diff --git a/README.md b/README.md index 09785e3..493b18c 100644 --- a/README.md +++ b/README.md @@ -7,7 +7,6 @@ [![pre-commit.ci status](https://results.pre-commit.ci/badge/github/worldbank/blackmarblepy/main.svg)](https://results.pre-commit.ci/latest/github/worldbank/blackmarblepy/main) [![downloads](https://static.pepy.tech/badge/blackmarblepy/month)](https://pepy.tech/project/blackmarblepy) [![DOI](https://zenodo.org/badge/DOI/10.5281/zenodo.10667907.svg)](https://zenodo.org/doi/10.5281/zenodo.10667907) -[![All Contributors](https://img.shields.io/github/all-contributors/worldbank/blackmarblepy)](#contributors) [![GitHub Repo stars](https://img.shields.io/github/stars/worldbank/blackmarblepy)](https://github.com/worldbank/blackmarblepy) **BlackMarblePy** is a Python package that provides a simple way to use nighttime lights data from NASA's Black Marble project. [Black Marble](https://blackmarble.gsfc.nasa.gov) is a [NASA Earth Science Data Systems (ESDS)](https://www.earthdata.nasa.gov) project that provides a product suite of daily, monthly and yearly global [nighttime lights](https://www.earthdata.nasa.gov/learn/backgrounders/nighttime-lights). This package automates the process of downloading all relevant tiles from the [NASA LAADS DAAC](https://www.earthdata.nasa.gov/eosdis/daacs/laads) to cover a region of interest, converting the raw files (in HDF5 format), to georeferenced rasters, and mosaicing rasters together when needed. @@ -75,7 +74,7 @@ To build the documentation locally, after (1) and (2) above, please follow these pip install -e .[docs] ``` -- Build the documentation:m +- Build the documentation: ```shell sphinx-build docs _build/html -b html @@ -109,20 +108,36 @@ We welcome contributions to improve this documentation. If you find errors, have If you have any feedback, encounter issues, or want to suggest improvements, please [open an issue](https://github.com/worldbank/blackmarblepy/issues). -## Contributors +### Versioning + +[![CalVer](https://img.shields.io/badge/calver-YY.0M.MICRO-22bfda.svg)](https://calver.org) + +This project follows the [CALVER](https://calver.org) (Calendar Versioning) scheme for versioning. If you have any questions or need more information about our versioning approach, feel free to ask. + +### Contributors + +This project follows the [all-contributors](https://allcontributors.org) specification. +Contributions of any kind are welcome! + + +Gabriel Stefanini Vicente +ORCID logo + +
+ +Robert Marty +ORCID logo + - +m -This project follows the [all-contributors](https://allcontributors.org) specification. -Contributions of any kind are welcome! - ## Citation When using **BlackMarblePy**, your support is much appreciated! Please consider using the following citation or download [bibliography.bib](bibliography.bib): @@ -132,7 +147,8 @@ When using **BlackMarblePy**, your support is much appreciated! Please consider title = {{BlackMarblePy: Georeferenced Rasters and Statistics of Nighttime Lights from NASA Black Marble}}, author = {Gabriel {Stefanini Vicente} and Robert Marty}, year = {2023}, - note = {{BlackMarblePy} v0.2.3}, + howpublished = {\url{https://worldbank.github.io/blackmarblepy}}, + doi = {10.5281/zenodo.10667907}, url = {https://worldbank.github.io/blackmarblepy}, } ``` diff --git a/docs/bibliography.bib b/docs/bibliography.bib index 315ebde..4ca986b 100644 --- a/docs/bibliography.bib +++ b/docs/bibliography.bib @@ -2,7 +2,8 @@ @misc{blackmarblepy title = {{BlackMarblePy: Georeferenced Rasters and Statistics of Nighttime Lights from NASA Black Marble}}, author = {Gabriel {Stefanini Vicente} and Robert Marty}, year = {2023}, - note = {{BlackMarblePy} v0.2.3}, + howpublished = {\url{https://worldbank.github.io/blackmarblepy}}, + doi = {10.5281/zenodo.10667907}, url = {https://worldbank.github.io/blackmarblepy}, } diff --git a/notebooks/blackmarblepy.ipynb b/notebooks/blackmarblepy.ipynb index 527ebd8..9cfcdb4 100644 --- a/notebooks/blackmarblepy.ipynb +++ b/notebooks/blackmarblepy.ipynb @@ -5,7 +5,7 @@ "id": "73b42bfe-7179-4172-b641-dfe5da287d55", "metadata": {}, "source": [ - "# Examples using `BlackMarblePy`\n", + "# Using `BlackMarblePy`\n", "\n", "This Jupyter notebook provides a guided exploration of the [**BlackMarblePy**](https://pypi.org/project/blackmarblepy/) package, showcasing its capabilities for downloading, visualizing, and analyzing NASA Black Marble nighttime lights data. Through interactive examples, you'll learn how to:\n", "\n", @@ -65,7 +65,7 @@ "import geopandas\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", - "import seaborn as sns\n", + "from bokeh.plotting import figure, output_notebook, show\n", "\n", "from blackmarble.extract import bm_extract\n", "from blackmarble.raster import bm_raster\n", @@ -95,11 +95,28 @@ " ---\n", " height: 400px\n", " ---\n", - "3. Copy and use the token securely with [BlackMarblePy](https://worldbank.github.io/blackmarblepy/api/blackmarble.html)\n", + " ```\n", + " \n", + " ```{caution}\n", + " Please be aware that the \"Affiliation\" information on your [Earthdata profile](https://urs.earthdata.nasa.gov/profile/edit) is mandatory. Without this information, the [NASA Earthdata token](https://urs.earthdata.nasa.gov/documentation) will be invalid, which may result in an error (i.e., `OSError: Unable to synchronously open file (file signature not found)`)\n", + " \n", + " ![](../images/nasa_earthdata_affiliations.png)\n", + " ```\n", + " \n", + "3. Copy and use the token with [BlackMarblePy](https://worldbank.github.io/blackmarblepy/api/blackmarble.html) *securely*.\n", " ```python\n", " import os\n", "\n", " bearer = os.getenv(\"BLACKMARBLE_TOKEN\")\n", + " ```\n", + "\n", + " ```{important}\n", + " Using a secret token securely in Python code involves several practices to ensure the token is not exposed unintentionally. For instance, storing the secret token in an environment variable, in configuration files or using secret management services. In this example, we set up an environment variable.\n", + " ```\n", + " \n", + " ```{seealso}\n", + " - [Using Secrets Securely](https://worldbank.github.io/template/notebooks/nasa-apod.html)\n", + " - [Best Practices froor Securing API Keys](https://rapidapi.com/guides/practices-api-keys)\n", " ```" ] }, @@ -117,22 +134,6 @@ "bearer = os.getenv(\"BLACKMARBLE_TOKEN\")" ] }, - { - "cell_type": "markdown", - "id": "6eaaeb6e", - "metadata": {}, - "source": [ - "\n", - "```{important}\n", - "Using a secret token securely in Python code involves several practices to ensure the token is not exposed unintentionally. For instance, storing the secret token in an environment variable, in configuration files or using secret management services. In this example, we set up an environment variable.\n", - "```\n", - "\n", - "```{seealso}\n", - "- [Using Secrets Securely](https://worldbank.github.io/template/notebooks/nasa-apod.html)\n", - "- [Best Practices for Securing API Keys](https://rapidapi.com/guides/practices-api-keys)\n", - "```" - ] - }, { "cell_type": "markdown", "id": "f1cce32c-f001-4324-9aeb-1246a3044457", @@ -173,7 +174,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -181,7 +182,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_c86aa3f8c9e5c9a7e4f051290eb26295 {\n", + " #map_953d6d002499f8ccaa2983a913cb3ace {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -211,14 +212,14 @@ "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_c86aa3f8c9e5c9a7e4f051290eb26295" ></div>\n", + " <div class="folium-map" id="map_953d6d002499f8ccaa2983a913cb3ace" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_c86aa3f8c9e5c9a7e4f051290eb26295 = L.map(\n", - " "map_c86aa3f8c9e5c9a7e4f051290eb26295",\n", + " var map_953d6d002499f8ccaa2983a913cb3ace = L.map(\n", + " "map_953d6d002499f8ccaa2983a913cb3ace",\n", " {\n", " center: [7.956799999999999, -1.0309500000000003],\n", " crs: L.CRS.EPSG3857,\n", @@ -227,79 +228,79 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_c86aa3f8c9e5c9a7e4f051290eb26295);\n", + " L.control.scale().addTo(map_953d6d002499f8ccaa2983a913cb3ace);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_8aba6fa88087228be076bbfd3f839b3a = L.tileLayer(\n", - " "https://tile.openstreetmap.org/{z}/{x}/{y}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors", "detectRetina": false, "maxNativeZoom": 19, "maxZoom": 19, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " var tile_layer_e9f35742da493a909a74475dcc63b77d = L.tileLayer(\n", + " "https://a.basemaps.cartocdn.com/dark_all/{z}/{x}/{y}{r}.png",\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_8aba6fa88087228be076bbfd3f839b3a.addTo(map_c86aa3f8c9e5c9a7e4f051290eb26295);\n", + " tile_layer_e9f35742da493a909a74475dcc63b77d.addTo(map_953d6d002499f8ccaa2983a913cb3ace);\n", " \n", " \n", - " map_c86aa3f8c9e5c9a7e4f051290eb26295.fitBounds(\n", + " map_953d6d002499f8ccaa2983a913cb3ace.fitBounds(\n", " [[4.7388, -3.2621], [11.1748, 1.2002]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_9e2fd22c656ae33f3f4ff2c768712651_styler(feature) {\n", + " function geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_styler(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_9e2fd22c656ae33f3f4ff2c768712651_highlighter(feature) {\n", + " function geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_9e2fd22c656ae33f3f4ff2c768712651_pointToLayer(feature, latlng) {\n", + " function geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_9e2fd22c656ae33f3f4ff2c768712651_styler(feature)\n", + " let style = geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_9e2fd22c656ae33f3f4ff2c768712651_onEachFeature(feature, layer) {\n", + " function geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_9e2fd22c656ae33f3f4ff2c768712651.resetStyle(e.target);\n", + " geo_json_8a2db390f97c23b2a608c0dbbb6a58c3.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_9e2fd22c656ae33f3f4ff2c768712651_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_9e2fd22c656ae33f3f4ff2c768712651 = L.geoJson(null, {\n", - " onEachFeature: geo_json_9e2fd22c656ae33f3f4ff2c768712651_onEachFeature,\n", + " var geo_json_8a2db390f97c23b2a608c0dbbb6a58c3 = L.geoJson(null, {\n", + " onEachFeature: geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_onEachFeature,\n", " \n", - " style: geo_json_9e2fd22c656ae33f3f4ff2c768712651_styler,\n", - " pointToLayer: geo_json_9e2fd22c656ae33f3f4ff2c768712651_pointToLayer,\n", + " style: geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_styler,\n", + " pointToLayer: geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_pointToLayer,\n", " });\n", "\n", - " function geo_json_9e2fd22c656ae33f3f4ff2c768712651_add (data) {\n", - " geo_json_9e2fd22c656ae33f3f4ff2c768712651\n", + " function geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_add (data) {\n", + " geo_json_8a2db390f97c23b2a608c0dbbb6a58c3\n", " .addData(data);\n", " }\n", - " geo_json_9e2fd22c656ae33f3f4ff2c768712651_add({"bbox": [-3.2621, 4.7388, 1.2002, 11.1748], "features": [{"bbox": [-2.8774, 6.3548, -1.8267, 7.3955], "geometry": {"coordinates": [[[[-2.416, 6.6588], [-2.4176, 6.6569], [-2.4151, 6.6554], [-2.4157, 6.6533], [-2.4139, 6.6533], [-2.4148, 6.652], [-2.4132, 6.6523], [-2.4128, 6.6507], [-2.4123, 6.6525], [-2.4113, 6.6504], [-2.4107, 6.6521], [-2.4077, 6.6518], [-2.4066, 6.6483], [-2.4, 6.6508], [-2.3967, 6.6489], [-2.3965, 6.6472], [-2.3953, 6.6482], [-2.3976, 6.6441], [-2.3948, 6.6434], [-2.3956, 6.6405], [-2.3979, 6.6402], [-2.3961, 6.6389], [-2.3998, 6.6378], [-2.3998, 6.64], [-2.4002, 6.6365], [-2.4024, 6.6376], [-2.4029, 6.6349], [-2.4011, 6.6348], [-2.4026, 6.6319], [-2.3988, 6.6256], [-2.3952, 6.6265], [-2.3923, 6.6243], [-2.3932, 6.6191], [-2.3946, 6.6195], [-2.394, 6.6175], [-2.3954, 6.617], [-2.392, 6.6142], [-2.3943, 6.6139], [-2.3947, 6.612], [-2.39, 6.6093], [-2.3874, 6.611], [-2.3835, 6.6107], [-2.3853, 6.6076], [-2.3838, 6.6055], [-2.3851, 6.6031], [-2.3834, 6.6043], [-2.3828, 6.6029], [-2.3839, 6.598], [-2.3825, 6.597], [-2.3814, 6.5987], [-2.3801, 6.5968], [-2.3808, 6.5998], [-2.3784, 6.6004], [-2.3786, 6.5985], [-2.3771, 6.5987], [-2.3783, 6.5974], [-2.3719, 6.5955], [-2.3711, 6.5922], [-2.3729, 6.5887], [-2.3801, 6.5848], [-2.3811, 6.5822], [-2.3795, 6.5722], [-2.3856, 6.568], [-2.3853, 6.5574], [-2.3822, 6.5504], [-2.3766, 6.5481], [-2.3759, 6.5453], [-2.3782, 6.5439], [-2.378, 6.5417], [-2.3749, 6.5388], [-2.3768, 6.5373], [-2.3775, 6.5392], [-2.3811, 6.5374], [-2.3841, 6.5322], [-2.3819, 6.5299], [-2.3833, 6.5275], [-2.3818, 6.5267], [-2.385, 6.5255], [-2.3861, 6.5232], [-2.3915, 6.5225], [-2.3909, 6.5242], [-2.3921, 6.5243], [-2.3973, 6.5213], [-2.3985, 6.5134], [-2.396, 6.5046], [-2.3976, 6.5042], [-2.3972, 6.503], [-2.4038, 6.5081], [-2.4052, 6.5058], [-2.403, 6.5048], [-2.4047, 6.5033], [-2.4074, 6.5047], [-2.4094, 6.5023], [-2.4085, 6.5009], [-2.4112, 6.5009], [-2.4094, 6.499], [-2.4117, 6.4982], [-2.4097, 6.4972], [-2.41, 6.4955], [-2.4129, 6.4978], [-2.416, 6.4959], [-2.4166, 6.4938], [-2.414, 6.49], [-2.4156, 6.4908], [-2.4161, 6.4885], [-2.4193, 6.4884], [-2.4183, 6.4902], [-2.4213, 6.4895], [-2.4213, 6.4912], [-2.4237, 6.4924], [-2.4247, 6.488], [-2.4233, 6.4869], [-2.4269, 6.4841], [-2.4248, 6.4835], [-2.4252, 6.481], [-2.4236, 6.4815], [-2.426, 6.4798], [-2.4239, 6.4779], [-2.4231, 6.4798], [-2.4233, 6.4766], [-2.4207, 6.4795], [-2.4191, 6.4784], [-2.4212, 6.475], [-2.4235, 6.4757], [-2.4215, 6.4732], [-2.4252, 6.4728], [-2.4249, 6.4749], [-2.4273, 6.4717], [-2.4308, 6.4733], [-2.4293, 6.471], [-2.4315, 6.4715], [-2.4307, 6.4693], [-2.4339, 6.4663], [-2.4317, 6.4657], [-2.4326, 6.4647], [-2.4314, 6.4641], [-2.4346, 6.464], [-2.4347, 6.4654], [-2.4351, 6.4627], [-2.4343, 6.4623], [-2.4366, 6.4596], [-2.4388, 6.46], [-2.4401, 6.4575], [-2.4426, 6.4576], [-2.4436, 6.4548], [-2.4423, 6.4498], [-2.4449, 6.4465], [-2.4436, 6.4447], [-2.4461, 6.4431], [-2.4438, 6.443], [-2.4438, 6.4417], [-2.4386, 6.4429], [-2.4387, 6.4392], [-2.4472, 6.4344], [-2.4466, 6.4306], [-2.4487, 6.4324], [-2.4514, 6.4315], [-2.447, 6.4289], [-2.444, 6.4312], [-2.4441, 6.4289], [-2.4391, 6.4282], [-2.4406, 6.417], [-2.4386, 6.4164], [-2.438, 6.4209], [-2.4352, 6.4204], [-2.4348, 6.4168], [-2.4288, 6.4171], [-2.4271, 6.4113], [-2.4247, 6.4097], [-2.4239, 6.4107], [-2.4258, 6.4074], [-2.4222, 6.4079], [-2.4224, 6.4055], [-2.4207, 6.4046], [-2.4252, 6.4049], [-2.4263, 6.4015], [-2.4232, 6.3951], [-2.4262, 6.382], [-2.4242, 6.3817], [-2.424, 6.3801], [-2.4261, 6.3771], [-2.4257, 6.3751], [-2.4282, 6.3739], [-2.4294, 6.3709], [-2.4266, 6.3634], [-2.4288, 6.3617], [-2.4283, 6.3585], [-2.4305, 6.3552], [-2.4348, 6.3548], [-2.4476, 6.3711], [-2.4593, 6.3786], [-2.4648, 6.3781], [-2.4686, 6.3805], [-2.47, 6.3861], [-2.4688, 6.3916], [-2.477, 6.4027], [-2.4842, 6.406], [-2.4859, 6.4086], [-2.498, 6.4101], [-2.5039, 6.4152], [-2.5065, 6.415], [-2.5152, 6.4131], [-2.5469, 6.4005], [-2.5477, 6.4097], [-2.5506, 6.4129], [-2.5529, 6.4197], [-2.5572, 6.4212], [-2.5589, 6.4297], [-2.5524, 6.4322], [-2.5512, 6.4376], [-2.5431, 6.4429], [-2.5397, 6.4483], [-2.5374, 6.4477], [-2.5379, 6.4496], [-2.5346, 6.4499], [-2.5268, 6.4549], [-2.5274, 6.462], [-2.533, 6.4598], [-2.538, 6.4635], [-2.5434, 6.4638], [-2.5504, 6.4687], [-2.5545, 6.4744], [-2.5622, 6.4808], [-2.5696, 6.4824], [-2.5771, 6.4875], [-2.5852, 6.4897], [-2.5885, 6.4942], [-2.5924, 6.5046], [-2.5967, 6.5065], [-2.5989, 6.5124], [-2.6061, 6.5196], [-2.6196, 6.5252], [-2.6352, 6.5289], [-2.6459, 6.53], [-2.6494, 6.5257], [-2.6564, 6.5294], [-2.6634, 6.5251], [-2.6687, 6.5114], [-2.6727, 6.5098], [-2.6758, 6.524], [-2.6811, 6.572], [-2.6945, 6.5777], [-2.7018, 6.5853], [-2.7273, 6.5888], [-2.7481, 6.5807], [-2.7555, 6.5843], [-2.7631, 6.5844], [-2.7717, 6.5785], [-2.7796, 6.5757], [-2.7812, 6.5778], [-2.7806, 6.5835], [-2.7827, 6.5842], [-2.7846, 6.5949], [-2.7877, 6.5966], [-2.789, 6.6016], [-2.7938, 6.6013], [-2.8008, 6.607], [-2.8006, 6.6115], [-2.8037, 6.616], [-2.8056, 6.617], [-2.8081, 6.6146], [-2.808, 6.6167], [-2.816, 6.6167], [-2.8212, 6.6229], [-2.8246, 6.6233], [-2.8245, 6.626], [-2.8309, 6.6268], [-2.8327, 6.6347], [-2.8378, 6.6342], [-2.8404, 6.6371], [-2.8442, 6.6365], [-2.8514, 6.6429], [-2.8608, 6.6419], [-2.8655, 6.6386], [-2.8694, 6.6382], [-2.8716, 6.6417], [-2.8664, 6.6498], [-2.871, 6.651], [-2.8725, 6.6541], [-2.8767, 6.6528], [-2.8774, 6.6538], [-2.8734, 6.6575], [-2.8639, 6.6607], [-2.8573, 6.6598], [-2.8578, 6.661], [-2.8543, 6.6636], [-2.8521, 6.6633], [-2.853, 6.6655], [-2.8481, 6.669], [-2.8493, 6.6698], [-2.848, 6.6732], [-2.8493, 6.674], [-2.8495, 6.6792], [-2.8557, 6.6825], [-2.8551, 6.684], [-2.8586, 6.6871], [-2.8575, 6.6893], [-2.8617, 6.6933], [-2.8623, 6.6971], [-2.8582, 6.6983], [-2.8623, 6.7046], [-2.8593, 6.7115], [-2.8646, 6.713], [-2.8659, 6.7187], [-2.8624, 6.7209], [-2.8628, 6.7226], [-2.8579, 6.7269], [-2.8588, 6.7321], [-2.8568, 6.7328], [-2.855, 6.7363], [-2.852, 6.7359], [-2.8521, 6.7375], [-2.8457, 6.7412], [-2.8462, 6.747], [-2.8413, 6.7503], [-2.8408, 6.7587], [-2.8456, 6.7646], [-2.8458, 6.7676], [-2.8491, 6.7693], [-2.8498, 6.7728], [-2.8485, 6.7751], [-2.8447, 6.7756], [-2.8436, 6.7817], [-2.8375, 6.7887], [-2.8394, 6.7904], [-2.8399, 6.7943], [-2.8443, 6.7961], [-2.8446, 6.7985], [-2.8489, 6.7997], [-2.8485, 6.8031], [-2.8445, 6.8043], [-2.8429, 6.8066], [-2.8484, 6.8107], [-2.8479, 6.8143], [-2.8503, 6.8177], [-2.8579, 6.8194], [-2.8593, 6.824], [-2.857, 6.8255], [-2.8565, 6.8301], [-2.8542, 6.8313], [-2.8551, 6.8359], [-2.8568, 6.8396], [-2.8627, 6.8437], [-2.8625, 6.8468], [-2.8659, 6.8506], [-2.8595, 6.8541], [-2.8599, 6.8592], [-2.8583, 6.8601], [-2.8607, 6.8639], [-2.8567, 6.8698], [-2.8548, 6.8697], [-2.8548, 6.8736], [-2.8517, 6.8747], [-2.8515, 6.8826], [-2.8493, 6.8868], [-2.853, 6.8917], [-2.8521, 6.8968], [-2.8553, 6.9029], [-2.8563, 6.9117], [-2.85, 6.9229], [-2.8514, 6.926], [-2.8495, 6.9288], [-2.85, 6.9357], [-2.8521, 6.9422], [-2.8507, 6.9426], [-2.851, 6.945], [-2.8501, 6.9434], [-2.8496, 6.9443], [-2.8499, 6.9476], [-2.8476, 6.9508], [-2.8489, 6.9517], [-2.8434, 6.9565], [-2.844, 6.9573], [-2.8395, 6.9596], [-2.8366, 6.9581], [-2.8322, 6.9587], [-2.8317, 6.9621], [-2.8287, 6.9639], [-2.8209, 6.9639], [-2.8188, 6.9696], [-2.8119, 6.9734], [-2.8127, 6.9743], [-2.8092, 6.9803], [-2.8065, 6.9822], [-2.8072, 6.9842], [-2.8053, 6.9852], [-2.8049, 6.9883], [-2.8005, 6.9912], [-2.8013, 6.994], [-2.7961, 6.9988], [-2.7965, 7.0027], [-2.7926, 7.0065], [-2.7907, 7.0122], [-2.784, 7.0133], [-2.7798, 7.0189], [-2.7707, 7.0217], [-2.7697, 7.0269], [-2.7615, 7.0352], [-2.7639, 7.0395], [-2.7602, 7.0539], [-2.7607, 7.061], [-2.7532, 7.0785], [-2.7445, 7.0823], [-2.729, 7.0986], [-2.7243, 7.0966], [-2.7217, 7.1019], [-2.7155, 7.1036], [-2.7115, 7.0999], [-2.7088, 7.1026], [-2.7045, 7.1028], [-2.6992, 7.1065], [-2.6914, 7.1141], [-2.6901, 7.1216], [-2.6926, 7.1247], [-2.6911, 7.1313], [-2.684, 7.14], [-2.6747, 7.1375], [-2.6705, 7.1401], [-2.6655, 7.1383], [-2.659, 7.1418], [-2.6514, 7.1415], [-2.6488, 7.1452], [-2.6431, 7.1469], [-2.6285, 7.1557], [-2.628, 7.159], [-2.6239, 7.1627], [-2.6201, 7.1635], [-2.6148, 7.1748], [-2.6072, 7.1804], [-2.5913, 7.1811], [-2.5847, 7.1793], [-2.5812, 7.1805], [-2.5798, 7.1837], [-2.5819, 7.1897], [-2.5806, 7.2088], [-2.5766, 7.2136], [-2.5697, 7.2163], [-2.5637, 7.224], [-2.5587, 7.2259], [-2.5559, 7.2305], [-2.5168, 7.2308], [-2.5115, 7.2273], [-2.4951, 7.2264], [-2.49, 7.2167], [-2.4935, 7.2169], [-2.4947, 7.159], [-2.4937, 7.1334], [-2.4898, 7.1316], [-2.4792, 7.1314], [-2.4754, 7.1352], [-2.4703, 7.1364], [-2.4604, 7.1341], [-2.4476, 7.1406], [-2.4189, 7.123], [-2.4154, 7.1224], [-2.4005, 7.1118], [-2.4385, 7.0888], [-2.4177, 7.0916], [-2.378, 7.0998], [-2.3725, 7.1021], [-2.3643, 7.1064], [-2.3637, 7.1101], [-2.3663, 7.1151], [-2.3501, 7.1291], [-2.3477, 7.1265], [-2.3408, 7.1255], [-2.3368, 7.1223], [-2.333, 7.1243], [-2.3316, 7.1235], [-2.3265, 7.125], [-2.3242, 7.1228], [-2.3245, 7.1213], [-2.3228, 7.1207], [-2.3264, 7.117], [-2.3308, 7.1157], [-2.3302, 7.1121], [-2.3317, 7.1103], [-2.3297, 7.1059], [-2.3233, 7.1053], [-2.3188, 7.1024], [-2.3175, 7.1043], [-2.3153, 7.104], [-2.3111, 7.0996], [-2.3089, 7.0992], [-2.3067, 7.1026], [-2.3042, 7.103], [-2.3022, 7.1019], [-2.3005, 7.0978], [-2.2984, 7.0983], [-2.2985, 7.1016], [-2.2948, 7.109], [-2.2953, 7.113], [-2.3033, 7.1208], [-2.2995, 7.1232], [-2.3006, 7.1267], [-2.2993, 7.1277], [-2.2965, 7.1262], [-2.2949, 7.1302], [-2.2923, 7.1316], [-2.2939, 7.1363], [-2.2889, 7.1393], [-2.2885, 7.1412], [-2.2919, 7.1442], [-2.2968, 7.1446], [-2.2982, 7.1487], [-2.3019, 7.1471], [-2.3054, 7.1481], [-2.3049, 7.1498], [-2.3097, 7.156], [-2.3106, 7.1599], [-2.3501, 7.187], [-2.3458, 7.1961], [-2.3415, 7.2157], [-2.3355, 7.2273], [-2.3249, 7.2371], [-2.3194, 7.2333], [-2.3015, 7.2323], [-2.2968, 7.2335], [-2.2932, 7.2303], [-2.2909, 7.2242], [-2.2851, 7.2267], [-2.2858, 7.2292], [-2.2841, 7.2303], [-2.2841, 7.2325], [-2.2798, 7.2322], [-2.2785, 7.2337], [-2.2816, 7.238], [-2.2803, 7.2422], [-2.2824, 7.2443], [-2.2815, 7.247], [-2.2792, 7.2465], [-2.2775, 7.2401], [-2.2734, 7.2372], [-2.27, 7.2388], [-2.2725, 7.2457], [-2.2671, 7.2438], [-2.2652, 7.2455], [-2.2703, 7.2493], [-2.2696, 7.2528], [-2.271, 7.2551], [-2.2676, 7.2556], [-2.2659, 7.2603], [-2.2634, 7.2614], [-2.2689, 7.2647], [-2.2659, 7.2675], [-2.2682, 7.2688], [-2.2687, 7.2712], [-2.2673, 7.2723], [-2.2687, 7.2743], [-2.2656, 7.2752], [-2.2665, 7.2762], [-2.2647, 7.2765], [-2.2652, 7.2775], [-2.262, 7.2789], [-2.2576, 7.2772], [-2.2567, 7.2795], [-2.2519, 7.2809], [-2.2457, 7.2796], [-2.2428, 7.285], [-2.2442, 7.2876], [-2.2405, 7.2922], [-2.2352, 7.2958], [-2.2305, 7.295], [-2.2296, 7.2978], [-2.2258, 7.2985], [-2.222, 7.3028], [-2.2184, 7.301], [-2.2174, 7.3077], [-2.2192, 7.3082], [-2.218, 7.3084], [-2.2196, 7.3106], [-2.2191, 7.3122], [-2.2159, 7.3122], [-2.2151, 7.3144], [-2.2117, 7.3129], [-2.2088, 7.3148], [-2.2023, 7.3146], [-2.1984, 7.3182], [-2.1971, 7.3169], [-2.1944, 7.3176], [-2.1902, 7.3221], [-2.1825, 7.3198], [-2.1799, 7.3228], [-2.1713, 7.3229], [-2.1667, 7.325], [-2.1655, 7.328], [-2.1609, 7.3286], [-2.1571, 7.3344], [-2.1563, 7.3388], [-2.1524, 7.3411], [-2.1535, 7.3459], [-2.1511, 7.3488], [-2.1514, 7.3562], [-2.1473, 7.3614], [-2.1475, 7.3657], [-2.1431, 7.3684], [-2.1389, 7.3682], [-2.1355, 7.3738], [-2.1403, 7.3871], [-2.1365, 7.3902], [-2.1374, 7.3939], [-2.1356, 7.3955], [-2.0763, 7.3232], [-2.0724, 7.3207], [-2.0615, 7.3179], [-2.0589, 7.3156], [-2.0563, 7.3089], [-2.047, 7.3056], [-2.0386, 7.3067], [-2.0348, 7.31], [-2.0272, 7.3112], [-2.026, 7.3129], [-2.021, 7.3125], [-2.0191, 7.315], [-2.0097, 7.3171], [-2.0091, 7.3185], [-2.0014, 7.3169], [-1.9958, 7.3132], [-1.9884, 7.2981], [-1.97, 7.2973], [-1.9621, 7.2934], [-1.9619, 7.2861], [-1.9585, 7.2802], [-1.9545, 7.2655], [-1.9499, 7.2615], [-1.9454, 7.2645], [-1.9272, 7.2648], [-1.9214, 7.2611], [-1.9148, 7.2533], [-1.9122, 7.2535], [-1.8953, 7.2634], [-1.8812, 7.2663], [-1.8713, 7.2717], [-1.865, 7.2781], [-1.8493, 7.2764], [-1.846, 7.2738], [-1.8434, 7.275], [-1.8418, 7.2699], [-1.8373, 7.2655], [-1.8356, 7.2596], [-1.8272, 7.2585], [-1.8267, 7.2534], [-1.8331, 7.245], [-1.8379, 7.2416], [-1.8394, 7.2379], [-1.8495, 7.2329], [-1.8526, 7.2285], [-1.8553, 7.2273], [-1.8556, 7.2222], [-1.8623, 7.2174], [-1.8689, 7.2032], [-1.9329, 7.1766], [-1.9325, 7.1301], [-1.9536, 7.0852], [-1.967, 7.0899], [-1.9706, 7.0867], [-1.9743, 7.087], [-1.9788, 7.084], [-1.9843, 7.0836], [-1.9903, 7.0784], [-1.995, 7.0792], [-2.0039, 7.0747], [-2.0117, 7.0691], [-2.0194, 7.0608], [-2.0233, 7.0512], [-2.0319, 7.0464], [-2.0326, 7.0446], [-2.0349, 7.0446], [-2.0383, 7.0402], [-2.0455, 7.0394], [-2.0488, 7.0373], [-2.0531, 7.041], [-2.0581, 7.0387], [-2.0623, 7.0389], [-2.0673, 7.0337], [-2.0756, 7.0314], [-2.0784, 7.0274], [-2.0821, 7.0276], [-2.0849, 7.0242], [-2.0921, 7.021], [-2.0971, 7.011], [-2.0973, 7.0072], [-2.1009, 7.0072], [-2.106, 7.0044], [-2.1076, 7.0053], [-2.1129, 7.0046], [-2.1134, 7.003], [-2.122, 7.0022], [-2.1249, 7.0114], [-2.1309, 7.017], [-2.1336, 7.022], [-2.1377, 7.0204], [-2.1353, 7.0282], [-2.1364, 7.0313], [-2.139, 7.0329], [-2.1399, 7.0416], [-2.1423, 7.04], [-2.1503, 7.0396], [-2.1651, 7.0329], [-2.1746, 7.0206], [-2.1783, 7.0176], [-2.1824, 7.0168], [-2.1855, 7.0202], [-2.1857, 7.0254], [-2.1788, 7.0326], [-2.1853, 7.0362], [-2.1934, 7.0282], [-2.2004, 7.0266], [-2.202, 7.0275], [-2.2137, 7.0203], [-2.2147, 7.0135], [-2.219, 7.0096], [-2.2217, 7.0096], [-2.2231, 7.0076], [-2.2294, 7.0073], [-2.2333, 7.0029], [-2.235, 7.0032], [-2.2353, 7.0014], [-2.2414, 6.9972], [-2.2419, 6.9946], [-2.2472, 6.991], [-2.247, 6.9832], [-2.252, 6.9773], [-2.2589, 6.9736], [-2.2626, 6.9702], [-2.2622, 6.9678], [-2.2647, 6.9651], [-2.2737, 6.9605], [-2.2793, 6.9537], [-2.284, 6.952], [-2.289, 6.9457], [-2.2968, 6.9409], [-2.3031, 6.9403], [-2.311, 6.9418], [-2.3184, 6.9366], [-2.3211, 6.9328], [-2.3233, 6.9326], [-2.323, 6.9345], [-2.3245, 6.9333], [-2.3269, 6.9288], [-2.3312, 6.929], [-2.3327, 6.9263], [-2.332, 6.9249], [-2.3337, 6.9246], [-2.3323, 6.9208], [-2.3375, 6.9196], [-2.3381, 6.9166], [-2.336, 6.9165], [-2.3379, 6.9152], [-2.3351, 6.9137], [-2.3381, 6.9126], [-2.3391, 6.9087], [-2.3447, 6.908], [-2.3447, 6.9101], [-2.3456, 6.9086], [-2.3465, 6.9098], [-2.3469, 6.9079], [-2.3485, 6.9088], [-2.3494, 6.9059], [-2.347, 6.903], [-2.3486, 6.901], [-2.3497, 6.9021], [-2.35, 6.9005], [-2.3511, 6.9008], [-2.3504, 6.8985], [-2.3524, 6.8993], [-2.3549, 6.8957], [-2.3608, 6.8956], [-2.3618, 6.8932], [-2.3629, 6.8941], [-2.3627, 6.8926], [-2.3643, 6.8925], [-2.3647, 6.8902], [-2.368, 6.8898], [-2.3692, 6.8868], [-2.3719, 6.8884], [-2.3764, 6.886], [-2.3782, 6.883], [-2.3756, 6.8826], [-2.3747, 6.8789], [-2.3786, 6.877], [-2.3783, 6.8784], [-2.3817, 6.8784], [-2.3826, 6.8754], [-2.3838, 6.8755], [-2.3829, 6.8739], [-2.384, 6.872], [-2.3875, 6.8701], [-2.3871, 6.8676], [-2.3887, 6.8679], [-2.3867, 6.8667], [-2.3856, 6.8633], [-2.3877, 6.8614], [-2.3864, 6.8603], [-2.3877, 6.8596], [-2.3853, 6.8583], [-2.3868, 6.8556], [-2.3882, 6.8552], [-2.3886, 6.8571], [-2.3889, 6.8554], [-2.3908, 6.8552], [-2.3922, 6.8587], [-2.3932, 6.8573], [-2.3944, 6.8586], [-2.3965, 6.8572], [-2.3958, 6.855], [-2.3984, 6.8543], [-2.3977, 6.8502], [-2.3995, 6.8501], [-2.3999, 6.8481], [-2.3983, 6.8392], [-2.4021, 6.8394], [-2.4017, 6.8416], [-2.4086, 6.8416], [-2.4071, 6.8365], [-2.4112, 6.8353], [-2.4091, 6.8371], [-2.4099, 6.8378], [-2.4134, 6.8364], [-2.4132, 6.8324], [-2.4163, 6.8322], [-2.4142, 6.8298], [-2.4167, 6.8287], [-2.4171, 6.8262], [-2.4142, 6.8277], [-2.4134, 6.8259], [-2.4178, 6.8234], [-2.4136, 6.8244], [-2.4117, 6.8227], [-2.4088, 6.8231], [-2.4074, 6.8203], [-2.4009, 6.8192], [-2.381, 6.8327], [-2.3759, 6.8391], [-2.3716, 6.8375], [-2.3666, 6.8398], [-2.3649, 6.8432], [-2.3565, 6.8442], [-2.3549, 6.8442], [-2.3546, 6.8413], [-2.3513, 6.8399], [-2.3486, 6.842], [-2.3484, 6.8441], [-2.3453, 6.8441], [-2.3446, 6.8393], [-2.3363, 6.8305], [-2.3337, 6.8307], [-2.3363, 6.8219], [-2.3451, 6.8159], [-2.3425, 6.8147], [-2.3408, 6.81], [-2.3346, 6.8039], [-2.3197, 6.8012], [-2.3053, 6.8116], [-2.2996, 6.7996], [-2.2963, 6.7988], [-2.2972, 6.7972], [-2.2927, 6.7963], [-2.2872, 6.8001], [-2.2822, 6.799], [-2.2783, 6.8003], [-2.2714, 6.7979], [-2.2665, 6.7988], [-2.2597, 6.7941], [-2.258, 6.7907], [-2.2645, 6.7781], [-2.2671, 6.7778], [-2.2691, 6.7721], [-2.2677, 6.7634], [-2.2711, 6.7612], [-2.2738, 6.7559], [-2.2783, 6.7293], [-2.2854, 6.7171], [-2.2893, 6.7158], [-2.2882, 6.7139], [-2.2896, 6.7114], [-2.2876, 6.7121], [-2.2883, 6.7099], [-2.286, 6.7069], [-2.2894, 6.7064], [-2.2895, 6.7052], [-2.2918, 6.706], [-2.2949, 6.7022], [-2.2969, 6.7018], [-2.2975, 6.6985], [-2.2994, 6.6994], [-2.3021, 6.694], [-2.2995, 6.6927], [-2.302, 6.6894], [-2.3037, 6.6899], [-2.3065, 6.6871], [-2.3085, 6.69], [-2.317, 6.6929], [-2.3257, 6.6922], [-2.3268, 6.6956], [-2.329, 6.6951], [-2.3322, 6.6972], [-2.3337, 6.6952], [-2.3356, 6.6968], [-2.3376, 6.6961], [-2.3392, 6.6972], [-2.3384, 6.6987], [-2.3433, 6.6972], [-2.3456, 6.6997], [-2.3485, 6.6971], [-2.3516, 6.6971], [-2.3523, 6.6935], [-2.3566, 6.6939], [-2.3562, 6.6923], [-2.36, 6.6873], [-2.3638, 6.6886], [-2.3665, 6.6839], [-2.3646, 6.6802], [-2.368, 6.6752], [-2.3714, 6.6755], [-2.3723, 6.6716], [-2.38, 6.6741], [-2.3811, 6.6709], [-2.3838, 6.6721], [-2.3872, 6.6707], [-2.3891, 6.6659], [-2.3944, 6.6669], [-2.3996, 6.6645], [-2.4011, 6.6661], [-2.4022, 6.6646], [-2.4036, 6.6651], [-2.4047, 6.6615], [-2.4089, 6.6624], [-2.4135, 6.6582], [-2.416, 6.6588]]]], "type": "MultiPolygon"}, "id": "0", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA1_2", "HASC_1": "NA", "ISO_1": "GH-AF", "NAME_1": "Ahafo", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.4514, 5.8551, -0.2387, 7.6247], "geometry": {"coordinates": [[[[-0.7554, 6.9127], [-0.7554, 6.8669], [-0.7571, 6.8634], [-0.7557, 6.8522], [-0.7572, 6.8448], [-0.7621, 6.842], [-0.7644, 6.8364], [-0.767, 6.8359], [-0.7697, 6.827], [-0.7778, 6.8161], [-0.7834, 6.8024], [-0.7873, 6.7989], [-0.7869, 6.7938], [-0.7928, 6.7898], [-0.7976, 6.7905], [-0.7998, 6.7885], [-0.8093, 6.7894], [-0.8114, 6.7913], [-0.8234, 6.7899], [-0.8337, 6.7934], [-0.843, 6.7801], [-0.8516, 6.7779], [-0.8538, 6.778], [-0.8568, 6.7812], [-0.8588, 6.7794], [-0.8608, 6.7816], [-0.8632, 6.7809], [-0.8654, 6.7824], [-0.8675, 6.7806], [-0.8775, 6.7808], [-0.8789, 6.7789], [-0.8827, 6.7784], [-0.8933, 6.7822], [-0.8996, 6.7886], [-0.9012, 6.7883], [-0.9083, 6.7771], [-0.9121, 6.7784], [-0.9149, 6.7768], [-0.9152, 6.7681], [-0.9267, 6.7628], [-0.9325, 6.7562], [-0.9435, 6.7576], [-0.9489, 6.7544], [-0.9565, 6.7539], [-0.9609, 6.7462], [-0.973, 6.7505], [-0.9768, 6.7483], [-0.9811, 6.7495], [-0.9859, 6.7432], [-0.9742, 6.7374], [-0.9646, 6.7414], [-0.9566, 6.7396], [-0.9502, 6.7352], [-0.9503, 6.7286], [-0.9469, 6.7248], [-0.9504, 6.7074], [-0.9543, 6.7044], [-0.9606, 6.6914], [-0.9739, 6.6811], [-0.9762, 6.6719], [-0.975, 6.6621], [-0.9772, 6.6551], [-0.9736, 6.6509], [-0.9725, 6.6445], [-0.9775, 6.6385], [-0.9768, 6.6147], [-0.9718, 6.612], [-0.9697, 6.6126], [-0.9642, 6.6163], [-0.9593, 6.6174], [-0.9451, 6.627], [-0.9455, 6.6391], [-0.9381, 6.6411], [-0.935, 6.6362], [-0.9327, 6.6393], [-0.9236, 6.6408], [-0.9196, 6.6307], [-0.9187, 6.6223], [-0.9134, 6.617], [-0.9101, 6.6104], [-0.9156, 6.6008], [-0.9117, 6.5979], [-0.9137, 6.5927], [-0.9161, 6.5934], [-0.919, 6.5878], [-0.9265, 6.5879], [-0.9333, 6.5821], [-0.9324, 6.5784], [-0.9339, 6.5749], [-0.9386, 6.5703], [-0.9418, 6.5706], [-0.944, 6.5644], [-0.9476, 6.5637], [-0.9504, 6.5655], [-0.9512, 6.5627], [-0.9565, 6.5594], [-0.9571, 6.5565], [-0.9597, 6.5551], [-0.9628, 6.5491], [-0.9681, 6.536], [-0.9726, 6.535], [-0.972, 6.5328], [-0.974, 6.5315], [-0.9721, 6.5305], [-0.972, 6.5265], [-0.9768, 6.5233], [-0.9774, 6.5186], [-0.9785, 6.5177], [-0.9814, 6.5209], [-0.9871, 6.516], [-0.9892, 6.5162], [-0.9889, 6.5128], [-0.9934, 6.5113], [-0.9945, 6.5071], [-0.9932, 6.504], [-0.9969, 6.5035], [-0.9973, 6.5004], [-1.0006, 6.5001], [-1.0006, 6.4959], [-1.0028, 6.4942], [-1.0047, 6.4903], [-1.0041, 6.4882], [-1.0059, 6.487], [-1.0034, 6.4839], [-1.0068, 6.4786], [-1.0074, 6.4732], [-1.0059, 6.4717], [-1.0123, 6.4683], [-1.0116, 6.4658], [-1.0097, 6.4653], [-1.0111, 6.4624], [-1.0077, 6.4576], [-1.0085, 6.4543], [-1.005, 6.453], [-1.0046, 6.45], [-1.0074, 6.4507], [-1.0087, 6.4487], [-1.0057, 6.4428], [-1.0079, 6.4393], [-1.018, 6.4361], [-1.0164, 6.4289], [-1.0129, 6.426], [-1.0155, 6.4243], [-1.0164, 6.4205], [-1.0106, 6.417], [-1.0115, 6.416], [-1.0103, 6.415], [-1.0133, 6.4138], [-1.0139, 6.4157], [-1.0198, 6.4134], [-1.0198, 6.4089], [-1.0236, 6.4083], [-1.0311, 6.4084], [-1.0356, 6.413], [-1.0355, 6.4104], [-1.037, 6.411], [-1.041, 6.4078], [-1.0381, 6.4036], [-1.0418, 6.4005], [-1.0555, 6.3977], [-1.0562, 6.3945], [-1.0603, 6.394], [-1.067, 6.3902], [-1.0692, 6.3869], [-1.0683, 6.3833], [-1.0737, 6.3801], [-1.0764, 6.3804], [-1.0985, 6.3654], [-1.1028, 6.3644], [-1.1055, 6.3616], [-1.1051, 6.3577], [-1.1077, 6.3558], [-1.1107, 6.3567], [-1.1143, 6.3528], [-1.1128, 6.3524], [-1.112, 6.3445], [-1.1105, 6.3433], [-1.1133, 6.3417], [-1.1123, 6.3395], [-1.1143, 6.3333], [-1.1184, 6.3323], [-1.1199, 6.326], [-1.1195, 6.3241], [-1.1174, 6.3244], [-1.1165, 6.3264], [-1.1128, 6.3239], [-1.1122, 6.3206], [-1.1171, 6.3222], [-1.1181, 6.3207], [-1.1255, 6.3198], [-1.1312, 6.316], [-1.1321, 6.3128], [-1.1302, 6.3096], [-1.1314, 6.3086], [-1.13, 6.3076], [-1.13, 6.3029], [-1.1282, 6.3033], [-1.1278, 6.302], [-1.132, 6.2984], [-1.1371, 6.2994], [-1.1361, 6.2988], [-1.1377, 6.2987], [-1.1386, 6.2963], [-1.137, 6.2929], [-1.1349, 6.293], [-1.1335, 6.2902], [-1.1306, 6.2899], [-1.1309, 6.2875], [-1.1285, 6.2879], [-1.1284, 6.2859], [-1.1269, 6.2862], [-1.1301, 6.2802], [-1.1315, 6.2803], [-1.1288, 6.2772], [-1.128, 6.2713], [-1.1254, 6.2696], [-1.125, 6.271], [-1.119, 6.2707], [-1.1163, 6.2687], [-1.1181, 6.2679], [-1.1176, 6.2641], [-1.1215, 6.2614], [-1.1202, 6.2572], [-1.1223, 6.2566], [-1.1218, 6.2553], [-1.1235, 6.2539], [-1.1224, 6.2496], [-1.1254, 6.2439], [-1.1213, 6.2383], [-1.1256, 6.2331], [-1.1232, 6.2316], [-1.1243, 6.2298], [-1.1231, 6.2284], [-1.1205, 6.2281], [-1.1229, 6.2243], [-1.1214, 6.2228], [-1.123, 6.2219], [-1.1206, 6.2203], [-1.123, 6.2178], [-1.121, 6.2164], [-1.1208, 6.2128], [-1.1226, 6.2109], [-1.1205, 6.209], [-1.1234, 6.2088], [-1.1238, 6.2067], [-1.1263, 6.2078], [-1.1262, 6.2054], [-1.1291, 6.2042], [-1.1296, 6.201], [-1.1308, 6.2026], [-1.1311, 6.1998], [-1.1332, 6.1994], [-1.1328, 6.2012], [-1.1364, 6.198], [-1.1371, 6.2005], [-1.1385, 6.1991], [-1.1389, 6.2003], [-1.1406, 6.1998], [-1.1405, 6.198], [-1.1432, 6.1996], [-1.1465, 6.1984], [-1.1507, 6.2016], [-1.1503, 6.2001], [-1.1538, 6.1985], [-1.1538, 6.1999], [-1.156, 6.2], [-1.1552, 6.2044], [-1.1611, 6.2008], [-1.1642, 6.2064], [-1.1689, 6.2022], [-1.1732, 6.203], [-1.1753, 6.2018], [-1.1755, 6.2039], [-1.1786, 6.2016], [-1.1793, 6.2027], [-1.1797, 6.2008], [-1.1827, 6.2055], [-1.1839, 6.2035], [-1.1856, 6.2044], [-1.1846, 6.2025], [-1.1863, 6.2014], [-1.1913, 6.2004], [-1.1917, 6.1972], [-1.1935, 6.1968], [-1.1868, 6.1937], [-1.1902, 6.1926], [-1.188, 6.1908], [-1.1897, 6.1888], [-1.1887, 6.1841], [-1.1833, 6.1837], [-1.179, 6.1799], [-1.1801, 6.1786], [-1.1788, 6.1725], [-1.1827, 6.1726], [-1.1811, 6.1667], [-1.1828, 6.1666], [-1.1854, 6.1703], [-1.1861, 6.1676], [-1.1846, 6.1631], [-1.1828, 6.1634], [-1.182, 6.1605], [-1.1784, 6.1575], [-1.1789, 6.1561], [-1.1814, 6.1568], [-1.18, 6.1553], [-1.1815, 6.1495], [-1.1796, 6.1479], [-1.1811, 6.147], [-1.1835, 6.1494], [-1.1833, 6.1436], [-1.185, 6.1427], [-1.1851, 6.1444], [-1.1873, 6.145], [-1.1905, 6.1439], [-1.1931, 6.1353], [-1.1959, 6.1356], [-1.1982, 6.1329], [-1.2014, 6.1336], [-1.2022, 6.1321], [-1.1993, 6.1298], [-1.1984, 6.1255], [-1.1925, 6.1231], [-1.1938, 6.1213], [-1.1967, 6.1221], [-1.2058, 6.1158], [-1.2071, 6.1129], [-1.2014, 6.1097], [-1.2007, 6.1126], [-1.1938, 6.1132], [-1.1901, 6.1097], [-1.1898, 6.1061], [-1.1919, 6.1022], [-1.1882, 6.1008], [-1.1872, 6.0975], [-1.1902, 6.0921], [-1.1973, 6.0936], [-1.2002, 6.0915], [-1.2026, 6.0938], [-1.2048, 6.091], [-1.202, 6.0901], [-1.201, 6.0875], [-1.2025, 6.0865], [-1.1999, 6.0861], [-1.1983, 6.0825], [-1.1998, 6.0802], [-1.2035, 6.0799], [-1.2067, 6.0774], [-1.2085, 6.0737], [-1.2064, 6.0716], [-1.2146, 6.0678], [-1.2112, 6.0658], [-1.2098, 6.0612], [-1.212, 6.059], [-1.2115, 6.0572], [-1.2072, 6.0561], [-1.2083, 6.0527], [-1.2232, 6.044], [-1.2276, 6.0388], [-1.2312, 6.0387], [-1.2307, 6.0348], [-1.2291, 6.0337], [-1.2314, 6.0328], [-1.2318, 6.0292], [-1.2333, 6.0282], [-1.2301, 6.0273], [-1.2308, 6.025], [-1.229, 6.0242], [-1.2302, 6.0226], [-1.2288, 6.021], [-1.2298, 6.0196], [-1.2274, 6.0187], [-1.231, 6.0157], [-1.2295, 6.0142], [-1.2304, 6.0134], [-1.2333, 6.0142], [-1.2334, 6.0119], [-1.2405, 6.0118], [-1.2421, 6.01], [-1.2407, 6.0065], [-1.2437, 6.0027], [-1.2411, 5.9967], [-1.2419, 5.9939], [-1.2449, 5.9946], [-1.2449, 5.9921], [-1.2468, 5.9909], [-1.2453, 5.9863], [-1.2423, 5.9873], [-1.2386, 5.9845], [-1.24, 5.9817], [-1.2373, 5.9793], [-1.2303, 5.981], [-1.2295, 5.9829], [-1.223, 5.9772], [-1.2187, 5.9636], [-1.2244, 5.9577], [-1.2208, 5.9556], [-1.2247, 5.9459], [-1.2189, 5.942], [-1.2278, 5.9326], [-1.234, 5.9345], [-1.2379, 5.9311], [-1.2426, 5.932], [-1.246, 5.9222], [-1.2459, 5.9173], [-1.244, 5.9137], [-1.2472, 5.9129], [-1.25, 5.9147], [-1.2555, 5.9105], [-1.2559, 5.9165], [-1.2609, 5.9154], [-1.2634, 5.9099], [-1.2627, 5.9055], [-1.2583, 5.9036], [-1.2608, 5.9], [-1.2624, 5.8908], [-1.2656, 5.8911], [-1.27, 5.8942], [-1.272, 5.9014], [-1.2752, 5.9029], [-1.2833, 5.8995], [-1.289, 5.8905], [-1.2934, 5.8872], [-1.298, 5.8856], [-1.3058, 5.8876], [-1.3084, 5.8904], [-1.3043, 5.9015], [-1.3122, 5.9071], [-1.3116, 5.9168], [-1.3066, 5.9231], [-1.3078, 5.9261], [-1.3177, 5.924], [-1.3178, 5.918], [-1.323, 5.9142], [-1.3273, 5.9139], [-1.3353, 5.9168], [-1.3425, 5.9108], [-1.3442, 5.9142], [-1.3404, 5.9159], [-1.3357, 5.9235], [-1.3359, 5.9269], [-1.3419, 5.9248], [-1.3418, 5.9213], [-1.3443, 5.9219], [-1.3468, 5.9191], [-1.3483, 5.9208], [-1.347, 5.9246], [-1.3487, 5.9319], [-1.3515, 5.9312], [-1.3539, 5.9342], [-1.3683, 5.9328], [-1.377, 5.9345], [-1.3785, 5.9304], [-1.3754, 5.929], [-1.3744, 5.9225], [-1.3799, 5.9164], [-1.383, 5.9164], [-1.3866, 5.9191], [-1.394, 5.9197], [-1.3989, 5.9169], [-1.4044, 5.922], [-1.4187, 5.9214], [-1.4161, 5.9153], [-1.4208, 5.9037], [-1.4248, 5.9049], [-1.4287, 5.9098], [-1.4371, 5.9013], [-1.4507, 5.9063], [-1.4529, 5.9045], [-1.4555, 5.8936], [-1.4624, 5.8971], [-1.4619, 5.9043], [-1.4642, 5.9056], [-1.4665, 5.9046], [-1.4675, 5.9027], [-1.4653, 5.894], [-1.4591, 5.8866], [-1.4614, 5.8779], [-1.4617, 5.8622], [-1.4692, 5.8619], [-1.4759, 5.8551], [-1.4781, 5.8569], [-1.478, 5.8626], [-1.4828, 5.867], [-1.4885, 5.8688], [-1.489, 5.8666], [-1.4865, 5.8647], [-1.4879, 5.8627], [-1.49, 5.8625], [-1.4953, 5.8683], [-1.501, 5.8682], [-1.499, 5.8734], [-1.5007, 5.877], [-1.504, 5.8754], [-1.5114, 5.8763], [-1.5166, 5.8726], [-1.5218, 5.8751], [-1.5192, 5.8785], [-1.5166, 5.89], [-1.5085, 5.891], [-1.5064, 5.8871], [-1.498, 5.8914], [-1.5017, 5.8955], [-1.5054, 5.8951], [-1.5032, 5.8998], [-1.5002, 5.902], [-1.5005, 5.9055], [-1.5045, 5.9088], [-1.5164, 5.914], [-1.5207, 5.9284], [-1.5229, 5.9293], [-1.5247, 5.9279], [-1.5258, 5.9214], [-1.5308, 5.9231], [-1.5307, 5.9312], [-1.5268, 5.9348], [-1.531, 5.9392], [-1.546, 5.9391], [-1.5466, 5.9347], [-1.5396, 5.9311], [-1.5438, 5.9301], [-1.5466, 5.9268], [-1.5553, 5.929], [-1.5586, 5.9238], [-1.563, 5.9272], [-1.5678, 5.9258], [-1.5673, 5.931], [-1.5719, 5.9331], [-1.5741, 5.9314], [-1.5719, 5.9255], [-1.578, 5.9227], [-1.581, 5.9176], [-1.5842, 5.9225], [-1.582, 5.9274], [-1.59, 5.9349], [-1.5912, 5.9309], [-1.5899, 5.9277], [-1.5957, 5.9239], [-1.597, 5.9274], [-1.6007, 5.9293], [-1.6089, 5.925], [-1.613, 5.9287], [-1.6181, 5.9285], [-1.6195, 5.9264], [-1.6197, 5.932], [-1.6242, 5.9269], [-1.6301, 5.9292], [-1.6352, 5.9279], [-1.6362, 5.9314], [-1.6391, 5.9336], [-1.6456, 5.9308], [-1.6474, 5.9244], [-1.6546, 5.9222], [-1.6619, 5.9241], [-1.6641, 5.9183], [-1.666, 5.9168], [-1.6672, 5.9178], [-1.6662, 5.9207], [-1.6682, 5.921], [-1.669, 5.9161], [-1.6725, 5.9153], [-1.676, 5.9201], [-1.6753, 5.9223], [-1.6732, 5.9225], [-1.6769, 5.9245], [-1.6803, 5.9243], [-1.6886, 5.9333], [-1.6913, 5.9319], [-1.6934, 5.9336], [-1.6901, 5.941], [-1.6927, 5.9434], [-1.6946, 5.9425], [-1.6973, 5.9344], [-1.7028, 5.9305], [-1.7038, 5.9277], [-1.7072, 5.9293], [-1.714, 5.9386], [-1.7122, 5.9436], [-1.7149, 5.9444], [-1.7105, 5.949], [-1.7113, 5.9522], [-1.7096, 5.9549], [-1.7147, 5.9576], [-1.7192, 5.9566], [-1.7229, 5.9526], [-1.7248, 5.9529], [-1.7334, 5.968], [-1.7367, 5.9703], [-1.7405, 5.9697], [-1.742, 5.966], [-1.7486, 5.967], [-1.7485, 5.9694], [-1.7496, 5.9689], [-1.7489, 5.9636], [-1.7467, 5.963], [-1.7489, 5.9598], [-1.7525, 5.9634], [-1.7562, 5.9639], [-1.762, 5.967], [-1.7631, 5.9694], [-1.7656, 5.9697], [-1.7684, 5.9609], [-1.7704, 5.9609], [-1.7777, 5.9717], [-1.7773, 5.9753], [-1.7744, 5.9797], [-1.7761, 5.9817], [-1.7803, 5.9847], [-1.7866, 5.9853], [-1.7921, 5.9883], [-1.7986, 5.9969], [-1.7979, 5.9997], [-1.8025, 5.993], [-1.8042, 5.9943], [-1.8059, 6.0016], [-1.808, 6.0018], [-1.8105, 6.0063], [-1.8104, 6.0103], [-1.8131, 6.0113], [-1.8072, 6.0185], [-1.8069, 6.0222], [-1.8019, 6.0263], [-1.8077, 6.0322], [-1.8127, 6.0314], [-1.8173, 6.0285], [-1.8236, 6.0299], [-1.8217, 6.0392], [-1.8289, 6.0343], [-1.8382, 6.0358], [-1.8397, 6.0328], [-1.8435, 6.0332], [-1.8444, 6.0303], [-1.8481, 6.0292], [-1.8494, 6.0217], [-1.8525, 6.0195], [-1.8514, 6.0141], [-1.8587, 6.0136], [-1.8612, 6.0166], [-1.8616, 6.0109], [-1.8636, 6.0112], [-1.8639, 6.0129], [-1.8645, 6.0098], [-1.8677, 6.0094], [-1.8703, 6.0118], [-1.8725, 6.0168], [-1.8724, 6.0226], [-1.8787, 6.0277], [-1.8824, 6.0338], [-1.8854, 6.032], [-1.8854, 6.0298], [-1.8898, 6.0286], [-1.8883, 6.0263], [-1.8916, 6.0237], [-1.892, 6.0218], [-1.89, 6.0206], [-1.8921, 6.0182], [-1.892, 6.015], [-1.8975, 6.0156], [-1.8996, 6.0146], [-1.8983, 6.0136], [-1.9034, 6.0111], [-1.9052, 6.0149], [-1.9071, 6.0126], [-1.9098, 6.0138], [-1.9119, 6.0112], [-1.9144, 6.0117], [-1.9195, 6.0166], [-1.923, 6.0247], [-1.9257, 6.0271], [-1.9269, 6.0305], [-1.9248, 6.0353], [-1.9319, 6.0352], [-1.9343, 6.0368], [-1.9433, 6.0469], [-1.9471, 6.0486], [-1.9499, 6.057], [-1.9536, 6.0558], [-1.9514, 6.0516], [-1.9525, 6.0491], [-1.9571, 6.0516], [-1.9607, 6.0585], [-1.9656, 6.0573], [-1.9634, 6.0549], [-1.9652, 6.0544], [-1.9656, 6.0507], [-1.9685, 6.053], [-1.9684, 6.0576], [-1.9704, 6.058], [-1.9724, 6.0619], [-1.9719, 6.0643], [-1.9759, 6.0675], [-1.9704, 6.0666], [-1.97, 6.0689], [-1.9754, 6.0767], [-1.9735, 6.0791], [-1.9764, 6.0813], [-1.9777, 6.0852], [-1.9781, 6.0893], [-1.976, 6.0885], [-1.9755, 6.0918], [-1.9769, 6.094], [-1.9802, 6.094], [-1.9802, 6.0958], [-1.986, 6.0992], [-1.9878, 6.1028], [-1.9864, 6.1143], [-1.9843, 6.115], [-1.9799, 6.1122], [-1.9782, 6.1128], [-1.9813, 6.1192], [-1.986, 6.12], [-1.9904, 6.1248], [-1.993, 