5OvLn+KB9vL+qcvoYHuivWbAbiLlIxkBZv4NMdRTS0tOPhfPksh/d2d9JsnhsC/BLFT7I7hBC+yCOrMGAY4C6EuK2Xr32x51+irM3tqqy0nSJEf2OWl7EkfaCtQ85mf/a7HOb9dT2Jf9vAc9/nUtvYxv2zR/HlA9PY9UQKL98wjivGXLiTOD9OVtKwVO9fo9Hg6CCoauh5l8w4zBsPZy17itStFXVHUqyOprYOth2r7nOS8D3v7+Qn/9xyyWPumhEKwEfbjltwjXIem9rRWHigB2EB7qqmlKdqm3h3cyE3/Hsb7R0m6praaG7r4FcpUaQ/MpuMX83l16nRxAd7X3Qp4IoxQbS2m2zq7WALbGWemwwUSpJUCSCE+Ap59PYJ4COE0Cqjsa4GuWbz3JPKFNQbuOjcYTA6gPcGNyct08P9ycgr58kru3fROX22lfX5FWTkVbAxv5IzLe04OWiYFu7PXTNCmRetU60kEGPwJMTPldWHyrhpimXieRGB7lQ19DydPN3QSoCHE8erG9mQX6FaZvl8Ekb54+bkQGZuBfOidSTF6sjMq+BIRQNResskvgurznKs6iyNre3dSuFoAI2AncfVJ6SGBbgTFuBORl4Fd0wP7fF4IQTJsTre33qcM81tF2ygFJ9uZOXBUlZkl3WuK47wc6O2qZ2nU6K4c7p6ccuJI3zRezmzIrt00LvBW4KtzHOLgAQhhBvydDIJ2CVJkiSEWAf8FPiMC81z7wC2KY9nSraqyxlAkmL1PPnfgxytPEuEzgOQM6kPlzeQkVdOZm4Fe4pqMEnywvDC0UEkxspmr+69mCIIIUg1Gvhw2wmLpxn+Hs7kljVQUH6GiPOCSHF1I29uKCA9t4KKMz8kTn6w7Xivg1inwYpiPZcUo+dxDpKeW25xEEuNM/DmhqN8knWC+2bJO6it7Sa+2F3MquxSdhyvQSPAJMHZlg4KKxsIC/RQ9dyJipb+pQJkV1KMBt7aVMjGw1VcMSaIY5UNrDxYxsqDpZ3uVKODvflNajQL4g2M9HdnyvPp7DlRy52XXMg5F41GsCA+iGU7ijjb0t6rv5fBiK3Mc7OEEP8B9gDtwF6UkRPwKPCZEOI5pd08NX0H+EgIUYC8sWDezbysSYzR8SSytVdJrTeZubIZxskaeeE3PtiLnyVGkhyrI36Yd7+4Ys+PM/D25kI25FdyhSIMqIarxg5jc0E1H2cV8fSiOA6W1PGvDUfZfKSKWmXnTCPkTPNrxw/n5bX57Dze9ymlWc4nNsirM3v/wbmWSXzfNSOUNzcc5T+7TlJe38KaQ2UUn25CAjxdtDhrNUwO82OYtwsfbS9i6cZj/Pm6MaqeOzFGxzubC9lSUE2KUd/j8RNG+ODp7MA/Mg7zj8wjnVJF40f48PuFMSyID7pgZJ1i1PPdgVKLDZgXjg7i/a3HycirYFEv8/YGG7Y0z/0DcgA8v/0YMOUi7c3A9T1d3+VEXWMbOwqr8XLR8sqafNolcHHUMDMigIfmRTAvWofBu2f3aEuZOFJWVVh9qMyiIHb12GE8+mU2y3cW8fmuYhpb5XQLRwfBuBAfbp4SwnXjh3fak63NLWP3iVqKqxsJ8e+dcN48ZRSXkVtObJAXSTF6Xss8wumzrZe0MTsfnZcLPq5a8ssbyC9vQADBvq4kxeq5d1YYIb7y9bW3m/gkq8iiHcfJoX54OGvJzCvvNoi1tpvYUXia9Nxy0nPLOdPSQWF1I6OHe/OHq4ykxhkYdgndsNR4A5/tLGZLQRWJMT0HSjOTRvqi83RmxYHSH08Qs2NdSuuaWJtTzppD5Ww/Vk27ScLdyYF2CV69cRyp8QaLUh96g4NGkByrZ0W2ZeKMLk5aYvTu5JWfxVkrmBnhz53TQ0mM0V1UUPC6CSHsPlHL21sKeWZRXK+uVeflwtjh3mTkVfCzxL5l7+94PIU//u8Q4ToPbp4cgstFpn5arYbwQA+OVDRQ19iKt1vPgdJJq2FWZACZeRVI0g++orWNrazPr2RtbnnnWqb5R2petDwF/b+kSFW7rdPD/fF01rLqYJlFQUyeUsoB8HKZUg79HgwxJEniaGUDqw+Vs+ZQWacV16hAd+6bPYr5Rj2ODhqu/Mdmmto6rB7AzMyP07N8VzHbj1Uz2wKXmtHDfckrP8tL149l0dhLLxb/dOJwHv86m4zc8l4HMZA9O/+ecZiqhpZzsvctDWJOWg3PXTO6x+OuGjuMl9ce5t0thfwyRZ1n57wYHSsPlrE2p5wiRY5714maTinuK8YEkRyrZ0ZEAK5ODjS3dfCf3SdZdbBMVRBz1jqQGKtjbU656jInMwtHB/HBthNk5lVw1WUwGrMXgNsAk0liTxelgOSXN/LS6nwQgt+kRpP+yBwyfzWXRxWV07hhXozwc7NpYuKMiADcnBxYY2FC6j2K9duyrJ6VKpy0GkL8XCmpaaK5tb3H47sjKVZWjFiXZ5vsfXOqxXcHelaPMKe87CuqQasRLPloN899n0tdUxsPzAnnvw/NIOuxJF64bgzJRn1n1ryLowPzYgJZk6NeHiktzkBNYxs7LNg9BZgU6kegp7xLeTlgH4lZCbOEzepD8q9xxZkWtBpBwig5DSLZqCfI++JrHkIIUuP0vL/1uEU67H3BxdGBOVGBrDlUzh8XxaveMIgJ8sLNyUF1WVGK0cA7mwv5fPdJFivqCpYSN8wLg5cLGbkVXD8pxOra+54ujgR5u3Cs6izt7abONT4zVQ0trM+vJDOvnE2HqzpTXlwdNXi7OrFsSYKqlJfUOAMrssvYW1zDxJF+PR4/JzoQZ62G1QfLmB6uPjnaQZlSyuuY6nZQBzP2kVg/k192hl8s28vEZ9ey+N0dfLVHth975cax7H4ihY/vncrt00K7DWBm0uINtHVIrLNSLeXFSI0zUKFCY+x8Jo70pamtQ5U12N2K/PNXe9TXJJ6PEILEWB2bjlTS0m4b7X2zvd7nu08qxid1vJZxhKv/uYXJz6fz6y/2s+t4DQtHB8nF1U+lcPfMUZTUNaled5oXo8PRQajW0Xdz0jInKpDVhywXt1w4OojmNpNFGxaDFXsQ62fMWk1p8QbeXjyJvU+l8OZtE7lmvGVKAeNDfAn0dGa1DaeU86J1aDXCYtnqxxbE8OZtEzAG9ZyrFezjhrerlpxT9b29TECWLjrb2kHWsdM2kfhePF0uCfrbmnym/imDK/+xmVfSDwPwcFIU3/18JtsfS+IvPx1DapwBd2etxUKJXi6OzIgIYNWhMtX9SIs3UFbfbPEPz+RQPwI8Lo8p5dAeRw5C4oZ5sfPxZIsWWi+GRiNPKb/cXUKzjRb4vd0cSRjlz+pDZTyaFqP6POMw70tqip3PlFA/1uZWsKOwmilh/r25VGZEBODiqCEzr4LZUYEkxerYfKSSI+UNRBksS3ztjor6ZjLyKkjPKWdzgVyyW9fURopRR2KMnrnRukvWm8pCiU6sy6tUbY+XFmfgd19lq9YYS4rRo9UIVh0qY/wIX3Ud44cp5Re7h/6U0j4S62eEEH0OYGbS4oJoautg42Hb1YPOj9NzrPKsVfX+FyvlOB9Y4LR9Pi6ODswIDyA99wftfY1GkN4HjTFJksgrq+f1THmaOOVPGTz2VTb55We4ecoI7pweSrtJ4pGUaK6fFNJjwbxGI5gTpWPD4UraVRqCJBv1aASqN3W83RyZFu7P6oPqR29mzFPKdSrVaAcr9iA2iJk6yg9vV0eb7lKakzMt3aW0hFmRgTg6CNUWZ92RFKvnZI3sfGTwdiFC50GmhetibR0mthRU8fS3h5j14jrS/r6Jv645jAB+PT+KVQ/PYtNv5/H0ojgeUAQeLZniJ8boqGtqU73xEeDhzKRQP1Zb4C+ZFm/geHVjp/O4WqaEXR5TSnsQG8Q4OmhIitWRnlNukbVXXwjydmXscG/WWOCo0xui9Z7UNLZRUa/efux8zPI45gX9RAu19w+W1DHh2bXc+nYWy3YUEWPw5IVrR7Pj90n896EZ/CwxkhjDD5I2ei8Xxo/wsehHZWZkAA4a9UKJIE8p88vPUFh1VtXxKUZZIdYSY12Qp5Rp8Xoy8ypoarWekbK1sQexQU5anIH65na2H7OO+N/FmB9nYF9xLWV1vQ8wPXH1eDnJ8v0+TCl/cD6SA25yrA6TBOtVSnxH6Dy4ckwQby2exL6n5vP2HZO5acoIdF7dl3alxRk4WFLPyZpGVa/h7erIpJG+rLPA7TtVkcZWO+LTebowaaSvxUEM5CllU1uHzWTRrYE9iA1yZkcF4uroYNNdytQ4eUq51oq6U7dOlXf7evPF60rX0Vdn9r7KKaWLowN/vnYMKV2STnsiNc4cYNS/N4kxOnJL61Wrtwb7uDJmuLdF701qnIG8sjMcVzl6MzM1zJ8ADye+H8JTSnsQG+SYM7l7kwvUW8IDZX/DNVYMnG5OWoK8XTheLSeQ9pauoy+N4qy94XCl1abfoQHuxBg8LfpRmWf2B7BgAT1VGQ2rDXw/BFfLp5SpcQYyc4fulNIexIYAqXEGKs+0sLe4bzI2ahFCkBKnZ9vR6ouaUfQXc6MCMUnwPxXlPN0RP+xcg5UH5obz/S9m4thPO8QX41fzozsX+dUQqfMg2MfVoimbOSipXZsM8XNjdLB3rzaBrlCmlGqn4YMNexAbAiTG6HBy0PR56mUJ840G2k2SVf+wzXWXy3cV9fo5NBrBO3dM4s/XyoXcI/3dGenv3i/X1x0pRn2nJJAahBDMiwlkS0EVLT24Q5mJ0HkQofOwaGSVFm9gb5Hla5lTwvzwdx+6U0p7EBsCeLo4MiPC36JM7r4yPsSHQE9nq+5SRug9cXdyYH9xz+VKl2LMcB+b1Jf2hcQYHY2tHewoVF+snRZnIKtQvdt35+jNwvQYrYOG1HgDmXkVNLcNvSmlPYgNEVLjDBSfbiKntG/lOmrRaAQpRj3r8637hz1BqbvMOdW3QDbYmTZKru+0JNUiNc5Ah0lSba5rHr31ZsR+xeggGluH5pTSJg7gQoho5Vjzv3pFuhohhJ8QYq0Q4ojyv6/SLoQQrykO4AeEEBP6v/tDB3MmtyVJkH1lvlHP2dYOth61nkvezZNlc5J3Nhda7TUGA65ODkwL92e9BakW8cFeBPu4Wpb4auHozczUMD/83J34Pnvo+VLaxAFckqR8SZLGKcdPBBqBr5WHfwdkSJIUCWQo9wEWAJHKvyXAm+q7dfkR4OHM5FA/i7b2+8r08AA8nbVWnVKmxetxEHSKQ17OJMboKKw6qzqJVZZkMrCpoIqGFnX6a2nxlo3ezGgdNKTG6cnILR9yU0pbOoCbSQKOSpJ0Qrnf1en7fAfwDyWZ7cjWbuoF4C9D0uLlTO5jldara+yKk1bD3Bgd6bnldFgpvUOj0bDmkTmkPzLHKs8/mDBvBliUvR9voLXdpHqaFzdMHr31NvFVnlIOrVrK3q6JPQy8JIQoRh51PWbBuTcBy7rc10uSZN4WKQPMguGdDuAKXd3Bz+FyMc/tid4kWvaV+UY9VQ2tfTa+vRThKq3Qhjohfm5E6DwsWncym7ioDUpCCNLiDWw+UsWZZsvSY6aN8sfXzZGVB4fWLqVNHMDNCCGcgEXIhrsXoPhKWvyTL0nSUkmSJkmSNCkw0DqW9oOBYT5yXaMtC8LnRgfi5KCxauLrj4nEGB1Zx05zVuX00EEjmB+nZ50FO4dp8QZaO0wWlTqBeUppICN3aO1S9jaI3QF8pdz+gotYrnXDAmCPJEldhxLl5mmi8r/5Z8rsAG6mqzv4j5b5cQb2F9dyqlZdJndf8XRxZHqEP2tyrCc4+GNibnQgrYpyhlpS4wwWbbBMGOFLgIdzrzaBFo4OoqGl3abyT32lt0HM7AAO6hzAzdzMuVNJ+MHpGy50AF+s7FImAHVdpp0/WtLizZnctk18PVHdyOFy26zFXc6YPSktyd43b7ConVJ2jt56kR4zLVyupTxiRT25/kZNisUyYBsQLYQ4KYS4B9kB/G9CiP3An+jiAK64hD8CPKEc76U85g6k8MMIzswLQIoQ4giQrNwHWAEcAwqAt4AH+9TTy4TwQA8idR42nVImG3UIYXldnp0LcXSQPSnX5VWqHtk6aTXn2LOpIS3OQGNrB5uOWJYe4+igYfOjiTw0zzJH9YHElg7gZ4ELtIglSapG3rE8v10CHurp+n6MpMUb+Oe6Aotdr8DKn+UAAAfLSURBVHuLztOFCSN82a9S2M/OpTF7UqqVoAY5KH2z7xQ7jp9W5WyUMMofLxd59NadC3l32MrrtL+wZ+wPQVLjDJgkSLfQ0KMvvL14Em/fMclmr3c5Mzda3nyyZEpptmdTm7PnpNWQHKsnPdd2gpoDhT2IDUHihnkx3NfVplNKX3enToVTO31D5+nC6GBvi+z4zPZsqw6WqZZkSo03UNfURtYxy8x1hxr2IDYEMWdy9yYXyM7gYF6Mjj1FNdRYUB6UGifbsx1Q4e8JMDvS9oKaA4E9iA1RepsLZGdwMC9a1lLbeET955cUK/uCqt2ldHVy4MN7pvDoAvX2e0MRexAbovQlF8jOwDN2uA/+7k4WTSl93JxkezYLJJnMKR2XM/YgNkTpSy6QnYFHoxHMiQ6kqsEytYnUOAOFVWeHVB6XtbEHsSGMORdos4W5QHYGBy9eN4aP751q0TnzjXrGDPe2qmz4UMMexIYwCUrB7uEKy0xT7QwOeuMUr/Ny4dufzWRyqJ8VrmhocnlPli9znLQatv4uSbXdmB07lyP2kdgQxx7A7PzYsQcxO3bsDGnsQcyOHTtDGnsQs2PHzpDGHsTs2LEzpLEHMTt27Axp7EHMjh07Qxp7ELNjx86Qxh7E7NixM6QRl5uDjRCiEjjR44G9JwC4HIoV7f0YfFwufbFWP0ZKknSBJ+NlF8SsjRBilyRJQ16n2d6Pwcfl0hdb98M+nbRjx86Qxh7E7NixM6SxBzHLWTrQF9BP2Psx+Lhc+mLTftjXxOzYsTOksY/E7NixM6SxBzE7duwMaX40QUwIcVwIkS2E2CeE2KW0vSSEyBNCHBBCfC2E8FHaHYUQHyjH5wohHjvvuRyEEHuFEN91aQsTQmQJIQqEEMuFEE5Ku7Nyv0B5PHSw9EUI4SOE+I9yXq4QYprS7ieEWCuEOKL876u0CyHEa0pfDgghJgySfvxSCHFICHFQCLFMCOGitNvkM7GwH05CiPeU4/cLIeZ2eZ6JSnuB8j4Lpd0mn0d/9UUI4SaE+F4555AQ4oUuz9/tey+EeExpzxdCpKq+aEmSfhT/gONAwHlt8wGtcvsvwF+U27cAnym33ZRzQ7uc9wjwKfBdl7bPgZuU2/8CHlBuPwj8S7l9E7B8sPQF+AC4V7ntBPgot18Efqfc/l2X51oIrAQEkABkDXQ/gGCgEHDt8jncacvPxMJ+PAS8p9zWAbsBjXJ/h/K+CuV9XmDLz6O/+qJ8PvO6/F1t6tKXi773gBHYDzgDYcBRwEHNNf9oRmIXQ5KkNZIktSt3twPDzQ8B7kIILeAKtAL1AEKI4cAVwNvm51F+MROB/yhNHwA/UW5frdxHeTzJ/As7kH0RQngDs4F3lPNbJUmqvcg1n9+XDyWZ7YCPECJoIPuhPKYFXJXH3IBTA/2ZXKIfRiBTOaYCqAUmKe+jlyRJ2yX5W/1hN9dr08+jN32RJKlRkqR1SnsrsKfLOd2991cj/0i1SJJUCBQAU9Rc348piEnAGiHEbiHEkos8fjfyrxrIb+5ZoBQoAv4qSdJp5bG/A78FTF3O9Qdqu3zQJ5FHCCj/FwMoj9cpxw90X8KASuA9IU+N3xZCuCvn6CVJKlVulwH68/ui0LWfA9IPSZJKgL8qbaVAnSRJa7DtZ2JJP/YDi4QQWiFEGDARCFGu6WSXc7per60+j/7qSyfK1PMqIOP8az7vve91X35MbkczJUkqEULogLVCiDxJkjYCCCEeB9qBT5RjpwAdwDDAF9gkhEhH/uWpkCRpd9e1jAGgP/qiBSYAP5ckKUsI8SryVOXJri8kSZIkhLBWHk5/9KMG+Vc8DHkk8IUQ4jZglZWuua/9eBeIBXYh1/huRe6XKqz8eUA/9kUZGS8DXpMk6Zi1LvhHMxJTfrHNw96vUYaqQog7gSuBW5VhPMjrL6skSWpTjt8CTAJmIP/yHAc+AxKFEB8D1chDefOPwnCgRLldgvLrpDzurRw/0H05CZyUJClLOe4/yEENoNw8LVH+rzi/Lxfp50D1IxkolCSpUpKkNuArYDo2/Ews6YckSe2SJP1SkqRxkiRdDfgAh5VrGt7labter00+j37si5mlwBFJkv7epa27977XfflRBDEhhLsQwtN8G3mh8qAQIg15arhIkqTGLqcUIa+nmI9PAPIkSXpMkqThkiSFIi9KZkqSdJvyoa4DfqqcfwfwjXL7W+U+yuOZXb6YA9mXMqBYCBGtHJcE5Fzkms/vy2JlVywBeepmnuYMSD+U9gRlR0wo/ci11WdiaT+U63RXbqcA7ZIk5SjvY70QIkHpx+Jurtcqn0d/9kW5/xxygHr4vJfp7r3/FrhJyLuXYUAk8kZHz0gqVv+H+j9gFPL8fT9wCHhcaS9AnofvU/6Zd008gC+UY3OA31zkOedy7u7kKOVNL1DOdVbaXZT7BcrjowZLX4BxyFOBA8B/AV+l3R95DeMIkA74Ke0C+CfyzlE28iLuYOjHM8gB7SDwUZf33uqfSS/6EQrkA7nKezuyy3NNUvpwFHidHypqrP559GdfkEdRktJuPse8C97tew88rvQlH2U3U80/e9mRHTt2hjQ/iumkHTt2Ll/sQcyOHTtDGnsQs2PHzpDGHsTs2LEzpLEHMTt27Axp7EHMjh07Qxp7ELNjx86Q5v8DP5P5yKBxKw0AAAAASUVORK5CYII=", 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\n", + "image/png": 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", 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11/KnxVG8vDGTuz5K5svfzBqmdzd4FBE9R0iI8OSHo2X8mFHOBTHKuF6Qq5c2pZfz4Z78AYto53C/0vo2gs6Q7N45M8lSlmhyQS0AU0PdGR/ggqu9DduzKkdMRGua2vkypYg1+wooqm3F11nHHxdFct304K4+A+0GIz9lVrL2YBE/ZVZgMAnG+Tvzl4tjuWySP56Otv1+vd/MG8N/9xdwIL+WzWllLB7na623ZhEUET1HuHfuGH44WsaHe/IVETUzK8ITG7XE/ryB19F7mF3nwtoWgjzsqW/poKBG7jpfUC13oS+oaeZkdQsl9W0EudlhtFCK04H8GnQ2Ksb5O6NWScwe68X27EpMJjEsQ+7qWzo4kF/DgfwakvJrUEsSyQW1TA9z58llMSyK9cFGrUIIweHCOtamFPF9agl1LR14OdlyR0IYV8YHEO3rPOg1vH/bNBa9toOHvzjMkb8sPqM3MJIoInqOMCHQFXutmuT82pFeyqgi1t+ZI4X1FNe1EODa//LJTjl8dG0qjW2GrlEdnXg62hLiYc/McA8a2wwkZpTjYGOpoFINk4PcuobWzY304vsjJWSUNTDO3/IDCcsb2kjKqyEpTxbOrPJGhAAbtcTEQFcWxvjw/OVxxPjJolhS18o3h4r5+mAROZXN2GpULBnny5XxASREeKKxwLC9CB8nrp0WxOcHCvnDl0f41/W9TlwfFSgieg4xPcydbVmVJOfXMDXUfaSXMyq4Kj6QI4X1rNqZx9OXjDvj+XUtel7dnMVnBwqJ8HLAx1lHmJcDIe4OBJuncwa52XfNmwd4d3sOiRnluDsOPQjS1G4gvaSBB+ZHdB2bM1beitieXTlkERVCkF/dwoG8GvabRfNkjVyj76BVEx/ixkXj/ZgW5s6kINeuIFFzu4G1KUV8faiIPTnVCAHTQ925e3Y4yyb4Waybf3deuiKOjcdK+e5ICb+ZG07sAN57eUMbLjoNOq31JU4R0XOIOxPC2JZVyYoduYqImrluWjAv/JDetc/YFyaT4PPkQl7ZmEl9awe3zQrl4UWRuNidXhxa9UZyK5vQalSoLeBpHzpZi0lwyu/P21lHrJ8z27MquX9exGmu7onRJMgsa+BAnuyaH8iv7epO5e6gZVqoG7ecF8L0MHdi/ZxPsSKb2g1sPFbGnhNVfJFcSJvBRLC7PQ9eMJYrJwcSbOXGKCqVirduiOfmVUncuTqZvU9ccNrz9QYTK3fm8mnSSYpqW/n9ggj+sDjKqmuEfoioJEnvAxcDFUKIOPOxScC7gA4wAPcLIZIkSboReAw5R7gRuE8IcUSSpCDgI8AH2VNaIYR4w3wvd+BzIBTIB64VQtRKcqjvDWAZ0ALcJoQ4aKk3PtxsTi/j3W05fH3/+VZ7jdljvbDVqCw2f/1cQKtR4euk42iRXAnTWzL84cI6nvn2GEeK6pke6s5fLxtHjJ8zBqOJkrpWSutbKa5rkx/XyY9L61spqWultkV287VqidhnNhHoZke4pyNhng6M8XIg3MuRcC8HfJ11/aqBP5Bfi0qCycGupxyfG+XFyh25NLZ1nHbqZ7vByNGielkw82pILqil0TzOOcDVjoQIT6aFujM9zI0xXo491lRQ3czWzAq2ZlawP7cGvdGESpILCr78zXlMDXEb1lr+2WO9SIjwYNeJav65OatXUdycVsa/t53gaFE9nVlpY70dmRBo+a2P3uiPJfoh8BayCHbyCvBXIcQGSZKWmX+eB+QBc80iuBRYAcxAFto/CiEOSpLkBKRIkpQohEgHHgd+FEK8LEnS4+afHwOWAmPNXzOAd8zfz0oe/TKVutYOvj9SzCUTrZfLOTHIlaS8GjJLG4j2G/zG/rnEQnP10pcphdw4I6TreGF1My/8kMGm9HIcbTUsiPbGQavmL/87RkldK+WN7T3q1p10Gvxd7PB31TExyJUAVzt2ZFeSUdrAfeeHkVvVTG5lEwfya2jR/9zZyc5GTZinA+Gdwmp+HObpcIooJufXEOPn3EMo50Z68c62HPbkVLOkW7S6qd3AwYJaOQiUV8PhwrquSqsIb0cunuDPjDB3poW5n5L83kmH0URKQS1bMyv4MaOcnEq5h+kYLwduOz+U+VHevPXTcXafqGbjsTKmjYCH8+5NU4l/PpF//5TDTTND8HbWcaK8kVc3Z7Etu5I2c2qZp6OWyycH8Lv5EcOaX3pGERVC7JAkKfSXh4HOT6gLUGI+d0+3c/YBgebjpUCp+XGjJEkZQACQDlyGLMAAq4FtyCJ6GfCRkLs67JMkyVWSJD/zvc46rpjszwd7CvjH5myriugtM0NIyqvhPztyeW35JKu9ztnE7Qly9dLnSSfxdLRlf24NSfnVVDXqKTPPqGpqN7DreBW+Ljr8XXXMDPfA39UOP1cd/q52BLja4eei69UKLKlr5URF0ylVRUIIyhvaya1sIscsrHlVzaQW1bP+aCndtdnLyZZwTwdCPR04kFfDjHAPNqWV4aTT4KyzwUmnIczTAQdbNZvTyhCCruh5WkkDRpNArZIY5+/MTTNl13xaqHufLfRqmvVsz67gx4wKtmdX0thmwEYtMTPcg5tmhrAg2vuURtCTg1yY/PwW3t+Vx/XTgojwcbLQb6Z/OOo0PHNpLH/+5hhL39iJJEGVudernY2aC8f58IfFUUQO87o6Geye6EPAJkmSXkVuYtJbRuydwIZfHjQL8mRgv/mQTzdhLEN2+UEW2e5dNYrMx3qIqCRJ9wD3AAQHBw/snQwTf14WzQd7Cro28a3FsvG+aD6X2J5dadXXORsQQpBe2kBiejkq4GhxA/euScFWoyI+2I15kd74u+kY5+eCn6sOTwfbHilEQgjaOky06A3UtXRQUtdGi95Aq95Is95Ii95AXlUzzXoD+3OrCfN0wMvJFkmS8HXR4eui65Gj2m4wUlDdQm5lM7lVTfL3yibWHy1Fq1Gx60QVu05U9fqefjhaytqDxdhqVEwKcuX+eWOYHubO5GC3PktOhRBkljV2uemd+66ejrYsjfNlQbQPCWM9+7xep9Xw+vJJ3PtxCje/n3TGvUlL0plGlVHagEqC6mZZPCcGuXD/3AiWxI18DulgRfQ+4GEhxFpJkq4FVgELO5+UJGk+sogmdL9IkiRHYC3wkBCiRz2eEEJIkjTgZDshxArkrQOmTp06KvuGaTQabNQSHUZBVVMbno46q7yOSqUi1t+Z1KKBp/WcC+gNJvbnVZOYXs6W9HJK6tuQJHC0VdPYbuTFy+O4empgV9OQ7lQ3tbPzeBXbsyvpMJr4KbOClg4j/Un/tNWoWL5iHwD2WjUhHg6EedoT6uEgf3k6EOppj5ejLbYaNZE+Tj0sp//uP8mT3xzls7tn4qjT0NhmoLGt45TvAW52BLvbMz7Qpdf30Elbh5E9OVWycGZUUFIvW9zjA1z43YKxXBDjTZy/S7/zTpfE+TJ7rCc7j1fxwg/pPHVRbL+uGyyl9XIa1dqUn9OoLojxZktGBWpJYvXt07sKIkaawYrorcCD5sdfAu91PiFJ0gTzz0uFENXdjtsgC+gnQoivu92rvNNNlyTJD+gcpl4MBHU7L9B87Kwlzt+FQ4V1PLH2KCtvnWa111k+LYjUonre3ZbL85fHWe11Rgv1LR1sy65gc3o527MqaWo3oLNRMXusFw8tjGRBjDdHCuu4c3UySfk13DhT3hc1GE0cKapjW1Yl27MrOVpcjxByov2iWB+umx6Mg1aNnVaDvVaNnVaNQ7fH9lo19loNH+8rYPWefD68fRona1rIq2omv6qZjNJGNqeVY+jmuzto1bKgesii2iWwHg6kFtXiYmfDjHD3QQVvSupa2ZpZwU+ZFezOqaKtw4S9Vk1ChCcPLhzL/ChvvJ0H/8d75c1TmPz8FlbtzOO6qZZ361v1RjallbH2YBG7TlQhhFxL3z2N6t1tOby8MZOb3tvPut/PtujrD5bBimgJMBd5/3IBcBxAkqRg4GvgZiFEVyNBc6R9FZAhhPjnL+71HbIov2z+/m234w9IkvQZckCp/mzdD+3k+cvHcfGbu/t01SzF8ilB/OV/x9icXnbOimhhTQuJ6eUkppeTlF+D0STwdLTl4gl+LIr14fwIz1MaYcyP8kKtktiZXckXBwrZnl3JzuOVNLQZUEkQH+zGHxZGMjfKa0AWGsh7mgKYNcaTeVGnRv8NRhPFda1dwppf3UJ+dTNpJfVsTCs7JXBlo5LkCqVXfkIlSagkUEkSUo/v3Z5DUNdqwNFWQ3qp7NwFudtx3TS5Tn1GuPtpLdaBoNNq+Ofyidz38UFueT+JPRZw64UQHMivZW1KET8cLaWp3UCAqx2/WzCWq+IDegzp+828MXx9qIhjJQ2s3pPfNZhwJOlPitOnyIEfT0mSioBngLuBNyRJ0gBtmPcjgacBD+Bt819SgxBiKnA+cDNwVJKkw+ZznxRCrEcWzy8kSboTKACuNT+/Hjm96QRyitPtQ3urI09cgCsS0GqFyZDd0WhURHg7kl3eRF2LftS4PUPBZBKkFtezxSycWeWNAET6OHLvnHAWxfowMdC1h/i1G4wk59eyI7sSSQjqWzt4dG0qPs62XBjny9xIbxIiPHGxH3yyeGcXpzaDsUcKlUatIsTDQRaDX2TndBhNFNe2klfdTHJeDf/elkOsvzNjvBwRgEkITEL+LoTAZDI/BkwmE6X17eRVNdPaYcRGJeHtZMsHt00j1t/ZamlIS+P8ulKOXvwhnT8P0q0vrGlh7cEivj5YzMmaFuy1apaN9+Oq+EBmhLmf9o/Yx3fO4LyXt/L8unQumuBrta2x/tKf6Pz1fTw1pZdz7wLu6uX4LuTc0d7uXw30+JNmjsr/9kzrO9vwdNRS2aRn9Z5cbp0VbrXXuXJyIC9vzGTFjlwevTDaaq9jTTr39RLTy9mSUUFlYztqlcS0UDeeukiu4e5tnHBRbQu7T1SzKa2MvTnVtHYYUUtgFPJ+5dr7ZhHt62QxobE1W7xtHcYBVe7YqFXmvVIH9ufWoFZJrLx1Kt5OfYuCyST44Wgpr2/JJqeymWhfJx5eFImNSuKO1cm8vzufV6+ZMOT3dDpW3CKnHL23K4/rpgczxsuxX9c1tRtYf7SUtSlF7M+rQZLgvHAPHrxgLBfG+Z5SBXY6vJ11/HlZDM+tS+em95LY+NCcobydIaNULA0zN58Xwj8Tj/Pu9jyriugts0L4+8ZM1qWWnFUiWt3UztbMChLTy9l5vIpWc6PjuZFeLIr1YV6UVw/LWghBWkkDm81WakZpA9PD3KloaOOaqYHMjfTiza3HOVxYz0tXju+qAbcUuiG2wjMYTXx9sIj5UV59CqjJJNiYVsbrW7LJLm8i0seRt2+M58Jxvl1W24MXjOWNH48TH+J6Sj6spbHXanht+STu+/ggN69KYs/jC/o812QS7M2tZm1KERuOldHaYSTUw54/LY7kivjAXnNX+8MdCWF8mVJIRmkjK3fmcPfskWvgrIjoMHP/3HD+mXicsnrrDvGy12oIcrejsKaVFr0B+2GoIR4s+VXNbE4vIzG9nMrGdvKrW/Bz0XH1lEAWxfr0uq+nN5jYl1vNloyfo/AqCaaEuPHksmguiPFmjJcc+DhWXM/hwnoC3ey4bJLlc3Q7917bDYMbm7zzRBUVje1cPSWox3NCCDanl/NaYjaZZY2M8XLgzesnc9F4vx4u74MXjOVIUR3PfpdGrJ8zk604UmRpnB/nj/Fgd041L61P54llp7r1uZVNrD1YxDcHiympb8NJp+HyyQFcPSWA+GDLVD19cudMpv9tCy9vyOLSiQH4DCFoNhRG7yfrHEWj0XRNh8yvaiLUs3+u0GC4eII/b2/L4aM9Bfxm3ugZtdC5v5mYXsbmtHKOVzQBEOPnzKUT/Vk8zpdxvezr1bd2sC1LtlK3Z1XSaI7CzxnrxcOLIlkQ7Y1HL30rH/xM3oZ/9eqJVnk/ui53fnCW6FfJRbg7aFkQ7d11TAjB1swKXtuSzbHiBsI8HXh9+SQumejfZ1NjlUri9eWTuPjNXdz/yUHW/S6h138PS7HyVtmtX7Ezj+umBePuaMu61BLWphRx8GQdKkku23x8WQyLY31OCfRZAndHLc9eEstT36Zxw8r9/CcdxbcAACAASURBVPjHuRa9f39RRHQEmBrqxu4T1Tzx9VE+vec8q73OPXPCeXtbDl8fKhpxEW03GNmbY87fzCinvEHe35we6s7104NZFOtDkHvPnNbiutauYNK+3GoMJoGno5Zl4+UofMJYz9N+OLdlVZBT2USMrxMzx3hY5b3pbMyBpY6BW6J1LXoS08u5cWaweWqoYFt2Ja8nZnOkqJ5gd3tevWYil0/y71eLOVd7Le/eNIWr3tnD7z49xEd3TLdIa7resNdqePXqiTzw6SEuenMXBpNAbzAx1tuRJ5ZGc/lk61uHN50XyhcpRaQW1fPvn07w2/kDa9BiCRQRHQFevjKO2a9sJ6XAuqNwXe21+DjbcqKiqV9jLixNp+XYPX/TXqvu2t9cEO3d6/5mZ5VRYno5aeYZSeFeDtw5O4zFsT5MCnI77YiJ7jy2NhWAN6zYj7Jzq2Ewlui3h0vQG01cHR/IzuOV/DMxm0Mn6whwtePvV43nyvjArr6i/SUuwIUXLo/jka9S+UdiNo9ZYU88p7KJr1KK+PpgEQAteiPj/J156crxjA9wGdYmJR/dMZ1pL27hH5uzuHSSP0Fuw1tgoojoCBDk7oiEPE7CYDCg0Vjv17A41pc1+wr4IqWIG2ZYvyS2pK61SwB/thxtuWSibDnOGtPTcuwwmtifW0NiehlbMioormtFkmBKsBtPLI1mYaxPvyPA3fk06STlDe2cF+5h1brqTkt0MHuiX6YUEuphz7Pfp3EgvxY/Fx0vXhHHNVOChjR++ZqpQRwqrOOdbTlMDHTlQguURza0dfBDailfJhdy8GQdapXE3Egvnljqz+Nfp5Je2oCDrWZYBRRkY+HFK8bz6Fep3PtRMusfHN5ovSKiI4S/q47iujbe+imXh6w4Dvc388JZs6+Azw6ctIqIdtZlJ6aXszm9jGPFv7QcfZkc1DN/s7Gtg21ZlSSml/NTVgWNbfL+ZkKEFw9eMJYFMd4DmsvzS0wmE39bn4EkwRvXWbcRi4NWQ6iHPZ8dOMncSK9+u897c6q7/r1aO4w8d9k4lk8Lslhy/DOXxJJWXM+fvjxCpI8j4YP4Q9QZXf8yuZCNaWW0dZiIMLvrV0wO6KqAsrVR9Staby2unRrEhqOl/JRV2WfLPGuhiOgI8dv5Y3nym6Os2VdgVRENcLXHzV4eHWwymVCphu7SG4wmDuTXdglnUa1sOU4OcuWxC6NZFOtDhHfPD2xpvby/udlspXYYBe4OWi4c58uiWB9mj/XCTmsZAXnzpxM0thm4aLzvkEod+4Onk625EqmFG9/bz5s3TD5trifIndcf+G8yALPHerDylmkWD7zYatS8fdMULnlzF7/5OIVv7j+/37mYBdXNrE0pYu3BYorrWnHWabh6SiBXTwliYmBPd91SSfhD4V/XT2bKC1t466cTXDUlsNccYmsgCQsN1xotTJ06VSQnJ4/0MvpF6OM/oFVLZL+4zKqv8/Dnh/nmUDFv3xDPsgl+g7pHi97AjuxKNqeXszWzgrqWDrQaFQkRniyK9eGCGO8ewiGEIKNUtlITM362UsM8HVgU68OiWB/ig/u/v9lf9AYT45/dhNEkOPz0Yhx11rcVJj+3mWhfZw4V1uKks+HN6yczM7z3QFZts57lK/ZSWN1Mq0EQ5mnPT3+ab7W17T5Rxc2r9rNsvB9vXj+5T3e7ud3AD0dL+SqliCRzMvzssV5cPSWwX9H1Nr2Byc9voa3DSOLDc4a9ZR7A/w4V89Dnhwl0s2PXY5aziCVJSjFXX/ZAsURHkBmhbuzPryW1qI4Jga5nvmAQ1DTp0ZrnVnyyP39AIlrZ2M6PGfL+5q4TVbQbTLjY2bAg2pvFsT7MifTqYdl0GE0cyKthszkK318r1ZI8+90x2g0mbpsVOiwCChDs4YBKBd/+NoH7Pk7hhpX7eGRJNPfOCT9lK6O53cBtHx4gv7qFD2+fzuNfpZJX1UJTm8Fqaz0/wpM/LYnilY1ZxAe7cUdCWNdzJpMgKb+Gr1KKWH+0lBa9kTBPBx5ZEsWV8QH4ufQ/GX4kW+Z1cvnkAD5NOsn+vBpeWp/BE8tirP6aioiOIA9cMJb9q5J4LTGbD26fbrH75lU28e6OXLZmVnTN0wFIyq89o0ufW9lkdtPLOXiyFiHksRLXTw9m8TgfpoW694gWN7Ub2J5VSWJ6GVszK2hoM2BrtlIfmB/Bgl6sVGvR2NbB5weK0NmoeGoYPkCdhLjbc/BkLVG+Tnz3uwQeW5vK3zdmklJQyz+umYiLvQ1tHUbuWZPMseJ63rkxnlljPLl8cgD/2nqC93bl8tBC623r3Dd3DIdP1vG39RnEBbjg76pjbUoxaw8WcbKmBUdbDZdO9OeaqYFDSobv3jLv+XXp/OXi4XfrP7h9GvHPJbJiZy7XTgsaVFByICju/AgT+/RGjCZB1gtLh3Sf5Pwa3tuZy56cahrMM3VUEkT6OHFVfAAHC2rZkFbOOzfFszTuZ2vUZBIcLqqThTOtrGs8xDh/ZxbF+rA41pcYv5515mX1bWwxW6l7c6rRG0242duwIFp20+dEeo5IldQ9HyWzOb2cxy+MHtbc2H9uzuKtn06Q+fzSrnzP1XvyeXF9Br4uOt68bjJvb8thc3o5/7hmIldNCQRk0R//7GZC3O3Z/qj1XHqQo+uXvbWbmmZ91wjoWWM8uGZqIEvG+Vrs99Xdrd/08JwR6Ti/4Vgp9318ED8XnUUsYsWdH8XMj/Lih6NlrE8tHZCrbTKZSEyvYPXefA6erO3KUdSqVUwNceP66UFcMTmgy+rMLG1gQ1o57+/KY36UN3tzqrtc7s7GHjPD3bl5ZggLY30I/EWunRCCrPJGEtPKScwoJ7WoHoBQD3tunRXCwhgfpoS4WS2xuz8U18nt8VztbYa9uCDYwwGTkJufhJsHwN12fhgTglx54JODXPXuXowmwTOXxHYJKICTzoYQd3sKalrOOIRuqDjrbPjPzfHcsioJnY0t/717plWsNJ1Ww5vXT+Kuj1K4ZdV+9j258MwXWZilcX5dFnFvZamWRBHREeYPi6P44WgZ7+7IOaOI6g0mvjhwks+T5cYLnc1+HbRq5kd5cUdCGLPHevV6bbCHPfZaNQfya4l/bjMtHSYctGrmRXmzKNaH+VHePdrBdY/CJ2aUUVjTCsCkIFceWRLFYvP+5nDnBfbFg58eRgDP9mO+vKUJNY8PLqhpOSWVKD7YjT9fFMMDnx7i9wsiuP38sB7XXjklgNcSj7NyR67VU3MifZz562Vx3LsmhTd/PM5ryydZ5fe3MNaXOZGe7Miu4rnv03h6mH8nhbUtFFR1elXWnfqpiOgIM8bLEU9HLceKex/p29jWwapdeXx/pITcquauURVu9jbMifTi3jnhxPbxn6Stw8i2rAq+Ty1la0YFreayxPgQN+6cHc6sMR49chKb2g3szJbzN7dm/RyFP3+MB/fNjWBhzNC6o1uL9JJ6kgtq8Xe14/LJ1hsE2BedM9gLqppP6RvabjDy6uZsQtztub+PksQ7zw/n9cTj/O9Q8bDkNy4Z58ufFkfy6uZsonyduc9KVvuKm6YQ/8IWPtidz7VTg4Zt+uxbW4/zz8RsTAKmhrgxv1tPAmugiOgo4LJJAazalcf7u/L4zbwxFNe18J/tuSSml1ParduTn4uOxeN8uWdOWJ+zk/QGEzuPV7IutZTE9HKa2g14OGi5akoA4wNceGztUUwC5kf9/B+roqGNRPP+5p4T8v6mq70NC8xWam9R+NHGz01GrNtLsy+8HG2x16op+MUgwhXbc8mramb1HdP7TBFy1GkI9bQnr6qF+hb9sIz7/e38CDLLGnllUyZjvR1ZGOtz5osGiE6r4V/XyW79re8nsfeJBRbJU+6L8oY2bli5j5zKZmzUEq9cMZ6rp/bsjGVpRvcn41fC7xdEsGZvAa9syuStrcdpMs8rlyR5/vclE/25MyGsz/2ydoORfTnVrEstZVNaGQ1tBlztbbh4gh8XT/BnZrh7117lc9+nc/BkLdnljV1R+COFcg1/sLs9N58XwqJYH6aO8P7mQNieVcHxiiaifZ16TNYcLiRJItjdnpPVP4toYU0Lb/10gmXjfZkb2fs2SydXxQfy6uZsVuzM45El1rdGJUni/66eSEF1Cw9+dohvfnu+VQJAC2N9mRflxbasSv66LoO/Xmodt37ljhxe3pCFUQgmBrnw0e3Th232vBKdHyXsz63m3jUp1Ld24OVky+8XRHDttOA+66cLa1rYll3J9qwK9uRUMz7AhfSSBhaN8+GSif4kRHiekopkNAkOnazl4c8PU1jb2nV8YqCLOfHdl0if0bO/ORBm/m0LZQ3tbHxw9rC5jL1x75pkTlQ08eMf5wFw1+oD7Mmp5sc/zj1jvmWL3sC4pzcRYOEk8TNRWt/KpW/txs5Gzbe/PR+3PmbVDwW9wcSk5zbTqjfyw4MJxPpZbo+yoqGNm1clkVXeiEYl8dxlcVYpb1ai82cBM8I9OPT0Ih75KpWvUopwsrM5RUDbDUaS8mrYllVpbu8mb5oHudtxVXwgC2O8mRHucYrL2G4wsudEdVfD46omPWoJ7DQSrQaBjVpi9lgv7p83xqpuljX5IrmQsoZ2ZoS5j6iAAoR6OPBTViUmk9wLdEtGBU8sje5Xwrq9VkOYpwO5Vc3DOhfLz8WO/9w8hev+s4/7PznIR3dOH3DXqDOh1ah464Z47vjwALe9f4B9FnLrP9idx4s/ZGAwCcb5ObPmzhm4Ow7/PDFFREcRkiTxtyvGc7KmhUe+SkWjkqhp1rMtq5I95llBWrWKGeHu3DAjhHlRXoR7OpxiPTa2dfBTViWb08rYZm4/56BVMy/amyXjZNfKXqPmbxsy+GhvAW/9dIIP9uTxp8VRvUaORzMmk4kX1qUjIddNjzTBHvboDSbyq5t59vs0xno7nlIddCaunhrIKxuzeGdbzrBU2nQSH+zGS1eO549fHuH5dek8d5nlJ8QuiPZmQbQXWzMreea79CFNoa1p0nPTqn2kl8rW5zOXxI7o/13FnR8ldBhNZJY2klJQw77cGhIzynGyVVPXaiDI3Y55kd7Mi/LivDEePZKiKxra2Hm8iu9TS7oCQ52z05eM8+W8MR69BjVa9Ab+/M0xvj1cjEmAu4OWZy+N5dKJwx/dHgz/+lGOwi4b78vbN/aYmzjs7D5RxY3v7efySf7873AJn90zs8/6+d5o0xuIeXoTfq52I9IJ6W/rM1ixI5cXr4izyowmvcHE5Oc206I38sPvE/rMKjkdn+wv4Jlv0zCYBFE+Tnxy9/RhmfZ5OndeEdERoqZZz6GTtaQUyF+pRfVdKUi+zjomBblyQYw38SFuPaxNo0lwtLielIIavjtSypHCOpxsNXg6abkg2oclcb4DauxR16Ln4c8Psy2rEgFdDYET+sg5HQ0YDCbGDXOTkTNRWNPC7Fd+Qi1JXDrJn9eWD7wF38J/budERRMHn1o07K6p0SS4a/UBdh6vYs2dMzjPCpMAtmVVcNsHB/B0tCXpyf679fUtem55P4kjRfWoJYnHl0Zx95zhK6hQRHQEMZoEBdXNZJc3kV3eSFZ5I9lljV1zhTQqiXH+zsSHuDElxI34YDf8e5mAWFLXys7jlew4XsXuE1XUtXQQ6GaHh6Mti2N9WBjjM+TAUGFtCw99dqir436kjyOvL580KIvB2jz1zVE+3n+SW84LsYr7ORiMJsGYJ9ejUcGeJy4YVL+AlTtyeHF9JnfPDhuRdnINbR1c8W+5NPS7BxJ6HdkyVO5afYAtGRXcOCOYF68Yf8bzv0gu5M/fHKXDKBjj5ch/754x7EPpFBEdBoQQFNe1ykJZJgtmdnkjJyqaaDfIJZmSJKcRIQQFNa1IwPQwd66YHMDSOL9TKoZa9Ab259WwM7uKHccrOWEWXR9nW2aP9WL2WE8SIjytMogsvaSehz4/THa5/Jrxwa68cf3kYR+70BeNbR1Mei4RG7XEsWeWDPvYk9MR/7wchc54fnC9ENr0BmKe2YSvs2VqvgdDXlUzl/97N77OOtbePwtHC+cI6w0m4p/fTHP76d36xrYObvsgiZQCeejdHxdHjcgMJVBE1KIIIahsbCervJGsskaOlzeRVd7I8fJGmvU/j4fwc9ER6eNElK8TY70difJ1IsLbsWs/80RFI98dKeX7IyXkVTWjUUlMDHRlXIATOZXNHMirRW80YatRMSPcgzljPZk91mtY05D2nKji0bWpcjs7YG6UF/+8ZtKIREC7c+9HyWxKL+fRC6O4f97IfKj64saV+9idU836Qe75ASx+bTvZ5U0kP3XBsOz39cau41Xc+kESC6K9+c9NU3pMJhgq27MquPWDA3g6akl68oIebv3/DhXz6NpU9AYToR72rLlrxoj+ER+SiEqS9D5wMVAhhIgzH5sEvAvoAANwvxAiSZKkG4HHAAloBO4TQhzp6z7m4+7A50AokA9cK4SolWSleANYBrQAtwkhDp7pzVpSRGub9V0WpeyGN5Fd0UhdS0fXOZ6OWiJ9nLq+onwdifB2wsWu98R4g9FEXlUz6aUNZJY1klFSz7GSBqqa9ADoNCo8HG25aILcQGFaqLvFO54PlO+OFPPsd+nUNOtRSXDpxAD+dmXciHRpKq1rZdbLW3G2s+HIM4uH/fXPRGf3oMsnBfD6IMeSrNqZy/M/ZHDH+aHDXnPenQ935/Hs9+n8dt4YHrHCsLu7Vx8gMaOC66cF8dJVcqVZU5uBO1cfYH9eDSoJHpgfMayjPvpiqCI6B2gCPuomopuB14QQGyRJWgY8KoSYJ0nSLCDDLIJLgWeFEDP6uo/5+CtAjRDiZUmSHgfchBCPme/7O2QRnQG80Xmv0zEUES2tb2Xljrwu0ezei9NJpyHKx4lIXyeifJwY6+NIpI/TaecAVTW1k1naSGZZAxnm78fLm9AbZfdeo5KI8HYk2teJGD9nwr0ceGVDBv5uDrxzU/yIiNTpWL0nn//blElTuxGNSuKmmSE8tSxmWN3pa9/dQ1J+Lf+4ZgJXTbF+Sd9AMZlMRD61EWc7Gw7+ZdGg7qE3mIj6ywa8nWzZPwIdkEBukfhjRjlP/u8YdjYqHlkSzSUT/S36GrJbn0hTu4F1v0vgZHULf/jiMG0GE0Fudnx814xhG/FxJoaUbC+E2CFJUugvDwOdmc0uQIn53D3dztkHdPX86uM+AJcB88yPVwPbkK3Zy5AFVwD7JElylSTJTwhReqY1D4ZjxfXctTqZ2hY90b5OzIv0kq1Ls2j6ONv26Ua3G4ycqGjqEszMskYyShupavpZhL2dbIn2cyYhwpNoPyeifZ0Z4+XYoyJJAu76KIXtWZUsHT+4UR7W4tZZodw8M5jXtxzn3R25fLgnn88OnOSB+RHDkrCfXlpPUn4t/i66USmgACqViihfJ9JKGihvaBtUAESrURHp7URWeSMVDW3D2vClrcPI1weLeW9XLrmVzfg526KSJB79KpUxXo7E+luuoEGrUfHuTfHctCqJK97eTYdRIElyA+nHllre8rUWgzV1HgI2SZL0KqACZvVyzp3Ahn7cy6ebMJYBnZ0QAoDCbucVmY/1EFFJku4B7gEIDh54yVeL3sDvPz0EwJ7HF/QZrBFCUN7QTkZZw8+CWdpITmVTV1s6rUZFlI8T86O8iPZzJsZX3hftbwBoXpQ3bvY2bEorG3UiCrJI/GFxFA8sGMtfv0/jswOFcs33jlyeWBbD9dOtN5b5IXOTkVdGqMlIf7l6SiBpJems3JnLU4OMsF83PYi/fp/Ov7flWK3evDs1zXrW7C3go735VDfriQtw5l/XT2ZZnC81LXoueXMX96xJ5vsHEixaGpow1otLJ/qzI7sSnY2KT6zU49Sa9CuwZLYg13Vz5/8FbBdCrJUk6VrgHiHEwm7nzwfeBhKEENV93cd8rE4I4drt51ohhJskSeuAl4UQu8zHfwQeE0Kc1lcfjDv/xNepfHagkE/umsGsMXIDi1a9kezyU13xzLJT90MDXO2I9nXqsixj/JwI9XAYcuOOR748wsa0MlKeWjSk2ePDQVObgUfXHmHDsTKEkC3uFy6PY/G4oc85787O45XcvCqJSB9HNj8816L3tjSdSfNDqYM3GExE/mWDnE/5Z+u59LmVTazalcdXKUW0G0wsiPbm7tnhzAx3P8XzOnSyluX/2cf0MHc+vH2axZvT9NYGcjRhjdr5W4EHzY+/BN7r9mITzD8v7S6gp6G8002XJMkPqDAfLwa6+2yB5mMWZd2REj5NKmTxOB8O5MkNiLdnV5Jf1YzZuMReqybK14mlcX7EmAUzyrfv4NFQWTLOly9TitibW33G7j8jjaNOw9s3TqGioY2HPz/M7pxq7lmTQoiHPf+4ZiJTQ90t8jqPfpUKMOhgzXCi02oI9rCnoLqFFr1hUHvbGo28LZBR2jjobYG+EEKQUlDLih25JGaUY6NScWV8AHfNDiPCu/dOTpOD3Xjhijge/UqeHWXpHNbRLKBnYrAiWgLMRd6/XAAcB5AkKRj4GrhZCJHdz3t9hyzKL5u/f9vt+AOSJH2GHFiqt/R+qBCCNfsKANicJvfTXBTjw1hvRy6Z4N8lmMHu9hZP8TgdCWM9sdeq2ZRWNupFtBNvZx2f3D2TvMomHvz8MKlF9Vz97l5i/Zx4/brJQ2qz9lVyIaX1bUwPc7doByBrsizOj3e257BmbwH3zh1cZc2N04N56ts03tp6Yki15p0YTYJNaWWs2JHL4cI6XO1teGB+BDefF9KvwoBrpwZxrLielTvziAtw4bJJZ0d5sLXpT3T+U+TAjydQDjwDZCGnH2mANuQUpxRJkt4DrgIKzJcbOk3g3u4jhFglSZIH8AUQbL7uWiFEjTnF6S3gQuQUp9vP5MrDwN35Oa9sxUat4vXlk4nwdsROO7LpRJ3c/0kKB/Jr2f/EBcMq4Jbi0Mla/vjFEXLNIxpmhLnz+vJJ+PVSjXU6TCYTk59PpKHVwJ7HFwz4+pGiqqmNqS/8SIyvExsemjOoe3S69B6OthwYgkufU9nE5rQyPk0q5GRNCyEe9tyVEMZVUwIHbCV3GE3c+N5+jhTWsfa+WcQFnB1/1IbKUKPz1/fxVI+OD0KIu4C7BnIfs8vfozTDHJX/7ZnWN1SWjvdj1c48QjztR42AguzSrz9axqHCWqaEWMYlHk4mB7ux9U/z2JpZwZNfp7I/r4ZZL29lUawP/3f1hH43zH1ney71rQYuHOdz1ggogKejDk9HW7LLG884provNBoVMb7OpJU2UFzX0uc0g944UljLf3bksut4FQ1tBjQqCV9nHe/eFM+iWN9+91X4JTZqFW/fGM8lb+7i3jUpfPfA+VapmjubOHs3IizE4lgfDCbBtqzKkV7KKcyP9sZGLbEprXyklzIkFkR7s+/Jhbx69QRc7GzYnF5O/PNbePSrI+jN5bB9YTCYePPH46hVEv93zcRhWrHlmB/lhVHA96mD34W6cabcTenfW0+c8dxdxyu57YMkYp/eyGX/3sP6o2W0dhiZGOCCwSRw1Gm4MM5v0ALaiaejLf+5eQqVTe088N9DdBhP/3usa9EP6fVGO796EZ0U5IaHg5bE9NElVs46G84b48mmtDLOhdLcq6cGcfiZxTyxNBqtRsUXyUXEPbOJl9ZnYDL1/iH867p02gwmbpgebNVRwtbi3jnhAHyy/+Sg73HtlEDUkrxn/0tMJhPrU0tZ/p+9RD21gZtWJcmduATMHuvJqluncvzFZXz7uwQ8HW05Xt7U57/1QJkQ6MpLV4xnb241f1uf0ed5O49XMuX5RF46zTlnO6OrJGYEUKskLojxZsOxslGXZrFknA9//uYYWeWNRPuObNd2S3Hv3DHcPTuMv2/M5P3d+fxnRy5r9hXw8KKx3D1bDsCcKG9k5Y4c1h4qwVaj4pmLh7+bkSWI8HHC0VbTNcNqMGg0KmL8nDlW0kBhbQt+Tjq+PFjEZ0knSStp6MpPdtJpmBvpxT1zwnvNiJgb6cnag8WsP1rGxRaqPLpqSiDHSur5YHc+cf4uXDUlsMc5U0Lc0GrUrNiRy2WT/c+awOBAGD2KMYIsivWlsc1AUl7NSC/lFBbF+iBJsOnY6LKSh4pKpeKJZbEcfWYx10wJpK3DyIs/ZBL79EZi/7KBha/t4POUYgwmQUKEx4h3aTKZTLToDYO6dkaYO+0GE0l5/cn2651bZoUCcPEbO4n8ywae+PooR4rqcdJpuGJyABsfnM3RZ5ew4papfaaU3T1btor/mzR4q7g3nlwWw3nhHjzxzVFSi3r+sbDXanjrhskI4Ob3kixmCY8mFBEFEiI80dmoSEwvG+mlnIK3k474YDc2pY2udVkKnVbD/10zkUN/WcTCGHmEs94omBnuzmvXTmJ+lBfZFU0jup1R06Qn8qmN3LsmZVDX335+KACrduYNeg1XxwfgamdDfZsBL0dbbpoRzM7H5nPo6cW8tnxSv2ZLRfs5Y69Vc+jk4K3i3rBRq3jrhsl4Odpy75qUU/pNdHJBjA8XjvOhulnPH79MtejrjwYUEQXstGoSIrzYklEx6vYfl4zzIb20gcJfzDM/l3Cx1/LerdOYNcYDP1cdn949kyviA7ggxofCmtauXqojgbujFhu1ipSC2kFdnzDWC61axd7cwVuiKpWKAHNmwve/S+CFK8YPqi3clBA3WjuMvVqMQ8HDHGiqbdHz2/8e7DXQ9Nb18bja2fDNoWJ2HR9dQdyhooiomcWxPhTXtZJe2jDSSzmFJebyyXPVGu3O/GjvU0TzArN1+mNmxekuszrxwa606I2kl9YP6vrxgc40tBkoqG4e9Bo69xtX7swd9D1uNkf6V+0avFXcF3EBLvz9qgkk5dXwwrr0Hs9rNCpW3zENgHvXpNA2yO2R0YgiombmR3sjSYy6KH2IhwPRvk69RmfPNeZHyaK52/c7RwAAIABJREFU1Syafi52xPo582PGyL73zqFtg3XJl0+Tm7L8Z3vOoNdww/QgJGDjscH/MV0Y441GJbHzeNWg73E6LpsUwN2zw1i9t4Avkgt7PD8xyI1bzguhWW/k7kFuj4xGFBE14+VkS3ywG1tG+APbG4vH+XKgoOaU1nrnIv6udsT4OXeJKMgf/JSCWmqbRy7X8MI4H9SSxPbswYnPlZMCUEnwY8bgLerOevzC2tZBB7lUKrnDWE2znoqGtkGv5XQ8dmE050d48NQ3xzh0sucWyHOXxeHvasfO41X875DFW2GMCIqIdmNRrA/HihsoqWsd6aWcwpJxPggBW0aZlWwNFkR7kVxQS725W9aCGB9MArZlj5xLr1KpiPRxpKqpnZqmgYu5RqNijJcj5Y3t1A8h8fwic2vENXsLznBm31weL6c3WcOlB9CoVbx1fTzezrb85uMUKhp7ivWnd89AJcEjXx05JxLxFRHtxsIYuZXpaLNGY/2cCXSz+1Xsiy6I9sZoEuwwBx8mBLjg6Wg7JCvOEnQ223h/9+DE57JJ/kO6HuCuBDlN6ZshWHCdWxMbrfh/yc1By4qbp1Lf2sH9Hx/sUZkW4uHAn5ZE0WEU3Lhyv9XWMVwoItqNCG9Hwj0dRt2+qCRJXDjOl90nqmls6zjzBWcxk4LccLO34SezS69SSSyI9mJ7duUZywutyU3moMz6o4Mr4bzVnOv5/ZHBl4C6O2rxdvq5Hn8w2Gs1BLrZcbK65Yxlt0Mh1t+Z/7t6IskFtfz1+7Qez98/L4IYXyfSShtYuXPwe8WjAUVEf8GiWB/25VbTMMrEakmc7/+zd95hbZ1n//88kth7SWAwe0jCe+/B8MhoZtMkbfZo05nmlzbpm9WmTZs0edumTd8maZzZNEmzneGBwXsQb5tlg8FsJMAGg9no/P44B0JsbMwRINnV57p8WTo65+iROPqeZ9z396ar1+Z0Of4jjVYjWJKiZ+MRK71KNk66yUBLRw+7jzsuGcLXU8e4AE/KGk/To0J8/Dzd+o+3R7yWGvXYJPj0gHoxzjAZkID/7B7ZwPszuXLyOH6wOIG3cyt454wgf5vNRqBiQhMxxjXkRxqXiJ5BhtlAd6/EZicTq2nRQYT6uv9XDOmXGvWcbOvmgJIuuSAxFHethhwHD+nTTfLc9If7q1Qdn2GWj39/79kr1xfKDxb1ZR6pnxe9Z1EcAO/vU/c5hsMvlqewKDmMxz/NY2+5fBNsauti0bOb2FnayLgAT+YlXByeuefCJaJnMC1aNiRxtnlRrUaQaTaw6Ug9nT29Qx9wEbM4KQytRvQP6X08dMxNCHF4vOi9SurkYOE7F8I9i+w7HiAuzBd/Tx0Hq9TFrAJEBnoT6OVGQc3ox0RrNYK/3jiFcYFe/OBf+8gpsjD3DzlUnWxnYVIo2x5aSrDvyNVscgQuET0DrUaQZtSzscjq0Dm4wViWGk5rZw87StRnv1wMBHi7MT0m6BuhTukmPWUNpymtd1z20vgQb/w9dRyuVic+44O8CfS2X7zmxofQ1WOzK/NnbkKIMuIa/RtToLe80HSqrZO7Xt9De3cvP16ayFt3zR71CrFjwcX/CUaBDLOBU05oSDIvIQRfD91/xZA+zainoPYUtc3t/c/BvljLkWCOImC7jqm7kc1XxCvHjl71XQvl4fhr24+rPkdfTv+bdoRLDYeUcD/+cuM03LSCTJOeB5enjMn7jgUuER2EhUmheOg0TrdK76HTstSoJ6vA0r/ocqnSJ5obi+TeVlSQN8ZwP7KLHPs3uV1ZZX9NZajS3cqUwOs71Ic6zYoLwVOnIdeOm/ysuBA8dBq+GsPFupUTI7h5dgxZhVY+VjmvPBg2m/qb2kjgEtFB8HbXsTAplKwCi1MakjSe7mKPA1eqx4IkvS9RQV7f6LGlGfXsPv51IL4jmKcscu1SaW03NToILzcte46rMzTpY0p0IK2dPRy1tKg+x6SoAFo6eigbwymSRy43MTsumIc/PExetfp53T4OVTUx/XcbuOmfuzjmoKkel4iegwyTbEhSWKv+Ih0NlqTocddpLvqyIUMhhDw3vb2kgY5ueSEt3WSg1yax2cEuQBMi/Wlu76GyUZ2zVr+hSY16EfmeEjRvTz7+d2bIFcntMTUZLm5aDX//7jRCfNz5/lt7aVSZymyz2Xj80zy+9cJ2TrZ1c/mkCOJChu9sNRK4RPQcpJtkQ2RnW6X39dCxIPHSKRtyPpYa9bR397JLsZGbMj6QYB93hxuSfLtPfLYNX3waWjuJD/MB7DNIvmyiXGzOnlC8q5WcfnvmZ9UQ6uvBiwNqNPUMcwG3rL6V+c9s5M2d5Xi7a3nrrlm8cPM0hy1SuUT0HIT5eTB1fKDTzYuCPKSvbmonfwxCVBzJ3PgQvNy0/aFOWo1gaYqeTUfqh/3DG0m+PS1KucEOLT6SJFFUd4q/byzhmv/bzsynNvDWrgo8dYLaJvUmIBqNBmO4Hw12mInodBriQn2pO9U55plw36zRVHTBx/056wjpf9pMbXMHC5NC2fdoBguTHBtn6hLR85BhNnC4url/hdhZyDAZ0AhYf4mv0nu6aZmfKMeH9vW60016mtu7VZskjwQ6nYbYEB9qmtpp7TjbUamrx8bW4np+vTqfhX/cyIq/bOXZdUfotUncn57M5z9ZwI2zYthW0kB7l/qY3+tHwGP0ikmyX+0bO46rPodarpsexe3zYnl1exkfDRH4bznVQfr/buL57BJ0Wg1/vWkKb901G093x5eJc4noeVhmVgxJnKw3GuLrwYzY4Et+XhTkIX3Vya+NmhcmheKmFWM+BD2TyxRHpbdz5RAhy6kO3ttdwQ/e2sttr33FLau+4p2vKkgx+PH7ayaS+z/prP7xAn6WkcSEyADSTXo6e2zsOKbe2/OmmfZ7jN45Xw6XWn2wRvU57KFvoelXHx3m8DkSCF7bXsa8p3M4Vn+aKeMD2ftoBt+aHDnGLT03Q4qoEOJVIYRVCJE3YNsUIcQuIcQBIcQeIcQsZft3hRCHhBCHhRA7hBCTBxyzQghxRAhRIoR4eMD2OCFErrL9PSGEu7LdQ3leorweO5If/EJICPMlLtSHLAfHJg7G8tRwjlhaON6g3i39YuBMo2Y/TzeunDyOTUcdu7h0i7Kw8/LWUi57fiuzf5/NQx8e5mBVE9OiA3nl1hkceHwZq26fyc2zozGckR8+Ky4YH3etXVlYnu46Yuz0GA3wlk1NSqwjV055OHxzoWnPNzxzm9u6+NYL2/jNZwUI4MmrUvnkR/Odrnz2hfREXwdWnLHtj8BvJEmaAjyuPAcoAxZLkjQR+C3wMoAQQgv8HVgJmIGbhBB9dXCfAf4sSVIicBK4S9l+F3BS2f5nZb8xRQhBhknPzmMNTuee1NdLvtQD7wczap4wLoAjdS12ldtQQ1l9K49+fJgFz+Qw9+lsABpbu/B21/DQCiNr71/IjofT+MVyIxlmA17u2nOey0OnZWFSGDl21vW6fJJssWePx+iSlDBsEnx2SL2piT2E+nrw0i0zaDzdxY/elms0fbK/mplPZXOoqpkkvS87Hk7j1rmxDmnfUAwpopIkbQHODEqUgL4SgwFAjbLvDkmS+iardgF9hahnASWSJJVKktQFvAtcJYQQQBrwgbLfG8DVyuOrlOcor6cr+48pmeZwOT3OwT2fMxkf7E3qOP9LXkThbKPmvtpLoz2kt9lsfH6whltW5ZL6xFqW/u9m/pVbQXVTO9HB3sSHyqvsP1icwH1LEjCG+zOcSzTdpKfuVIddC4T3KNlLajxGu3psvJ1b3l+47ndfFKpuh71MjArg6esmklt2goXP5HD/ewfosdn4eWYSWQ8sRu/ETk9qZ2XvB9YJIZ5DFuJ5g+xzF7BGeRwJDHRdqAJmAyFAkyRJPQO2R555jCRJPUKIZmX/0SkQcw6mx8j+lhsKLFyh3PWdheWp4fwp6yjWUx1OfZHZS5pRz983HmNLcT1XTh5HTIgPiXpfcoqs3KHM6Y0U1lMdvL7jOOvy6yhrOE1fYpiXm5bZccFcNz2Ka6dEotPJFUCv+8cO3s6tIMMcPuz3WpIi1/XKKbIyITJAVXsDvb/pMTpUmI/1VAertpWxNr+OisY2+vrA7lqBJEn8a1d5v3fqWHPN1CgKa07xxs5y/D11fPaTBcSE+DikLcNBrYjeB/xckqQPhRA3AKuAjL4XhRBLkUV0gf1NHBohxL3AvQDR0dEjem7ZkMRAVkEd3b023LTOsxbXJ6LrCywOu/DHgoFGzVdOlm9k6UY9r24vo7WzB18P+1ZotxXX89bOcnKPn6BpQDaUwd+DRclh3DE/FnPE2SI3PSYID536csphfh5Mjgoku8jKT9OTVLc/3ajnnd2VfHqglmumnb3gcqiqiVe2lrGtpIETA2pVRQZ6kWE2cPfCOMYHeZPxp82szatz6LX00EoTNc0dfH6olk8P1Nj1vYwVaq++24CfKY/fB17pe0EIMUl5vlKSpL7cuGpg/IDjo5RtjUCgEEKn9Eb7tg88pkoIoUOeNhg0106SpJdR5l9nzJgx4hHomWYDH+6rYnfZCeYlho706VWTbPAlNsSbdfmOvfBHmzONmvuctl7aUsq24npWTIgY1vlaO3r4165yPjtUw1FLC9298iXjphVMjPTnW1PGcdPMGHw9h/55mMf5s7+iieqmNiIDh58xk2HS89z6o9S3dBLm5zHs4wHuXRTPO7sreTu3nGumRWKz2fjsUC3vfFXBwcpm2pWML51GkBrhz9XTxvHd2TF4nxEeNJI3JrVoNYLnb5yKu07Dn7KOYpMk7s9IdkhbLhS131QNsBjYhDynWQwghIgGPgJukSTp6ID9dwNJQog4ZHG8EbhZkiRJCLERuB55nvQ24FPlmNXK853K6zmSg1J0FiWH4q7TkFVocSoRFUKwPDWcVdvKaG7vJsDLuVYtR5KlRj0f76/mQGUT02OCmB4ThL+njuxC6wWJaEFNM6u2lbG1uAFry9crwEHebsyJD+G2ubHMSQgZdruumRrJ/oomXt12nMeuMA99wBmkGQ08t/4oG4us3DBz/NAHDEJcmC9+njr2VZxk2Z83yyvtyi/Fx13LouRQbp0TQ5pRf97hvj03ppFEqxE8e/1kNELwlw3F2GwSP89MHtZ881gypIgKId4BlgChQogq4AngHuB5pYfYgTKURl6pDwH+T/nAPZIkzVDmNH8MrAO0wKuSJPUVXnkIeFcI8TtgP/LUAMr/bwkhSpAXtm6098OqxdtdTrXMKrDw+BVmp/pjLksN56UtpWwssnL1VOeJnRtpBho1T48JQqfV9PdObTYJjeabf5OuHhsf7qvio31VHK5upqNbDt/RCLmW1orUcG6fH0Oor31zyTdMj+KJT/PZUGBRJaKmCD8iAjzJLrIMW0Qtpzp4afMx1uZbaFGC/o9aWtH7ebA4JYx7FsaTbPC74PMN98Y0mmg1gj9eNwmtEPw1p4ReSeLBZSlO9dvrY0gRlSTppnO8NH2Qfe8G7j7Heb4Evhxkeyny6v2Z2zuAbw/VvrEi02wgp8hKUV0Lpgj/oQ8YI6aOD0Tv58G6/LpLWkT7jJqzi6z9XpTpJj2rD9ZwqLqZKeMDqWxsY9X2MnIKLVSebO9fNPH10LIwKZSbZkazYoJhRHOsPd11RAR6UXGyjZ4eGzrd8M4thOD66VG8nVtOR3cvnm7nDosCOGpp4cVNx9h0tL5/flMAEQGe1DZ3sCQ5jNfvPOvndEHotBoWn+fGNNZoNII/XDsRjUbw943H6LXBQyucT0gdnzN1kZBukldSNxRYnEpENRrBslQDH+6tvqAf4cVMmlHP02uKqG1uJyLAi4WJ8vD7p+/s5+TpLlo65d6YACKDvEgz6rljXixxYb6j2q6lKWG8nVvBRwequWHG8Ifks+KC+VtOCVuO1rMs9exV/tzSRl7ZWsqu0hP9n1GrEaSO8+eGGeO5aVY07joNyY+sYX+lfemw6UY9nw24MTkajUbw1NUT0Grgxc3HsEkSv1ppdCohdYnoBaL382TK+ECyCi38xMlWDFekhnO0roWdxxpZqpgZX4r0iegTq/OpbGzjqJIKWnGiDU+dhukxgVw7LYpvTx+P+zB7hPZw54I43s6t4MO9VapEdE58CP6eOtblW1iWGo7NZmNtnoU3dx1nf0UTnUp1UA+dhtlxwdwyJ4bLJoaf1aM2j/PnQKX6RS6Axclh/c5OziCiIAvpb6+agEYIXt5SSq9N4tHLTU4jpC4RHQYZJgPPrjtCXXMH4QHOE5c5Ky6Egtp9rC+ouyRFtKj2FKu2l/Xbvq1XPANCfdzR+3tQUNvChv+3mKggx/hJJoT54uOu5ZDK4nFuWg0ZJgNr8mo5UtdMUV0rPcrKkK+HbBB+94L4IRe+rp0WyYHKJlZtLePxK1NVtSXIx12pb2XhgUznWRUXQvCbb6WiEYJV28qwSZLTrE84T9DjRUC/IYmTeYy66zQsSg4lu1Cey7rYsdnktL+bXt6F6bG1rHh+K+/vqaKhtZMALze0GtjxcBp7HsvkhZunAY43iZkaHUh7dy8FteqEdOXECISAvJoW/L3cuGZqJGt/tpC83yznldtmXlDkwI0zoxHY/12kGQ3kVZ+irlm9Vd9oIITgiSvN3LUgjte2H+fXq/OdwlPXJaLDIFEvx2U6o8doutGAtaXzovUYbWjt4I9ri0h7bhOJj6zh/vcOsLO0ESFgQWIIL9w0lZKnVvLXm6bSa4OiOvlzxof5khDmQ5aDb2x9K+tqi8ctSAylu6eX66ZFsu+xTP78nSkYhzn37q7TEBXkReXJdrp61JuJ9Ne3GoNKoMNFCMGjl5u4d1E8b+ws57FP8xzecXAN54eBbEhi4M2d5Q4NSB6MJSlh/U78E6PUpRCONV+VNfL6juPsPNbIyQGZQhEBnixJDuOuBXEknhGiMydedj/aUGglzSiPDDLN4byytdShsbJXTIzg/ncPsEWlx4KXu5YlKQa2lzTatTKeaTbw6vbj/Gd3Bd9TadiRbPAlMtCL7EIrN80a2QzAkUAIwa9WGtEIwYub5VX7p66e4LBoAldPdJhkmg109dpU/1hGixBfD6ZFBzncZ/N8dHT18MaO41z99+0kP7KGG17axZeH62jt7GHCOH8eucxI3q+Xs/NX6fzhuklnCSgM7n6UaTbQY5PY5MCek0YjGzVbTnUOatR8ISxPDafuVAeH7Cjg1ldO+YN9wzck6UMIQbrpm/WtnA0hBA+tSOFHSxN456sK/ufjww7rkTpPV+oioc+QJKvA0m/M6yykGfU8u+4IllMdZ/lXOoryxtOs2lZGTpGV6gGxmwFebiyODeV7c2JYnDK8xbA0k561+XXk15xiQmQAU8cHEurrwfoCC1dNcVys7PLUcP6x+Rjv7C7nnoUJwz4+3aRHqxGsz69TvTIeGehNgJeOAjunddKMet7cWc6u0kaWDPPvM1YIIXhwWQpajYa/ZhfTa5N4+rpJaMe4R+rqiQ4TnVbDUqOenCIr3Q6s8zMYGSZ5eJvtQBNpm83GhoI6bn/tKyY+sY7Fz27izZ3lVJ9sJzrEm7sXxrH94aUcfGIZ/7xt5rAFFGSj5j73I5BDYDJMejYfqaezx3E9pzvmxwKw+oA6l/hAb3dmxwXbbW84KzaYrl4buaXqa7HPUepbOfPIBmQhfSAzmfszknh/bxW/+OAgvWPcI3WJqAqWmQ00t3fbXTt8pEk29NVqH9tFlua2Ll7IKWbFX7aQ9Oha7n5zL5uO1NNtszEzNohnrptI8e9WsvkXS3n0crPqGMY++t2PBiwmZZoNtHb2sKv0TOvbsUPv70mgtxtFderLbC9PDedY/en+cihquG1eLACv21E3Sa5vJUd8OMMK+FDcn5HM/8tM5qN91Tz4/tgKqWs4r4KFSWGyIUmBhbkqTCtGCyEE6UY97+2pHPXspbzqZl7dVsbWkgbqBxh6hPq6syAxjDvmxzB5fNCovX+f+1Gfl+r8xFC83LRkFdSxONlx1R9nxwazrsDCrmONqgxNlqUaeGJ1Puvy60jUJ6pqw4KkMNy0gp129ERBnl7YUGih2No6rBx8R/GT9CQ0GtFfFPBPN0xGNwbWla6eqAp8PHTMTwghq9D5ar+nmwx0dNtXAG0wenpsfLCnku+8tBPTY2u54m/b+Gh/NSdau0g2+PLzzCQOPJ7Jnkcz+cuNU0ZVQEH+nPB1GI6nm+xWtKHAsT2n782VLQnf2Hlc1fERAV5MjgpgvZ1hdKYIf5raurGoLKcMX9e3cuT00HD50dJEHl5pZPXBGtkd/4wpN0mSRvz6cImoSjLN4VSeaOeoRf2wazSYPSAEyF4spzr4w5eFLH1uI0mPreHBDw6RW3YCrUa2B/zH96ZR/NQK1v98MT9LTybQ230EPsGFYQz3Y1yA5zc+