6.1199], [-1.9972, 6.1163], [-2.0069, 6.1177], [-2.0075, 6.1137], [-2.0061, 6.1113], [-2.013, 6.1122], [-2.016, 6.1193], [-2.0147, 6.1255], [-2.0233, 6.1323], [-2.0247, 6.1357], [-2.0232, 6.1418], [-2.0257, 6.1407], [-2.0252, 6.145], [-2.0223, 6.1498], [-2.0201, 6.1499], [-2.0194, 6.1524], [-2.0207, 6.1544], [-2.024, 6.1549], [-2.0238, 6.1629], [-2.0223, 6.1656], [-2.0241, 6.1673], [-2.0226, 6.1732], [-2.0242, 6.1762], [-2.0278, 6.1755], [-2.0264, 6.1775], [-2.0304, 6.1816], [-2.0306, 6.1855], [-2.0348, 6.1886], [-2.0404, 6.1979], [-2.0384, 6.2069], [-2.0346, 6.2108], [-2.0317, 6.2101], [-2.0253, 6.2215], [-2.0215, 6.2238], [-2.02, 6.2365], [-2.0228, 6.2416], [-2.0232, 6.248], [-2.0214, 6.2521], [-2.0234, 6.2553], [-2.0218, 6.2553], [-2.0224, 6.2585], [-2.0192, 6.2653], [-2.0136, 6.2677], [-2.0142, 6.2722], [-2.0104, 6.282], [-2.0114, 6.2861], [-2.0091, 6.2888], [-2.0095, 6.2916], [-2.0164, 6.2901], [-2.019, 6.2921], [-2.027, 6.2876], [-2.0356, 6.2879], [-2.0452, 6.2844], [-2.0478, 6.2872], [-2.0511, 6.2872], [-2.0516, 6.2886], [-2.0628, 6.292], [-2.0657, 6.2943], [-2.0713, 6.2957], [-2.0743, 6.2945], [-2.0836, 6.2982], [-2.095, 6.3083], [-2.0994, 6.3093], [-2.1096, 6.309], [-2.1122, 6.307], [-2.1164, 6.3087], [-2.1195, 6.3077], [-2.1228, 6.3044], [-2.123, 6.3009], [-2.1241, 6.3012], [-2.1241, 6.3136], [-2.1276, 6.3188], [-2.1212, 6.3291], [-2.1231, 6.3289], [-2.1246, 6.3368], [-2.1365, 6.348], [-2.1491, 6.3485], [-2.1515, 6.3497], [-2.1526, 6.3544], [-2.161, 6.3575], [-2.1727, 6.3649], [-2.1849, 6.359], [-2.2001, 6.3545], [-2.2065, 6.3423], [-2.2112, 6.3399], [-2.2119, 6.3355], [-2.2219, 6.3281], [-2.2271, 6.32], [-2.2269, 6.3247], [-2.2246, 6.3261], [-2.2257, 6.3309], [-2.2224, 6.3398], [-2.2166, 6.3447], [-2.2182, 6.3521], [-2.2156, 6.3568], [-2.2154, 6.3638], [-2.2177, 6.3773], [-2.221, 6.3806], [-2.2224, 6.3865], [-2.2214, 6.3918], [-2.2238, 6.4025], [-2.2277, 6.4084], [-2.2254, 6.4136], [-2.2259, 6.4178], [-2.2317, 6.4207], [-2.2308, 6.4295], [-2.2284, 6.4342], [-2.2321, 6.4388], [-2.2295, 6.4474], [-2.2352, 6.4577], [-2.236, 6.4628], [-2.2398, 6.4659], [-2.2399, 6.4722], [-2.2478, 6.4762], [-2.2514, 6.4828], [-2.2598, 6.4904], [-2.271, 6.4898], [-2.279, 6.487], [-2.2888, 6.4913], [-2.2936, 6.4916], [-2.3041, 6.4835], [-2.3075, 6.4843], [-2.3101, 6.4898], [-2.3131, 6.4882], [-2.3219, 6.4907], [-2.3353, 6.491], [-2.3374, 6.4933], [-2.3387, 6.489], [-2.3436, 6.4824], [-2.351, 6.4842], [-2.3541, 6.483], [-2.3596, 6.4779], [-2.3595, 6.4738], [-2.3575, 6.47], [-2.3513, 6.4655], [-2.349, 6.4554], [-2.3552, 6.4475], [-2.3508, 6.4472], [-2.3521, 6.4458], [-2.3509, 6.4412], [-2.3497, 6.4413], [-2.3478, 6.4376], [-2.3498, 6.4346], [-2.344, 6.4337], [-2.3498, 6.4001], [-2.3511, 6.3951], [-2.3571, 6.3873], [-2.3619, 6.3848], [-2.3684, 6.3669], [-2.3757, 6.3594], [-2.3761, 6.3545], [-2.3783, 6.3544], [-2.3781, 6.3495], [-2.381, 6.3468], [-2.3834, 6.3504], [-2.3849, 6.3504], [-2.3899, 6.3465], [-2.3898, 6.3343], [-2.3996, 6.3417], [-2.3975, 6.3516], [-2.4085, 6.3513], [-2.4154, 6.3478], [-2.4188, 6.3491], [-2.4205, 6.3474], [-2.4246, 6.3494], [-2.4274, 6.3483], [-2.4283, 6.3526], [-2.4306, 6.3541], [-2.4283, 6.3585], [-2.4288, 6.3617], [-2.4265, 6.3636], [-2.4293, 6.3711], [-2.4282, 6.3739], [-2.4257, 6.3751], [-2.4261, 6.3771], [-2.424, 6.3801], [-2.4242, 6.3817], [-2.4262, 6.382], [-2.4233, 6.3954], [-2.4263, 6.4015], [-2.4252, 6.4049], [-2.4207, 6.4046], [-2.4224, 6.4055], [-2.4222, 6.4079], [-2.4258, 6.4074], [-2.4241, 6.4098], [-2.4239, 6.4107], [-2.4247, 6.4097], [-2.4271, 6.4113], [-2.4288, 6.4171], [-2.4348, 6.4168], [-2.4352, 6.4204], [-2.438, 6.4209], [-2.4386, 6.4164], [-2.4406, 6.417], [-2.4391, 6.4282], [-2.4441, 6.4289], [-2.444, 6.4312], [-2.447, 6.4289], [-2.4514, 6.4315], [-2.4487, 6.4324], [-2.4466, 6.4306], [-2.4472, 6.4344], [-2.4387, 6.4392], [-2.4386, 6.4429], [-2.4438, 6.4417], [-2.4438, 6.443], [-2.4461, 6.4431], [-2.4436, 6.4447], [-2.4449, 6.4465], [-2.4423, 6.4498], [-2.4436, 6.4548], [-2.4426, 6.4576], [-2.4401, 6.4575], [-2.4388, 6.46], [-2.4366, 6.4596], [-2.4343, 6.4623], [-2.4351, 6.4627], [-2.4347, 6.4654], [-2.4346, 6.464], [-2.4314, 6.4641], [-2.4326, 6.4647], [-2.4317, 6.4657], [-2.4339, 6.4663], [-2.4307, 6.4693], [-2.4315, 6.4715], [-2.4293, 6.471], [-2.4308, 6.4733], [-2.4273, 6.4717], [-2.4249, 6.4749], [-2.4252, 6.4728], [-2.4215, 6.4732], [-2.4235, 6.4757], [-2.4212, 6.475], [-2.4191, 6.4784], [-2.4207, 6.4795], [-2.4233, 6.4766], [-2.4231, 6.4798], [-2.4239, 6.4779], [-2.426, 6.4798], [-2.4236, 6.4815], [-2.4252, 6.481], [-2.4248, 6.4835], [-2.4269, 6.4841], [-2.4233, 6.4869], [-2.4247, 6.488], [-2.4237, 6.4924], [-2.4213, 6.4912], [-2.4213, 6.4895], [-2.4183, 6.4902], [-2.4193, 6.4884], [-2.4161, 6.4885], [-2.4156, 6.4908], [-2.414, 6.49], [-2.4166, 6.4938], [-2.416, 6.4959], [-2.4129, 6.4978], [-2.41, 6.4955], [-2.4097, 6.4972], [-2.4117, 6.4982], [-2.4094, 6.499], [-2.4112, 6.5009], [-2.4085, 6.5009], [-2.4094, 6.5023], [-2.4074, 6.5047], [-2.4047, 6.5033], [-2.403, 6.5048], [-2.4052, 6.5058], [-2.4038, 6.5081], [-2.3972, 6.503], [-2.3976, 6.5042], [-2.396, 6.5046], [-2.3985, 6.5134], [-2.3973, 6.5213], [-2.3921, 6.5243], [-2.3909, 6.5242], [-2.3915, 6.5225], [-2.3861, 6.5232], [-2.385, 6.5255], [-2.3818, 6.5267], [-2.3833, 6.5275], [-2.3819, 6.5299], [-2.3841, 6.5322], [-2.3811, 6.5374], [-2.3775, 6.5392], [-2.3768, 6.5373], [-2.3749, 6.5388], [-2.378, 6.5417], [-2.3782, 6.5439], [-2.3759, 6.5453], [-2.3766, 6.5481], [-2.3822, 6.5504], [-2.3853, 6.5574], [-2.3856, 6.568], [-2.3795, 6.5722], [-2.3811, 6.5822], [-2.3801, 6.5848], [-2.3729, 6.5887], [-2.3711, 6.5922], [-2.3719, 6.5955], [-2.3783, 6.5974], [-2.3771, 6.5987], [-2.3786, 6.5985], [-2.3784, 6.6004], [-2.3808, 6.5998], [-2.3801, 6.5968], [-2.3814, 6.5987], [-2.3825, 6.597], [-2.3839, 6.598], [-2.3828, 6.6029], [-2.3834, 6.6043], [-2.3851, 6.6031], [-2.3838, 6.6055], [-2.3853, 6.6076], [-2.3835, 6.6107], [-2.3874, 6.611], [-2.39, 6.6093], [-2.3947, 6.612], [-2.3943, 6.6139], [-2.392, 6.6142], [-2.3954, 6.617], [-2.394, 6.6175], [-2.3946, 6.6195], [-2.3932, 6.6191], [-2.3923, 6.6243], [-2.3952, 6.6265], [-2.3988, 6.6256], [-2.4026, 6.6319], [-2.4011, 6.6348], [-2.4029, 6.6349], [-2.4024, 6.6376], [-2.4002, 6.6365], [-2.4009, 6.6383], [-2.3998, 6.64], [-2.3998, 6.6378], [-2.3961, 6.6389], [-2.3979, 6.6402], [-2.3956, 6.6405], [-2.3948, 6.6434], [-2.3976, 6.6441], [-2.3953, 6.6482], [-2.3965, 6.6472], [-2.3967, 6.6489], [-2.4, 6.6508], [-2.4066, 6.6483], [-2.4077, 6.6518], [-2.4107, 6.6521], [-2.4113, 6.6504], [-2.4123, 6.6525], [-2.4128, 6.6507], [-2.4132, 6.6523], [-2.4148, 6.652], [-2.4139, 6.6533], [-2.4157, 6.6533], [-2.4145, 6.654], [-2.4176, 6.6567], [-2.4172, 6.6587], [-2.4143, 6.6594], [-2.4136, 6.6581], [-2.4089, 6.6624], [-2.4047, 6.6615], [-2.4036, 6.6651], [-2.4022, 6.6646], [-2.4011, 6.6661], [-2.3996, 6.6645], [-2.3944, 6.6669], [-2.3891, 6.6659], [-2.3872, 6.6707], [-2.3838, 6.6721], [-2.3811, 6.6709], [-2.38, 6.6741], [-2.3723, 6.6716], [-2.3714, 6.6755], [-2.368, 6.6752], [-2.3646, 6.6802], [-2.3665, 6.6839], [-2.3638, 6.6886], [-2.36, 6.6873], [-2.3562, 6.6923], [-2.3566, 6.6939], [-2.3523, 6.6935], [-2.3516, 6.6971], [-2.3485, 6.6971], [-2.3456, 6.6997], [-2.3433, 6.6972], [-2.3384, 6.6987], [-2.3392, 6.6972], [-2.3376, 6.6961], [-2.3356, 6.6968], [-2.3337, 6.6952], [-2.3322, 6.6972], [-2.329, 6.6951], [-2.3268, 6.6956], [-2.3257, 6.6922], [-2.317, 6.6929], [-2.3085, 6.69], [-2.3065, 6.6871], [-2.3037, 6.6899], [-2.302, 6.6894], [-2.2995, 6.6927], [-2.3021, 6.694], [-2.2994, 6.6994], [-2.2975, 6.6985], [-2.2969, 6.7018], [-2.2949, 6.7022], [-2.2918, 6.706], [-2.2895, 6.7052], [-2.2894, 6.7064], [-2.286, 6.7069], [-2.2883, 6.7099], [-2.2876, 6.7121], [-2.2896, 6.7114], [-2.2882, 6.7139], [-2.2893, 6.7158], [-2.2854, 6.7171], [-2.2783, 6.7293], [-2.2738, 6.7559], [-2.2711, 6.7612], [-2.2677, 6.7634], [-2.2691, 6.7721], [-2.2671, 6.7778], [-2.2645, 6.7781], [-2.258, 6.7907], [-2.2597, 6.7941], [-2.2665, 6.7988], [-2.2714, 6.7979], [-2.2783, 6.8003], [-2.2822, 6.799], [-2.2872, 6.8001], [-2.2927, 6.7963], [-2.2972, 6.7972], [-2.2963, 6.7988], [-2.2996, 6.7996], [-2.3053, 6.8116], [-2.3197, 6.8012], [-2.3346, 6.8039], [-2.3408, 6.81], [-2.3425, 6.8147], [-2.3451, 6.8159], [-2.3363, 6.8219], [-2.3337, 6.8307], [-2.3363, 6.8305], [-2.3446, 6.8393], [-2.3453, 6.8441], [-2.3484, 6.8441], [-2.3486, 6.842], [-2.3513, 6.8399], [-2.3546, 6.8413], [-2.3549, 6.8442], [-2.3565, 6.8442], [-2.3649, 6.8432], [-2.3666, 6.8398], [-2.3716, 6.8375], [-2.3759, 6.8391], [-2.381, 6.8327], [-2.4009, 6.8192], [-2.4074, 6.8203], [-2.4088, 6.8231], [-2.4117, 6.8227], [-2.4136, 6.8244], [-2.4178, 6.8234], [-2.4133, 6.826], [-2.4142, 6.8277], [-2.417, 6.8259], [-2.4167, 6.8287], [-2.4142, 6.8298], [-2.4163, 6.8322], [-2.4132, 6.8324], [-2.4134, 6.8364], [-2.4106, 6.8378], [-2.409, 6.8372], [-2.4112, 6.8353], [-2.4073, 6.8362], [-2.4086, 6.8416], [-2.4017, 6.8416], [-2.4021, 6.8394], [-2.3983, 6.8392], [-2.3999, 6.8481], [-2.3995, 6.8501], [-2.3977, 6.8502], [-2.3984, 6.8543], [-2.3959, 6.8548], [-2.3966, 6.857], [-2.3949, 6.8585], [-2.3933, 6.8572], [-2.3922, 6.8587], [-2.3908, 6.8552], [-2.3889, 6.8554], [-2.3886, 6.8571], [-2.3882, 6.8552], [-2.3868, 6.8556], [-2.3853, 6.8583], [-2.3877, 6.8596], [-2.3864, 6.8603], [-2.3877, 6.8614], [-2.3856, 6.8633], [-2.3867, 6.8667], [-2.3887, 6.8679], [-2.3871, 6.8676], [-2.3875, 6.8701], [-2.384, 6.872], [-2.3829, 6.8739], [-2.3838, 6.8755], [-2.3826, 6.8754], [-2.3817, 6.8784], [-2.3783, 6.8784], [-2.3786, 6.877], [-2.3747, 6.8789], [-2.3756, 6.8826], [-2.3782, 6.883], [-2.3765, 6.8858], [-2.3719, 6.8884], [-2.3692, 6.8868], [-2.368, 6.8898], [-2.3647, 6.8902], [-2.3643, 6.8925], [-2.3627, 6.8926], [-2.3629, 6.8941], [-2.3618, 6.8932], [-2.3608, 6.8956], [-2.3549, 6.8957], [-2.3524, 6.8993], [-2.3504, 6.8985], [-2.3511, 6.9008], [-2.35, 6.9005], [-2.3497, 6.9021], [-2.3486, 6.901], [-2.347, 6.903], [-2.3494, 6.9059], [-2.3485, 6.9088], [-2.3469, 6.9079], [-2.3465, 6.9098], [-2.3456, 6.9086], [-2.3447, 6.9101], [-2.3447, 6.908], [-2.3391, 6.9087], [-2.3381, 6.9126], [-2.3351, 6.9137], [-2.3379, 6.9152], [-2.336, 6.9165], [-2.3381, 6.9166], [-2.3378, 6.9187], [-2.335, 6.9211], [-2.3335, 6.9196], [-2.3323, 6.9208], [-2.3337, 6.9246], [-2.332, 6.9249], [-2.3315, 6.9288], [-2.3269, 6.9288], [-2.3245, 6.9333], [-2.323, 6.9345], [-2.3233, 6.9326], [-2.3211, 6.9328], [-2.3184, 6.9366], [-2.311, 6.9418], [-2.3031, 6.9403], [-2.2968, 6.9409], [-2.289, 6.9457], [-2.284, 6.952], [-2.2793, 6.9537], [-2.2737, 6.9605], [-2.2647, 6.9651], [-2.2622, 6.9678], [-2.2626, 6.9702], [-2.2589, 6.9736], [-2.252, 6.9773], [-2.247, 6.9832], [-2.2472, 6.991], [-2.2418, 6.9948], [-2.2414, 6.9972], [-2.2294, 7.0073], [-2.2231, 7.0076], [-2.2219, 7.0095], [-2.2195, 7.0094], [-2.2161, 7.0118], [-2.2144, 7.0144], [-2.2143, 7.0197], [-2.2056, 7.026], [-2.1934, 7.0282], [-2.1872, 7.0353], [-2.1838, 7.036], [-2.1788, 7.0326], [-2.1857, 7.0254], [-2.186, 7.0224], [-2.1846, 7.0182], [-2.1806, 7.017], [-2.1746, 7.0206], [-2.1651, 7.0329], [-2.1503, 7.0396], [-2.1423, 7.04], [-2.1399, 7.0416], [-2.139, 7.0329], [-2.1364, 7.0313], [-2.1353, 7.0282], [-2.1377, 7.0204], [-2.1336, 7.022], [-2.1309, 7.017], [-2.1249, 7.0114], [-2.122, 7.0022], [-2.1134, 7.003], [-2.1129, 7.0046], [-2.1076, 7.0053], [-2.106, 7.0044], [-2.1009, 7.0072], [-2.0973, 7.0072], [-2.0971, 7.011], [-2.0921, 7.021], [-2.0849, 7.0242], [-2.0821, 7.0276], [-2.0784, 7.0274], [-2.0756, 7.0314], [-2.0673, 7.0337], [-2.0623, 7.0389], [-2.0581, 7.0387], [-2.0531, 7.041], [-2.0488, 7.0373], [-2.0455, 7.0394], [-2.0383, 7.0402], [-2.0349, 7.0446], [-2.0326, 7.0446], [-2.0319, 7.0464], [-2.0233, 7.0512], [-2.0194, 7.0608], [-2.0117, 7.0691], [-2.0039, 7.0747], [-1.995, 7.0792], [-1.9903, 7.0784], [-1.9843, 7.0836], [-1.9788, 7.084], [-1.9743, 7.087], [-1.9706, 7.0867], [-1.967, 7.0899], [-1.9536, 7.0852], [-1.9325, 7.1301], [-1.9329, 7.1766], [-1.8689, 7.2032], [-1.8623, 7.2174], [-1.8556, 7.2222], [-1.8553, 7.2273], [-1.8526, 7.2285], [-1.8495, 7.2329], [-1.8394, 7.2379], [-1.8379, 7.2416], [-1.8331, 7.245], [-1.8267, 7.2534], [-1.8272, 7.2585], [-1.8356, 7.2596], [-1.8373, 7.2655], [-1.8418, 7.2699], [-1.8434, 7.275], [-1.846, 7.2738], [-1.8493, 7.2764], [-1.8597, 7.2781], [-1.865, 7.2781], [-1.8713, 7.2717], [-1.8812, 7.2663], [-1.8953, 7.2634], [-1.9122, 7.2535], [-1.9148, 7.2533], [-1.9214, 7.2611], [-1.9272, 7.2648], [-1.9454, 7.2645], [-1.9499, 7.2615], [-1.9545, 7.2655], [-1.9585, 7.2802], [-1.9619, 7.2861], [-1.9621, 7.2934], [-1.97, 7.2973], [-1.9884, 7.2981], [-1.9958, 7.3132], [-2.0014, 7.3169], [-2.0091, 7.3185], [-2.0097, 7.3171], [-2.0191, 7.315], [-2.021, 7.3125], [-2.026, 7.3129], [-2.0272, 7.3112], [-2.0348, 7.31], [-2.0386, 7.3067], [-2.047, 7.3056], [-2.0563, 7.3089], [-2.0589, 7.3156], [-2.0615, 7.3179], [-2.0724, 7.3207], [-2.0763, 7.3232], [-2.1356, 7.3955], [-2.1407, 7.4066], [-2.1401, 7.4099], [-2.1343, 7.4123], [-2.1308, 7.4171], [-2.1268, 7.4191], [-2.1256, 7.4256], [-2.1278, 7.4318], [-2.1219, 7.4332], [-2.1193, 7.4408], [-2.1141, 7.4424], [-2.1141, 7.4521], [-2.1121, 7.4536], [-2.114, 7.4604], [-2.1081, 7.4648], [-2.0917, 7.4588], [-2.0746, 7.4551], [-2.0719, 7.457], [-2.0685, 7.455], [-2.0642, 7.4557], [-2.0599, 7.454], [-2.0462, 7.4576], [-2.038, 7.457], [-2.0355, 7.4555], [-2.0341, 7.4507], [-2.023, 7.4378], [-2.0227, 7.4321], [-2.0192, 7.4292], [-2.0185, 7.4215], [-2.014, 7.4226], [-2.0011, 7.4213], [-1.9958, 7.4177], [-1.9901, 7.4179], [-1.9838, 7.4159], [-1.9756, 7.4101], [-1.9698, 7.411], [-1.9694, 7.4133], [-1.9674, 7.4137], [-1.9645, 7.4081], [-1.9619, 7.4128], [-1.9513, 7.4186], [-1.9428, 7.4314], [-1.9391, 7.4347], [-1.9335, 7.4338], [-1.9304, 7.4407], [-1.9271, 7.4426], [-1.9229, 7.4409], [-1.9174, 7.4418], [-1.9187, 7.4397], [-1.916, 7.4367], [-1.9083, 7.4367], [-1.9038, 7.4327], [-1.8979, 7.4304], [-1.893, 7.4375], [-1.8843, 7.4441], [-1.8792, 7.4521], [-1.8715, 7.4595], [-1.8664, 7.4756], [-1.867, 7.4783], [-1.8635, 7.4769], [-1.8634, 7.4677], [-1.8564, 7.4612], [-1.8515, 7.4621], [-1.8398, 7.4718], [-1.836, 7.471], [-1.8399, 7.4251], [-1.8292, 7.3936], [-1.809, 7.3554], [-1.8072, 7.3485], [-1.7926, 7.3473], [-1.7888, 7.349], [-1.7806, 7.3488], [-1.7793, 7.3509], [-1.7783, 7.3485], [-1.7753, 7.3489], [-1.7729, 7.3465], [-1.7694, 7.3401], [-1.7672, 7.3308], [-1.7615, 7.322], [-1.7464, 7.32], [-1.7397, 7.3207], [-1.7383, 7.3182], [-1.734, 7.3174], [-1.7346, 7.3153], [-1.7319, 7.3152], [-1.7308, 7.3125], [-1.7285, 7.3118], [-1.7265, 7.3171], [-1.7223, 7.3155], [-1.7182, 7.3165], [-1.711, 7.3243], [-1.7092, 7.3243], [-1.6997, 7.3213], [-1.6945, 7.3218], [-1.6917, 7.3246], [-1.6787, 7.3248], [-1.6786, 7.3224], [-1.6754, 7.3197], [-1.6572, 7.3199], [-1.6542, 7.3135], [-1.6497, 7.3189], [-1.6435, 7.322], [-1.6409, 7.3251], [-1.6429, 7.3296], [-1.6403, 7.3367], [-1.6358, 7.3392], [-1.6264, 7.3379], [-1.6186, 7.3509], [-1.6067, 7.3597], [-1.5925, 7.3844], [-1.5859, 7.391], [-1.5847, 7.395], [-1.5796, 7.3973], [-1.5793, 7.4001], [-1.5766, 7.4028], [-1.5637, 7.4053], [-1.5391, 7.3957], [-1.5352, 7.3984], [-1.5261, 7.399], [-1.5218, 7.3968], [-1.521, 7.3916], [-1.5182, 7.3899], [-1.5155, 7.3909], [-1.5168, 7.3972], [-1.5151, 7.3993], [-1.5157, 7.41], [-1.5092, 7.4221], [-1.5096, 7.4291], [-1.512, 7.4412], [-1.5202, 7.45], [-1.5159, 7.4555], [-1.5132, 7.456], [-1.5085, 7.4648], [-1.4912, 7.4842], [-1.4876, 7.4875], [-1.4752, 7.4931], [-1.4724, 7.4966], [-1.4631, 7.5178], [-1.4625, 7.5246], [-1.4566, 7.5307], [-1.452, 7.5411], [-1.4459, 7.5452], [-1.4357, 7.5586], [-1.4352, 7.5699], [-1.4336, 7.5735], [-1.4251, 7.5763], [-1.4248, 7.5818], [-1.4213, 7.58], [-1.4173, 7.5833], [-1.409, 7.5862], [-1.4058, 7.5884], [-1.4039, 7.5942], [-1.399, 7.5987], [-1.3881, 7.6021], [-1.3861, 7.6051], [-1.3686, 7.6029], [-1.3638, 7.6086], [-1.3589, 7.6078], [-1.3534, 7.6091], [-1.3527, 7.6124], [-1.348, 7.6145], [-1.3468, 7.6175], [-1.3439, 7.6194], [-1.341, 7.6185], [-1.3294, 7.6231], [-1.3242, 7.6226], [-1.3162, 7.6247], [-1.3079, 7.6219], [-1.3107, 7.6149], [-1.3162, 7.6127], [-1.3172, 7.6106], [-1.3128, 7.6027], [-1.3136, 7.5806], [-1.311, 7.5765], [-1.2995, 7.5712], [-1.2972, 7.5629], [-1.294, 7.5603], [-1.2946, 7.555], [-1.2933, 7.5528], [-1.2952, 7.55], [-1.2951, 7.5463], [-1.2927, 7.5393], [-1.2904, 7.5351], [-1.2836, 7.5327], [-1.2757, 7.5272], [-1.2751, 7.5251], [-1.2664, 7.5215], [-1.2632, 7.5131], [-1.2564, 7.5067], [-1.2499, 7.4962], [-1.2394, 7.4893], [-1.2254, 7.4949], [-1.2209, 7.4937], [-1.212, 7.4946], [-1.2067, 7.4925], [-1.2019, 7.4951], [-1.1937, 7.4904], [-1.1932, 7.4872], [-1.1912, 7.4859], [-1.1835, 7.4852], [-1.1813, 7.4814], [-1.1789, 7.4826], [-1.1734, 7.4804], [-1.1607, 7.481], [-1.1571, 7.4797], [-1.1555, 7.469], [-1.1535, 7.4686], [-1.147, 7.4685], [-1.1406, 7.473], [-1.133, 7.471], [-1.126, 7.4753], [-1.126, 7.477], [-1.1208, 7.4741], [-1.1203, 7.472], [-1.1128, 7.4731], [-1.1081, 7.4664], [-1.1036, 7.4652], [-1.0992, 7.4686], [-1.0961, 7.4745], [-1.0859, 7.483], [-1.0838, 7.4877], [-1.0808, 7.489], [-1.0762, 7.4873], [-1.0724, 7.4883], [-1.0671, 7.4963], [-1.0684, 7.5016], [-1.0643, 7.5051], [-1.0601, 7.5047], [-1.0526, 7.5086], [-1.0501, 7.5136], [-1.0453, 7.5155], [-1.0439, 7.5197], [-1.0452, 7.5211], [-1.0408, 7.5275], [-1.0356, 7.5269], [-1.0247, 7.534], [-1.02, 7.5339], [-1.018, 7.5322], [-1.0144, 7.5348], [-1.0059, 7.529], [-1.0023, 7.5282], [-0.9997, 7.5299], [-0.9989, 7.5286], [-0.9921, 7.5293], [-0.9915, 7.5309], [-0.9899, 7.5308], [-0.9898, 7.5328], [-0.9835, 7.5347], [-0.9792, 7.5297], [-0.976, 7.5291], [-0.9771, 7.5259], [-0.9729, 7.5228], [-0.9721, 7.5196], [-0.969, 7.5204], [-0.9669, 7.519], [-0.9648, 7.5216], [-0.964, 7.5201], [-0.9576, 7.5244], [-0.9573, 7.5228], [-0.9532, 7.5235], [-0.9506, 7.5199], [-0.9482, 7.5207], [-0.9481, 7.5187], [-0.9456, 7.519], [-0.9359, 7.514], [-0.9331, 7.5056], [-0.932, 7.5079], [-0.9299, 7.5068], [-0.9296, 7.5047], [-0.9283, 7.5061], [-0.9252, 7.5037], [-0.9133, 7.5063], [-0.9089, 7.5048], [-0.9018, 7.508], [-0.8978, 7.5072], [-0.8975, 7.5046], [-0.8964, 7.5058], [-0.8932, 7.5042], [-0.8919, 7.5131], [-0.8899, 7.5165], [-0.8845, 7.5131], [-0.8839, 7.5147], [-0.8826, 7.5137], [-0.879, 7.5156], [-0.8758, 7.5144], [-0.8739, 7.5176], [-0.8668, 7.5207], [-0.8635, 7.5175], [-0.8621, 7.5183], [-0.8639, 7.5147], [-0.8587, 7.5161], [-0.8558, 7.5187], [-0.8539, 7.517], [-0.845, 7.5183], [-0.8439, 7.5169], [-0.8454, 7.5122], [-0.8437, 7.5097], [-0.8395, 7.5105], [-0.838, 7.5086], [-0.8324, 7.5104], [-0.8317, 7.5123], [-0.8283, 7.5122], [-0.8279, 7.5105], [-0.8215, 7.5085], [-0.8204, 7.4995], [-0.8154, 7.5019], [-0.8155, 7.5069], [-0.8107, 7.508], [-0.8084, 7.511], [-0.8066, 7.5078], [-0.8077, 7.5025], [-0.8046, 7.5042], [-0.7957, 7.4988], [-0.7935, 7.5006], [-0.7892, 7.5007], [-0.7882, 7.4986], [-0.785, 7.4977], [-0.7833, 7.4983], [-0.781, 7.5047], [-0.7768, 7.506], [-0.7735, 7.5038], [-0.7672, 7.5085], [-0.7615, 7.5072], [-0.7608, 7.5086], [-0.7581, 7.5076], [-0.756, 7.5103], [-0.7549, 7.5088], [-0.751, 7.5106], [-0.7505, 7.5089], [-0.7477, 7.5093], [-0.7443, 7.5156], [-0.7391, 7.5205], [-0.7265, 7.5233], [-0.7209, 7.5198], [-0.7131, 7.5263], [-0.7082, 7.5274], [-0.7052, 7.5299], [-0.7015, 7.5303], [-0.7011, 7.5287], [-0.697, 7.5311], [-0.6955, 7.5362], [-0.6891, 7.5414], [-0.6891, 7.5339], [-0.6834, 7.5283], [-0.6836, 7.5249], [-0.6769, 7.529], [-0.6757, 7.523], [-0.6736, 7.524], [-0.671, 7.5227], [-0.6626, 7.5144], [-0.6564, 7.5052], [-0.65, 7.502], [-0.6515, 7.4956], [-0.6482, 7.4929], [-0.6481, 7.4899], [-0.6494, 7.4876], [-0.6482, 7.4851], [-0.6504, 7.483], [-0.6504, 7.4809], [-0.6479, 7.477], [-0.6504, 7.4755], [-0.6499, 7.4726], [-0.6521, 7.47], [-0.652, 7.4667], [-0.6478, 7.4616], [-0.6514, 7.456], [-0.6503, 7.4516], [-0.653, 7.4464], [-0.6513, 7.4434], [-0.6543, 7.4382], [-0.6542, 7.4307], [-0.6484, 7.4241], [-0.6417, 7.4204], [-0.6405, 7.4109], [-0.638, 7.4098], [-0.639, 7.4023], [-0.6349, 7.3978], [-0.6336, 7.3934], [-0.6248, 7.3835], [-0.619, 7.3824], [-0.6191, 7.3807], [-0.612, 7.3723], [-0.6082, 7.3618], [-0.6006, 7.356], [-0.6008, 7.3507], [-0.5987, 7.3486], [-0.593, 7.3474], [-0.5898, 7.35], [-0.5795, 7.3511], [-0.5743, 7.3533], [-0.5663, 7.3517], [-0.556, 7.3519], [-0.5518, 7.3548], [-0.5484, 7.355], [-0.5437, 7.3535], [-0.5409, 7.3545], [-0.5339, 7.3478], [-0.5295, 7.3481], [-0.5183, 7.3447], [-0.5158, 7.3455], [-0.5059, 7.3411], [-0.4992, 7.3435], [-0.4971, 7.3393], [-0.4936, 7.3415], [-0.4927, 7.3439], [-0.4842, 7.3373], [-0.4794, 7.3382], [-0.4777, 7.3354], [-0.4735, 7.3388], [-0.4607, 7.3311], [-0.4566, 7.3342], [-0.4539, 7.3315], [-0.4475, 7.3326], [-0.4445, 7.3296], [-0.441, 7.3302], [-0.4398, 7.3268], [-0.4356, 7.325], [-0.4331, 7.3256], [-0.4311, 7.3232], [-0.4285, 7.3239], [-0.427, 7.3268], [-0.4233, 7.321], [-0.4179, 7.3212], [-0.4161, 7.3194], [-0.4085, 7.3182], [-0.3963, 7.3116], [-0.3889, 7.3125], [-0.385, 7.3114], [-0.3819, 7.3128], [-0.3773, 7.3091], [-0.3732, 7.3117], [-0.362, 7.3117], [-0.3548, 7.3085], [-0.3568, 7.3015], [-0.3543, 7.3], [-0.3542, 7.2976], [-0.3468, 7.293], [-0.3414, 7.294], [-0.3366, 7.2932], [-0.3337, 7.2906], [-0.3299, 7.2909], [-0.3316, 7.2876], [-0.325, 7.2848], [-0.3256, 7.2816], [-0.3229, 7.2814], [-0.321, 7.2841], [-0.311, 7.2857], [-0.3081, 7.2791], [-0.3022, 7.2777], [-0.2977, 7.283], [-0.2888, 7.2843], [-0.2881, 7.2805], [-0.2861, 7.2812], [-0.2839, 7.2777], [-0.2782, 7.2769], [-0.275, 7.2745], [-0.2724, 7.2681], [-0.2617, 7.2666], [-0.2621, 7.2611], [-0.2595, 7.2552], [-0.2603, 7.2489], [-0.2577, 7.2432], [-0.2575, 7.2369], [-0.2545, 7.2328], [-0.2566, 7.2283], [-0.2509, 7.2231], [-0.2425, 7.222], [-0.2437, 7.2119], [-0.2387, 7.2023], [-0.2485, 7.1974], [-0.2505, 7.1923], [-0.2537, 7.1923], [-0.2552, 7.1953], [-0.2575, 7.1952], [-0.2601, 7.1895], [-0.2674, 7.1937], [-0.2701, 7.1926], [-0.2745, 7.1935], [-0.2791, 7.1902], [-0.2831, 7.1939], [-0.2872, 7.1947], [-0.2891, 7.1929], [-0.2855, 7.189], [-0.2881, 7.1841], [-0.2997, 7.1808], [-0.3017, 7.1783], [-0.3064, 7.1782], [-0.3055, 7.1748], [-0.3003, 7.172], [-0.3053, 7.1654], [-0.3096, 7.164], [-0.309, 7.1607], [-0.3124, 7.1591], [-0.3168, 7.1492], [-0.3218, 7.1441], [-0.3314, 7.1427], [-0.3355, 7.1376], [-0.3403, 7.1375], [-0.3408, 7.1352], [-0.3439, 7.1372], [-0.3472, 7.134], [-0.3521, 7.1343], [-0.3631, 7.1271], [-0.3693, 7.1264], [-0.3709, 7.1232], [-0.3878, 7.1179], [-0.3959, 7.1179], [-0.4078, 7.1206], [-0.4111, 7.1187], [-0.4203, 7.1195], [-0.4219, 7.1231], [-0.4263, 7.1252], [-0.4321, 7.1228], [-0.4416, 7.1222], [-0.4466, 7.1233], [-0.4493, 7.1258], [-0.4614, 7.1284], [-0.4657, 7.1258], [-0.4728, 7.1271], [-0.4787, 7.1259], [-0.4803, 7.1271], [-0.4947, 7.1248], [-0.5006, 7.1275], [-0.5039, 7.1261], [-0.5072, 7.1269], [-0.5112, 7.1305], [-0.5418, 7.139], [-0.5612, 7.1375], [-0.5828, 7.1506], [-0.5926, 7.1494], [-0.6096, 7.1536], [-0.6125, 7.1554], [-0.6193, 7.1667], [-0.623, 7.1677], [-0.6274, 7.1724], [-0.6354, 7.1739], [-0.6362, 7.1711], [-0.6327, 7.16], [-0.6298, 7.1589], [-0.6311, 7.1577], [-0.6275, 7.153], [-0.6269, 7.1431], [-0.6196, 7.1327], [-0.6191, 7.1245], [-0.6149, 7.1167], [-0.6093, 7.0906], [-0.6008, 7.0742], [-0.598, 7.0667], [-0.5977, 7.0607], [-0.591, 7.0445], [-0.5799, 7.0377], [-0.5761, 7.0292], [-0.567, 7.0226], [-0.5647, 7.0187], [-0.5655, 7.0151], [-0.5641, 7.0126], [-0.5658, 7.0094], [-0.5666, 6.9979], [-0.572, 6.9889], [-0.5742, 6.9786], [-0.5741, 6.9633], [-0.5853, 6.9509], [-0.6008, 6.9481], [-0.617, 6.9518], [-0.637, 6.953], [-0.6575, 6.9472], [-0.6587, 6.9418], [-0.6562, 6.9348], [-0.6521, 6.9312], [-0.6523, 6.9295], [-0.6934, 6.9394], [-0.7059, 6.9466], [-0.7145, 6.9466], [-0.7228, 6.9523], [-0.7341, 6.9485], [-0.742, 6.9489], [-0.7532, 6.9381], [-0.7572, 6.9251], [-0.7554, 6.9127]]]], "type": "MultiPolygon"}, "id": "1", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA2_2", "HASC_1": "NA", "ISO_1": "GH-AH", "NAME_1": "Ashanti", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-3.1166, 6.8516, -1.9029, 8.7871], "geometry": {"coordinates": [[[[-2.8662, 6.8524], [-2.8716, 6.8537], [-2.8801, 6.87], [-2.8831, 6.8709], [-2.8841, 6.8742], [-2.8861, 6.8749], [-2.8846, 6.8761], [-2.8859, 6.8796], [-2.8911, 6.8812], [-2.8934, 6.8835], [-2.8932, 6.8855], [-2.8968, 6.8875], [-2.8963, 6.8929], [-2.9039, 6.9017], [-2.9053, 6.9062], [-2.909, 6.9083], [-2.9118, 6.9143], [-2.9185, 6.918], [-2.9198, 6.9249], [-2.9285, 6.9292], [-2.9334, 6.9368], [-2.9386, 6.9414], [-2.9538, 6.9403], [-2.9616, 6.9369], [-2.969, 6.937], [-2.9829, 6.9458], [-2.9887, 6.9464], [-2.996, 6.9405], [-3.0028, 6.9406], [-3.0128, 6.9366], [-3.0167, 6.9309], [-3.0281, 6.927], [-3.0339, 6.9275], [-3.0456, 6.9382], [-3.0652, 6.9395], [-3.0728, 6.9437], [-3.0712, 6.9483], [-3.0734, 6.9556], [-3.072, 6.963], [-3.0756, 6.9719], [-3.0814, 6.9761], [-3.0922, 6.9796], [-3.0965, 6.9906], [-3.0997, 6.9943], [-3.1065, 6.9987], [-3.1091, 7.0023], [-3.1166, 7.0059], [-3.1111, 7.0124], [-3.1078, 7.0141], [-3.1072, 7.019], [-3.0829, 7.0544], [-3.0749, 7.0629], [-3.0321, 7.0717], [-3.0236, 7.1425], [-2.9827, 7.1947], [-2.9534, 7.2392], [-2.9597, 7.2509], [-2.9782, 7.2721], [-2.9696, 7.3331], [-2.9484, 7.43], [-2.9473, 7.4565], [-2.9347, 7.4865], [-2.9235, 7.6086], [-2.8887, 7.6836], [-2.8834, 7.6985], [-2.8735, 7.7187], [-2.8693, 7.7323], [-2.8506, 7.7619], [-2.8486, 7.7802], [-2.8352, 7.7936], [-2.8261, 7.8057], [-2.8304, 7.8205], [-2.8251, 7.8244], [-2.8291, 7.8337], [-2.8292, 7.8427], [-2.8329, 7.8486], [-2.8252, 7.8682], [-2.8217, 7.8949], [-2.8221, 7.9124], [-2.8103, 7.9385], [-2.81, 7.9595], [-2.8086, 7.9656], [-2.7931, 7.9837], [-2.7717, 7.9971], [-2.7516, 8.0018], [-2.7127, 8.0172], [-2.6956, 8.0298], [-2.6921, 8.0296], [-2.662, 8.0421], [-2.6527, 8.0422], [-2.6367, 8.0547], [-2.6314, 8.0532], [-2.6362, 8.0671], [-2.6341, 8.0913], [-2.6299, 8.1151], [-2.625, 8.125], [-2.6225, 8.1265], [-2.621, 8.1312], [-2.6148, 8.1376], [-2.6085, 8.1519], [-2.6018, 8.1536], [-2.5913, 8.1515], [-2.5899, 8.1524], [-2.5875, 8.1498], [-2.5851, 8.1505], [-2.5762, 8.1448], [-2.5697, 8.1455], [-2.5654, 8.1493], [-2.5614, 8.1473], [-2.5597, 8.1434], [-2.5582, 8.1462], [-2.5554, 8.1469], [-2.5448, 8.1757], [-2.5179, 8.1908], [-2.509, 8.1934], [-2.4949, 8.2052], [-2.4977, 8.2448], [-2.5, 8.2565], [-2.5014, 8.3074], [-2.5044, 8.334], [-2.5164, 8.3831], [-2.5175, 8.4017], [-2.533, 8.4809], [-2.5396, 8.5005], [-2.5464, 8.5286], [-2.5621, 8.6149], [-2.5626, 8.6289], [-2.5671, 8.6596], [-2.5739, 8.6909], [-2.5734, 8.7006], [-2.5872, 8.7786], [-2.591, 8.785], [-2.5901, 8.7871], [-2.5863, 8.7866], [-2.5697, 8.7724], [-2.5498, 8.7624], [-2.5447, 8.7607], [-2.543, 8.7615], [-2.5396, 8.7571], [-2.5395, 8.7497], [-2.5363, 8.7459], [-2.5356, 8.7393], [-2.5256, 8.7325], [-2.513, 8.73], [-2.5007, 8.7199], [-2.4903, 8.6994], [-2.4883, 8.6858], [-2.4846, 8.68], [-2.4792, 8.6759], [-2.4744, 8.6651], [-2.4646, 8.6522], [-2.4551, 8.6482], [-2.4475, 8.6404], [-2.4422, 8.63], [-2.4324, 8.6243], [-2.4306, 8.621], [-2.4173, 8.6119], [-2.4169, 8.6018], [-2.4193, 8.5934], [-2.4149, 8.5744], [-2.4102, 8.567], [-2.4023, 8.5643], [-2.3986, 8.5571], [-2.3958, 8.5581], [-2.3835, 8.5541], [-2.3775, 8.5488], [-2.3712, 8.5393], [-2.367, 8.5399], [-2.3634, 8.5298], [-2.3579, 8.5207], [-2.3596, 8.5155], [-2.3668, 8.5077], [-2.3684, 8.5009], [-2.3708, 8.5003], [-2.3693, 8.4855], [-2.3654, 8.4747], [-2.3555, 8.4693], [-2.3549, 8.4646], [-2.3523, 8.4614], [-2.3476, 8.4577], [-2.3371, 8.4543], [-2.3315, 8.4411], [-2.3314, 8.4363], [-2.3286, 8.427], [-2.3266, 8.4255], [-2.3253, 8.4174], [-2.3182, 8.4117], [-2.3096, 8.4007], [-2.3077, 8.3897], [-2.2994, 8.3848], [-2.2978, 8.3807], [-2.3019, 8.3709], [-2.3008, 8.3627], [-2.305, 8.3548], [-2.2973, 8.3433], [-2.2953, 8.3269], [-2.2856, 8.3193], [-2.2885, 8.2969], [-2.2755, 8.2931], [-2.2525, 8.2768], [-2.2498, 8.2768], [-2.2426, 8.2816], [-2.2397, 8.2812], [-2.2352, 8.2763], [-2.2297, 8.2634], [-2.2258, 8.2615], [-2.2189, 8.2614], [-2.2118, 8.2549], [-2.2091, 8.2468], [-2.2095, 8.2442], [-2.213, 8.2415], [-2.2051, 8.2318], [-2.1915, 8.2219], [-2.1759, 8.2182], [-2.1683, 8.212], [-2.1642, 8.1916], [-2.165, 8.1831], [-2.1621, 8.1736], [-2.1536, 8.1714], [-2.1501, 8.1659], [-2.1401, 8.1585], [-2.1357, 8.1518], [-2.1277, 8.1476], [-2.1212, 8.1497], [-2.1192, 8.1428], [-2.1198, 8.1391], [-2.117, 8.1354], [-2.1046, 8.1367], [-2.1017, 8.1358], [-2.0966, 8.1236], [-2.0889, 8.1187], [-2.0886, 8.1137], [-2.086, 8.109], [-2.0844, 8.109], [-2.0797, 8.0989], [-2.0701, 8.0945], [-2.0649, 8.089], [-2.0608, 8.0796], [-2.0605, 8.0736], [-2.055, 8.0614], [-2.0575, 8.052], [-2.0369, 8.0304], [-2.0253, 8.0239], [-2.027, 8.0176], [-2.0261, 8.004], [-2.0248, 8.0022], [-2.0268, 8.0012], [-2.026, 7.9961], [-2.0302, 7.9929], [-2.0366, 7.9811], [-2.044, 7.9735], [-2.0412, 7.9644], [-2.0319, 7.9566], [-2.0199, 7.9554], [-2.006, 7.9637], [-2.0007, 7.9635], [-1.9951, 7.9674], [-1.985, 7.9662], [-1.9843, 7.9628], [-1.974, 7.9482], [-1.9674, 7.9428], [-1.9414, 7.9076], [-1.9141, 7.8773], [-1.9029, 7.8311], [-1.9093, 7.819], [-1.9223, 7.8063], [-1.926, 7.8093], [-1.929, 7.8093], [-1.9377, 7.8021], [-1.9443, 7.7992], [-1.9522, 7.7995], [-1.9588, 7.8019], [-1.9619, 7.8061], [-1.9707, 7.8059], [-1.9832, 7.8029], [-2.0231, 7.7803], [-2.0445, 7.7777], [-2.0495, 7.7797], [-2.0591, 7.779], [-2.0702, 7.7806], [-2.0764, 7.7786], [-2.0777, 7.7712], [-2.0822, 7.765], [-2.0807, 7.7583], [-2.0748, 7.7544], [-2.0713, 7.7483], [-2.0744, 7.7442], [-2.0699, 7.7317], [-2.073, 7.7135], [-2.0629, 7.703], [-2.0563, 7.6855], [-2.0496, 7.6824], [-2.048, 7.6716], [-2.0511, 7.6659], [-2.0581, 7.6649], [-2.0671, 7.6613], [-2.0716, 7.6486], [-2.077, 7.6476], [-2.0772, 7.6438], [-2.0897, 7.6308], [-2.0915, 7.6223], [-2.0886, 7.6167], [-2.0882, 7.6099], [-2.0926, 7.6058], [-2.0949, 7.5988], [-2.1032, 7.5903], [-2.106, 7.5854], [-2.1075, 7.578], [-2.1118, 7.5722], [-2.1089, 7.5532], [-2.1238, 7.5375], [-2.1366, 7.5287], [-2.1377, 7.5258], [-2.1358, 7.519], [-2.1219, 7.515], [-2.1189, 7.5024], [-2.1112, 7.498], [-2.1104, 7.4952], [-2.1139, 7.495], [-2.1129, 7.4912], [-2.115, 7.4893], [-2.1138, 7.4868], [-2.1148, 7.4846], [-2.1122, 7.4703], [-2.1096, 7.4652], [-2.1097, 7.4636], [-2.114, 7.4604], [-2.1121, 7.4536], [-2.1141, 7.4521], [-2.1141, 7.4424], [-2.1193, 7.4408], [-2.1219, 7.4332], [-2.1278, 7.4318], [-2.1256, 7.4256], [-2.1268, 7.4191], [-2.1308, 7.4171], [-2.1343, 7.4123], [-2.1369, 7.4123], [-2.1408, 7.4091], [-2.1396, 7.4028], [-2.1356, 7.3955], [-2.1374, 7.3939], [-2.1365, 7.3902], [-2.1403, 7.3871], [-2.1355, 7.3738], [-2.1389, 7.3682], [-2.1431, 7.3684], [-2.1475, 7.3657], [-2.1473, 7.3614], [-2.1514, 7.3562], [-2.1511, 7.3488], [-2.1535, 7.3459], [-2.1524, 7.3411], [-2.1563, 7.3388], [-2.1571, 7.3344], [-2.1609, 7.3286], [-2.1655, 7.328], [-2.1667, 7.325], [-2.1713, 7.3229], [-2.1799, 7.3228], [-2.1825, 7.3198], [-2.1902, 7.3221], [-2.1944, 7.3176], [-2.1971, 7.3169], [-2.1984, 7.3182], [-2.2023, 7.3146], [-2.2088, 7.3148], [-2.2117, 7.3129], [-2.2151, 7.3144], [-2.2159, 7.3122], [-2.2191, 7.3122], [-2.2196, 7.3106], [-2.218, 7.3084], [-2.2192, 7.3082], [-2.2174, 7.3077], [-2.2184, 7.301], [-2.222, 7.3028], [-2.2258, 7.2985], [-2.2296, 7.2978], [-2.2305, 7.295], [-2.2352, 7.2958], [-2.2405, 7.2922], [-2.2442, 7.2876], [-2.2428, 7.285], [-2.2457, 7.2796], [-2.2519, 7.2809], [-2.2559, 7.2799], [-2.2585, 7.2771], [-2.262, 7.2789], [-2.2661, 7.2767], [-2.2655, 7.2754], [-2.2672, 7.274], [-2.2687, 7.2743], [-2.2673, 7.2723], [-2.2687, 7.2712], [-2.2682, 7.2688], [-2.2659, 7.2675], [-2.2689, 7.2647], [-2.2634, 7.2614], [-2.2659, 7.2603], [-2.2676, 7.2556], [-2.271, 7.2549], [-2.2696, 7.2528], [-2.2703, 7.2493], [-2.2652, 7.2455], [-2.2671, 7.2438], [-2.2725, 7.2457], [-2.27, 7.2388], [-2.2734, 7.2372], [-2.2775, 7.2401], [-2.2792, 7.2465], [-2.2815, 7.247], [-2.2824, 7.2443], [-2.2803, 7.2422], [-2.2816, 7.238], [-2.2785, 7.2337], [-2.2798, 7.2322], [-2.2841, 7.2325], [-2.2841, 7.2303], [-2.2858, 7.2292], [-2.2851, 7.2267], [-2.2909, 7.2242], [-2.2932, 7.2303], [-2.2968, 7.2335], [-2.3015, 7.2323], [-2.3194, 7.2333], [-2.3249, 7.2371], [-2.3341, 7.2294], [-2.3415, 7.2157], [-2.3458, 7.1961], [-2.3501, 7.187], [-2.3106, 7.1599], [-2.3097, 7.156], [-2.3049, 7.1498], [-2.3054, 7.1481], [-2.3019, 7.1471], [-2.2982, 7.1487], [-2.2968, 7.1446], [-2.2919, 7.1442], [-2.2884, 7.1409], [-2.2939, 7.1363], [-2.2923, 7.1316], [-2.2949, 7.1302], [-2.2965, 7.1262], [-2.2993, 7.1277], [-2.3006, 7.1267], [-2.2995, 7.1232], [-2.3033, 7.1208], [-2.2953, 7.113], [-2.2948, 7.109], [-2.2985, 7.1016], [-2.2984, 7.0983], [-2.3005, 7.0978], [-2.3022, 7.1019], [-2.3042, 7.103], [-2.3067, 7.1026], [-2.3089, 7.0992], [-2.3111, 7.0996], [-2.3153, 7.104], [-2.3175, 7.1043], [-2.3188, 7.1024], [-2.3233, 7.1053], [-2.3297, 7.1059], [-2.3317, 7.1103], [-2.3302, 7.1121], [-2.3308, 7.1157], [-2.3264, 7.117], [-2.3228, 7.1207], [-2.3245, 7.1213], [-2.3242, 7.1228], [-2.3265, 7.125], [-2.3316, 7.1235], [-2.333, 7.1243], [-2.3368, 7.1223], [-2.3408, 7.1255], [-2.3477, 7.1265], [-2.3501, 7.1291], [-2.3663, 7.1151], [-2.3637, 7.1101], [-2.3643, 7.1064], [-2.3725, 7.1021], [-2.378, 7.0998], [-2.4177, 7.0916], [-2.4385, 7.0888], [-2.4005, 7.1118], [-2.4154, 7.1224], [-2.4189, 7.123], [-2.4476, 7.1406], [-2.4604, 7.1341], [-2.4703, 7.1364], [-2.4754, 7.1352], [-2.4792, 7.1314], [-2.4898, 7.1316], [-2.4937, 7.1334], [-2.4947, 7.159], [-2.4935, 7.2169], [-2.49, 7.2167], [-2.4951, 7.2264], [-2.5115, 7.2273], [-2.5168, 7.2308], [-2.5559, 7.2305], [-2.5587, 7.2259], [-2.5637, 7.224], [-2.5697, 7.2163], [-2.5766, 7.2136], [-2.5806, 7.2088], [-2.5819, 7.1897], [-2.5798, 7.1837], [-2.5812, 7.1805], [-2.5847, 7.1793], [-2.5913, 7.1811], [-2.6072, 7.1804], [-2.6148, 7.1748], [-2.6201, 7.1635], [-2.6239, 7.1627], [-2.628, 7.159], [-2.6285, 7.1557], [-2.6431, 7.1469], [-2.6488, 7.1452], [-2.6514, 7.1415], [-2.659, 7.1418], [-2.6655, 7.1383], [-2.6705, 7.1401], [-2.6747, 7.1375], [-2.684, 7.14], [-2.6911, 7.1313], [-2.6926, 7.1247], [-2.6901, 7.1216], [-2.6914, 7.1141], [-2.6992, 7.1065], [-2.7045, 7.1028], [-2.7088, 7.1026], [-2.7115, 7.0999], [-2.7155, 7.1036], [-2.7217, 7.1019], [-2.7243, 7.0966], [-2.729, 7.0986], [-2.7445, 7.0823], [-2.7532, 7.0785], [-2.7607, 7.061], [-2.7602, 7.0539], [-2.7639, 7.0395], [-2.7615, 7.0352], [-2.7697, 7.0269], [-2.7707, 7.0217], [-2.7798, 7.0189], [-2.784, 7.0133], [-2.7907, 7.0122], [-2.7926, 7.0065], [-2.7965, 7.0027], [-2.7961, 6.9988], [-2.8013, 6.994], [-2.8005, 6.9912], [-2.8049, 6.9883], [-2.8053, 6.9852], [-2.8072, 6.9842], [-2.8065, 6.9822], [-2.8092, 6.9803], [-2.8127, 6.9743], [-2.8119, 6.9734], [-2.8188, 6.9696], [-2.8208, 6.964], [-2.8308, 6.9632], [-2.8323, 6.9586], [-2.8366, 6.9581], [-2.8395, 6.9596], [-2.844, 6.9573], [-2.8434, 6.9565], [-2.8489, 6.9517], [-2.8476, 6.9508], [-2.8499, 6.9476], [-2.8496, 6.9443], [-2.8501, 6.9434], [-2.851, 6.945], [-2.8507, 6.9426], [-2.8521, 6.9422], [-2.85, 6.9357], [-2.8495, 6.9288], [-2.8514, 6.926], [-2.85, 6.9229], [-2.8563, 6.9117], [-2.8553, 6.9029], [-2.8521, 6.8968], [-2.853, 6.8917], [-2.8493, 6.8868], [-2.8515, 6.8826], [-2.8517, 6.8747], [-2.8548, 6.8736], [-2.8548, 6.8697], [-2.8567, 6.8698], [-2.8607, 6.8639], [-2.8583, 6.8601], [-2.8599, 6.8592], [-2.8595, 6.8541], [-2.8645, 6.8516], [-2.8662, 6.8524]]]], "type": "MultiPolygon"}, "id": "2", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA3_2", "HASC_1": "NA", "ISO_1": "GH-BO", "NAME_1": "Bono", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.1378, 7.172, 0.215, 8.7743], "geometry": {"coordinates": [[[[-1.4336, 7.5735], [-1.4352, 7.5699], [-1.4357, 7.5586], [-1.4459, 7.5452], [-1.452, 7.5411], [-1.4566, 7.5307], [-1.4625, 7.5246], [-1.4631, 7.5178], [-1.4724, 7.4966], [-1.4752, 7.4931], [-1.4876, 7.4875], [-1.4912, 7.4842], [-1.5085, 7.4648], [-1.5132, 7.456], [-1.5159, 7.4555], [-1.5202, 7.45], [-1.512, 7.4412], [-1.5096, 7.4291], [-1.5092, 7.4221], [-1.5157, 7.41], [-1.5151, 7.3993], [-1.5168, 7.3972], [-1.5155, 7.3909], [-1.5182, 7.3899], [-1.521, 7.3916], [-1.5218, 7.3968], [-1.5261, 7.399], [-1.5352, 7.3984], [-1.5391, 7.3957], [-1.5637, 7.4053], [-1.5766, 7.4028], [-1.5793, 7.4001], [-1.5796, 7.3973], [-1.5847, 7.395], [-1.5859, 7.391], [-1.5925, 7.3844], [-1.6067, 7.3597], [-1.6186, 7.3509], [-1.6264, 7.3379], [-1.6358, 7.3392], [-1.6403, 7.3367], [-1.6429, 7.3296], [-1.6409, 7.3251], [-1.6435, 7.322], [-1.6497, 7.3189], [-1.6542, 7.3135], [-1.6572, 7.3199], [-1.6754, 7.3197], [-1.6786, 7.3224], [-1.6787, 7.3248], [-1.6917, 7.3246], [-1.6945, 7.3218], [-1.6997, 7.3213], [-1.7092, 7.3243], [-1.711, 7.3243], [-1.7182, 7.3165], [-1.7223, 7.3155], [-1.7265, 7.3171], [-1.7285, 7.3118], [-1.7308, 7.3125], [-1.7319, 7.3152], [-1.7346, 7.3153], [-1.734, 7.3174], [-1.7383, 7.3182], [-1.7397, 7.3207], [-1.7464, 7.32], [-1.7615, 7.322], [-1.7672, 7.3308], [-1.7694, 7.3401], [-1.7729, 7.3465], [-1.7753, 7.3489], [-1.7783, 7.3485], [-1.7793, 7.3509], [-1.7806, 7.3488], [-1.7888, 7.349], [-1.7926, 7.3473], [-1.8072, 7.3485], [-1.809, 7.3554], [-1.8292, 7.3936], [-1.8399, 7.4251], [-1.836, 7.471], [-1.8398, 7.4718], [-1.8515, 7.4621], [-1.8564, 7.4612], [-1.8634, 7.4677], [-1.8635, 7.4769], [-1.867, 7.4783], [-1.8664, 7.4756], [-1.8715, 7.4595], [-1.8792, 7.4521], [-1.8843, 7.4441], [-1.893, 7.4375], [-1.8979, 7.4304], [-1.9038, 7.4327], [-1.9083, 7.4367], [-1.916, 7.4367], [-1.9187, 7.4397], [-1.9174, 7.4418], [-1.9229, 7.4409], [-1.9271, 7.4426], [-1.9304, 7.4407], [-1.9335, 7.4338], [-1.9391, 7.4347], [-1.9428, 7.4314], [-1.9513, 7.4186], [-1.9619, 7.4128], [-1.9645, 7.4081], [-1.9674, 7.4137], [-1.9694, 7.4133], [-1.9698, 7.411], [-1.9756, 7.4101], [-1.9838, 7.4159], [-1.9901, 7.4179], [-1.9958, 7.4177], [-2.0011, 7.4213], [-2.014, 7.4226], [-2.0185, 7.4215], [-2.0192, 7.4292], [-2.0227, 7.4321], [-2.023, 7.4378], [-2.0341, 7.4507], [-2.0355, 7.4555], [-2.038, 7.457], [-2.0462, 7.4576], [-2.0599, 7.454], [-2.0642, 7.4557], [-2.0685, 7.455], [-2.0719, 7.457], [-2.0746, 7.4551], [-2.0917, 7.4588], [-2.1063, 7.4647], [-2.1097, 7.4636], [-2.113, 7.4741], [-2.115, 7.4893], [-2.1129, 7.4909], [-2.1139, 7.495], [-2.1104, 7.4952], [-2.1112, 7.498], [-2.1189, 7.5024], [-2.1219, 7.515], [-2.1347, 7.5184], [-2.1378, 7.524], [-2.1366, 7.5287], [-2.1238, 7.5375], [-2.1089, 7.5532], [-2.1118, 7.5722], [-2.1075, 7.578], [-2.106, 7.5854], [-2.1032, 7.5903], [-2.0949, 7.5988], [-2.0926, 7.6058], [-2.0882, 7.6099], [-2.0886, 7.6167], [-2.0915, 7.6223], [-2.0897, 7.6308], [-2.0772, 7.6438], [-2.077, 7.6476], [-2.0716, 7.6486], [-2.0671, 7.6613], [-2.0581, 7.6649], [-2.0511, 7.6659], [-2.048, 7.6716], [-2.0496, 7.6824], [-2.0563, 7.6855], [-2.0629, 7.703], [-2.073, 7.7135], [-2.0699, 7.7317], [-2.0744, 7.7442], [-2.0713, 7.7483], [-2.0748, 7.7544], [-2.0807, 7.7583], [-2.0822, 7.765], [-2.0777, 7.7712], [-2.0764, 7.7786], [-2.0702, 7.7806], [-2.0591, 7.779], [-2.0495, 7.7797], [-2.0445, 7.7777], [-2.0231, 7.7803], [-1.9832, 7.8029], [-1.9707, 7.8059], [-1.9619, 7.8061], [-1.9588, 7.8019], [-1.9522, 7.7995], [-1.9443, 7.7992], [-1.9377, 7.8021], [-1.929, 7.8093], [-1.926, 7.8093], [-1.9223, 7.8063], [-1.9093, 7.819], [-1.9029, 7.8311], [-1.9141, 7.8773], [-1.9414, 7.9076], [-1.9674, 7.9428], [-1.974, 7.9482], [-1.9843, 7.9628], [-1.985, 7.9662], [-1.9951, 7.9674], [-2.0007, 7.9635], [-2.006, 7.9637], [-2.0199, 7.9554], [-2.0319, 7.9566], [-2.0412, 7.9644], [-2.044, 7.9735], [-2.0366, 7.9811], [-2.0302, 7.9929], [-2.026, 7.9961], [-2.0268, 8.0012], [-2.0248, 8.0022], [-2.0261, 8.004], [-2.027, 8.0176], [-2.0253, 8.0239], [-2.0369, 8.0304], [-2.0575, 8.052], [-2.055, 8.0614], [-2.0605, 8.0736], [-2.0608, 8.0796], [-2.0649, 8.089], [-2.0701, 8.0945], [-2.0797, 8.0989], [-2.0844, 8.109], [-2.086, 8.109], [-2.0886, 8.1137], [-2.0889, 8.1187], [-2.0966, 8.1236], [-2.1021, 8.1361], [-2.117, 8.1354], [-2.1198, 8.1391], [-2.1211, 8.1533], [-2.1179, 8.157], [-2.1062, 8.1573], [-2.0838, 8.1535], [-2.0667, 8.1464], [-2.0524, 8.1482], [-2.0442, 8.1475], [-2.0309, 8.1527], [-2.03, 8.1552], [-2.0054, 8.1557], [-1.9927, 8.1593], [-1.9798, 8.1658], [-1.9617, 8.1689], [-1.945, 8.1832], [-1.9334, 8.2013], [-1.933, 8.2076], [-1.9298, 8.2128], [-1.9241, 8.2164], [-1.9136, 8.2296], [-1.908, 8.2469], [-1.8951, 8.2616], [-1.8684, 8.2594], [-1.8371, 8.2505], [-1.8131, 8.2368], [-1.7997, 8.2262], [-1.7856, 8.2262], [-1.7728, 8.2315], [-1.7637, 8.243], [-1.7566, 8.2484], [-1.7474, 8.2621], [-1.7466, 8.2705], [-1.748, 8.2792], [-1.7666, 8.3097], [-1.7699, 8.3227], [-1.7818, 8.3285], [-1.7909, 8.3367], [-1.8029, 8.3394], [-1.8163, 8.3393], [-1.83, 8.3332], [-1.8456, 8.3293], [-1.8562, 8.3295], [-1.8709, 8.334], [-1.8834, 8.3476], [-1.9081, 8.3976], [-1.9075, 8.4072], [-1.9095, 8.4185], [-1.9098, 8.4385], [-1.9043, 8.4478], [-1.8932, 8.4548], [-1.8864, 8.4645], [-1.8831, 8.4802], [-1.8956, 8.5238], [-1.8968, 8.5384], [-1.8987, 8.5403], [-1.8958, 8.5466], [-1.8952, 8.5516], [-1.8968, 8.5528], [-1.8929, 8.5561], [-1.8896, 8.5856], [-1.8738, 8.6257], [-1.8718, 8.6347], [-1.8682, 8.6413], [-1.8609, 8.649], [-1.8436, 8.6603], [-1.8164, 8.6619], [-1.7889, 8.6524], [-1.7736, 8.6441], [-1.7552, 8.6301], [-1.7441, 8.6268], [-1.7334, 8.6264], [-1.6932, 8.6438], [-1.6863, 8.6506], [-1.6837, 8.6565], [-1.6823, 8.6633], [-1.6837, 8.6735], [-1.6793, 8.6839], [-1.6584, 8.6954], [-1.6546, 8.6958], [-1.6463, 8.6929], [-1.6297, 8.681], [-1.6119, 8.677], [-1.584, 8.6765], [-1.5742, 8.6778], [-1.5529, 8.6755], [-1.5315, 8.681], [-1.5108, 8.6917], [-1.5066, 8.708], [-1.5042, 8.7114], [-1.4993, 8.7384], [-1.4938, 8.7484], [-1.4846, 8.7597], [-1.4748, 8.7653], [-1.4486, 8.7657], [-1.4097, 8.7743], [-1.3763, 8.7675], [-1.3665, 8.7622], [-1.356, 8.7591], [-1.3409, 8.7447], [-1.3289, 8.7379], [-1.3212, 8.7303], [-1.3093, 8.7218], [-1.3027, 8.72], [-1.288, 8.7203], [-1.2646, 8.6916], [-1.2296, 8.6747], [-1.2095, 8.6679], [-1.1978, 8.67], [-1.1859, 8.6782], [-1.1605, 8.6789], [-1.1445, 8.6774], [-1.1473, 8.6557], [-1.1449, 8.6461], [-1.1488, 8.6398], [-1.1505, 8.6333], [-1.1466, 8.6254], [-1.146, 8.5913], [-1.1415, 8.5765], [-1.146, 8.5585], [-1.1538, 8.5482], [-1.1548, 8.5425], [-1.1602, 8.5381], [-1.1608, 8.536], [-1.1651, 8.5378], [-1.1659, 8.536], [-1.1693, 8.5355], [-1.1701, 8.5368], [-1.1721, 8.5353], [-1.1707, 8.5314], [-1.1723, 8.5286], [-1.1653, 