Z6ZZXt0+bMfqtr0sTApDpxHssqMXuCw1nIOVTXYFu1+tLLC9Ykc55fAAT1LH+Y/59JC9/GBxAo9cZuLzQ7X89N39/WsXdc0d3PPmXt7fc/7yzMPFNZxXSYZJz/98DFkFdaSEO89Q5xshQFdLw06L21HSwJs7j7Or7Jsu7+MCvViaEsadC+JIGGVDjwtBDsMx8MHeqv6pizSjHo2ArAILk6Icl/edYvAjv/YUDa0dqqz2lqfK6cXrC+pUF2e7edZ4nvy8gPUFFh65fPgWfX2kG/W8sLGEk6e7CPIZu5ukvdyzKB4h5LpRPb17WZAYxrPrjtBts7E4ZWSne1w9UZXo/T2ZPD7QObOXhlEAra2rh1e3lfGtF7aR9MiX3PxKLmvzLZzu7GFSVACPX2Gm4Mnl7Hg4jaeumegUAtpHuklPe3dv/9xfsI87M2KDHf436Sth8vp2dRU4E/V+xIf52LVK7+muIzLQi4rGNvuyl0wGbBJOV6jxQrh7YTxPXGlmQ4GVx1fnMzEqgHX3L+KWEa4C4RJRO1hmNnCwqtmueafRYKlRDgE611zWsfpWHvn4MPP+kI358XU8+XkBh6qa8fHQsSLVwL/vnk3xU5ex+scLuHNB3FllJJyFOfEheLtrv7FKv8xsoKiuhcoTbQ5rV1+plrV2iODy1HB2lZ7or3CqhnSTHgn4cJ/64eukyABCfd2dPtTpXNwxP44lRj1hvh68fffsUSl85xJRO8h0UkOSUF8PpowP7J/LstlsrMmr7S/9m/6/m3k7t4LaUx3EhXrz/UXx5P5POgceX8aLt8xwqhIo58PTTcuCxNCzspcAuxdm7MHXU4fez4PS+lZsNnW9wGVmA702iWw75iPvWRAPwAd7K4fY89xoNIKlKXo2HbGetUhzsTA7Lpj61s5vTE+NJC4RtYMkvS/Rwc5pSLIgIZSDVc2kPbeRpEfWct+/9rG1uAGbTb6onrt+EsW/XcnGB5fyq8tMTpPhNFzSTXpqmjsorJVjM2NCfEg2+JJVYF/Aur0sSAzFJsHaPHXXxuSoQAz+HnYN6ceHeOPnqSOv2v7spVMdPaqrmjqavnLUo7Xg6BJROxBCkGk2sKOkkdOd6vKlR5KjlhZ+8cFBZj21gb9tLEEjoLShjRBfd66dGsnnP1lA4W9X8N7353L9jPHDLmXhjPT5pw5cQc40G9h9/CRNbV3nOmzUuXOBnMP+zu4KVcdrNIJl5nA2H62nvUt9FtbM2CA6e2zsOa4+CWFBUihuWnHRDuknjJNFNK/GJaJOiSMNSWw2G+vz67j11VxSH1/Lsj9v6ffdTNb74uOuYWFiKF89ksGfvjOl/458KaH3kxf4zgx16rVJDv3RT4gMwNNNw/4K9b235anhdHTb2Fqs/trqW923J3vJz9ON2XEhF62IBni7ER3sTZ6rJ+qczIgJIlAxJBkL2rp6+OeWY1z2/BaSH13LvW/tZcvRBmwSzI0P4fkbp1Dy1ErWP7CY66ZH89XxE7R1Ob6XPJqkG/UcrGrqz5yaFBmA3s/D4dMsEyMDaO3spbzxtKrjZ8cH95cNUcuipFB0GsH2EvuSL9KMeoqtrVQ0Om7Bzh4S9b4cVll5YChcImonOq2GtBQ9OaM48V7Z2Mbjn+Yx7+kczI+v46kviyiolR3Qr5oyjtU/nk/hb1fwzr1zuGpKZH/tnWVmA509NrYcHdnsJWcj3aRHkr7OXtJoBBlmA5uP1jvUyu3aaVEArNpWpup4N62GdJOB7CKL6mtLo9GQEu7HybZurHZEkaQNMm1yMVBUd4oH3jvApiNWlqWGj0o2m0tER4BMs4Gmtm72jODE+46SBu59cw+Tfr2Ohc9u5M2d5dQ2tRMX6s19ixPY82g6+x7L5Pkbp54zsHxmnNyTcXSPbLQxR/jLtdvPMCRp6+pl5zH78sft4bppUQiwaxi8PFW+tr6yY07z6ily3Kpa132A2FAf4sN8yL4IhvSSJLGjpIHbXv2KFX/Zytr8Om6bF8udC+JGpSaTcwYAXmQsTA7DXSsbksyJV2dI0tVj4/29lXywt4r86lN0KT0Pd62GadGBXD99PNdPjxpWFUs3rYY0o54cpSczFmYMjkAIQZpRz8f7q+ns6cVDp2VeQgg+7lrWF1gcVryvr1xHlVKuQ00F0kXJYXjoNKzPtzAvQV3o2XfnxPDUl0Wsza/joZVGVecAedrkjR3lnO7swceJqjr00dNrY01eHS9vKeVwdTOhvu78YnkK350dPaopyZfmr2qM8fXQMS8xhA2FlmENF6xKbvriZzeS8ugaHvk4j/0VTXi5a1huNvDuPXM4+tRKPvrhfG6eHa3qR5hpDudkW/dFG55yoWSY5J5nnxWeh07L4pQwNhRaHFqDJ81kQALeVxmr6e2uY2FSGOvz1ZvdeLvriAjw5HjjaXrsqr0kL6Jus3N+daRpUyomLP3fTfzknf2c7uzhD9dOZNtDafxoaeKoezoM+asUQrwqhLAKIfIGbJsihNglhDgghNgjhJilbDez89dxAAAgAElEQVQKIXYKITqFEA+ecZ6fCSHyhBD5Qoj7B2wPFkJkCSGKlf+DlO1CCPFXIUSJEOKQEGLayH3skSfTbKC8sY3iIXwgD1ae5Kfv7Gfab7OY9ftsXtpSSnljG5FBXtw2L5atDy3l4BPLeenWGaqs1M5kccrXveRLmbkJIXi6ac4a0te3dHKwqslh7bp7vhzq9JEdWUPLUw3UNNtnrJJmlOeNPzmgvmzIjNgg/Dx15DiJq1Njayd/yjrKvKdzeGJ1PmG+Hrx0y3Q2PLCYm2ZFj6oV5EAupE/+OvAC8OaAbX8EfiNJ0hohxGXK8yXACeCnwNUDTyCEmADcA8wCuoC1QojPJUkqAR4GsiVJeloI8bDy/CFgJZCk/JsN/EP53ynJMBl45OM8sgos3/BetNlsrD5Yy7u7KzhQ2URHt9wT0GkEqeP8uXrqOL47O2bUUit9PXTMTQghq9DCI5ebnKJO92ggZy+FkV1o5Tffko1XlqbI5TayCixMjR5da75zMT7EGz8PHfl2BLxnmAxK2RD1xip3L4jj7dwK/rO3iutnjFd1DjethkXJYeQcsdpVTM9ejjec5pVtpby/p4rOHhuZZgPfXxTPjNhgh7RnyF+uJElbhBCxZ24G+uq5BgA1yr5WwCqEuPyM/U1AriRJbQBCiM3AtcjiexWyAAO8AWxCFtGrgDcleQyzSwgRKISIkCSpdhifb8ww+HsyOSqArAIL35sdzes7j/PFoVpKrK30jSZ9PLQsTg7jljnRsuOQZmxmUzLNBh79JO+iMddVS5+J8BFLC8ZwfwK93ZmlGJL8coX6uUB7mRYTxOaj9RyqalIlgkE+7kyLDmRNXi0PLk9R1Ya4MF98PXQcsrNXnm7U88WhWvJqmsfcKetAZRMvbznGmrw63DQarp0Wyd0L40nUO9YUR233535gnRDiOeQpgXlD7J8HPCWECAHagcuAPcprhgHCWAcYlMeRwMCJpCpl21kiKoS4F7gXIDracSVeM80Gnlt/lMlPZvVvM/h5sDgljLsXxjtMwPpE9Mxe8qVGuvFrE2FjuHyPzzQbePLzAo43nCY2dOTNJy6Em2dFs/loPa9tP86fvzPlgo7p6O5lb/lJdhxrYMexRg5WNhEb4kOJtVW1aEy3U8wBlgyobzUWItra0c2Xh+tYfbCGXaWNeLlruW9xArfPi0XvJKnKakX0PuDnkiR9KIS4AVgFZJxrZ0mSCoUQzwDrgdPAAeCsAD5JkiQhxLBnzyVJehl4GWDGjBkOW0XIMBn4+8Zj+HvquHlONLfPjSVgDI2Kz0VfL3l9gYUfLVVXcuJiQO/vyaSoALILv/6cfSKaVWDhnkXxDmlXplmPVojzLsh099o4VNXEjpJGth9rYF95E129NrQawZTxgdw2N5bXdhxnzeFafpKepKodt8yRxXzVtjKev3GqqnME+7j3l+a+PyNZ1TmGoqfXxvZjjXyyv5piSwt5NadICPPhqWsmcPmkcfg6WWSA2tbcBvxMefw+8MpQB0iStApZbBFC/B65Zwlg6RumCyEigL5Z62pg4ORNlLLNaUkJ9yPYxx1ThD8/Sx+dC0wtfb1kZyqnPBqkGfU8n11MQ2snob4ejA/2xhju51AR1Wg0xIf5UGxtpaWjGz9PNwCqm9rJKbKyr/wk6/LraOvqRQg57vW2eTHMSwhlZlxwv2jk1TTzhR0immaU54i3F9ufvfTsuiP99a1GAkmSyK85xSf7q/n0YA31LZ34eeq4fGIEv/5WKtNjgpx2Pl+tiNYAi5HnL9OA4qEOEELoJUmyCiGikedD5ygvrUYW5aeV/z8dsP3HQoh3kReUmp11PrQP2W1dz/t7qka9UNxwyTSH89z6o2wotPDd2SNrSutMZJgM/GVDMZuO1HP9dDljaJnZwAsbSzhxuotgB7mzr5wQTnFOCU99UUiAtxubiuo5YpGdp8YHefGdmeOZFRvMnPiQczrIXzYxgt98VqB6SK/RaEg2+FJY28KJ1i6CfdV9F30iuvGIle/MtG/6rKapnS8P1/KfPZUctbTippUXBK+ZGslSo96pfkPnYkgRFUK8g7zwEyqEqAKeQF5pf14IoQM6UOYjhRDhyHOd/oBNCWUyS5J0CvhQmRPtBn4kSVLfDPfTwH+EEHcB5cANyvYvkedOS4A24A77P+7ok24y8ObOcnYea3RYkPdgJBu+tu27lEU0dZw/Bn8Psgst/SKaaQ7nrzklZBda+LbKlWm1NLd3s/lofX8trnd3V+KmFcyKC+bbM0wsNeqJD/W5oF7WygkRPPl5AV8eruWnKnujV04eR2HtEV7fUcYDy9QtUvXVt8opUieize3drDlcy8f7q8ktO4GbVhAR4MXvrp7A5RMjLqoyJHBhq/M3neOl6YPsW4c87B7sPAvPsb0RSB9kuwT8aKj2ORuz44LxdteyodBxmTKD0Wfb99bOclo7e5xuXmmkkLOXDKw+UN2fJTQhUk4LzSoYGxGtaGwjq9BCdqGFr8pO0GOTCPFxx0OnobvXxp5H0gnw9hj2ecMDPJkZE8wXh9SL6K1zYvnj2iN8cbhOtYgKIUgz6flo39cZYkPR2dPLxqJ6Pj1QTXahla5eG/GhPty7MI6Xt5YR5OPWXxHgYuPS/CU5EE83LQuTQskpkt3WnWkeJ9NsYNW2MrYcreeyiRGObs6okWHS885XFeSWNbIwKQwhBBlnFLUbSXptEgcqm9igCGdfrzNJ78s9i+LJMOmZMj6In793gNUHa9hT3tRf8nm4XDYxnF9/VkCJtYVE/fAjLXw9dRj8PShrkF331YbZpRn1/GtXBbmlJ1iUPHjhN5tNYk/5ST7eX80Xh2o41dFDqK87350TzTVTI5kYGYAQgvf2VPabal+MuER0FEg3GliXb6Gg9hSp45zHw3Ogbd+lLKLzEkLx0GnILrSyMEn+gWeaDby1q5xtxQ1kmNUJ2EBOd/awtbiB7EILOUVWGk93odUIZsUG89gV0WSY9GfV87ljfiyrD9bwr13lqkV05cQIfvN5AV8cquNnGerC1Zak6HlvdyWrD9Zy9dRIVeeYlxCKp5uGnCLrWSJabGnh4/3VfHqghuqmdrzctKyYEM7VUyOZnxBylofDzNhgNhRa2Vt+kukxjkmKsAeXiI4CAwvFOZOI6hRDkuxCK929NtwuUUMSL3e59lJ2kYUnrjQjhGBOfAh+HrKjlVoRrWvu6O9tbj/WSFePDT9PHUtT9KSb9CxJ1hPg7XbO46dGB+Gh09jl9mXwV4b0h2v4WYa6If1dC+J4b3cl7+2uVC2inm5a5id8/R1bWzr57GANH++vJr/mFFqNYGFSKL9YnkKm2XBew5LvzYlhQ6GV13eUuUTUhUyYnweTowLJLrKqnrsaLZaZDXy0r5rdx0+odgW6GEgz6ckusvZnabnrNCxOCSO7yEKvTUJ7ASmLfWE3GwotbCi09Ncqig725nuzY8gw65kZGzysm9HEyAD2lJ+kvPG06sqTl0+K4InV+RRbWkhSkTyRbPDDx13LgUr7spfmxIeQXWTlun/s4EBlEzYJJo8P5IkrzVwxaRxhfhc279tnHL2jxHG2hfbgEtFRIt2o53+zjmJt6UDv5zxxmQuTwnDXyYYkl7KIphsNPEIe2YXW/iytTLOBzw/VcqDyJNNjBs+z7lDq2GcXWsgutFLb3IEQMHV8IL9ckUKmyUCi3lf1XPe3Z0Sxp/wkr2wt47dXT1B1jpUTwvn1Z/l8cbiW+1VmoE2LCWJrcQMFNc2YhzFaqm5qJyu/jnX5FnaVNuLjrqW04TQ/Tkvi6injiA9TF3qVpPelsK6FprauUXddGmkuzfGcE9A357WpaOxrL50PHw8dCxJDySoYnm3fxUZ4gCcTIv2/4eq0JEWPTiPOKqfc2NrJ+3sq+f5be5j22yzueG03H+6tZlJUAH+8fhK7H8ngox/O54dLEkky+Nm1WHjdVPuNmvX+nsyMlVfp1XLzbDk06ZWt53fdlySJI3Ut/C27mCv+tpX5T+fw688KqG/t5IdLExgX6ElUoBcPZCarEtA+Lp8kz9G/sfO46nM4CldPdJQwRcixdBsKLdwwc2xjE4ci02wgp8hKUV0Lpgj/oQ+4SEkzGnghp7g/yD7Ay4058SFkFVi4floUGwqtbCi0sK/iJJIEBn8PrpkaSYbZwNz4kFEJ9NbpNESHeFPe2EZHVw+eKt27rpgUweOf5nPU0qLKD2G52YBWCLYOkoraa5PYX3GS9QUW1uXXUa7UVZoWHcjDK41kmg0kKILp5+nG02uKqDzRxvhgb1WfBeCWOTE8t/4oXx6qc7psv6Fwiego0RdL9+HeaqfLXko3yQtfWQWWS1pEM0x6/ppdzKYjVi6fFMFXZSfottmoPNFG5p+3ADAh0p+fpiWRaTaQOs5/TELSlpkN/HNrGe/sruQOxW90uKyYEM4Tq/P54lAtyZnDF1GNRkOi3pcjlhaa27rwcNOy81gj6wvqyCqw0NDahZtWMC8hlHsXxZNpMgya4rlyQjhPryliXX4ddy9Un1Yb4O1OqK87JfX2hV45ApeIjiLpJgP/2lXBrtJGlqQ4T+C93s+TqeMDWV9Q53QLXyNJeIAnfp46nllbxGOf5HG6qxc3DXTbYEVqOI9faWZcoNeYt+vO+XH8c2sZn+yvVi2iej9PZsUG8+XhWn6eqa7nttQYxhFLC9e/uJOapnZOd/Xi66FjSUoYy1LDWZIShr/nuaMNAGJCfDBF+LMmzz4RBZifGMqnB2rYeKRedQiYI3CJ6CgyNz4ELzct2YVWpxJRkFMhn1lbRE1Tu0OEZLQorW8lq8BCVoGFvcowPS7EhwxTAGlGPfMSQrnm/7Zzsq3LYZ87ItCLQG83CmrVGzWDPKR/bBhD+q4eG3vLT7K1uJ4txfXkVZ/CTSOoPNHGNdOiWJ5qYG5CyAVlIA1k5YRw/pRlv7nN7fNi+fRADW/nqo+jdQQuER1FPN20LFCyl550wuylZ9YWsaHQwq1zYx3dHNXYbBL7K5sU4azjWL1c490cce5herpJz4ubS2lu6z5vXOdoMicumLX5FnaUNDAvUV2UxPIJ4Ty+Op/PD9XywCBDekmSKGs4zZaj9WwtbmBnaSNtXb3oNIJp0UE8uCyZbcUNlDWc5vfXTFB9fV42URbRdfl1dl1L/XG0xy+uemAuER1lMkx6sgosTreIk6j3JT7Uh6yCi09EO7p72V7SQFaBhQ2FVhpaO9FpBLPjg7llTgwZZgNRQede5EhXfF83HbVy1RR1web2cuvcWNbmW3hjx3HVIqr382R2nDKkz0hCCEFzWzc7jjWwpbieLUcbqG5qByA2xJvrpkWxMCmUuQkh/XZ84QFePPj+QQ5Xq3eqT9T7kaj3Zc1h+0QUwDzOn/0VTVQ3tREZqH6haixxiegoszSlz23d+RZxMs0GXt1exqmO7iHnvhzNydNdZBdZySqoY8vRBtq75fm7xSlhLDMbWJKiJ8Drwj7DlKhAQnzcyS50nIjOSwzFTSvILVNfTx7g8knjeOyTPB77JI+C2lP9Qe9+SgXa+5YksCgpjOiQwQUpzahHI2BDgfr6TSAP6f++sYTG1k5CfIdvrtLHNVMj2V/RxGvbj/Po5WbV5xlLXCI6yugVV/nsIis/TnOuRZxMs4GXtpSy6Ug935o8ztHNOYvyxtNkFVhYX2Bhz/ET2CQI9/fkuumRZJrDmRMfPOz5OwCNRrDUqGd9fp1D01/NEf4crGqmtqmdCJXzs8vNBt7acZy3cyuYPD6QH6clsSgplMnjAy/ocwX7uDMjNpj1BRbVrk4gRwv8LaeErAILN85S7zF6w/Qonvg0n6wCi0tEXXxNmtHAX7KP9rutOwtTo4MI8XEnq8DiFCJqs0kcrm7uD7Ppc0Myhvvx46WJZJrDmRA5MmFIGSY9H+ytYs/xk8wdgdLUarh2WhQHq5p5dXsZj6gUDL2/J94eWszj/PjkR/NVnSPTZOCpLwvtivU0R/gTHezNmrw6u0TU011HRKAXFSfa6OmxodM5f6iT87fwEiDdJNf8tidLZTTQamQn/k1FVrp6bA5pw+nOHtbn1/Grjw6x9LmNXPX37by4uZQQHw8ev8LM1l8uZe39i3hgWQoTowJGbHFuYVIY7tpv1qkfa74zQ85eWp9vXxsyTAbya1qwtnSoOj5TMWTZYMd3IYRg5YRwtpc00NzWrfo8AEtTwpAk+PSgU1cD6sclomNA6jh/wv09ySl0LhEFOdSppbOH3LKxM38oazjNqm1l3LIql6lPZnHvW3v5YG8V5Sfa+faMKPY+msE7987hzgVxdmXBnA8fDx1zEkIcemPzdNcRGST3uuy5iaUZlRTjI+pSjGNDfUjS+5JVYJ+Yr5gQTo9NskuMAe5cIMfOvr+3aog9nQOXiI4BfdlLW4vr6ew5q8ipQ1mQKPtC2vsDOh+dPb1sOVrPbz7LZ8mzG1n63CZ++3kBtc0d3D4/ln/fM5usBxYBUFB9aswMKNKNekobTlNa3zom7zcYaUY9EvDhPvWCYYrwIyLAvpt0htlAbtkJu3qRk6MCiQjwZE1enepzACSE+eLjruVgZbNd5xkrXCI6RmSY9Jzu6iW31L7V2JHGy13LwqQwNoywIUltUzv/zq3gnjf3MPXJLG599Sv+nVtBbKgPT16VytZfLmXDA4v5n8tMzEsIJTbEl0S9D7XN7fSM0dRCuunrOvWO4i6l1/WhHb0uIQRLUuSbtNoebabZQK9NYtNR9d+FRiNYnhrOluJ6Wjt7VJ8HYMr4QNq7eymyMyFhLHCJ6BjR5wTuyDm4c5FpNlDT3EF+jfoLtrOnl23FDTz1RQHL/7yFlc9v4X8+PkxBzSmunRbJq7fP4MDjy3j9jlncOjd20GH6rNhgTrR189GBsZkLiwqSyynbO/y0h5gQH/w8dRyutq/XlW6Ub9JfqQyZmhIVSKivx1kOV8Nl5YRwunpsbLRzmqTPtOe1HcftOs9Y4BLRMcLTTXZb31BodToLunQlVnC4P6DjDad5Y8dx7nx9N1N+k8X3VuXyxo5yQv3csUkggA0/X8jvrp5ImtGAl/v5w5HuW5wIwL9zK9R+lGGTbtKzp/yk3Ysh9jAzNohOJSVTLfMSQ3DXaVTP8Wo0ggyTns1H7JtymhEbTKivO2vtHNJfOSkCjYAtR53LSnIwXCI6hqSbDFQ3tfeH7jgLIb4eTI8JGnJe9HRnDxsKLDz2SR6L/riRJc9t4onV+ZTWt3LDjChW3TaD/Y9n8vbdc/ju7Bgk4LWd5RfcjvEh3uh9PahpasdmG6shvf3DWHv53pxYAF7fcX5vz/Ph7a5jXkIIOUXqe5KZZgOtnT3ssmPKSasM6TcesdLRrV6MNRoNMSE+1DZ30NZl39TAaOMS0TEkTSmh7Mjh47nINBsorD1F5Ym2/m2SJFFYe4oXNx/jppd3MeXJ9dz95h4+3FdFkt6XJ69KZdODS9j0i6X85qoJpJu+rqXzg8Xx+Hvq+GiYc31zE0OwtnSybhQXugYyeUD2kqNYkiyXx9huZ3mMNKOe441tqhfK5ieG4uWmZYPdQ/oI2rp62WxnL3KZEnr17leVdp1ntHGJ6Bhi8PdkYmSAk86LhgPw2cEaPj9Uwy/eP8js32ez8vmtPL2miJNtXdw5P45/3z2b/Y9nsur2mdw6N5bY0MHrBAV4yybIx+pPD6sncd/iBABe237c7s90IWiV7KVNR+TifY5Ao9GQbPDlxOkuGlrVxXrC1ynGaof0feW+NxTat8g4Oz6YQG83u4f06Sa5iuinYzRHrhaXiI4x6SY9+yubaGztdHRTALm3WVR3ii8P1+LjruXZdUf48b/3sy6/jplxwfzx+kns+lU6a+9fxK8uMzEvMfSCUy2vmhKJxNAlKAZijPDH31PHgQr7iqgNhwyTnlMdPQ51D/rWZDmH//XtFz79cSbjg71JNvjaFfuaaTZQ29zRX5RPDW5aDZkmAxsKLcOKFugb+fw56yjL/7yFG17KRQP86TuTVbdlLBhSRIUQrwohrEKIvAHbpgghdgkhDggh9gghZinbjUKInUKITiHEg2ec5+dCiHwhRJ4Q4h0hhKeyPU4IkSuEKBFCvCeEcFe2eyjPS5TXY0fygzuKdKMBSYKNKgOjR4KO7l42HbHy+Kd5LHhmIyv+spVn1x0hLsyHX65I4cP75rHvsUz+fvM0bpgxnvAAdR6Rt86NwV0raGrrGtZxC5JC6eq1saHAvp7Mhb+f47OXvjcnBoA1eerrJoFcrvurshO0dKhbKOszJMmy87tYOTGclo4eth87u/zIQCRJ4kBlE39YU8jS5zax8vmt/DWnmABvNzlj7eE0EsLUFeMbKy4kd/514AXgzQHb/gj8RpKkNUKIy5TnS4ATwE+BqweeQAgRqWw3S5LULoT4D3Cjcu5ngD9LkvSuEOJF4C7gH8r/JyVJShRC3Kjs9x2Vn9NpmBDpj8Hfg5wiC9dPjxqz97We6mDjESvZhVa2lTTQ1tWLp5uGBYlh/CQtkaVGvV2GuoNxoKKJXhv0DnNo+MMliXx5uI5Xtx8nQ5lmGE18PXTMjg8mp8jKo1c4xvTC11NHuL8HZQ2n7SqPkW408NLmUrYWN3DZxIhhHz9wkfEBlY75IM+v+nnoWHO4tn+aoY9em8Se4ydYk1fHuvw6aps70GkEcxNCuHdRAplmwwWXW3YGhhRRSZK2DNILlIA+X7cAoEbZ1wpYhRCXn+O9vIQQ3YA3UCPkROg04GZlnzeAXyOL6FXKY4APgBeEEEJytvigYSKEIM2o57ODtXT12HAfJYOFvprp2YVWcoosHKyS4xDHBXhy3bQo0kz6USvG1kdpw2l6JYmoYfZkJ0QG4OuhtSvkZ7hkmAz9kQb2VK20h8Upet7bXcnqg7VcPVWdRd+06EACvNzIKbKqElGQh/S//9K+4nMeOi1pipduT68NmwQ7SxtZm1dHVkEdDa1duOs0LE4O48FlKWSYDA4zyLYXtS5O9wPrhBDPIU8JzDvfzpIkVSv7VgDtwHpJktYLIUKBJkmS+lYeqoC+qycSqFSO7xFCNAMhwFnjAyHEvcC9ANHR6h1kxop0o4F3vqokt6yRhUlhI3be9i7ZrDi7yEJOkRXLqc7+mum/WJ5CmlGPMdy+kr/DITVSvs+WNLQNsefZzEsIZX2Bha3F9SP6HZ2LdJOeJ1bnk11odZiI3rUgjvd2V/Le7krVIqrTaliUHMamI1ZsNgmNZvh/60xzOL//sojsQgu3q6wBBfKN6dMDNdz+2lccqmrmVEcPPu5alhr1rJgQztIUfX80x8WM2k9wH/BzSZI+FELcAKwCMs61sxAiCLlnGQc0Ae8LIb4HrFX5/t9AkqSXgZcBZsyY4fQ91fmJoXjoNGQXWu0WiJqmdnKKrGQXWthxrJHOHhu+HjoWJYeSZjSwJCXMYfZ7kyIDAL4RNnWhfH9xAusLLPxza+mYiOjA7KV7FtlXcK2Pa/5vOz29Nj77ycIL2j/Z4Ie3u5YDlfYtqqUb9Xx2sIZD1c1MGT98o+W4UB8S9b5kqRDR7l4bO441suZwLZUn2gj2duNgZTPLJ4SzIjWcBUmhTlX5diRQK6K3AT9THr8PvDLE/hlAmSRJ9QBCiI+Qe69vA4FCCJ3SG40C+uIZqoHxQJUQQoc8bTB2VkOjiJe7lvmJoWQXWXjiSvOweoY2m8TBqiZyiqxsKLRSqOQWRwd7c/PsaNKNBmbFBY/aNMFwCPB2x8tNw4nTw1tYApgeE4S3u5bc0rH7k4907aWGlk6qTrYPa9pmekwQW4sbKKhtxhwRoOp9FyeHoRGQU2hRJaIg9yJf2VpKc3v3kBUD+lJ+vzwsD9VPdfTg66HjuumR3LkgjoVJobirMM++WFArojXAYmAT8pxm8RD7VwBzhBDeyMP5dGCPJEmSEGIjcD3wLrI4f6ocs1p5vlN5Pedinw8dSLpJT06RlRJrK0lDVGps7exhW3E9GwqtbDpipaG1C61GMD0miF+tNJJuMpAQ5uNUhfD68HHXUWK98OBvm83GZ4dqeXtXOR3dvXi5aWnt6MHXc/SHfWnGka29lGYy8MaO43ywt4qbZ59/mmlv+Uk+2FPJoSq5F/r2rnKeumaSqvcN8nFnWnQQOUesqt3qM80GXtx8jE1HBv8u2rt62XzUypq8OrILrbR29uDvqSPDbOCyCRGXZI/zXAx5ZQoh3kFeeQ8VQlQBTwD3AM8rPcQOlPlIIUQ4sAd50ckmhLgfeUU+VwjxAbAP6AH2owy/gYeAd4UQv1O2r1K2rwLeEkKUIK/632j/x3Ue0o0GHiGPDYXWQUW0orGtf25zV2kj3b0S/p46lqToSTfpWZwcNmaWcfYwPSaIdUp5jxmxwYPu09Vj4+3ccj7YU0WRpYVem3yv9PPUcffCuDERUJCdg0ay9tLd8+N4Y8dxPtp3toh29dj4z+4KNhRa2Fl6gs4eGzqNoEf57OvyLTx1jfr3XmrU8+y6I6rLGE8dH0ior1z1oO+7ON3ZQ06RlbV5deQUWWnv7iXI240rJkWwYkI48xJCnWIENNZcyOr8Ted4afog+9YhD8kHO88TyAJ85vZSYNYg2zuAbw/VvouV8ABPUsf5k11o4b4lCfT02thX0SQLZ6GVYqX3lhDmwx3z40g36pkeE4TOQfWA1HLd9CjWFVh4b3flN0S0paObV7aWsvpgLccbTtM3xAjxcWdJShj3LU4g8QJqqY8k2hGuvTQ+xBs/Dx15ikNTbVM7q7aXsT6/jsoT7UiAu06Dp07DgsRQbp41nqVGPZf/dRuFdS00tHYQ6qsu7CxNEdGNRVZV5To0GkG60cAXh2p4f08lWQUWNh+tp7PHRqivB9dNj2TlhAhmxwVfdNfkSHPxL41dxKSbDPwtp5j7/rWHnaUnaGrr7i/9e9OsaNKM+nOmVV4sZJjk4O0dxxqpbWrnxaZtG2cAAArnSURBVC2lrFdiA/sYF+jFilQD31+cMOKxqsNlpGsvTYsJYvPReiY+sY4WxWNTAJFBXmSYDNy1MI7xZ5R3vnpqJIVrili19TgPrTSqel9juB/jAjzJUSGiVSfbyC60klfTjNAIfvHBIcL9PblpVjSXTYxgekwQWhWr/pcqLhF1IFdOiuBI3Sl2lp4gzagnw2RgQVKo05cvHg4ajYbIQC8qT7Yz9+kcAISQe9jfmjKOO+fH9ddAdwb6spdyiiwjIqI/XJJAxYk2qk62MTkqgGunRfGdGVF4up/7p3fL3Bj+sKaIL/NqVYuoEHKv+uP91XT29J43VbevQOCGQgtZBRaK6loAiA/z4Z6FccxPDGPq+EBV4VL/DbhE1IEkGfx4/sapuGk1l/SdfVlqOKu2lREZ6Mn3Fydw48xop50768teyi60qq7AOZDZ8SFk3b9oWFUrvd11RAV5UdHYRkdXz3kF93ykm/S8nVtBbukJFiV/M0xsYEzxhkIr9S2daITsB/rIZSbSTXqHxctebLhE1MH8N6xg3jw7WhFRL26dG+vo5gzJSGcvqSn7u1y58byzu5I7VAa8z42X45FziqwsSg7D2tJBTqEcGretpJ6ObjmmeHFyGBlmPUuS9QT5OP9ipbPhElEXo05CmC9+Hrr+1FNnxxmyl+5dFM+qbWV8uLdKtYh6ummYFBXAJ/ur2V9xsv/7jwz04saZ0aSb9MyOC3HaUcHFgktEXYwJM+OCyCmqP2+ok7MwGtlLw8Xg70mQtxtFdS3DMiRp7+plx7EGsousbCqyUtPcQUKYDxLw4LJkMswGUgxjl/r734BLRF2MCbfNjSWnqJ5Xt5c5vYiCHCL00paRy15Sw8KkMFYfrGFDoZVlqed2s6o62cbGIivZRVZ2Kqm/Pu5aFiSF8rOMJJakjLxDl4uvcYmoizFhcYoeN61gx7GLI3M33WTg/zaNXPaSGu5dFM/qgzW8tav8GyI6MKZ4Y5G1v2ZXTIic+ptm1DMrLviCzbNd2IdLRF2MGddOi3K6SqfnYqSzl9QwITIAb3cte46f5OTpLjYfrSe7yMqWo/U0t8sxxbPigrlhhhykHx/qnKm/lzouEXUxZjxznbpccEcw0tlLaukzJJn62ywAQn3dyTQbSDPqL7mY4osVl4i6cHEOMhRT4fLGNhL1jlml//21E8k91kjFyXbSjHomRQa4gt6dDHGxDK8ulBkzZkh79uxxdDNcXAJ099oQ8F+fG+4ChBB7JUmaMdhrrp6oCxfnwFFDeBcXF66rxIULFy7swCWiLly4cGEHLhF14cKFCztwiagLFy5c2IFLRF24cOHCDlwi6sKFCxd24BJRFy5cuLADl4i6cOHChR1cchlLQoh6oHyI3UKBhjFozlA4QzucoQ3gaseZuNrxTRzdjhhJksIGe+GSE9ELQQix51wpXP9t7XCGNrja4WrHxdKOwXAN5124cOHCDlwi6sKFCxd28N8qoi87ugEKztAOZ2gDuNpxJq52fBNnacdZ/FfOibpw4cLFSPHf2hN14cKFixHBJaIuXLhwYQ+SJF1U/4DjwGHgALBH2fYsUAQcAj4GApXtbsAbyv6FwK/OOJcW2A98PmBbHJALlADvAe7Kdg/leYnyetVItGOwz6NsDwaygGLl/yBluwD+qrSjS3nd3jYEAh8oxxUCc4fRhkNAjb3fBZCiHN/37xRw/1i3Q3nt50A+kAe8A3g66Nr4mdKG/L7vYhS/D3fgNWX/g8CSAe83XdleopxfjNI1er42PAVUAq1n/IbP/O5jB7z2K2X7EWD5qGmSo0VRpYiGnrFtGaBTHj8DPKM8vhl4V3nsrRw78Et+APg33xTR/wA3Ko9fBO5THv8QeFF5fCNweiTaMdjnUbb/EXhYefzwgHNdBqxRLtRaYO8ItOEN4O4BF3LgMNowB+gcqb+Jsl0L1CEHOI9pO4BIoAzwGnA93D7W1wYwAVlAvZErUGwAEkfx+/gR8JryWA/sBTTK86+U8wnl/CtH6Ro9XxvmABGcLaJnfvfvKY/NyELsgXzzOwZoR0OTLonhvCRJ6yVJ6lGe7gKi+l4CfIQQOsAL+a54CkAIEQVcDrzSdx4h15tNQ+6VgSwuVyuPr1Keo7zuORLtOA8D3+/MdrwpyVdKJxAghIhQ2wYhRACwCFilHN8lSVLThbZBkqRdyNNChhH8LtKBY5Ik9WWejXU7dICX8po3UOOAa8ME5EqS1KYctxm4dhS/DzOQo+xjBZqAGcq15S9J0i7lmnvzHJ97JK7RQdugPN8lSVLtmd8rZ3/36crf6irkm1OnJEllyD3SWYMcbzcXo4hKwHohxF4hxL2DvH4n8l0Q5C/1NPLdsAJ4TpKkE8prfwF+CdgGHBsCNA34A1ch90xQ/q8EUF63Adkj0I5zfR7DgIumjq9/DP3tUI7VAzl2tCGO/9/O2YVYVUVx/LdAMryGldhDjKUD0atZxFAm4hgkyPTig+FgvQdBRFDMS71Kj0UvfTz0QVCp9STSBxQFfTMxOTWMFDYXU5HQoB4c+/ew1sXj5Z6r4z732sD6weWcs8/Ze//3Ovuss9c+ewZOA6+b2Q9m9oqZtZagAWAReL8BW3TYg4fRS7FFIzoktYEXIu0EcFbSEYbfN2aAB8xsrZmtwkd36wdoj2lgwsxWmNlGPIRfH2UuVPJU2910H63T0I9u25/F71W3Laq6G2U5OtEtkjYDO4HHzWxr54SZTeEd561Iuhe4ANyKO4unzGzUzHYBpyR9V6CjjY+YrlrH5drTId7ovdaibQG+AZ4o0LAC2Ay8LOku/IF+ZgkawMOuyQZsgZldB0wA7/aqaNA6zOwmfBSzMc61zGyypr46ivuGpFk81D0CHMbnFC90V9SgPV7DHc23+ADjy1711dFQHy3ScK1Ydk40Rgqd4f5BYohuZo8Bu4C9cUPB55sOSzof13+Bhwf342+834B3gO1m9iZwBrgxQivwMKMd+23irRjnVwNnCnXUtgc42QmBYnuqW0fkHcFHLVerYQFYkPRVXPce7lSvSEOwDmiX2iLYCXwv6WQlbZg6dgC/Sjot6TxwALiPa9M3XpV0t6StwJ/A3KDsIWlR0pOSNkl6GP/YOBdljlTKrLa70T7aR0M/um2/Br9X3bao6m6UZeVEzaxlZjd09vEJ6hkzewgPzSck/V3Jchyfx+pcPwb8LOlZSSOSNuCh4yeSJuNmfgrsjvyPAh/E/odxDLAX+EySSnTUtadHfd069kXe7Xj4cq7AFn8Av5vZnXHdOHD0CjWYmW0D/pJ0osQWlfOPcGkoP2wdx4ExM1sVc2vjwOyw+0Yc3xLb2/D50LcHZY9obyv2HwQWJR2NcP2cmY2FPfbVtLu4j9ZpoD9VDbvxZ1mRvsfMVsbUwB34B7Lm0QC+Vg3qB4zi8ybT+LKPqUifx+c/OstjOl/rVuNh4U+4Y3i6R5nbuPTr/GgYez7yroz06+N4PuqfLdVR1544txb4GF8e8hFwc6Qb8BL+7/7+wd/URbYANuEh1I/AIS4uVbmchmP4Az/XxD0BWvgoYk3XPRq2juejvBngjUofGFrfiHOfR9o0MD5ge2zAlwLNRpm3V+q7J2xxDHiRi0ucmu6j/TTsx6Omf2P7XA/bfw2MVvJMheZfiBUFg/jln30mSZIUsKzC+SRJkv8b6USTJEkKSCeaJElSQDrRJEmSAtKJJkmSFJBONEmSpIB0okmSJAX8Bzr+MWh6TrNWAAAAAElFTkSuQmCC\n", + "image/png": 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", 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" ] @@ -2532,7 +2532,7 @@ } ], "source": [ - "geojson = \"../example_data/Fitzrovia_polygon.geojson\"\n", + "geojson = \"example_data/Fitzrovia_polygon.geojson\"\n", "\n", "# here the area is too small for any routes to be within it\n", "n.schedule.routes_on_spatial_condition(geojson, how=\"within\")" diff --git a/notebooks/4.2. Using Network: Road Pricing.ipynb b/examples/4_2_using_network_road_pricing.ipynb similarity index 95% rename from notebooks/4.2. Using Network: Road Pricing.ipynb rename to examples/4_2_using_network_road_pricing.ipynb index f787a0a6..c7f55edf 100644 --- a/notebooks/4.2. Using Network: Road Pricing.ipynb +++ b/examples/4_2_using_network_road_pricing.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Using the `Network` object\n", + "# 4.2. Using the `Network` object: Road Pricing\n", "\n", "This page goes through the process of generating a road pricing MATSim file. Available as a jupyter notebook or wiki page.\n", "\n", @@ -58,12 +58,15 @@ ], "source": [ "import os\n", + "from pathlib import Path\n", "\n", "import pandas as pd\n", "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", + "output_path = Path(\"example_data/outputs/road_pricing\")\n", + "os.makedirs(output_path, exist_ok=True)\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", @@ -303,7 +306,7 @@ }, "outputs": [], "source": [ - "df_tolls.to_csv(\"../example_data/pt2matsim_network/road_pricing/osm_toll_id_ref.csv\", index=False)" + "df_tolls.to_csv(output_path / \"osm_toll_id_ref.csv\", index=False)" ] }, { @@ -350,8 +353,8 @@ "road_pricing.extract_network_id_from_osm_csv(\n", " network=n,\n", " attribute_name=\"osm:way:id\",\n", - " osm_csv_path=\"../example_data/pt2matsim_network/road_pricing/osm_toll_id_ref.csv\",\n", - " outpath=\"../example_data/pt2matsim_network/road_pricing\",\n", + " osm_csv_path=output_path / \"osm_toll_id_ref.csv\",\n", + " outpath=output_path,\n", " osm_dtype=float, # the osm IDs in our network are of float type. Make sure you search for data with matching data types\n", ")" ] @@ -362,7 +365,7 @@ "source": [ "This step can take a long time because the relationship between OSM ways and MATSim network links is rarely 1-to-1. For a given OSM way, there can be multiple network links (i.e. multiple links sharing the same `osm:way:id`) or no network links at all (i.e. during network creation/manipulation some OSM links were deleted or merged). Therefore, the matching OSM ways to network links has to be done on a case-by-case basis.\n", "\n", - "Upon completion, there will be two new files in the output folder `../example_data/pt2matsim_network/road_pricing` specified above:\n", + "Upon completion, there will be two new files in the output folder `example_data/pt2matsim_network/road_pricing` specified above:\n", "\n", "- `osm_tolls_with_network_ids.csv`: this file will be a copy of the input `osm_toll_id_ref.csv` but augmented with a `True`/`False` value indicating whether each OSM way id was successfully matched with one of more network link ids.\n", "- `osm_to_network_ids.json`: this file contains a mapping of each OSM way id in `osm_toll_id_ref.csv` with one or more network link ids.\n", @@ -438,9 +441,7 @@ } ], "source": [ - "df_tolls = pd.read_csv(\n", - " \"../example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv\"\n", - ")\n", + "df_tolls = pd.read_csv(\"example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv\")\n", "\n", "df_tolls.head()" ] @@ -547,7 +548,7 @@ }, "outputs": [], "source": [ - "df_tolls.to_csv(\"../example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv\")" + "df_tolls.to_csv(output_path / \"osm_tolls_with_network_ids.csv\")" ] }, { @@ -569,11 +570,10 @@ "outputs": [], "source": [ "xml_tree = road_pricing.build_tree_from_csv_json(\n", - " \"../example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv\",\n", - " \"../example_data/pt2matsim_network/road_pricing/osm_to_network_ids.json\",\n", + " output_path / \"osm_tolls_with_network_ids.csv\", output_path / \"osm_to_network_ids.json\"\n", ")\n", "\n", - "road_pricing.write_xml(xml_tree, \"../example_data/pt2matsim_network/road_pricing\")" + "road_pricing.write_xml(xml_tree, output_path)" ] }, { @@ -588,7 +588,7 @@ "kernelspec": { "display_name": "genet", "language": "python", - "name": "genet" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -600,7 +600,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.7" + "version": "3.11.5" }, "latex_envs": { "LaTeX_envs_menu_present": true, diff --git a/notebooks/4.3. Using Network: Routing.ipynb b/examples/4_3_using_network_routing.ipynb similarity index 99% rename from notebooks/4.3. Using Network: Routing.ipynb rename to examples/4_3_using_network_routing.ipynb index 3b285d44..43fdd5c7 100644 --- a/notebooks/4.3. Using Network: Routing.ipynb +++ b/examples/4_3_using_network_routing.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Routing\n", + "# 4.3. Using the `Network` object: Routing\n", "\n", "This page goes through GeNet's capability in routing on the Network graph. Available as a jupyter notebook or wiki page.\n", "\n", @@ -39,7 +39,7 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", diff --git a/notebooks/4.4. Using Network: Auxiliary Files referencing Network IDs.ipynb b/examples/4_4_using_network_auxiliary_files_referencing_network_ids.ipynb similarity index 98% rename from notebooks/4.4. Using Network: Auxiliary Files referencing Network IDs.ipynb rename to examples/4_4_using_network_auxiliary_files_referencing_network_ids.ipynb index 3582f928..54dadb46 100644 --- a/notebooks/4.4. Using Network: Auxiliary Files referencing Network IDs.ipynb +++ b/examples/4_4_using_network_auxiliary_files_referencing_network_ids.