8.5238], [-1.1637, 8.5151], [-1.165, 8.5116], [-1.1675, 8.5115], [-1.1682, 8.5086], [-1.1737, 8.5076], [-1.1744, 8.5169], [-1.1793, 8.5178], [-1.1807, 8.5139], [-1.1828, 8.5131], [-1.1825, 8.5106], [-1.1879, 8.5102], [-1.1896, 8.5117], [-1.1906, 8.5107], [-1.1928, 8.5124], [-1.1959, 8.5115], [-1.1964, 8.5104], [-1.193, 8.5078], [-1.1919, 8.5021], [-1.1929, 8.4968], [-1.1954, 8.4955], [-1.1946, 8.494], [-1.1988, 8.4931], [-1.2004, 8.4949], [-1.2037, 8.4951], [-1.2064, 8.4933], [-1.2109, 8.4942], [-1.2145, 8.4912], [-1.2149, 8.4923], [-1.2183, 8.4912], [-1.2211, 8.4888], [-1.2198, 8.4836], [-1.2214, 8.4774], [-1.2294, 8.477], [-1.2317, 8.4751], [-1.2318, 8.4705], [-1.2371, 8.4713], [-1.2436, 8.4691], [-1.2447, 8.4701], [-1.2428, 8.4673], [-1.2454, 8.464], [-1.2497, 8.4605], [-1.2534, 8.4606], [-1.253, 8.4594], [-1.2575, 8.4543], [-1.2585, 8.4548], [-1.2574, 8.4492], [-1.2606, 8.4432], [-1.2612, 8.4353], [-1.263, 8.4345], [-1.2609, 8.4291], [-1.2544, 8.4272], [-1.2553, 8.426], [-1.2537, 8.424], [-1.2543, 8.4214], [-1.256, 8.421], [-1.2539, 8.4182], [-1.2576, 8.4164], [-1.2563, 8.4152], [-1.2581, 8.4138], [-1.256, 8.4124], [-1.2581, 8.4115], [-1.2563, 8.41], [-1.26, 8.4074], [-1.2597, 8.4048], [-1.2582, 8.4057], [-1.2558, 8.4029], [-1.258, 8.3983], [-1.2566, 8.3955], [-1.2576, 8.392], [-1.2547, 8.3899], [-1.2561, 8.3888], [-1.2554, 8.3859], [-1.2532, 8.3847], [-1.2552, 8.3815], [-1.2527, 8.3792], [-1.254, 8.3785], [-1.2533, 8.377], [-1.2556, 8.3767], [-1.2554, 8.3727], [-1.2602, 8.3723], [-1.2602, 8.3692], [-1.262, 8.3683], [-1.2595, 8.3649], [-1.2606, 8.3622], [-1.2569, 8.3579], [-1.2587, 8.3523], [-1.2605, 8.3529], [-1.2637, 8.3475], [-1.2626, 8.3442], [-1.2678, 8.3377], [-1.2733, 8.3348], [-1.2735, 8.3307], [-1.2759, 8.3288], [-1.2752, 8.3254], [-1.2777, 8.3234], [-1.2766, 8.3228], [-1.2771, 8.3183], [-1.2748, 8.3174], [-1.2762, 8.3154], [-1.2749, 8.3114], [-1.2803, 8.3089], [-1.2759, 8.3043], [-1.2772, 8.3029], [-1.2765, 8.3005], [-1.2778, 8.3001], [-1.2755, 8.2964], [-1.2765, 8.2938], [-1.2739, 8.2905], [-1.2752, 8.2852], [-1.2687, 8.2769], [-1.2665, 8.2573], [-1.2513, 8.2431], [-1.2371, 8.2237], [-1.2295, 8.2048], [-1.1747, 8.1167], [-1.1671, 8.1086], [-1.1565, 8.0886], [-1.1566, 8.0837], [-1.1654, 8.0698], [-1.1644, 8.0641], [-1.166, 8.0603], [-1.1651, 8.0505], [-1.1614, 8.0441], [-1.1618, 8.0403], [-1.1593, 8.0344], [-1.1589, 8.023], [-1.1627, 8.015], [-1.1608, 8.0111], [-1.1619, 8.0087], [-1.1581, 8.0038], [-1.1579, 7.9993], [-1.1556, 7.9996], [-1.1546, 7.9979], [-1.1482, 8.0002], [-1.1442, 7.9968], [-1.136, 7.9983], [-1.1314, 7.9952], [-1.1258, 7.9977], [-1.1204, 7.9932], [-1.1125, 7.9953], [-1.107, 7.9924], [-1.1069, 7.9943], [-1.1012, 7.9966], [-1.1004, 7.9958], [-1.0992, 7.9977], [-1.0976, 7.9968], [-1.0953, 7.9982], [-1.0934, 8.0026], [-1.0904, 8.0027], [-1.0879, 8.0069], [-1.0878, 8.0103], [-1.0845, 8.0108], [-1.0814, 8.0172], [-1.0779, 8.0184], [-1.0767, 8.0174], [-1.073, 8.0212], [-1.0694, 8.021], [-1.067, 8.024], [-1.0625, 8.0232], [-1.0597, 8.0259], [-1.0558, 8.0259], [-1.0525, 8.0291], [-1.0475, 8.0301], [-1.0411, 8.0265], [-1.0348, 8.0254], [-1.0298, 8.017], [-1.0202, 8.0154], [-1.018, 8.0179], [-1.0165, 8.0176], [-1.0182, 8.0214], [-1.0173, 8.0274], [-1.0194, 8.0321], [-1.0224, 8.0332], [-1.0226, 8.0363], [-1.0262, 8.0389], [-1.028, 8.043], [-1.0325, 8.0439], [-1.0346, 8.0463], [-1.0337, 8.0547], [-1.0368, 8.0585], [-1.0481, 8.0625], [-1.0487, 8.0669], [-1.041, 8.0794], [-1.0433, 8.0939], [-1.0687, 8.1292], [-1.0405, 8.166], [-1.0432, 8.1741], [-1.0417, 8.1962], [-1.0432, 8.2044], [-1.0409, 8.2128], [-1.0397, 8.2431], [-1.0316, 8.2474], [-1.0298, 8.2511], [-1.0257, 8.2534], [-1.0219, 8.2608], [-1.0192, 8.2611], [-1.0157, 8.257], [-1.0144, 8.252], [-1.0102, 8.2479], [-0.999, 8.2452], [-0.9899, 8.2456], [-0.9875, 8.2354], [-0.979, 8.2272], [-0.9677, 8.2331], [-0.9657, 8.2467], [-0.9591, 8.2511], [-0.9487, 8.2465], [-0.9394, 8.2513], [-0.9236, 8.2519], [-0.9172, 8.2554], [-0.9105, 8.2548], [-0.9067, 8.2575], [-0.9048, 8.2551], [-0.8913, 8.2584], [-0.8783, 8.2638], [-0.8699, 8.27], [-0.862, 8.2724], [-0.8626, 8.2772], [-0.8589, 8.2923], [-0.8563, 8.2926], [-0.8527, 8.3142], [-0.854, 8.3188], [-0.8596, 8.3224], [-0.8578, 8.3285], [-0.8014, 8.3396], [-0.7798, 8.3355], [-0.7408, 8.3355], [-0.6395, 8.2695], [-0.5425, 8.1876], [-0.503, 8.1809], [-0.4874, 8.1721], [-0.4444, 8.1575], [-0.419, 8.1528], [-0.3847, 8.1528], [-0.3539, 8.1438], [-0.3193, 8.1304], [-0.2949, 8.1173], [-0.2488, 8.077], [-0.2406, 8.0496], [-0.2147, 8.0309], [-0.1732, 8.0246], [-0.1529, 8.0313], [-0.1415, 8.0179], [-0.1442, 8.0055], [-0.1702, 7.9698], [-0.1738, 7.9574], [-0.1411, 7.9584], [-0.1349, 7.9485], [-0.1365, 7.9397], [-0.1417, 7.9351], [-0.1454, 7.903], [-0.1362, 7.8249], [-0.1306, 7.7996], [-0.1264, 7.7882], [-0.111, 7.7602], [-0.1001, 7.7504], [-0.0773, 7.7472], [-0.0586, 7.7487], [-0.0425, 7.7544], [-0.0264, 7.7569], [-0.0145, 7.7569], [0.0041, 7.7424], [0.0025, 7.7176], [-0.0152, 7.684], [-0.0168, 7.6483], [-0.0143, 7.6261], [0.0094, 7.5784], [0.043, 7.539], [0.0771, 7.4821], [0.0832, 7.4484], [0.091, 7.4293], [0.0998, 7.4256], [0.1241, 7.4064], [0.1365, 7.4023], [0.1505, 7.3909], [0.1727, 7.3805], [0.1789, 7.381], [0.1986, 7.368], [0.2084, 7.3509], [0.215, 7.31], [0.204, 7.2754], [0.192, 7.219], [0.1826, 7.1932], [0.1823, 7.1796], [0.1626, 7.1797], [0.1232, 7.1838], [0.1102, 7.1825], [0.0979, 7.1777], [0.0811, 7.1817], [0.0674, 7.1736], [0.0505, 7.172], [0.0409, 7.1809], [0.036, 7.1811], [0.0291, 7.1854], [0.0213, 7.183], [0.0111, 7.1862], [0.0044, 7.194], [-0.0042, 7.191], [-0.0141, 7.1932], [-0.0275, 7.1913], [-0.039, 7.1948], [-0.0527, 7.1964], [-0.0615, 7.1881], [-0.0747, 7.1817], [-0.0849, 7.1792], [-0.0977, 7.1849], [-0.1018, 7.1921], [-0.1071, 7.1951], [-0.1275, 7.1935], [-0.1423, 7.1954], [-0.1486, 7.1999], [-0.1543, 7.1949], [-0.1576, 7.1942], [-0.1646, 7.2001], [-0.1741, 7.2007], [-0.18, 7.1978], [-0.1812, 7.2038], [-0.1838, 7.201], [-0.2006, 7.2033], [-0.2155, 7.1996], [-0.2173, 7.211], [-0.2208, 7.2128], [-0.2222, 7.2103], [-0.2365, 7.2022], [-0.2387, 7.2023], [-0.2437, 7.2119], [-0.2425, 7.222], [-0.2509, 7.2231], [-0.2566, 7.2283], [-0.2545, 7.2328], [-0.2575, 7.2369], [-0.2577, 7.2432], [-0.2603, 7.2489], [-0.2595, 7.2552], [-0.2621, 7.2611], [-0.2617, 7.2666], [-0.2724, 7.2681], [-0.275, 7.2745], [-0.2782, 7.2769], [-0.2839, 7.2777], [-0.2861, 7.2812], [-0.2881, 7.2805], [-0.2888, 7.2843], [-0.2977, 7.283], [-0.3022, 7.2777], [-0.3081, 7.2791], [-0.311, 7.2857], [-0.321, 7.2841], [-0.3244, 7.281], [-0.3256, 7.2816], [-0.3254, 7.2851], [-0.3315, 7.2873], [-0.3299, 7.2909], [-0.3337, 7.2906], [-0.3366, 7.2932], [-0.3414, 7.294], [-0.3468, 7.293], [-0.3542, 7.2976], [-0.3543, 7.3], [-0.3568, 7.3015], [-0.3548, 7.3085], [-0.362, 7.3117], [-0.3732, 7.3117], [-0.3773, 7.3091], [-0.3819, 7.3128], [-0.385, 7.3114], [-0.3889, 7.3125], [-0.3963, 7.3116], [-0.4085, 7.3182], [-0.4161, 7.3194], [-0.4179, 7.3212], [-0.4233, 7.321], [-0.427, 7.3268], [-0.4285, 7.3239], [-0.4311, 7.3232], [-0.4331, 7.3256], [-0.4356, 7.325], [-0.4398, 7.3268], [-0.441, 7.3302], [-0.4445, 7.3296], [-0.4475, 7.3326], [-0.4539, 7.3315], [-0.4566, 7.3342], [-0.4607, 7.3311], [-0.4735, 7.3388], [-0.4777, 7.3354], [-0.4794, 7.3382], [-0.4842, 7.3373], [-0.4927, 7.3439], [-0.4936, 7.3415], [-0.4971, 7.3393], [-0.4992, 7.3435], [-0.5053, 7.341], [-0.5158, 7.3455], [-0.5183, 7.3447], [-0.5295, 7.3481], [-0.5339, 7.3478], [-0.5409, 7.3545], [-0.5437, 7.3535], [-0.5518, 7.3548], [-0.556, 7.3519], [-0.5663, 7.3517], [-0.5743, 7.3533], [-0.5795, 7.3511], [-0.5898, 7.35], [-0.593, 7.3474], [-0.5987, 7.3486], [-0.6008, 7.3507], [-0.6006, 7.356], [-0.6082, 7.3618], [-0.612, 7.3723], [-0.6191, 7.3807], [-0.619, 7.3824], [-0.6248, 7.3835], [-0.6336, 7.3934], [-0.6349, 7.3978], [-0.639, 7.4023], [-0.638, 7.4098], [-0.6405, 7.4109], [-0.6417, 7.4204], [-0.6484, 7.4241], [-0.6542, 7.4307], [-0.6543, 7.4382], [-0.6513, 7.4434], [-0.653, 7.4464], [-0.6503, 7.4516], [-0.6514, 7.456], [-0.6478, 7.4616], [-0.652, 7.4667], [-0.6521, 7.47], [-0.6499, 7.4726], [-0.6504, 7.4755], [-0.6479, 7.477], [-0.6504, 7.4809], [-0.6504, 7.483], [-0.6482, 7.4851], [-0.6494, 7.4876], [-0.6481, 7.4899], [-0.6482, 7.4929], [-0.6515, 7.4956], [-0.65, 7.502], [-0.6564, 7.5052], [-0.6626, 7.5144], [-0.671, 7.5227], [-0.6736, 7.524], [-0.6757, 7.523], [-0.6769, 7.529], [-0.6836, 7.5249], [-0.6834, 7.5283], [-0.6891, 7.5339], [-0.6891, 7.5414], [-0.6955, 7.5362], [-0.697, 7.5311], [-0.7011, 7.5287], [-0.7015, 7.5303], [-0.7052, 7.5299], [-0.7082, 7.5274], [-0.7131, 7.5263], [-0.7209, 7.5198], [-0.7265, 7.5233], [-0.7391, 7.5205], [-0.7443, 7.5156], [-0.7477, 7.5093], [-0.7505, 7.5089], [-0.751, 7.5106], [-0.7549, 7.5088], [-0.756, 7.5103], [-0.7581, 7.5076], [-0.7608, 7.5086], [-0.7615, 7.5072], [-0.7672, 7.5085], [-0.7735, 7.5038], [-0.7768, 7.506], [-0.781, 7.5047], [-0.7833, 7.4983], [-0.785, 7.4977], [-0.7882, 7.4986], [-0.7892, 7.5007], [-0.7935, 7.5006], [-0.7957, 7.4988], [-0.8046, 7.5042], [-0.8077, 7.5025], [-0.8066, 7.5078], [-0.8084, 7.511], [-0.8107, 7.508], [-0.8155, 7.5069], [-0.8154, 7.5019], [-0.8204, 7.4995], [-0.8215, 7.5085], [-0.8279, 7.5105], [-0.8283, 7.5122], [-0.8317, 7.5123], [-0.8324, 7.5104], [-0.838, 7.5086], [-0.8395, 7.5105], [-0.8437, 7.5097], [-0.8454, 7.5122], [-0.8439, 7.5169], [-0.845, 7.5183], [-0.8539, 7.517], [-0.8558, 7.5187], [-0.8587, 7.5161], [-0.8639, 7.5147], [-0.8621, 7.5183], [-0.8635, 7.5175], [-0.8668, 7.5207], [-0.8739, 7.5176], [-0.8758, 7.5144], [-0.879, 7.5156], [-0.8826, 7.5137], [-0.8839, 7.5147], [-0.8845, 7.5131], [-0.8899, 7.5165], [-0.8919, 7.5131], [-0.8932, 7.5042], [-0.8964, 7.5058], [-0.8975, 7.5046], [-0.8978, 7.5072], [-0.9018, 7.508], [-0.9089, 7.5048], [-0.9133, 7.5063], [-0.9252, 7.5037], [-0.9283, 7.5061], [-0.9296, 7.5047], [-0.9299, 7.5068], [-0.932, 7.5079], [-0.9331, 7.5056], [-0.9359, 7.514], [-0.9456, 7.519], [-0.9481, 7.5187], [-0.9482, 7.5207], [-0.9506, 7.5199], [-0.9532, 7.5235], [-0.9573, 7.5228], [-0.9576, 7.5244], [-0.964, 7.5201], [-0.9648, 7.5216], [-0.9669, 7.519], [-0.969, 7.5204], [-0.9721, 7.5196], [-0.9729, 7.5228], [-0.9771, 7.5259], [-0.976, 7.5291], [-0.9792, 7.5297], [-0.9835, 7.5347], [-0.9898, 7.5328], [-0.9899, 7.5308], [-0.9915, 7.5309], [-0.9921, 7.5293], [-0.9989, 7.5286], [-0.9997, 7.5299], [-1.0023, 7.5282], [-1.0059, 7.529], [-1.0144, 7.5348], [-1.018, 7.5322], [-1.02, 7.5339], [-1.0247, 7.534], [-1.0356, 7.5269], [-1.0408, 7.5275], [-1.0452, 7.5211], [-1.0439, 7.5197], [-1.0453, 7.5155], [-1.0501, 7.5136], [-1.0526, 7.5086], [-1.0601, 7.5047], [-1.0643, 7.5051], [-1.0684, 7.5016], [-1.0671, 7.4963], [-1.0724, 7.4883], [-1.0762, 7.4873], [-1.0808, 7.489], [-1.0838, 7.4877], [-1.0859, 7.483], [-1.0961, 7.4745], [-1.0992, 7.4686], [-1.1048, 7.4648], [-1.1103, 7.4685], [-1.1128, 7.4731], [-1.1203, 7.472], [-1.1208, 7.4741], [-1.126, 7.477], [-1.126, 7.4753], [-1.133, 7.471], [-1.1406, 7.473], [-1.147, 7.4685], [-1.1555, 7.469], [-1.1571, 7.4797], [-1.1607, 7.481], [-1.1734, 7.4804], [-1.1789, 7.4826], [-1.1813, 7.4814], [-1.1835, 7.4852], [-1.1912, 7.4859], [-1.1932, 7.4872], [-1.1937, 7.4904], [-1.2029, 7.4954], [-1.2067, 7.4925], [-1.212, 7.4946], [-1.2209, 7.4937], [-1.2254, 7.4949], [-1.2394, 7.4893], [-1.2475, 7.4941], [-1.2569, 7.5073], [-1.2632, 7.5131], [-1.2664, 7.5215], [-1.2751, 7.5251], [-1.2757, 7.5272], [-1.2836, 7.5327], [-1.2904, 7.5351], [-1.2951, 7.5463], [-1.2952, 7.55], [-1.2933, 7.5528], [-1.2946, 7.555], [-1.2938, 7.5598], [-1.2972, 7.5629], [-1.2995, 7.5712], [-1.311, 7.5765], [-1.3136, 7.5806], [-1.3128, 7.6027], [-1.3172, 7.6106], [-1.3162, 7.6127], [-1.3107, 7.6149], [-1.3079, 7.6219], [-1.3098, 7.623], [-1.3162, 7.6247], [-1.3242, 7.6226], [-1.3294, 7.6231], [-1.341, 7.6185], [-1.3439, 7.6194], [-1.3468, 7.6175], [-1.348, 7.6145], [-1.3527, 7.6124], [-1.3534, 7.6091], [-1.3589, 7.6078], [-1.3638, 7.6086], [-1.3686, 7.6029], [-1.3861, 7.6051], [-1.3881, 7.6021], [-1.399, 7.5987], [-1.4039, 7.5942], [-1.4058, 7.5884], [-1.409, 7.5862], [-1.4173, 7.5833], [-1.4213, 7.58], [-1.4248, 7.5818], [-1.4251, 7.5763], [-1.4336, 7.5735]]]], "type": "MultiPolygon"}, "id": "3", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA4_2", "HASC_1": "NA", "ISO_1": "GH-BE", "NAME_1": "BonoEast", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.2059, 5.0331, -0.4, 6.2957], "geometry": {"coordinates": [[[[-0.7562, 5.7102], [-0.738, 5.7108], [-0.7319, 5.7144], [-0.712, 5.7115], [-0.6951, 5.7153], [-0.6968, 5.7262], [-0.6924, 5.7296], [-0.694, 5.7333], [-0.6858, 5.7395], [-0.6681, 5.7363], [-0.6609, 5.7369], [-0.6598, 5.7356], [-0.652, 5.7373], [-0.643, 5.735], [-0.6396, 5.73], [-0.6302, 5.7219], [-0.6233, 5.721], [-0.623, 5.7229], [-0.6197, 5.7238], [-0.6101, 5.7236], [-0.581, 5.7369], [-0.5715, 5.7351], [-0.5682, 5.7403], [-0.5597, 5.736], [-0.5502, 5.7389], [-0.5344, 5.7372], [-0.5313, 5.735], [-0.5247, 5.7339], [-0.52, 5.7343], [-0.5183, 5.7377], [-0.5103, 5.7362], [-0.5113, 5.7342], [-0.5092, 5.7328], [-0.5118, 5.7267], [-0.5092, 5.722], [-0.5083, 5.7136], [-0.5116, 5.7099], [-0.5201, 5.705], [-0.5185, 5.6864], [-0.516, 5.6867], [-0.5092, 5.6831], [-0.5048, 5.6769], [-0.5034, 5.6714], [-0.4997, 5.6682], [-0.4937, 5.6543], [-0.4977, 5.649], [-0.4971, 5.6466], [-0.4946, 5.6447], [-0.4826, 5.6477], [-0.4796, 5.6465], [-0.4686, 5.6402], [-0.4577, 5.6367], [-0.4511, 5.6308], [-0.4465, 5.6309], [-0.4372, 5.6228], [-0.4324, 5.6219], [-0.4284, 5.619], [-0.4274, 5.6138], [-0.4254, 5.6117], [-0.427, 5.61], [-0.4261, 5.6032], [-0.4182, 5.5948], [-0.4167, 5.5888], [-0.414, 5.5877], [-0.411, 5.583], [-0.4091, 5.5829], [-0.4059, 5.5779], [-0.4061, 5.5718], [-0.4031, 5.5704], [-0.4, 5.5659], [-0.4, 5.564], [-0.4045, 5.562], [-0.4104, 5.5564], [-0.416, 5.5376], [-0.4129, 5.5276], [-0.4133, 5.5249], [-0.4051, 5.5152], [-0.4055, 5.5115], [-0.404, 5.5111], [-0.4036, 5.5085], [-0.4049, 5.502], [-0.4028, 5.4971], [-0.4044, 5.4917], [-0.4025, 5.4905], [-0.4024, 5.4869], [-0.4004, 5.486], [-0.4067, 5.4781], [-0.4054, 5.4704], [-0.4064, 5.4654], [-0.4206, 5.452], [-0.4435, 5.443], [-0.4565, 5.4363], [-0.4652, 5.4294], [-0.4671, 5.425], [-0.464, 5.4225], [-0.4628, 5.4187], [-0.4656, 5.4128], [-0.4822, 5.4012], [-0.4846, 5.3945], [-0.4898, 5.3885], [-0.4884, 5.3857], [-0.4952, 5.3825], [-0.499, 5.3778], [-0.521, 5.3714], [-0.5532, 5.3652], [-0.6232, 5.3315], [-0.6737, 5.3194], [-0.6857, 5.3134], [-0.6947, 5.3118], [-0.6995, 5.3085], [-0.7245, 5.3], [-0.7304, 5.2949], [-0.731, 5.2922], [-0.7302, 5.2879], [-0.7264, 5.2864], [-0.7271, 5.285], [-0.7349, 5.2791], [-0.7478, 5.2742], [-0.7516, 5.2682], [-0.7567, 5.2639], [-0.7558, 5.2584], [-0.7595, 5.2542], [-0.7778, 5.2462], [-0.7826, 5.2366], [-0.7904, 5.232], [-0.7911, 5.2285], [-0.7897, 5.2265], [-0.8029, 5.2217], [-0.8074, 5.2157], [-0.8208, 5.2122], [-0.8469, 5.209], [-0.9701, 5.2022], [-1.0254, 5.2011], [-1.0674, 5.1986], [-1.0835, 5.1961], [-1.0914, 5.194], [-1.0919, 5.192], [-1.103, 5.1848], [-1.1068, 5.1804], [-1.1149, 5.1786], [-1.1197, 5.173], [-1.1485, 5.1642], [-1.151, 5.1594], [-1.1582, 5.1555], [-1.1598, 5.1512], [-1.1664, 5.1453], [-1.195, 5.1371], [-1.1984, 5.1329], [-1.1987, 5.1275], [-1.2048, 5.1205], [-1.2237, 5.1135], [-1.2392, 5.1031], [-1.2464, 5.1006], [-1.3217, 5.0968], [-1.3459, 5.0897], [-1.3484, 5.0869], [-1.3467, 5.0821], [-1.3539, 5.0798], [-1.3691, 5.0778], [-1.3777, 5.0741], [-1.3868, 5.0737], [-1.395, 5.0703], [-1.422, 5.0676], [-1.4368, 5.0637], [-1.4425, 5.0587], [-1.4743, 5.0554], [-1.5045, 5.0429], [-1.5267, 5.0413], [-1.5646, 5.0335], [-1.5802, 5.0331], [-1.579, 5.0663], [-1.5819, 5.1002], [-1.5798, 5.1406], [-1.5815, 5.1549], [-1.5778, 5.1579], [-1.5703, 5.1584], [-1.5684, 5.1625], [-1.5668, 5.1607], [-1.5674, 5.1584], [-1.563, 5.16], [-1.5491, 5.1605], [-1.5434, 5.1637], [-1.5383, 5.1634], [-1.5351, 5.1666], [-1.5357, 5.1709], [-1.533, 5.1737], [-1.5279, 5.1699], [-1.5251, 5.1707], [-1.5259, 5.1755], [-1.5227, 5.1833], [-1.5247, 5.1861], [-1.5237, 5.1888], [-1.5249, 5.1926], [-1.5228, 5.1996], [-1.5211, 5.2019], [-1.5142, 5.2035], [-1.5099, 5.2083], [-1.5037, 5.2061], [-1.4925, 5.2078], [-1.4905, 5.2063], [-1.488, 5.2086], [-1.4812, 5.21], [-1.4781, 5.2081], [-1.4704, 5.2096], [-1.4618, 5.2072], [-1.4537, 5.2112], [-1.4463, 5.2101], [-1.4453, 5.2165], [-1.4486, 5.2296], [-1.4478, 5.2474], [-1.4441, 5.2678], [-1.4355, 5.2675], [-1.4277, 5.289], [-1.3998, 5.298], [-1.4076, 5.312], [-1.4141, 5.3179], [-1.4374, 5.3383], [-1.4466, 5.3399], [-1.4566, 5.348], [-1.4621, 5.3819], [-1.4748, 5.3777], [-1.4756, 5.3836], [-1.4786, 5.3894], [-1.4893, 5.3992], [-1.5024, 5.4013], [-1.5139, 5.3927], [-1.5165, 5.3934], [-1.5177, 5.397], [-1.5222, 5.3981], [-1.5229, 5.4009], [-1.5257, 5.4029], [-1.5364, 5.4029], [-1.5383, 5.4036], [-1.5386, 5.4061], [-1.5459, 5.408], [-1.5474, 5.4061], [-1.5586, 5.4114], [-1.5606, 5.4146], [-1.563, 5.4153], [-1.5787, 5.4105], [-1.5965, 5.4107], [-1.6004, 5.412], [-1.606, 5.4176], [-1.6041, 5.4213], [-1.6069, 5.4211], [-1.6091, 5.4234], [-1.6129, 5.4213], [-1.6129, 5.4241], [-1.6162, 5.4236], [-1.6208, 5.426], [-1.6231, 5.4203], [-1.6256, 5.4197], [-1.6288, 5.422], [-1.6273, 5.432], [-1.6225, 5.4401], [-1.6157, 5.4442], [-1.6044, 5.448], [-1.6017, 5.4506], [-1.6022, 5.4565], [-1.6085, 5.4599], [-1.6127, 5.4658], [-1.6123, 5.4772], [-1.6144, 5.4822], [-1.617, 5.5011], [-1.6151, 5.5175], [-1.6162, 5.5188], [-1.6081, 5.5319], [-1.594, 5.5299], [-1.5949, 5.5382], [-1.5904, 5.5544], [-1.5926, 5.5568], [-1.5919, 5.5632], [-1.5946, 5.5649], [-1.5996, 5.5667], [-1.6049, 5.5659], [-1.6076, 5.5635], [-1.607, 5.5675], [-1.6096, 5.5757], [-1.6177, 5.5852], [-1.6214, 5.5993], [-1.6235, 5.6021], [-1.6272, 5.6031], [-1.632, 5.6098], [-1.6429, 5.6169], [-1.6565, 5.6186], [-1.6676, 5.6112], [-1.6764, 5.6081], [-1.676, 5.6247], [-1.6785, 5.6347], [-1.6857, 5.6423], [-1.6926, 5.6416], [-1.7056, 5.6368], [-1.7135, 5.6364], [-1.7195, 5.6302], [-1.7329, 5.6278], [-1.7377, 5.6236], [-1.7506, 5.6269], [-1.8245, 5.5932], [-1.8322, 5.5924], [-1.829, 5.6036], [-1.818, 5.6747], [-1.8099, 5.6777], [-1.804, 5.6866], [-1.7955, 5.6912], [-1.7918, 5.6956], [-1.791, 5.7098], [-1.7838, 5.7255], [-1.7865, 5.7326], [-1.8166, 5.7248], [-1.8176, 5.7266], [-1.8129, 5.7318], [-1.8136, 5.7367], [-1.8102, 5.7364], [-1.8105, 5.7401], [-1.8071, 5.7431], [-1.8038, 5.7417], [-1.8006, 5.7446], [-1.7995, 5.747], [-1.801, 5.7509], [-1.8111, 5.7595], [-1.8305, 5.7617], [-1.8475, 5.7653], [-1.8507, 5.7676], [-1.84, 5.7818], [-1.8347, 5.7854], [-1.8296, 5.7842], [-1.8288, 5.7865], [-1.8303, 5.7871], [-1.8298, 5.792], [-1.8341, 5.794], [-1.8365, 5.7907], [-1.8373, 5.7966], [-1.8447, 5.805], [-1.8407, 5.8045], [-1.8392, 5.8086], [-1.8401, 5.8108], [-1.8319, 5.8208], [-1.8327, 5.8274], [-1.8239, 5.845], [-1.8228, 5.8538], [-1.8137, 5.8678], [-1.8156, 5.8717], [-1.8139, 5.8788], [-1.8149, 5.8892], [-1.8186, 5.8932], [-1.8226, 5.8949], [-1.8253, 5.8992], [-1.8307, 5.9001], [-1.8306, 5.896], [-1.8367, 5.8954], [-1.8418, 5.9017], [-1.8539, 5.8954], [-1.8561, 5.8884], [-1.8591, 5.8861], [-1.8625, 5.8873], [-1.8696, 5.8839], [-1.8797, 5.8894], [-1.8838, 5.8953], [-1.8881, 5.8976], [-1.8878, 5.9085], [-1.892, 5.9158], [-1.9031, 5.9174], [-1.9041, 5.9212], [-1.9102, 5.9282], [-1.9119, 5.9327], [-1.909, 5.9372], [-1.9281, 5.9426], [-1.93, 5.9463], [-1.9334, 5.9479], [-1.9363, 5.9546], [-1.9392, 5.9558], [-1.9407, 5.9582], [-1.9387, 5.965], [-1.9392, 5.9697], [-1.9434, 5.9766], [-1.9444, 5.9835], [-1.9485, 5.9823], [-1.9538, 5.9843], [-1.9685, 6.0011], [-1.9742, 6.0032], [-1.984, 6.01], [-1.9853, 6.0165], [-1.9922, 6.0216], [-2.0022, 6.0251], [-2.0089, 6.0242], [-2.0182, 6.0277], [-2.0212, 6.0349], [-2.0277, 6.0426], [-2.0333, 6.0436], [-2.0409, 6.0481], [-2.0447, 6.048], [-2.048, 6.0506], [-2.0515, 6.05], [-2.0477, 6.0561], [-2.0476, 6.0592], [-2.0587, 6.0715], [-2.1299, 6.0929], [-2.1403, 6.0912], [-2.1411, 6.0997], [-2.1433, 6.1015], [-2.1465, 6.101], [-2.1489, 6.1039], [-2.1544, 6.1063], [-2.1604, 6.1133], [-2.1624, 6.1198], [-2.1711, 6.1237], [-2.1778, 6.1198], [-2.1817, 6.121], [-2.2059, 6.198], [-2.1966, 6.2007], [-2.1755, 6.2143], [-2.1485, 6.2388], [-2.1413, 6.25], [-2.1314, 6.2589], [-2.1304, 6.2549], [-2.1266, 6.2503], [-2.1066, 6.246], [-2.1048, 6.2426], [-2.0999, 6.2394], [-2.0986, 6.2399], [-2.0977, 6.2466], [-2.0904, 6.2535], [-2.0883, 6.2571], [-2.0895, 6.2594], [-2.0848, 6.2645], [-2.0854, 6.2674], [-2.0803, 6.2751], [-2.0772, 6.2866], [-2.0796, 6.2905], [-2.0759, 6.2905], [-2.0743, 6.2945], [-2.0713, 6.2957], [-2.0657, 6.2943], [-2.0628, 6.292], [-2.0516, 6.2886], [-2.0511, 6.2872], [-2.0478, 6.2872], [-2.0452, 6.2844], [-2.0356, 6.2879], [-2.027, 6.2876], [-2.019, 6.2921], [-2.0164, 6.2901], [-2.0095, 6.2916], [-2.0091, 6.2888], [-2.0114, 6.2861], [-2.0104, 6.282], [-2.0142, 6.2722], [-2.0136, 6.2677], [-2.0192, 6.2653], [-2.0224, 6.2585], [-2.0218, 6.2553], [-2.0234, 6.2553], [-2.0214, 6.2521], [-2.0232, 6.248], [-2.0228, 6.2416], [-2.02, 6.2365], [-2.0215, 6.2238], [-2.0253, 6.2215], [-2.0317, 6.2101], [-2.0346, 6.2108], [-2.0384, 6.2069], [-2.0404, 6.1979], [-2.0348, 6.1886], [-2.0306, 6.1855], [-2.0304, 6.1816], [-2.0264, 6.1775], [-2.0278, 6.1755], [-2.0242, 6.1762], [-2.0226, 6.1732], [-2.0241, 6.1673], [-2.0223, 6.1656], [-2.0238, 6.1629], [-2.024, 6.1549], [-2.0207, 6.1544], [-2.0194, 6.1524], [-2.0201, 6.1499], [-2.0223, 6.1498], [-2.0252, 6.145], [-2.0257, 6.1407], [-2.0232, 6.1418], [-2.0247, 6.1357], [-2.0233, 6.1323], [-2.0147, 6.1255], [-2.016, 6.1193], [-2.013, 6.1122], [-2.0061, 6.1113], [-2.0075, 6.1137], [-2.0069, 6.1177], [-1.9972, 6.1163], [-1.993, 6.1199], [-1.9904, 6.1248], [-1.986, 6.12], [-1.9813, 6.1192], [-1.9782, 6.1128], [-1.9799, 6.1122], [-1.9843, 6.115], [-1.9864, 6.1143], [-1.9878, 6.1028], [-1.986, 6.0992], [-1.9802, 6.0958], [-1.9802, 6.094], [-1.9769, 6.094], [-1.9755, 6.0918], [-1.976, 6.0885], [-1.9781, 6.0893], [-1.9777, 6.0852], [-1.9764, 6.0813], [-1.9735, 6.0791], [-1.9754, 6.0767], [-1.97, 6.0689], [-1.9704, 6.0666], [-1.9759, 6.0675], [-1.9719, 6.0643], [-1.9724, 6.0619], [-1.9704, 6.058], [-1.9684, 6.0576], [-1.9685, 6.053], [-1.9656, 6.0507], [-1.9652, 6.0544], [-1.9634, 6.0549], [-1.9656, 6.0573], [-1.9607, 6.0585], [-1.9571, 6.0516], [-1.9525, 6.0491], [-1.9514, 6.0516], [-1.9536, 6.0558], [-1.9499, 6.057], [-1.9471, 6.0486], [-1.9433, 6.0469], [-1.9343, 6.0368], [-1.9319, 6.0352], [-1.9248, 6.0353], [-1.9269, 6.0305], [-1.9257, 6.0271], [-1.923, 6.0247], [-1.9195, 6.0166], [-1.9144, 6.0117], [-1.9119, 6.0112], [-1.9098, 6.0138], [-1.9071, 6.0126], [-1.9052, 6.0149], [-1.9034, 6.0111], [-1.8983, 6.0136], [-1.8996, 6.0146], [-1.8975, 6.0156], [-1.892, 6.015], [-1.8921, 6.0182], [-1.89, 6.0206], [-1.892, 6.0218], [-1.8916, 6.0237], [-1.8883, 6.0263], [-1.8898, 6.0286], [-1.8854, 6.0298], [-1.8854, 6.032], [-1.8824, 6.0338], [-1.8787, 6.0277], [-1.8724, 6.0226], [-1.8725, 6.0168], [-1.8703, 6.0118], [-1.8677, 6.0094], [-1.8645, 6.0098], [-1.8639, 6.0129], [-1.8636, 6.0112], [-1.8616, 6.0109], [-1.8612, 6.0166], [-1.8587, 6.0136], [-1.8514, 6.0141], [-1.8525, 6.0195], [-1.8494, 6.0217], [-1.8481, 6.0292], [-1.8444, 6.0303], [-1.8435, 6.0332], [-1.8397, 6.0328], [-1.8382, 6.0358], [-1.8289, 6.0343], [-1.8217, 6.0392], [-1.8236, 6.0299], [-1.8173, 6.0285], [-1.8127, 6.0314], [-1.8077, 6.0322], [-1.8019, 6.0263], [-1.8069, 6.0222], [-1.8072, 6.0185], [-1.8131, 6.0113], [-1.8104, 6.0103], [-1.8105, 6.0063], [-1.808, 6.0018], [-1.8059, 6.0016], [-1.8042, 5.9943], [-1.8025, 5.993], [-1.7979, 5.9997], [-1.7986, 5.9969], [-1.7921, 5.9883], [-1.7866, 5.9853], [-1.7803, 5.9847], [-1.7761, 5.9817], [-1.7744, 5.9797], [-1.7773, 5.9753], [-1.7777, 5.9717], [-1.7704, 5.9609], [-1.7684, 5.9609], [-1.7656, 5.9697], [-1.7631, 5.9694], [-1.762, 5.967], [-1.7562, 5.9639], [-1.7525, 5.9634], [-1.7489, 5.9598], [-1.7467, 5.963], [-1.7489, 5.9636], [-1.7496, 5.9689], [-1.7485, 5.9694], [-1.7486, 5.967], [-1.742, 5.966], [-1.7405, 5.9697], [-1.7367, 5.9703], [-1.7334, 5.968], [-1.7248, 5.9529], [-1.7229, 5.9526], [-1.7192, 5.9566], [-1.7147, 5.9576], [-1.7096, 5.9549], [-1.7113, 5.9522], [-1.7105, 5.949], [-1.7149, 5.9444], [-1.7122, 5.9436], [-1.714, 5.9386], [-1.7072, 5.9293], [-1.7038, 5.9277], [-1.7028, 5.9305], [-1.6973, 5.9344], [-1.6946, 5.9425], [-1.6927, 5.9434], [-1.6901, 5.941], [-1.6934, 5.9336], [-1.6913, 5.9319], [-1.6886, 5.9333], [-1.6803, 5.9243], [-1.6769, 5.9245], [-1.6732, 5.9225], [-1.6753, 5.9223], [-1.676, 5.9201], [-1.6725, 5.9153], [-1.669, 5.9161], [-1.6682, 5.921], [-1.6662, 5.9207], [-1.6672, 5.9178], [-1.666, 5.9168], [-1.6641, 5.9183], [-1.6619, 5.9241], [-1.6546, 5.9222], [-1.6474, 5.9244], [-1.6456, 5.9308], [-1.6391, 5.9336], [-1.6362, 5.9314], [-1.6352, 5.9279], [-1.6301, 5.9292], [-1.6242, 5.9269], [-1.6197, 5.932], [-1.6195, 5.9264], [-1.6181, 5.9285], [-1.613, 5.9287], [-1.6089, 5.925], [-1.6007, 5.9293], [-1.597, 5.9274], [-1.5957, 5.9239], [-1.5899, 5.9277], [-1.5912, 5.9309], [-1.59, 5.9349], [-1.582, 5.9274], [-1.5842, 5.9225], [-1.581, 5.9176], [-1.578, 5.9227], [-1.5719, 5.9255], [-1.5741, 5.9314], [-1.5719, 5.9331], [-1.5673, 5.931], [-1.5678, 5.9258], [-1.563, 5.9272], [-1.5586, 5.9238], [-1.5553, 5.929], [-1.5466, 5.9268], [-1.5438, 5.9301], [-1.5396, 5.9311], [-1.5466, 5.9347], [-1.546, 5.9391], [-1.531, 5.9392], [-1.5268, 5.9348], [-1.5307, 5.9312], [-1.5308, 5.9231], [-1.5258, 5.9214], [-1.5247, 5.9279], [-1.5229, 5.9293], [-1.5207, 5.9284], [-1.5164, 5.914], [-1.5045, 5.9088], [-1.5005, 5.9055], [-1.5002, 5.902], [-1.5032, 5.8998], [-1.5054, 5.8951], [-1.5017, 5.8955], [-1.498, 5.8914], [-1.5064, 5.8871], [-1.5085, 5.891], [-1.5166, 5.89], [-1.5192, 5.8785], [-1.5218, 5.8751], [-1.5166, 5.8726], [-1.5114, 5.8763], [-1.504, 5.8754], [-1.5007, 5.877], [-1.499, 5.8734], [-1.501, 5.8682], [-1.4953, 5.8683], [-1.49, 5.8625], [-1.4879, 5.8627], [-1.4865, 5.8647], [-1.489, 5.8666], [-1.4885, 5.8688], [-1.4828, 5.867], [-1.478, 5.8626], [-1.4781, 5.8569], [-1.4759, 5.8551], [-1.4692, 5.8619], [-1.4617, 5.8622], [-1.4614, 5.8779], [-1.4591, 5.8866], [-1.4653, 5.894], [-1.4675, 5.9027], [-1.4665, 5.9046], [-1.4642, 5.9056], [-1.4619, 5.9043], [-1.4624, 5.8971], [-1.4555, 5.8936], [-1.4529, 5.9045], [-1.4507, 5.9063], [-1.4371, 5.9013], [-1.4287, 5.9098], [-1.4248, 5.9049], [-1.4208, 5.9037], [-1.4161, 5.9153], [-1.4187, 5.9214], [-1.4044, 5.922], [-1.3989, 5.9169], [-1.394, 5.9197], [-1.3866, 5.9191], [-1.383, 5.9164], [-1.3799, 5.9164], [-1.3744, 5.9225], [-1.3754, 5.929], [-1.3785, 5.9304], [-1.377, 5.9345], [-1.3683, 5.9328], [-1.3539, 5.9342], [-1.3515, 5.9312], [-1.3487, 5.9319], [-1.347, 5.9246], [-1.3483, 5.9208], [-1.3468, 5.9191], [-1.3443, 5.9219], [-1.3418, 5.9213], [-1.3419, 5.9248], [-1.3359, 5.9269], [-1.3357, 5.9235], [-1.3404, 5.9159], [-1.3442, 5.9142], [-1.3425, 5.9108], [-1.3353, 5.9168], [-1.3273, 5.9139], [-1.323, 5.9142], [-1.3178, 5.918], [-1.3177, 5.924], [-1.3078, 5.9261], [-1.3066, 5.9231], [-1.3116, 5.9168], [-1.3122, 5.9071], [-1.304, 5.9005], [-1.3084, 5.89], [-1.3058, 5.8876], [-1.298, 5.8856], [-1.2902, 5.8891], [-1.2833, 5.8995], [-1.2752, 5.9029], [-1.272, 5.9014], [-1.27, 5.8942], [-1.2656, 5.8911], [-1.2624, 5.8908], [-1.2608, 5.9], [-1.2583, 5.9036], [-1.2627, 5.9055], [-1.2634, 5.9099], [-1.2609, 5.9154], [-1.2559, 5.9165], [-1.2555, 5.9105], [-1.25, 5.9147], [-1.2472, 5.9129], [-1.2442, 5.9136], [-1.246, 5.9222], [-1.2426, 5.932], [-1.2379, 5.9311], [-1.234, 5.9345], [-1.2278, 5.9326], [-1.2246, 5.9355], [-1.2196, 5.9337], [-1.1999, 5.9173], [-1.1933, 5.9178], [-1.1912, 5.9139], [-1.1776, 5.9085], [-1.1721, 5.9109], [-1.1693, 5.9102], [-1.1632, 5.898], [-1.1631, 5.8813], [-1.1658, 5.8775], [-1.169, 5.8656], [-1.1664, 5.8639], [-1.1668, 5.8623], [-1.1612, 5.8609], [-1.1596, 5.8517], [-1.1633, 5.8477], [-1.1687, 5.8458], [-1.1678, 5.8441], [-1.1692, 5.8397], [-1.1655, 5.8323], [-1.1651, 5.8266], [-1.1597, 5.823], [-1.1578, 5.8195], [-1.1597, 5.8169], [-1.1576, 5.8123], [-1.166, 5.8009], [-1.1656, 5.7915], [-1.168, 5.7852], [-1.1663, 5.7729], [-1.1624, 5.7683], [-1.1665, 5.7545], [-1.1632, 5.7404], [-1.1654, 5.7313], [-1.1629, 5.7207], [-1.1548, 5.7216], [-1.151, 5.725], [-1.1422, 5.7128], [-1.1439, 5.7041], [-1.1357, 5.7045], [-1.1344, 5.7213], [-1.121, 5.7205], [-1.0998, 5.7008], [-1.0943, 5.7144], [-1.0973, 5.7265], [-1.0911, 5.7426], [-1.0834, 5.7476], [-1.0772, 5.7491], [-1.0701, 5.7476], [-1.0624, 5.7515], [-1.0446, 5.7524], [-1.041, 5.7502], [-1.0413, 5.7445], [-1.0347, 5.7374], [-1.0099, 5.743], [-1.0051, 5.7417], [-1.001, 5.7455], [-0.9976, 5.7464], [-0.9986, 5.7446], [-0.9973, 5.7405], [-0.9948, 5.7392], [-0.9914, 5.7426], [-0.9907, 5.7483], [-0.9815, 5.7518], [-0.9757, 5.7518], [-0.9716, 5.7542], [-0.9709, 5.7519], [-0.9621, 5.748], [-0.9542, 5.7385], [-0.9407, 5.7402], [-0.9035, 5.7386], [-0.879, 5.7424], [-0.8802, 5.7586], [-0.8744, 5.7571], [-0.844, 5.7564], [-0.8361, 5.7533], [-0.83, 5.7458], [-0.8123, 5.7444], [-0.814, 5.7302], [-0.7945, 5.726], [-0.7893, 5.7263], [-0.7845, 5.7146], [-0.7865, 5.7101], [-0.7838, 5.7061], [-0.7785, 5.7136], [-0.7738, 5.7133], [-0.7649, 5.7088], [-0.7562, 5.7102]]]], "type": "MultiPolygon"}, "id": "4", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA5_2", "HASC_1": "NA", "ISO_1": "GH-CP", "NAME_1": "Central", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.2468, 5.7008, 0.2437, 7.2128], "geometry": {"coordinates": [[[[-0.428, 5.7927], [-0.4374, 5.8008], [-0.4479, 5.7899], [-0.4439, 5.7774], [-0.4485, 5.778], [-0.4516, 5.7747], [-0.4588, 5.7719], [-0.4604, 5.7698], [-0.4596, 5.7681], [-0.4643, 5.7674], [-0.4743, 5.7609], [-0.4905, 5.7542], [-0.4924, 5.7512], [-0.4922, 5.7468], [-0.4954, 5.7473], [-0.5088, 5.7356], [-0.5183, 5.7377], [-0.52, 5.7343], [-0.5247, 5.7339], [-0.5313, 5.735], [-0.5344, 5.7372], [-0.5502, 5.7389], [-0.5597, 5.736], [-0.5682, 5.7403], [-0.5715, 5.7351], [-0.581, 5.7369], [-0.6101, 5.7236], [-0.6197, 5.7238], [-0.623, 5.7229], [-0.6233, 5.721], [-0.6302, 5.7219], [-0.6396, 5.73], [-0.643, 5.735], [-0.652, 5.7373], [-0.6598, 5.7356], [-0.6609, 5.7369], [-0.6681, 5.7363], [-0.6858, 5.7395], [-0.694, 5.7333], [-0.6924, 5.7296], [-0.6968, 5.7262], [-0.6951, 5.7153], [-0.712, 5.7115], [-0.7319, 5.7144], [-0.738, 5.7108], [-0.7649, 5.7088], [-0.7738, 5.7133], [-0.7785, 5.7136], [-0.7838, 5.7061], [-0.7865, 5.7101], [-0.7845, 5.7146], [-0.7893, 5.7263], [-0.7945, 5.726], [-0.814, 5.7302], [-0.8123, 5.7444], [-0.83, 5.7458], [-0.8361, 5.7533], [-0.844, 5.7564], [-0.8744, 5.7571], [-0.8802, 5.7586], [-0.879, 5.7424], [-0.9035, 5.7386], [-0.9407, 5.7402], [-0.9542, 5.7385], [-0.9621, 5.748], [-0.9709, 5.7519], [-0.9716, 5.7542], [-0.9757, 5.7518], [-0.9815, 5.7518], [-0.9907, 5.7483], [-0.9914, 5.7426], [-0.9948, 5.7392], [-0.9973, 5.7405], [-0.9986, 5.7446], [-0.9976, 5.7464], [-1.001, 5.7455], [-1.0051, 5.7417], [-1.0099, 5.743], [-1.0347, 5.7374], [-1.0413, 5.7445], [-1.041, 5.7502], [-1.0446, 5.7524], [-1.0624, 5.7515], [-1.0701, 5.7476], [-1.0772, 5.7491], [-1.0834, 5.7476], [-1.0911, 5.7426], [-1.0962, 5.7298], [-1.0973, 5.7265], [-1.0942, 5.7176], [-1.0944, 5.7133], [-1.0998, 5.7008], [-1.121, 5.7205], [-1.1344, 5.7213], [-1.1357, 5.7045], [-1.1439, 5.7041], [-1.1422, 5.7128], [-1.151, 5.725], [-1.1548, 5.7216], [-1.1631, 5.7211], [-1.1654, 5.7313], [-1.1632, 5.7404], [-1.1665, 5.7545], [-1.1624, 5.7683], [-1.1663, 5.7729], [-1.168, 5.7852], [-1.1656, 5.7915], [-1.166, 5.8009], [-1.1577, 5.8121], [-1.1597, 5.8169], [-1.1578, 5.8195], [-1.1597, 5.823], [-1.1651, 5.8266], [-1.1655, 5.8323], [-1.1692, 5.8397], [-1.1678, 5.8441], [-1.1687, 5.8458], [-1.1633, 5.8477], [-1.1596, 5.8517], [-1.1612, 5.8609], [-1.1668, 5.8623], [-1.1664, 5.8639], [-1.169, 5.8656], [-1.1658, 5.8775], [-1.1631, 5.8813], [-1.1632, 5.898], [-1.1693, 5.9102], [-1.1721, 5.9109], [-1.1776, 5.9085], [-1.1912, 5.9139], [-1.1933, 5.9178], [-1.1984, 5.9166], [-1.2194, 5.9335], [-1.2246, 5.9355], [-1.2188, 5.9424], [-1.2247, 5.9459], [-1.2208, 5.9556], [-1.2244, 5.9577], [-1.2187, 5.9636], [-1.2222, 5.9756], [-1.2264, 5.9814], [-1.2292, 5.9828], [-1.2303, 5.981], [-1.2373, 5.9793], [-1.24, 5.9817], [-1.2386, 5.9845], [-1.2423, 5.9873], [-1.2453, 5.9863], [-1.2468, 5.9909], [-1.2449, 5.9921], [-1.2449, 5.9946], [-1.2419, 5.9939], [-1.2411, 5.9967], [-1.2437, 6.0027], [-1.2407, 6.0065], [-1.2421, 6.01], [-1.2405, 6.0118], [-1.2334, 6.0119], [-1.2333, 6.0142], [-1.2304, 6.0134], [-1.2295, 6.0142], [-1.231, 6.0157], [-1.2274, 6.0187], [-1.2298, 6.0196], [-1.2288, 6.021], [-1.2302, 6.0226], [-1.229, 6.0242], [-1.2308, 6.025], [-1.2301, 6.0273], [-1.2333, 6.0282], [-1.2318, 6.0292], [-1.2314, 6.0328], [-1.2291, 6.0337], [-1.2307, 6.0348], [-1.2312, 6.0387], [-1.2276, 6.0388], [-1.2232, 6.044], [-1.2083, 6.0527], [-1.2072, 6.0561], [-1.2115, 6.0572], [-1.212, 6.059], [-1.2098, 6.0612], [-1.2112, 6.0658], [-1.2146, 6.0678], [-1.2064, 6.0716], [-1.2085, 6.0737], [-1.2067, 6.0774], [-1.2035, 6.0799], [-1.1998, 6.0802], [-1.1983, 6.0825], [-1.1999, 6.0861], [-1.2025, 6.0865], [-1.201, 6.0875], [-1.202, 6.0901], [-1.2048, 6.091], [-1.2026, 6.0938], [-1.2002, 6.0915], [-1.1973, 6.0936], [-1.1902, 6.0921], [-1.1872, 6.0975], [-1.1882, 6.1008], [-1.1919, 6.1022], [-1.1898, 6.1061], [-1.1901, 6.1097], [-1.1938, 6.1132], [-1.2007, 6.1126], [-1.2014, 6.1097], [-1.2071, 6.1129], [-1.2058, 6.1158], [-1.1967, 6.1221], [-1.1938, 6.1213], [-1.1925, 6.1231], [-1.1984, 6.1255], [-1.1993, 6.1298], [-1.2022, 6.1321], [-1.2014, 6.1336], [-1.1982, 6.1329], [-1.1959, 6.1356], [-1.1931, 6.1353], [-1.1905, 6.1439], [-1.1873, 6.145], [-1.1851, 6.1444], [-1.185, 6.1427], [-1.1833, 6.1436], [-1.1835, 6.1494], [-1.1811, 6.147], [-1.1796, 6.1479], [-1.1815, 6.1495], [-1.18, 6.1553], [-1.1814, 6.1568], [-1.1789, 6.1561], [-1.1784, 6.1575], [-1.182, 6.1605], [-1.1828, 6.1634], [-1.1846, 6.1631], [-1.1861, 6.1676], [-1.1854, 6.1703], [-1.1828, 6.1666], [-1.1811, 6.1667], [-1.1827, 6.1726], [-1.1788, 6.1725], [-1.1801, 6.1786], [-1.179, 6.1799], [-1.1833, 6.1837], [-1.1887, 6.1841], [-1.1897, 6.1888], [-1.188, 6.1908], [-1.1902, 6.1926], [-1.1868, 6.1937], [-1.1932, 6.196], [-1.1917, 6.1972], [-1.1922, 6.1992], [-1.1899, 6.2015], [-1.1863, 6.2014], [-1.1846, 6.2025], [-1.1856, 6.2044], [-1.1839, 6.2035], [-1.1827, 6.2055], [-1.1797, 6.2008], [-1.1793, 6.2027], [-1.1786, 6.2016], [-1.1755, 6.2039], [-1.1753, 6.2018], [-1.1732, 6.203], [-1.1689, 6.2022], [-1.1642, 6.2064], [-1.1611, 6.2008], [-1.1552, 6.2044], [-1.156, 6.2], [-1.1538, 6.1999], [-1.1538, 6.1985], [-1.1503, 6.2001], [-1.1507, 6.2016], [-1.1465, 6.1984], [-1.1432, 6.1996], [-1.1405, 6.198], [-1.1406, 6.1998], [-1.1389, 6.2003], [-1.1385, 6.1991], [-1.1371, 6.2005], [-1.1364, 6.198], [-1.1328, 6.2012], [-1.1332, 6.1994], [-1.1311, 6.1998], [-1.1308, 6.2026], [-1.1296, 6.201], [-1.1291, 6.2042], [-1.1262, 6.2054], [-1.1263, 6.2078], [-1.1238, 6.2067], [-1.1234, 6.2088], [-1.1203, 6.2094], [-1.1226, 6.2109], [-1.1205, 6.2147], [-1.123, 6.2178], [-1.1206, 6.2203], [-1.123, 6.2219], [-1.1214, 6.2228], [-1.1229, 6.2243], [-1.1205, 6.2281], [-1.1231, 6.2284], [-1.1243, 6.2298], [-1.1232, 6.2316], [-1.1256, 6.2331], [-1.1213, 6.2383], [-1.1254, 6.2439], [-1.1224, 6.2496], [-1.1235, 6.2539], [-1.1218, 6.2553], [-1.1223, 6.2566], [-1.1202, 6.2572], [-1.1215, 6.2614], [-1.1176, 6.2641], [-1.1181, 6.2679], [-1.1163, 6.2687], [-1.119, 6.2707], [-1.125, 6.271], [-1.1254, 6.2696], [-1.128, 6.2713], [-1.1288, 6.2772], [-1.1315, 6.2803], [-1.1301, 6.2802], [-1.1269, 6.2862], [-1.1284, 6.2859], [-1.1285, 6.2879], [-1.1309, 6.2875], [-1.1306, 6.2899], [-1.1335, 6.2902], [-1.1349, 6.293], [-1.137, 6.2929], [-1.1386, 6.2963], [-1.1377, 6.2987], [-1.1361, 6.2988], [-1.1371, 6.2994], [-1.132, 6.2984], [-1.1278, 6.302], [-1.1282, 6.3033], [-1.13, 6.3029], [-1.13, 6.3076], [-1.1314, 6.3086], [-1.1302, 6.3096], [-1.1321, 6.3128], [-1.1312, 6.316], [-1.1255, 6.3198], [-1.1181, 6.3207], [-1.1171, 6.3222], [-1.1122, 6.3206], [-1.1128, 6.3239], [-1.1165, 6.3264], [-1.1174, 6.3244], [-1.1195, 6.3241], [-1.1199, 6.326], [-1.1184, 6.3323], [-1.1143, 6.3333], [-1.1123, 6.3395], [-1.1133, 6.3417], [-1.1105, 6.3433], [-1.112, 6.3445], [-1.1128, 6.3524], [-1.1143, 6.3528], [-1.1107, 6.3567], [-1.1077, 6.3558], [-1.1051, 6.3577], [-1.1055, 6.3616], [-1.1028, 6.3644], [-1.0985, 6.3654], [-1.0764, 6.3804], [-1.0737, 6.3801], [-1.0683, 6.3833], [-1.0692, 6.3869], [-1.067, 6.3902], [-1.0603, 6.394], [-1.0562, 6.3945], [-1.0555, 6.3977], [-1.0418, 6.4005], [-1.0381, 6.4036], [-1.041, 6.4078], [-1.037, 6.411], [-1.0355, 6.4104], [-1.0356, 6.413], [-1.0311, 6.4084], [-1.0236, 6.4083], [-1.0198, 6.4089], [-1.0198, 6.4134], [-1.0139, 6.4157], [-1.0133, 6.4138], [-1.0103, 6.415], [-1.0115, 6.416], [-1.0106, 6.417], [-1.0164, 6.4205], [-1.0155, 6.4243], [-1.0129, 6.426], [-1.0164, 6.4289], [-1.018, 6.4361], [-1.0079, 6.4393], [-1.0057, 6.4428], [-1.0087, 6.4487], [-1.0074, 6.4507], [-1.0046, 6.45], [-1.005, 6.453], [-1.0085, 6.4543], [-1.0077, 6.4576], [-1.0111, 6.4624], [-1.0097, 6.4653], [-1.0116, 6.4658], [-1.0123, 6.4683], [-1.0059, 6.4717], [-1.0074, 6.4732], [-1.0068, 6.4786], [-1.0034, 6.4839], [-1.0059, 6.487], [-1.0041, 6.4882], [-1.0047, 6.4903], [-1.0028, 6.4942], [-1.0006, 6.4959], [-1.0006, 6.5001], [-0.9973, 6.5004], [-0.9969, 6.5035], [-0.9932, 6.504], [-0.9945, 6.5071], [-0.9934, 6.5113], [-0.9889, 6.5128], [-0.9892, 6.5162], [-0.9871, 6.516], [-0.9814, 6.5209], [-0.9785, 6.5177], [-0.9774, 6.5186], [-0.9768, 6.5233], [-0.972, 6.5265], [-0.9721, 6.5305], [-0.974, 6.5315], [-0.972, 6.5328], [-0.9726, 6.535], [-0.9681, 6.536], [-0.9628, 6.5491], [-0.9597, 6.5551], [-0.9571, 6.5565], [-0.9565, 6.5594], [-0.9512, 6.5627], [-0.9504, 6.5655], [-0.9449, 6.5637], [-0.9419, 6.5675], [-0.9418, 6.5706], [-0.9386, 6.5703], [-0.9347, 6.5736], [-0.9324, 6.5784], [-0.9333, 6.5821], [-0.9265, 6.5879], [-0.919, 6.5878], [-0.9161, 6.5934], [-0.9137, 6.5927], [-0.9129, 6.5945], [-0.9115, 6.5989], [-0.9156, 6.6008], [-0.9101, 6.6104], [-0.9134, 6.617], [-0.9187, 6.6223], [-0.9196, 6.6307], [-0.9236, 6.6408], [-0.9327, 6.6393], [-0.935, 6.6362], [-0.9381, 6.6411], [-0.9455, 6.6391], [-0.9451, 6.627], [-0.9593, 6.6174], [-0.9642, 6.6163], [-0.9697, 6.6126], [-0.9718, 6.612], [-0.9768, 6.6147], [-0.9775, 6.6385], [-0.9725, 6.6445], [-0.9736, 6.6509], [-0.9772, 6.6551], [-0.975, 6.6621], [-0.9762, 6.6719], [-0.9739, 6.6811], [-0.9606, 6.6914], [-0.9543, 6.7044], [-0.9504, 6.7074], [-0.9469, 6.7248], [-0.9503, 6.7286], [-0.9502, 6.7352], [-0.9566, 6.7396], [-0.9646, 6.7414], [-0.9742, 6.7374], [-0.9859, 6.7432], [-0.9811, 6.7495], [-0.9768, 6.7483], [-0.973, 6.7505], [-0.9609, 6.7462], [-0.9565, 6.7539], [-0.9489, 6.7544], [-0.9435, 6.7576], [-0.9325, 6.7562], [-0.9267, 6.7628], [-0.9152, 6.7681], [-0.9149, 6.7768], [-0.9121, 6.7784], [-0.9083, 6.7771], [-0.9012, 6.7883], [-0.8996, 6.7886], [-0.8933, 6.7822], [-0.8827, 6.7784], [-0.8789, 6.7789], [-0.8775, 6.7808], [-0.8675, 6.7806], [-0.8654, 6.7824], [-0.8632, 6.7809], [-0.8608, 6.7816], [-0.8588, 6.7794], [-0.8568, 6.7812], [-0.8538, 6.778], [-0.8516, 6.7779], [-0.843, 6.7801], [-0.8337, 6.7934], [-0.8234, 6.7899], [-0.8114, 6.7913], [-0.8093, 6.7894], [-0.7998, 6.7885], [-0.7976, 6.7905], [-0.7928, 6.7898], [-0.7869, 6.7938], [-0.7873, 6.7989], [-0.7834, 6.8024], [-0.7778, 6.8161], [-0.7697, 6.827], [-0.767, 6.8359], [-0.7644, 6.8364], [-0.7621, 6.842], [-0.7572, 6.8448], [-0.7557, 6.8522], [-0.7571, 6.8634], [-0.7554, 6.8669], [-0.755, 6.9098], [-0.7572, 6.9254], [-0.7532, 6.9381], [-0.742, 6.9489], [-0.7341, 6.9485], [-0.7228, 6.9523], [-0.7145, 6.9466], [-0.7059, 6.9466], [-0.6934, 6.9394], [-0.6523, 6.9295], [-0.6521, 6.9312], [-0.6562, 6.9348], [-0.6587, 6.9418], [-0.6575, 6.9472], [-0.637, 6.953], [-0.617, 6.9518], [-0.6008, 6.9481], [-0.5853, 6.9509], [-0.5819, 6.9534], [-0.5739, 6.964], [-0.5742, 6.9786], [-0.572, 6.9889], [-0.5666, 6.9979], [-0.5658, 7.0094], [-0.5641, 7.0126], [-0.5655, 7.0151], [-0.5647, 7.0186], [-0.567, 7.0226], [-0.5761, 7.0292], [-0.5799, 7.0377], [-0.591, 7.0445], [-0.5977, 7.0607], [-0.598, 7.0667], [-0.6008, 7.0742], [-0.6093, 7.0906], [-0.6149, 7.1167], [-0.6191, 7.1245], [-0.6196, 7.1327], [-0.6269, 7.1431], [-0.6275, 7.153], [-0.6311, 7.1577], [-0.6298, 7.1589], [-0.6327, 7.16], [-0.6362, 7.1711], [-0.6354, 7.1739], [-0.6274, 7.1724], [-0.623, 7.1677], [-0.6193, 7.1667], [-0.6125, 7.1554], [-0.6096, 7.1536], [-0.5926, 7.1494], [-0.5828, 7.1506], [-0.5612, 7.1375], [-0.5418, 7.139], [-0.5112, 7.1305], [-0.5072, 7.1269], [-0.5039, 7.1261], [-0.5006, 7.1275], [-0.4947, 7.1248], [-0.4803, 7.1271], [-0.4787, 7.1259], [-0.4728, 7.1271], [-0.4657, 7.1258], [-0.4614, 7.1284], [-0.4493, 7.1258], [-0.4466, 7.1233], [-0.4416, 7.1222], [-0.4321, 7.1228], [-0.4263, 7.1252], [-0.4219, 7.1231], [-0.4203, 7.1195], [-0.4111, 7.1187], [-0.4049, 7.1204], [-0.3938, 7.1176], [-0.3878, 7.1179], [-0.3709, 7.1232], [-0.3693, 7.1264], [-0.3631, 7.1271], [-0.3521, 7.1343], [-0.3472, 7.134], [-0.3439, 7.1372], [-0.3408, 7.1352], [-0.3403, 7.1375], [-0.3355, 7.1376], [-0.3314, 7.1427], [-0.3228, 7.1434], [-0.3168, 7.1492], [-0.3124, 7.1591], [-0.309, 7.1607], [-0.3096, 7.164], [-0.3053, 7.1654], [-0.3003, 7.172], [-0.3055, 7.1748], [-0.3064, 7.1782], [-0.3017, 7.1783], [-0.2997, 7.1808], [-0.2881, 7.1841], [-0.2855, 7.189], [-0.2891, 7.1929], [-0.2872, 7.1947], [-0.2831, 7.1939], [-0.2791, 7.1902], [-0.2745, 7.1935], [-0.2701, 7.1926], [-0.2674, 7.1937], [-0.2601, 7.1895], [-0.2575, 7.1952], [-0.2552, 7.1953], [-0.2537, 7.1923], [-0.2505, 7.1923], [-0.2485, 7.1974], [-0.2437, 7.2006], [-0.2365, 7.2022], [-0.2222, 7.2103], [-0.2208, 7.2128], [-0.2173, 7.211], [-0.2155, 7.1996], [-0.2006, 7.2033], [-0.1838, 7.201], [-0.1812, 7.2038], [-0.18, 7.1978], [-0.1741, 7.2007], [-0.1646, 7.2001], [-0.1576, 7.1942], [-0.1543, 7.1949], [-0.1486, 7.1999], [-0.1423, 7.1954], [-0.1275, 7.1935], [-0.1071, 7.1951], [-0.1018, 7.1921], [-0.0977, 7.1849], [-0.0849, 7.1792], [-0.0747, 7.1817], [-0.0615, 7.1881], [-0.0527, 7.1964], [-0.039, 7.1948], [-0.0275, 7.1913], [-0.0141, 7.1932], [-0.0042, 7.191], [0.0044, 7.194], [0.0111, 7.1862], [0.0213, 7.183], [0.0291, 7.1854], [0.036, 7.1811], [0.0409, 7.1809], [0.0505, 7.172], [0.0674, 7.1736], [0.0811, 7.1817], [0.0979, 7.1777], [0.1102, 7.1825], [0.1232, 7.1838], [0.1626, 