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Auxiliary files\n", + "# 4.4. Using the `Network` object: Auxiliary files\n", "\n", "GeNet supports reading in files in JSON and CSV formats which reference `Network` link or node IDs. Each file needs to reference only links or nodes, not both, in case there is overlap in IDs between nodes and links.\n", "\n", @@ -629,7 +629,7 @@ } ], "source": [ - "n.write_to_matsim(os.path.join(\"..\", \"genet_output\"))" + "n.write_to_matsim(os.path.join(\"example_data\", \"outputs\"))" ] }, { @@ -853,7 +853,7 @@ } ], "source": [ - "read_json_file(os.path.join(\"..\", \"genet_output\", \"auxiliary_files\", \"links_benchmark.json\"))" + "read_json_file(os.path.join(\"example_data\", \"outputs\", \"auxiliary_files\", \"links_benchmark.json\"))" ] }, { @@ -966,7 +966,7 @@ } ], "source": [ - "read_csv_file(os.path.join(\"..\", \"genet_output\", \"auxiliary_files\", \"links_benchmark.csv\"))" + "read_csv_file(os.path.join(\"example_data\", \"outputs\", \"auxiliary_files\", \"links_benchmark.csv\"))" ] } ], diff --git a/notebooks/5.1. Modifying Network: Graph.ipynb b/examples/5_1_modifying_network_graph.ipynb similarity index 99% rename from notebooks/5.1. Modifying Network: Graph.ipynb rename to examples/5_1_modifying_network_graph.ipynb index 218c3d9e..60c8ec89 100644 --- a/notebooks/5.1. Modifying Network: Graph.ipynb +++ b/examples/5_1_modifying_network_graph.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Modifying the `Network` object\n", + "# 5.1. Modifying the `Network` object: Graph\n", "\n", "This page goes through making basic changes to the Network. Available as a jupyter notebook or wiki page.\n", "\n", @@ -44,7 +44,7 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", diff --git a/notebooks/5.2. Modifying Network: PT Schedule.ipynb b/examples/5_2_modifying_network_pt_schedule.ipynb similarity index 99% rename from notebooks/5.2. Modifying Network: PT Schedule.ipynb rename to examples/5_2_modifying_network_pt_schedule.ipynb index 76c3266e..3a3c9c90 100644 --- a/notebooks/5.2. Modifying Network: PT Schedule.ipynb +++ b/examples/5_2_modifying_network_pt_schedule.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Modifying the `Schedule` object\n", + "# 5.2. Modifying the `Network` object: Public transport schedules\n", "\n", "GeNet has a number of methods to change the Schedule objects. Available as a jupyter notebook or wiki page. Make sure you validate the end result." ] @@ -38,7 +38,7 @@ "\n", "from genet import Route, Service, Stop, read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", diff --git a/notebooks/5.3. Modifying Network: Simplification.ipynb b/examples/5_3_modifying_network_simplification.ipynb similarity index 97% rename from notebooks/5.3. Modifying Network: Simplification.ipynb rename to examples/5_3_modifying_network_simplification.ipynb index 1fcd52af..455228d6 100644 --- a/notebooks/5.3. Modifying Network: Simplification.ipynb +++ b/examples/5_3_modifying_network_simplification.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Simplifying the `Network` object\n", + "# 5.3. Modifying the `Network` object: Simplifying\n", "\n", "This page goes through network simplification in GeNet. Available as a jupyter notebook or wiki page.\n", "\n", @@ -25,7 +25,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 16:04:32,948 - Building OSM graph from file ../example_data/example.osm\n", + "2022-07-14 16:04:32,948 - Building OSM graph from file example_data/example.osm\n", "2022-07-14 16:04:33,358 - Creating networkx graph from OSM data\n", "2022-07-14 16:04:33,360 - OSM: Extract Nodes and Paths from OSM data\n", "2022-07-14 16:04:33,653 - OSM: Add each OSM way (aka, path) to the OSM graph\n", @@ -57,9 +57,7 @@ "source": [ "from genet import read_osm\n", "\n", - "n = read_osm(\n", - " \"../example_data/example.osm\", \"../genet/configs/OSM/slim_config.yml\", epsg=\"epsg:27700\"\n", - ")\n", + "n = read_osm(\"example_data/example.osm\", \"../genet/configs/OSM/slim_config.yml\", epsg=\"epsg:27700\")\n", "n.print()" ] }, diff --git a/notebooks/5.4. Modifying Network: Addition.ipynb b/examples/5_4_modifying_network_addition.ipynb similarity index 99% rename from notebooks/5.4. Modifying Network: Addition.ipynb rename to examples/5_4_modifying_network_addition.ipynb index db60db9b..f7713837 100644 --- a/notebooks/5.4. Modifying Network: Addition.ipynb +++ b/examples/5_4_modifying_network_addition.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Addition\n", + "# 5.4. Modifying the `Network` object: Addition\n", "\n", "This page goes through the process of adding two Network objects together. Available as a jupyter notebook or wiki page.\n", "\n", @@ -31,7 +31,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:59:27,733 - Building OSM graph from file ../example_data/tiny_example.osm\n", + "2022-07-14 15:59:27,733 - Building OSM graph from file example_data/tiny_example.osm\n", "2022-07-14 15:59:27,820 - Creating networkx graph from OSM data\n", "2022-07-14 15:59:27,821 - OSM: Extract Nodes and Paths from OSM data\n", "2022-07-14 15:59:27,847 - OSM: Add each OSM way (aka, path) to the OSM graph\n", @@ -68,7 +68,7 @@ "from genet import read_osm\n", "\n", "_n_tiny = read_osm(\n", - " \"../example_data/tiny_example.osm\", \"../genet/configs/OSM/default_config.yml\", epsg=\"epsg:27700\"\n", + " \"example_data/tiny_example.osm\", \"../genet/configs/OSM/default_config.yml\", epsg=\"epsg:27700\"\n", ")\n", "_n_tiny" ] @@ -101,7 +101,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2022-07-14 15:59:30,750 - Building OSM graph from file ../example_data/example.osm\n", + "2022-07-14 15:59:30,750 - Building OSM graph from file example_data/example.osm\n", "2022-07-14 15:59:31,091 - Creating networkx graph from OSM data\n", "2022-07-14 15:59:31,091 - OSM: Extract Nodes and Paths from OSM data\n", "2022-07-14 15:59:31,260 - OSM: Add each OSM way (aka, path) to the OSM graph\n", @@ -135,9 +135,7 @@ } ], "source": [ - "_n = read_osm(\n", - " \"../example_data/example.osm\", \"../genet/configs/OSM/slim_config.yml\", epsg=\"epsg:27700\"\n", - ")\n", + "_n = read_osm(\"example_data/example.osm\", \"../genet/configs/OSM/slim_config.yml\", epsg=\"epsg:27700\")\n", "_n" ] }, diff --git a/notebooks/6.1. Validating Network: MATSim Specific.ipynb b/examples/6_1_validating_network_matsim_specific.ipynb similarity index 99% rename from notebooks/6.1. Validating Network: MATSim Specific.ipynb rename to examples/6_1_validating_network_matsim_specific.ipynb index f2a79bee..0ff575ba 100644 --- a/notebooks/6.1. Validating Network: MATSim Specific.ipynb +++ b/examples/6_1_validating_network_matsim_specific.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# MatSim specific validation\n", + "# 6.1. Validating the `Network` object: MatSim\n", "\n", "This page goes through validation checks available in GeNet. Available as a jupyter notebook or wiki page.\n", "\n", @@ -44,7 +44,7 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", diff --git a/notebooks/6.2. Validating Network: Google Directions API.ipynb b/examples/6_2_validating_network_google_directions_api.ipynb similarity index 98% rename from notebooks/6.2. Validating Network: Google Directions API.ipynb rename to examples/6_2_validating_network_google_directions_api.ipynb index 8a575fab..815e727d 100644 --- a/notebooks/6.2. Validating Network: Google Directions API.ipynb +++ b/examples/6_2_validating_network_google_directions_api.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Using Google Directions API for speed calculation\n", + "# 6.2. Validating the `Network` object: Google Directions API for speed calculation\n", "\n", "This page goes through methods available for generating speeds based off of Google Directions requests based off of the network links. Available as a jupyter notebook or wiki page.\n", "\n", @@ -80,7 +80,7 @@ } ], "source": [ - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", @@ -130,7 +130,7 @@ "2022-07-14 16:11:30,799 - Identified 45 edge endpoints\n", "2022-07-14 16:11:30,800 - Identified 57 possible paths\n", "2022-07-14 16:11:30,801 - Processing 57 paths\n", - "2022-07-14 16:11:30,805 - Saving Google Directions API requests to ../example_data/\n" + "2022-07-14 16:11:30,805 - Saving Google Directions API requests to example_data/\n" ] }, { @@ -149,7 +149,7 @@ "print(len(requests))\n", "\n", "genet.utils.google_directions.dump_all_api_requests_to_json(\n", - " requests, \"../example_data/\", \"api_requests_send.json\"\n", + " requests, \"example_data/outputs/google_speed_data\", \"api_requests_send.json\"\n", ")" ] }, @@ -210,7 +210,7 @@ "outputs": [], "source": [ "# Read in the API requests generated in the previous section\n", - "path = \"../example_data/api_requests_send.json\"\n", + "path = \"example_data/outputs/google_speed_data/api_requests_send.json\"\n", "api_requests = genet.utils.google_directions.read_api_requests(path)" ] }, @@ -237,27 +237,27 @@ "cell_type": "raw", "metadata": {}, "source": [ - "# You may want to set a limit on the number of requests you are happy to send, \n", + "# You may want to set a limit on the number of requests you are happy to send,\n", "# to avoid excess costs if there is a mistake\n", "\n", "lim = 55\n", "\n", "if len(api_requests) < lim:\n", - " output_dir = '../example_data/example_google_speed_data/'\n", + " output_dir = 'example_data/outputs/google_speed_data/'\n", " filename = 'api_requests_received.json'\n", "\n", " logging.info('Sending API requests')\n", " api_requests = genet.google_directions.send_requests(api_requests=api_requests,\n", " departure_time=1665563400,\n", " traffic_model='best_guess',\n", - " key=api_key) \n", + " key=api_key)\n", "\n", " logging.info('Parsing API requests')\n", " api_requests = genet.google_directions.parse_results(api_requests=api_requests)\n", "\n", " logging.info('Saving API requests')\n", - " genet.google_directions.dump_all_api_requests_to_json(api_requests=api_requests, \n", - " output_dir=output_dir, \n", + " genet.google_directions.dump_all_api_requests_to_json(api_requests=api_requests,\n", + " output_dir=output_dir,\n", " output_file_name=filename)" ] }, @@ -266,7 +266,7 @@ "metadata": {}, "source": [ "This method will save derived results in the output directory provided, an example can be found here: \n", - "`../example_data/example_google_speed_data`. \n", + "`example_data/outputs/google_speed_data`. \n", "\n", "It comprises of the google polyline of the response and speed derived from distance and time taken to travel as well as information that was generated in order to make the response such as the node IDs in the network for which this response holds, the `path_nodes` which denote any extra nodes from the non-simplified chain of nodes/edges in the request, the polyline of the network path, encoded using the same polyline encoding as the Google request polyline; as well as spatial information about the origin and destination of the request and timestamp." ] @@ -292,10 +292,10 @@ "metadata": {}, "source": [ "api_requests = google_directions.send_requests_for_network(\n", - " n=n, \n", + " n=n,\n", " request_number_threshold=3000,\n", " key='API_key',\n", - " output_dir='../example_data/example_google_speed_data',\n", + " output_dir='example_data/outputs/google_speed_data',\n", " departure_time='now'\n", ")" ] @@ -312,9 +312,9 @@ "metadata": {}, "source": [ "api_requests = google_directions.send_requests_for_network(\n", - " n=n, \n", + " n=n,\n", " request_number_threshold=3000,\n", - " output_dir='../example_data/example_google_speed_data',\n", + " output_dir='example_data/outputs/google_speed_data',\n", " departure_time='now'\n", ")" ] @@ -333,11 +333,11 @@ "metadata": {}, "source": [ "api_requests = google_directions.send_requests_for_network(\n", - " n=_n, \n", + " n=_n,\n", " request_number_threshold=3000,\n", - " output_dir='../example_data/example_google_speed_data',\n", + " output_dir='example_data/outputs/google_speed_data',\n", " departure_time='now',\n", - " secret_name='secret_name', \n", + " secret_name='secret_name',\n", " region_name='region_name'\n", ")" ] @@ -360,7 +360,8 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Once the request results have been received, you can read them in from the output directory you specified. " + "Once the request results have been received, you can read them in from the output directory you specified. \n", + "For now, we will use an example dataset." ] }, { @@ -375,7 +376,7 @@ "outputs": [], "source": [ "api_requests = google_directions.read_api_requests(\n", - " \"../example_data/example_google_speed_data/api_requests_received.json\"\n", + " \"example_data/example_google_speed_data/api_requests_received.json\"\n", ")" ] }, @@ -937,7 +938,7 @@ }, { "data": { - "image/png": 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\n", + "image/png": 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", "text/plain": [ "