7.1797], [0.1823, 7.1797], [0.2162, 7.174], [0.2352, 7.1671], [0.2425, 7.1486], [0.2437, 7.1371], [0.2426, 7.127], [0.2308, 7.1069], [0.2245, 7.0994], [0.2162, 7.0936], [0.2029, 7.0806], [0.1967, 7.0675], [0.1997, 7.0516], [0.2213, 7.0079], [0.2252, 6.9944], [0.2274, 6.974], [0.2156, 6.9536], [0.2062, 6.9425], [0.1958, 6.9364], [0.1478, 6.9215], [0.1355, 6.91], [0.1229, 6.8894], [0.1198, 6.8704], [0.1242, 6.8433], [0.1332, 6.8291], [0.1449, 6.8185], [0.1585, 6.8161], [0.1925, 6.7893], [0.2002, 6.7787], [0.2082, 6.7576], [0.2037, 6.7033], [0.199, 6.697], [0.1782, 6.6907], [0.1692, 6.6897], [0.1615, 6.6832], [0.1301, 6.6715], [0.1232, 6.666], [0.1104, 6.6166], [0.1053, 6.5816], [0.1044, 6.5669], [0.1286, 6.5755], [0.1518, 6.5778], [0.1632, 6.57], [0.1819, 6.5664], [0.188, 6.5682], [0.1893, 6.5657], [0.1946, 6.5639], [0.196, 6.56], [0.195, 6.5556], [0.1984, 6.5537], [0.1997, 6.5485], [0.1924, 6.5325], [0.1816, 6.5193], [0.1778, 6.5115], [0.1782, 6.5046], [0.1812, 6.5028], [0.1821, 6.4953], [0.1789, 6.4867], [0.1872, 6.4826], [0.1892, 6.4754], [0.1838, 6.466], [0.1862, 6.4403], [0.1828, 6.4313], [0.178, 6.4242], [0.1887, 6.4155], [0.2062, 6.4053], [0.2095, 6.4013], [0.2088, 6.3967], [0.2165, 6.388], [0.2165, 6.3844], [0.2137, 6.3825], [0.2134, 6.3786], [0.2073, 6.3772], [0.205, 6.3714], [0.2, 6.3707], [0.2026, 6.3637], [0.2012, 6.3614], [0.2047, 6.3572], [0.2013, 6.3572], [0.2004, 6.3531], [0.1972, 6.3544], [0.1934, 6.3498], [0.1943, 6.3482], [0.188, 6.3442], [0.1883, 6.3457], [0.1856, 6.3421], [0.1865, 6.3396], [0.1878, 6.3405], [0.187, 6.3389], [0.1789, 6.3407], [0.1781, 6.3339], [0.1727, 6.332], [0.1727, 6.3309], [0.1745, 6.3312], [0.1742, 6.3279], [0.1693, 6.3275], [0.1686, 6.3251], [0.171, 6.3228], [0.1695, 6.3195], [0.1709, 6.3173], [0.1682, 6.3135], [0.17, 6.3106], [0.1719, 6.3109], [0.1763, 6.3074], [0.1749, 6.305], [0.1757, 6.3027], [0.1595, 6.3002], [0.1552, 6.2939], [0.1556, 6.2887], [0.1372, 6.2657], [0.1361, 6.2598], [0.1277, 6.2552], [0.1285, 6.2487], [0.1232, 6.2376], [0.1232, 6.2324], [0.1196, 6.2256], [0.1189, 6.219], [0.1055, 6.1891], [0.1045, 6.1837], [0.096, 6.1771], [0.0937, 6.1635], [0.0911, 6.1604], [0.0932, 6.1546], [0.1031, 6.1417], [0.1089, 6.1385], [0.1189, 6.1373], [0.1223, 6.1275], [0.1399, 6.1109], [0.1468, 6.1091], [0.1445, 6.106], [0.1436, 6.1008], [0.1224, 6.0877], [0.1179, 6.0832], [0.1129, 6.0823], [0.1045, 6.0777], [0.0892, 6.0627], [0.0626, 6.0597], [0.0404, 6.0479], [0.0269, 6.0583], [0.019, 6.0619], [0.0182, 6.0389], [0.016, 6.037], [0.0135, 6.03], [0.0084, 6.0243], [0.0085, 6.0183], [0.0058, 6.0121], [0.0038, 6.0093], [-0.0008, 6.0077], [-0.0096, 6.0104], [-0.0137, 6.0013], [-0.0148, 5.9972], [-0.0081, 5.9934], [-0.0046, 5.9856], [-0.0044, 5.9763], [-0.0063, 5.9712], [-0.0122, 5.9675], [-0.0164, 5.9619], [-0.0191, 5.9604], [-0.0204, 5.9612], [-0.0409, 5.944], [-0.0465, 5.9428], [-0.0609, 5.9329], [-0.0639, 5.9275], [-0.0837, 5.907], [-0.0955, 5.9011], [-0.1229, 5.8797], [-0.1268, 5.8754], [-0.1299, 5.8529], [-0.1377, 5.8512], [-0.1439, 5.8549], [-0.1466, 5.8522], [-0.154, 5.8497], [-0.1558, 5.8462], [-0.1639, 5.8417], [-0.164, 5.8382], [-0.1529, 5.8398], [-0.1493, 5.8337], [-0.1493, 5.8304], [-0.1528, 5.8269], [-0.155, 5.8147], [-0.1659, 5.812], [-0.1723, 5.814], [-0.1723, 5.805], [-0.178, 5.7998], [-0.1806, 5.7944], [-0.1942, 5.7841], [-0.1984, 5.7845], [-0.2025, 5.7819], [-0.2049, 5.7686], [-0.2045, 5.7637], [-0.2019, 5.7631], [-0.2072, 5.7546], [-0.2145, 5.7496], [-0.218, 5.7507], [-0.2204, 5.7484], [-0.2213, 5.7429], [-0.2251, 5.7401], [-0.2273, 5.7421], [-0.2266, 5.7519], [-0.2323, 5.755], [-0.2437, 5.7577], [-0.2425, 5.7626], [-0.2354, 5.7729], [-0.2352, 5.7805], [-0.2334, 5.7843], [-0.2447, 5.7852], [-0.2565, 5.7779], [-0.2599, 5.7851], [-0.2607, 5.7954], [-0.2637, 5.8034], [-0.2649, 5.8034], [-0.2655, 5.8076], [-0.2693, 5.8047], [-0.2707, 5.8083], [-0.2747, 5.808], [-0.2828, 5.8023], [-0.3034, 5.7937], [-0.3106, 5.7893], [-0.3164, 5.7827], [-0.3156, 5.7802], [-0.322, 5.7796], [-0.3246, 5.7744], [-0.3274, 5.7725], [-0.3315, 5.7789], [-0.3354, 5.7766], [-0.3377, 5.7781], [-0.3424, 5.7776], [-0.3492, 5.7733], [-0.3523, 5.7663], [-0.3547, 5.767], [-0.3623, 5.763], [-0.3674, 5.7626], [-0.3709, 5.7673], [-0.3787, 5.7704], [-0.379, 5.7745], [-0.3847, 5.7763], [-0.3889, 5.7675], [-0.3901, 5.758], [-0.3939, 5.7591], [-0.4028, 5.7673], [-0.4121, 5.7713], [-0.4162, 5.7773], [-0.4149, 5.7823], [-0.4157, 5.7876], [-0.4224, 5.7894], [-0.4243, 5.7935], [-0.428, 5.7927]]]], "type": "MultiPolygon"}, "id": "5", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA6_2", "HASC_1": "NA", "ISO_1": "GH-EP", "NAME_1": "Eastern", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-0.5201, 5.4704, 0.688, 6.1103], "geometry": {"coordinates": [[[[-0.2211, 5.5298], [-0.2917, 5.5149], [-0.3445, 5.502], [-0.3525, 5.4979], [-0.3584, 5.4976], [-0.4054, 5.4704], [-0.4067, 5.4781], [-0.4004, 5.486], [-0.4024, 5.4869], [-0.4025, 5.4905], [-0.4044, 5.4917], [-0.4028, 5.4971], [-0.405, 5.5029], [-0.4036, 5.509], [-0.4055, 5.5115], [-0.4051, 5.5152], [-0.4133, 5.5249], [-0.4129, 5.5276], [-0.416, 5.5376], [-0.4104, 5.5564], [-0.4045, 5.562], [-0.4, 5.564], [-0.4, 5.5659], [-0.4031, 5.5704], [-0.4061, 5.5718], [-0.4059, 5.5779], [-0.4091, 5.5829], [-0.411, 5.583], [-0.414, 5.5877], [-0.4167, 5.5888], [-0.4182, 5.5948], [-0.4261, 5.6032], [-0.427, 5.61], [-0.4254, 5.6117], [-0.4274, 5.6138], [-0.4284, 5.619], [-0.4324, 5.6219], [-0.4372, 5.6228], [-0.4465, 5.6309], [-0.4511, 5.6308], [-0.4577, 5.6367], [-0.4686, 5.6402], [-0.4796, 5.6465], [-0.4826, 5.6477], [-0.4946, 5.6447], [-0.4971, 5.6466], [-0.4977, 5.649], [-0.4937, 5.6543], [-0.4997, 5.6682], [-0.5034, 5.6714], [-0.5048, 5.6769], [-0.5092, 5.6831], [-0.516, 5.6867], [-0.5185, 5.6864], [-0.5201, 5.705], [-0.5116, 5.7099], [-0.5083, 5.7136], [-0.5092, 5.722], [-0.5118, 5.7267], [-0.5092, 5.7328], [-0.5113, 5.7342], [-0.5103, 5.7362], [-0.5088, 5.7356], [-0.4954, 5.7473], [-0.4922, 5.7468], [-0.4924, 5.7512], [-0.4905, 5.7542], [-0.4743, 5.7609], [-0.4643, 5.7674], [-0.4596, 5.7681], [-0.4604, 5.7698], [-0.4588, 5.7719], [-0.4516, 5.7747], [-0.4485, 5.778], [-0.4439, 5.7774], [-0.4479, 5.7899], [-0.4374, 5.8008], [-0.4283, 5.7928], [-0.4243, 5.7935], [-0.4224, 5.7894], [-0.4157, 5.7876], [-0.4149, 5.7823], [-0.4162, 5.7773], [-0.4121, 5.7713], [-0.4028, 5.7673], [-0.3939, 5.7591], [-0.3901, 5.758], [-0.3889, 5.7675], [-0.3847, 5.7763], [-0.379, 5.7745], [-0.3784, 5.7702], [-0.3709, 5.7673], [-0.3664, 5.7624], [-0.3547, 5.767], [-0.3523, 5.7663], [-0.3492, 5.7733], [-0.3424, 5.7776], [-0.3377, 5.7781], [-0.3354, 5.7766], [-0.3315, 5.7789], [-0.3274, 5.7725], [-0.3246, 5.7744], [-0.322, 5.7796], [-0.3156, 5.7802], [-0.3164, 5.7827], [-0.3106, 5.7893], [-0.2828, 5.8023], [-0.2747, 5.808], [-0.2707, 5.8083], [-0.2693, 5.8047], [-0.2655, 5.8076], [-0.2649, 5.8034], [-0.2637, 5.8034], [-0.2607, 5.7954], [-0.2599, 5.7851], [-0.2565, 5.7779], [-0.2447, 5.7852], [-0.2334, 5.7843], [-0.2352, 5.7805], [-0.2354, 5.7729], [-0.2425, 5.7626], [-0.2437, 5.7577], [-0.2323, 5.755], [-0.2266, 5.7519], [-0.2273, 5.7421], [-0.2251, 5.7401], [-0.2213, 5.7429], [-0.2204, 5.7484], [-0.218, 5.7507], [-0.2145, 5.7496], [-0.2072, 5.7546], [-0.2019, 5.7631], [-0.2045, 5.7637], [-0.2049, 5.7686], [-0.2025, 5.7819], [-0.1984, 5.7845], [-0.1942, 5.7841], [-0.1806, 5.7944], [-0.178, 5.7998], [-0.1723, 5.805], [-0.1723, 5.814], [-0.1659, 5.812], [-0.155, 5.8147], [-0.1528, 5.8269], [-0.1493, 5.8304], [-0.1493, 5.8337], [-0.1529, 5.8398], [-0.164, 5.8382], [-0.1639, 5.8417], [-0.1558, 5.8462], [-0.154, 5.8497], [-0.1466, 5.8522], [-0.1439, 5.8549], [-0.1377, 5.8512], [-0.1299, 5.8529], [-0.1268, 5.8754], [-0.1229, 5.8797], [-0.0955, 5.9011], [-0.0837, 5.907], [-0.0639, 5.9275], [-0.0609, 5.9329], [-0.0465, 5.9428], [-0.0409, 5.944], [-0.0204, 5.9612], [-0.0191, 5.9604], [-0.0164, 5.9619], [-0.0122, 5.9675], [-0.0063, 5.9712], [-0.0044, 5.9763], [-0.0046, 5.9856], [-0.0081, 5.9934], [-0.0148, 5.9972], [-0.0137, 6.0013], [-0.0096, 6.0104], [-0.0008, 6.0077], [0.0038, 6.0093], [0.0058, 6.0121], [0.0085, 6.0183], [0.0084, 6.0243], [0.0135, 6.03], [0.016, 6.037], [0.0182, 6.0389], [0.019, 6.0619], [0.0269, 6.0583], [0.0404, 6.0479], [0.0626, 6.0597], [0.0898, 6.0629], [0.1045, 6.0777], [0.1129, 6.0823], [0.1179, 6.0832], [0.1224, 6.0877], [0.1419, 6.0994], [0.1468, 6.1091], [0.1894, 6.0968], [0.2087, 6.1041], [0.2129, 6.1027], [0.2141, 6.1044], [0.2212, 6.1044], [0.233, 6.108], [0.2323, 6.1097], [0.2307, 6.1092], [0.2289, 6.1101], [0.233, 6.1103], [0.2478, 6.1057], [0.2541, 6.1], [0.2684, 6.0942], [0.2848, 6.0808], [0.2878, 6.0749], [0.2895, 6.0643], [0.2955, 6.0573], [0.3009, 6.0547], [0.3235, 6.0525], [0.3378, 6.0472], [0.3368, 6.0417], [0.332, 6.0378], [0.3318, 6.0339], [0.3422, 6.028], [0.3487, 6.0222], [0.3398, 6.0191], [0.3318, 6.0073], [0.3297, 5.9966], [0.3409, 5.9891], [0.3507, 5.9882], [0.3533, 5.9866], [0.3504, 5.9785], [0.348, 5.9624], [0.3439, 5.9539], [0.3528, 5.9548], [0.3664, 5.9604], [0.3946, 5.9608], [0.4161, 5.9695], [0.4343, 5.974], [0.4387, 5.9813], [0.4411, 5.9827], [0.441, 5.995], [0.4447, 5.9972], [0.4461, 5.9965], [0.4501, 6.0016], [0.4536, 6.0015], [0.4585, 5.9982], [0.4674, 5.9983], [0.4807, 5.9906], [0.4837, 5.9925], [0.486, 5.9898], [0.4847, 5.9755], [0.492, 5.9797], [0.4898, 5.9842], [0.4908, 5.9955], [0.5013, 5.9895], [0.5055, 5.9897], [0.513, 5.9836], [0.5254, 5.9788], [0.524, 5.9549], [0.5277, 5.9526], [0.5364, 5.9531], [0.5417, 5.9497], [0.5453, 5.9434], [0.5474, 5.935], [0.5504, 5.9351], [0.5485, 5.9317], [0.5508, 5.9314], [0.5518, 5.929], [0.5479, 5.9249], [0.551, 5.9203], [0.5527, 5.9257], [0.5551, 5.927], [0.559, 5.9393], [0.5613, 5.9401], [0.5661, 5.9382], [0.5689, 5.9328], [0.5716, 5.9327], [0.5706, 5.9298], [0.572, 5.9295], [0.5761, 5.9328], [0.5888, 5.9187], [0.5854, 5.9182], [0.5874, 5.9134], [0.5805, 5.9101], [0.5746, 5.8999], [0.5949, 5.8903], [0.5997, 5.8906], [0.6055, 5.8839], [0.6068, 5.8769], [0.6191, 5.8758], [0.6138, 5.8747], [0.6124, 5.8728], [0.6128, 5.8676], [0.615, 5.8646], [0.6285, 5.8679], [0.6315, 5.8668], [0.6305, 5.8625], [0.6284, 5.8642], [0.6259, 5.863], [0.6197, 5.854], [0.62, 5.8456], [0.6187, 5.8432], [0.6203, 5.8407], [0.6203, 5.8343], [0.6429, 5.841], [0.6546, 5.8272], [0.6519, 5.8052], [0.6777, 5.7952], [0.688, 5.7778], [0.6857, 5.7744], [0.6798, 5.7748], [0.6761, 5.7773], [0.676, 5.7752], [0.6802, 5.7708], [0.6771, 5.7686], [0.6701, 5.7685], [0.5154, 5.7849], [0.4583, 5.7888], [0.4279, 5.7889], [0.3324, 5.7835], [0.2765, 5.7731], [0.2528, 5.7663], [0.2395, 5.756], [0.2192, 5.7464], [0.1847, 5.7433], [0.1822, 5.7416], [0.1828, 5.74], [0.1739, 5.7385], [0.1636, 5.7316], [0.1408, 5.7236], [0.1322, 5.7158], [0.1297, 5.7101], [0.1241, 5.7067], [0.0673, 5.6931], [0.0611, 5.6852], [0.0452, 5.6751], [0.043, 5.6717], [0.0442, 5.6696], [0.0435, 5.6635], [0.0335, 5.6576], [0.0319, 5.6542], [0.0281, 5.6515], [0.0272, 5.6453], [0.0172, 5.6423], [0.0042, 5.6244], [0.0001, 5.6246], [-0.0126, 5.6203], [-0.0155, 5.6173], [-0.0267, 5.6137], [-0.0426, 5.6116], [-0.0526, 5.6079], [-0.0574, 5.608], [-0.0599, 5.6064], [-0.0627, 5.5989], [-0.0682, 5.597], [-0.0736, 5.59], [-0.0939, 5.5833], [-0.1023, 5.5749], [-0.1078, 5.5721], [-0.1147, 5.5703], [-0.1231, 5.5657], [-0.1477, 5.5596], [-0.1635, 5.5526], [-0.1813, 5.5481], [-0.1835, 5.546], [-0.2025, 5.542], [-0.209, 5.537], [-0.2095, 5.5335], [-0.2076, 5.5332], [-0.2211, 5.5298]]]], "type": "MultiPolygon"}, "id": "6", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA7_2", "HASC_1": "NA", "ISO_1": "GH-AA", "NAME_1": "GreaterAccra", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.6636, 9.9321, 0.4174, 10.7119], "geometry": {"coordinates": [[[[-1.5867, 10.081], [-1.5864, 10.0839], [-1.59, 10.0887], [-1.5891, 10.0957], [-1.5864, 10.1005], [-1.5893, 10.1014], [-1.5899, 10.1042], [-1.5953, 10.1067], [-1.5951, 10.111], [-1.5924, 10.1152], [-1.5978, 10.1211], [-1.5992, 10.1267], [-1.5975, 10.1276], [-1.6007, 10.133], [-1.6032, 10.1342], [-1.608, 10.133], [-1.6122, 10.135], [-1.6152, 10.1332], [-1.6215, 10.1332], [-1.6255, 10.1393], [-1.6286, 10.1403], [-1.6291, 10.1445], [-1.6324, 10.1457], [-1.6359, 10.1547], [-1.6454, 10.1564], [-1.646, 10.1583], [-1.6598, 10.1657], [-1.6595, 10.169], [-1.6636, 10.1737], [-1.6602, 10.1772], [-1.6626, 10.1824], [-1.662, 10.1859], [-1.6633, 10.1867], [-1.6597, 10.189], [-1.6563, 10.1954], [-1.6522, 10.1978], [-1.6475, 10.2077], [-1.6493, 10.2123], [-1.6478, 10.2153], [-1.6061, 10.2942], [-1.5769, 10.3467], [-1.5703, 10.3554], [-1.5178, 10.4058], [-1.4749, 10.4332], [-1.4724, 10.4385], [-1.4697, 10.4403], [-1.4702, 10.4415], [-1.4571, 10.4515], [-1.4483, 10.455], [-1.4471, 10.46], [-1.4448, 10.462], [-1.434, 10.4677], [-1.4294, 10.4637], [-1.4249, 10.4666], [-1.4181, 10.466], [-1.4133, 10.4751], [-1.4037, 10.4845], [-1.3995, 10.4832], [-1.3929, 10.4756], [-1.3774, 10.4667], [-1.374, 10.4629], [-1.3742, 10.4582], [-1.3803, 10.4565], [-1.3642, 10.4401], [-1.3626, 10.4363], [-1.3649, 10.4292], [-1.3702, 10.4266], [-1.3728, 10.4274], [-1.3714, 10.4241], [-1.3659, 10.4238], [-1.3639, 10.4222], [-1.3667, 10.4139], [-1.3736, 10.4057], [-1.3849, 10.4053], [-1.3813, 10.3904], [-1.3768, 10.387], [-1.3732, 10.3818], [-1.3631, 10.3775], [-1.3551, 10.3773], [-1.3504, 10.3731], [-1.3444, 10.3628], [-1.3454, 10.3557], [-1.3433, 10.3525], [-1.3443, 10.3507], [-1.3488, 10.3491], [-1.3482, 10.3473], [-1.3437, 10.3465], [-1.3416, 10.3434], [-1.3392, 10.3474], [-1.3363, 10.3478], [-1.3297, 10.342], [-1.3249, 10.3401], [-1.3236, 10.3358], [-1.3264, 10.3321], [-1.316, 10.3309], [-1.3121, 10.3275], [-1.301, 10.3264], [-1.2977, 10.3245], [-1.2891, 10.3262], [-1.2852, 10.322], [-1.2731, 10.3212], [-1.2716, 10.3222], [-1.2728, 10.3269], [-1.269, 10.3255], [-1.2692, 10.3187], [-1.2718, 10.3145], [-1.2685, 10.3106], [-1.2645, 10.3111], [-1.2597, 10.3029], [-1.2562, 10.3033], [-1.2544, 10.2951], [-1.2574, 10.2934], [-1.2552, 10.2884], [-1.2563, 10.2855], [-1.2536, 10.2778], [-1.2486, 10.2784], [-1.2477, 10.2747], [-1.2433, 10.2764], [-1.2473, 10.2781], [-1.2471, 10.2813], [-1.2423, 10.2809], [-1.2415, 10.2782], [-1.2403, 10.2803], [-1.2413, 10.2844], [-1.239, 10.2867], [-1.2359, 10.2872], [-1.2325, 10.2844], [-1.2282, 10.2869], [-1.2319, 10.2926], [-1.2229, 10.2952], [-1.2241, 10.3025], [-1.2176, 10.3083], [-1.2111, 10.3241], [-1.2104, 10.3297], [-1.214, 10.3443], [-1.2321, 10.367], [-1.2342, 10.3752], [-1.2345, 10.3799], [-1.232, 10.387], [-1.227, 10.3917], [-1.1656, 10.4126], [-1.1333, 10.4582], [-1.1103, 10.476], [-1.0995, 10.4808], [-1.0976, 10.4832], [-1.0791, 10.4876], [-1.0704, 10.4909], [-1.066, 10.4973], [-1.0586, 10.4974], [-1.0538, 10.4994], [-1.0502, 10.5099], [-1.0438, 10.5136], [-1.0416, 10.5204], [-1.0352, 10.5229], [-1.0321, 10.5282], [-1.0103, 10.5375], [-1.0052, 10.5377], [-0.9968, 10.5346], [-0.9909, 10.5352], [-0.9807, 10.5322], [-0.9654, 10.5369], [-0.9592, 10.5288], [-0.9554, 10.5287], [-0.9482, 10.5338], [-0.9406, 10.5282], [-0.9298, 10.5244], [-0.9163, 10.5284], [-0.9132, 10.5277], [-0.9094, 10.5236], [-0.9089, 10.5189], [-0.9187, 10.5029], [-0.9268, 10.4963], [-0.9348, 10.4864], [-0.9341, 10.4822], [-0.9314, 10.4801], [-0.9227, 10.4824], [-0.9176, 10.4884], [-0.914, 10.4967], [-0.9025, 10.5068], [-0.8993, 10.5125], [-0.8906, 10.5185], [-0.9085, 10.5611], [-0.9092, 10.5759], [-0.8746, 10.5953], [-0.8704, 10.5929], [-0.8611, 10.5917], [-0.857, 10.5871], [-0.8544, 10.5808], [-0.8484, 10.5798], [-0.8476, 10.5772], [-0.8433, 10.5746], [-0.8413, 10.5777], [-0.8416, 10.5871], [-0.8378, 10.6012], [-0.8284, 10.5999], [-0.8236, 10.6009], [-0.7959, 10.6217], [-0.797, 10.6458], [-0.7957, 10.6493], [-0.7925, 10.6517], [-0.7763, 10.652], [-0.7722, 10.6501], [-0.766, 10.6437], [-0.7556, 10.6403], [-0.7484, 10.6455], [-0.7373, 10.6497], [-0.7244, 10.6516], [-0.7122, 10.6416], [-0.7062, 10.6205], [-0.7091, 10.6165], [-0.718, 10.6153], [-0.7192, 10.6107], [-0.7182, 10.6056], [-0.7142, 10.6006], [-0.7041, 10.5972], [-0.6938, 10.5889], [-0.6857, 10.5676], [-0.6873, 10.5633], [-0.7003, 10.551], [-0.7064, 10.5426], [-0.7154, 10.5369], [-0.7157, 10.5294], [-0.711, 10.5243], [-0.7049, 10.5236], [-0.7024, 10.5257], [-0.7009, 10.535], [-0.6934, 10.542], [-0.6899, 10.5425], [-0.6866, 10.5406], [-0.6846, 10.5291], [-0.6797, 10.5258], [-0.6711, 10.5253], [-0.665, 10.5294], [-0.6613, 10.5383], [-0.6541, 10.5485], [-0.6477, 10.553], [-0.6407, 10.5556], [-0.6306, 10.5527], [-0.619, 10.5557], [-0.6155, 10.5552], [-0.6129, 10.5531], [-0.6056, 10.5523], [-0.5993, 10.5476], [-0.5936, 10.5461], [-0.5882, 10.5487], [-0.5787, 10.5493], [-0.5677, 10.5646], [-0.5602, 10.5702], [-0.554, 10.5717], [-0.5485, 10.5705], [-0.5418, 10.5656], [-0.5251, 10.5577], [-0.516, 10.5605], [-0.5083, 10.5672], [-0.5082, 10.5911], [-0.5049, 10.6018], [-0.5072, 10.607], [-0.502, 10.6204], [-0.4994, 10.6234], [-0.4932, 10.6242], [-0.4816, 10.6214], [-0.4776, 10.619], [-0.4682, 10.618], [-0.461, 10.6077], [-0.4521, 10.6015], [-0.4465, 10.6014], [-0.4436, 10.5997], [-0.4348, 10.6029], [-0.4165, 10.6033], [-0.3962, 10.6082], [-0.3825, 10.6139], [-0.3744, 10.6214], [-0.3656, 10.6252], [-0.3552, 10.6253], [-0.3475, 10.619], [-0.3397, 10.6208], [-0.3386, 10.6195], [-0.3345, 10.6212], [-0.334, 10.6238], [-0.3314, 10.6255], [-0.3303, 10.6234], [-0.3239, 10.6254], [-0.3236, 10.6217], [-0.316, 10.6235], [-0.314, 10.6211], [-0.3119, 10.622], [-0.3125, 10.6237], [-0.31, 10.6237], [-0.3081, 10.6274], [-0.3026, 10.6288], [-0.2998, 10.6336], [-0.297, 10.632], [-0.2949, 10.6354], [-0.2884, 10.636], [-0.2868, 10.6386], [-0.2848, 10.6343], [-0.2813, 10.6394], [-0.2723, 10.6367], [-0.2702, 10.6381], [-0.2703, 10.6348], [-0.2681, 10.6347], [-0.2683, 10.6333], [-0.2643, 10.6342], [-0.2644, 10.632], [-0.2621, 10.6315], [-0.2592, 10.6331], [-0.2595, 10.6371], [-0.2512, 10.6424], [-0.243, 10.644], [-0.2358, 10.6482], [-0.23, 10.6555], [-0.2256, 10.6554], [-0.2201, 10.6577], [-0.2142, 10.6548], [-0.2122, 10.6581], [-0.2045, 10.6578], [-0.2026, 10.6604], [-0.2011, 10.6595], [-0.1969, 10.6635], [-0.195, 10.6628], [-0.1828, 10.6701], [-0.179, 10.6676], [-0.1769, 10.6679], [-0.174, 10.6721], [-0.172, 10.6702], [-0.1704, 10.6714], [-0.1698, 10.67], [-0.1633, 10.6707], [-0.1615, 10.6745], [-0.1601, 10.6717], [-0.1542, 10.6713], [-0.1399, 10.6823], [-0.1269, 10.6861], [-0.1229, 10.6856], [-0.1196, 10.6906], [-0.1115, 10.6947], [-0.1092, 10.6973], [-0.1092, 10.7006], [-0.1043, 10.7028], [-0.104, 10.7051], [-0.0904, 10.7119], [-0.0906, 10.7091], [-0.0784, 10.6906], [-0.0716, 10.6738], [-0.07, 10.6687], [-0.0704, 10.6612], [-0.0593, 10.6324], [-0.0157, 10.6235], [-0.0158, 10.6214], [-0.0118, 10.6159], [-0.0066, 10.6161], [-0.0063, 10.6148], [-0.0031, 10.615], [-0.0018, 10.6136], [0.0413, 10.6016], [0.0408, 10.5981], [0.0428, 10.5969], [0.0429, 10.5942], [0.0562, 10.5835], [0.0601, 10.5723], [0.0604, 10.5616], [0.1177, 10.5413], [0.1279, 10.53], [0.1436, 10.5257], [0.1457, 10.5163], [0.1443, 10.5149], [0.1475, 10.5132], [0.1457, 10.5102], [0.148, 10.5043], [0.1471, 10.5014], [0.151, 10.4972], [0.1502, 10.4949], [0.1519, 10.4909], [0.1507, 10.4876], [0.1545, 10.4846], [0.1533, 10.4817], [0.1551, 10.4796], [0.1544, 10.4777], [0.157, 10.4774], [0.1592, 10.4736], [0.1573, 10.4677], [0.1545, 10.4672], [0.1545, 10.4653], [0.1563, 10.4623], [0.1618, 10.4603], [0.1617, 10.456], [0.1631, 10.4571], [0.1647, 10.4534], [0.1685, 10.4513], [0.1699, 10.4529], [0.1721, 10.4511], [0.1725, 10.4468], [0.1702, 10.4464], [0.1705, 10.4447], [0.1696, 10.4452], [0.1691, 10.4429], [0.1667, 10.4413], [0.1709, 10.4333], [0.1696, 10.4293], [0.1728, 10.4283], [0.1754, 10.424], [0.1788, 10.4252], [0.1822, 10.423], [0.1852, 10.4171], [0.1884, 10.4184], [0.1904, 10.4136], [0.1895, 10.4093], [0.1927, 10.4025], [0.2018, 10.4069], [0.2063, 10.4071], [0.2064, 10.4042], [0.2094, 10.4054], [0.2052, 10.4183], [0.2118, 10.4168], [0.2102, 10.4186], [0.2103, 10.4216], [0.215, 10.4229], [0.2172, 10.4265], [0.2206, 10.4248], [0.2176, 10.4224], [0.2223, 10.4232], [0.2265, 10.4219], [0.2338, 10.4134], [0.2367, 10.4123], [0.2374, 10.4158], [0.2415, 10.4146], [0.2435, 10.4158], [0.2466, 10.4127], [0.2493, 10.4133], [0.2508, 10.4092], [0.2583, 10.4097], [0.2596, 10.4078], [0.2637, 10.4106], [0.2643, 10.409], [0.2684, 10.4101], [0.2691, 10.412], [0.2669, 10.4124], [0.2666, 10.4156], [0.2704, 10.4155], [0.2729, 10.4208], [0.2777, 10.4189], [0.2789, 10.4214], [0.281, 10.4195], [0.2844, 10.4219], [0.2878, 10.418], [0.2878, 10.4126], [0.29, 10.4091], [0.2941, 10.4107], [0.2949, 10.4089], [0.298, 10.4095], [0.2982, 10.4041], [0.3002, 10.4028], [0.3001, 10.3908], [0.2956, 10.384], [0.2908, 10.3817], [0.293, 10.3805], [0.2901, 10.3765], [0.3012, 10.3728], [0.3028, 10.3695], [0.3076, 10.3711], [0.3083, 10.3676], [0.312, 10.3654], [0.3144, 10.36], [0.3141, 10.3529], [0.3164, 10.3485], [0.3153, 10.3378], [0.3208, 10.334], [0.3251, 10.34], [0.3281, 10.3395], [0.3296, 10.3366], [0.3335, 10.3364], [0.3378, 10.325], [0.3372, 10.3239], [0.3325, 10.3243], [0.3235, 10.32], [0.3224, 10.3134], [0.3161, 10.3115], [0.317, 10.3099], [0.3198, 10.3082], [0.3213, 10.3099], [0.325, 10.3068], [0.3288, 10.3114], [0.3296, 10.3087], [0.3314, 10.3086], [0.3324, 10.3115], [0.3357, 10.309], [0.348, 10.3076], [0.353, 10.3139], [0.3587, 10.3109], [0.3665, 10.3106], [0.3761, 10.3142], [0.3808, 10.3133], [0.3872, 10.3157], [0.396, 10.3142], [0.3979, 10.3078], [0.3969, 10.3045], [0.3913, 10.3026], [0.3881, 10.3041], [0.3828, 10.2996], [0.3826, 10.298], [0.3845, 10.2971], [0.3786, 10.2944], [0.3767, 10.2907], [0.378, 10.2868], [0.3758, 10.2886], [0.3728, 10.2884], [0.3724, 10.2871], [0.3741, 10.2857], [0.3728, 10.2832], [0.3717, 10.2858], [0.3692, 10.2847], [0.3723, 10.2803], [0.3794, 10.2787], [0.3816, 10.2766], [0.3816, 10.2739], [0.3724, 10.2664], [0.3639, 10.2651], [0.3611, 10.2586], [0.3596, 10.2353], [0.3612, 10.2224], [0.3602, 10.2192], [0.355, 10.2133], [0.3554, 10.2003], [0.351, 10.1919], [0.3532, 10.1834], [0.3529, 10.1733], [0.3502, 10.168], [0.3528, 10.1598], [0.3621, 10.1459], [0.3631, 10.1379], [0.3581, 10.1292], [0.3565, 10.1195], [0.3522, 10.1119], [0.3521, 10.1021], [0.355, 10.0923], [0.3608, 10.0872], [0.3645, 10.0853], [0.3802, 10.0845], [0.3952, 10.0809], [0.4149, 10.0632], [0.4174, 10.058], [0.4128, 10.0454], [0.414, 10.0341], [0.4117, 10.0278], [0.412, 10.0235], [0.4104, 10.0217], [0.402, 10.0204], [0.3941, 10.0261], [0.3757, 10.027], [0.3652, 10.035], [0.363, 10.0342], [0.3602, 10.0294], [0.3639, 10.0125], [0.357, 9.9967], [0.3615, 9.9794], [0.3697, 9.964], [0.3749, 9.958], [0.3863, 9.9495], [0.3863, 9.9376], [0.3784, 9.9346], [0.3651, 9.9321], [0.3626, 9.9406], [0.3584, 9.9422], [0.3535, 9.9476], [0.3497, 9.9487], [0.3483, 9.9485], [0.3472, 9.9454], [0.3487, 9.9403], [0.3469, 9.9385], [0.325, 9.944], [0.3245, 9.9631], [0.311, 9.9599], [0.3067, 9.9648], [0.308, 9.9665], [0.3097, 9.9652], [0.3057, 9.972], [0.307, 9.9752], [0.3046, 9.9754], [0.3038, 9.9772], [0.2901, 9.9738], [0.2765, 9.9741], [0.2745, 9.972], [0.2698, 9.9711], [0.2697, 9.9678], [0.263, 9.959], [0.2617, 9.9595], [0.2626, 9.9617], [0.2591, 9.9638], [0.2589, 9.9627], [0.2556, 9.9631], [0.2508, 9.9591], [0.2388, 9.9596], [0.2335, 9.9563], [0.2266, 9.9607], [0.2065, 9.9604], [0.2005, 9.964], [0.1897, 9.9665], [0.1873, 9.968], [0.1907, 9.9742], [0.1838, 9.9796], [0.1814, 9.9804], [0.1759, 9.9786], [0.1554, 9.9861], [0.1514, 9.9835], [0.1482, 9.977], [0.1394, 9.9715], [0.1379, 9.966], [0.1301, 9.9567], [0.1298, 9.9669], [0.1271, 9.9717], [0.1191, 9.9692], [0.1122, 9.9721], [0.1104, 9.9684], [0.1069, 9.9674], [0.099, 9.9733], [0.0972, 9.9707], [0.0933, 9.9712], [0.085, 9.9651], [0.0782, 9.9685], [0.0717, 9.9664], [0.0718, 9.9771], [0.0687, 9.9797], [0.066, 9.9891], [0.063, 9.994], [0.0637, 9.9997], [0.069, 10.0019], [0.0827, 9.9982], [0.0866, 10.0017], [0.0913, 10.0013], [0.1007, 10.0047], [0.1056, 10.0035], [0.1095, 10.0051], [0.1124, 10.0106], [0.1164, 10.0124], [0.1195, 10.017], [0.1204, 10.0248], [0.1245, 10.0285], [0.1224, 10.0324], [0.1228, 10.037], [0.1244, 10.0388], [0.1217, 10.0425], [0.1225, 10.0455], [0.1189, 10.0455], [0.121, 10.0492], [0.1188, 10.0541], [0.1172, 10.0536], [0.1186, 10.0569], [0.1182, 10.0617], [0.1157, 10.0626], [0.1133, 10.0705], [0.1133, 10.0766], [0.1159, 10.0791], [0.1172, 10.0786], [0.1183, 10.0826], [0.1149, 10.0942], [0.1124, 10.095], [0.1135, 10.0994], [0.1106, 10.1036], [0.1124, 10.1066], [0.1106, 10.108], [0.1123, 10.1083], [0.1111, 10.1099], [0.1086, 10.1095], [0.1089, 10.1143], [0.1071, 10.1157], [0.1087, 10.1162], [0.1059, 10.1187], [0.1098, 10.1247], [0.1089, 10.1266], [0.1113, 10.1289], [0.1113, 10.131], [0.105, 10.1326], [0.1017, 10.137], [0.0982, 10.1376], [0.0978, 10.14], [0.0965, 10.1401], [0.0972, 10.1421], [0.0943, 10.1437], [0.0952, 10.1451], [0.0914, 10.1495], [0.0913, 10.1521], [0.0874, 10.151], [0.0812, 10.1565], [0.0813, 10.1581], [0.0794, 10.1584], [0.0755, 10.1672], [0.0735, 10.168], [0.0732, 10.1716], [0.0685, 10.1744], [0.0662, 10.1718], [0.0642, 10.1721], [0.0609, 10.1801], [0.0618, 10.1844], [0.0653, 10.1886], [0.0645, 10.1963], [0.066, 10.2009], [0.0771, 10.2052], [0.0819, 10.2127], [0.0853, 10.2141], [0.0803, 10.2182], [0.0763, 10.2283], [0.0863, 10.2422], [0.091, 10.2435], [0.09, 10.2498], [0.0821, 10.256], [0.0774, 10.2884], [0.0737, 10.2951], [0.0678, 10.2931], [0.0581, 10.2939], [0.054, 10.3184], [0.0484, 10.3334], [0.049, 10.3427], [0.0437, 10.339], [0.0402, 10.3395], [0.0334, 10.336], [0.0292, 10.3387], [0.0243, 10.3323], [0.0235, 10.3333], [0.0209, 10.3318], [0.0182, 10.3338], [0.0094, 10.3321], [0.007, 10.3301], [0.0031, 10.3317], [-0.0068, 10.3305], [-0.008, 10.3286], [-0.013, 10.3306], [-0.019, 10.3286], [-0.0214, 10.3226], [-0.025, 10.3213], [-0.0278, 10.3162], [-0.0257, 10.3144], [-0.0286, 10.309], [-0.0275, 10.3042], [-0.0296, 10.3008], [-0.0282, 10.2914], [-0.0301, 10.2892], [-0.0272, 10.2831], [-0.0282, 10.28], [-0.0262, 10.2788], [-0.0248, 10.2712], [-0.0436, 10.283], [-0.0726, 10.2952], [-0.0882, 10.295], [-0.0865, 10.2897], [-0.0936, 10.2695], [-0.1183, 10.288], [-0.13, 10.2922], [-0.1459, 10.2949], [-0.1477, 10.294], [-0.1493, 10.2952], [-0.1522, 10.2946], [-0.1539, 10.2924], [-0.1549, 10.2933], [-0.1572, 10.2879], [-0.1623, 10.2834], [-0.1657, 10.2832], [-0.1661, 10.2811], [-0.1669, 10.2825], [-0.1693, 10.2822], [-0.1789, 10.2777], [-0.1815, 10.28], [-0.1831, 10.278], [-0.19, 10.2787], [-0.1935, 10.2763], [-0.1953, 10.2767], [-0.199, 10.2734], [-0.203, 10.2658], [-0.2072, 10.2695], [-0.2158, 10.2733], [-0.2229, 10.2795], [-0.2383, 10.2878], [-0.2421, 10.2866], [-0.2453, 10.2883], [-0.2484, 10.2856], [-0.2557, 10.2853], [-0.2604, 10.2809], [-0.2611, 10.2781], [-0.2694, 10.2762], [-0.2717, 10.2795], [-0.2843, 10.2826], [-0.2955, 10.2914], [-0.3099, 10.291], [-0.3157, 10.2908], [-0.3233, 10.2842], [-0.3302, 10.2847], [-0.3331, 10.2822], [-0.3324, 10.2811], [-0.3388, 10.2804], [-0.3437, 10.2764], [-0.3528, 10.2751], [-0.3549, 10.2735], [-0.3538, 10.268], [-0.3563, 10.266], [-0.3567, 10.2629], [-0.3595, 10.2617], [-0.3636, 10.268], [-0.3717, 10.2751], [-0.3781, 10.2885], [-0.3859, 10.2979], [-0.3946, 10.2977], [-0.4275, 10.3019], [-0.4406, 10.299], [-0.4553, 10.3017], [-0.4695, 10.3136], [-0.4815, 10.3263], [-0.484, 10.3275], [-0.4888, 10.3226], [-0.491, 10.3237], [-0.4908, 10.3255], [-0.4943, 10.326], [-0.5044, 10.3179], [-0.5061, 10.3126], [-0.5053, 10.3049], [-0.5036, 10.3033], [-0.5048, 10.2983], [-0.5031, 10.2954], [-0.5056, 10.2924], [-0.5009, 10.2902], [-0.5015, 10.2847], [-0.4983, 10.284], [-0.497, 10.2815], [-0.5003, 10.276], [-0.4977, 10.2714], [-0.5011, 10.27], [-0.5052, 10.2707], [-0.5053, 10.2664], [-0.5032, 10.2654], [-0.5013, 10.259], [-0.5024, 10.2568], [-0.5099, 10.2554], [-0.5107, 10.2527], [-0.5068, 10.2455], [-0.4989, 10.2407], [-0.499, 10.2374], [-0.5029, 10.2406], [-0.5096, 10.2367], [-0.5133, 10.2401], [-0.5123, 10.243], [-0.5152, 10.2417], [-0.514, 10.2482], [-0.5194, 10.2459], [-0.5198, 10.2391], [-0.5219, 10.234], [-0.5238, 10.2401], [-0.5325, 10.2538], [-0.5316, 10.2615], [-0.5343, 10.2671], [-0.5379, 10.2619], [-0.5411, 10.2614], [-0.5408, 10.2566], [-0.544, 10.2492], [-0.5467, 10.248], [-0.5455, 10.2413], [-0.5469, 10.2356], [-0.5461, 10.2339], [-0.5416, 10.2326], [-0.5411, 10.2257], [-0.5476, 10.2105], [-0.5582, 10.1967], [-0.5635, 10.1947], [-0.565, 10.1907], [-0.5664, 10.1913], [-0.5668, 10.1898], [-0.5727, 10.187], [-0.5768, 10.1819], [-0.5788, 10.182], [-0.5808, 10.1767], [-0.59, 10.1734], [-0.5954, 10.1657], [-0.5948, 10.163], [-0.5991, 10.1602], [-0.6029, 10.1611], [-0.6033, 10.1626], [-0.6256, 10.1655], [-0.6268, 10.1677], [-0.6245, 10.1729], [-0.632, 10.1759], [-0.6337, 10.1838], [-0.6418, 10.1864], [-0.6414, 10.1886], [-0.6435, 10.1901], [-0.6472, 10.1885], [-0.65, 10.1815], [-0.6527, 10.1807], [-0.654, 10.1882], [-0.6518, 10.1899], [-0.652, 10.1917], [-0.6541, 10.1928], [-0.6579, 10.192], [-0.6597, 10.1878], [-0.6673, 10.1795], [-0.6753, 10.1825], [-0.6814, 10.1809], [-0.6829, 10.1897], [-0.6859, 10.184], [-0.69, 10.1822], [-0.6928, 10.1848], [-0.6922, 10.1883], [-0.694, 10.1885], [-0.6994, 10.1798], [-0.7103, 10.1774], [-0.7119, 10.1814], [-0.7111, 10.1844], [-0.7182, 10.1789], [-0.718, 10.1761], [-0.7138, 10.1763], [-0.7123, 10.1749], [-0.7128, 10.172], [-0.7154, 10.1714], [-0.7116, 10.1629], [-0.7209, 10.1687], [-0.7255, 10.1681], [-0.7326, 10.1707], [-0.7372, 10.1672], [-0.7317, 10.1622], [-0.7334, 10.1599], [-0.7446, 10.1673], [-0.748, 10.1655], [-0.7473, 10.1615], [-0.7501, 10.1593], [-0.7581, 10.1605], [-0.764, 10.1651], [-0.7669, 10.159], [-0.7748, 10.1537], [-0.7782, 10.1568], [-0.7803, 10.1562], [-0.7803, 10.146], [-0.7834, 10.1419], [-0.7868, 10.1463], [-0.7843, 10.1495], [-0.7869, 10.1518], [-0.7926, 10.1491], [-0.7941, 10.1455], [-0.7979, 10.1482], [-0.7998, 10.1563], [-0.804, 10.1552], [-0.8164, 10.1311], [-0.8178, 10.1253], [-0.8205, 10.1261], [-0.8219, 10.1249], [-0.8219, 10.1216], [-0.82, 10.1198], [-0.8212, 10.1182], [-0.8269, 10.1188], [-0.8326, 10.1224], [-0.837, 10.1218], [-0.8385, 10.1255], [-0.8363, 10.1286], [-0.8372, 10.132], [-0.8456, 10.1317], [-0.8544, 10.1281], [-0.8559, 10.1244], [-0.8538, 10.1211], [-0.8491, 10.1184], [-0.8491, 10.1149], [-0.8565, 10.1117], [-0.8597, 10.1072], [-0.8576, 10.1064], [-0.8579, 10.1039], [-0.8666, 10.0985], [-0.8685, 10.0957], [-0.8603, 10.0893], [-0.8579, 10.0854], [-0.8697, 10.0761], [-0.8698, 10.0729], [-0.8672, 10.0684], [-0.8676, 10.0625], [-0.8636, 10.0615], [-0.8647, 10.0557], [-0.8716, 10.0549], [-0.878, 10.06], [-0.8818, 10.0597], [-0.8826, 10.052], [-0.8814, 10.0486], [-0.8881, 10.0522], [-0.8904, 10.0493], [-0.891, 10.0444], [-0.8861, 10.0354], [-0.8899, 10.034], [-0.8929, 10.0362], [-0.895, 10.0339], [-0.8966, 10.0244], [-0.8954, 10.0195], [-0.9012, 10.021], [-0.9049, 10.0251], [-0.9101, 10.0235], [-0.9121, 10.0124], [-0.9105, 10.011], [-0.9061, 10.0129], [-0.9125, 10.0095], [-0.9163, 10.0104], [-0.9173, 10.0134], [-0.9194, 10.0131], [-0.9215, 10.0083], [-0.9215, 10.0002], [-0.9262, 10.0028], [-0.9316, 10.0106], [-0.9378, 10.0115], [-0.9404, 10.0083], [-0.9391, 10.0015], [-0.943, 9.998], [-0.9395, 9.9926], [-0.9403, 9.99], [-0.9534, 9.9929], [-0.9623, 9.9906], [-0.9644, 9.9875], [-0.966, 9.9776], [-0.9706, 9.9714], [-0.9726, 9.9647], [-0.9704, 9.9563], [-0.9754, 9.9578], [-0.9807, 9.9629], [-0.9826, 9.9631], [-0.9848, 9.9607], [-0.9848, 9.9496], [-0.9809, 9.9444], [-0.9881, 9.9453], [-0.9921, 9.9435], [-0.9908, 9.9519], [-0.9933, 9.9562], [-1.0002, 9.9609], [-1.0022, 9.965], [-1.0015, 9.9704], [-0.9977, 9.9766], [-0.9902, 9.9805], [-0.9871, 9.9851], [-0.9915, 9.9918], [-0.9882, 9.996], [-0.9883, 10.0022], [-0.9933, 10.0068], [-1.0023, 10.0104], [-1.0027, 10.0185], [-1.0103, 10.0242], [-1.0112, 10.0262], [-1.0073, 10.0232], [-1.0127, 10.0281], [-1.0149, 10.0416], [-1.0262, 10.0601], [-1.0266, 10.0676], [-1.0241, 10.0745], [-1.0137, 10.0764], [-1.0108, 10.0783], [-1.0106, 10.0878], [-1.012, 10.0929], [-1.0168, 10.0988], [-1.0211, 10.1007], [-1.0319, 10.0979], [-1.0447, 10.1001], [-1.0516, 10.1035], [-1.0617, 10.1036], [-1.0701, 10.1059], [-1.0698, 10.1079], [-1.0611, 10.1125], [-1.0621, 10.1211], [-1.0889, 10.1222], [-1.0927, 10.1271], [-1.0937, 10.1366], [-1.0862, 10.1523], [-1.0795, 10.1567], [-1.0636, 10.1553], [-1.0579, 10.1576], [-1.0678, 10.1655], [-1.0722, 10.1734], [-1.0859, 10.179], [-1.0945, 10.1845], [-1.1025, 10.1864], [-1.1107, 10.1871], [-1.1235, 10.1507], [-1.1283, 10.1429], [-1.1313, 10.1412], [-1.1221, 10.1302], [-1.1262, 10.1154], [-1.1307, 10.1127], [-1.1362, 10.1147], [-1.1399, 10.1193], [-1.1647, 10.1073], [-1.2102, 10.0884], [-1.228, 10.0631], [-1.2414, 10.0355], [-1.2361, 10.0314], [-1.2376, 10.0264], [-1.2428, 10.027], [-1.244, 10.0305], [-1.2496, 10.031], [-1.2562, 10.0355], [-1.2611, 10.0347], [-1.2649, 10.0315], [-1.2763, 10.0316], [-1.2768, 10.0354], [-1.2795, 10.038], [-1.2839, 10.038], [-1.2877, 10.0355], [-1.3021, 10.0493], [-1.3031, 10.054], [-1.3063, 10.0544], [-1.3103, 10.0622], [-1.3089, 10.0636], [-1.3101, 10.066], [-1.3124, 10.0661], [-1.3141, 10.064], [-1.3225, 10.0659], [-1.355, 10.0797], [-1.3683, 10.089], [-1.3672, 10.0919], [-1.3696, 10.0946], [-1.3727, 10.0947], [-1.3749, 10.0915], [-1.3832, 10.0901], [-1.3937, 10.0909], [-1.4059, 10.0941], [-1.407, 10.0912], [-1.4095, 10.0916], [-1.4119, 10.0891], [-1.4368, 10.1034], [-1.4439, 10.1013], [-1.4575, 10.1037], [-1.4674, 10.1036], [-1.4724, 10.1004], [-1.4783, 10.0996], [-1.4814, 10.0967], [-1.4867, 10.0956], [-1.4897, 10.0925], [-1.4961, 10.0908], [-1.5053, 10.0833], [-1.5083, 10.0829], [-1.5159, 10.0868], [-1.5231, 10.0841], [-1.5283, 10.0799], [-1.5321, 10.0741], [-1.5383, 10.0714], [-1.5432, 10.0726], [-1.5463, 10.0705], [-1.5485, 10.0718], [-1.5489, 10.0824], [-1.5513, 10.0928], [-1.5574, 10.0978], [-1.5586, 10.0914], [-1.5663, 10.0921], [-1.5794, 10.0894], [-1.5796, 10.0852], [-1.582, 10.0811], [-1.5877, 10.0779], [-1.5867, 10.081]]]], "type": "MultiPolygon"}, "id": "7", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA8_2", "HASC_1": "NA", "ISO_1": "GH-NE", "NAME_1": "NorthEast", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.3735, 8.2146, 0.5666, 10.3427], "geometry": {"coordinates": [[[[0.1076, 8.4949], [0.1208, 8.4854], [0.105, 8.4756], [0.0949, 8.4716], [0.0816, 8.4608], [0.0907, 8.4454], [0.0929, 8.4275], [0.0924, 8.4191], [0.0865, 8.4032], [0.1047, 8.3901], [0.1248, 8.3828], [0.1334, 8.3861], [0.1491, 8.386], [0.1653, 8.3911], [0.2075, 8.4101], [0.223, 8.4071], [0.234, 8.3983], [0.2443, 8.3865], [0.245, 8.3673], [0.2428, 8.3541], [0.2353, 8.3438], [0.2275, 8.3422], [0.2035, 8.3413], [0.1903, 8.3334], [0.1858, 8.3264], [0.1852, 8.3227], [0.1884, 8.3152], [0.1966, 8.3017], [0.198, 8.2915], [0.1952, 8.2721], [0.1963, 8.2602], [0.1939, 8.2533], [0.1892, 8.2493], [0.1687, 8.2448], [0.1629, 8.2415], [0.1449, 8.2409], [0.1232, 8.2324], [0.1299, 8.2146], [0.1167, 8.2177], [0.1152, 8.2291], [0.1079, 8.2239], [0.1056, 8.2247], [0.105, 8.2273], [0.0959, 8.2303], [0.0872, 8.2243], [0.0848, 8.226], [0.0786, 8.2231], [0.0796, 8.2265], [0.0823, 8.2278], [0.0858, 8.233], [0.0889, 8.2315], [0.0943, 8.2328], [0.1021, 8.2358], [0.1044, 8.239], [0.1019, 8.2472], [0.0908, 8.2634], [0.0912, 8.2665], [0.082, 8.273], [0.0806, 8.28], [0.0732, 8.2833], [0.0601, 8.282], [0.0527, 8.2906], [0.0493, 8.2918], [0.0428, 8.2911], [0.0334, 8.296], [0.0184, 8.2986], [0.0106, 8.2976], [-0.0026, 8.3205], [-0.0163, 8.3248], [-0.0224, 8.3304], [-0.0242, 8.3287], [-0.0306, 8.3297], [-0.0367, 8.3332], [-0.0395, 8.3353], [-0.0408, 8.3398], [-0.0386, 8.3431], [-0.04, 8.349], [-0.048, 8.3521], [-0.05, 8.351], [-0.0585, 8.3524], [-0.0643, 8.3512], [-0.0676, 8.3484], [-0.0663, 8.345], [-0.0677, 8.3398], [-0.0843, 8.3373], [-0.0874, 8.3324], [-0.0921, 8.3341], [-0.0943, 8.3327], [-0.1, 8.334], [-0.1025, 8.3364], [-0.1103, 8.3359], [-0.1133, 8.3244], [-0.1141, 8.2973], [-0.1255, 8.2724], [-0.1427, 8.2721], [-0.1426, 8.2817], [-0.1469, 8.2898], [-0.1553, 8.2942], [-0.1582, 8.2977], [-0.1636, 8.3128], [-0.1695, 8.3173], [-0.1742, 8.3264], [-0.1784, 8.3295], [-0.1841, 8.3378], [-0.1851, 8.3539], [-0.1871, 8.358], [-0.19, 8.3571], [-0.1929, 8.3502], [-0.1961, 8.3477], [-0.2045, 8.3507], [-0.2102, 8.3506], [-0.2146, 8.341], [-0.2179, 8.3385], [-0.2317, 8.3394], [-0.238, 8.3429], [-0.2425, 8.341], [-0.2479, 8.3337], [-0.2606, 8.3369], [-0.2632, 8.3358], [-0.2675, 8.3261], [-0.2783, 8.3197], [-0.2857, 8.3219], [-0.3006, 8.3187], [-0.3075, 8.3204], [-0.3157, 8.3296], [-0.3212, 8.3317], [-0.3259, 8.3369], [-0.3255, 8.3421], [-0.3179, 8.3444], [-0.3066, 8.3581], [-0.299, 8.3529], [-0.2756, 8.3533], [-0.268, 8.3504], [-0.2591, 8.3494], [-0.253, 8.3517], [-0.2497, 8.3669], [-0.2493, 8.3803], [-0.2432, 8.3883], [-0.2381, 8.3989], [-0.2347, 8.4144], [-0.2263, 8.4271], [-0.2208, 8.44], [-0.2188, 8.4555], [-0.2227, 8.4555], [-0.2282, 8.4587], [-0.2335, 8.4574], [-0.2409, 8.4665], [-0.2428, 8.4727], [-0.2304, 8.4754], [-0.2239, 8.4727], [-0.222, 8.4752], [-0.2193, 8.475], [-0.2168, 8.4731], [-0.2175, 8.47], [-0.2129, 8.468], [-0.2121, 8.4833], [-0.2101, 8.4868], [-0.2075, 8.4868], [-0.2006, 8.4816], [-0.1971, 8.4816], [-0.1951, 8.4833], [-0.2082, 8.4946], [-0.2045, 8.4972], [-0.2005, 8.5154], [-0.2019, 8.5167], [-0.1994, 8.522], [-0.2012, 8.5245], [-0.2053, 8.5251], [-0.2065, 8.5268], [-0.2064, 8.5381], [-0.2042, 8.5428], [-0.1975, 8.5469], [-0.1967, 8.5521], [-0.2002, 8.5542], [-0.2147, 8.5527], [-0.2212, 8.5613], [-0.2227, 8.5705], [-0.2292, 8.5674], [-0.2347, 8.5721], [-0.2382, 8.5677], [-0.2373, 8.5621], [-0.239, 8.5592], [-0.2447, 8.558], [-0.2457, 8.556], [-0.2492, 8.5577], [-0.2552, 8.5549], [-0.2579, 8.5553], [-0.2602, 8.553], [-0.2601, 8.5466], [-0.2657, 8.5469], [-0.2696, 8.5421], [-0.2691, 8.5507], [-0.2745, 8.5568], [-0.2777, 8.5575], [-0.2823, 8.5534], [-0.2828, 8.5495], [-0.2868, 8.5496], [-0.287, 8.5464], [-0.2895, 8.5438], [-0.2973, 8.5415], [-0.2983, 8.544], [-0.2941, 8.5454], [-0.2937, 8.5479], [-0.2984, 8.5468], [-0.3044, 8.5349], [-0.3055, 8.5352], [-0.3056, 8.5386], [-0.3104, 8.539], [-0.3122, 8.5275], [-0.3145, 8.5294], [-0.3138, 8.5329], [-0.3167, 8.5328], [-0.3184, 8.5357], [-0.3225, 8.5315], [-0.333, 8.5336], [-0.3355, 8.5306], [-0.3367, 8.5386], [-0.3465, 8.551], [-0.3498, 8.56], [-0.3485, 8.5647], [-0.3447, 8.5659], [-0.3436, 8.5685], [-0.3464, 8.5703], [-0.3509, 8.5697], [-0.356, 8.5712], [-0.3637, 8.5815], [-0.3607, 8.5885], [-0.3578, 8.5902], [-0.3594, 8.5954], [-0.3576, 8.599], [-0.3623, 8.5988], [-0.3652, 8.5921], [-0.3715, 8.587], [-0.3734, 8.5876], [-0.3734, 8.598], [-0.378, 8.598], [-0.3794, 8.5928], [-0.383, 8.5923], [-0.391, 8.5953], [-0.3963, 8.593], [-0.3962, 8.5979], [-0.3974, 8.5985], [-0.3985, 8.5964], [-0.3996, 8.603], [-0.4024, 8.6044], [-0.4042, 8.604], [-0.404, 8.6016], [-0.4066, 8.6008], [-0.4075, 8.5978], [-0.4111, 8.599], [-0.4092, 8.6072], [-0.4124, 8.6101], [-0.4151, 8.6078], [-0.4172, 8.6138], [-0.415, 8.6142], [-0.4136, 8.6166], [-0.4152, 8.6197], [-0.4125, 8.6259], [-0.4192, 8.639], [-0.4199, 8.6437], [-0.4178, 8.646], [-0.4214, 8.6501], [-0.4233, 8.65], [-0.4304, 8.6432], [-0.4348, 8.6442], [-0.4363, 8.6499], [-0.4328, 8.6553], [-0.4327, 8.6588], [-0.4358, 8.6575], [-0.4394, 8.6594], [-0.4392, 8.6632], [-0.4405, 8.6641], [-0.4438, 8.662], [-0.4471, 8.6624], [-0.4537, 8.6756], [-0.4596, 8.6785], [-0.4598, 8.675], [-0.4637, 8.6745], [-0.4635, 8.6727], [-0.4699, 8.6718], [-0.4719, 8.679], [-0.4759, 8.6831], [-0.4819, 8.6816], [-0.4851, 8.6825], [-0.4868, 8.6876], [-0.4864, 8.6985], [-0.4849, 8.7015], [-0.4854, 8.703], [-0.4902, 8.7043], [-0.4906, 8.7114], [-0.4861, 8.7265], [-0.4756, 8.7337], [-0.4713, 8.7339], [-0.4629, 8.7243], [-0.4562, 8.7209], [-0.4483, 8.727], [-0.4481, 8.7295], [-0.4446, 8.7275], [-0.4438, 8.7248], [-0.4422, 8.7259], [-0.4356, 8.719], [-0.4309, 8.7165], [-0.4316, 8.7284], [-0.4132, 8.734], [-0.4084, 8.7318], [-0.4087, 8.7285], [-0.4108, 8.7296], [-0.4123, 8.7266], [-0.4117, 8.7222], [-0.4142, 8.7186], [-0.4124, 8.7081], [-0.4087, 8.7117], [-0.4076, 8.7155], [-0.4063, 8.7115], [-0.4075, 8.7084], [-0.4057, 8.7071], [-0.4022, 8.7107], [-0.3966, 8.713], [-0.3958, 8.7116], [-0.3868, 8.7114], [-0.3874, 8.7088], [-0.381, 8.7114], [-0.3838, 8.724], [-0.3764, 8.7245], [-0.3688, 8.7225], [-0.3691, 8.7256], [-0.3659, 8.7348], [-0.3699, 8.7398], [-0.3713, 8.7386], [-0.3734, 8.7402], [-0.3728, 8.7432], [-0.3683, 8.7429], [-0.3586, 8.7481], [-0.3537, 8.7544], [-0.3458, 8.7584], [-0.3438, 8.7549], [-0.3397, 8.7559], [-0.3363, 8.7527], [-0.3345, 8.7472], [-0.3323, 8.7468], [-0.3294, 8.7421], [-0.3249, 8.7469], [-0.3145, 8.7507], [-0.3144, 8.765], [-0.3084, 8.7674], [-0.3077, 8.7699], [-0.3097, 8.7729], [-0.3074, 8.7766], [-0.3094, 8.7856], [-0.3058, 8.7841], [-0.3046, 8.7871], [-0.3065, 8.7956], [-0.3032, 8.7948], [-0.3029, 8.7995], [-0.3004, 8.7988], [-0.3005, 8.8039], [-0.2971, 8.8059], [-0.2995, 8.8091], [-0.2952, 8.8103], [-0.2994, 8.8193], [-0.3049, 8.8188], [-0.308, 8.8205], [-0.3166, 8.8162], [-0.3211, 8.8193], [-0.3227, 8.8341], [-0.326, 8.837], [-0.3343, 8.837], [-0.3376, 8.8401], [-0.3384, 8.8453], [-0.3429, 8.8464], [-0.3425, 8.8505], [-0.3446, 8.8555], [-0.3434, 8.8567], [-0.3431, 8.8553], [-0.3411, 8.856], [-0.3389, 8.861], [-0.3416, 8.8631], [-0.3419, 8.861], [-0.3437, 8.8614], [-0.3429, 8.865], [-0.3402, 8.8673], [-0.3335, 8.8666], [-0.3305, 8.8589], [-0.3269, 8.8631], [-0.3104, 8.8583], [-0.3042, 8.8584], [-0.2997, 8.8608], [-0.2985, 8.8632], [-0.3001, 8.8649], [-0.2951, 8.8657], [-0.2963, 8.8706], [-0.3027, 8.8789], [-0.3034, 8.8829], [-0.302, 8.8857], [-0.2969, 8.8862], [-0.2952, 8.8887], [-0.291, 8.8855], [-0.288, 8.8882], [-0.2879, 8.8924], [-0.2795, 8.896], [-0.2795, 8.8993], [-0.2813, 8.898], [-0.282, 8.899], [-0.281, 8.9013], [-0.2744, 8.8997], [-0.2728, 8.9034], [-0.2683, 8.9007], [-0.2656, 8.9007], [-0.2641, 8.9026], [-0.2628, 8.8999], [-0.2543, 8.9013], [-0.252, 8.9032], [-0.253, 8.9047], [-0.2435, 8.9093], [-0.2486, 8.9174], [-0.243, 8.9202], [-0.2402, 8.918], [-0.2375, 8.9203], [-0.2406, 8.9219], [-0.2397, 8.9252], [-0.2421, 8.9308], [-0.2407, 8.9311], [-0.2365, 8.9401], [-0.2339, 8.9407], [-0.2336, 8.9363], [-0.2279, 8.9381], [-0.2263, 8.938], [-0.2254, 8.9354], [-0.222, 8.9358], [-0.2207, 8.9386], [-0.2176, 8.94], [-0.2184, 8.9422], [-0.2158, 8.9427], [-0.2132, 8.946], [-0.2075, 8.9474], [-0.2013, 8.9467], [-0.1987, 8.951], [-0.1979, 8.9539], [-0.1997, 8.9576], [-0.197, 8.9594], [-0.1959, 8.9637], [-0.1955, 8.9752], [-0.2028, 8.9984], [-0.2042, 8.9996], [-0.2051, 8.9976], [-0.206, 8.9986], [-0.204, 9.0047], [-0.2124, 9.012], [-0.2117, 9.0132], [-0.2094, 9.0124], [-0.211, 9.017], [-0.209, 9.0198], [-0.2088, 9.0272], [-0.2173, 9.0295], [-0.2184, 9.0328], [-0.2119, 9.0456], [-0.2131, 9.0515], [-0.204, 9.0628], [-0.2092, 9.0718], [-0.2112, 9.0728], [-0.213, 9.0789], [-0.2081, 9.0824], [-0.2103, 9.0861], [-0.2083, 9.0891], [-0.2093, 9.0941], [-0.206, 9.0956], [-0.2078, 9.1029], [-0.2026, 9.1089], [-0.2104, 9.1109], [-0.214, 9.1087], [-0.2156, 9.11], [-0.2182, 9.1085], [-0.219, 9.1115], [-0.2223, 9.1127], [-0.223, 9.1148], [-0.2216, 9.1168], [-0.2241, 9.119], [-0.2236, 9.1212], [-0.2254, 9.1206], [-0.2267, 9.1224], [-0.231, 9.1234], [-0.2372, 9.1179], [-0.2415, 9.1225], [-0.2425, 9.1209], [-0.2473, 9.123], [-0.247, 9.1251], [-0.2501, 9.1269], [-0.2501, 9.1293], [-0.253, 9.1291], [-0.2547, 9.1266], [-0.2585, 9.1264], [-0.261, 9.13], [-0.27, 9.1296], [-0.2717, 9.1331], [-0.282, 9.1378], [-0.2837, 9.1422], [-0.2819, 9.1453], [-0.2852, 9.146], [-0.2844, 9.147], [-0.2871, 9.1483], [-0.2848, 9.1502], [-0.2866, 9.1549], [-0.2903, 9.1549], [-0.2894, 9.16], [-0.2913, 9.1608], [-0.2909, 9.1628], [-0.2937, 9.1671], [-0.2943, 9.1766], [-0.2966, 9.1757], [-0.2974, 9.1775], [-0.3029, 9.1791], [-0.3028, 9.1804], [-0.3081, 9.1811], [-0.3093, 9.1866], [-0.3084, 9.1882], [-0.3104, 9.1888], [-0.3085, 9.1901], [-0.3106, 9.1919], [-0.3093, 9.1934], [-0.3173, 9.1972], [-0.324, 9.2093], [-0.3272, 9.2108], [-0.3319, 9.2097], [-0.3404, 9.2112], [-0.3429, 9.2142], [-0.3527, 9.2175], [-0.3586, 9.2234], [-0.3781, 9.228], [-0.3908, 9.2354], [-0.4196, 9.2225], [-0.4263, 9.2227], [-0.4303, 9.2247], [-0.4359, 9.231], [-0.4524, 9.2357], [-0.4631, 9.2429], [-0.4693, 9.2425], [-0.4747, 9.2476], [-0.4833, 9.2504], [-0.4896, 9.2495], [-0.5096, 9.2607], [-0.5119, 9.2651], [-0.5104, 9.2687], [-0.511, 9.274], [-0.5195, 9.2822], [-0.5255, 9.2815], [-0.5351, 9.2746], [-0.5401, 9.2755], [-0.5412, 9.2771], [-0.5437, 9.2751], [-0.5531, 9.2845], [-0.5603, 9.2849], [-0.5663, 9.2882], [-0.5801, 9.3164], [-0.5851, 9.3226], [-0.5944, 9.3287], [-0.5986, 9.3239], [-0.6046, 9.323], [-0.6047, 9.3208], [-0.6069, 9.3198], [-0.6066, 9.317], [-0.6101, 9.3158], [-0.6101, 9.3113], [-0.6136, 9.3134], [-0.6139, 9.3123], [-0.6172, 9.3125], [-0.6228, 9.3098], [-0.6227, 9.3082], [-0.6261, 9.3084], [-0.627, 9.307], [-0.6341, 9.3083], [-0.6364, 9.3104], [-0.6347, 9.3115], [-0.6358, 9.3141], [-0.6327, 9.3157], [-0.6351, 9.3188], [-0.6398, 9.3183], [-0.6446, 9.3155], [-0.6542, 9.3152], [-0.6574, 9.3183], [-0.6659, 9.3184], [-0.6677, 9.3196], [-0.6675, 9.3213], [-0.671, 9.3207], [-0.6841, 9.3255], [-0.6861, 9.3255], [-0.6868, 9.3234], [-0.6869, 9.3137], [-0.689, 9.3101], [-0.6984, 9.3176], [-0.7145, 9.3262], [-0.7178, 9.3136], [-0.7116, 9.306], [-0.7112, 9.3007], [-0.7143, 9.2959], [-0.7105, 9.2901], [-0.7059, 9.2895], [-0.6973, 9.285], [-0.6984, 9.2825], [-0.694, 9.2782], [-0.6971, 9.2784], [-0.6997, 9.2835], [-0.7022, 9.2832], [-0.7084, 9.2871], [-0.711, 9.2863], [-0.7164, 9.2889], [-0.7241, 9.2879], [-0.7273, 9.2914], [-0.7317, 9.2899], [-0.7367, 9.292], [-0.746, 9.2923], [-0.7477, 9.2941], [-0.7548, 9.2931], [-0.759, 9.2955], [-0.7644, 9.296], [-0.7749, 9.3029], [-0.7955, 9.3089], [-0.8059, 9.3189], [-0.8146, 9.3129], [-0.8228, 9.3116], [-0.8328, 9.2973], [-0.8424, 9.2996], [-0.8469, 9.2988], [-0.8484, 9.2967], [-0.8501, 9.3004], [-0.8491, 9.3043], [-0.8597, 9.3064], [-0.8699, 9.3063], [-0.8787, 9.302], [-0.8797, 9.2999], [-0.8827, 9.3093], [-0.8851, 9.3104], [-0.889, 9.3082], [-0.9044, 9.3056], [-0.9264, 9.2963], [-0.9305, 9.2988], [-0.9337, 9.2985], [-0.9362, 9.2963], [-0.9491, 9.298], [-0.9551, 9.3005], [-0.9605, 9.3053], [-0.9599, 9.3129], [-0.9629, 9.3243], [-0.9626, 9.3347], [-0.9691, 9.3342], [-0.9765, 9.3366], [-0.979, 9.3334], [-0.9887, 9.3289], [-0.996, 9.3289], [-1.0044, 9.323], [-1.009, 9.3172], [-1.0137, 9.3143], [-1.0196, 9.3133], [-1.0204, 9.3165], [-1.0136, 9.3297], [-1.0212, 9.3325], [-1.0248, 9.3374], [-1.031, 9.3416], [-1.0407, 9.3448], [-1.051, 9.3397], [-1.0509, 9.3369], [-1.0531, 9.3365], [-1.055, 9.3337], [-1.0535, 9.3332], [-1.0537, 9.3313], [-1.0578, 9.3279], [-1.0601, 9.3268], [-1.0621, 9.3281], [-1.0658, 9.3253], [-1.0664, 9.3279], [-1.0695, 9.3263], [-1.0744, 9.3265], [-1.0753, 9.3252], [-1.077, 9.3263], [-1.0768, 9.3235], [-1.0789, 9.3235], [-1.0797, 9.3215], [-1.0822, 9.3223], [-1.083, 9.3198], [-1.0899, 9.3191], [-1.0955, 9.3154], [-1.0958, 9.312], [-1.098, 9.3124], [-1.0995, 9.3092], [-1.1008, 9.3102], [-1.1063, 9.3082], [-1.1071, 9.3099], [-1.1059, 9.3109], [-1.1077, 9.3108], [-1.1075, 9.3126], [-1.1093, 9.3121], [-1.1092, 9.3144], [-1.1112, 9.3158], [-1.1134, 9.315], [-1.1167, 9.3175], [-1.1184, 9.3163], [-1.1204, 9.3184], [-1.1284, 9.3172], [-1.1302, 9.3199], [-1.1327, 9.3194], [-1.1321, 9.3175], [-1.1353, 9.3196], [-1.1392, 9.3172], [-1.142, 9.3192], [-1.1431, 9.3175], [-1.1454, 9.3204], [-1.1489, 9.3185], [-1.1553, 9.3195], [-1.1563, 9.3212], [-1.1572, 9.3184], [-1.1603, 9.3195], [-1.166, 9.3177], [-1.1652, 9.3212], [-1.1669, 9.3202], [-1.1699, 9.3212], [-1.1712, 9.3197], [-1.1721, 9.3212], [-1.1747, 9.3175], [-1.1788, 9.3157], [-1.1785, 9.3136], [-1.1826, 9.3124], [-1.1838, 9.3102], [-1.1849, 9.3098], [-1.1851, 9.3117], [-1.1868, 9.3102], [-1.1874, 9.3121], [-1.1899, 9.311], [-1.1899, 9.3094], [-1.1932, 9.3094], [-1.1934, 9.3076], [-1.1962, 9.3086], [-1.1968, 9.3038], [-1.2001, 9.3043], [-1.2, 9.306], [-1.2033, 9.3085], [-1.2041, 9.3052], [-1.2081, 9.3054], [-1.2092, 9.3034], [-1.2126, 9.3028], [-1.2116, 9.3002], [-1.2127, 9.2983], [-1.2159, 9.2989], [-1.224, 9.2956], [-1.2248, 9.2969], [-1.2278, 9.2962], [-1.2305, 9.2906], [-1.2345, 9.2905], [-1.2425, 9.2848], [-1.241, 9.2881], [-1.2421, 9.2903], [-1.2471, 9.2942], [-1.2465, 9.2953], [-1.25, 9.2997], [-1.2533, 9.3015], [-1.257, 9.3079], [-1.2575, 9.3104], [-1.2548, 9.3103], [-1.258, 9.3142], [-1.259, 9.3198], [-1.2681, 9.3272], [-1.2691, 9.3307], [-1.2681, 9.333], [-1.2608, 9.3314], [-1.2648, 9.342], [-1.2579, 9.3522], [-1.2546, 9.3529], [-1.2559, 9.3585], [-1.2581, 9.3607], [-1.2538, 9.3642], [-1.2545, 9.369], [-1.2511, 9.372], [-1.2493, 9.3818], [-1.2478, 9.3817], [-1.2459, 9.3859], [-1.2465, 9.397], [-1.2442, 9.4001], [-1.2431, 9.4194], [-1.2501, 9.4275], [-1.2813, 9.5099], [-1.2879, 9.5165], [-1.2954, 9.5193], [-1.3018, 9.5282], [-1.3117, 9.538], [-1.3115, 9.5434], [-1.3138, 9.5488], [-1.3404, 9.5745], [-1.3641, 9.5997], [-1.3659, 9.6038], [-1.3735, 9.6086], [-1.3726, 9.6128], [-1.3673, 9.6178], [-1.3557, 9.621], [-1.3468, 9.6269], [-1.3294, 9.6338], [-1.3281, 9.6364], [-1.3308, 9.6405], [-1.3302, 9.6439], [-1.3266, 9.6469], [-1.3174, 9.648], [-1.3146, 9.6533], [-1.321, 9.6546], [-1.3219, 9.6565], [-1.3227, 9.6553], [-1.3251, 9.6561], [-1.3223, 9.6591], [-1.3242, 9.6628], [-1.3214, 9.663], [-1.3191, 9.6671], [-1.3209, 9.6691], [-1.3192, 9.6711], [-1.3207, 9.6796], [-1.3196, 9.6843], [-1.3248, 9.6888], [-1.3253, 9.698], [-1.33, 9.6985], [-1.334, 9.7039], [-1.3387, 9.706], [-1.3399, 9.7143], [-1.3444, 9.7157], [-1.3462, 9.7236], [-1.35, 9.7295], [-1.3467, 9.7338], [-1.3467, 9.7373], [-1.3488, 9.7401], [-1.3473, 9.7423], [-1.3495, 9.746], [-1.3454, 9.7489], [-1.3458, 9.7543], [-1.3482, 9.7572], [-1.3508, 9.7661], [-1.3477, 9.7773], [-1.3502, 9.7831], [-1.3515, 9.7944], [-1.3478, 9.8055], [-1.3414, 9.8081], [-1.3277, 9.8079], [-1.3264, 9.8029], [-1.3228, 9.7998], [-1.3087, 9.8011], [-1.3138, 9.8065], [-1.3142, 9.8163], [-1.3076, 9.823], [-1.3093, 9.8178], [-1.305, 9.8112], [-1.2967, 9.809], [-1.2953, 9.8063], [-1.2853, 9.8017], [-1.2736, 9.802], [-1.2697, 9.8041], [-1.2694, 9.8071], [-1.2639, 9.8161], [-1.2632, 9.8243], [-1.2535, 9.8232], [-1.2383, 9.8285], [-1.2323, 9.8257], [-1.2282, 9.8175], [-1.2234, 9.8137], [-1.2181, 9.8124], [-1.2163, 9.8008], [-1.2131, 9.7984], [-1.2073, 9.7961], [-1.2026, 9.7971], [-1.1949, 9.796], [-1.1898, 9.8001], [-1.1867, 9.8003], [-1.1809, 9.7965], [-1.1774, 9.7911], [-1.1738, 9.7906], [-1.174, 9.7945], [-1.1721, 9.7981], [-1.1743, 9.8006], [-1.174, 9.8079], [-1.169, 9.8146], [-1.171, 9.8154], [-1.1706, 9.8181], [-1.1733, 9.8203], [-1.1726, 9.8245], [-1.1717, 9.8278], [-1.1682, 9.8291], [-1.1684, 9.8327], [-1.1639, 9.8373], [-1.1654, 9.8407], [-1.1618, 9.8455], [-1.1624, 9.8485], [-1.1613, 9.8493], [-1.1628, 9.8518], [-1.1608, 9.8532], [-1.1601, 9.8565], [-1.1603, 9.8628], [-1.1632, 9.868], [-1.1622, 9.8705], [-1.1639, 9.8739], [-1.1721, 9.8797], [-1.1767, 9.892], [-1.1803, 9.894], [-1.1822, 9.898], [-1.1763, 9.9233], [-1.1787, 9.9377], [-1.1785, 9.9496], [-1.1626, 9.9522], [-1.154, 9.9486], [-1.1349, 9.9339], [-1.1267, 9.9295], [-1.1219, 9.9292], [-1.12, 9.9272], [-1.1076, 9.9273], [-1.1094, 9.9314], [-1.1133, 9.9339], [-1.1148, 9.9408], [-1.1168, 9.9422], [-1.1171, 9.9469], [-1.1232, 9.9546], [-1.1244, 9.9595], [-1.1291, 9.9632], [-1.1357, 9.9636], [-1.1378, 9.9678], [-1.1399, 9.9679], [-1.1384, 9.9697], [-1.141, 9.9727], [-1.1421, 9.98], [-1.1564, 9.9773], [-1.1592, 9.9802], [-1.163, 9.9804], [-1.1699, 9.9866], [-1.1775, 9.9892], [-1.1803, 9.9919], [-1.1969, 9.994], [-1.2029, 9.9979], [-1.203, 10.0008], [-1.2086, 10.0054], [-1.227, 10.008], [-1.2343, 10.014], [-1.2393, 10.0228], [-1.2404, 10.0261], [-1.2368, 10.0274], [-1.2361, 10.0314], [-1.2414, 10.0355], [-1.228, 10.0631], [-1.2102, 10.0884], [-1.1647, 10.1073], [-1.1399, 10.1193], [-1.1362, 10.1147], [-1.1307, 10.1127], [-1.1262, 10.1154], [-1.1221, 10.1302], [-1.1313, 10.1412], [-1.1283, 10.1429], [-1.1235, 10.1507], [-1.1107, 10.1871], [-1.0945, 10.1845], [-1.0859, 10.179], [-1.0722, 10.1734], [-1.0678, 10.1655], [-1.0579, 10.1576], [-1.0636, 10.1553], [-1.0795, 10.1567], [-1.0862, 10.1523], [-1.0937, 10.1366], [-1.0927, 10.1271], [-1.0889, 10.1222], [-1.0621, 10.1211], [-1.0611, 10.1125], [-1.0698, 10.1079], [-1.0701, 10.1059], [-1.0617, 10.1036], [-1.0516, 10.1035], [-1.0447, 10.1001], [-1.0319, 10.0979], [-1.0211, 10.1007], [-1.0168, 10.0988], [-1.012, 10.0929], [-1.0106, 10.0878], [-1.0108, 10.0783], [-1.0137, 10.0764], [-1.0241, 10.0745], [-1.0266, 10.0676], [-1.0262, 10.0601], [-1.0149, 10.0416], [-1.0127, 10.0281], [-1.0073, 10.0232], [-1.0112, 10.0262], [-1.0103, 10.0242], [-1.0027, 10.0185], [-1.0023, 10.0104], [-0.9933, 10.0068], [-0.9883, 10.0022], [-0.9882, 9.996], [-0.9915, 9.9918], [-0.9871, 9.9851], [-0.9902, 9.9805], [-0.9977, 9.9766], [-1.0015, 9.9704], [-1.0022, 9.965], [-1.0002, 9.9609], [-0.9933, 9.9562], [-0.9908, 9.9519], [-0.9921, 9.9435], [-0.9881, 9.9453], [-0.9809, 9.9444], [-0.9848, 9.9496], [-0.9848, 9.9607], [-0.9826, 9.9631], [-0.9807, 9.9629], [-0.9754, 9.9578], [-0.9704, 9.9563], [-0.9726, 9.9647], [-0.9706, 9.9714], [-0.966, 9.9776], [-0.9644, 9.9875], [-0.9623, 9.9906], [-0.9534, 9.9929], [-0.9403, 9.99], [-0.9395, 9.9926], [-0.943, 9.998], [-0.9391, 10.0015], [-0.9404, 10.0083], [-0.9378, 10.0115], [-0.9316, 10.0106], [-0.9262, 10.0028], [-0.9215, 10.0002], [-0.9215, 10.0083], [-0.9194, 10.0131], [-0.9173, 10.0134], [-0.9163, 10.0104], [-0.9125, 10.0095], [-0.9061, 10.0129], [-0.9105, 10.011], [-0.9121, 10.0124], [-0.9101, 10.0235], [-0.9049, 10.0251], [-0.9012, 10.021], [-0.8954, 10.0195], [-0.8966, 10.0244], [-0.895, 10.0339], [-0.8929, 10.0362], [-0.8899, 10.034], [-0.8861, 10.0354], [-0.891, 10.0444], [-0.8904, 10.0493], [-0.8881, 10.0522], [-0.8814, 10.0486], [-0.8826, 10.052], [-0.8818, 10.0597], [-0.878, 10.06], [-0.8716, 10.0549], [-0.8647, 10.0557], [-0.8636, 10.0615], [-0.8676, 10.0625], [-0.8672, 10.0684], [-0.8698, 10.0729], [-0.8697, 10.0761], [-0.8579, 10.0854], [-0.8603, 10.0893], [-0.8685, 10.0957], [-0.8666, 10.0985], [-0.8579, 10.1039], [-0.8576, 10.1064], [-0.8597, 10.1072], [-0.8565, 10.1117], [-0.8491, 10.1149], [-0.8491, 10.1184], [-0.8538, 10.1211], [-0.8559, 10.1244], [-0.8544, 10.1281], [-0.8456, 10.1317], [-0.8372, 10.132], [-0.8363, 10.1286], [-0.8385, 10.1255], [-0.837, 10.1218], [-0.8326, 10.1224], [-0.8269, 10.1188], [-0.8212, 10.1182], [-0.82, 10.1198], [-0.8219, 10.1216], [-0.8219, 10.1249], [-0.8205, 10.1261], [-0.8178, 10.1253], [-0.8164, 10.1311], [-0.804, 10.1552], [-0.7998, 10.1563], [-0.7979, 10.1482], [-0.7941, 10.1455], [-0.7926, 10.1491], [-0.7869, 10.1518], [-0.7843, 10.1495], [-0.7868, 10.1463], [-0.7834, 10.1419], [-0.7803, 10.146], [-0.7803, 10.1562], [-0.7782, 10.1568], [-0.7748, 10.1537], [-0.7669, 10.159], [-0.764, 10.1651], [-0.7581, 10.1605], [-0.7501, 10.1593], [-0.7473, 10.1615], [-0.748, 10.1655], [-0.7446, 10.1673], [-0.7334, 10.1599], [-0.7317, 10.1622], [-0.7372, 10.1672], [-0.7326, 10.1707], [-0.7255, 10.1681], [-0.7209, 10.1687], [-0.7116, 10.1629], [-0.7154, 10.1714], [-0.7128, 10.172], [-0.7123, 10.1749], [-0.7138, 10.1763], [-0.718, 10.1761], [-0.7182, 10.1789], [-0.7111, 10.1844], [-0.7119, 10.1814], [-0.7103, 10.1774], [-0.6994, 10.1798], [-0.694, 10.1885], [-0.6922, 10.1883], [-0.6928, 10.1848], [-0.69, 10.1822], [-0.6859, 10.184], [-0.6829, 10.1897], [-0.6814, 10.1809], [-0.6753, 10.1825], [-0.6673, 10.1795], [-0.6597, 10.1878], [-0.6579, 10.192], [-0.6541, 10.1928], [-0.652, 10.1917], [-0.6518, 10.1899], [-0.654, 10.1882], [-0.6527, 10.1807], [-0.65, 10.1815], [-0.6472, 10.1885], [-0.6435, 10.1901], [-0.6414, 10.1886], [-0.6418, 10.1864], [-0.6337, 10.1838], [-0.632, 10.1759], [-0.6245, 10.1729], [-0.6268, 10.1677], [-0.6256, 10.1655], [-0.6033, 10.1626], [-0.6029, 10.1611], [-0.5991, 10.1602], [-0.5948, 10.163], [-0.5954, 10.1657], [-0.59, 10.1734], [-0.5808, 10.1767], [-0.5788, 10.182], [-0.5768, 10.1819], [-0.5727, 10.187], [-0.5668, 10.1898], [-0.5664, 10.1913], [-0.565, 10.1907], [-0.5635, 10.1947], [-0.5582, 10.1967], [-0.5476, 10.2105], [-0.5411, 10.2257], [-0.5416, 10.2326], [-0.5461, 10.2339], [-0.5469, 10.2356], [-0.5455, 10.2413], [-0.5467, 10.248], [-0.544, 10.2492], [-0.5408, 10.2566], [-0.5411, 10.2614], [-0.5379, 10.2619], [-0.5343, 10.2671], [-0.5316, 10.2615], [-0.5325, 10.2538], [-0.5238, 10.2401], [-0.5219, 10.234], [-0.5198, 10.2391], [-0.5194, 10.2459], [-0.514, 10.2482], [-0.5152, 10.2417], [-0.5123, 10.243], [-0.5133, 10.2401], [-0.5096, 10.2367], [-0.5029, 10.2406], [-0.499, 10.2374], [-0.4989, 10.2407], [-0.5068, 10.2455], [-0.5107, 10.2527], [-0.5099, 10.2554], [-0.5024, 10.2568], [-0.5013, 10.259], [-0.5032, 10.2654], [-0.5053, 10.2664], [-0.5052, 10.2707], [-0.5011, 10.27], [-0.4977, 10.2714], [-0.5003, 10.276], [-0.497, 10.2815], [-0.4983, 10.284], [-0.5015, 10.2847], [-0.5009, 10.2902], [-0.5056, 10.2924], [-0.5031, 10.2954], [-0.5048, 10.2983], [-0.5036, 10.3033], [-0.5053, 10.3049], [-0.5061, 10.3126], [-0.5044, 10.3179], [-0.4943, 10.326], [-0.4908, 10.3255], [-0.491, 10.3237], [-0.4888, 10.3226], [-0.484, 10.3275], [-0.4815, 10.3263], [-0.4695, 10.3136], [-0.4553, 10.3017], [-0.4406, 10.299], [-0.4275, 10.3019], [-0.3946, 10.2977], [-0.3859, 10.2979], [-0.3781, 10.2885], [-0.3717, 10.2751], [-0.3636, 10.268], [-0.3595, 10.2617], [-0.3567, 10.2629], [-0.3563, 10.266], [-0.3538, 10.268], [-0.3549, 10.2735], [-0.3528, 10.2751], [-0.3437, 10.2764], [-0.3388, 10.2804], [-0.3324, 10.2811], [-0.3331, 10.2822], [-0.3302, 10.2847], [-0.3233, 10.2842], [-0.3157, 10.2908], [-0.3099, 10.291], [-0.2955, 10.2914], [-0.2843, 10.2826], [-0.2717, 10.2795], [-0.2694, 10.2762], [-0.2611, 10.2781], [-0.2604, 10.2809], [-0.2557, 10.2853], [-0.2484, 10.2856], [-0.2453, 10.2883], [-0.2421, 10.2866], [-0.2383, 10.2878], [-0.2229, 10.2795], [-0.2158, 10.2733], [-0.2072, 10.2695], [-0.203, 10.2658], [-0.199, 10.2734], [-0.1953, 10.2767], [-0.1935, 10.2763], [-0.19, 10.2787], [-0.1831, 10.278], [-0.1815, 10.28], [-0.1789, 10.2777], [-0.1693, 10.2822], [-0.1669, 10.2825], [-0.1661, 10.2811], [-0.1657, 10.2832], [-0.1623, 10.2834], [-0.1572, 10.2879], [-0.1549, 10.2933], [-0.1539, 10.2924], [-0.1522, 10.2946], [-0.1493, 10.2952], [-0.1477, 10.294], [-0.1459, 10.2949], [-0.13, 10.2922], [-0.1183, 10.288], [-0.0936, 10.2695], [-0.0865, 10.2897], [-0.0882, 10.295], [-0.0726, 10.2952], [-0.0436, 10.283], [-0.0248, 10.2712], [-0.0262, 10.2788], [-0.0282, 10.28], [-0.0272, 10.2831], [-0.0301, 10.2892], [-0.0282, 10.2914], [-0.0296, 10.3008], [-0.0275, 10.3042], [-0.0286, 10.309], [-0.0257, 10.3144], [-0.0278, 10.3162], [-0.025, 10.3213], [-0.0214, 10.3226], [-0.019, 10.3286], [-0.013, 10.3306], [-0.008, 10.3286], [-0.0068, 10.3305], [0.0031, 10.3317], [0.007, 10.3301], [0.0094, 10.3321], [0.0182, 10.3338], [0.0209, 10.3318], [0.0235, 10.3333], [0.0243, 10.3323], [0.0292, 10.3387], [0.0334, 10.336], [0.0402, 10.3395], [0.0437, 10.339], [0.049, 10.3427], [0.0484, 10.3334], [0.054, 10.3184], [0.0581, 10.2939], [0.0678, 10.2931], [0.0737, 10.2951], [0.0774, 10.2884], [0.0821, 10.256], [0.09, 10.2498], [0.091, 10.2435], [0.0863, 10.2422], [0.0763, 10.2283], [0.0803, 10.2182], [0.0853, 10.2141], [0.0819, 10.2127], [0.0771, 10.2052], [0.066, 10.2009], [0.0645, 10.1963], [0.0653, 10.1886], [0.0618, 10.1844], [0.0609, 10.1801], [0.0642, 10.1721], [0.0662, 10.1718], [0.0685, 10.1744], [0.0732, 10.1716], [0.0735, 10.168], [0.0755, 10.1672], [0.0794, 10.1584], [0.0813, 10.1581], [0.0812, 10.1565], [0.0874, 10.151], [0.0913, 10.1521], [0.0914, 10.1495], [0.0952, 10.1451], [0.0943, 10.1437], [0.0972, 10.1421], [0.0965, 10.1401], [0.0978, 10.14], [0.0982, 10.1376], [0.1017, 10.137], [0.105, 10.1326], [0.1113, 10.131], [0.1113, 10.1289], [0.1089, 10.1266], [0.1098, 10.1247], [0.1059, 10.1187], [0.1087, 10.1162], [0.1071, 10.1157], [0.1089, 10.1143], [0.1086, 10.1095], [0.1111, 10.1099], [0.1123, 10.1083], [0.1106, 10.108], [0.1124, 10.1066], [0.1106, 10.1036], [0.1135, 10.0994], [0.1124, 10.095], [0.1149, 10.0942], [0.1183, 10.0826], [0.1172, 10.0786], [0.1159, 10.0791], [0.1133, 10.0766], [0.1133, 10.0705], [0.1157, 10.0626], [0.1182, 10.0617], [0.1186, 10.0569], [0.1172, 10.0536], [0.1188, 10.0541], [0.121, 10.0492], [0.1189, 10.0455], [0.1225, 10.0455], [0.1217, 10.0425], [0.1244, 10.0388], [0.1228, 10.037], [0.1224, 10.0324], [0.1245, 10.0285], [0.1204, 10.0248], [0.1195, 10.017], [0.1164, 10.0124], [0.1124, 10.0106], [0.1095, 10.0051], [0.1056, 10.0035], [0.1007, 10.0047], [0.0913, 10.0013], [0.0866, 10.0017], [0.0827, 9.9982], [0.069, 10.0019], [0.0637, 9.9997], [0.063, 9.994], [0.066, 9.9891], [0.0687, 9.9797], [0.0718, 9.9771], [0.0717, 9.9664], [0.0782, 9.9685], [0.085, 9.9651], [0.0933, 9.9712], [0.0972, 9.9707], [0.099, 9.9733], [0.1069, 9.9674], [0.1104, 9.9684], [0.1122, 9.9721], [0.1191, 9.9692], [0.1271, 9.9717], [0.1298, 9.9669], [0.1301, 9.9567], [0.1379, 9.966], [0.1394, 9.9715], [0.1482, 9.977], [0.1514, 9.9835], [0.1554, 9.9861], [0.1759, 9.9786], [0.1814, 9.9804], [0.1838, 9.9796], [0.1907, 9.9742], [0.1873, 9.968], [0.1897, 9.9665], [0.2005, 9.964], [0.2065, 9.9604], [0.2266, 9.9607], [0.2335, 9.9563], [0.2388, 9.9596], [0.2508, 9.9591], [0.2556, 9.9631], [0.2589, 9.9627], [0.2591, 9.9638], [0.2626, 9.9617], [0.2617, 9.9595], [0.263, 9.959], [0.2697, 9.9678], [0.2698, 9.9711], [0.2745, 9.972], [0.2765, 9.9741], [0.2901, 9.9738], [0.3037, 9.9772], [0.3046, 9.9754], [0.307, 9.9752], [0.3057, 9.972], [0.3097, 9.9652], [0.308, 9.9665], [0.3067, 9.9648], [0.311, 9.9599], [0.3245, 9.9631], [0.325, 9.944], [0.3469, 9.9385], [0.3487, 9.9403], [0.3472, 9.9454], [0.3483, 9.9485], [0.3497, 9.9487], [0.3535, 9.9476], [0.3584, 9.9422], [0.3626, 9.9405], [0.3657, 9.9322], [0.3606, 9.9303], [0.3558, 9.9238], [0.3512, 9.9009], [0.353, 9.8891], [0.3513, 9.8824], [0.3544, 9.8726], [0.3539, 9.8694], [0.3581, 9.8485], [0.3528, 9.8387], [0.3488, 9.8257], [0.3403, 9.8173], [0.3404, 9.8063], [0.3315, 9.7988], [0.3305, 9.7916], [0.3342, 9.7849], [0.3354, 9.7786], [0.332, 9.775], [0.327, 9.7751], [0.3254, 9.7736], [0.3298, 9.7649], [0.3299, 9.7588], [0.325, 9.7404], [0.3187, 9.7277], [0.3236, 9.7226], [0.3379, 9.7213], [0.3458, 9.7145], [0.3514, 9.693], [0.3506, 9.6759], [0.3529, 9.677], [0.3574, 9.675], [0.3585, 9.676], [0.3632, 9.6734], [0.3627, 9.6686], [0.3653, 9.6677], [0.3659, 9.6689], [0.3682, 9.6661], [0.3651, 9.6607], [0.367, 9.6601], [0.3676, 9.6558], [0.3701, 9.6557], [0.3691, 9.6522], [0.3721, 9.6526], [0.373, 9.6545], [0.3755, 9.6539], [0.375, 9.651], [0.377, 9.6504], [0.3756, 9.6471], [0.3768, 9.6435], [0.382, 9.6449], [0.3791, 9.6291], [0.3727, 9.6082], [0.38, 9.5976], [0.3827, 9.5907], [0.378, 9.5847], [0.3683, 9.5772], [0.3518, 9.5727], [0.3454, 9.5733], [0.3412, 9.5778], [0.3344, 9.5792], [0.3255, 9.5791], [0.3185, 9.5759], [0.3092, 9.5777], [0.2984, 9.5758], [0.2895, 9.5771], [0.2753, 9.5731], [0.2711, 9.5689], [0.2657, 9.5673], [0.2534, 9.5747], [0.2434, 9.5763], [0.2399, 9.5747], [0.2385, 9.5712], [0.239, 9.5627], [0.2346, 9.5481], [0.2363, 9.5357], [0.243, 9.524], [0.2552, 9.5188], [0.2704, 9.521], [0.2827, 9.525], [0.29, 9.5236], [0.306, 9.5153], [0.3095, 9.5113], [0.3106, 9.5052], [0.3079, 9.5017], [0.291, 9.4931], [0.2889, 9.4895], [0.2759, 9.4887], [0.2714, 9.4802], [0.267, 9.4789], [0.2543, 9.4782], [0.2347, 9.4881], [0.2294, 9.4875], [0.2267, 9.4784], [0.2284, 9.4638], [0.2468, 9.4436], [0.2469, 9.4383], [0.259, 9.4342], [0.2602, 9.4328], [0.2589, 9.4307], [0.2612, 9.4285], [0.2661, 9.4291], [0.2656, 9.4305], [0.2699, 9.4316], [0.269, 9.4284], [0.2723, 9.4293], [0.2735, 9.4274], [0.2759, 9.4274], [0.2769, 9.4306], [0.278, 9.4291], [0.2847, 9.4298], [0.2866, 9.4326], [0.2874, 9.4305], [0.289, 9.4345], [0.2901, 9.4332], [0.2923, 9.4354], [0.2978, 9.437], [0.2993, 9.4361], [0.3008, 9.4388], [0.3048, 9.4384], [0.3045, 9.4413], [0.3127, 9.4463], [0.3201, 9.4462], [0.3222, 9.4491], [0.327, 9.4468], [0.3302, 9.4499], [0.3315, 9.4483], [0.3338, 9.4525], [0.3348, 9.4511], [0.3376, 9.4519], [0.3412, 9.4582], [0.3425, 9.4654], [0.3441, 9.4661], [0.3479, 9.4778], [0.3481, 9.4816], [0.3448, 9.4842], [0.3437, 9.4883], [0.3505, 9.4904], [0.3504, 9.493], [0.3551, 9.494], [0.3596, 9.4992], [0.3766, 9.4932], [0.3842, 9.4917], [0.386, 9.4938], [0.3895, 9.4916], [0.3965, 9.4936], [0.3976, 9.4926], [0.399, 9.4945], [0.4003, 9.4932], [0.4018, 9.4954], [0.4077, 9.4941], [0.4085, 9.4971], [0.4114, 9.4971], [0.4122, 9.5], [0.4138, 9.4992], [0.4156, 9.5025], [0.4175, 9.5018], [0.4176, 9.5001], [0.4279, 9.4999], [0.43, 9.498], [0.4464, 9.5014], [0.4517, 9.4984], [0.4568, 9.498], [0.4586, 9.4965], [0.4589, 9.4935], [0.4623, 9.4944], [0.4615, 9.4933], [0.4635, 9.4902], [0.4657, 9.4917], [0.4677, 9.4894], [0.4744, 9.4904], [0.4792, 9.4862], [0.4806, 9.4875], [0.4818, 9.4852], [0.4891, 9.4868], [0.4924, 9.4823], [0.4942, 9.4822], [0.4937, 9.4811], [0.4973, 9.4798], [0.4976, 9.4777], [0.5031, 9.4753], [0.5036, 9.4739], [0.5007, 9.4721], [0.5033, 9.4693], [0.5027, 9.4681], [0.5046, 9.4689], [0.5057, 9.4675], [0.504, 9.458], [0.4983, 9.4558], [0.4977, 9.4529], [0.4951, 9.4519], [0.4972, 9.4486], [0.4958, 9.4458], [0.5003, 9.4432], [0.4988, 9.4426], [0.5006, 9.4374], [0.5024, 9.4371], [0.5038, 9.44], [0.5059, 9.439], [0.5056, 9.4377], [0.508, 9.4381], [0.5087, 9.4361], [0.5118, 9.4384], [0.5142, 9.4376], [0.5196, 9.4397], [0.5237, 9.4364], [0.5232, 9.4332], [0.5245, 9.4316], [0.5273, 9.4304], [0.5322, 9.4311], [0.5317, 9.429], [0.5333, 9.4281], [0.5361, 9.4292], [0.5385, 9.4254], [0.5469, 9.4238], [0.5488, 9.422], [0.5533, 9.4238], [0.5555, 9.4223], [0.5575, 9.4104], [0.5625, 9.4092], [0.5666, 9.4056], [0.5631, 9.3545], [0.5528, 9.3457], [0.5577, 9.3307], [0.563, 9.3245], [0.5637, 9.3173], [0.5598, 9.3057], [0.5397, 9.3063], [0.5374, 9.3018], [0.5406, 9.3012], [0.5159, 9.2728], [0.508, 9.2546], [0.5153, 9.2372], [0.5175, 9.2351], [0.5189, 9.2293], [0.5277, 9.2203], [0.5391, 9.2135], [0.5272, 9.1977], [0.5252, 9.1973], [0.5249, 9.195], [0.5219, 9.1934], [0.522, 9.188], [0.5184, 9.18], [0.5164, 9.179], [0.514, 9.1726], [0.5145, 9.1688], [0.5118, 9.1641], [0.5047, 9.1604], [0.503, 9.1539], [0.5009, 9.1533], [0.5007, 9.1547], [0.4981, 9.1544], [0.4959, 9.1561], [0.4911, 9.154], [0.4889, 9.1507], [0.4879, 9.1516], [0.4819, 9.1485], [0.481, 9.1456], [0.4791, 9.1463], [0.4769, 9.1443], [0.4811, 9.1408], [0.4802, 9.1371], [0.4817, 9.1364], [0.4816, 9.1319], [0.4853, 9.1233], [0.4834, 9.1179], [0.4873, 9.1113], [0.4852, 9.1069], [0.4846, 9.1009], [0.4859, 9.0987], [0.4785, 9.0992], [0.4594, 9.0724], [0.4643, 9.072], [0.4626, 9.0553], [0.4563, 9.0551], [0.4555, 9.0356], [0.4631, 9.0341], [0.4627, 9.0295], [0.4651, 9.023], [0.4704, 9.0192], [0.4698, 9.0076], [0.4942, 8.9573], [0.5074, 8.9494], [0.5098, 8.945], [0.5093, 8.9425], [0.5147, 8.9354], [0.5127, 8.9296], [0.5142, 8.926], [0.5094, 8.9207], [0.5102, 8.9189], [0.5089, 8.9179], [0.5127, 8.9141], [0.5123, 8.9026], [0.5153, 8.9015], [0.5151, 8.8984], [0.5181, 8.8961], [0.5201, 8.8903], [0.5222, 8.8898], [0.5224, 8.8839], [0.5252, 8.8829], [0.5276, 8.8778], [0.5256, 8.8748], [0.5246, 8.8761], [0.5202, 8.8723], [0.5172, 8.8642], [0.5215, 8.8589], [0.5197, 8.8532], [0.5089, 8.8555], [0.5073, 8.8474], [0.5035, 8.8472], [0.4962, 8.8401], [0.4971, 8.8346], [0.5015, 8.8291], [0.4969, 8.8276], [0.4954, 8.8205], [0.5002, 8.8143], [0.4909, 8.8003], [0.4811, 8.7982], [0.4724, 8.7997], [0.4707, 8.798], [0.4705, 8.7935], [0.4687, 8.7921], [0.4634, 8.801], [0.4592, 8.8021], [0.4587, 8.8106], [0.4478, 8.8108], [0.4431, 8.802], [0.4324, 8.7991], [0.4302, 8.7961], [0.4297, 8.7921], [0.431, 8.7906], [0.437, 8.7945], [0.4394, 8.7932], [0.4412, 8.7891], [0.4399, 8.7856], [0.438, 8.7841], [0.4341, 8.7849], [0.4256, 8.7799], [0.4233, 8.782], [0.4241, 8.7897], [0.4172, 8.7924], [0.4029, 8.7938], [0.3978, 8.7902], [0.3939, 8.7932], [0.3965, 8.7954], [0.3939, 8.796], [0.3918, 8.7955], [0.389, 8.791], [0.3844, 8.7911], [0.3818, 8.7934], [0.3801, 8.7926], [0.38, 8.7845], [0.382, 8.778], [0.3789, 8.7718], [0.3893, 8.7618], [0.3963, 8.7615], [0.3966, 8.7571], [0.3992, 8.7617], [0.4011, 8.7567], [0.3968, 8.7538], [0.3813, 8.7532], [0.3744, 8.7548], [0.3847, 8.745], [0.3827, 8.7393], [0.375, 8.7357], [0.3529, 8.742], [0.35, 8.7404], [0.3463, 8.7409], [0.3464, 8.7386], [0.3524, 8.7332], [0.3547, 8.7279], [0.3595, 8.7257], [0.36, 8.7205], [0.3582, 8.7186], [0.3435, 8.7186], [0.343, 8.7277], [0.3414, 8.7293], [0.3329, 8.7306], [0.3241, 8.7283], [0.3212, 8.7326], [0.3146, 8.7345], [0.3079, 8.7286], [0.3007, 8.7262], [0.2979, 8.7351], [0.2979, 8.7425], [0.2927, 8.7412], [0.2922, 8.7329], [0.2871, 8.7335], [0.2845, 8.7251], [0.2813, 8.7241], [0.2697, 8.7312], [0.2679, 8.7342], [0.2698, 8.74], [0.2628, 8.741], [0.2587, 8.7469], [0.254, 8.7472], [0.249, 8.7444], [0.2463, 8.7408], [0.244, 8.7408], [0.2415, 8.7428], [0.2392, 8.7511], [0.2316, 8.7534], [0.2209, 8.7497], [0.2159, 8.7551], [0.2143, 8.755], [0.2043, 8.7505], [0.1996, 8.7443], [0.1907, 8.744], [0.187, 8.7471], [0.188, 8.7418], [0.186, 8.7406], [0.1805, 8.7459], [0.1819, 8.7589], [0.1802, 8.7631], [0.1712, 8.7644], [0.17, 8.7678], [0.1745, 8.7695], [0.1745, 8.771], [0.17, 8.7749], [0.1672, 8.7735], [0.1657, 8.7694], [0.1654, 8.7561], [0.1819, 8.722], [0.1813, 8.7128], [0.1789, 8.7075], [0.1683, 8.7014], [0.1389, 8.6692], [0.1359, 8.6535], [0.1377, 8.6414], [0.1469, 8.6296], [0.154, 8.6231], [0.1699, 8.6158], [0.1724, 8.6107], [0.1723, 8.6004], [0.1695, 8.5941], [0.1506, 8.5883], [0.1454, 8.5896], [0.1394, 8.5976], [0.1293, 8.605], [0.1134, 8.5977], [0.1099, 8.5938], [0.102, 8.5733], [0.0981, 8.5669], [0.0949, 8.552], [0.0866, 8.5378], [0.0826, 8.5274], [0.084, 8.5225], [0.0894, 8.5172], [0.0939, 8.5017], [0.1076, 8.4949]], [[0.3703, 9.6182], [0.37, 9.6187], [0.3696, 9.6191], [0.3703, 9.6182]], [[0.3713, 9.6132], [0.3715, 9.6127], [0.371, 9.6154], [0.3713, 9.6134], [0.3713, 9.6132]]]], "type": "MultiPolygon"}, "id": "8", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA9_2", "HASC_1": "NA", "ISO_1": "GH-NP", "NAME_1": "Northern", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-0.3908, 7.0892, 0.7313, 8.7748], "geometry": {"coordinates": [[[[0.5204, 7.5118], [0.5215, 7.5044], [0.5241, 7.5027], [0.5231, 7.4936], [0.5284, 7.4914], [0.5259, 7.4873], [0.5295, 7.4862], [0.526, 7.4829], [0.5273, 7.4804], [0.5299, 7.4811], [0.5248, 7.4747], [0.5213, 7.474], [0.5196, 7.4703], [0.5209, 7.4683], [0.5233, 7.4686], [0.5217, 7.4647], [0.525, 7.4636], [0.5191, 7.4614], [0.5197, 7.4597], [0.5224, 7.4592], [0.5204, 7.4553], [0.5223, 7.4547], [0.5273, 7.4583], [0.5321, 7.4572], [0.531, 7.4549], [0.5335, 7.4531], [0.5317, 7.4519], [0.5339, 7.4498], [0.5323, 7.4482], [0.5308, 7.4491], [0.5306, 7.4473], [0.5342, 7.4472], [0.5321, 7.4434], [0.5349, 7.4413], [0.5342, 7.439], [0.5374, 7.4347], [0.538, 7.4305], [0.5359, 7.4263], [0.5383, 7.4255], [0.5387, 7.422], [0.5412, 7.4215], [0.5424, 7.4229], [0.5436, 7.4217], [0.5453, 7.415], [0.5499, 7.4118], [0.5531, 7.4052], [0.5617, 7.3986], [0.5665, 7.3992], [0.5731, 7.3947], [0.5986, 7.4002], [0.6012, 7.4078], [0.6061, 7.4057], [0.6103, 7.4102], [0.6152, 7.4105], [0.6196, 7.4133], [0.6253, 7.4112], [0.6293, 7.4041], [0.6414, 7.4018], [0.6447, 7.3979], [0.6452, 7.3855], [0.6482, 7.379], [0.6432, 7.375], [0.6493, 7.3542], [0.6536, 7.3317], [0.6589, 7.3166], [0.6575, 7.3094], [0.6502, 7.2912], [0.6463, 7.2906], [0.6432, 7.2797], [0.6442, 7.263], [0.6191, 7.2642], [0.6063, 7.2665], [0.5836, 7.2781], [0.5809, 7.2855], [0.5827, 7.2859], [0.5808, 7.2886], [0.5741, 7.2878], [0.574, 7.2846], [0.5761, 7.2853], [0.5771, 7.2841], [0.5733, 7.281], [0.5717, 7.2676], [0.5678, 7.2667], [0.5629, 7.2682], [0.5639, 7.2664], [0.5628, 7.2671], [0.5637, 7.2659], [0.561, 7.2646], [0.5609, 7.2596], [0.557, 7.2538], [0.553, 7.2534], [0.5527, 7.2474], [0.549, 7.2465], [0.5477, 7.2424], [0.5486, 7.2389], [0.544, 7.2385], [0.5409, 7.2332], [0.5427, 7.2251], [0.5357, 7.22], [0.5303, 7.2212], [0.5193, 7.2205], [0.5212, 7.2347], [0.5171, 7.2397], [0.5336, 7.2473], [0.5334, 7.2544], [0.537, 7.2563], [0.5396, 7.2703], [0.5417, 7.2714], [0.5405, 7.2955], [0.5348, 7.2999], [0.5348, 7.3047], [0.5272, 7.303], [0.5225, 7.2976], [0.5141, 7.3011], [0.5051, 7.3009], [0.5042, 7.2988], [0.4983, 7.2973], [0.4914, 7.2901], [0.4837, 7.2931], [0.4678, 7.2916], [0.4652, 7.2897], [0.4486, 7.2977], [0.452, 7.2848], [0.4454, 7.2816], [0.4484, 7.2771], [0.4453, 7.2783], [0.441, 7.2774], [0.4397, 7.2806], [0.4353, 7.2846], [0.4271, 7.2809], [0.4155, 7.2661], [0.3916, 7.2266], [0.3712, 7.1542], [0.3692, 7.1535], [0.3674, 7.1474], [0.3637, 7.1455], [0.3575, 7.1316], [0.3502, 7.1265], [0.3416, 7.1273], [0.3386, 7.1306], [0.3369, 7.1255], [0.3398, 7.1158], [0.3359, 7.1128], [0.3327, 7.1023], [0.3281, 7.0973], [0.3292, 7.0959], [0.3285, 7.0892], [0.3158, 7.0959], [0.2245, 7.0994], [0.2308, 7.1069], [0.2426, 7.127], [0.2437, 7.1371], [0.2425, 7.1486], [0.2352, 7.1671], [0.2162, 7.174], [0.1823, 7.1797], [0.1826, 7.1932], [0.192, 7.219], [0.204, 7.2754], [0.215, 7.31], [0.2084, 7.3509], [0.1986, 7.368], [0.1789, 7.381], [0.1727, 7.3805], [0.1505, 7.3909], [0.1365, 7.4023], [0.1241, 7.4064], [0.0998, 7.4256], [0.091, 7.4293], [0.0832, 7.4484], [0.0771, 7.4821], [0.043, 7.539], [0.0094, 7.5784], [-0.0143, 7.6261], [-0.0168, 7.6483], [-0.0152, 7.684], [0.0025, 7.7176], [0.0041, 7.7424], [-0.0145, 7.7569], [-0.0264, 7.7569], [-0.0425, 7.7544], [-0.0586, 7.7487], [-0.0773, 7.7472], [-0.1001, 7.7504], [-0.111, 7.7602], [-0.1264, 7.7882], [-0.1306, 7.7996], [-0.1362, 7.8249], [-0.1454, 7.903], [-0.1417, 7.9351], [-0.1365, 7.9397], [-0.1349, 7.9485], [-0.1411, 7.9584], [-0.1738, 7.9574], [-0.1702, 7.9698], [-0.1442, 8.0055], [-0.1415, 8.0179], [-0.1529, 8.0313], [-0.1732, 8.0246], [-0.2147, 8.0309], [-0.2406, 8.0496], [-0.2488, 8.077], [-0.2949, 8.1173], [-0.3193, 8.1304], [-0.3539, 8.1438], [-0.3847, 8.1528], [-0.3653, 8.1633], [-0.3541, 8.1662], [-0.3516, 8.1725], [-0.3563, 8.1781], [-0.3586, 8.1857], [-0.3519, 8.1927], [-0.3486, 8.2017], [-0.3592, 8.2026], [-0.3685, 8.201], [-0.3808, 8.1954], [-0.3849, 8.195], [-0.3897, 8.1987], [-0.3908, 8.2109], [-0.3875, 8.2241], [-0.3695, 8.2309], [-0.3602, 8.2309], [-0.351, 8.2285], [-0.3315, 8.2266], [-0.3193, 8.2268], [-0.3063, 8.2327], [-0.2919, 8.2427], [-0.2807, 8.2455], [-0.2748, 8.2295], [-0.2696, 8.2225], [-0.2594, 8.2163], [-0.2501, 8.2154], [-0.2378, 8.2179], [-0.2326, 8.213], [-0.2243, 8.2128], [-0.2189, 8.2179], [-0.1986, 8.2193], [-0.1976, 8.2245], [-0.1885, 8.2317], [-0.181, 8.2319], [-0.1778, 8.2279], [-0.1731, 8.2289], [-0.1686, 8.2314], [-0.1655, 8.2382], [-0.1699, 8.2506], [-0.1694, 8.2535], [-0.1629, 8.2555], [-0.1598, 8.2601], [-0.1507, 8.2648], [-0.1457, 8.2723], [-0.1242, 8.273], [-0.1141, 8.2973], [-0.1133, 8.3244], [-0.1103, 8.3359], [-0.1025, 8.3364], [-0.1, 8.334], [-0.0943, 8.3327], [-0.0921, 8.3341], [-0.0874, 8.3324], [-0.0843, 8.3373], [-0.0677, 8.3398], [-0.0663, 8.345], [-0.0674, 8.3487], [-0.0643, 8.3512], [-0.0585, 8.3524], [-0.0503, 8.351], [-0.0482, 8.3522], [-0.0403, 8.3496], [-0.0386, 8.3431], [-0.0408, 8.3398], [-0.0395, 8.3353], [-0.0367, 8.3332], [-0.0306, 8.3297], [-0.0242, 8.3287], [-0.0224, 8.3304], [-0.0163, 8.3248], [-0.0026, 8.3205], [0.0106, 8.2976], [0.0184, 8.2986], [0.0274, 8.2974], [0.0334, 8.296], [0.0428, 8.2911], [0.0501, 8.2916], [0.0548, 8.2892], [0.0601, 8.282], [0.0732, 8.2833], [0.0789, 8.2817], [0.0806, 8.28], [0.082, 8.273], [0.0912, 8.2665], [0.0908, 8.2634], [0.1019, 8.2472], [0.1044, 8.239], [0.1021, 8.2358], [0.0943, 8.2328], [0.0889, 8.2315], [0.0858, 8.233], [0.0823, 8.2278], [0.0796, 8.2265], [0.0795, 8.2225], [0.0848, 8.226], [0.0872, 8.2243], [0.0959, 8.2303], [0.105, 8.2273], [0.1056, 8.2247], [0.1079, 8.2239], [0.1152, 8.2291], [0.1167, 8.2177], [0.1299, 8.2146], [0.1232, 8.2324], [0.1449, 8.2409], [0.1629, 8.2415], [0.1687, 8.2448], [0.1892, 8.2493], [0.1939, 8.2533], [0.1963, 8.2602], [0.1952, 8.2721], [0.198, 8.2915], [0.1966, 8.3017], [0.1884, 8.3152], [0.1852, 8.3227], [0.1858, 8.3264], [0.1903, 8.3334], [0.2035, 8.3413], [0.2275, 8.3422], [0.2353, 8.3438], [0.2428, 8.3541], [0.245, 8.3673], [0.2443, 8.3865], [0.234, 8.3983], [0.223, 8.4071], [0.2075, 8.4101], [0.1653, 8.3911], [0.1491, 8.386], [0.1334, 8.3861], [0.1248, 8.3828], [0.1047, 8.3901], [0.0865, 8.4032], [0.0924, 8.4191], [0.0929, 8.4275], [0.0907, 8.4454], [0.0816, 8.4608], [0.0949, 8.4716], [0.105, 8.4756], [0.1208, 8.4854], [0.1123, 8.4927], [0.0939, 8.5017], [0.0894, 8.5172], [0.084, 8.5225], [0.0827, 8.5266], [0.0866, 8.5378], [0.0949, 8.552], [0.0981, 8.5669], [0.102, 8.5733], [0.1099, 8.5938], [0.1134, 8.5977], [0.1293, 8.605], [0.1394, 8.5976], [0.1454, 8.5896], [0.1506, 8.5883], [0.1695, 8.5941], [0.1723, 8.6004], [0.1724, 8.6107], [0.1699, 8.6158], [0.154, 8.6231], [0.1469, 8.6296], [0.1377, 8.6414], [0.1359, 8.6535], [0.1389, 8.6692], [0.1683, 8.7014], [0.1782, 8.707], [0.1807, 8.7107], [0.182, 8.7217], [0.1654, 8.7561], [0.1657, 8.7694], [0.1672, 8.7735], [0.1693, 8.7748], [0.1724, 8.7737], [0.1747, 8.7706], [0.17, 8.7678], [0.1709, 8.7647], [0.1789, 8.7641], [0.1809, 8.7618], [0.1819, 8.7561], [0.1805, 8.7459], [0.1856, 8.7408], [0.188, 8.7418], [0.187, 8.7471], [0.1907, 8.744], [0.1996, 8.7443], [0.2043, 8.7505], [0.2143, 8.755], [0.2159, 8.7551], [0.2209, 8.7497], [0.2316, 8.7534], [0.2392, 8.7511], [0.2415, 8.7428], [0.244, 8.7408], [0.2463, 8.7408], [0.249, 8.7444], [0.254, 8.7472], [0.2587, 8.7469], [0.2628, 8.741], [0.2698, 8.74], [0.2679, 8.7342], [0.2697, 8.7312], [0.2818, 8.724], [0.2845, 8.7251], [0.2869, 8.7333], [0.2922, 8.7329], [0.2927, 8.7412], [0.2979, 8.7425], [0.2979, 8.7351], [0.3007, 8.7262], [0.3079, 8.7286], [0.3146, 8.7345], [0.3212, 8.7326], [0.3241, 8.7283], [0.3329, 8.7306], [0.3414, 8.7293], [0.343, 8.7277], [0.3435, 8.7186], [0.3582, 8.7186], [0.36, 8.7205], [0.3595, 8.7257], [0.3547, 8.7279], [0.3524, 8.7332], [0.3464, 8.7386], [0.3463, 8.7409], [0.35, 8.7404], [0.3529, 8.742], [0.3743, 8.7357], [0.3835, 8.7406], [0.4717, 8.5997], [0.4801, 8.5938], [0.4792, 8.5966], [0.482, 8.5986], [0.4833, 8.5971], [0.4918, 8.5975], [0.4958, 8.5936], [0.4979, 8.5838], [0.5007, 8.5814], [0.5015, 8.5782], [0.4996, 8.5742], [0.5011, 8.5733], [0.5022, 8.5751], [0.508, 8.5731], [0.514, 8.5652], [0.5243, 8.5662], [0.5296, 8.57], [0.5345, 8.5668], [0.5358, 8.5612], [0.5424, 8.556], [0.5482, 8.5533], [0.5538, 8.5535], [0.5564, 8.55], [0.5601, 8.5499], [0.5646, 8.5447], [0.5654, 8.5386], [0.5711, 8.5329], [0.5717, 8.526], [0.5753, 8.5285], [0.5843, 8.5286], [0.585, 8.5248], [0.587, 8.5241], [0.591, 8.5167], [0.6018, 8.5181], [0.6053, 8.5151], [0.6118, 8.5127], [0.6212, 8.5121], [0.6296, 8.5078], [0.6261, 8.5027], [0.6299, 8.4965], [0.6397, 8.4978], [0.6453, 8.4938], [0.6474, 8.4895], [0.6459, 8.4867], [0.645, 8.4753], [0.6489, 8.472], [0.649, 8.4679], [0.6514, 8.4644], [0.6509, 8.4606], [0.6558, 8.4554], [0.6558, 8.4529], [0.652, 8.4518], [0.6515, 8.4483], [0.6537, 8.4429], [0.6522, 8.4403], [0.6535, 8.4358], [0.6516, 8.4351], [0.6516, 8.4334], [0.6521, 8.4296], [0.6541, 8.4287], [0.652, 8.428], [0.6532, 8.4252], [0.6518, 8.422], [0.6542, 8.42], [0.6605, 8.4204], [0.6714, 8.4168], [0.675, 8.4121], [0.6791, 8.4098], [0.686, 8.4112], [0.6883, 8.4054], [0.692, 8.4038], [0.6961, 8.4043], [0.6934, 8.4001], [0.6952, 8.3983], [0.6933, 8.3949], [0.7055, 8.3945], [0.7059, 8.3929], [0.6989, 8.3888], [0.7095, 8.385], [0.708, 8.3839], [0.7112, 8.3794], [0.7084, 8.3775], [0.7121, 8.3767], [0.7082, 8.3722], [0.71, 8.3716], [0.709, 8.3679], [0.7116, 8.3665], [0.7094, 8.3632], [0.711, 8.3601], [0.7095, 8.3587], [0.7104, 8.3565], [0.7124, 8.356], [0.7103, 8.3546], [0.7101, 8.3519], [0.7135, 8.3499], [0.7144, 8.3515], [0.7201, 8.3494], [0.7171, 8.3451], [0.7176, 8.3433], [0.7227, 8.3448], [0.7282, 8.3436], [0.7294, 8.3411], [0.7269, 8.3368], [0.7294, 8.3331], [0.729, 8.3281], [0.7305, 8.3242], [0.7277, 8.3225], [0.7294, 8.3222], [0.7304, 8.3173], [0.7288, 8.3161], [0.731, 8.3154], [0.7293, 8.3101], [0.7313, 8.2943], [0.7298, 8.2915], [0.731, 8.2887], [0.7274, 8.2859], [0.7264, 8.2815], [0.6887, 8.2818], [0.6829, 8.2796], [0.6814, 8.2766], [0.6832, 8.2746], [0.6819, 8.2662], [0.6735, 8.259], [0.6666, 8.2606], [0.6476, 8.2594], [0.6389, 8.2606], [0.6366, 8.2549], [0.6383, 8.2524], [0.6383, 8.2451], [0.6339, 8.2442], [0.6246, 8.2358], [0.6264, 8.2311], [0.6254, 8.2249], [0.6189, 8.2196], [0.6191, 8.2151], [0.613, 8.2143], [0.6106, 8.2162], [0.6087, 8.214], [0.6039, 8.2139], [0.59, 8.2077], [0.5898, 8.195], [0.6009, 8.1859], [0.6032, 8.1814], [0.6069, 8.181], [0.6133, 8.1842], [0.6139, 8.1801], [0.6111, 8.1743], [0.607, 8.1723], [0.6095, 8.1672], [0.6113, 8.1541], [0.6069, 8.1388], [0.5921, 8.139], [0.5914, 8.1363], [0.5943, 8.1274], [0.5916, 8.1162], [0.5919, 8.1032], [0.5894, 8.102], [0.5872, 8.1032], [0.585, 8.0933], [0.5898, 8.08], [0.5927, 8.0606], [0.5948, 8.0604], [0.5973, 8.0627], [0.5988, 8.0583], [0.5989, 8.0529], [0.596, 8.0487], [0.5979, 8.0447], [0.5941, 8.0399], [0.5986, 8.0306], [0.5986, 8.027], [0.6017, 8.0256], [0.6096, 8.0271], [0.614, 8.0211], [0.6133, 8.0194], [0.6187, 8.016], [0.6214, 8.0165], [0.6221, 8.0145], [0.6225, 8.0078], [0.6126, 8.0057], [0.6146, 8.0006], [0.6136, 7.9971], [0.6155, 7.9957], [0.6173, 7.9862], [0.6149, 7.9811], [0.6169, 7.9789], [0.6162, 7.9723], [0.6183, 7.97], [0.6172, 7.965], [0.6207, 7.966], [0.6206, 7.9638], [0.6237, 7.9625], [0.624, 7.9576], [0.6213, 7.9525], [0.6238, 7.9496], [0.6223, 7.9466], [0.6243, 7.945], [0.6219, 7.9415], [0.623, 7.9393], [0.6213, 7.9363], [0.6272, 7.9319], [0.6266, 7.9253], [0.6313, 7.9193], [0.627, 7.9172], [0.6323, 7.9146], [0.6278, 7.909], [0.6281, 7.9018], [0.6198, 7.9005], [0.6239, 7.8839], [0.622, 7.878], [0.6233, 7.8714], [0.6274, 7.8682], [0.6262, 7.8504], [0.624, 7.8423], [0.6209, 7.8418], [0.6198, 7.8375], [0.6218, 7.8358], [0.6196, 7.8316], [0.6199, 7.8228], [0.6174, 7.8067], [0.6178, 7.8031], [0.6214, 7.7995], [0.6171, 7.7962], [0.6236, 7.7941], [0.6295, 7.7945], [0.6295, 7.7919], [0.6269, 7.7886], [0.6297, 7.7851], [0.631, 7.7686], [0.6275, 7.7651], [0.6191, 7.7643], [0.6199, 7.7575], [0.6131, 7.7566], [0.6114, 7.7528], [0.6169, 7.7449], [0.6164, 7.7388], [0.6235, 7.7141], [0.6301, 7.7062], [0.627, 7.7041], [0.6196, 7.7032], [0.6088, 7.7109], [0.599, 7.7089], [0.5907, 7.703], [0.5865, 7.6709], [0.5828, 7.6569], [0.5848, 7.6311], [0.5869, 7.6285], [0.586, 7.6239], [0.5585, 7.6123], [0.5535, 7.6071], [0.5436, 7.6081], [0.5366, 7.6046], [0.5358, 7.6016], [0.5309, 7.5973], [0.5184, 7.5923], [0.5202, 7.59], [0.5273, 7.5894], [0.529, 7.5842], [0.5214, 7.5201], [0.519, 7.5134], [0.5204, 7.5118]], [[0.6227, 7.9017], [0.6222, 7.9015], [0.624, 7.9012], [0.6227, 7.9017]]]], "type": "MultiPolygon"}, "id": "9", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA10_2", "HASC_1": "NA", "ISO_1": "GH-OT", "NAME_1": "Oti", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.7835, 7.9924, -0.1422, 10.1037], "geometry": {"coordinates": [[[[-1.274, 8.2902], [-1.2765, 8.2938], [-1.2759, 8.298], [-1.2778, 8.3001], [-1.2765, 8.3005], [-1.2772, 8.3029], [-1.2759, 8.3043], [-1.2803, 8.3089], [-1.2749, 8.3114], [-1.2762, 8.3154], [-1.2748, 8.3174], [-1.2771, 8.3183], [-1.2766, 8.3228], [-1.2777, 8.3234], [-1.2752, 8.3254], [-1.2759, 8.3288], [-1.2735, 8.3307], [-1.2733, 8.3348], [-1.2657, 8.3402], [-1.2626, 8.3442], [-1.2638, 8.3473], [-1.2618, 8.3514], [-1.2586, 8.3525], [-1.2569, 8.3592], [-1.2606, 8.3622], [-1.2595, 8.3649], [-1.262, 8.3683], [-1.2602, 8.3692], [-1.2602, 8.3723], [-1.2554, 8.3727], [-1.2556, 8.3767], [-1.2533, 8.377], [-1.254, 8.3785], [-1.2527, 8.3792], [-1.2552, 8.3815], [-1.2532, 8.3847], [-1.2554, 8.3859], [-1.2561, 8.3888], [-1.2547, 8.3899], [-1.2576, 8.392], [-1.2566, 8.3955], [-1.258, 8.3983], [-1.2558, 8.4029], [-1.2582, 8.4057], [-1.2597, 8.4048], [-1.26, 8.4074], [-1.2563, 8.41], [-1.2581, 8.4115], [-1.256, 8.4124], [-1.2581, 8.4138], [-1.2563, 8.4152], [-1.2576, 8.4164], [-1.2539, 8.4182], [-1.256, 8.421], [-1.2543, 8.4214], [-1.2537, 8.424], [-1.2553, 8.426], [-1.2544, 8.4272], [-1.2609, 8.4291], [-1.263, 8.4345], [-1.2612, 8.4353], [-1.2606, 8.4432], [-1.2574, 8.4492], [-1.2585, 8.4548], [-1.2575, 8.4543], [-1.253, 8.4594], [-1.2534, 8.4606], [-1.2497, 8.4605], [-1.2454, 8.464], [-1.2428, 8.4673], [-1.2447, 8.4701], [-1.2436, 8.4691], [-1.2371, 8.4713], [-1.2318, 8.4705], [-1.2317, 8.4751], [-1.2294, 8.477], [-1.2214, 8.4774], [-1.2198, 8.4836], [-1.2211, 8.4888], [-1.2183, 8.4912], [-1.2149, 8.4923], [-1.2145, 8.4912], [-1.2109, 8.4942], [-1.2064, 8.4933], [-1.2037, 8.4951], [-1.2004, 