" ] @@ -981,7 +982,7 @@ "source": [ "logging.info(\"saving network links with valid google speed values to geojson\")\n", "genet.output.geojson.save_geodataframe(\n", - " with_gs, \"api_requests_viz\", \"../example_data/example_google_speed_data/\"\n", + " with_gs, \"api_requests_viz\", \"example_data/outputs/google_speed_data/\"\n", ")" ] }, @@ -991,7 +992,7 @@ "source": [ "Once the geojson file is uploaded to Kepler, click on the button next to `Stroke Colour` field (shown by green arrow in the image below). Then, in the field `Stroke Color Based On` choose `google_speed` from the drop down menu. You can also click on the table icon in the top right corner to display the legend.\n", "\n", - "![Kepler Google Speed Vis](https://github.com/arup-group/genet/blob/master/example_data/example_google_speed_data/kepler_api_requests.png)" + "![Kepler Google Speed Vis](../images/kepler_api_requests.png)" ] }, { @@ -1006,7 +1007,7 @@ "kernelspec": { "display_name": "genet", "language": "python", - "name": "genet" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -1018,7 +1019,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.1+" + "version": "3.11.5" }, "latex_envs": { "LaTeX_envs_menu_present": true, diff --git a/notebooks/7. Visualising Network.ipynb b/examples/7_visualising_network.ipynb similarity index 99% rename from notebooks/7. Visualising Network.ipynb rename to examples/7_visualising_network.ipynb index 220d395e..64f845dd 100644 --- a/notebooks/7. Visualising Network.ipynb +++ b/examples/7_visualising_network.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Visualising `Network`\n", + "# 7. Visualising `Network`\n", "\n", "This page goes through examples of visualising networks in GeNet. Available as a jupyter notebook or wiki page." ] @@ -42,7 +42,7 @@ "\n", "from genet import read_matsim\n", "\n", - "path_to_matsim_network = \"../example_data/pt2matsim_network\"\n", + "path_to_matsim_network = \"example_data/pt2matsim_network\"\n", "\n", "network = os.path.join(path_to_matsim_network, \"network.xml\")\n", "schedule = os.path.join(path_to_matsim_network, \"schedule.xml\")\n", @@ -145,7 +145,7 @@ "output_type": "stream", "text": [ "User Guide: https://docs.kepler.gl/docs/keplergl-jupyter\n", - "Map saved to ../example_data/output_kepler/network_with_pt_routes.html!\n" + "Map saved to example_data/output_kepler/network_with_pt_routes.html!\n" ] }, { @@ -164,7 +164,7 @@ } ], "source": [ - "n.plot(output_dir=\"../example_data/output_kepler/\")" + "n.plot(output_dir=\"example_data/outputs/kepler/\")" ] }, { @@ -181,12 +181,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "Map saved to ../example_data/output_kepler/kepler_map.html!\n" + "Map saved to example_data/output_kepler/kepler_map.html!\n" ] } ], "source": [ - "m.save_to_html(file_name=\"../example_data/output_kepler/kepler_map.html\")" + "m.save_to_html(file_name=\"example_data/outputs/kepler/kepler_map.html\")" ] }, { diff --git a/example_data/Fitzrovia_polygon.geojson b/examples/example_data/Fitzrovia_polygon.geojson similarity index 100% rename from example_data/Fitzrovia_polygon.geojson rename to examples/example_data/Fitzrovia_polygon.geojson diff --git a/example_data/example.osm b/examples/example_data/example.osm similarity index 100% rename from example_data/example.osm rename to examples/example_data/example.osm diff --git a/example_data/example_csv/links.csv b/examples/example_data/example_csv/links.csv similarity index 100% rename from example_data/example_csv/links.csv rename to examples/example_data/example_csv/links.csv diff --git a/example_data/example_csv/nodes.csv b/examples/example_data/example_csv/nodes.csv similarity index 100% rename from example_data/example_csv/nodes.csv rename to examples/example_data/example_csv/nodes.csv diff --git a/example_data/example_geojson/network_links.geojson b/examples/example_data/example_geojson/network_links.geojson similarity index 100% rename from example_data/example_geojson/network_links.geojson rename to examples/example_data/example_geojson/network_links.geojson diff --git a/example_data/example_geojson/network_nodes.geojson b/examples/example_data/example_geojson/network_nodes.geojson similarity index 100% rename from example_data/example_geojson/network_nodes.geojson rename to examples/example_data/example_geojson/network_nodes.geojson diff --git a/example_data/example_google_speed_data/api_requests_received.json b/examples/example_data/example_google_speed_data/api_requests_received.json similarity index 100% rename from example_data/example_google_speed_data/api_requests_received.json rename to examples/example_data/example_google_speed_data/api_requests_received.json diff --git a/example_data/example_google_speed_data/api_requests_viz.geojson b/examples/example_data/example_google_speed_data/api_requests_viz.geojson similarity index 69% rename from example_data/example_google_speed_data/api_requests_viz.geojson rename to examples/example_data/example_google_speed_data/api_requests_viz.geojson index 2052d526..616486a3 100644 --- a/example_data/example_google_speed_data/api_requests_viz.geojson +++ b/examples/example_data/example_google_speed_data/api_requests_viz.geojson @@ -2,185 +2,185 @@ "type": "FeatureCollection", "crs": { "type": "name", "properties": { "name": "urn:ogc:def:crs:OGC:1.3:CRS84" } }, "features": [ -{ "type": "Feature", "properties": { "index": "1476", "id": "1476", "from": "101995", "to": "5560599870", "freespeed": 4.112903225806452, "capacity": 1000.0, "permlanes": 1.0, "oneway": "1", "modes": "car", "s2_from": 5221390307703020221, "s2_to": 5221390306965404305, "attributes": { "osm:way:highway": "secondary", "osm:way:id": 66676148.0, "osm:way:name": "Marylebone High Street" }, "length": 78.477278499145186, "google_speed": 4.112903225806452, "google_polyline": "{dmyHfr\\iAJ}E\\_DT", "speed_difference": 4.220430107526882, "u": "101995", "v": "5560599870" }, "geometry": { "type": "LineString", "coordinates": [ [ -0.151785587098399, 51.519974133239934 ], [ -0.151882187098022, 51.520676933239827 ] ] } }, -{ "type": "Feature", "properties": { "index": "2569", "id": "2569", "from": "101995", "to": "1619500464", "freespeed": 3.984375, "capacity": 1000.0, "permlanes": 1.0, "oneway": "1", "modes": "car", "s2_from": 5221390307703020221, "s2_to": 5221390307705499233, "attributes": { "osm:way:highway": "secondary", "osm:way:id": 148890705.0, "osm:way:name": "Marylebone High Street" }, "length": 13.887797937260242, "google_speed": 3.984375, "google_polyline": "csmyHft\\vKu@n@I", "speed_difference": 4.3489583333333339, "u": "101995", "v": "1619500464" }, "geometry": { "type": "LineString", "coordinates": [ [ -0.151785587098399, 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Street", "osm:way:traffic_calming": "table" }, "length": 138.60917742178063, "google_speed": 3.9, "google_polyline": "mxlyHdjVF^h@dAbAtBnB`Dd@n@NLPCHDr@t@", "speed_difference": 4.4333333333333336, "u": "9475528", "v": "2441993346" }, "geometry": { "type": "LineString", "coordinates": [ [ -0.120523472965425, 51.515835344998123 ], [ -0.121719509368614, 51.514884120434075 ] ] } }, +{ "type": "Feature", "properties": { "index": "366", "id": "366", "from": "9475528", "to": "455705622", "freespeed": 3.972, "capacity": 2000.0, "permlanes": 2.0, "oneway": "1", "modes": "car", "s2_from": 5221390731774041089, "s2_to": 5221390732834639321, "attributes": { "osm:way:highway": "secondary", "osm:way:id": 17513393.0, "osm:way:lanes": "2", "osm:way:name": "Great Queen Street" }, "length": 82.842999364062038, "google_speed": 3.972, "google_polyline": "amlyHxyVT\\fBdDJLLBHUl@eBb@sAVi@TYbCuCv@aAJQBIk@{AGSIOuB{AcAw@IP_A`DCHsB}B[YMGOa@[eBKDMAC?IHeBhAgDrBMHEY", "speed_difference": 4.3613333333333344, "u": 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"index": "2171", "id": "2171", "from": "983836443", "to": "108014", "freespeed": 6.0, "capacity": 2000.0, "permlanes": 2.0, "oneway": "1", "modes": "car", "s2_from": 5221390719347362045, "s2_to": 5221390717852191127, "attributes": { "osm:way:highway": "secondary", "osm:way:id": 49934785.0, "osm:way:name": "Montague Place", "osm:way:oneway": "yes" }, "length": 105.54443256702682, "google_speed": 6.0, "google_polyline": "somyHlcXyA}DqA{D", "speed_difference": 2.3333333333333339, "u": "983836443", "v": "108014" }, "geometry": { "type": "LineString", "coordinates": [ [ -0.128037702559006, 51.520411042124223 ], [ -0.126796474164321, 51.52095935861928 ] ] } } ] } diff --git a/example_data/example_google_speed_data/kepler_api_requests.png b/examples/example_data/example_google_speed_data/kepler_api_requests.png similarity index 100% rename from example_data/example_google_speed_data/kepler_api_requests.png rename to examples/example_data/example_google_speed_data/kepler_api_requests.png diff --git a/example_data/example_gtfs/calendar.txt b/examples/example_data/example_gtfs/calendar.txt similarity index 100% rename from example_data/example_gtfs/calendar.txt rename to examples/example_data/example_gtfs/calendar.txt diff --git a/example_data/example_gtfs/routes.txt b/examples/example_data/example_gtfs/routes.txt similarity index 100% rename from example_data/example_gtfs/routes.txt rename to examples/example_data/example_gtfs/routes.txt diff --git a/example_data/example_gtfs/stop_times.txt b/examples/example_data/example_gtfs/stop_times.txt similarity index 100% rename from example_data/example_gtfs/stop_times.txt rename to examples/example_data/example_gtfs/stop_times.txt diff --git a/example_data/example_gtfs/stops.txt b/examples/example_data/example_gtfs/stops.txt similarity index 100% rename from example_data/example_gtfs/stops.txt rename to examples/example_data/example_gtfs/stops.txt diff --git a/example_data/example_gtfs/trips.txt b/examples/example_data/example_gtfs/trips.txt similarity index 100% rename from example_data/example_gtfs/trips.txt rename to examples/example_data/example_gtfs/trips.txt diff --git a/example_data/example_json/network.json b/examples/example_data/example_json/network.json similarity index 100% rename from