8.4949], [-1.1988, 8.4931], [-1.1946, 8.494], [-1.1954, 8.4955], [-1.1929, 8.4968], [-1.1919, 8.5021], [-1.193, 8.5078], [-1.1964, 8.5104], [-1.1959, 8.5115], [-1.1928, 8.5124], [-1.1906, 8.5107], [-1.1896, 8.5117], [-1.1879, 8.5102], [-1.1825, 8.5106], [-1.1828, 8.5131], [-1.1807, 8.5139], [-1.1793, 8.5178], [-1.1744, 8.5169], [-1.1746, 8.5097], [-1.1732, 8.5074], [-1.1685, 8.5084], [-1.1672, 8.5118], [-1.1644, 8.5125], [-1.165, 8.5232], [-1.1723, 8.5286], [-1.1707, 8.5314], [-1.1721, 8.5353], [-1.1701, 8.5368], [-1.1693, 8.5355], [-1.1659, 8.536], [-1.1651, 8.5378], [-1.1613, 8.5356], [-1.1548, 8.5425], [-1.1538, 8.5482], [-1.146, 8.5585], [-1.1415, 8.5765], [-1.146, 8.5913], [-1.1466, 8.6254], [-1.1505, 8.6333], [-1.1488, 8.6398], [-1.1449, 8.6461], [-1.1473, 8.6557], [-1.1445, 8.6774], [-1.1605, 8.6789], [-1.1859, 8.6782], [-1.1978, 8.67], [-1.2095, 8.6679], [-1.2296, 8.6747], [-1.2646, 8.6916], [-1.288, 8.7203], [-1.3027, 8.72], [-1.3093, 8.7218], [-1.3212, 8.7303], [-1.3289, 8.7379], [-1.3409, 8.7447], [-1.356, 8.7591], [-1.3665, 8.7622], [-1.3763, 8.7675], [-1.4117, 8.7742], [-1.4486, 8.7657], [-1.4748, 8.7653], [-1.4848, 8.7595], [-1.4938, 8.7484], [-1.4993, 8.7384], [-1.5042, 8.7114], [-1.5066, 8.708], [-1.5108, 8.6917], [-1.5315, 8.681], [-1.5529, 8.6755], [-1.5742, 8.6778], [-1.584, 8.6765], [-1.6119, 8.677], [-1.6297, 8.681], [-1.6463, 8.6929], [-1.6546, 8.6958], [-1.6584, 8.6954], [-1.6793, 8.6839], [-1.6837, 8.6735], [-1.6823, 8.6633], [-1.6837, 8.6565], [-1.6863, 8.6506], [-1.6932, 8.6438], [-1.7334, 8.6264], [-1.7441, 8.6268], [-1.7552, 8.6301], [-1.7736, 8.6441], [-1.7889, 8.6524], [-1.8164, 8.6619], [-1.8436, 8.6603], [-1.8609, 8.649], [-1.8682, 8.6413], [-1.8718, 8.6347], [-1.8738, 8.6257], [-1.8896, 8.5856], [-1.8929, 8.5561], [-1.8968, 8.5528], [-1.8952, 8.5516], [-1.8958, 8.5466], [-1.8987, 8.5403], [-1.8968, 8.5384], [-1.8956, 8.5238], [-1.8831, 8.4802], [-1.8864, 8.4645], [-1.8932, 8.4548], [-1.9043, 8.4478], [-1.9098, 8.4385], [-1.9095, 8.4185], [-1.9075, 8.4072], [-1.9081, 8.3976], [-1.8834, 8.3476], [-1.8709, 8.334], [-1.8562, 8.3295], [-1.8456, 8.3293], [-1.83, 8.3332], [-1.8163, 8.3393], [-1.8029, 8.3394], [-1.7909, 8.3367], [-1.7818, 8.3285], [-1.7699, 8.3227], [-1.7666, 8.3097], [-1.748, 8.2792], [-1.7466, 8.2705], [-1.7477, 8.2615], [-1.7566, 8.2484], [-1.7637, 8.243], [-1.7728, 8.2315], [-1.7856, 8.2262], [-1.7997, 8.2262], [-1.8131, 8.2368], [-1.8371, 8.2505], [-1.8684, 8.2594], [-1.8951, 8.2616], [-1.908, 8.2469], [-1.9136, 8.2296], [-1.9241, 8.2164], [-1.9298, 8.2128], [-1.933, 8.2076], [-1.9334, 8.2013], [-1.945, 8.1832], [-1.9617, 8.1689], [-1.9798, 8.1658], [-1.9927, 8.1593], [-2.0054, 8.1557], [-2.0244, 8.1561], [-2.03, 8.1552], [-2.0309, 8.1527], [-2.0424, 8.1478], [-2.0536, 8.1481], [-2.0647, 8.1461], [-2.0838, 8.1535], [-2.1068, 8.1574], [-2.1179, 8.157], [-2.1211, 8.1533], [-2.1216, 8.1497], [-2.1284, 8.1478], [-2.1357, 8.1518], [-2.1401, 8.1585], [-2.1501, 8.1659], [-2.1536, 8.1714], [-2.1616, 8.1731], [-2.165, 8.1831], [-2.1642, 8.1916], [-2.1679, 8.2114], [-2.1759, 8.2182], [-2.1915, 8.2219], [-2.2051, 8.2318], [-2.213, 8.2415], [-2.2095, 8.2442], [-2.209, 8.2489], [-2.2134, 8.2572], [-2.2189, 8.2614], [-2.2258, 8.2615], [-2.2297, 8.2634], [-2.2352, 8.2763], [-2.2403, 8.2815], [-2.2525, 8.2768], [-2.2755, 8.2931], [-2.2834, 8.2944], [-2.2887, 8.2973], [-2.2871, 8.302], [-2.2856, 8.3193], [-2.2953, 8.3269], [-2.2973, 8.3433], [-2.305, 8.3548], [-2.3008, 8.3627], [-2.3023, 8.3669], [-2.2978, 8.3807], [-2.2988, 8.3834], [-2.3002, 8.3857], [-2.3077, 8.3897], [-2.3096, 8.4007], [-2.3182, 8.4117], [-2.3253, 8.4174], [-2.3266, 8.4255], [-2.3286, 8.427], [-2.3314, 8.4363], [-2.3315, 8.4411], [-2.3371, 8.4543], [-2.3503, 8.4597], [-2.3549, 8.4646], [-2.3555, 8.4693], [-2.3647, 8.4739], [-2.3663, 8.4764], [-2.3697, 8.4875], [-2.3708, 8.5003], [-2.3684, 8.5009], [-2.3668, 8.5077], [-2.3585, 8.5173], [-2.358, 8.5216], [-2.3634, 8.5298], [-2.3673, 8.5403], [-2.3712, 8.5393], [-2.3775, 8.5488], [-2.3849, 8.5549], [-2.3958, 8.5581], [-2.3986, 8.5571], [-2.4023, 8.5643], [-2.4097, 8.5666], [-2.4144, 8.5731], [-2.4193, 8.5934], [-2.4169, 8.6018], [-2.4165, 8.6095], [-2.4179, 8.6128], [-2.4306, 8.621], [-2.4324, 8.6243], [-2.4422, 8.63], [-2.4475, 8.6404], [-2.4551, 8.6482], [-2.4643, 8.6518], [-2.4744, 8.6651], [-2.4792, 8.6759], [-2.4846, 8.68], [-2.4883, 8.6858], [-2.4896, 8.6973], [-2.4994, 8.7184], [-2.513, 8.73], [-2.5256, 8.7325], [-2.5356, 8.7393], [-2.5363, 8.7459], [-2.5395, 8.7497], [-2.5396, 8.7571], [-2.543, 8.7615], [-2.5447, 8.7607], [-2.5498, 8.7624], [-2.5697, 8.7724], [-2.5854, 8.7865], [-2.5901, 8.7871], [-2.591, 8.785], [-2.5937, 8.7883], [-2.605, 8.7885], [-2.6159, 8.7868], [-2.6289, 8.7942], [-2.627, 8.7995], [-2.6213, 8.8076], [-2.598, 8.8224], [-2.5963, 8.8307], [-2.601, 8.8407], [-2.6004, 8.8429], [-2.6072, 8.8477], [-2.6175, 8.8699], [-2.6229, 8.8779], [-2.6213, 8.8916], [-2.6159, 8.9115], [-2.6182, 8.9221], [-2.627, 8.9297], [-2.6448, 8.936], [-2.6513, 8.944], [-2.6578, 8.9837], [-2.6541, 9.0074], [-2.6597, 9.0069], [-2.6634, 9.0153], [-2.6722, 9.0202], [-2.6862, 9.0185], [-2.6886, 9.016], [-2.6887, 9.0188], [-2.6942, 9.0191], [-2.7018, 9.0153], [-2.7035, 9.0162], [-2.7024, 9.0196], [-2.7057, 9.0209], [-2.7155, 9.0174], [-2.72, 9.0121], [-2.7195, 9.0176], [-2.7135, 9.0228], [-2.7166, 9.0253], [-2.7275, 9.0273], [-2.7605, 9.0256], [-2.7721, 9.0327], [-2.7736, 9.0448], [-2.7792, 9.0518], [-2.7794, 9.0504], [-2.7808, 9.0507], [-2.7799, 9.0526], [-2.7812, 9.055], [-2.782, 9.0531], [-2.7825, 9.054], [-2.7835, 9.0609], [-2.7819, 9.0649], [-2.769, 9.0789], [-2.7656, 9.0879], [-2.7677, 9.1131], [-2.7711, 9.1148], [-2.7676, 9.1149], [-2.7686, 9.1204], [-2.7724, 9.1275], [-2.7746, 9.1373], [-2.7791, 9.1373], [-2.7746, 9.1377], [-2.7741, 9.1424], [-2.7719, 9.1455], [-2.7636, 9.151], [-2.7486, 9.1552], [-2.7503, 9.1579], [-2.7472, 9.1557], [-2.7429, 9.1561], [-2.7369, 9.1595], [-2.7323, 9.1654], [-2.7226, 9.1865], [-2.7211, 9.1932], [-2.7223, 9.1926], [-2.7228, 9.1958], [-2.7255, 9.1958], [-2.7236, 9.197], [-2.7242, 9.2002], [-2.7204, 9.195], [-2.718, 9.2015], [-2.7188, 9.2028], [-2.7168, 9.2034], [-2.7161, 9.2067], [-2.7137, 9.2081], [-2.7143, 9.2095], [-2.6979, 9.218], [-2.6921, 9.2262], [-2.6619, 9.2401], [-2.6566, 9.2556], [-2.6767, 9.2803], [-2.6849, 9.287], [-2.6932, 9.2844], [-2.7011, 9.2857], [-2.7106, 9.2912], [-2.7175, 9.3001], [-2.7182, 9.3066], [-2.7213, 9.3129], [-2.7214, 9.3255], [-2.7195, 9.3347], [-2.7112, 9.3389], [-2.7031, 9.3393], [-2.6946, 9.3512], [-2.6811, 9.3613], [-2.6773, 9.3687], [-2.6736, 9.3874], [-2.6779, 9.4095], [-2.6862, 9.4241], [-2.6886, 9.4325], [-2.6901, 9.4524], [-2.6845, 9.4745], [-2.6847, 9.4874], [-2.6937, 9.5038], [-2.7005, 9.5108], [-2.708, 9.5157], [-2.7138, 9.5239], [-2.7215, 9.5275], [-2.731, 9.5295], [-2.7469, 9.5464], [-2.7554, 9.5499], [-2.7622, 9.5576], [-2.7711, 9.5751], [-2.7696, 9.5794], [-2.771, 9.5827], [-2.7711, 9.6013], [-2.7642, 9.6065], [-2.7621, 9.6177], [-2.7545, 9.6246], [-2.7521, 9.63], [-2.7473, 9.6317], [-2.7452, 9.6415], [-2.739, 9.6422], [-2.7384, 9.6436], [-2.7318, 9.6435], [-2.7305, 9.6391], [-2.7265, 9.6349], [-2.7193, 9.6323], [-2.7071, 9.6339], [-2.6984, 9.6298], [-2.6851, 9.633], [-2.6805, 9.6316], [-2.6719, 9.6343], [-2.6649, 9.6392], [-2.6609, 9.639], [-2.6502, 9.6435], [-2.6379, 9.6439], [-2.6278, 9.6469], [-2.6003, 9.6593], [-2.5384, 9.6779], [-2.5215, 9.6867], [-2.5149, 9.6938], [-2.5076, 9.72], [-2.5096, 9.7394], [-2.5089, 9.7458], [-2.4211, 9.7724], [-2.0969, 9.8137], [-2.0945, 9.8113], [-2.0912, 9.7898], [-2.0864, 9.7855], [-2.0625, 9.7812], [-2.0588, 9.7821], [-2.0422, 9.7797], [-2.0289, 9.7831], [-2.0248, 9.786], [-2.0178, 9.7945], [-2.0087, 9.8152], [-2.0034, 9.8222], [-1.9868, 9.8251], [-1.8865, 9.8237], [-1.8314, 9.821], [-1.7844, 9.8216], [-1.7422, 9.82], [-1.7198, 9.8203], [-1.7107, 9.8219], [-1.7066, 9.8252], [-1.703, 9.8416], [-1.6967, 9.8711], [-1.6992, 9.8801], [-1.6963, 9.8872], [-1.6966, 9.8911], [-1.7013, 9.8954], [-1.7034, 9.8954], [-1.7071, 9.8999], [-1.7062, 9.9027], [-1.7074, 9.9032], [-1.7041, 9.9093], [-1.7061, 9.9144], [-1.7046, 9.9236], [-1.7081, 9.9272], [-1.714, 9.9296], [-1.7161, 9.94], [-1.7144, 9.9429], [-1.7067, 9.9458], [-1.709, 9.9501], [-1.708, 9.9571], [-1.7119, 9.9603], [-1.7075, 9.9647], [-1.7126, 9.9702], [-1.71, 9.9813], [-1.7159, 9.9895], [-1.7186, 9.9983], [-1.7177, 10.0043], [-1.7142, 10.0128], [-1.7017, 10.0138], [-1.7016, 10.0219], [-1.6974, 10.0254], [-1.695, 10.0234], [-1.6947, 10.031], [-1.6908, 10.0358], [-1.686, 10.0387], [-1.6736, 10.0253], [-1.6673, 10.0356], [-1.6672, 10.0451], [-1.6555, 10.0428], [-1.646, 10.038], [-1.64, 10.0387], [-1.6349, 10.0426], [-1.6293, 10.0499], [-1.6291, 10.0529], [-1.6418, 10.0577], [-1.6553, 10.072], [-1.655, 10.0746], [-1.6436, 10.0751], [-1.6321, 10.0795], [-1.6264, 10.0791], [-1.6232, 10.0711], [-1.6131, 10.0691], [-1.5836, 10.08], [-1.58, 10.0842], [-1.5794, 10.0894], [-1.5663, 10.0921], [-1.5586, 10.0914], [-1.5574, 10.0978], [-1.5513, 10.0928], [-1.5489, 10.0824], [-1.5491, 10.0736], [-1.5463, 10.0705], [-1.5432, 10.0726], [-1.5389, 10.0713], [-1.5327, 10.0737], [-1.5252, 10.083], [-1.5174, 10.0866], [-1.5083, 10.0829], [-1.5053, 10.0833], [-1.4961, 10.0908], [-1.4897, 10.0925], [-1.4867, 10.0956], [-1.4814, 10.0967], [-1.4783, 10.0996], [-1.4724, 10.1004], [-1.4674, 10.1036], [-1.4575, 10.1037], [-1.4439, 10.1013], [-1.4368, 10.1034], [-1.4119, 10.0891], [-1.4095, 10.0916], [-1.407, 10.0912], [-1.4059, 10.0941], [-1.3937, 10.0909], [-1.3832, 10.0901], [-1.3749, 10.0915], [-1.3727, 10.0947], [-1.3696, 10.0946], [-1.3672, 10.0919], [-1.3683, 10.089], [-1.355, 10.0797], [-1.3225, 10.0659], [-1.3141, 10.064], [-1.3124, 10.0661], [-1.3101, 10.066], [-1.3089, 10.0636], [-1.3103, 10.0622], [-1.3063, 10.0544], [-1.3031, 10.054], [-1.3021, 10.0493], [-1.2877, 10.0355], [-1.2839, 10.038], [-1.2795, 10.038], [-1.2768, 10.0354], [-1.2763, 10.0316], [-1.2649, 10.0315], [-1.2611, 10.0347], [-1.2562, 10.0355], [-1.2496, 10.031], [-1.244, 10.0305], [-1.2428, 10.027], [-1.2397, 10.0254], [-1.2343, 10.014], [-1.227, 10.008], [-1.2086, 10.0054], [-1.203, 10.0008], [-1.2029, 9.9979], [-1.1969, 9.994], [-1.1803, 9.9919], [-1.1775, 9.9892], [-1.1699, 9.9866], [-1.163, 9.9804], [-1.1592, 9.9802], [-1.1564, 9.9773], [-1.1421, 9.98], [-1.141, 9.9727], [-1.1384, 9.9697], [-1.1399, 9.9679], [-1.1378, 9.9678], [-1.1357, 9.9636], [-1.1291, 9.9632], [-1.1244, 9.9595], [-1.1232, 9.9546], [-1.1171, 9.9469], [-1.1168, 9.9422], [-1.1148, 9.9408], [-1.1133, 9.9339], [-1.1094, 9.9314], [-1.1076, 9.9273], [-1.12, 9.9272], [-1.1219, 9.9292], [-1.1267, 9.9295], [-1.1349, 9.9339], [-1.154, 9.9486], [-1.1626, 9.9522], [-1.1785, 9.9496], [-1.1787, 9.9377], [-1.1763, 9.9233], [-1.1822, 9.898], [-1.1803, 9.894], [-1.1767, 9.892], [-1.1721, 9.8797], [-1.1639, 9.8739], [-1.1622, 9.8705], [-1.1632, 9.868], [-1.1603, 9.8628], [-1.1601, 9.8565], [-1.1608, 9.8532], [-1.1628, 9.8518], [-1.1613, 9.8493], [-1.1624, 9.8485], [-1.1618, 9.8455], [-1.1654, 9.8407], [-1.1639, 9.8373], [-1.1684, 9.8327], [-1.1682, 9.8291], [-1.1717, 9.8278], [-1.1726, 9.8245], [-1.1733, 9.8203], [-1.1706, 9.8181], [-1.171, 9.8154], [-1.169, 9.8146], [-1.174, 9.8079], [-1.1743, 9.8006], [-1.1721, 9.7981], [-1.1743, 9.7898], [-1.1867, 9.8003], [-1.1898, 9.8001], [-1.1949, 9.796], [-1.1981, 9.7958], [-1.2026, 9.7971], [-1.2073, 9.7961], [-1.2148, 9.7995], [-1.2163, 9.8008], [-1.2181, 9.8124], [-1.2234, 9.8137], [-1.2282, 9.8175], [-1.2323, 9.8257], [-1.2383, 9.8285], [-1.2535, 9.8232], [-1.2632, 9.8243], [-1.2639, 9.8161], [-1.2694, 9.8071], [-1.2697, 9.8041], [-1.2736, 9.802], [-1.2853, 9.8017], [-1.2953, 9.8063], [-1.2967, 9.809], [-1.305, 9.8112], [-1.3093, 9.8178], [-1.3076, 9.823], [-1.3142, 9.8163], [-1.3138, 9.8065], [-1.3087, 9.8011], [-1.3228, 9.7998], [-1.3264, 9.8029], [-1.3277, 9.8079], [-1.3414, 9.8081], [-1.3478, 9.8055], [-1.3515, 9.7944], [-1.3502, 9.7831], [-1.3477, 9.7773], [-1.3508, 9.7661], [-1.3482, 9.7572], [-1.3458, 9.7543], [-1.3454, 9.7489], [-1.3495, 9.746], [-1.3473, 9.7423], [-1.3488, 9.7401], [-1.3467, 9.7373], [-1.3467, 9.7338], [-1.35, 9.7295], [-1.3462, 9.7236], [-1.3444, 9.7157], [-1.3399, 9.7143], [-1.3387, 9.706], [-1.334, 9.7039], [-1.33, 9.6985], [-1.3253, 9.698], [-1.3248, 9.6888], [-1.3196, 9.6843], [-1.3207, 9.6796], [-1.3192, 9.6711], [-1.3209, 9.6691], [-1.3191, 9.6671], [-1.3214, 9.663], [-1.3242, 9.6628], [-1.3223, 9.6591], [-1.3251, 9.6561], [-1.3227, 9.6553], [-1.3219, 9.6565], [-1.321, 9.6546], [-1.3146, 9.6533], [-1.3174, 9.648], [-1.3266, 9.6469], [-1.3302, 9.6439], [-1.3308, 9.6405], [-1.3281, 9.6364], [-1.3294, 9.6338], [-1.3468, 9.6269], [-1.3557, 9.621], [-1.3673, 9.6178], [-1.3726, 9.6128], [-1.3735, 9.6086], [-1.3659, 9.6038], [-1.3641, 9.5997], [-1.3404, 9.5745], [-1.3138, 9.5488], [-1.3115, 9.5434], [-1.3117, 9.538], [-1.3018, 9.5282], [-1.2954, 9.5193], [-1.2879, 9.5165], [-1.2813, 9.5099], [-1.2501, 9.4275], [-1.2431, 9.4194], [-1.2442, 9.4001], [-1.2465, 9.397], [-1.2459, 9.3859], [-1.2478, 9.3817], [-1.2493, 9.3818], [-1.2511, 9.372], [-1.2545, 9.369], [-1.2538, 9.3642], [-1.2581, 9.3607], [-1.2559, 9.3585], [-1.2546, 9.3529], [-1.2579, 9.3522], [-1.2648, 9.342], [-1.2608, 9.3314], [-1.2681, 9.333], [-1.2691, 9.3307], [-1.2681, 9.3272], [-1.259, 9.3198], [-1.258, 9.3142], [-1.2548, 9.3103], [-1.2575, 9.3104], [-1.257, 9.3079], [-1.2533, 9.3015], [-1.25, 9.2997], [-1.2465, 9.2953], [-1.2471, 9.2942], [-1.2421, 9.2903], [-1.241, 9.2881], [-1.2425, 9.2848], [-1.2345, 9.2905], [-1.2305, 9.2906], [-1.2278, 9.2962], [-1.2248, 9.2969], [-1.224, 9.2956], [-1.2159, 9.2989], [-1.2127, 9.2983], [-1.2116, 9.3002], [-1.2126, 9.3028], [-1.2092, 9.3034], [-1.2081, 9.3054], [-1.2041, 9.3052], [-1.2033, 9.3085], [-1.2, 9.306], [-1.2001, 9.3043], [-1.1968, 9.3038], [-1.1962, 9.3086], [-1.1934, 9.3076], [-1.1932, 9.3094], [-1.1899, 9.3094], [-1.1899, 9.311], [-1.1874, 9.3121], [-1.1868, 9.3102], [-1.1851, 9.3117], [-1.1849, 9.3098], [-1.1838, 9.3102], [-1.1826, 9.3124], [-1.1785, 9.3136], [-1.1788, 9.3157], [-1.1747, 9.3175], [-1.1721, 9.3212], [-1.1712, 9.3197], [-1.1699, 9.3212], [-1.1669, 9.3202], [-1.1652, 9.3212], [-1.166, 9.3177], [-1.1603, 9.3195], [-1.1572, 9.3184], [-1.1563, 9.3212], [-1.1553, 9.3195], [-1.1489, 9.3185], [-1.1454, 9.3204], [-1.1431, 9.3175], [-1.142, 9.3192], [-1.1392, 9.3172], [-1.1353, 9.3196], [-1.1321, 9.3175], [-1.1327, 9.3194], [-1.1302, 9.3199], [-1.1284, 9.3172], [-1.1204, 9.3184], [-1.1184, 9.3163], [-1.1167, 9.3175], [-1.1134, 9.315], [-1.1112, 9.3158], [-1.1092, 9.3144], [-1.1093, 9.3121], [-1.1075, 9.3126], [-1.1077, 9.3108], [-1.1059, 9.3109], [-1.1071, 9.3099], [-1.1063, 9.3082], [-1.1008, 9.3102], [-1.0995, 9.3092], [-1.098, 9.3124], [-1.0958, 9.312], [-1.0955, 9.3154], [-1.0899, 9.3191], [-1.083, 9.3198], [-1.0822, 9.3223], [-1.0797, 9.3215], [-1.0789, 9.3235], [-1.0768, 9.3235], [-1.077, 9.3263], [-1.0753, 9.3252], [-1.0744, 9.3265], [-1.0695, 9.3263], [-1.0664, 9.3279], [-1.0658, 9.3253], [-1.0621, 9.3281], [-1.0601, 9.3268], [-1.0578, 9.3279], [-1.0537, 9.3313], [-1.0535, 9.3332], [-1.055, 9.3337], [-1.0531, 9.3365], [-1.0509, 9.3369], [-1.051, 9.3397], [-1.0407, 9.3448], [-1.031, 9.3416], [-1.0248, 9.3374], [-1.0212, 9.3325], [-1.0136, 9.3297], [-1.0204, 9.3165], [-1.0196, 9.3133], [-1.0137, 9.3143], [-1.009, 9.3172], [-1.0044, 9.323], [-0.996, 9.3289], [-0.9887, 9.3289], [-0.979, 9.3334], [-0.9765, 9.3366], [-0.9691, 9.3342], [-0.9626, 9.3347], [-0.9629, 9.3243], [-0.9599, 9.3129], [-0.9605, 9.3053], [-0.9551, 9.3005], [-0.9491, 9.298], [-0.9362, 9.2963], [-0.9337, 9.2985], [-0.9305, 9.2988], [-0.9264, 9.2963], [-0.9044, 9.3056], [-0.889, 9.3082], [-0.8851, 9.3104], [-0.8827, 9.3093], [-0.8797, 9.2999], [-0.8787, 9.302], [-0.8699, 9.3063], [-0.8597, 9.3064], [-0.8491, 9.3043], [-0.8501, 9.3004], [-0.8484, 9.2967], [-0.8469, 9.2988], [-0.8424, 9.2996], [-0.8328, 9.2973], [-0.8228, 9.3116], [-0.8146, 9.3129], [-0.8059, 9.3189], [-0.7955, 9.3089], [-0.7749, 9.3029], [-0.7644, 9.296], [-0.759, 9.2955], [-0.7548, 9.2931], [-0.7477, 9.2941], [-0.746, 9.2923], [-0.7367, 9.292], [-0.7317, 9.2899], [-0.7273, 9.2914], [-0.7241, 9.2879], [-0.7164, 9.2889], [-0.711, 9.2863], [-0.7084, 9.2871], [-0.7022, 9.2832], [-0.6997, 9.2835], [-0.6971, 9.2784], [-0.694, 9.2782], [-0.6984, 9.2825], [-0.6973, 9.285], [-0.7059, 9.2895], [-0.7105, 9.2901], [-0.7143, 9.2959], [-0.7112, 9.3007], [-0.7116, 9.306], [-0.7178, 9.3136], [-0.7145, 9.3262], [-0.6984, 9.3176], [-0.689, 9.3101], [-0.6869, 9.3137], [-0.6868, 9.3234], [-0.6861, 9.3255], [-0.6841, 9.3255], [-0.671, 9.3207], [-0.6675, 9.3213], [-0.6677, 9.3196], [-0.6659, 9.3184], [-0.6574, 9.3183], [-0.6542, 9.3152], [-0.6446, 9.3155], [-0.6398, 9.3183], [-0.6351, 9.3188], [-0.6327, 9.3157], [-0.6358, 9.3141], [-0.6347, 9.3115], [-0.6364, 9.3104], [-0.6341, 9.3083], [-0.627, 9.307], [-0.6261, 9.3084], [-0.6227, 9.3082], [-0.6228, 9.3098], [-0.6172, 9.3125], [-0.6139, 9.3123], [-0.6136, 9.3134], [-0.6101, 9.3113], [-0.6101, 9.3158], [-0.6066, 9.317], [-0.6069, 9.3198], [-0.6047, 9.3208], [-0.6046, 9.323], [-0.5986, 9.3239], [-0.5944, 9.3287], [-0.5851, 9.3226], [-0.5801, 9.3164], [-0.5663, 9.2882], [-0.5603, 9.2849], [-0.5531, 9.2845], [-0.5437, 9.2751], [-0.5412, 9.2771], [-0.5401, 9.2755], [-0.5351, 9.2746], [-0.5255, 9.2815], [-0.5195, 9.2822], [-0.511, 9.274], [-0.5104, 9.2687], [-0.5119, 9.2651], [-0.5096, 9.2607], [-0.4896, 9.2495], [-0.4833, 9.2504], [-0.4747, 9.2476], [-0.4693, 9.2425], [-0.4631, 9.2429], [-0.4524, 9.2357], [-0.4359, 9.231], [-0.4303, 9.2247], [-0.4263, 9.2227], [-0.4196, 9.2225], [-0.3908, 9.2354], [-0.3781, 9.228], [-0.3586, 9.2234], [-0.3527, 9.2175], [-0.3429, 9.2142], [-0.3404, 9.2112], [-0.3319, 9.2097], [-0.3272, 9.2108], [-0.324, 9.2093], [-0.3173, 9.1972], [-0.3093, 9.1934], [-0.3106, 9.1919], [-0.3085, 9.1901], [-0.3104, 9.1888], [-0.3084, 9.1882], [-0.3093, 9.1866], [-0.3081, 9.1811], [-0.3028, 9.1804], [-0.3029, 9.1791], [-0.2974, 9.1775], [-0.2966, 9.1757], [-0.2943, 9.1766], [-0.2937, 9.1671], [-0.2909, 9.1628], [-0.2913, 9.1608], [-0.2894, 9.16], [-0.2903, 9.1549], [-0.2866, 9.1549], [-0.2848, 9.1502], [-0.2871, 9.1483], [-0.2844, 9.147], [-0.2852, 9.146], [-0.2819, 9.1453], [-0.2837, 9.1422], [-0.282, 9.1378], [-0.2717, 9.1331], [-0.27, 9.1296], [-0.261, 9.13], [-0.2585, 9.1264], [-0.2547, 9.1266], [-0.253, 9.1291], [-0.2501, 9.1293], [-0.2501, 9.1269], [-0.247, 9.1251], [-0.2473, 9.123], [-0.2425, 9.1209], [-0.2415, 9.1225], [-0.2372, 9.1179], [-0.231, 9.1234], [-0.2267, 9.1224], [-0.2254, 9.1206], [-0.2236, 9.1212], [-0.2241, 9.119], [-0.2216, 9.1168], [-0.223, 9.1148], [-0.2223, 9.1127], [-0.219, 9.1115], [-0.2182, 9.1085], [-0.2156, 9.11], [-0.214, 9.1087], [-0.2104, 9.1109], [-0.2031, 9.1095], [-0.2079, 9.1022], [-0.206, 9.0956], [-0.2093, 9.0941], [-0.2083, 9.0891], [-0.2103, 9.0861], [-0.2081, 9.0824], [-0.213, 9.0789], [-0.2112, 9.0728], [-0.2092, 9.0718], [-0.204, 9.0628], [-0.2131, 9.0515], [-0.2119, 9.0456], [-0.2184, 9.0328], [-0.2173, 9.0295], [-0.2088, 9.0272], [-0.209, 9.0198], [-0.211, 9.017], [-0.2094, 9.0124], [-0.2117, 9.0132], [-0.2124, 9.012], [-0.204, 9.0047], [-0.206, 8.9986], [-0.2051, 8.9976], [-0.2042, 8.9996], [-0.2028, 8.9984], [-0.1955, 8.9752], [-0.1959, 8.9637], [-0.197, 8.9594], [-0.1997, 8.9576], [-0.1979, 8.9539], [-0.2003, 8.9478], [-0.2023, 8.9464], [-0.2075, 8.9474], [-0.2132, 8.946], [-0.2158, 8.9427], [-0.2184, 8.9422], [-0.2176, 8.94], [-0.2207, 8.9386], [-0.222, 8.9358], [-0.2254, 8.9354], [-0.2263, 8.938], [-0.2279, 8.9381], [-0.2336, 8.9363], [-0.2339, 8.9407], [-0.2365, 8.9401], [-0.2407, 8.9311], [-0.2421, 8.9308], [-0.2397, 8.9252], [-0.2406, 8.9219], [-0.2375, 8.9203], [-0.2402, 8.918], [-0.243, 8.9202], [-0.2486, 8.9174], [-0.2436, 8.9109], [-0.2439, 8.9086], [-0.253, 8.9047], [-0.252, 8.9032], [-0.2559, 8.9009], [-0.2628, 8.8999], [-0.2643, 8.9027], [-0.2656, 8.9007], [-0.2683, 8.9007], [-0.2728, 8.9034], [-0.2744, 8.8997], [-0.281, 8.9013], [-0.282, 8.899], [-0.2813, 8.898], [-0.2795, 8.8993], [-0.2795, 8.896], [-0.2879, 8.8924], [-0.288, 8.8882], [-0.291, 8.8855], [-0.2952, 8.8887], [-0.2969, 8.8862], [-0.302, 8.8857], [-0.3034, 8.8829], [-0.3027, 8.8789], [-0.2963, 8.8706], [-0.2951, 8.8657], [-0.3001, 8.8649], [-0.2985, 8.8632], [-0.2997, 8.8608], [-0.3042, 8.8584], [-0.3104, 8.8583], [-0.3269, 8.8631], [-0.3305, 8.8589], [-0.3331, 8.8664], [-0.3388, 8.8673], [-0.3425, 8.8656], [-0.344, 8.8625], [-0.3422, 8.861], [-0.3421, 8.863], [-0.34, 8.8628], [-0.3389, 8.861], [-0.3411, 8.856], [-0.3431, 8.8553], [-0.3434, 8.8567], [-0.3446, 8.8555], [-0.3425, 8.8505], [-0.3429, 8.8464], [-0.3384, 8.8453], [-0.3376, 8.8401], [-0.3343, 8.837], [-0.326, 8.837], [-0.3227, 8.8341], [-0.3211, 8.8193], [-0.3166, 8.8162], [-0.308, 8.8205], [-0.3049, 8.8188], [-0.2994, 8.8193], [-0.2953, 8.8107], [-0.2995, 8.8091], [-0.2971, 8.8059], [-0.3005, 8.8039], [-0.3004, 8.7988], [-0.3029, 8.7995], [-0.3032, 8.7948], [-0.3065, 8.7956], [-0.3046, 8.7871], [-0.3058, 8.7841], [-0.3094, 8.7856], [-0.3074, 8.7766], [-0.3097, 8.7729], [-0.3077, 8.7699], [-0.3084, 8.7674], [-0.3144, 8.765], [-0.3145, 8.7507], [-0.3249, 8.7469], [-0.3294, 8.7421], [-0.3323, 8.7468], [-0.3345, 8.7472], [-0.3363, 8.7527], [-0.3397, 8.7559], [-0.3438, 8.7549], [-0.3458, 8.7584], [-0.3537, 8.7544], [-0.3586, 8.7481], [-0.3683, 8.7429], [-0.3728, 8.7432], [-0.3734, 8.7402], [-0.3713, 8.7386], [-0.3699, 8.7398], [-0.3659, 8.7348], [-0.3691, 8.7256], [-0.3688, 8.7225], [-0.3764, 8.7245], [-0.3838, 8.724], [-0.381, 8.7114], [-0.3874, 8.7088], [-0.3868, 8.7114], [-0.3958, 8.7116], [-0.3966, 8.713], [-0.4022, 8.7107], [-0.4057, 8.7071], [-0.4075, 8.7084], [-0.4063, 8.7115], [-0.4076, 8.7155], [-0.4087, 8.7117], [-0.4124, 8.7081], [-0.4142, 8.7186], [-0.4117, 8.7222], [-0.4123, 8.7266], [-0.4108, 8.7296], [-0.4087, 8.7285], [-0.4084, 8.7318], [-0.4132, 8.734], [-0.4316, 8.7284], [-0.4309, 8.7165], [-0.4356, 8.719], [-0.4422, 8.7259], [-0.4438, 8.7248], [-0.4446, 8.7275], [-0.4481, 8.7295], [-0.4483, 8.727], [-0.4562, 8.7209], [-0.4629, 8.7243], [-0.4713, 8.7339], [-0.4756, 8.7337], [-0.4861, 8.7265], [-0.4906, 8.7114], [-0.4902, 8.7043], [-0.4854, 8.703], [-0.4849, 8.7015], [-0.4864, 8.6985], [-0.4868, 8.6876], [-0.4851, 8.6825], [-0.4819, 8.6816], [-0.4759, 8.6831], [-0.4719, 8.679], [-0.4699, 8.6718], [-0.4635, 8.6727], [-0.4637, 8.6745], [-0.4598, 8.675], [-0.4596, 8.6785], [-0.4537, 8.6756], [-0.4471, 8.6624], [-0.4438, 8.662], [-0.4405, 8.6641], [-0.4392, 8.6632], [-0.4394, 8.6594], [-0.4358, 8.6575], [-0.4327, 8.6588], [-0.4328, 8.6553], [-0.4363, 8.6499], [-0.4348, 8.6442], [-0.4304, 8.6432], [-0.4233, 8.65], [-0.4214, 8.6501], [-0.4178, 8.646], [-0.4199, 8.6437], [-0.4192, 8.639], [-0.4125, 8.6259], [-0.4152, 8.6197], [-0.4136, 8.6166], [-0.415, 8.6142], [-0.4172, 8.6138], [-0.4151, 8.6078], [-0.4124, 8.6101], [-0.4092, 8.6072], [-0.4111, 8.599], [-0.4075, 8.5978], [-0.4066, 8.6008], [-0.404, 8.6016], [-0.4042, 8.604], [-0.4024, 8.6044], [-0.3996, 8.603], [-0.3985, 8.5964], [-0.3974, 8.5985], [-0.3962, 8.5979], [-0.3963, 8.593], [-0.391, 8.5953], [-0.383, 8.5923], [-0.3794, 8.5928], [-0.378, 8.598], [-0.3734, 8.598], [-0.3734, 8.5876], [-0.3715, 8.587], [-0.3652, 8.5921], [-0.3623, 8.5988], [-0.3576, 8.599], [-0.3594, 8.5954], [-0.3578, 8.5902], [-0.3607, 8.5885], [-0.3637, 8.5815], [-0.356, 8.5712], [-0.3509, 8.5697], [-0.3464, 8.5703], [-0.3436, 8.5685], [-0.3447, 8.5659], [-0.3485, 8.5647], [-0.3498, 8.56], [-0.3465, 8.551], [-0.3367, 8.5386], [-0.3355, 8.5306], [-0.333, 8.5336], [-0.3225, 8.5315], [-0.3184, 8.5357], [-0.3167, 8.5328], [-0.3138, 8.5329], [-0.3145, 8.5294], [-0.3122, 8.5275], [-0.3104, 8.539], [-0.3056, 8.5386], [-0.3055, 8.5352], [-0.3044, 8.5349], [-0.2984, 8.5468], [-0.2937, 8.5479], [-0.2941, 8.5454], [-0.2983, 8.544], [-0.2973, 8.5415], [-0.2895, 8.5438], [-0.287, 8.5464], [-0.2868, 8.5496], [-0.2828, 8.5495], [-0.2823, 8.5534], [-0.2777, 8.5575], [-0.2745, 8.5568], [-0.2691, 8.5507], [-0.2696, 8.5421], [-0.2657, 8.5469], [-0.2601, 8.5466], [-0.2602, 8.553], [-0.2579, 8.5553], [-0.2552, 8.5549], [-0.2492, 8.5577], [-0.2457, 8.556], [-0.2447, 8.558], [-0.239, 8.5592], [-0.2373, 8.5621], [-0.2382, 8.5677], [-0.2347, 8.5721], [-0.2292, 8.5674], [-0.2227, 8.5705], [-0.2212, 8.5613], [-0.2147, 8.5527], [-0.2013, 8.5543], [-0.197, 8.5527], [-0.1961, 8.5497], [-0.1975, 8.5469], [-0.2042, 8.5428], [-0.2064, 8.5381], [-0.2065, 8.5268], [-0.2053, 8.5251], [-0.2012, 8.5245], [-0.1994, 8.522], [-0.2019, 8.5167], [-0.2005, 8.5154], [-0.2045, 8.4972], [-0.2082, 8.4946], [-0.1951, 8.4833], [-0.1971, 8.4816], [-0.2006, 8.4816], [-0.2075, 8.4868], [-0.2101, 8.4868], [-0.2121, 8.4833], [-0.2129, 8.468], [-0.2175, 8.47], [-0.2168, 8.4731], [-0.2193, 8.475], [-0.222, 8.4752], [-0.2239, 8.4727], [-0.2304, 8.4754], [-0.2428, 8.4727], [-0.2409, 8.4665], [-0.2335, 8.4574], [-0.2282, 8.4587], [-0.2227, 8.4555], [-0.2188, 8.4555], [-0.2208, 8.44], [-0.2263, 8.4271], [-0.2347, 8.4144], [-0.2381, 8.3989], [-0.2432, 8.3883], [-0.2493, 8.3803], [-0.2497, 8.3669], [-0.253, 8.3517], [-0.2591, 8.3494], [-0.268, 8.3504], [-0.2756, 8.3533], [-0.299, 8.3529], [-0.3066, 8.3581], [-0.3179, 8.3444], [-0.3252, 8.3424], [-0.3265, 8.3394], [-0.3224, 8.3329], [-0.3157, 8.3296], [-0.308, 8.3206], [-0.3006, 8.3187], [-0.2857, 8.3219], [-0.2783, 8.3197], [-0.2675, 8.3261], [-0.2632, 8.3358], [-0.2606, 8.3369], [-0.2479, 8.3337], [-0.2425, 8.341], [-0.238, 8.3429], [-0.2317, 8.3394], [-0.2179, 8.3385], [-0.2146, 8.341], [-0.2102, 8.3506], [-0.2045, 8.3507], [-0.1961, 8.3477], [-0.1929, 8.3502], [-0.19, 8.3571], [-0.1871, 8.358], [-0.1851, 8.3539], [-0.1841, 8.3378], [-0.1784, 8.3295], [-0.1742, 8.3264], [-0.1695, 8.3173], [-0.1636, 8.3128], [-0.1582, 8.2977], [-0.1553, 8.2942], [-0.1469, 8.2898], [-0.1422, 8.2796], [-0.1427, 8.2721], [-0.1457, 8.2723], [-0.1503, 8.2651], [-0.1598, 8.2601], [-0.1629, 8.2555], [-0.1696, 8.2532], [-0.1655, 8.2384], [-0.1686, 8.2314], [-0.1772, 8.2278], [-0.182, 8.2323], [-0.1885, 8.2317], [-0.1976, 8.2245], [-0.1986, 8.2193], [-0.2189, 8.2179], [-0.2243, 8.2128], [-0.2326, 8.213], [-0.2378, 8.2179], [-0.2501, 8.2154], [-0.2594, 8.2163], [-0.2696, 8.2225], [-0.2748, 8.2295], [-0.2807, 8.2455], [-0.2919, 8.2427], [-0.3063, 8.2327], [-0.3193, 8.2268], [-0.351, 8.2285], [-0.3602, 8.2309], [-0.3695, 8.2309], [-0.3782, 8.2284], [-0.3875, 8.2241], [-0.3908, 8.2109], [-0.3897, 8.1987], [-0.3849, 8.195], [-0.3808, 8.1954], [-0.3685, 8.201], [-0.3592, 8.2026], [-0.3486, 8.2017], [-0.3519, 8.1927], [-0.3586, 8.1857], [-0.3563, 8.1781], [-0.3516, 8.1725], [-0.3541, 8.1662], [-0.3653, 8.1633], [-0.3847, 8.1528], [-0.419, 8.1528], [-0.4444, 8.1575], [-0.4874, 8.1721], [-0.503, 8.1809], [-0.5425, 8.1876], [-0.6395, 8.2695], [-0.7408, 8.3355], [-0.7798, 8.3355], [-0.8014, 8.3396], [-0.8578, 8.3285], [-0.8596, 8.3224], [-0.854, 8.3188], [-0.8527, 8.3142], [-0.8563, 8.2926], [-0.8589, 8.2923], [-0.8626, 8.2772], [-0.862, 8.2724], [-0.8699, 8.27], [-0.8783, 8.2638], [-0.8913, 8.2584], [-0.9048, 8.2551], [-0.9067, 8.2575], [-0.9105, 8.2548], [-0.9172, 8.2554], [-0.9236, 8.2519], [-0.9394, 8.2513], [-0.9487, 8.2465], [-0.9591, 8.2511], [-0.9657, 8.2467], [-0.9677, 8.2331], [-0.979, 8.2272], [-0.9875, 8.2354], [-0.9899, 8.2456], [-0.999, 8.2452], [-1.0102, 8.2479], [-1.0144, 8.252], [-1.0157, 8.257], [-1.0192, 8.2611], [-1.0219, 8.2608], [-1.0257, 8.2534], [-1.0298, 8.2511], [-1.0337, 8.2453], [-1.0397, 8.2431], [-1.0409, 8.2128], [-1.0432, 8.2044], [-1.0417, 8.1962], [-1.0432, 8.1741], [-1.0405, 8.166], [-1.0687, 8.1292], [-1.0433, 8.0939], [-1.041, 8.0794], [-1.0487, 8.0669], [-1.0481, 8.0625], [-1.0368, 8.0585], [-1.0337, 8.0547], [-1.0346, 8.0463], [-1.0325, 8.0439], [-1.028, 8.043], [-1.0262, 8.0389], [-1.0226, 8.0363], [-1.0224, 8.0332], [-1.0194, 8.0321], [-1.0173, 8.0274], [-1.0182, 8.0214], [-1.0165, 8.0176], [-1.018, 8.0179], [-1.0202, 8.0154], [-1.0298, 8.017], [-1.0348, 8.0254], [-1.0411, 8.0265], [-1.0459, 8.0302], [-1.0521, 8.0292], [-1.0558, 8.0259], [-1.0597, 8.0259], [-1.0625, 8.0232], [-1.067, 8.024], [-1.0694, 8.021], [-1.073, 8.0212], [-1.0767, 8.0174], [-1.0779, 8.0184], [-1.0814, 8.0172], [-1.0845, 8.0108], [-1.0878, 8.0103], [-1.0879, 8.0069], [-1.0904, 8.0027], [-1.0934, 8.0026], [-1.0953, 7.9982], [-1.0976, 7.9968], [-1.0988, 7.9977], [-1.1004, 7.9958], [-1.1042, 7.9959], [-1.1069, 7.9943], [-1.107, 7.9924], [-1.1125, 7.9953], [-1.1182, 7.9929], [-1.1258, 7.9977], [-1.1314, 7.9952], [-1.136, 7.9983], [-1.1442, 7.9968], [-1.1482, 8.0002], [-1.1546, 7.9979], [-1.1556, 7.9996], [-1.1579, 7.9993], [-1.1581, 8.0038], [-1.1619, 8.0087], [-1.1608, 8.0111], [-1.1627, 8.015], [-1.1589, 8.023], [-1.1593, 8.0344], [-1.1618, 8.0403], [-1.1614, 8.0441], [-1.1651, 8.0505], [-1.166, 8.0603], [-1.1644, 8.0641], [-1.1654, 8.0698], [-1.1566, 8.0837], [-1.1565, 8.0886], [-1.1671, 8.1086], [-1.1747, 8.1167], [-1.2295, 8.2048], [-1.2371, 8.2237], [-1.2513, 8.2431], [-1.2665, 8.2573], [-1.2687, 8.2769], [-1.2752, 8.2852], [-1.274, 8.2902]]]], "type": "MultiPolygon"}, "id": "10", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA11_2", "HASC_1": "NA", "ISO_1": "GH-SV", "NAME_1": "Savannah", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.5735, 10.2746, 0.0339, 11.1748], "geometry": {"coordinates": [[[[-1.0696, 10.4921], [-1.0791, 10.4876], [-1.0976, 10.4832], [-1.0995, 10.4808], [-1.1103, 10.476], [-1.1333, 10.4582], [-1.1656, 10.4126], [-1.227, 10.3917], [-1.232, 10.387], [-1.2345, 10.3799], [-1.2321, 10.367], [-1.214, 10.3443], [-1.2104, 10.3297], [-1.2111, 10.3241], [-1.2176, 10.3083], [-1.2241, 10.3025], [-1.2229, 10.2952], [-1.2319, 10.2926], [-1.2282, 10.2869], [-1.2325, 10.2844], [-1.2359, 10.2872], [-1.239, 10.2867], [-1.2413, 10.2844], [-1.2403, 10.2794], [-1.2415, 10.2782], [-1.2423, 10.2809], [-1.2471, 10.2813], [-1.2473, 10.2781], [-1.2433, 10.2764], [-1.2482, 10.2746], [-1.2486, 10.2784], [-1.2536, 10.2778], [-1.2563, 10.2855], [-1.2552, 10.2884], [-1.2574, 10.2934], [-1.2544, 10.2951], [-1.2562, 10.3033], [-1.2597, 10.3029], [-1.2645, 10.3111], [-1.2685, 10.3106], [-1.2718, 10.3145], [-1.2692, 10.3187], [-1.269, 10.3255], [-1.2728, 10.3269], [-1.2716, 10.3222], [-1.2731, 10.3212], [-1.2852, 10.322], [-1.2891, 10.3262], [-1.2977, 10.3245], [-1.301, 10.3264], [-1.3121, 10.3275], [-1.316, 10.3309], [-1.3264, 10.3321], [-1.3236, 10.3358], [-1.3249, 10.3401], [-1.3297, 10.342], [-1.3363, 10.3478], [-1.3392, 10.3474], [-1.3416, 10.3434], [-1.3437, 10.3465], [-1.3482, 10.3473], [-1.3488, 10.3491], [-1.3443, 10.3507], [-1.3433, 10.3525], [-1.3454, 10.3557], [-1.3444, 10.3628], [-1.3504, 10.3731], [-1.3551, 10.3773], [-1.3631, 10.3775], [-1.3732, 10.3818], [-1.3817, 10.3909], [-1.3849, 10.4053], [-1.3736, 10.4057], [-1.3667, 10.4139], [-1.3639, 10.4222], [-1.3659, 10.4238], [-1.3714, 10.4241], [-1.3728, 10.4274], [-1.3702, 10.4266], [-1.3649, 10.4292], [-1.3624, 10.435], [-1.3642, 10.4401], [-1.3801, 10.456], [-1.3802, 10.4572], [-1.3751, 10.4576], [-1.3732, 10.4596], [-1.374, 10.4629], [-1.3774, 10.4667], [-1.3929, 10.4756], [-1.4023, 10.4847], [-1.4051, 10.4838], [-1.4115, 10.4773], [-1.4181, 10.466], [-1.4249, 10.4666], [-1.4294, 10.4637], [-1.4364, 10.4687], [-1.4466, 10.4691], [-1.4498, 10.479], [-1.458, 10.4789], [-1.4671, 10.4879], [-1.4593, 10.4987], [-1.463, 10.5064], [-1.4628, 10.5092], [-1.4505, 10.5141], [-1.4485, 10.5169], [-1.4505, 10.5247], [-1.4571, 10.5333], [-1.4645, 10.5373], [-1.4728, 10.5361], [-1.4859, 10.5383], [-1.4885, 10.5404], [-1.4877, 10.5454], [-1.4899, 10.5501], [-1.4988, 10.5537], [-1.5049, 10.5604], [-1.5108, 10.5597], [-1.5183, 10.5621], [-1.5195, 10.5675], [-1.516, 10.5767], [-1.5266, 10.5883], [-1.53, 10.5893], [-1.5539, 10.5863], [-1.5561, 10.5879], [-1.5594, 10.5955], [-1.566, 10.5986], [-1.5672, 10.6023], [-1.5656, 10.6202], [-1.5677, 10.6295], [-1.5677, 10.6446], [-1.5735, 10.6679], [-1.5714, 10.6923], [-1.5689, 10.6972], [-1.5692, 10.7054], [-1.5666, 10.7155], [-1.5682, 10.7234], [-1.5618, 10.7275], [-1.5618, 10.7361], [-1.5568, 10.7469], [-1.5513, 10.7505], [-1.5336, 10.748], [-1.5317, 10.751], [-1.529, 10.7521], [-1.5259, 10.7611], [-1.5287, 10.7644], [-1.5276, 10.7705], [-1.5231, 10.7773], [-1.5099, 10.7796], [-1.5052, 10.7787], [-1.4997, 10.7819], [-1.4988, 10.7859], [-1.4961, 10.7866], [-1.4915, 10.8063], [-1.5005, 10.8144], [-1.4918, 10.834], [-1.486, 10.8311], [-1.4786, 10.8308], [-1.4778, 10.8391], [-1.4726, 10.842], [-1.4731, 10.844], [-1.463, 10.8461], [-1.4621, 10.8497], [-1.4592, 10.848], [-1.4584, 10.849], [-1.4568, 10.862], [-1.4534, 10.8655], [-1.455, 10.869], [-1.4547, 10.8733], [-1.4577, 10.8758], [-1.4585, 10.8789], [-1.452, 10.8886], [-1.4535, 10.9047], [-1.4517, 10.908], [-1.4562, 10.9116], [-1.4548, 10.9162], [-1.4519, 10.918], [-1.4472, 10.9321], [-1.4467, 10.9425], [-1.4441, 10.9504], [-1.4476, 10.9555], [-1.4479, 10.9641], [-1.445, 10.9687], [-1.4438, 10.9755], [-1.4415, 10.977], [-1.4417, 10.9822], [-1.4384, 10.9906], [-1.4337, 10.9943], [-1.4297, 10.9953], [-1.4282, 10.9981], [-1.4291, 11.0135], [-1.4234, 11.0152], [-1.4228, 11.0203], [-1.4089, 11.0025], [-1.3961, 10.9906], [-1.3918, 10.9887], [-1.3844, 10.9892], [-1.3772, 10.9861], [-1.3709, 10.9889], [-1.3375, 10.9884], [-1.277, 10.991], [-1.1578, 10.9886], [-1.1146, 10.9858], [-1.1148, 11.0039], [-1.0517, 11.0051], [-1.0069, 11.0081], [-1.0003, 11.0079], [-1.0001, 10.9978], [-0.9764, 10.9984], [-0.9511, 11.0024], [-0.9165, 11.0022], [-0.9166, 10.9803], [-0.8903, 10.9819], [-0.889, 10.9808], [-0.8888, 10.9655], [-0.8923, 10.9643], [-0.8926, 10.9628], [-0.87, 10.9667], [-0.8629, 10.9846], [-0.855, 10.9983], [-0.8284, 10.9983], [-0.8273, 11.0065], [-0.8076, 11.0058], [-0.8075, 10.998], [-0.7463, 10.9972], [-0.6841, 10.9986], [-0.6869, 10.9906], [-0.6857, 10.9856], [-0.6809, 10.9829], [-0.6777, 10.9826], [-0.6724, 10.9904], [-0.6675, 10.9885], [-0.6537, 10.9876], [-0.6523, 10.9818], [-0.6554, 10.9761], [-0.6573, 10.9747], [-0.6638, 10.9746], [-0.6717, 10.9612], [-0.6712, 10.9589], [-0.6615, 10.9564], [-0.6564, 10.9633], [-0.6536, 10.9638], [-0.6451, 10.9551], [-0.6483, 10.9501], [-0.6355, 10.9419], [-0.6294, 10.9415], [-0.6264, 10.9392], [-0.6238, 10.934], [-0.6221, 10.921], [-0.6186, 10.9168], [-0.6198, 10.9138], [-0.6183, 10.9101], [-0.6171, 10.9122], [-0.6137, 10.9118], [-0.6112, 10.9144], [-0.6061, 10.916], [-0.6021, 10.9205], [-0.5932, 10.9237], [-0.5935, 10.9309], [-0.5915, 10.9353], [-0.5864, 10.9388], [-0.5876, 10.9404], [-0.5857, 10.9429], [-0.5877, 10.9479], [-0.5861, 10.9609], [-0.5816, 10.9631], [-0.5793, 10.9682], [-0.5798, 10.9708], [-0.5756, 10.9757], [-0.573, 10.9843], [-0.5688, 10.9914], [-0.5658, 10.9929], [-0.5589, 10.9895], [-0.5529, 10.9907], [-0.5499, 10.9836], [-0.552, 10.9821], [-0.5512, 10.9791], [-0.5486, 10.979], [-0.5447, 10.975], [-0.5441, 10.9844], [-0.5364, 10.9912], [-0.5358, 10.9953], [-0.5296, 11.0006], [-0.5261, 10.9989], [-0.523, 10.9914], [-0.5168, 10.991], [-0.5165, 10.9921], [-0.5113, 10.9889], [-0.5108, 10.9923], [-0.5046, 10.9983], [-0.504, 11.0011], [-0.5014, 11.0022], [-0.501, 11.0054], [-0.5025, 11.0064], [-0.5006, 11.012], [-0.5018, 11.0167], [-0.4948, 11.0203], [-0.4905, 11.0202], [-0.4885, 11.0221], [-0.486, 11.0223], [-0.4858, 11.0206], [-0.4803, 11.0229], [-0.4819, 11.0258], [-0.4757, 11.0353], [-0.4684, 11.0332], [-0.4611, 11.028], [-0.4561, 11.0299], [-0.4379, 11.0304], [-0.4336, 11.0371], [-0.4386, 11.0443], [-0.4348, 11.0478], [-0.4398, 11.065], [-0.4315, 11.086], [-0.4323, 11.0876], [-0.4303, 11.096], [-0.4317, 11.1037], [-0.4281, 11.1142], [-0.4213, 11.1147], [-0.4142, 11.121], [-0.4107, 11.1197], [-0.4055, 11.1229], [-0.4046, 11.126], [-0.4012, 11.1269], [-0.3978, 11.1253], [-0.3941, 11.1259], [-0.393, 11.1245], [-0.3879, 11.1247], [-0.385, 11.1268], [-0.3817, 11.1258], [-0.3781, 11.1219], [-0.3762, 11.1239], [-0.3726, 11.1231], [-0.3749, 11.1184], [-0.3759, 11.1061], [-0.371, 11.0987], [-0.3724, 11.0922], [-0.3704, 11.0864], [-0.3659, 11.0808], [-0.3604, 11.0779], [-0.3614, 11.0695], [-0.3599, 11.069], [-0.3553, 11.0723], [-0.3534, 11.0846], [-0.3463, 11.0845], [-0.3404, 11.0869], [-0.3355, 11.1004], [-0.3367, 11.1067], [-0.3205, 11.1151], [-0.3101, 11.1152], [-0.3035, 11.1194], [-0.2958, 11.1186], [-0.2734, 11.1235], [-0.2703, 11.1287], [-0.2717, 11.1375], [-0.2731, 11.1392], [-0.2833, 11.1421], [-0.2897, 11.1477], [-0.2885, 11.1513], [-0.2848, 11.1533], [-0.2833, 11.1675], [-0.2807, 11.1717], [-0.276, 11.1748], [-0.218, 11.1602], [-0.1978, 11.1566], [-0.1616, 11.147], [-0.152, 11.1424], [-0.1365, 11.1398], [-0.1343, 11.1359], [-0.1342, 11.1295], [-0.1418, 11.1234], [-0.144, 11.1188], [-0.1423, 11.1093], [-0.1436, 11.1066], [-0.1413, 11.105], [-0.1356, 11.1067], [-0.1248, 11.1049], [-0.1191, 11.0992], [-0.1148, 11.0989], [-0.1041, 11.0942], [-0.1009, 11.0888], [-0.0949, 11.0859], [-0.0864, 11.087], [-0.0809, 11.0841], [-0.0717, 11.0864], [-0.0681, 11.0846], [-0.0641, 11.0867], [-0.0544, 11.0861], [-0.0495, 11.0952], [-0.0461, 11.0975], [-0.0459, 11.1006], [-0.0431, 11.1015], [-0.0404, 11.1052], [-0.0388, 11.1046], [-0.0281, 11.1115], [-0.0219, 11.1116], [-0.0197, 11.1144], [-0.018, 11.1143], [-0.0149, 11.1127], [-0.0147, 11.1107], [-0.0049, 11.1078], [-0.0041, 11.1035], [-0.0054, 11.1008], [-0.0007, 11.0988], [0.0021, 11.095], [0.0016, 11.0892], [0.004, 11.0827], [0.0243, 11.0629], [0.0287, 11.0035], [0.0339, 10.9926], [0.0303, 10.9833], [0.0312, 10.981], [0.0278, 10.9787], [0.0248, 10.9725], [-0.0049, 10.9645], [-0.0061, 10.9626], [-0.0065, 10.9606], [-0.0047, 10.9592], [-0.0055, 10.9538], [-0.0077, 10.9531], [-0.0074, 10.9457], [-0.0118, 10.9439], [-0.0124, 10.938], [-0.0101, 10.9278], [-0.0122, 10.924], [-0.0078, 10.9206], [-0.0073, 10.9179], [-0.009, 10.9158], [-0.0076, 10.9146], [-0.0149, 10.9062], [-0.0128, 10.9055], [-0.0131, 10.9021], [-0.0157, 10.8995], [-0.0156, 10.8947], [-0.0184, 10.8911], [-0.0179, 10.8897], [-0.0253, 10.8814], [-0.0261, 10.8775], [-0.0245, 10.8708], [-0.0263, 10.8706], [-0.0251, 10.8659], [-0.0288, 10.8608], [-0.0299, 10.8559], [-0.0286, 10.8425], [-0.0227, 10.8317], [-0.0239, 10.8238], [-0.0222, 10.8197], [-0.0295, 10.8151], [-0.0314, 10.8074], [-0.0383, 10.805], [-0.044, 10.799], [-0.0455, 10.7924], [-0.0496, 10.7913], [-0.0568, 10.7863], [-0.0646, 10.7727], [-0.0679, 10.7735], [-0.0731, 10.7698], [-0.0701, 10.764], [-0.0746, 10.7569], [-0.0734, 10.7458], [-0.0714, 10.742], [-0.0748, 10.7305], [-0.0728, 10.7219], [-0.0736, 10.7191], [-0.0873, 10.716], [-0.0909, 10.7116], [-0.104, 10.7051], [-0.1043, 10.7028], [-0.1092, 10.7006], [-0.1092, 10.6973], [-0.1115, 10.6947], [-0.1196, 10.6906], [-0.1229, 10.6856], [-0.1269, 10.6861], [-0.1399, 10.6823], [-0.1542, 10.6713], [-0.1601, 10.6717], [-0.1615, 10.6745], [-0.1633, 10.6707], [-0.1698, 10.67], [-0.1704, 10.6714], [-0.172, 10.6702], [-0.174, 10.6721], [-0.1769, 10.6679], [-0.179, 10.6676], [-0.1828, 10.6701], [-0.195, 10.6628], [-0.1969, 10.6635], [-0.2011, 10.6595], [-0.2026, 10.6604], [-0.2045, 10.6578], [-0.2122, 10.6581], [-0.2142, 10.6548], [-0.2201, 10.6577], [-0.2256, 10.6554], [-0.23, 10.6555], [-0.2358, 10.6482], [-0.243, 10.644], [-0.2512, 10.6424], [-0.2595, 10.6371], [-0.26, 10.6321], [-0.264, 10.6317], [-0.2655, 10.6346], [-0.2683, 10.6333], [-0.2681, 10.6347], [-0.2703, 10.6348], [-0.2702, 10.6381], [-0.2723, 10.6367], [-0.2813, 10.6394], [-0.2848, 10.6343], [-0.2868, 10.6386], [-0.2884, 10.636], [-0.2949, 10.6354], [-0.297, 10.632], [-0.2998, 10.6336], [-0.3026, 10.6288], [-0.3081, 10.6274], [-0.31, 10.6237], [-0.3125, 10.6237], [-0.3119, 10.622], [-0.314, 10.6211], [-0.316, 10.6235], [-0.3236, 10.6217], [-0.3239, 10.6254], [-0.3303, 10.6234], [-0.3314, 10.6255], [-0.334, 10.6238], [-0.3345, 10.6212], [-0.3386, 10.6195], [-0.3397, 10.6208], [-0.3475, 10.619], [-0.3552, 10.6253], [-0.3656, 10.6252], [-0.3729, 10.6224], [-0.3818, 10.6144], [-0.3883, 10.6109], [-0.4165, 10.6033], [-0.4339, 10.6031], [-0.4436, 10.5997], [-0.4465, 10.6014], [-0.4519, 10.6014], [-0.4613, 10.6079], [-0.4677, 10.6178], [-0.4776, 10.619], [-0.4816, 10.6214], [-0.4932, 10.6242], [-0.4988, 10.6236], [-0.502, 10.6204], [-0.5072, 10.607], [-0.5049, 10.6018], [-0.5082, 10.5911], [-0.5083, 10.5672], [-0.516, 10.5605], [-0.5251, 10.5577], [-0.5418, 10.5656], [-0.5485, 10.5705], [-0.554, 10.5717], [-0.5602, 10.5702], [-0.5677, 10.5646], [-0.5787, 10.5493], [-0.5882, 10.5487], [-0.5936, 10.5461], [-0.5993, 10.5476], [-0.6056, 10.5523], [-0.6129, 10.5531], [-0.6155, 10.5552], [-0.619, 10.5557], [-0.6306, 10.5527], [-0.6407, 10.5556], [-0.6477, 10.553], [-0.6541, 10.5485], [-0.6613, 10.5383], [-0.665, 10.5294], [-0.6698, 10.5258], [-0.6774, 10.5254], [-0.6835, 10.5281], [-0.6861, 10.5323], [-0.6869, 10.5411], [-0.6919, 10.5425], [-0.7009, 10.535], [-0.7024, 10.5257], [-0.7063, 10.5232], [-0.711, 10.5243], [-0.7157, 10.5294], [-0.7154, 10.5369], [-0.7064, 10.5426], [-0.7003, 10.551], [-0.6873, 10.5633], [-0.6857, 10.5676], [-0.6938, 10.5889], [-0.7041, 10.5972], [-0.7142, 10.6006], [-0.7182, 10.6056], [-0.7192, 10.6107], [-0.718, 10.6153], [-0.7091, 10.6165], [-0.7062, 10.6205], [-0.7122, 10.6416], [-0.7244, 10.6516], [-0.7373, 10.6497], [-0.7484, 10.6455], [-0.7556, 10.6403], [-0.766, 10.6437], [-0.7722, 10.6501], [-0.7763, 10.652], [-0.7896, 10.6526], [-0.7944, 10.6506], [-0.797, 10.6458], [-0.7959, 10.6217], [-0.8236, 10.6009], [-0.8284, 10.5999], [-0.8378, 10.6012], [-0.8416, 10.5871], [-0.8413, 10.5777], [-0.8433, 10.5746], [-0.8476, 10.5772], [-0.8484, 10.5798], [-0.8544, 10.5808], [-0.857, 10.5871], [-0.8611, 10.5917], [-0.8704, 10.5929], [-0.8746, 10.5953], [-0.9092, 10.5759], [-0.9085, 10.5611], [-0.8906, 10.5185], [-0.8993, 10.5125], [-0.9025, 10.5068], [-0.914, 10.4967], [-0.9176, 10.4884], [-0.9227, 10.4824], [-0.9314, 10.4801], [-0.9341, 10.4822], [-0.9348, 10.4864], [-0.9268, 10.4963], [-0.9203, 10.501], [-0.9145, 10.5096], [-0.9088, 10.5193], [-0.9109, 10.526], [-0.9158, 10.5285], [-0.9315, 10.5248], [-0.9406, 10.5282], [-0.9482, 10.5338], [-0.9573, 10.5284], [-0.9596, 10.5291], [-0.9635, 10.5357], [-0.9658, 10.5369], [-0.9794, 10.5322], [-0.9909, 10.5352], [-0.9968, 10.5346], [-1.0084, 10.538], [-1.0205, 10.5335], [-1.0321, 10.5282], [-1.0352, 10.5229], [-1.0416, 10.5204], [-1.0438, 10.5136], [-1.0502, 10.5099], [-1.0538, 10.4994], [-1.0586, 10.4974], [-1.066, 10.4973], [-1.0696, 10.4921]]]], "type": "MultiPolygon"}, "id": "11", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA12_2", "HASC_1": "NA", "ISO_1": "GH-UE", "NAME_1": "UpperEast", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.9412, 9.6298, -1.4282, 11.0402], "geometry": {"coordinates": [[[[-2.4948, 9.7499], [-2.5077, 9.7466], [-2.5095, 9.7443], [-2.5082, 9.7166], [-2.5149, 9.6938], [-2.5215, 9.6867], [-2.5384, 9.6779], [-2.6003, 9.6593], [-2.6278, 9.6469], [-2.6379, 9.6439], [-2.6502, 9.6435], [-2.6609, 9.639], [-2.6649, 9.6392], [-2.6719, 9.6343], [-2.6805, 9.6316], [-2.6851, 9.633], [-2.6984, 9.6298], [-2.7071, 9.6339], [-2.7193, 9.6323], [-2.7265, 9.6349], [-2.7305, 9.6391], [-2.7318, 9.6435], [-2.7464, 9.6416], [-2.7541, 9.6526], [-2.7572, 9.6715], [-2.7568, 9.6777], [-2.7585, 9.6807], [-2.7612, 9.6827], [-2.7719, 9.6843], [-2.781, 9.6879], [-2.784, 9.6893], [-2.7865, 9.6936], [-2.7871, 9.7101], [-2.7833, 9.725], [-2.7904, 9.7411], [-2.7905, 9.7464], [-2.7786, 9.757], [-2.7752, 9.7675], [-2.7689, 9.7763], [-2.7665, 9.7849], [-2.7604, 9.793], [-2.7586, 9.8005], [-2.7503, 9.8078], [-2.7373, 9.8146], [-2.7325, 9.815], [-2.7268, 9.8273], [-2.7305, 9.8381], [-2.7472, 9.8544], [-2.7623, 9.884], [-2.7612, 9.898], [-2.7635, 9.9031], [-2.7643, 9.9129], [-2.7598, 9.9279], [-2.7522, 9.9416], [-2.7449, 9.9482], [-2.7433, 9.9601], [-2.7501, 9.9816], [-2.7633, 9.9932], [-2.7756, 10.0115], [-2.7773, 10.0211], [-2.7823, 10.027], [-2.7826, 10.0445], [-2.7886, 10.0595], [-2.7908, 10.0697], [-2.791, 10.0795], [-2.7884, 10.0937], [-2.7922, 10.1069], [-2.794, 10.1264], [-2.7878, 10.1408], [-2.7912, 10.1642], [-2.795, 10.1715], [-2.7941, 10.1757], [-2.7978, 10.1909], [-2.7959, 10.1977], [-2.7886, 10.2059], [-2.7747, 10.214], [-2.76, 10.2276], [-2.7573, 10.2334], [-2.7562, 10.2473], [-2.7596, 10.2593], [-2.7633, 10.264], [-2.7793, 10.2718], [-2.7978, 10.2767], [-2.8342, 10.2967], [-2.8415, 10.3038], [-2.844, 10.3104], [-2.8502, 10.3186], [-2.8492, 10.328], [-2.8451, 10.3346], [-2.8425, 10.3434], [-2.8414, 10.3671], [-2.8314, 10.3881], [-2.8175, 10.3982], [-2.8089, 10.3996], [-2.7998, 10.3979], [-2.7801, 10.4084], [-2.776, 10.4124], [-2.7732, 10.4224], [-2.7748, 10.4249], [-2.7773, 10.4256], [-2.7913, 10.4266], [-2.8337, 10.4372], [-2.8408, 10.4424], [-2.8556, 10.4486], [-2.8538, 10.4507], [-2.8647, 10.4576], [-2.8721, 10.4737], [-2.8711, 10.4807], [-2.8746, 10.4911], [-2.88, 10.5008], [-2.889, 10.5064], [-2.8905, 10.5112], [-2.8952, 10.5145], [-2.8991, 10.5228], [-2.9004, 10.5297], [-2.8981, 10.5402], [-2.9018, 10.5511], [-2.9108, 10.5631], [-2.9144, 10.5739], [-2.9227, 10.5878], [-2.9244, 10.5956], [-2.9276, 10.5997], [-2.9327, 10.6022], [-2.9352, 10.6094], [-2.9402, 10.6124], [-2.9411, 10.6168], [-2.9396, 10.6248], [-2.9412, 10.6301], [-2.9406, 10.6366], [-2.931, 10.6522], [-2.9157, 10.6636], [-2.9106, 10.6718], [-2.911, 10.6754], [-2.9061, 10.6839], [-2.9055, 10.6882], [-2.9109, 10.6998], [-2.9238, 10.7042], [-2.9307, 10.7047], [-2.94, 10.7093], [-2.9378, 10.7222], [-2.9189, 10.7358], [-2.895, 10.7642], [-2.8945, 10.7727], [-2.8916, 10.7763], [-2.8919, 10.7814], [-2.881, 10.8037], [-2.8791, 10.8319], [-2.8677, 10.8481], [-2.8635, 10.8577], [-2.8635, 10.8661], [-2.8665, 10.8739], [-2.8644, 10.8864], [-2.8583, 10.8912], [-2.8513, 10.8905], [-2.838, 10.8927], [-2.8337, 10.8974], [-2.8175, 10.9238], [-2.8179, 10.9385], [-2.8197, 10.9426], [-2.8289, 10.954], [-2.8378, 10.9605], [-2.8406, 10.9675], [-2.834, 11.0041], [-2.7683, 11.0048], [-2.7691, 11.0092], [-2.7679, 11.0126], [-2.7617, 11.018], [-2.755, 11.0192], [-2.6268, 11.0193], [-2.618, 11.0213], [-2.5829, 11.0216], [-2.5554, 11.0181], [-2.4977, 11.0182], [-2.4523, 11.0233], [-2.4104, 11.0165], [-2.3776, 11.0088], [-2.3602, 11.0081], [-2.3001, 11.0111], [-2.2724, 11.0168], [-2.2202, 11.0207], [-2.1184, 11.0143], [-2.0828, 11.0146], [-2.058, 11.0175], [-2.0063, 11.004], [-1.7434, 11.0081], [-1.7445, 11.038], [-1.5458, 11.0402], [-1.5441, 11.0102], [-1.4285, 11.0111], [-1.4282, 10.9981], [-1.4297, 10.9953], [-1.4337, 10.9943], [-1.4384, 10.9906], [-1.4417, 10.9822], [-1.4415, 10.977], [-1.4438, 10.9755], [-1.445, 10.9687], [-1.4479, 10.9641], [-1.4476, 10.9555], [-1.4441, 10.9504], [-1.4467, 10.9425], [-1.4472, 10.9321], [-1.4519, 10.918], [-1.4548, 10.9162], [-1.4562, 10.9116], [-1.4517, 10.908], [-1.4535, 10.9047], [-1.452, 10.8886], [-1.4585, 10.8789], [-1.4577, 10.8758], [-1.4547, 10.8733], [-1.455, 10.869], [-1.4534, 10.8655], [-1.4568, 10.862], [-1.4584, 10.849], [-1.4592, 10.848], [-1.4621, 10.8497], [-1.463, 10.8461], [-1.4731, 10.844], [-1.4726, 10.842], [-1.4778, 10.8391], [-1.4786, 10.8308], [-1.486, 10.8311], [-1.4918, 10.834], [-1.4946, 10.8293], [-1.4936, 10.8274], [-1.5005, 10.8137], [-1.4919, 10.8078], [-1.4915, 10.8058], [-1.4964, 10.7897], [-1.4961, 10.7866], [-1.4991, 10.7856], [-1.4997, 10.7819], [-1.5052, 10.7787], [-1.5099, 10.7796], [-1.5235, 10.7769], [-1.5274, 10.7711], [-1.5286, 10.7657], [-1.5259, 10.7611], [-1.529, 10.7521], [-1.5317, 10.751], [-1.5332, 10.7483], [-1.537, 10.7477], [-1.5513, 10.7505], [-1.5573, 10.7463], [-1.5618, 10.7361], [-1.5618, 10.7275], [-1.5682, 10.7234], [-1.5666, 10.7155], [-1.5692, 10.7054], [-1.5689, 10.6972], [-1.5714, 10.6923], [-1.5735, 10.6679], [-1.5677, 10.6446], [-1.5677, 10.6295], [-1.5656, 10.6202], [-1.5672, 10.6023], [-1.566, 10.5986], [-1.5594, 10.5955], [-1.5561, 10.5879], [-1.5539, 10.5863], [-1.53, 10.5893], [-1.5266, 10.5883], [-1.516, 10.5767], [-1.5195, 10.5675], [-1.5183, 10.5621], [-1.5108, 10.5597], [-1.5049, 10.5604], [-1.4988, 10.5537], [-1.4899, 10.5501], [-1.4877, 10.5454], [-1.4885, 10.5404], [-1.4859, 10.5383], [-1.4728, 10.5361], [-1.4645, 10.5373], [-1.4571, 10.5333], [-1.4505, 10.5247], [-1.4485, 10.5169], [-1.4505, 10.5141], [-1.4628, 10.5092], [-1.463, 10.5064], [-1.4593, 10.4987], [-1.4668, 10.4888], [-1.4669, 10.4868], [-1.458, 10.4789], [-1.4498, 10.479], [-1.4466, 10.4691], [-1.434, 10.4677], [-1.4468, 10.4604], [-1.4485, 10.4549], [-1.4571, 10.4515], [-1.4686, 10.4428], [-1.4749, 10.4332], [-1.5178, 10.4058], [-1.5703, 10.3554], [-1.5769, 10.3467], [-1.6061, 10.2942], [-1.6478, 10.2153], [-1.6493, 10.2123], [-1.6475, 10.2077], [-1.6522, 10.1978], [-1.6563, 10.1954], [-1.6597, 10.189], [-1.6633, 10.1867], [-1.662, 10.1859], [-1.6626, 10.1824], [-1.6602, 10.1772], [-1.6636, 10.1737], [-1.6595, 10.169], [-1.6598, 10.1657], [-1.646, 10.1583], [-1.6454, 10.1564], [-1.6359, 10.1547], [-1.6324, 10.1457], [-1.6291, 10.1445], [-1.6286, 10.1403], [-1.6255, 10.1393], [-1.6215, 10.1332], [-1.6152, 10.1332], [-1.6122, 10.135], [-1.608, 10.133], [-1.6032, 10.1342], [-1.6007, 10.133], [-1.5975, 10.1276], [-1.5992, 10.1267], [-1.5978, 10.1211], [-1.5924, 10.1152], [-1.5951, 10.111], [-1.5953, 10.1067], [-1.5899, 10.1042], [-1.5893, 10.1014], [-1.5864, 10.1005], [-1.5891, 10.0957], [-1.59, 10.0887], [-1.5858, 10.0821], [-1.588, 10.0777], [-1.594, 10.0768], [-1.6131, 10.0691], [-1.6232, 10.0711], [-1.6264, 10.0791], [-1.6321, 10.0795], [-1.6436, 10.0751], [-1.655, 10.0746], [-1.6553, 10.072], [-1.6418, 10.0577], [-1.6291, 10.0529], [-1.6293, 10.0499], [-1.6349, 10.0426], [-1.64, 10.0387], [-1.646, 10.038], [-1.6555, 10.0428], [-1.6672, 10.0451], [-1.6673, 10.0356], [-1.6736, 10.0253], [-1.686, 10.0387], [-1.6908, 10.0358], [-1.6947, 10.031], [-1.695, 10.0234], [-1.6974, 10.0254], [-1.7016, 10.0219], [-1.7017, 10.0138], [-1.7148, 10.0122], [-1.7186, 9.9983], [-1.7159, 9.9895], [-1.71, 9.9813], [-1.7126, 9.9702], [-1.7075, 9.9647], [-1.7119, 9.9603], [-1.708, 9.9571], [-1.709, 9.9501], [-1.7067, 9.9458], [-1.7144, 9.9429], [-1.7161, 9.94], [-1.714, 9.9296], [-1.7081, 9.9272], [-1.7046, 9.9236], [-1.7061, 9.9144], [-1.7041, 9.9093], [-1.7074, 9.9032], [-1.7062, 9.9027], [-1.7071, 9.8999], [-1.7034, 9.8954], [-1.7013, 9.8954], [-1.6966, 9.8911], [-1.6963, 9.8872], [-1.6992, 9.8801], [-1.6967, 9.8711], [-1.7075, 9.8239], [-1.7124, 9.8214], [-1.7198, 9.8203], [-1.7422, 9.82], [-1.9868, 9.8251], [-2.0034, 9.8222], [-2.0087, 9.8152], [-2.0178, 9.7945], [-2.0248, 9.786], [-2.0289, 9.7831], [-2.0422, 9.7797], [-2.0588, 9.7821], [-2.0625, 9.7812], [-2.0864, 9.7855], [-2.0912, 9.7898], [-2.0945, 9.8113], [-2.0969, 9.8137], [-2.4211, 9.7724], [-2.4948, 9.7499]]]], "type": "MultiPolygon"}, "id": "12", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA13_2", "HASC_1": "NA", "ISO_1": "GH-UW", "NAME_1": "UpperWest", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [0.0911, 5.7656, 1.2002, 7.3047], "geometry": {"coordinates": [[[[0.6849, 5.7745], [0.688, 5.7778], [0.6781, 5.7948], [0.6519, 5.8052], [0.6546, 5.8272], [0.6462, 5.8381], [0.6427, 5.841], [0.6203, 5.8343], [0.6203, 5.8407], [0.6187, 5.8432], [0.62, 5.8456], [0.6197, 5.854], [0.6259, 5.863], [0.6284, 5.8642], [0.6305, 5.8625], [0.6315, 5.8668], [0.6285, 5.8679], [0.615, 5.8646], [0.6128, 5.8676], [0.6124, 5.8728], [0.6138, 5.8747], [0.6191, 5.8758], [0.6068, 5.8769], [0.6055, 5.8839], [0.5997, 5.8906], [0.5949, 5.8903], [0.5746, 5.8999], [0.5805, 5.9101], [0.5874, 5.9134], [0.5854, 5.9182], [0.5888, 5.9187], [0.5817, 5.9277], [0.5761, 5.9328], [0.572, 5.9295], [0.5706, 5.9298], [0.5716, 5.9327], [0.5695, 5.9323], [0.5661, 5.9382], [0.561, 5.9401], [0.559, 5.9393], [0.5551, 5.927], [0.5527, 5.9257], [0.551, 5.9203], [0.5479, 5.9249], [0.5518, 5.929], [0.5508, 5.9314], [0.5485, 5.9317], [0.5504, 5.9351], [0.5474, 5.935], [0.5453, 5.9434], [0.5417, 5.9497], [0.5364, 5.9531], [0.5277, 5.9526], [0.524, 5.9549], [0.5254, 5.9788], [0.513, 5.9836], [0.5055, 5.9897], [0.5013, 5.9895], [0.4908, 5.9955], [0.4898, 5.9842], [0.492, 5.9797], [0.4847, 5.9755], [0.486, 5.9898], [0.4837, 5.9925], [0.4807, 5.9906], [0.4674, 5.9983], [0.4585, 5.9982], [0.4536, 6.0015], [0.4501, 6.0016], [0.4461, 5.9965], [0.4447, 5.9972], [0.441, 5.995], [0.4411, 5.9827], [0.4387, 5.9813], [0.4343, 5.974], [0.4161, 5.9695], [0.3946, 5.9608], [0.3664, 5.9604], [0.3528, 5.9548], [0.3439, 5.9539], [0.348, 5.9624], [0.3504, 5.9785], [0.3533, 5.9866], [0.3507, 5.9882], [0.3409, 5.9891], [0.3297, 5.9966], [0.3318, 6.0073], [0.3398, 6.0191], [0.3487, 6.0222], [0.3422, 6.028], [0.3318, 6.0339], [0.332, 6.0378], [0.3368, 6.0417], [0.3378, 6.0472], [0.3235, 6.0525], [0.3009, 6.0547], [0.2955, 6.0573], [0.2895, 6.0643], [0.2878, 6.0749], [0.2848, 6.0808], [0.2684, 6.0942], [0.2541, 6.1], [0.2478, 6.1057], [0.233, 6.1103], [0.2289, 6.1101], [0.2323, 6.1097], [0.233, 6.108], [0.2212, 6.1044], [0.2141, 6.1044], [0.2129, 6.1027], [0.2087, 6.1041], [0.1894, 6.0968], [0.1426, 6.1095], [0.1223, 6.1275], [0.1189, 6.1373], [0.1089, 6.1385], [0.1022, 6.1426], [0.0932, 6.1546], [0.0911, 6.1604], [0.0937, 6.1635], [0.096, 6.1771], [0.1045, 6.1837], [0.1055, 6.1891], [0.1189, 6.219], [0.1196, 6.2256], [0.1232, 6.2324], [0.1232, 6.2376], [0.1285, 6.2487], [0.1277, 6.2552], [0.1361, 6.2598], [0.1372, 6.2657], [0.1556, 6.2887], [0.1552, 6.2939], [0.1595, 6.3002], [0.1757, 6.3027], [0.1749, 6.305], [0.1763, 6.3074], [0.1719, 6.3109], [0.17, 6.3106], [0.1682, 6.3135], [0.1709, 6.3173], [0.1695, 6.3195], [0.171, 6.3228], [0.1686, 6.3251], [0.1693, 6.3275], [0.1742, 6.3279], [0.1745, 6.3312], [0.1727, 6.3309], [0.1727, 6.332], [0.1781, 6.3339], [0.1789, 6.3407], [0.187, 6.3389], [0.1878, 6.3405], [0.1865, 6.3396], [0.1856, 6.3421], [0.1883, 6.3457], [0.188, 6.3442], [0.1943, 6.3482], [0.1934, 6.3498], [0.1972, 6.3544], [0.2013, 6.3537], [0.2013, 6.3572], [0.2041, 6.3565], [0.2047, 6.3581], [0.2012, 6.3614], [0.2026, 6.3637], [0.2, 6.3707], [0.205, 6.3714], [0.2073, 6.3772], [0.2131, 6.3784], [0.2137, 6.3825], [0.2165, 6.3844], [0.2165, 6.388], [0.2088, 6.3967], [0.2095, 6.4013], [0.2062, 6.4053], [0.1887, 6.4155], [0.178, 6.4242], [0.1828, 6.4313], [0.1862, 6.4403], [0.1838, 6.466], [0.1892, 6.4754], [0.1872, 6.4826], [0.1789, 6.4867], [0.1821, 6.4953], [0.1812, 6.5028], [0.1782, 6.5046], [0.1778, 6.5115], [0.1816, 6.5193], [0.1924, 6.5325], [0.1997, 6.5485], [0.1984, 6.5537], [0.195, 6.5556], [0.196, 6.56], [0.1946, 6.5639], [0.1893, 6.5657], [0.188, 6.5682], [0.1819, 6.5664], [0.1632, 6.57], [0.1518, 6.5778], [0.1286, 6.5755], [0.1044, 6.5669], [0.1104, 6.6166], [0.1232, 6.666], [0.1301, 6.6715], [0.1615, 6.6832], [0.1692, 6.6897], [0.1782, 6.6907], [0.199, 6.697], [0.2037, 6.7033], [0.2082, 6.7576], [0.2002, 6.7787], [0.1925, 6.7893], [0.1585, 6.8161], [0.1449, 6.8185], [0.1332, 6.8291], [0.1242, 6.8433], [0.1198, 6.8704], [0.1229, 6.8894], [0.1355, 6.91], [0.1478, 6.9215], [0.1958, 6.9364], [0.2062, 6.9425], [0.2156, 6.9536], [0.2274, 6.974], [0.2252, 6.9944], [0.2213, 7.0079], [0.1997, 7.0516], [0.1967, 7.0675], [0.2029, 7.0806], [0.2162, 7.0936], [0.2245, 7.0994], [0.3158, 7.0959], [0.3285, 7.0892], [0.3292, 7.0959], [0.3281, 7.0973], [0.3327, 7.1023], [0.3359, 7.1128], [0.3398, 7.1158], [0.3369, 7.1255], [0.3386, 7.1306], [0.3416, 7.1273], [0.3502, 7.1265], [0.3575, 7.1316], [0.3637, 7.1455], [0.3674, 7.1474], [0.3692, 7.1535], [0.3712, 7.1542], [0.3916, 7.2266], [0.4155, 7.2661], [0.4271, 7.2809], [0.4353, 7.2846], [0.4397, 7.2806], [0.441, 7.2774], [0.4453, 7.2783], [0.4484, 7.2771], [0.4454, 7.2816], [0.452, 7.2848], [0.4486, 7.2977], [0.4652, 7.2897], [0.4678, 7.2916], [0.4837, 7.2931], [0.4914, 7.2901], [0.4983, 7.2973], [0.5042, 7.2988], [0.5051, 7.3009], [0.5141, 7.3011], [0.5225, 7.2976], [0.5272, 7.303], [0.5348, 7.3047], [0.5348, 7.2999], [0.5405, 7.2955], [0.5417, 7.2714], [0.5396, 7.2703], [0.537, 7.2563], [0.5334, 7.2544], [0.5336, 7.2473], [0.5171, 7.2397], [0.5212, 7.2347], [0.5193, 7.2205], [0.5303, 7.2212], [0.5357, 7.22], [0.5427, 7.2251], [0.5409, 7.2332], [0.544, 7.2385], [0.5486, 7.2389], [0.5477, 7.2424], [0.549, 7.2465], [0.5527, 7.2474], [0.553, 7.2534], [0.557, 7.2538], [0.5609, 7.2596], [0.561, 7.2646], [0.5637, 7.2659], [0.5628, 7.2671], [0.5639, 7.2664], [0.5629, 7.2682], [0.5678, 7.2667], [0.5717, 7.2676], [0.5733, 7.281], [0.5771, 7.2841], [0.5761, 7.2853], [0.574, 7.2846], [0.5741, 7.2878], [0.5808, 7.2886], [0.5827, 7.2859], [0.5809, 7.2855], [0.5836, 7.2781], [0.6063, 7.2665], [0.6191, 7.2642], [0.6442, 7.263], [0.644, 7.2569], [0.6405, 7.249], [0.6387, 7.2372], [0.6392, 7.2247], [0.6337, 7.2196], [0.6313, 7.1964], [0.6249, 7.1828], [0.6211, 7.1844], [0.6172, 7.1825], [0.6156, 7.1763], [0.6182, 7.1676], [0.6169, 7.1616], [0.6133, 7.1569], [0.607, 7.1585], [0.6056, 7.1575], [0.6051, 7.141], [0.6039, 7.1377], [0.5969, 7.1336], [0.5944, 7.1189], [0.5921, 7.1137], [0.5919, 7.1118], [0.5939, 7.1141], [0.5979, 7.1143], [0.6011, 7.1126], [0.6023, 7.1087], [0.6118, 7.1059], [0.6141, 7.1005], [0.6117, 7.0975], [0.6147, 7.0952], [0.6114, 7.0844], [0.5971, 7.06], [0.6024, 7.0351], [0.6008, 7.03], [0.6027, 7.0232], [0.5993, 7.0152], [0.5941, 7.009], [0.5962, 7.006], [0.5952, 7.0024], [0.5863, 7.0022], [0.5777, 6.9969], [0.5697, 6.9998], [0.5564, 6.9945], [0.5553, 6.9957], [0.5485, 6.9935], [0.5386, 6.9863], [0.5351, 6.978], [0.5269, 6.9732], [0.5225, 6.9725], [0.5223, 6.9674], [0.5257, 6.9643], [0.5235, 6.9607], [0.5263, 6.9551], [0.5229, 6.9477], [0.5259, 6.9416], [0.5429, 6.9377], [0.545, 6.9354], [0.5477, 6.9376], [0.55, 6.9296], [0.5535, 6.9311], [0.5595, 6.9286], [0.5661, 6.9208], [0.5628, 6.9153], [0.5625, 6.9051], [0.5572, 6.8869], [0.5472, 6.8809], [0.5345, 6.8774], [0.5341, 6.8753], [0.5432, 6.8647], [0.5318, 6.8567], [0.5318, 6.8335], [0.5346, 6.8342], [0.5319, 6.8274], [0.5394, 6.8246], [0.5407, 6.8267], [0.5464, 6.8282], [0.5443, 6.8304], [0.5473, 6.8344], [0.5552, 6.8288], [0.5568, 6.8294], [0.561, 6.8239], [0.565, 6.8247], [0.5681, 6.821], [0.568, 6.8191], [0.5661, 6.8186], [0.566, 6.8153], [0.5705, 6.813], [0.5686, 6.8104], [0.5704, 6.8089], [0.573, 6.81], [0.5798, 6.8073], [0.5762, 6.8042], [0.5778, 6.8015], [0.576, 6.8007], [0.5759, 6.7982], [0.5674, 6.8026], [0.5707, 6.797], [0.5671, 6.7969], [0.57, 6.7929], [0.5662, 6.7883], [0.5685, 6.7842], [0.5664, 6.7829], [0.5774, 6.7744], [0.5717, 6.7744], [0.5817, 6.7615], [0.5918, 6.7604], [0.5971, 6.7562], [0.6009, 6.7565], [0.6084, 6.7472], [0.6091, 6.7499], [0.6107, 6.7492], [0.6141, 6.7526], [0.617, 6.7518], [0.6188, 6.7545], [0.6252, 6.7474], [0.6303, 6.7495], [0.6326, 6.7489], [0.6346, 6.746], [0.6421, 6.744], [0.6504, 6.7376], [0.6504, 6.7354], [0.6492, 6.7359], [0.6456, 6.7313], [0.6432, 6.7191], [0.6492, 6.7128], [0.6466, 6.7094], [0.6484, 6.7068], [0.6474, 6.7018], [0.6437, 6.6973], [0.6441, 6.691], [0.643, 6.6894], [0.6464, 6.6845], [0.6437, 6.6828], [0.6424, 6.6752], [0.6427, 6.6692], [0.6447, 6.667], [0.6387, 6.6516], [0.6404, 6.6498], [0.6373, 6.6474], [0.6378, 6.6445], [0.6355, 6.6434], [0.6352, 6.6406], [0.64, 6.6384], [0.6365, 6.6368], [0.6375, 6.6356], [0.6364, 6.6299], [0.6432, 6.6321], [0.6444, 6.6286], [0.6467, 6.6278], [0.6467, 6.6255], [0.6485, 6.6247], [0.6491, 6.6204], [0.6521, 6.6195], [0.6533, 6.6164], [0.6523, 6.6136], [0.6564, 6.6086], [0.6607, 6.6064], [0.6669, 6.6052], [0.6728, 6.6137], [0.6907, 6.5987], [0.6887, 6.5968], [0.6917, 6.5917], [0.6979, 6.5884], [0.7117, 6.585], [0.7237, 6.5899], [0.7424, 6.589], [0.7486, 6.573], [0.7489, 6.5631], [0.719, 6.5349], [0.7174, 6.5275], [0.7187, 6.5121], [0.7217, 6.502], [0.7322, 6.4848], [0.7465, 6.4839], [0.7449, 6.4584], [0.7492, 6.4482], [0.782, 6.4345], [0.7875, 6.4134], [0.8261, 6.4041], [0.8398, 6.3964], [0.8619, 6.3792], [0.8647, 6.3732], [0.8744, 6.3668], [0.8778, 6.36], [0.8838, 6.3555], [0.8869, 6.3503], [0.8885, 6.3422], [0.8926, 6.3355], [1.0044, 6.3347], [1.0065, 6.3312], [1.008, 6.3216], [1.0053, 6.311], [1.0079, 6.2938], [1.0157, 6.2872], [1.0178, 6.2697], [1.024, 6.2567], [1.036, 6.2411], [1.0365, 6.2383], [1.0483, 6.2334], [1.0548, 6.2333], [1.0663, 6.219], [1.067, 6.2119], [1.0757, 6.1944], [1.0716, 6.1949], [1.081, 6.1829], [1.0792, 6.1777], [1.0765, 6.1823], [1.0754, 6.1771], [1.0791, 6.1712], [1.0857, 6.1686], [1.2002, 6.1676], [1.1986, 6.1523], [1.1995, 6.1127], [1.1261, 6.0773], [1.0818, 6.0465], [1.0636, 6.0264], [1.0289, 5.9794], [1.0241, 5.9699], [1.0017, 5.937], [0.9929, 5.9186], [0.9902, 5.9052], [0.9936, 5.8944], [0.9938, 5.8795], [0.99, 5.8627], [0.9848, 5.8485], [0.9711, 5.8267], [0.9405, 5.7955], [0.9202, 5.7854], [0.8265, 5.7745], [0.8165, 5.7696], [0.7876, 5.7709], [0.7686, 5.7691], [0.7341, 5.773], [0.7278, 5.7701], [0.7224, 5.7705], [0.7127, 5.7678], [0.7081, 5.7679], [0.7129, 5.7688], [0.7156, 5.7711], [0.7152, 5.7731], [0.7092, 5.7723], [0.7054, 5.7697], [0.6935, 5.7705], [0.6925, 5.7686], [0.6941, 5.7656], [0.6855, 5.7709], [0.6802, 5.7708], [0.6756, 5.7768], [0.6773, 5.7776], [0.6798, 5.7748], [0.6849, 5.7745]]]], "type": "MultiPolygon"}, "id": "13", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA14_2", "HASC_1": "NA", "ISO_1": "GH-TV", "NAME_1": "Volta", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-3.109, 4.7388, -1.3998, 6.1502], "geometry": {"coordinates": [[[[-1.6747, 4.9652], [-1.6874, 4.9632], [-1.7028, 4.9551], [-1.7058, 4.9508], [-1.7052, 4.9475], [-1.7025, 4.9464], [-1.7068, 4.9463], [-1.7088, 4.9405], [-1.7085, 4.9387], [-1.7069, 4.9386], [-1.7062, 4.9337], [-1.7187, 4.9306], [-1.735, 4.9236], [-1.742, 4.9163], [-1.7437, 4.9121], [-1.7427, 4.9061], [-1.7461, 4.902], [-1.7484, 4.895], [-1.7457, 4.8936], [-1.7422, 4.8875], [-1.7362, 4.8867], [-1.7331, 4.8882], [-1.735, 4.8815], [-1.7463, 4.8809], [-1.7593, 4.8761], [-1.7643, 4.8766], [-1.7672, 4.8749], [-1.7845, 4.8749], [-1.7944, 4.8718], [-1.8, 4.8736], [-1.8073, 4.8735], [-1.8132, 4.8708], [-1.8134, 4.8668], [-1.8248, 4.8647], [-1.8302, 4.862], [-1.8363, 4.8541], [-1.8347, 4.8505], [-1.8381, 4.8486], [-1.859, 4.8473], [-1.8712, 4.8434], [-1.8753, 4.8393], [-1.8849, 4.8352], [-1.8862, 4.8304], [-1.8899, 4.8294], [-1.8905, 4.8264], [-1.8996, 4.8277], [-1.9125, 4.8258], [-1.9165, 4.8218], [-1.9141, 4.8195], [-1.9157, 4.815], [-1.9178, 4.8132], [-1.9299, 4.8108], [-1.9378, 4.8058], [-1.94, 4.7953], [-1.9449, 4.7922], [-1.9466, 4.7938], [-1.9486, 4.793], [-1.949, 4.7913], [-1.9469, 4.7896], [-1.9476, 4.7877], [-1.9532, 4.7839], [-1.9553, 4.7842], [-1.9583, 4.7796], [-1.9628, 4.7763], [-1.9631, 4.7743], [-1.9714, 4.7701], [-1.973, 4.7677], [-1.9718, 4.7655], [-1.9739, 4.7632], [-1.9735, 4.7596], [-1.9763, 4.7577], [-1.9791, 4.7588], [-1.9802, 4.7558], [-1.9817, 4.7572], [-1.985, 4.7569], [-1.9863, 4.7587], [-1.9919, 4.7594], [-2.0123, 4.7569], [-2.0267, 4.7574], [-2.0332, 4.7554], [-2.0357, 4.7515], [-2.0358, 4.756], [-2.0389, 4.7553], [-2.0389, 4.7531], [-2.0453, 4.7527], [-2.0467, 4.7489], [-2.0533, 4.7449], [-2.0545, 4.7398], [-2.0562, 4.7407], [-2.0569, 4.7438], [-2.0608, 4.744], [-2.0647, 4.7466], [-2.0684, 4.743], [-2.0682, 4.7457], [-2.071, 4.7461], [-2.0719, 4.7483], [-2.0764, 4.7483], [-2.0772, 4.7466], [-2.0796, 4.7486], [-2.086, 4.7461], [-2.0856, 4.7444], [-2.0884, 4.7435], [-2.0921, 4.7388], [-2.0912, 4.7451], [-2.094, 4.749], [-2.1, 4.753], [-2.1117, 4.7546], [-2.1106, 4.7577], [-2.1115, 4.7613], [-2.1094, 4.7635], [-2.1135, 4.7642], [-2.1063, 4.7721], [-2.1051, 4.7756], [-2.1104, 4.7823], [-2.1223, 4.7897], [-2.1305, 4.7911], [-2.1348, 4.7895], [-2.137, 4.7926], [-2.1484, 4.7971], [-2.1628, 4.7976], [-2.1673, 4.7963], [-2.1685, 4.7913], [-2.1695, 4.7915], [-2.1707, 4.7942], [-2.1682, 4.7957], [-2.1684, 4.7993], [-2.1723, 4.8037], [-2.1696, 4.8049], [-2.1695, 4.8072], [-2.1737, 4.8092], [-2.1745, 4.8128], [-2.1859, 4.8176], [-2.2035, 4.822], [-2.2041, 4.8316], [-2.2109, 4.8386], [-2.2301, 4.8485], [-2.236, 4.8496], [-2.2475, 4.8553], [-2.2464, 4.8587], [-2.2431, 4.8593], [-2.2418, 4.8625], [-2.2438, 4.8631], [-2.2459, 4.8735], [-2.248, 4.8744], [-2.2477, 4.8803], [-2.2504, 4.8842], [-2.2541, 4.8863], [-2.2694, 4.8923], [-2.2684, 4.899], [-2.3351, 4.926], [-2.382, 4.9412], [-2.3836, 4.9435], [-2.3925, 4.9439], [-2.4464, 4.9572], [-2.5122, 4.9708], [-2.5537, 4.9823], [-2.5558, 4.9857], [-2.5599, 4.987], [-2.5643, 4.9758], [-2.6034, 4.9783], [-2.635, 4.9823], [-2.6712, 4.9993], [-2.7382, 5.0083], [-2.7715, 5.019], [-2.8689, 5.0381], [-2.9093, 5.0485], [-2.965, 5.0587], [-3.013, 5.0693], [-3.0414, 5.0779], [-3.1086, 5.0902], [-3.109, 5.116], [-3.1017, 5.1124], [-3.0964, 5.1133], [-3.0943, 5.1154], [-3.0851, 5.1119], [-3.0724, 5.1131], [-3.0713, 5.1141], [-3.0718, 5.1194], [-3.0689, 5.1213], [-3.0623, 5.1218], [-3.0519, 5.116], [-3.0483, 5.1204], [-3.042, 5.1166], [-3.034, 5.1181], [-3.0275, 5.117], [-3.0215, 5.1194], [-3.019, 5.116], [-3.0024, 5.111], [-2.9881, 5.0955], [-2.9762, 5.0871], [-2.9651, 5.0879], [-2.9491, 5.0841], [-2.9416, 5.094], [-2.9296, 5.0967], [-2.9294, 5.1002], [-2.9343, 5.1026], [-2.9328, 5.1054], [-2.9358, 5.1095], [-2.9346, 5.1108], [-2.9366, 5.11], [-2.9417, 5.112], [-2.9431, 5.1143], [-2.9399, 5.1205], [-2.9403, 5.1249], [-2.9362, 5.1259], [-2.934, 5.1223], [-2.931, 5.1231], [-2.9282, 5.1208], [-2.9218, 5.1223], [-2.9104, 5.1205], [-2.9061, 5.1235], [-2.9021, 5.1212], [-2.896, 5.1228], [-2.8917, 5.1195], [-2.8906, 5.1268], [-2.884, 5.1238], [-2.8816, 5.1268], [-2.8764, 5.128], [-2.8693, 5.1228], [-2.8634, 5.1231], [-2.8585, 5.1161], [-2.8542, 5.1156], [-2.8524, 5.1108], [-2.844, 5.1073], [-2.8381, 5.1096], [-2.8409, 5.1146], [-2.8366, 5.1152], [-2.8351, 5.1207], [-2.8322, 5.1214], [-2.8273, 5.1199], [-2.8242, 5.1161], [-2.8235, 5.1113], [-2.8188, 5.1095], [-2.8176, 5.1056], [-2.8145, 5.1073], [-2.8167, 5.111], [-2.8135, 5.1134], [-2.8114, 5.1107], [-2.8123, 5.1071], [-2.8102, 5.1063], [-2.8067, 5.1071], [-2.8072, 5.1113], [-2.8061, 5.1116], [-2.8014, 5.1077], [-2.7906, 5.107], [-2.7857, 5.1176], [-2.7843, 5.1153], [-2.7862, 5.1113], [-2.7854, 5.109], [-2.7833, 5.1091], [-2.7804, 5.1124], [-2.7782, 5.1107], [-2.7718, 5.1113], [-2.7691, 5.1087], [-2.7662, 5.1095], [-2.7654, 5.1044], [-2.7602, 5.1035], [-2.7591, 5.1002], [-2.7571, 5.1009], [-2.7545, 5.1088], [-2.756, 5.1118], [-2.754, 5.1167], [-2.7516, 5.1149], [-2.7461, 5.1165], [-2.7431, 5.1134], [-2.7391, 5.1165], [-2.7373, 5.1188], [-2.74, 5.1202], [-2.7401, 5.1232], [-2.7374, 5.1288], [-2.7321, 5.1287], [-2.7327, 5.1345], [-2.731, 5.1347], [-2.7277, 5.1314], [-2.7277, 5.137], [-2.7248, 5.1372], [-2.7238, 5.1409], [-2.7272, 5.1401], [-2.7267, 5.1446], [-2.7301, 5.1482], [-2.731, 5.1518], [-2.733, 5.1514], [-2.734, 5.1486], [-2.7365, 5.1487], [-2.7416, 5.1557], [-2.7358, 5.1623], [-2.7406, 5.1611], [-2.7456, 5.1669], [-2.7412, 5.1757], [-2.7421, 5.1811], [-2.7459, 5.1842], [-2.7458, 5.1873], [-2.7495, 5.1945], [-2.7476, 5.2021], [-2.7571, 5.2005], [-2.7601, 5.2069], [-2.7603, 5.212], [-2.7634, 5.2134], [-2.7648, 5.2169], [-2.7635, 5.2185], [-2.757, 5.2184], [-2.7591, 5.2215], [-2.7578, 5.2256], [-2.7588, 5.2284], [-2.7609, 5.2297], [-2.7598, 5.2323], [-2.7567, 5.2304], [-2.7554, 5.233], [-2.7589, 5.2353], [-2.7649, 5.2348], [-2.7658, 5.2363], [-2.7624, 5.2457], [-2.7596, 5.2458], [-2.7589, 5.2419], [-2.7547, 5.2422], [-2.7549, 5.245], [-2.7608, 5.2498], [-2.7563, 5.2497], [-2.7549, 5.2462], [-2.7533, 5.2488], [-2.7546, 5.2532], [-2.7574, 5.2559], [-2.7639, 5.2552], [-2.7655, 5.2599], [-2.7687, 5.2577], [-2.7728, 5.2584], [-2.7759, 5.2653], [-2.7773, 5.2631], [-2.7789, 5.2636], [-2.7793, 5.266], [-2.7741, 5.2676], [-2.77, 5.2666], [-2.7693, 5.2682], [-2.7731, 5.2687], [-2.7748, 5.2738], [-2.7807, 5.2765], [-2.7853, 5.2856], [-2.7844, 5.2925], [-2.7812, 5.2947], [-2.7721, 5.2928], [-2.7695, 5.2946], [-2.7664, 5.3052], [-2.768, 5.3072], [-2.7661, 5.3172], [-2.7707, 5.3232], [-2.7718, 5.329], [-2.7774, 5.3309], [-2.7742, 5.3364], [-2.7713, 5.3347], [-2.7706, 5.3362], [-2.7761, 5.3421], [-2.7767, 5.3464], [-2.7697, 5.3522], [-2.7684, 5.357], [-2.7644, 5.3561], [-2.7557, 5.3438], [-2.7422, 5.3451], [-2.7384, 5.3472], [-2.7349, 5.3433], [-2.7266, 5.3409], [-2.7147, 5.3492], [-2.7109, 5.3476], [-2.704, 5.3476], [-2.6995, 5.3425], [-2.6951, 5.3445], [-2.6928, 5.3487], [-2.6864, 5.3486], [-2.6783, 5.3545], [-2.6781, 5.3572], [-2.6752, 5.3594], [-2.6711, 5.3679], [-2.6646, 5.3718], [-2.6598, 5.3718], [-2.6539, 5.3782], [-2.6522, 5.3773], [-2.6442, 5.3873], [-2.641, 5.3872], [-2.6309, 5.4022], [-2.6271, 5.402], [-2.6239, 5.4077], [-2.6205, 5.4086], [-2.6178, 5.4125], [-2.6178, 5.4255], [-2.6107, 5.4305], [-2.6101, 5.4324], [-2.6096, 5.4374], [-2.6117, 5.4439], [-2.6104, 5.4486], [-2.6045, 5.4493], [-2.6011, 5.4541], [-2.6044, 5.4622], [-2.6041, 5.4655], [-2.5943, 5.4636], [-2.5906, 5.4648], [-2.5911, 5.4694], [-2.5943, 5.4674], [-2.6001, 5.4704], [-2.6011, 5.4784], [-2.5975, 5.4861], [-2.5796, 5.4858], [-2.5802, 5.4925], [-2.5848, 5.4989], [-2.5788, 5.5137], [-2.5821, 5.5177], [-2.5917, 5.5185], [-2.5986, 5.5123], [-2.5996, 5.5183], [-2.6039, 5.5231], [-2.6044, 5.5265], [-2.596, 5.5254], [-2.5982, 5.535], [-2.5928, 5.5404], [-2.593, 5.5446], [-2.5912, 5.5464], [-2.5852, 5.5465], [-2.5805, 5.5486], [-2.5792, 5.5431], [-2.5722, 5.5419], [-2.5692, 5.5549], [-2.5769, 5.5624], [-2.573, 5.5621], [-2.569, 5.5591], [-2.5658, 5.5745], [-2.5667, 5.5811], [-2.565, 5.5827], [-2.5613, 5.58], [-2.5589, 5.5817], [-2.5616, 5.5877], [-2.5692, 5.5871], [-2.5716, 5.5909], [-2.5685, 5.5922], [-2.5656, 5.5969], [-2.569, 5.6086], [-2.5714, 5.6136], [-2.5753, 5.617], [-2.5777, 5.6171], [-2.5821, 5.6232], [-2.5798, 5.6274], [-2.5747, 5.6254], [-2.5733, 5.6277], [-2.5748, 5.6306], [-2.5754, 5.6432], [-2.5734, 5.648], [-2.5664, 5.6464], [-2.5578, 5.6414], [-2.5531, 5.6467], [-2.5563, 5.6509], [-2.5565, 5.6588], [-2.559, 5.6608], [-2.5618, 5.6615], [-2.5764, 5.6577], [-2.5804, 5.66], [-2.5807, 5.6625], [-2.5792, 5.6652], [-2.5739, 5.6642], [-2.5731, 5.6665], [-2.5755, 5.6723], [-2.5719, 5.6761], [-2.565, 5.6747], [-2.5635, 5.6767], [-2.5657, 5.6816], [-2.5708, 5.6802], [-2.5734, 5.6774], [-2.5745, 5.6783], [-2.5741, 5.686], [-2.572, 5.6904], [-2.5697, 5.6907], [-2.5677, 5.687], [-2.5589, 5.6849], [-2.5528, 5.6861], [-2.551, 5.6897], [-2.5599, 5.7021], [-2.5554, 5.7049], [-2.5567, 5.7072], [-2.5689, 5.7113], [-2.5695, 5.7187], [-2.566, 5.724], [-2.5724, 5.7329], [-2.5788, 5.7364], [-2.5813, 5.7408], [-2.5871, 5.7394], [-2.5893, 5.7421], [-2.5927, 5.7429], [-2.5938, 5.7339], [-2.598, 5.733], [-2.6063, 5.7342], [-2.6074, 5.7369], [-2.5996, 5.7442], [-2.5965, 5.7485], [-2.5961, 5.7522], [-2.5928, 5.7511], [-2.5944, 5.7534], [-2.5924, 5.7554], [-2.5823, 5.7599], [-2.5778, 5.7604], [-2.5712, 5.7694], [-2.5785, 5.7851], [-2.5771, 5.7886], [-2.5718, 5.7919], [-2.5764, 5.7938], [-2.5792, 5.7933], [-2.5812, 5.7952], [-2.5801, 5.8018], [-2.582, 5.8078], [-2.578, 5.8086], [-2.5716, 5.807], [-2.5684, 5.8109], [-2.5636, 5.8021], [-2.5565, 5.7942], [-2.5444, 5.7938], [-2.5361, 5.7975], [-2.5343, 5.7948], [-2.5251, 5.7952], [-2.5234, 5.7938], [-2.528, 5.7902], [-2.5296, 5.7857], [-2.5227, 5.7837], [-2.5141, 5.7783], [-2.5088, 5.7773], [-2.5072, 5.7774], [-2.5063, 5.7826], [-2.4978, 5.785], [-2.4987, 5.7905], [-2.5031, 5.7922], [-2.5034, 5.7944], [-2.4978, 5.7942], [-2.4955, 5.7964], [-2.502, 5.801], [-2.5033, 5.8082], [-2.5015, 5.81], [-2.4978, 5.8095], [-2.4945, 5.8007], [-2.4913, 5.7997], [-2.4827, 5.802], [-2.4839, 5.8072], [-2.4876, 5.8122], [-2.485, 5.8194], [-2.486, 5.8257], [-2.4961, 5.8228], [-2.4981, 5.8231], [-2.4995, 5.8261], [-2.506, 5.8271], [-2.5097, 5.8235], [-2.5177, 5.8248], [-2.5184, 5.8286], [-2.5127, 5.8305], [-2.5121, 5.8347], [-2.5196, 5.8338], [-2.5206, 5.8354], [-2.5184, 5.8514], [-2.513, 5.8652], [-2.5041, 5.8631], [-2.5029, 5.8642], [-2.5057, 5.868], [-2.5049, 5.8706], [-2.4998, 5.873], [-2.4961, 5.8671], [-2.4871, 5.8699], [-2.4988, 5.8875], [-2.4981, 5.896], [-2.5103, 5.8991], [-2.5086, 5.9018], [-2.5101, 5.905], [-2.5098, 5.9145], [-2.5038, 5.9134], [-2.4978, 5.9144], [-2.4972, 5.9172], [-2.5057, 5.9232], [-2.502, 5.9264], [-2.5042, 5.9374], [-2.5088, 5.9404], [-2.5106, 5.9463], [-2.5076, 5.95], [-2.5165, 5.9544], [-2.5151, 5.9669], [-2.5226, 5.969], [-2.5308, 5.9691], [-2.5347, 5.9653], [-2.5385, 5.9785], [-2.5494, 5.9804], [-2.5584, 5.9787], [-2.5568, 5.9847], [-2.5496, 5.9874], [-2.5486, 5.9905], [-2.55, 5.9926], [-2.537, 6.0035], [-2.5257, 6.0193], [-2.5116, 6.0435], [-2.5059, 6.0466], [-2.5033, 6.0513], [-2.5043, 6.0543], [-2.4993, 6.0535], [-2.4994, 6.0589], [-2.4942, 6.0592], [-2.494, 6.0646], [-2.4893, 6.0646], [-2.4946, 6.0692], [-2.4977, 6.068], [-2.5051, 6.0717], [-2.5085, 6.0804], [-2.4963, 6.0927], [-2.4904, 6.0928], [-2.4823, 6.0962], [-2.476, 6.108], [-2.4607, 6.1097], [-2.4568, 6.1071], [-2.4517, 6.0997], [-2.449, 6.1021], [-2.4495, 6.1081], [-2.444, 6.1168], [-2.4386, 6.1199], [-2.4324, 6.1145], [-2.4338, 6.107], [-2.4273, 6.101], [-2.4197, 6.0967], [-2.4127, 6.0883], [-2.3992, 6.0898], [-2.3919, 6.0846], [-2.3861, 6.0845], [-2.3825, 6.0827], [-2.3709, 6.0844], [-2.3733, 6.0864], [-2.372, 6.0864], [-2.3725, 6.0922], [-2.3706, 6.0974], [-2.3607, 6.1002], [-2.354, 6.1055], [-2.3473, 6.103], [-2.3242, 6.1011], [-2.3188, 6.0963], [-2.3097, 6.098], [-2.3034, 6.0965], [-2.2918, 6.1034], [-2.2835, 6.1022], [-2.2712, 6.1223], [-2.2675, 6.1203], [-2.2569, 6.1199], [-2.2575, 6.1252], [-2.2554, 6.1273], [-2.2548, 6.1326], [-2.2564, 6.1339], [-2.2557, 6.136], [-2.2419, 6.1408], [-2.23, 6.1502], [-2.2283, 6.15], [-2.2252, 6.1452], [-2.2174, 6.144], [-2.2173, 6.1419], [-2.2158, 6.1414], [-2.2059, 6.1447], [-2.1979, 6.1442], [-2.189, 6.1472], [-2.1817, 6.121], [-2.1778, 6.1198], [-2.1711, 6.1237], [-2.1624, 6.1198], [-2.1604, 6.1133], [-2.1544, 6.1063], [-2.1489, 6.1039], [-2.1465, 6.101], [-2.1433, 6.1015], [-2.1411, 6.0997], [-2.1403, 6.0912], [-2.1299, 6.0929], [-2.0587, 6.0715], [-2.0476, 6.0592], [-2.0477, 6.0561], [-2.0515, 6.05], [-2.048, 6.0506], [-2.0447, 6.048], [-2.0409, 6.0481], [-2.0333, 6.0436], [-2.0277, 6.0426], [-2.0212, 6.0349], [-2.0182, 6.0277], [-2.0089, 6.0242], [-2.0022, 6.0251], [-1.9922, 6.0216], [-1.9853, 6.0165], [-1.984, 6.01], [-1.9742, 6.0032], [-1.9685, 6.0011], [-1.9538, 5.9843], [-1.9485, 5.9823], [-1.9444, 5.9835], [-1.9434, 5.9766], [-1.9392, 5.9697], [-1.9387, 5.965], [-1.9407, 5.9582], [-1.9392, 5.9558], [-1.9363, 5.9546], [-1.9334, 5.9479], [-1.93, 5.9463], [-1.9281, 5.9426], [-1.909, 5.9372], [-1.9119, 5.9327], [-1.9102, 5.9282], [-1.9041, 5.9212], [-1.9031, 5.9174], [-1.892, 5.9158], [-1.8878, 5.9085], [-1.8881, 5.8976], [-1.8838, 5.8953], [-1.8797, 5.8894], [-1.8696, 5.8839], [-1.8625, 5.8873], [-1.8591, 5.8861], [-1.8561, 5.8884], [-1.8539, 5.8954], [-1.8418, 5.9017], [-1.8367, 5.8954], [-1.8306, 5.896], [-1.8307, 5.9001], [-1.8253, 5.8992], [-1.8226, 5.8949], [-1.8186, 5.8932], [-1.8149, 5.8892], [-1.8139, 5.8788], [-1.8156, 5.8717], [-1.8137, 5.8678], [-1.8228, 5.8538], [-1.8239, 5.845], [-1.8327, 5.8274], [-1.8319, 5.8208], [-1.8401, 5.8108], [-1.8392, 5.8086], [-1.8407, 5.8045], [-1.8447, 5.805], [-1.8373, 5.7966], [-1.8365, 5.7907], [-1.8341, 5.794], [-1.8298, 5.792], [-1.8303, 5.7871], [-1.8288, 5.7865], [-1.8296, 5.7842], [-1.8347, 5.7854], [-1.84, 5.7818], [-1.8507, 5.7676], [-1.8475, 5.7653], [-1.8305, 5.7617], [-1.8111, 5.7595], [-1.801, 5.7509], [-1.7995, 5.747], [-1.8006, 5.7446], [-1.8038, 5.7417], [-1.8071, 5.7431], [-1.8105, 5.7401], [-1.8102, 5.7364], [-1.8136, 5.7367], [-1.8129, 5.7318], [-1.8176, 5.7266], [-1.8166, 5.7248], [-1.7865, 5.7326], [-1.7838, 5.7255], [-1.791, 5.7098], [-1.7918, 5.6956], [-1.7955, 5.6912], [-1.804, 5.6866], [-1.8099, 5.6777], [-1.818, 5.6747], [-1.829, 5.6036], [-1.8322, 5.5924], [-1.8245, 5.5932], [-1.7506, 5.6269], [-1.7377, 5.6236], [-1.7329, 5.6278], [-1.7195, 5.6302], [-1.7135, 5.6364], [-1.7056, 5.6368], [-1.6926, 5.6416], [-1.6857, 5.6423], [-1.6785, 5.6347], [-1.676, 5.6247], [-1.6764, 5.6081], [-1.6676, 5.6112], [-1.6565, 5.6186], [-1.6429, 5.6169], [-1.632, 5.6098], [-1.6272, 5.6031], [-1.6235, 5.6021], [-1.6214, 5.5993], [-1.6177, 5.5852], [-1.6096, 5.5757], [-1.607, 5.5675], [-1.6076, 5.5635], [-1.6049, 5.5659], [-1.5996, 5.5667], [-1.5946, 5.5649], [-1.5919, 5.5632], [-1.5926, 5.5568], [-1.5904, 5.5544], [-1.5949, 5.5382], [-1.594, 5.5299], [-1.6081, 5.5319], [-1.6162, 5.5188], [-1.6151, 5.5175], [-1.617, 5.5011], [-1.6144, 5.4822], [-1.6123, 5.4772], [-1.6127, 5.4658], [-1.6085, 5.4599], [-1.6022, 5.4565], [-1.6017, 5.4506], [-1.6044, 5.448], [-1.6157, 5.4442], [-1.6225, 5.4401], [-1.6273, 5.432], [-1.6288, 5.422], [-1.6256, 5.4197], [-1.6231, 5.4203], [-1.6208, 5.426], [-1.6162, 5.4236], [-1.6129, 5.4241], [-1.6129, 5.4213], [-1.6091, 5.4234], [-1.6069, 5.4211], [-1.6041, 5.4213], [-1.606, 5.4176], [-1.6004, 5.412], [-1.5965, 5.4107], [-1.5787, 5.4105], [-1.563, 5.4153], [-1.5606, 5.4146], [-1.5586, 5.4114], [-1.5474, 5.4061], [-1.5459, 5.408], [-1.5386, 5.4061], [-1.5383, 5.4036], [-1.5364, 5.4029], [-1.5257, 5.4029], [-1.5229, 5.4009], [-1.5222, 5.3981], [-1.5177, 5.397], [-1.5165, 5.3934], [-1.5139, 5.3927], [-1.5024, 5.4013], [-1.4893, 5.3992], [-1.4786, 5.3894], [-1.4756, 5.3836], [-1.4748, 5.3777], [-1.4621, 5.3819], [-1.4566, 5.348], [-1.4466, 5.3399], [-1.4374, 5.3383], [-1.4141, 5.3179], [-1.4076, 5.312], [-1.3998, 5.298], [-1.4277, 5.289], [-1.4355, 5.2675], [-1.4441, 5.2678], [-1.4478, 5.2474], [-1.4486, 5.2296], [-1.4453, 5.2165], [-1.4463, 5.2101], [-1.4537, 5.2112], [-1.4618, 5.2072], [-1.4704, 5.2096], [-1.4781, 5.2081], [-1.4812, 5.21], [-1.488, 5.2086], [-1.4905, 5.2063], [-1.4925, 5.2078], [-1.5037, 5.2061], [-1.5099, 5.2083], [-1.5142, 5.2035], [-1.5211, 5.2019], [-1.5228, 5.1996], [-1.5249, 5.1926], [-1.5237, 5.1888], [-1.5247, 5.1861], [-1.5227, 5.1833], [-1.5259, 5.1755], [-1.5251, 5.1707], [-1.5279, 5.1699], [-1.533, 5.1737], [-1.5357, 5.1709], [-1.5351, 5.1666], [-1.5383, 5.1634], [-1.5434, 5.1637], [-1.5491, 5.1605], [-1.563, 5.16], [-1.5674, 5.1584], [-1.5668, 5.1607], [-1.5684, 5.1625], [-1.5703, 5.1584], [-1.5778, 5.1579], [-1.5815, 5.1549], [-1.5798, 5.1406], [-1.5819, 5.1002], [-1.579, 5.0663], [-1.5802, 5.0331], [-1.6042, 5.0293], [-1.6224, 5.021], [-1.6335, 4.9992], [-1.6312, 4.9916], [-1.6329, 4.9879], [-1.6356, 4.9867], [-1.6347, 4.981], [-1.6407, 4.9784], [-1.6441, 4.9739], [-1.6432, 4.9713], [-1.6747, 4.9652]]]], "type": "MultiPolygon"}, "id": "14", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA15_2", "HASC_1": "NA", "ISO_1": "GH-WP", "NAME_1": "Western", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-3.2621, 5.3425, -2.0743, 7.0059], "geometry": {"coordinates": [[[[-2.5426, 5.98], [-2.5385, 5.9785], [-2.5347, 5.9653], [-2.5308, 5.9691], [-2.5226, 5.969], [-2.5151, 5.9669], [-2.5165, 5.9544], [-2.5076, 5.95], [-2.5106, 5.9463], [-2.5088, 5.9404], [-2.5042, 5.9374], [-2.5033, 5.9346], [-2.5039, 5.9307], [-2.502, 5.9264], [-2.5057, 5.9232], [-2.4972, 5.9172], [-2.4978, 5.9144], [-2.5038, 5.9134], [-2.5098, 5.9145], [-2.5101, 5.905], [-2.5086, 5.9018], [-2.5103, 5.8991], [-2.4981, 5.896], [-2.4988, 5.8875], [-2.4871, 5.8699], [-2.4961, 5.8671], [-2.4998, 5.873], [-2.5049, 5.8706], [-2.5057, 5.868], [-2.5029, 5.8642], [-2.5041, 5.8631], [-2.513, 5.8652], [-2.5155, 5.8612], [-2.5204, 5.8425], [-2.5196, 5.8338], [-2.5121, 5.8347], [-2.5127, 5.8305], [-2.5184, 5.8286], [-2.5177, 5.8248], [-2.5097, 5.8235], [-2.506, 5.8271], [-2.4995, 5.8261], [-2.4981, 5.8231], [-2.4961, 5.8228], [-2.486, 5.8257], [-2.485, 5.8194], [-2.4876, 5.8122], [-2.4839, 5.8072], [-2.4827, 5.802], [-2.4913, 5.7997], [-2.4945, 5.8007], [-2.4978, 5.8095], [-2.5015, 5.81], [-2.5033, 5.8082], [-2.502, 5.801], [-2.4955, 5.7964], [-2.4978, 5.7942], [-2.5034, 5.7944], [-2.5031, 5.7922], [-2.4987, 5.7905], [-2.4978, 5.785], [-2.5063, 5.7826], [-2.5072, 5.7774], [-2.5088, 5.7773], [-2.5141, 5.7783], [-2.5227, 5.7837], [-2.5296, 5.7857], [-2.528, 5.7902], [-2.5234, 5.7938], [-2.5251, 5.7952], [-2.5343, 5.7948], [-2.5361, 5.7975], [-2.5444, 5.7938], [-2.5565, 5.7942], [-2.5636, 5.8021], [-2.5684, 5.8109], [-2.5716, 5.807], [-2.578, 5.8086], [-2.582, 5.8078], [-2.5801, 5.8018], [-2.5812, 5.7952], [-2.5792, 5.7933], [-2.5764, 5.7938], [-2.5718, 5.7919], [-2.5771, 5.7886], [-2.5785, 5.7851], [-2.5712, 5.7694], [-2.5778, 5.7604], [-2.5823, 5.7599], [-2.5924, 5.7554], [-2.5944, 5.7534], [-2.5928, 5.7511], [-2.5961, 5.7522], [-2.5965, 5.7485], [-2.6071, 5.7358], [-2.6045, 5.7336], [-2.598, 5.733], [-2.5938, 5.7339], [-2.5927, 5.7429], [-2.5893, 5.7421], [-2.5871, 5.7394], [-2.5813, 5.7408], [-2.5788, 5.7364], [-2.5724, 5.7329], [-2.566, 5.724], [-2.5695, 5.7187], [-2.5689, 5.7113], [-2.5567, 5.7072], [-2.5554, 5.7049], [-2.5599, 5.7021], [-2.551, 5.6897], [-2.5528, 5.6861], [-2.5589, 5.6849], [-2.5677, 5.687], [-2.5697, 5.6907], [-2.572, 5.6904], [-2.5741, 5.686], [-2.5745, 5.6783], [-2.5734, 5.6774], [-2.5708, 5.6802], [-2.5657, 5.6816], [-2.5635, 5.6767], [-2.565, 5.6747], [-2.5719, 5.6761], [-2.5755, 5.6723], [-2.5731, 5.6665], [-2.5739, 5.6642], [-2.5792, 5.6652], [-2.5807, 5.6625], [-2.5804, 5.66], [-2.5764, 5.6577], [-2.5618, 5.6615], [-2.559, 5.6608], [-2.5565, 5.6588], [-2.5563, 5.6509], [-2.5531, 5.6467], [-2.5578, 5.6414], [-2.5664, 5.6464], [-2.5734, 5.648], [-2.5754, 5.6432], [-2.5748, 5.6306], [-2.5733, 5.6277], [-2.5747, 5.6254], [-2.5798, 5.6274], [-2.5821, 5.6232], [-2.5777, 5.6171], [-2.5753, 5.617], [-2.5714, 5.6136], [-2.569, 5.6086], [-2.5656, 5.5969], [-2.5685, 5.5922], [-2.5716, 5.5909], [-2.5692, 5.5871], [-2.5616, 5.5877], [-2.5589, 5.5817], [-2.5613, 5.58], [-2.565, 5.5827], [-2.5667, 5.5811], [-2.5658, 5.5745], [-2.569, 5.5591], [-2.573, 5.5621], [-2.5769, 5.5624], [-2.5692, 5.5549], [-2.5722, 5.5419], [-2.5792, 5.5431], [-2.5805, 5.5486], [-2.5852, 5.5465], [-2.5912, 5.5464], [-2.593, 5.5446], [-2.5928, 5.5404], [-2.5982, 5.535], [-2.596, 5.5254], [-2.6044, 5.5265], [-2.6039, 5.5231], [-2.5996, 5.5183], [-2.5986, 5.5123], [-2.5917, 5.5185], [-2.5821, 5.5177], [-2.5788, 5.5137], [-2.5848, 5.4989], [-2.5802, 5.4925], [-2.5794, 5.4863], [-2.5808, 5.4849], [-2.5975, 5.4861], [-2.6011, 5.4784], [-2.6001, 5.4704], [-2.5943, 5.4674], [-2.5911, 5.4694], [-2.5906, 5.4648], [-2.5943, 5.4636], [-2.6041, 5.4655], [-2.6044, 5.4622], [-2.6011, 5.4541], [-2.6045, 5.4493], [-2.6104, 5.4486], [-2.6117, 5.4439], [-2.6096, 5.4374], [-2.6101, 5.4324], [-2.6107, 5.4305], [-2.6178, 5.4255], [-2.6178, 5.4125], [-2.6205, 5.4086], [-2.6239, 5.4077], [-2.6271, 5.402], [-2.6309, 5.4022], [-2.641, 5.3872], [-2.6442, 5.3873], [-2.6522, 5.3773], [-2.6539, 5.3782], [-2.6598, 5.3718], [-2.6646, 5.3718], [-2.6711, 5.3679], [-2.6752, 5.3594], [-2.6781, 5.3572], [-2.6783, 5.3545], [-2.6868, 5.3483], [-2.6928, 5.3487], [-2.6976, 5.3427], [-2.6995, 5.3425], [-2.704, 5.3476], [-2.7109, 5.3476], [-2.7147, 5.3492], [-2.7206, 5.3459], [-2.7242, 5.3575], [-2.7242, 5.3878], [-2.7478, 5.4379], [-2.7683, 5.5544], [-2.7614, 5.5993], [-2.7641, 5.6004], [-2.764, 5.6023], [-2.7657, 5.6033], [-2.7699, 5.6022], [-2.7714, 5.6042], [-2.7748, 5.6032], [-2.7772, 5.6064], [-2.7789, 5.6058], [-2.7753, 5.6151], [-2.7767, 5.6162], [-2.7797, 5.6136], [-2.785, 5.6142], [-2.7846, 5.619], [-2.7874, 5.6205], [-2.7863, 5.6248], [-2.7903, 5.6234], [-2.7892, 5.6264], [-2.7927, 5.6279], [-2.7933, 5.6232], [-2.802, 5.6216], [-2.8041, 5.6172], [-2.8048, 5.6195], [-2.8071, 5.6183], [-2.8051, 5.6213], [-2.808, 5.6246], [-2.8105, 5.6249], [-2.8087, 5.6273], [-2.8138, 5.6288], [-2.8155, 5.6263], [-2.8222, 5.6264], [-2.8234, 5.6298], [-2.8284, 5.632], [-2.8285, 5.6345], [-2.8322, 5.6341], [-2.8353, 5.6364], [-2.8365, 5.6398], [-2.8394, 5.6394], [-2.8439, 5.6434], [-2.8459, 5.6427], [-2.8487, 5.6486], [-2.8511, 5.6477], [-2.8562, 5.6493], [-2.8576, 5.6522], [-2.8563, 5.6553], [-2.8584, 5.6571], [-2.8602, 5.6533], [-2.865, 5.6516], [-2.8686, 5.6451], [-2.8714, 5.6455], [-2.8728, 5.6431], [-2.8762, 5.6434], [-2.876, 5.6417], [-2.8785, 5.6395], [-2.8821, 5.6401], [-2.884, 5.6388], [-2.8839, 5.636], [-2.886, 5.6347], [-2.8874, 5.6358], [-2.8999, 5.6292], [-2.9031, 5.6313], [-2.9054, 5.629], [-2.9074, 5.6302], [-2.9085, 5.6286], [-2.9207, 5.628], [-2.9244, 5.6212], [-2.9345, 5.6198], [-2.9393, 5.6281], [-2.9418, 5.6288], [-2.9431, 5.6331], [-2.9476, 5.6366], [-2.9509, 5.6354], [-2.9544, 5.6373], [-2.9596, 5.6367], [-2.9635, 5.6405], [-2.9667, 5.6406], [-2.961, 5.6697], [-2.9533, 5.6738], [-2.9527, 5.716], [-3.0261, 5.7097], [-3.0205, 5.8571], [-3.074, 5.9853], [-3.1023, 6.1519], [-3.1077, 6.1651], [-3.1548, 6.2522], [-3.1743, 6.2516], [-3.1739, 6.2597], [-3.1717, 6.2643], [-3.1709, 6.2959], [-3.1746, 6.3101], [-3.1809, 6.3159], [-3.1858, 6.326], [-3.1865, 6.3429], [-3.1902, 6.3487], [-3.1935, 6.3604], [-3.2366, 6.5387], [-3.2341, 6.5965], [-3.2436, 6.6008], [-3.2549, 6.6095], [-3.2553, 