example_data/example_json/network.json rename to examples/example_data/example_json/network.json diff --git a/example_data/example_json/schedule.json b/examples/example_data/example_json/schedule.json similarity index 100% rename from example_data/example_json/schedule.json rename to examples/example_data/example_json/schedule.json diff --git a/example_data/pt2matsim_network/network.xml b/examples/example_data/pt2matsim_network/network.xml similarity index 100% rename from example_data/pt2matsim_network/network.xml rename to examples/example_data/pt2matsim_network/network.xml diff --git a/example_data/pt2matsim_network/road_pricing/osm_to_network_ids.json b/examples/example_data/pt2matsim_network/road_pricing/osm_to_network_ids.json similarity index 100% rename from example_data/pt2matsim_network/road_pricing/osm_to_network_ids.json rename to examples/example_data/pt2matsim_network/road_pricing/osm_to_network_ids.json diff --git a/example_data/pt2matsim_network/road_pricing/osm_toll_id_ref.csv b/examples/example_data/pt2matsim_network/road_pricing/osm_toll_id_ref.csv similarity index 100% rename from example_data/pt2matsim_network/road_pricing/osm_toll_id_ref.csv rename to examples/example_data/pt2matsim_network/road_pricing/osm_toll_id_ref.csv diff --git a/example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv b/examples/example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv similarity index 100% rename from example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv rename to examples/example_data/pt2matsim_network/road_pricing/osm_tolls_with_network_ids.csv diff --git a/example_data/pt2matsim_network/road_pricing/roadpricing-file.xml b/examples/example_data/pt2matsim_network/road_pricing/roadpricing-file.xml similarity index 100% rename from example_data/pt2matsim_network/road_pricing/roadpricing-file.xml rename to examples/example_data/pt2matsim_network/road_pricing/roadpricing-file.xml diff --git a/example_data/pt2matsim_network/schedule.xml b/examples/example_data/pt2matsim_network/schedule.xml similarity index 100% rename from example_data/pt2matsim_network/schedule.xml rename to examples/example_data/pt2matsim_network/schedule.xml diff --git a/example_data/pt2matsim_network/vehicles.xml b/examples/example_data/pt2matsim_network/vehicles.xml similarity index 100% rename from example_data/pt2matsim_network/vehicles.xml rename to examples/example_data/pt2matsim_network/vehicles.xml diff --git a/example_data/tiny_example.osm b/examples/example_data/tiny_example.osm similarity index 100% rename from example_data/tiny_example.osm rename to examples/example_data/tiny_example.osm diff --git a/notebooks/generate_usage_wiki_from_notebooks.py b/examples/generate_usage_wiki_from_notebooks.py similarity index 100% rename from notebooks/generate_usage_wiki_from_notebooks.py rename to examples/generate_usage_wiki_from_notebooks.py diff --git a/notebooks/notebook_smoke_tests.py b/notebooks/notebook_smoke_tests.py deleted file mode 100644 index d30c9d63..00000000 --- a/notebooks/notebook_smoke_tests.py +++ /dev/null @@ -1,203 +0,0 @@ -import argparse -import glob -import multiprocessing -import subprocess -import sys -from datetime import datetime -from itertools import repeat -from multiprocessing import Manager -from pprint import pprint - -from colorama import Fore, Style -from rich.console import Console -from rich.table import Table - - -def parse_args(cmd_args): - arg_parser = argparse.ArgumentParser(description="Smoke test a set of Jupyter notebook files") - arg_parser.add_argument( - "-d", - "--notebook-directory", - help="the path to the directory containing the notebooks to test", - ) - arg_parser.add_argument( - "-k", "--kernel-name", help="the name of an iPython kernel to install", required=True - ) - arg_parser.add_argument( - "-n", - "--notebook", - action="append", - help="an iPython notebook to execute - takes precedence over " - "--notebook-directory if both are set", - ) - return vars(arg_parser.parse_args(cmd_args)) - - -def print_banner(): - banner = """ - a, 8a - `8, `8) ,adPPRg, - 8) ]8 ,ad888888888b - ,8' ,8' ,gPPR888888888888 -,8' ,8' ,ad8"" `Y888888888P -8) 8) ,ad8"" (8888888"" -8, 8, ,ad8"" d888"" -`8, `8, ,ad8"" ,ad8"" - `8, `" ,ad8"" ,ad8"" - ,gPPR8b ,ad8"" - dP:::::Yb ,ad8"" - 8):::::(8 ,ad8"" - Yb:;;;:d888"" - "8ggg8P" - _ _ ____ ____ __ __ ___ _ _______ _____ _____ ____ _____ -| \ | | __ ) / ___|| \/ |/ _ \| |/ / ____| |_ _| ____/ ___|_ _| -| \| | _ \ \___ \| |\/| | | | | ' /| _| | | | _| \___ \ | | -| |\ | |_) | ___) | | | | |_| | . \| |___ | | | |___ ___) || | -|_| \_|____/ |____/|_| |_|\___/|_|\_\_____| |_| |_____|____/ |_| - """ - print("{}{}{}".format(Fore.CYAN, banner, Style.RESET_ALL)) - - -def install_jupyter_kernel(kernel_name): - print( - "Making sure we have a Jupyter kernel called {}{}{} installed...".format( - Fore.YELLOW, kernel_name, Style.RESET_ALL - ) - ) - kernel_install_cmd = [ - "ipython", - "kernel", - "install", - "--name", - '"{}"'.format(kernel_name), - "--user", - ] - return run_shell_command(kernel_install_cmd) - - -def execute_notebook(notebook_path, notebook_results_dict): - print("Executing notebook '{}{}{}'...".format(Fore.YELLOW, notebook_path, Style.RESET_ALL)) - cmd = [ - "jupyter", - "nbconvert", - "--to", - "notebook", - "--execute", - '"{}"'.format(notebook_path), - "--output-dir=/tmp", - ] - return_code, cmd, run_time = run_shell_command(cmd) - notebook_results_dict[notebook_path] = (return_code, run_time) - - -def run_shell_command(shell_cmd): - print(Fore.BLUE + " ".join(shell_cmd)) - start_time = datetime.now() - rc = subprocess.call(" ".join(shell_cmd), shell=True) - running_time = datetime.now() - start_time - print( - "{}Shell process return value for {}{}{} was {}{}{}".format( - Style.RESET_ALL, - Fore.YELLOW, - shell_cmd, - Style.RESET_ALL, - Fore.YELLOW, - rc, - Style.RESET_ALL, - ) - ) - return rc, " ".join(shell_cmd), running_time - - -def find_notebooks(notebook_dir): - notebook_paths = glob.glob("{}/*.ipynb".format(notebook_dir)) - notebook_paths.sort() - return notebook_paths - - -def trim_time_delta(time_delta): - return str(time_delta).split(".")[0] - - -def print_summary(notebook_results_dict): - console = Console() - console.print("") - passes = [ret_code for ret_code, time in notebook_results.values() if ret_code == 0] - failures = [ret_code for ret_code, time in notebook_results.values() if ret_code != 0] - table_caption = "{} failed, {} passed in [yellow bold]{}[/yellow bold]".format( - len(failures), len(passes), trim_time_delta(datetime.now() - start) - ) - results_table = Table( - show_header=True, - header_style="bold magenta", - title="Smoke Test Summary", - caption=table_caption, - ) - results_table.add_column("Notebook", justify="left") - results_table.add_column("Result", justify="left") - results_table.add_column("Time", style="dim") - for notebook_file, result in notebook_results_dict.items(): - short_name = notebook_file.split("/")[-1] - exit_code, duration = result - colour = "green" if exit_code == 0 else "red" - outcome = "PASSED" if exit_code == 0 else "FAILED" - results_table.add_row( - short_name, "[{}]{}[/{}]".format(colour, outcome, colour), trim_time_delta(duration) - ) - console.print(results_table) - console.print("") - - -if __name__ == "__main__": - print_banner() - start = datetime.now() - command_args = parse_args(sys.argv[1:]) - if command_args["notebook"]: - notebooks = command_args["notebook"] - notebooks.sort() - print("Executing notebooks files {}{}{}".format(Fore.YELLOW, notebooks, Style.RESET_ALL)) - elif command_args["notebook_directory"]: - print( - "Smoke testing Jupyter notebooks in {}'{}'{} directory".format( - Fore.YELLOW, command_args["notebook_directory"], Style.RESET_ALL - ) - ) - notebooks = find_notebooks(command_args["notebook_directory"]) - print( - "Found {}{}{} notebooks files in {}{}{}".format( - Fore.YELLOW, - len(notebooks), - Style.RESET_ALL, - Fore.YELLOW, - command_args["notebook_directory"], - Style.RESET_ALL, - ) - ) - if not notebooks: - print( - "No notebooks to test - our work here is done. Double check the {}{}{} directory if this seems wrong.".format( - Fore.YELLOW, command_args["notebook_directory"], Style.RESET_ALL - ) - ) - sys.exit(0) - - pprint(notebooks, width=120) - return_code, cmd, run_time = install_jupyter_kernel(command_args["kernel_name"]) - if return_code: - print( - "{}Warning: Jupyter kernel installation shell command did not exit normally" - " - this may cause problems later{}".format(Fore.RED, Style.RESET_ALL) - ) - - notebook_results = Manager().dict() - with multiprocessing.Pool() as pool: - pool.starmap(execute_notebook, zip(notebooks, repeat(notebook_results))) - - print("------------------------------------------------------") - print( - "\nFinished the smoke test in {}{}{}".format( - Fore.YELLOW, datetime.now() - start, Style.RESET_ALL - ) - ) - print_summary(notebook_results) - sys.exit(sum(ret_code for ret_code, time in notebook_results.values())) diff --git a/pyproject.toml b/pyproject.toml index 87ec6495..ef11418d 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -6,7 +6,7 @@ minversion = "6.0" # `--nbmake --nbmake-kernel=genet` - test example notebooks using the "genet" notebook kernel (uses nbmake) # `--cov --cov-report=xml --cov-config=pyproject.toml` - generate coverage report for tests (uses pytest-cov; call `--no-cov` in CLI to switch off; `--cov-config` include to avoid bug) addopts = "-rav --strict-markers -nauto --nbmake --nbmake-kernel=genet --cov --cov-report=xml --cov-config=pyproject.toml" -testpaths = ["tests", "notebooks"] +testpaths = ["tests", "examples"] # to mark a test, decorate it with `@pytest.mark.MARKER-NAME` # then add MARKER-NAME to the markers list. diff --git a/tests/test_cli.py b/tests/test_cli.py index 6d6a2444..f9f8e673 100644 --- a/tests/test_cli.py +++ b/tests/test_cli.py @@ -7,7 +7,7 @@ from genet import cli GENET_ROOT_DIR = importlib_resources.files("genet").parent -EXAMPLE_DATA_DIR = GENET_ROOT_DIR / "example_data" +EXAMPLE_DATA_DIR = GENET_ROOT_DIR / "examples" / "example_data" EXAMPLE_NETWORK = EXAMPLE_DATA_DIR / "pt2matsim_network" / "network.xml" EXAMPLE_SCHEDULE = EXAMPLE_DATA_DIR / "pt2matsim_network" / "schedule.xml" @@ -52,7 +52,7 @@ def test_add_elevation_to_network(invoke_runner_and_check_files): args=[ f"--network={EXAMPLE_NETWORK}", f"--projection={PROJECTION}", - f'--elevation={EXAMPLE_DATA_DIR / "fitzrovia_elevation.tif"}', + f'--elevation={pytest.test_data_dir / "elevation" / "fitzrovia_elevation.tif"}', "--null_value=0", ], expected_files=[ @@ -272,7 +272,7 @@ def test_squeeze_urban_links(invoke_runner_and_check_files): f"--network={EXAMPLE_NETWORK}", f"--projection={PROJECTION}", f'--study_area={os.path.join(EXAMPLE_DATA_DIR, "Fitzrovia_polygon.geojson")}', - f'--urban_geometries={os.path.join(EXAMPLE_DATA_DIR, "Fitzrovia_urban_polygon.geojson")}', + f'--urban_geometries={pytest.test_data_dir / "geojson" / "Fitzrovia_urban_polygon.geojson"}', "--freespeed", "0.5", "--capacity", diff --git a/example_data/fitzrovia_elevation.tif b/tests/test_data/elevation/fitzrovia_elevation.tif similarity index 100% rename from example_data/fitzrovia_elevation.tif rename to tests/test_data/elevation/fitzrovia_elevation.tif diff --git a/example_data/Fitzrovia_urban_polygon.geojson b/tests/test_data/geojson/Fitzrovia_urban_polygon.geojson similarity index 100% rename from example_data/Fitzrovia_urban_polygon.geojson rename to tests/test_data/geojson/Fitzrovia_urban_polygon.geojson