6.6156], [-3.2621, 6.6176], [-3.2601, 6.6215], [-3.2598, 6.6303], [-3.2571, 6.6331], [-3.2567, 6.6439], [-3.2548, 6.645], [-3.2529, 6.6502], [-3.2504, 6.6513], [-3.2478, 6.6597], [-3.2437, 6.6655], [-3.2353, 6.6677], [-3.2367, 6.6764], [-3.2311, 6.6807], [-3.2309, 6.6839], [-3.2327, 6.6863], [-3.2295, 6.6874], [-3.2278, 6.6913], [-3.2314, 6.6947], [-3.2299, 6.6997], [-3.2322, 6.7006], [-3.2294, 6.7034], [-3.2223, 6.7052], [-3.2207, 6.7099], [-3.2166, 6.7143], [-3.2162, 6.722], [-3.214, 6.7219], [-3.209, 6.7316], [-3.2089, 6.7344], [-3.214, 6.7395], [-3.2144, 6.7442], [-3.2178, 6.7488], [-3.2119, 6.7553], [-3.2157, 6.7608], [-3.2185, 6.761], [-3.2183, 6.7625], [-3.2272, 6.7678], [-3.229, 6.7742], [-3.2313, 6.7767], [-3.2328, 6.7871], [-3.2316, 6.7917], [-3.233, 6.7945], [-3.2306, 6.8001], [-3.231, 6.8064], [-3.2297, 6.8094], [-3.2317, 6.8219], [-3.2258, 6.8249], [-3.1554, 6.9404], [-3.1435, 6.9567], [-3.1426, 6.9627], [-3.1339, 6.9749], [-3.1166, 7.0059], [-3.1091, 7.0023], [-3.1065, 6.9987], [-3.0997, 6.9943], [-3.0965, 6.9906], [-3.0922, 6.9796], [-3.0814, 6.9761], [-3.0756, 6.9719], [-3.072, 6.963], [-3.0734, 6.9556], [-3.0712, 6.9483], [-3.0728, 6.9437], [-3.0652, 6.9395], [-3.0456, 6.9382], [-3.0339, 6.9275], [-3.0281, 6.927], [-3.0167, 6.9309], [-3.0119, 6.9371], [-3.0028, 6.9406], [-2.996, 6.9405], [-2.9887, 6.9464], [-2.9843, 6.9463], [-2.969, 6.937], [-2.9616, 6.9369], [-2.9538, 6.9403], [-2.9386, 6.9414], [-2.9334, 6.9368], [-2.9285, 6.9292], [-2.9198, 6.9249], [-2.9185, 6.918], [-2.9118, 6.9143], [-2.909, 6.9083], [-2.9053, 6.9062], [-2.9039, 6.9017], [-2.8963, 6.8929], [-2.8968, 6.8875], [-2.8932, 6.8855], [-2.8934, 6.8835], [-2.8911, 6.8812], [-2.8867, 6.8805], [-2.8846, 6.8763], [-2.8861, 6.8749], [-2.8841, 6.8742], [-2.8831, 6.8709], [-2.8801, 6.87], [-2.8716, 6.8537], [-2.8648, 6.8516], [-2.8658, 6.8504], [-2.8625, 6.8468], [-2.8627, 6.8437], [-2.8568, 6.8396], [-2.8541, 6.8314], [-2.8565, 6.8301], [-2.857, 6.8255], [-2.8593, 6.8241], [-2.858, 6.8197], [-2.8487, 6.816], [-2.8484, 6.8107], [-2.8428, 6.8064], [-2.8485, 6.8031], [-2.8489, 6.7997], [-2.8446, 6.7985], [-2.8443, 6.7961], [-2.8399, 6.7943], [-2.8394, 6.7904], [-2.8375, 6.7887], [-2.8436, 6.7817], [-2.8447, 6.7756], [-2.8485, 6.7751], [-2.8498, 6.7728], [-2.8491, 6.7693], [-2.8458, 6.7676], [-2.8456, 6.7646], [-2.8408, 6.7587], [-2.8413, 6.7503], [-2.8462, 6.747], [-2.8457, 6.7412], [-2.8521, 6.7375], [-2.852, 6.7359], [-2.855, 6.7363], [-2.8568, 6.7328], [-2.8588, 6.7321], [-2.8579, 6.7269], [-2.8628, 6.7226], [-2.8624, 6.7209], [-2.8659, 6.7187], [-2.8646, 6.713], [-2.8593, 6.7115], [-2.8623, 6.7046], [-2.8582, 6.6983], [-2.8623, 6.6971], [-2.8617, 6.6933], [-2.8575, 6.6893], [-2.8586, 6.6871], [-2.8551, 6.684], [-2.8557, 6.6825], [-2.8495, 6.6792], [-2.8493, 6.674], [-2.848, 6.6732], [-2.8493, 6.6698], [-2.8481, 6.669], [-2.853, 6.6655], [-2.8521, 6.6633], [-2.8543, 6.6636], [-2.8578, 6.661], [-2.8573, 6.6598], [-2.8639, 6.6607], [-2.8734, 6.6575], [-2.8774, 6.6538], [-2.8767, 6.6528], [-2.8725, 6.6541], [-2.871, 6.651], [-2.8664, 6.6498], [-2.8674, 6.6473], [-2.8693, 6.6469], [-2.8687, 6.6445], [-2.8714, 6.6424], [-2.8708, 6.64], [-2.8693, 6.6382], [-2.8669, 6.6382], [-2.8608, 6.6419], [-2.8514, 6.6429], [-2.8442, 6.6365], [-2.8404, 6.6371], [-2.8378, 6.6342], [-2.8327, 6.6347], [-2.8309, 6.6268], [-2.8245, 6.626], [-2.8246, 6.6233], [-2.8212, 6.6229], [-2.816, 6.6167], [-2.808, 6.6167], [-2.8081, 6.6146], [-2.8056, 6.617], [-2.8037, 6.616], [-2.8006, 6.6115], [-2.8008, 6.607], [-2.7938, 6.6013], [-2.789, 6.6016], [-2.7877, 6.5966], [-2.7846, 6.5949], [-2.7827, 6.5842], [-2.7806, 6.5835], [-2.7812, 6.5778], [-2.7796, 6.5757], [-2.7599, 6.585], [-2.7481, 6.5807], [-2.7273, 6.5888], [-2.7014, 6.5851], [-2.6945, 6.5777], [-2.6811, 6.572], [-2.6758, 6.524], [-2.6727, 6.5098], [-2.6687, 6.5114], [-2.6634, 6.5251], [-2.6564, 6.5294], [-2.6494, 6.5257], [-2.6459, 6.53], [-2.6196, 6.5252], [-2.6061, 6.5196], [-2.5989, 6.5124], [-2.5967, 6.5065], [-2.5924, 6.5046], [-2.5885, 6.4942], [-2.5852, 6.4897], [-2.5771, 6.4875], [-2.5696, 6.4824], [-2.5622, 6.4808], [-2.5545, 6.4744], [-2.5504, 6.4687], [-2.5434, 6.4638], [-2.538, 6.4635], [-2.533, 6.4598], [-2.5274, 6.462], [-2.5268, 6.4549], [-2.5346, 6.4499], [-2.5379, 6.4496], [-2.5374, 6.4477], [-2.5397, 6.4483], [-2.5431, 6.4429], [-2.5512, 6.4376], [-2.5524, 6.4322], [-2.5589, 6.4297], [-2.5572, 6.4212], [-2.5529, 6.4197], [-2.5506, 6.4129], [-2.5477, 6.4097], [-2.5469, 6.4005], [-2.5152, 6.4131], [-2.5065, 6.415], [-2.5039, 6.4152], [-2.498, 6.4101], [-2.4859, 6.4086], [-2.4842, 6.406], [-2.477, 6.4027], [-2.4688, 6.3916], [-2.47, 6.3861], [-2.4686, 6.3805], [-2.4648, 6.3781], [-2.4593, 6.3786], [-2.4476, 6.3711], [-2.4348, 6.3548], [-2.4305, 6.3552], [-2.4288, 6.3533], [-2.4274, 6.3483], [-2.4246, 6.3494], [-2.4205, 6.3474], [-2.4183, 6.3492], [-2.4158, 6.3478], [-2.4085, 6.3513], [-2.3975, 6.3516], [-2.3996, 6.3417], [-2.3898, 6.3343], [-2.3899, 6.3465], [-2.3849, 6.3504], [-2.3834, 6.3504], [-2.381, 6.3468], [-2.3782, 6.3493], [-2.3783, 6.3544], [-2.3761, 6.3545], [-2.3757, 6.3594], [-2.3684, 6.3669], [-2.3619, 6.3848], [-2.3571, 6.3873], [-2.3511, 6.3951], [-2.3498, 6.4001], [-2.344, 6.4337], [-2.3498, 6.4346], [-2.3478, 6.4376], [-2.3497, 6.4413], [-2.3509, 6.4412], [-2.3521, 6.4458], [-2.3508, 6.4472], [-2.3552, 6.4475], [-2.349, 6.4554], [-2.3513, 6.4655], [-2.3576, 6.4701], [-2.3596, 6.4779], [-2.3522, 6.4841], [-2.3436, 6.4824], [-2.3387, 6.489], [-2.3374, 6.4933], [-2.3353, 6.491], [-2.3219, 6.4907], [-2.3131, 6.4882], [-2.3101, 6.4898], [-2.3075, 6.4843], [-2.3041, 6.4835], [-2.2936, 6.4916], [-2.2888, 6.4913], [-2.279, 6.487], [-2.2626, 6.4911], [-2.2576, 6.489], [-2.2547, 6.4847], [-2.2514, 6.4828], [-2.2469, 6.4755], [-2.2431, 6.4748], [-2.2399, 6.4722], [-2.2398, 6.4659], [-2.236, 6.4628], [-2.2352, 6.4577], [-2.2295, 6.4474], [-2.2321, 6.4388], [-2.2284, 6.4342], [-2.2308, 6.4295], [-2.2317, 6.4207], [-2.2259, 6.4178], [-2.2254, 6.4136], [-2.2277, 6.4084], [-2.2238, 6.4025], [-2.2214, 6.3918], [-2.2224, 6.3865], [-2.221, 6.3806], [-2.2177, 6.3773], [-2.2154, 6.3638], [-2.2156, 6.3568], [-2.2182, 6.3521], [-2.2166, 6.3447], [-2.2224, 6.3398], [-2.2257, 6.3309], [-2.2246, 6.3261], [-2.2269, 6.3247], [-2.2271, 6.32], [-2.2219, 6.3281], [-2.2119, 6.3355], [-2.2112, 6.3399], [-2.2065, 6.3423], [-2.2001, 6.3545], [-2.1849, 6.359], [-2.1727, 6.3649], [-2.161, 6.3575], [-2.1526, 6.3544], [-2.1515, 6.3497], [-2.1491, 6.3485], [-2.1365, 6.348], [-2.1246, 6.3368], [-2.1231, 6.3289], [-2.1212, 6.3291], [-2.1276, 6.3188], [-2.1241, 6.3136], [-2.1241, 6.3012], [-2.123, 6.3009], [-2.1228, 6.3044], [-2.1195, 6.3077], [-2.1164, 6.3087], [-2.1122, 6.307], [-2.1096, 6.309], [-2.0994, 6.3093], [-2.095, 6.3083], [-2.0836, 6.2982], [-2.0743, 6.2945], [-2.0759, 6.2905], [-2.0796, 6.2905], [-2.0772, 6.2866], [-2.0803, 6.2751], [-2.0854, 6.2674], [-2.0848, 6.2645], [-2.0895, 6.2594], [-2.0883, 6.2571], [-2.0904, 6.2535], [-2.0977, 6.2466], [-2.0986, 6.2399], [-2.0999, 6.2394], [-2.1048, 6.2426], [-2.1066, 6.246], [-2.1266, 6.2503], [-2.1304, 6.2549], [-2.1314, 6.2589], [-2.1413, 6.25], [-2.1485, 6.2388], [-2.1755, 6.2143], [-2.1966, 6.2007], [-2.2059, 6.198], [-2.189, 6.1472], [-2.1979, 6.1442], [-2.2059, 6.1447], [-2.2158, 6.1414], [-2.2173, 6.1419], [-2.2174, 6.144], [-2.2252, 6.1452], [-2.2283, 6.15], [-2.23, 6.1502], [-2.2419, 6.1408], [-2.2557, 6.136], [-2.2564, 6.1339], [-2.2548, 6.1326], [-2.2554, 6.1273], [-2.2575, 6.1252], [-2.2569, 6.1199], [-2.2721, 6.1217], [-2.2739, 6.1165], [-2.2768, 6.1145], [-2.2835, 6.1022], [-2.2906, 6.1037], [-2.3034, 6.0965], [-2.3097, 6.098], [-2.3165, 6.096], [-2.3195, 6.0966], [-2.3242, 6.1011], [-2.3473, 6.103], [-2.354, 6.1055], [-2.3607, 6.1002], [-2.3706, 6.0974], [-2.3725, 6.0922], [-2.372, 6.0864], [-2.3733, 6.0864], [-2.3709, 6.0844], [-2.3821, 6.0826], [-2.3861, 6.0845], [-2.3919, 6.0846], [-2.3992, 6.0898], [-2.4127, 6.0883], [-2.4197, 6.0967], [-2.4273, 6.101], [-2.4338, 6.107], [-2.4324, 6.1145], [-2.4386, 6.1199], [-2.444, 6.1168], [-2.4495, 6.1081], [-2.449, 6.1021], [-2.4517, 6.0997], [-2.4568, 6.1071], [-2.4607, 6.1097], [-2.476, 6.108], [-2.4823, 6.0962], [-2.4904, 6.0928], [-2.4963, 6.0927], [-2.5085, 6.0804], [-2.5051, 6.0717], [-2.4977, 6.068], [-2.4946, 6.0692], [-2.4893, 6.0646], [-2.494, 6.0646], [-2.4942, 6.0592], [-2.4994, 6.0589], [-2.4993, 6.0535], [-2.5043, 6.0543], [-2.5033, 6.0513], [-2.5059, 6.0466], [-2.5116, 6.0435], [-2.5257, 6.0193], [-2.537, 6.0035], [-2.55, 5.9926], [-2.5486, 5.9905], [-2.5496, 5.9874], [-2.5568, 5.9847], [-2.5584, 5.9787], [-2.5426, 5.98]]]], "type": "MultiPolygon"}, "id": "15", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA16_2", "HASC_1": "NA", "ISO_1": "GH-WN", "NAME_1": "WesternNorth", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}], "type": "FeatureCollection"});\n", + " geo_json_8a2db390f97c23b2a608c0dbbb6a58c3_add({"bbox": [-3.2621, 4.7388, 1.2002, 11.1748], "features": [{"bbox": [-2.8774, 6.3548, -1.8267, 7.3955], "geometry": {"coordinates": [[[[-2.416, 6.6588], [-2.4176, 6.6569], [-2.4151, 6.6554], [-2.4157, 6.6533], [-2.4139, 6.6533], [-2.4148, 6.652], [-2.4132, 6.6523], [-2.4128, 6.6507], [-2.4123, 6.6525], [-2.4113, 6.6504], [-2.4107, 6.6521], [-2.4077, 6.6518], [-2.4066, 6.6483], [-2.4, 6.6508], [-2.3967, 6.6489], [-2.3965, 6.6472], [-2.3953, 6.6482], [-2.3976, 6.6441], [-2.3948, 6.6434], [-2.3956, 6.6405], [-2.3979, 6.6402], [-2.3961, 6.6389], [-2.3998, 6.6378], [-2.3998, 6.64], [-2.4002, 6.6365], [-2.4024, 6.6376], [-2.4029, 6.6349], [-2.4011, 6.6348], [-2.4026, 6.6319], [-2.3988, 6.6256], [-2.3952, 6.6265], [-2.3923, 6.6243], [-2.3932, 6.6191], [-2.3946, 6.6195], [-2.394, 6.6175], [-2.3954, 6.617], [-2.392, 6.6142], [-2.3943, 6.6139], [-2.3947, 6.612], [-2.39, 6.6093], [-2.3874, 6.611], [-2.3835, 6.6107], [-2.3853, 6.6076], [-2.3838, 6.6055], [-2.3851, 6.6031], [-2.3834, 6.6043], [-2.3828, 6.6029], [-2.3839, 6.598], [-2.3825, 6.597], [-2.3814, 6.5987], [-2.3801, 6.5968], [-2.3808, 6.5998], [-2.3784, 6.6004], [-2.3786, 6.5985], [-2.3771, 6.5987], [-2.3783, 6.5974], [-2.3719, 6.5955], [-2.3711, 6.5922], [-2.3729, 6.5887], [-2.3801, 6.5848], [-2.3811, 6.5822], [-2.3795, 6.5722], [-2.3856, 6.568], [-2.3853, 6.5574], [-2.3822, 6.5504], [-2.3766, 6.5481], [-2.3759, 6.5453], [-2.3782, 6.5439], [-2.378, 6.5417], [-2.3749, 6.5388], [-2.3768, 6.5373], [-2.3775, 6.5392], [-2.3811, 6.5374], [-2.3841, 6.5322], [-2.3819, 6.5299], [-2.3833, 6.5275], [-2.3818, 6.5267], [-2.385, 6.5255], [-2.3861, 6.5232], [-2.3915, 6.5225], [-2.3909, 6.5242], [-2.3921, 6.5243], [-2.3973, 6.5213], [-2.3985, 6.5134], [-2.396, 6.5046], [-2.3976, 6.5042], [-2.3972, 6.503], [-2.4038, 6.5081], [-2.4052, 6.5058], [-2.403, 6.5048], [-2.4047, 6.5033], [-2.4074, 6.5047], [-2.4094, 6.5023], [-2.4085, 6.5009], [-2.4112, 6.5009], [-2.4094, 6.499], [-2.4117, 6.4982], [-2.4097, 6.4972], [-2.41, 6.4955], [-2.4129, 6.4978], [-2.416, 6.4959], [-2.4166, 6.4938], [-2.414, 6.49], [-2.4156, 6.4908], [-2.4161, 6.4885], [-2.4193, 6.4884], [-2.4183, 6.4902], [-2.4213, 6.4895], [-2.4213, 6.4912], [-2.4237, 6.4924], [-2.4247, 6.488], [-2.4233, 6.4869], [-2.4269, 6.4841], [-2.4248, 6.4835], [-2.4252, 6.481], [-2.4236, 6.4815], [-2.426, 6.4798], [-2.4239, 6.4779], [-2.4231, 6.4798], [-2.4233, 6.4766], [-2.4207, 6.4795], [-2.4191, 6.4784], [-2.4212, 6.475], [-2.4235, 6.4757], [-2.4215, 6.4732], [-2.4252, 6.4728], [-2.4249, 6.4749], [-2.4273, 6.4717], [-2.4308, 6.4733], [-2.4293, 6.471], [-2.4315, 6.4715], [-2.4307, 6.4693], [-2.4339, 6.4663], [-2.4317, 6.4657], [-2.4326, 6.4647], [-2.4314, 6.4641], [-2.4346, 6.464], [-2.4347, 6.4654], [-2.4351, 6.4627], [-2.4343, 6.4623], [-2.4366, 6.4596], [-2.4388, 6.46], [-2.4401, 6.4575], [-2.4426, 6.4576], [-2.4436, 6.4548], [-2.4423, 6.4498], [-2.4449, 6.4465], [-2.4436, 6.4447], [-2.4461, 6.4431], [-2.4438, 6.443], [-2.4438, 6.4417], [-2.4386, 6.4429], [-2.4387, 6.4392], [-2.4472, 6.4344], [-2.4466, 6.4306], [-2.4487, 6.4324], [-2.4514, 6.4315], [-2.447, 6.4289], [-2.444, 6.4312], [-2.4441, 6.4289], [-2.4391, 6.4282], [-2.4406, 6.417], [-2.4386, 6.4164], [-2.438, 6.4209], [-2.4352, 6.4204], [-2.4348, 6.4168], [-2.4288, 6.4171], [-2.4271, 6.4113], [-2.4247, 6.4097], [-2.4239, 6.4107], [-2.4258, 6.4074], [-2.4222, 6.4079], [-2.4224, 6.4055], [-2.4207, 6.4046], [-2.4252, 6.4049], [-2.4263, 6.4015], [-2.4232, 6.3951], [-2.4262, 6.382], [-2.4242, 6.3817], [-2.424, 6.3801], [-2.4261, 6.3771], [-2.4257, 6.3751], [-2.4282, 6.3739], [-2.4294, 6.3709], [-2.4266, 6.3634], [-2.4288, 6.3617], [-2.4283, 6.3585], [-2.4305, 6.3552], [-2.4348, 6.3548], [-2.4476, 6.3711], [-2.4593, 6.3786], [-2.4648, 6.3781], [-2.4686, 6.3805], [-2.47, 6.3861], [-2.4688, 6.3916], [-2.477, 6.4027], [-2.4842, 6.406], [-2.4859, 6.4086], [-2.498, 6.4101], [-2.5039, 6.4152], [-2.5065, 6.415], [-2.5152, 6.4131], [-2.5469, 6.4005], [-2.5477, 6.4097], [-2.5506, 6.4129], [-2.5529, 6.4197], [-2.5572, 6.4212], [-2.5589, 6.4297], [-2.5524, 6.4322], [-2.5512, 6.4376], [-2.5431, 6.4429], [-2.5397, 6.4483], [-2.5374, 6.4477], [-2.5379, 6.4496], [-2.5346, 6.4499], [-2.5268, 6.4549], [-2.5274, 6.462], [-2.533, 6.4598], [-2.538, 6.4635], [-2.5434, 6.4638], [-2.5504, 6.4687], [-2.5545, 6.4744], [-2.5622, 6.4808], [-2.5696, 6.4824], [-2.5771, 6.4875], [-2.5852, 6.4897], [-2.5885, 6.4942], [-2.5924, 6.5046], [-2.5967, 6.5065], [-2.5989, 6.5124], [-2.6061, 6.5196], [-2.6196, 6.5252], [-2.6352, 6.5289], [-2.6459, 6.53], [-2.6494, 6.5257], [-2.6564, 6.5294], [-2.6634, 6.5251], [-2.6687, 6.5114], [-2.6727, 6.5098], [-2.6758, 6.524], [-2.6811, 6.572], [-2.6945, 6.5777], [-2.7018, 6.5853], [-2.7273, 6.5888], [-2.7481, 6.5807], [-2.7555, 6.5843], [-2.7631, 6.5844], [-2.7717, 6.5785], [-2.7796, 6.5757], [-2.7812, 6.5778], [-2.7806, 6.5835], [-2.7827, 6.5842], [-2.7846, 6.5949], [-2.7877, 6.5966], [-2.789, 6.6016], [-2.7938, 6.6013], [-2.8008, 6.607], [-2.8006, 6.6115], [-2.8037, 6.616], [-2.8056, 6.617], [-2.8081, 6.6146], [-2.808, 6.6167], [-2.816, 6.6167], [-2.8212, 6.6229], [-2.8246, 6.6233], [-2.8245, 6.626], [-2.8309, 6.6268], [-2.8327, 6.6347], [-2.8378, 6.6342], [-2.8404, 6.6371], [-2.8442, 6.6365], [-2.8514, 6.6429], [-2.8608, 6.6419], [-2.8655, 6.6386], [-2.8694, 6.6382], [-2.8716, 6.6417], [-2.8664, 6.6498], [-2.871, 6.651], [-2.8725, 6.6541], [-2.8767, 6.6528], [-2.8774, 6.6538], [-2.8734, 6.6575], [-2.8639, 6.6607], [-2.8573, 6.6598], [-2.8578, 6.661], [-2.8543, 6.6636], [-2.8521, 6.6633], [-2.853, 6.6655], [-2.8481, 6.669], [-2.8493, 6.6698], [-2.848, 6.6732], [-2.8493, 6.674], [-2.8495, 6.6792], [-2.8557, 6.6825], [-2.8551, 6.684], [-2.8586, 6.6871], [-2.8575, 6.6893], [-2.8617, 6.6933], [-2.8623, 6.6971], [-2.8582, 6.6983], [-2.8623, 6.7046], [-2.8593, 6.7115], [-2.8646, 6.713], [-2.8659, 6.7187], [-2.8624, 6.7209], [-2.8628, 6.7226], [-2.8579, 6.7269], [-2.8588, 6.7321], [-2.8568, 6.7328], [-2.855, 6.7363], [-2.852, 6.7359], [-2.8521, 6.7375], [-2.8457, 6.7412], [-2.8462, 6.747], [-2.8413, 6.7503], [-2.8408, 6.7587], [-2.8456, 6.7646], [-2.8458, 6.7676], [-2.8491, 6.7693], [-2.8498, 6.7728], [-2.8485, 6.7751], [-2.8447, 6.7756], [-2.8436, 6.7817], [-2.8375, 6.7887], [-2.8394, 6.7904], [-2.8399, 6.7943], [-2.8443, 6.7961], [-2.8446, 6.7985], [-2.8489, 6.7997], [-2.8485, 6.8031], [-2.8445, 6.8043], [-2.8429, 6.8066], [-2.8484, 6.8107], [-2.8479, 6.8143], [-2.8503, 6.8177], [-2.8579, 6.8194], [-2.8593, 6.824], [-2.857, 6.8255], [-2.8565, 6.8301], [-2.8542, 6.8313], [-2.8551, 6.8359], [-2.8568, 6.8396], [-2.8627, 6.8437], [-2.8625, 6.8468], [-2.8659, 6.8506], [-2.8595, 6.8541], [-2.8599, 6.8592], [-2.8583, 6.8601], [-2.8607, 6.8639], [-2.8567, 6.8698], [-2.8548, 6.8697], [-2.8548, 6.8736], [-2.8517, 6.8747], [-2.8515, 6.8826], [-2.8493, 6.8868], [-2.853, 6.8917], [-2.8521, 6.8968], [-2.8553, 6.9029], [-2.8563, 6.9117], [-2.85, 6.9229], [-2.8514, 6.926], [-2.8495, 6.9288], [-2.85, 6.9357], [-2.8521, 6.9422], [-2.8507, 6.9426], [-2.851, 6.945], [-2.8501, 6.9434], [-2.8496, 6.9443], [-2.8499, 6.9476], [-2.8476, 6.9508], [-2.8489, 6.9517], [-2.8434, 6.9565], [-2.844, 6.9573], [-2.8395, 6.9596], [-2.8366, 6.9581], [-2.8322, 6.9587], [-2.8317, 6.9621], [-2.8287, 6.9639], [-2.8209, 6.9639], [-2.8188, 6.9696], [-2.8119, 6.9734], [-2.8127, 6.9743], [-2.8092, 6.9803], [-2.8065, 6.9822], [-2.8072, 6.9842], [-2.8053, 6.9852], [-2.8049, 6.9883], [-2.8005, 6.9912], [-2.8013, 6.994], [-2.7961, 6.9988], [-2.7965, 7.0027], [-2.7926, 7.0065], [-2.7907, 7.0122], [-2.784, 7.0133], [-2.7798, 7.0189], [-2.7707, 7.0217], [-2.7697, 7.0269], [-2.7615, 7.0352], [-2.7639, 7.0395], [-2.7602, 7.0539], [-2.7607, 7.061], [-2.7532, 7.0785], [-2.7445, 7.0823], [-2.729, 7.0986], [-2.7243, 7.0966], [-2.7217, 7.1019], [-2.7155, 7.1036], [-2.7115, 7.0999], [-2.7088, 7.1026], [-2.7045, 7.1028], [-2.6992, 7.1065], [-2.6914, 7.1141], [-2.6901, 7.1216], [-2.6926, 7.1247], [-2.6911, 7.1313], [-2.684, 7.14], [-2.6747, 7.1375], [-2.6705, 7.1401], [-2.6655, 7.1383], [-2.659, 7.1418], [-2.6514, 7.1415], [-2.6488, 7.1452], [-2.6431, 7.1469], [-2.6285, 7.1557], [-2.628, 7.159], [-2.6239, 7.1627], [-2.6201, 7.1635], [-2.6148, 7.1748], [-2.6072, 7.1804], [-2.5913, 7.1811], [-2.5847, 7.1793], [-2.5812, 7.1805], [-2.5798, 7.1837], [-2.5819, 7.1897], [-2.5806, 7.2088], [-2.5766, 7.2136], [-2.5697, 7.2163], [-2.5637, 7.224], [-2.5587, 7.2259], [-2.5559, 7.2305], [-2.5168, 7.2308], [-2.5115, 7.2273], [-2.4951, 7.2264], [-2.49, 7.2167], [-2.4935, 7.2169], [-2.4947, 7.159], [-2.4937, 7.1334], [-2.4898, 7.1316], [-2.4792, 7.1314], [-2.4754, 7.1352], [-2.4703, 7.1364], [-2.4604, 7.1341], [-2.4476, 7.1406], [-2.4189, 7.123], [-2.4154, 7.1224], [-2.4005, 7.1118], [-2.4385, 7.0888], [-2.4177, 7.0916], [-2.378, 7.0998], [-2.3725, 7.1021], [-2.3643, 7.1064], [-2.3637, 7.1101], [-2.3663, 7.1151], [-2.3501, 7.1291], [-2.3477, 7.1265], [-2.3408, 7.1255], [-2.3368, 7.1223], [-2.333, 7.1243], [-2.3316, 7.1235], [-2.3265, 7.125], [-2.3242, 7.1228], [-2.3245, 7.1213], [-2.3228, 7.1207], [-2.3264, 7.117], [-2.3308, 7.1157], [-2.3302, 7.1121], [-2.3317, 7.1103], [-2.3297, 7.1059], [-2.3233, 7.1053], [-2.3188, 7.1024], [-2.3175, 7.1043], [-2.3153, 7.104], [-2.3111, 7.0996], [-2.3089, 7.0992], [-2.3067, 7.1026], [-2.3042, 7.103], [-2.3022, 7.1019], [-2.3005, 7.0978], [-2.2984, 7.0983], [-2.2985, 7.1016], [-2.2948, 7.109], [-2.2953, 7.113], [-2.3033, 7.1208], [-2.2995, 7.1232], [-2.3006, 7.1267], [-2.2993, 7.1277], [-2.2965, 7.1262], [-2.2949, 7.1302], [-2.2923, 7.1316], [-2.2939, 7.1363], [-2.2889, 7.1393], [-2.2885, 7.1412], [-2.2919, 7.1442], [-2.2968, 7.1446], [-2.2982, 7.1487], [-2.3019, 7.1471], [-2.3054, 7.1481], [-2.3049, 7.1498], [-2.3097, 7.156], [-2.3106, 7.1599], [-2.3501, 7.187], [-2.3458, 7.1961], [-2.3415, 7.2157], [-2.3355, 7.2273], [-2.3249, 7.2371], [-2.3194, 7.2333], [-2.3015, 7.2323], [-2.2968, 7.2335], [-2.2932, 7.2303], [-2.2909, 7.2242], [-2.2851, 7.2267], [-2.2858, 7.2292], [-2.2841, 7.2303], [-2.2841, 7.2325], [-2.2798, 7.2322], [-2.2785, 7.2337], [-2.2816, 7.238], [-2.2803, 7.2422], [-2.2824, 7.2443], [-2.2815, 7.247], [-2.2792, 7.2465], [-2.2775, 7.2401], [-2.2734, 7.2372], [-2.27, 7.2388], [-2.2725, 7.2457], [-2.2671, 7.2438], [-2.2652, 7.2455], [-2.2703, 7.2493], [-2.2696, 7.2528], [-2.271, 7.2551], [-2.2676, 7.2556], [-2.2659, 7.2603], [-2.2634, 7.2614], [-2.2689, 7.2647], [-2.2659, 7.2675], [-2.2682, 7.2688], [-2.2687, 7.2712], [-2.2673, 7.2723], [-2.2687, 7.2743], [-2.2656, 7.2752], [-2.2665, 7.2762], [-2.2647, 7.2765], [-2.2652, 7.2775], [-2.262, 7.2789], [-2.2576, 7.2772], [-2.2567, 7.2795], [-2.2519, 7.2809], [-2.2457, 7.2796], [-2.2428, 7.285], [-2.2442, 7.2876], [-2.2405, 7.2922], [-2.2352, 7.2958], [-2.2305, 7.295], [-2.2296, 7.2978], [-2.2258, 7.2985], [-2.222, 7.3028], [-2.2184, 7.301], [-2.2174, 7.3077], [-2.2192, 7.3082], [-2.218, 7.3084], [-2.2196, 7.3106], [-2.2191, 7.3122], [-2.2159, 7.3122], [-2.2151, 7.3144], [-2.2117, 7.3129], [-2.2088, 7.3148], [-2.2023, 7.3146], [-2.1984, 7.3182], [-2.1971, 7.3169], [-2.1944, 7.3176], [-2.1902, 7.3221], [-2.1825, 7.3198], [-2.1799, 7.3228], [-2.1713, 7.3229], [-2.1667, 7.325], [-2.1655, 7.328], [-2.1609, 7.3286], [-2.1571, 7.3344], [-2.1563, 7.3388], [-2.1524, 7.3411], [-2.1535, 7.3459], [-2.1511, 7.3488], [-2.1514, 7.3562], [-2.1473, 7.3614], [-2.1475, 7.3657], [-2.1431, 7.3684], [-2.1389, 7.3682], [-2.1355, 7.3738], [-2.1403, 7.3871], [-2.1365, 7.3902], [-2.1374, 7.3939], [-2.1356, 7.3955], [-2.0763, 7.3232], [-2.0724, 7.3207], [-2.0615, 7.3179], [-2.0589, 7.3156], [-2.0563, 7.3089], [-2.047, 7.3056], [-2.0386, 7.3067], [-2.0348, 7.31], [-2.0272, 7.3112], [-2.026, 7.3129], [-2.021, 7.3125], [-2.0191, 7.315], [-2.0097, 7.3171], [-2.0091, 7.3185], [-2.0014, 7.3169], [-1.9958, 7.3132], [-1.9884, 7.2981], [-1.97, 7.2973], [-1.9621, 7.2934], [-1.9619, 7.2861], [-1.9585, 7.2802], [-1.9545, 7.2655], [-1.9499, 7.2615], [-1.9454, 7.2645], [-1.9272, 7.2648], [-1.9214, 7.2611], [-1.9148, 7.2533], [-1.9122, 7.2535], [-1.8953, 7.2634], [-1.8812, 7.2663], [-1.8713, 7.2717], [-1.865, 7.2781], [-1.8493, 7.2764], [-1.846, 7.2738], [-1.8434, 7.275], [-1.8418, 7.2699], [-1.8373, 7.2655], [-1.8356, 7.2596], [-1.8272, 7.2585], [-1.8267, 7.2534], [-1.8331, 7.245], [-1.8379, 7.2416], [-1.8394, 7.2379], [-1.8495, 7.2329], [-1.8526, 7.2285], [-1.8553, 7.2273], [-1.8556, 7.2222], [-1.8623, 7.2174], [-1.8689, 7.2032], [-1.9329, 7.1766], [-1.9325, 7.1301], [-1.9536, 7.0852], [-1.967, 7.0899], [-1.9706, 7.0867], [-1.9743, 7.087], [-1.9788, 7.084], [-1.9843, 7.0836], [-1.9903, 7.0784], [-1.995, 7.0792], [-2.0039, 7.0747], [-2.0117, 7.0691], [-2.0194, 7.0608], [-2.0233, 7.0512], [-2.0319, 7.0464], [-2.0326, 7.0446], [-2.0349, 7.0446], [-2.0383, 7.0402], [-2.0455, 7.0394], [-2.0488, 7.0373], [-2.0531, 7.041], [-2.0581, 7.0387], [-2.0623, 7.0389], [-2.0673, 7.0337], [-2.0756, 7.0314], [-2.0784, 7.0274], [-2.0821, 7.0276], [-2.0849, 7.0242], [-2.0921, 7.021], [-2.0971, 7.011], [-2.0973, 7.0072], [-2.1009, 7.0072], [-2.106, 7.0044], [-2.1076, 7.0053], [-2.1129, 7.0046], [-2.1134, 7.003], [-2.122, 7.0022], [-2.1249, 7.0114], [-2.1309, 7.017], [-2.1336, 7.022], [-2.1377, 7.0204], [-2.1353, 7.0282], [-2.1364, 7.0313], [-2.139, 7.0329], [-2.1399, 7.0416], [-2.1423, 7.04], [-2.1503, 7.0396], [-2.1651, 7.0329], [-2.1746, 7.0206], [-2.1783, 7.0176], [-2.1824, 7.0168], [-2.1855, 7.0202], [-2.1857, 7.0254], [-2.1788, 7.0326], [-2.1853, 7.0362], [-2.1934, 7.0282], [-2.2004, 7.0266], [-2.202, 7.0275], [-2.2137, 7.0203], [-2.2147, 7.0135], [-2.219, 7.0096], [-2.2217, 7.0096], [-2.2231, 7.0076], [-2.2294, 7.0073], [-2.2333, 7.0029], [-2.235, 7.0032], [-2.2353, 7.0014], [-2.2414, 6.9972], [-2.2419, 6.9946], [-2.2472, 6.991], [-2.247, 6.9832], [-2.252, 6.9773], [-2.2589, 6.9736], [-2.2626, 6.9702], [-2.2622, 6.9678], [-2.2647, 6.9651], [-2.2737, 6.9605], [-2.2793, 6.9537], [-2.284, 6.952], [-2.289, 6.9457], [-2.2968, 6.9409], [-2.3031, 6.9403], [-2.311, 6.9418], [-2.3184, 6.9366], [-2.3211, 6.9328], [-2.3233, 6.9326], [-2.323, 6.9345], [-2.3245, 6.9333], [-2.3269, 6.9288], [-2.3312, 6.929], [-2.3327, 6.9263], [-2.332, 6.9249], [-2.3337, 6.9246], [-2.3323, 6.9208], [-2.3375, 6.9196], [-2.3381, 6.9166], [-2.336, 6.9165], [-2.3379, 6.9152], [-2.3351, 6.9137], [-2.3381, 6.9126], [-2.3391, 6.9087], [-2.3447, 6.908], [-2.3447, 6.9101], [-2.3456, 6.9086], [-2.3465, 6.9098], [-2.3469, 6.9079], [-2.3485, 6.9088], [-2.3494, 6.9059], [-2.347, 6.903], [-2.3486, 6.901], [-2.3497, 6.9021], [-2.35, 6.9005], [-2.3511, 6.9008], [-2.3504, 6.8985], [-2.3524, 6.8993], [-2.3549, 6.8957], [-2.3608, 6.8956], [-2.3618, 6.8932], [-2.3629, 6.8941], [-2.3627, 6.8926], [-2.3643, 6.8925], [-2.3647, 6.8902], [-2.368, 6.8898], [-2.3692, 6.8868], [-2.3719, 6.8884], [-2.3764, 6.886], [-2.3782, 6.883], [-2.3756, 6.8826], [-2.3747, 6.8789], [-2.3786, 6.877], [-2.3783, 6.8784], [-2.3817, 6.8784], [-2.3826, 6.8754], [-2.3838, 6.8755], [-2.3829, 6.8739], [-2.384, 6.872], [-2.3875, 6.8701], [-2.3871, 6.8676], [-2.3887, 6.8679], [-2.3867, 6.8667], [-2.3856, 6.8633], [-2.3877, 6.8614], [-2.3864, 6.8603], [-2.3877, 6.8596], [-2.3853, 6.8583], [-2.3868, 6.8556], [-2.3882, 6.8552], [-2.3886, 6.8571], [-2.3889, 6.8554], [-2.3908, 6.8552], [-2.3922, 6.8587], [-2.3932, 6.8573], [-2.3944, 6.8586], [-2.3965, 6.8572], [-2.3958, 6.855], [-2.3984, 6.8543], [-2.3977, 6.8502], [-2.3995, 6.8501], [-2.3999, 6.8481], [-2.3983, 6.8392], [-2.4021, 6.8394], [-2.4017, 6.8416], [-2.4086, 6.8416], [-2.4071, 6.8365], [-2.4112, 6.8353], [-2.4091, 6.8371], [-2.4099, 6.8378], [-2.4134, 6.8364], [-2.4132, 6.8324], [-2.4163, 6.8322], [-2.4142, 6.8298], [-2.4167, 6.8287], [-2.4171, 6.8262], [-2.4142, 6.8277], [-2.4134, 6.8259], [-2.4178, 6.8234], [-2.4136, 6.8244], [-2.4117, 6.8227], [-2.4088, 6.8231], [-2.4074, 6.8203], [-2.4009, 6.8192], [-2.381, 6.8327], [-2.3759, 6.8391], [-2.3716, 6.8375], [-2.3666, 6.8398], [-2.3649, 6.8432], [-2.3565, 6.8442], [-2.3549, 6.8442], [-2.3546, 6.8413], [-2.3513, 6.8399], [-2.3486, 6.842], [-2.3484, 6.8441], [-2.3453, 6.8441], [-2.3446, 6.8393], [-2.3363, 6.8305], [-2.3337, 6.8307], [-2.3363, 6.8219], [-2.3451, 6.8159], [-2.3425, 6.8147], [-2.3408, 6.81], [-2.3346, 6.8039], [-2.3197, 6.8012], [-2.3053, 6.8116], [-2.2996, 6.7996], [-2.2963, 6.7988], [-2.2972, 6.7972], [-2.2927, 6.7963], [-2.2872, 6.8001], [-2.2822, 6.799], [-2.2783, 6.8003], [-2.2714, 6.7979], [-2.2665, 6.7988], [-2.2597, 6.7941], [-2.258, 6.7907], [-2.2645, 6.7781], [-2.2671, 6.7778], [-2.2691, 6.7721], [-2.2677, 6.7634], [-2.2711, 6.7612], [-2.2738, 6.7559], [-2.2783, 6.7293], [-2.2854, 6.7171], [-2.2893, 6.7158], [-2.2882, 6.7139], [-2.2896, 6.7114], [-2.2876, 6.7121], [-2.2883, 6.7099], [-2.286, 6.7069], [-2.2894, 6.7064], [-2.2895, 6.7052], [-2.2918, 6.706], [-2.2949, 6.7022], [-2.2969, 6.7018], [-2.2975, 6.6985], [-2.2994, 6.6994], [-2.3021, 6.694], [-2.2995, 6.6927], [-2.302, 6.6894], [-2.3037, 6.6899], [-2.3065, 6.6871], [-2.3085, 6.69], [-2.317, 6.6929], [-2.3257, 6.6922], [-2.3268, 6.6956], [-2.329, 6.6951], [-2.3322, 6.6972], [-2.3337, 6.6952], [-2.3356, 6.6968], [-2.3376, 6.6961], [-2.3392, 6.6972], [-2.3384, 6.6987], [-2.3433, 6.6972], [-2.3456, 6.6997], [-2.3485, 6.6971], [-2.3516, 6.6971], [-2.3523, 6.6935], [-2.3566, 6.6939], [-2.3562, 6.6923], [-2.36, 6.6873], [-2.3638, 6.6886], [-2.3665, 6.6839], [-2.3646, 6.6802], [-2.368, 6.6752], [-2.3714, 6.6755], [-2.3723, 6.6716], [-2.38, 6.6741], [-2.3811, 6.6709], [-2.3838, 6.6721], [-2.3872, 6.6707], [-2.3891, 6.6659], [-2.3944, 6.6669], [-2.3996, 6.6645], [-2.4011, 6.6661], [-2.4022, 6.6646], [-2.4036, 6.6651], [-2.4047, 6.6615], [-2.4089, 6.6624], [-2.4135, 6.6582], [-2.416, 6.6588]]]], "type": "MultiPolygon"}, "id": "0", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA1_2", "HASC_1": "NA", "ISO_1": "GH-AF", "NAME_1": "Ahafo", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.4514, 5.8551, -0.2387, 7.6247], "geometry": {"coordinates": [[[[-0.7554, 6.9127], [-0.7554, 6.8669], [-0.7571, 6.8634], [-0.7557, 6.8522], [-0.7572, 6.8448], [-0.7621, 6.842], [-0.7644, 6.8364], [-0.767, 6.8359], [-0.7697, 6.827], [-0.7778, 6.8161], [-0.7834, 6.8024], [-0.7873, 6.7989], [-0.7869, 6.7938], [-0.7928, 6.7898], [-0.7976, 6.7905], [-0.7998, 6.7885], [-0.8093, 6.7894], [-0.8114, 6.7913], [-0.8234, 6.7899], [-0.8337, 6.7934], [-0.843, 6.7801], [-0.8516, 6.7779], [-0.8538, 6.778], [-0.8568, 6.7812], [-0.8588, 6.7794], [-0.8608, 6.7816], [-0.8632, 6.7809], [-0.8654, 6.7824], [-0.8675, 6.7806], [-0.8775, 6.7808], [-0.8789, 6.7789], [-0.8827, 6.7784], [-0.8933, 6.7822], [-0.8996, 6.7886], [-0.9012, 6.7883], [-0.9083, 6.7771], [-0.9121, 6.7784], [-0.9149, 6.7768], [-0.9152, 6.7681], [-0.9267, 6.7628], [-0.9325, 6.7562], [-0.9435, 6.7576], [-0.9489, 6.7544], [-0.9565, 6.7539], [-0.9609, 6.7462], [-0.973, 6.7505], [-0.9768, 6.7483], [-0.9811, 6.7495], [-0.9859, 6.7432], [-0.9742, 6.7374], [-0.9646, 6.7414], [-0.9566, 6.7396], [-0.9502, 6.7352], [-0.9503, 6.7286], [-0.9469, 6.7248], [-0.9504, 6.7074], [-0.9543, 6.7044], [-0.9606, 6.6914], [-0.9739, 6.6811], [-0.9762, 6.6719], [-0.975, 6.6621], [-0.9772, 6.6551], [-0.9736, 6.6509], [-0.9725, 6.6445], [-0.9775, 6.6385], [-0.9768, 6.6147], [-0.9718, 6.612], [-0.9697, 6.6126], [-0.9642, 6.6163], [-0.9593, 6.6174], [-0.9451, 6.627], [-0.9455, 6.6391], [-0.9381, 6.6411], [-0.935, 6.6362], [-0.9327, 6.6393], [-0.9236, 6.6408], [-0.9196, 6.6307], [-0.9187, 6.6223], [-0.9134, 6.617], [-0.9101, 6.6104], [-0.9156, 6.6008], [-0.9117, 6.5979], [-0.9137, 6.5927], [-0.9161, 6.5934], [-0.919, 6.5878], [-0.9265, 6.5879], [-0.9333, 6.5821], [-0.9324, 6.5784], [-0.9339, 6.5749], [-0.9386, 6.5703], [-0.9418, 6.5706], [-0.944, 6.5644], [-0.9476, 6.5637], [-0.9504, 6.5655], [-0.9512, 6.5627], [-0.9565, 6.5594], [-0.9571, 6.5565], [-0.9597, 6.5551], [-0.9628, 6.5491], [-0.9681, 6.536], [-0.9726, 6.535], [-0.972, 6.5328], [-0.974, 6.5315], [-0.9721, 6.5305], [-0.972, 6.5265], [-0.9768, 6.5233], [-0.9774, 6.5186], [-0.9785, 6.5177], [-0.9814, 6.5209], [-0.9871, 6.516], [-0.9892, 6.5162], [-0.9889, 6.5128], [-0.9934, 6.5113], [-0.9945, 6.5071], [-0.9932, 6.504], [-0.9969, 6.5035], [-0.9973, 6.5004], [-1.0006, 6.5001], [-1.0006, 6.4959], [-1.0028, 6.4942], [-1.0047, 6.4903], [-1.0041, 6.4882], [-1.0059, 6.487], [-1.0034, 6.4839], [-1.0068, 6.4786], [-1.0074, 6.4732], [-1.0059, 6.4717], [-1.0123, 6.4683], [-1.0116, 6.4658], [-1.0097, 6.4653], [-1.0111, 6.4624], [-1.0077, 6.4576], [-1.0085, 6.4543], [-1.005, 6.453], [-1.0046, 6.45], [-1.0074, 6.4507], [-1.0087, 6.4487], [-1.0057, 6.4428], [-1.0079, 6.4393], [-1.018, 6.4361], [-1.0164, 6.4289], [-1.0129, 6.426], [-1.0155, 6.4243], [-1.0164, 6.4205], [-1.0106, 6.417], [-1.0115, 6.416], [-1.0103, 6.415], [-1.0133, 6.4138], [-1.0139, 6.4157], [-1.0198, 6.4134], [-1.0198, 6.4089], [-1.0236, 6.4083], [-1.0311, 6.4084], [-1.0356, 6.413], [-1.0355, 6.4104], [-1.037, 6.411], [-1.041, 6.4078], [-1.0381, 6.4036], [-1.0418, 6.4005], [-1.0555, 6.3977], [-1.0562, 6.3945], [-1.0603, 6.394], [-1.067, 6.3902], [-1.0692, 6.3869], [-1.0683, 6.3833], [-1.0737, 6.3801], [-1.0764, 6.3804], [-1.0985, 6.3654], [-1.1028, 6.3644], [-1.1055, 6.3616], [-1.1051, 6.3577], [-1.1077, 6.3558], [-1.1107, 6.3567], [-1.1143, 6.3528], [-1.1128, 6.3524], [-1.112, 6.3445], [-1.1105, 6.3433], [-1.1133, 6.3417], [-1.1123, 6.3395], [-1.1143, 6.3333], [-1.1184, 6.3323], [-1.1199, 6.326], [-1.1195, 6.3241], [-1.1174, 6.3244], [-1.1165, 6.3264], [-1.1128, 6.3239], [-1.1122, 6.3206], [-1.1171, 6.3222], [-1.1181, 6.3207], [-1.1255, 6.3198], [-1.1312, 6.316], [-1.1321, 6.3128], [-1.1302, 6.3096], [-1.1314, 6.3086], [-1.13, 6.3076], [-1.13, 6.3029], [-1.1282, 6.3033], [-1.1278, 6.302], [-1.132, 6.2984], [-1.1371, 6.2994], [-1.1361, 6.2988], [-1.1377, 6.2987], [-1.1386, 6.2963], [-1.137, 6.2929], [-1.1349, 6.293], [-1.1335, 6.2902], [-1.1306, 6.2899], [-1.1309, 6.2875], [-1.1285, 6.2879], [-1.1284, 6.2859], [-1.1269, 6.2862], [-1.1301, 6.2802], [-1.1315, 6.2803], [-1.1288, 6.2772], [-1.128, 6.2713], [-1.1254, 6.2696], [-1.125, 6.271], [-1.119, 6.2707], [-1.1163, 6.2687], [-1.1181, 6.2679], [-1.1176, 6.2641], [-1.1215, 6.2614], [-1.1202, 6.2572], [-1.1223, 6.2566], [-1.1218, 6.2553], [-1.1235, 6.2539], [-1.1224, 6.2496], [-1.1254, 6.2439], [-1.1213, 6.2383], [-1.1256, 6.2331], [-1.1232, 6.2316], [-1.1243, 6.2298], [-1.1231, 6.2284], [-1.1205, 6.2281], [-1.1229, 6.2243], [-1.1214, 6.2228], [-1.123, 6.2219], [-1.1206, 6.2203], [-1.123, 6.2178], [-1.121, 6.2164], [-1.1208, 6.2128], [-1.1226, 6.2109], [-1.1205, 6.209], [-1.1234, 6.2088], [-1.1238, 6.2067], [-1.1263, 6.2078], [-1.1262, 6.2054], [-1.1291, 6.2042], [-1.1296, 6.201], [-1.1308, 6.2026], [-1.1311, 6.1998], [-1.1332, 6.1994], [-1.1328, 6.2012], [-1.1364, 6.198], [-1.1371, 6.2005], [-1.1385, 6.1991], [-1.1389, 6.2003], [-1.1406, 6.1998], [-1.1405, 6.198], [-1.1432, 6.1996], [-1.1465, 6.1984], [-1.1507, 6.2016], [-1.1503, 6.2001], [-1.1538, 6.1985], [-1.1538, 6.1999], [-1.156, 6.2], [-1.1552, 6.2044], [-1.1611, 6.2008], [-1.1642, 6.2064], [-1.1689, 6.2022], [-1.1732, 6.203], [-1.1753, 6.2018], [-1.1755, 6.2039], [-1.1786, 6.2016], [-1.1793, 6.2027], [-1.1797, 6.2008], [-1.1827, 6.2055], [-1.1839, 6.2035], [-1.1856, 6.2044], [-1.1846, 6.2025], [-1.1863, 6.2014], [-1.1913, 6.2004], [-1.1917, 6.1972], [-1.1935, 6.1968], [-1.1868, 6.1937], [-1.1902, 6.1926], [-1.188, 6.1908], [-1.1897, 6.1888], [-1.1887, 6.1841], [-1.1833, 6.1837], [-1.179, 6.1799], [-1.1801, 6.1786], [-1.1788, 6.1725], [-1.1827, 6.1726], [-1.1811, 6.1667], [-1.1828, 6.1666], [-1.1854, 6.1703], [-1.1861, 6.1676], [-1.1846, 6.1631], [-1.1828, 6.1634], [-1.182, 6.1605], [-1.1784, 6.1575], [-1.1789, 6.1561], [-1.1814, 6.1568], [-1.18, 6.1553], [-1.1815, 6.1495], [-1.1796, 6.1479], [-1.1811, 6.147], [-1.1835, 6.1494], [-1.1833, 6.1436], [-1.185, 6.1427], [-1.1851, 6.1444], [-1.1873, 6.145], [-1.1905, 6.1439], [-1.1931, 6.1353], [-1.1959, 6.1356], [-1.1982, 6.1329], [-1.2014, 6.1336], [-1.2022, 6.1321], [-1.1993, 6.1298], [-1.1984, 6.1255], [-1.1925, 6.1231], [-1.1938, 6.1213], [-1.1967, 6.1221], [-1.2058, 6.1158], [-1.2071, 6.1129], [-1.2014, 6.1097], [-1.2007, 6.1126], [-1.1938, 6.1132], [-1.1901, 6.1097], [-1.1898, 6.1061], [-1.1919, 6.1022], [-1.1882, 6.1008], [-1.1872, 6.0975], [-1.1902, 6.0921], [-1.1973, 6.0936], [-1.2002, 6.0915], [-1.2026, 6.0938], [-1.2048, 6.091], [-1.202, 6.0901], [-1.201, 6.0875], [-1.2025, 6.0865], [-1.1999, 6.0861], [-1.1983, 6.0825], [-1.1998, 6.0802], [-1.2035, 6.0799], [-1.2067, 6.0774], [-1.2085, 6.0737], [-1.2064, 6.0716], [-1.2146, 6.0678], [-1.2112, 6.0658], [-1.2098, 6.0612], [-1.212, 6.059], [-1.2115, 6.0572], [-1.2072, 6.0561], [-1.2083, 6.0527], [-1.2232, 6.044], [-1.2276, 6.0388], [-1.2312, 6.0387], [-1.2307, 6.0348], [-1.2291, 6.0337], [-1.2314, 6.0328], [-1.2318, 6.0292], [-1.2333, 6.0282], [-1.2301, 6.0273], [-1.2308, 6.025], [-1.229, 6.0242], [-1.2302, 6.0226], [-1.2288, 6.021], [-1.2298, 6.0196], [-1.2274, 6.0187], [-1.231, 6.0157], [-1.2295, 6.0142], [-1.2304, 6.0134], [-1.2333, 6.0142], [-1.2334, 6.0119], [-1.2405, 6.0118], [-1.2421, 6.01], [-1.2407, 6.0065], [-1.2437, 6.0027], [-1.2411, 5.9967], [-1.2419, 5.9939], [-1.2449, 5.9946], [-1.2449, 5.9921], [-1.2468, 5.9909], [-1.2453, 5.9863], [-1.2423, 5.9873], [-1.2386, 5.9845], [-1.24, 5.9817], [-1.2373, 5.9793], [-1.2303, 5.981], [-1.2295, 5.9829], [-1.223, 5.9772], [-1.2187, 5.9636], [-1.2244, 5.9577], [-1.2208, 5.9556], [-1.2247, 5.9459], [-1.2189, 5.942], [-1.2278, 5.9326], [-1.234, 5.9345], [-1.2379, 5.9311], [-1.2426, 5.932], [-1.246, 5.9222], [-1.2459, 5.9173], [-1.244, 5.9137], [-1.2472, 5.9129], [-1.25, 5.9147], [-1.2555, 5.9105], [-1.2559, 5.9165], [-1.2609, 5.9154], [-1.2634, 5.9099], [-1.2627, 5.9055], [-1.2583, 5.9036], [-1.2608, 5.9], [-1.2624, 5.8908], [-1.2656, 5.8911], [-1.27, 5.8942], [-1.272, 5.9014], [-1.2752, 5.9029], [-1.2833, 5.8995], [-1.289, 5.8905], [-1.2934, 5.8872], [-1.298, 5.8856], [-1.3058, 5.8876], [-1.3084, 5.8904], [-1.3043, 5.9015], [-1.3122, 5.9071], [-1.3116, 5.9168], [-1.3066, 5.9231], [-1.3078, 5.9261], [-1.3177, 5.924], [-1.3178, 5.918], [-1.323, 5.9142], [-1.3273, 5.9139], [-1.3353, 5.9168], [-1.3425, 5.9108], [-1.3442, 5.9142], [-1.3404, 5.9159], [-1.3357, 5.9235], [-1.3359, 5.9269], [-1.3419, 5.9248], [-1.3418, 5.9213], [-1.3443, 5.9219], [-1.3468, 5.9191], [-1.3483, 5.9208], [-1.347, 5.9246], [-1.3487, 5.9319], [-1.3515, 5.9312], [-1.3539, 5.9342], [-1.3683, 5.9328], [-1.377, 5.9345], [-1.3785, 5.9304], [-1.3754, 5.929], [-1.3744, 5.9225], [-1.3799, 5.9164], [-1.383, 5.9164], [-1.3866, 5.9191], [-1.394, 5.9197], [-1.3989, 5.9169], [-1.4044, 5.922], [-1.4187, 5.9214], [-1.4161, 5.9153], [-1.4208, 5.9037], [-1.4248, 5.9049], [-1.4287, 5.9098], [-1.4371, 5.9013], [-1.4507, 5.9063], [-1.4529, 5.9045], [-1.4555, 5.8936], [-1.4624, 5.8971], [-1.4619, 5.9043], [-1.4642, 5.9056], [-1.4665, 5.9046], [-1.4675, 5.9027], [-1.4653, 5.894], [-1.4591, 5.8866], [-1.4614, 5.8779], [-1.4617, 5.8622], [-1.4692, 5.8619], [-1.4759, 5.8551], [-1.4781, 5.8569], [-1.478, 5.8626], [-1.4828, 5.867], [-1.4885, 5.8688], [-1.489, 5.8666], [-1.4865, 5.8647], [-1.4879, 5.8627], [-1.49, 5.8625], [-1.4953, 5.8683], [-1.501, 5.8682], [-1.499, 5.8734], [-1.5007, 5.877], [-1.504, 5.8754], [-1.5114, 5.8763], [-1.5166, 5.8726], [-1.5218, 5.8751], [-1.5192, 5.8785], [-1.5166, 5.89], [-1.5085, 5.891], [-1.5064, 5.8871], [-1.498, 5.8914], [-1.5017, 5.8955], [-1.5054, 5.8951], [-1.5032, 5.8998], [-1.5002, 5.902], [-1.5005, 5.9055], [-1.5045, 5.9088], [-1.5164, 5.914], [-1.5207, 5.9284], [-1.5229, 5.9293], [-1.5247, 5.9279], [-1.5258, 5.9214], [-1.5308, 5.9231], [-1.5307, 5.9312], [-1.5268, 5.9348], [-1.531, 5.9392], [-1.546, 5.9391], [-1.5466, 5.9347], [-1.5396, 5.9311], [-1.5438, 5.9301], [-1.5466, 5.9268], [-1.5553, 5.929], [-1.5586, 5.9238], [-1.563, 5.9272], [-1.5678, 5.9258], [-1.5673, 5.931], [-1.5719, 5.9331], [-1.5741, 5.9314], [-1.5719, 5.9255], [-1.578, 5.9227], [-1.581, 5.9176], [-1.5842, 5.9225], [-1.582, 5.9274], [-1.59, 5.9349], [-1.5912, 5.9309], [-1.5899, 5.9277], [-1.5957, 5.9239], [-1.597, 5.9274], [-1.6007, 5.9293], [-1.6089, 5.925], [-1.613, 5.9287], [-1.6181, 5.9285], [-1.6195, 5.9264], [-1.6197, 5.932], [-1.6242, 5.9269], [-1.6301, 5.9292], [-1.6352, 5.9279], [-1.6362, 5.9314], [-1.6391, 5.9336], [-1.6456, 5.9308], [-1.6474, 5.9244], [-1.6546, 5.9222], [-1.6619, 5.9241], [-1.6641, 5.9183], [-1.666, 5.9168], [-1.6672, 5.9178], [-1.6662, 5.9207], [-1.6682, 5.921], [-1.669, 5.9161], [-1.6725, 5.9153], [-1.676, 5.9201], [-1.6753, 5.9223], [-1.6732, 5.9225], [-1.6769, 5.9245], [-1.6803, 5.9243], [-1.6886, 5.9333], [-1.6913, 5.9319], [-1.6934, 5.9336], [-1.6901, 5.941], [-1.6927, 5.9434], [-1.6946, 5.9425], [-1.6973, 5.9344], [-1.7028, 5.9305], [-1.7038, 5.9277], [-1.7072, 5.9293], [-1.714, 5.9386], [-1.7122, 5.9436], [-1.7149, 5.9444], [-1.7105, 5.949], [-1.7113, 5.9522], [-1.7096, 5.9549], [-1.7147, 5.9576], [-1.7192, 5.9566], [-1.7229, 5.9526], [-1.7248, 5.9529], [-1.7334, 5.968], [-1.7367, 5.9703], [-1.7405, 5.9697], [-1.742, 5.966], [-1.7486, 5.967], [-1.7485, 5.9694], [-1.7496, 5.9689], [-1.7489, 5.9636], [-1.7467, 5.963], [-1.7489, 5.9598], [-1.7525, 5.9634], [-1.7562, 5.9639], [-1.762, 5.967], [-1.7631, 5.9694], [-1.7656, 5.9697], [-1.7684, 5.9609], [-1.7704, 5.9609], [-1.7777, 5.9717], [-1.7773, 5.9753], [-1.7744, 5.9797], [-1.7761, 5.9817], [-1.7803, 5.9847], [-1.7866, 5.9853], [-1.7921, 5.9883], [-1.7986, 5.9969], [-1.7979, 5.9997], [-1.8025, 5.993], [-1.8042, 5.9943], [-1.8059, 6.0016], [-1.808, 6.0018], [-1.8105, 6.0063], [-1.8104, 6.0103], [-1.8131, 6.0113], [-1.8072, 6.0185], [-1.8069, 6.0222], [-1.8019, 6.0263], [-1.8077, 6.0322], [-1.8127, 6.0314], [-1.8173, 6.0285], [-1.8236, 6.0299], [-1.8217, 6.0392], [-1.8289, 6.0343], [-1.8382, 6.0358], [-1.8397, 6.0328], [-1.8435, 6.0332], [-1.8444, 6.0303], [-1.8481, 6.0292], [-1.8494, 6.0217], [-1.8525, 6.0195], [-1.8514, 6.0141], [-1.8587, 6.0136], [-1.8612, 6.0166], [-1.8616, 6.0109], [-1.8636, 6.0112], [-1.8639, 6.0129], [-1.8645, 6.0098], [-1.8677, 6.0094], [-1.8703, 6.0118], [-1.8725, 6.0168], [-1.8724, 6.0226], [-1.8787, 6.0277], [-1.8824, 6.0338], [-1.8854, 6.032], [-1.8854, 6.0298], [-1.8898, 6.0286], [-1.8883, 6.0263], [-1.8916, 6.0237], [-1.892, 6.0218], [-1.89, 6.0206], [-1.8921, 6.0182], [-1.892, 6.015], [-1.8975, 6.0156], [-1.8996, 6.0146], [-1.8983, 6.0136], [-1.9034, 6.0111], [-1.9052, 6.0149], [-1.9071, 6.0126], [-1.9098, 6.0138], [-1.9119, 6.0112], [-1.9144, 6.0117], [-1.9195, 6.0166], [-1.923, 6.0247], [-1.9257, 6.0271], [-1.9269, 6.0305], [-1.9248, 6.0353], [-1.9319, 6.0352], [-1.9343, 6.0368], [-1.9433, 6.0469], [-1.9471, 6.0486], [-1.9499, 6.057], [-1.9536, 6.0558], [-1.9514, 6.0516], [-1.9525, 6.0491], [-1.9571, 6.0516], [-1.9607, 6.0585], [-1.9656, 6.0573], [-1.9634, 6.0549], [-1.9652, 6.0544], [-1.9656, 6.0507], [-1.9685, 6.053], [-1.9684, 6.0576], [-1.9704, 6.058], [-1.9724, 6.0619], [-1.9719, 6.0643], [-1.9759, 6.0675], [-1.9704, 6.0666], [-1.97, 6.0689], [-1.9754, 6.0767], [-1.9735, 6.0791], [-1.9764, 6.0813], [-1.9777, 6.0852], [-1.9781, 6.0893], [-1.976, 6.0885], [-1.9755, 6.0918], [-1.9769, 6.094], [-1.9802, 6.094], [-1.9802, 6.0958], [-1.986, 6.0992], [-1.9878, 6.1028], [-1.9864, 6.1143], [-1.9843, 6.115], [-1.9799, 6.1122], [-1.9782, 6.1128], [-1.9813, 6.1192], [-1.986, 6.12], [-1.9904, 6.1248], [-1.993, 6.1199], [-1.9972, 6.1163], [-2.0069, 6.1177], [-2.0075, 6.1137], [-2.0061, 6.1113], [-2.013, 6.1122], [-2.016, 6.1193], [-2.0147, 6.1255], [-2.0233, 6.1323], [-2.0247, 6.1357], [-2.0232, 6.1418], [-2.0257, 6.1407], [-2.0252, 6.145], [-2.0223, 6.1498], [-2.0201, 6.1499], [-2.0194, 6.1524], [-2.0207, 6.1544], [-2.024, 6.1549], [-2.0238, 6.1629], [-2.0223, 6.1656], [-2.0241, 6.1673], [-2.0226, 6.1732], [-2.0242, 6.1762], [-2.0278, 6.1755], [-2.0264, 6.1775], [-2.0304, 6.1816], [-2.0306, 6.1855], [-2.0348, 6.1886], [-2.0404, 6.1979], [-2.0384, 6.2069], [-2.0346, 6.2108], [-2.0317, 6.2101], [-2.0253, 6.2215], [-2.0215, 6.2238], [-2.02, 6.2365], [-2.0228, 6.2416], [-2.0232, 6.248], [-2.0214, 6.2521], [-2.0234, 6.2553], [-2.0218, 6.2553], [-2.0224, 6.2585], [-2.0192, 6.2653], [-2.0136, 6.2677], [-2.0142, 6.2722], [-2.0104, 6.282], [-2.0114, 6.2861], [-2.0091, 6.2888], [-2.0095, 6.2916], [-2.0164, 6.2901], [-2.019, 6.2921], [-2.027, 6.2876], [-2.0356, 6.2879], [-2.0452, 6.2844], [-2.0478, 6.2872], [-2.0511, 6.2872], [-2.0516, 6.2886], [-2.0628, 6.292], [-2.0657, 6.2943], [-2.0713, 6.2957], [-2.0743, 6.2945], [-2.0836, 6.2982], [-2.095, 6.3083], [-2.0994, 6.3093], [-2.1096, 6.309], [-2.1122, 6.307], [-2.1164, 6.3087], [-2.1195, 6.3077], [-2.1228, 6.3044], [-2.123, 6.3009], [-2.1241, 6.3012], [-2.1241, 6.3136], [-2.1276, 6.3188], [-2.1212, 6.3291], [-2.1231, 6.3289], [-2.1246, 6.3368], [-2.1365, 6.348], [-2.1491, 6.3485], [-2.1515, 6.3497], [-2.1526, 6.3544], [-2.161, 6.3575], [-2.1727, 6.3649], [-2.1849, 6.359], [-2.2001, 6.3545], [-2.2065, 6.3423], [-2.2112, 6.3399], [-2.2119, 6.3355], [-2.2219, 6.3281], [-2.2271, 6.32], [-2.2269, 6.3247], [-2.2246, 6.3261], [-2.2257, 6.3309], [-2.2224, 6.3398], [-2.2166, 6.3447], [-2.2182, 6.3521], [-2.2156, 6.3568], [-2.2154, 6.3638], [-2.2177, 6.3773], [-2.221, 6.3806], [-2.2224, 6.3865], [-2.2214, 6.3918], [-2.2238, 6.4025], [-2.2277, 6.4084], [-2.2254, 6.4136], [-2.2259, 6.4178], [-2.2317, 6.4207], [-2.2308, 6.4295], [-2.2284, 6.4342], [-2.2321, 6.4388], [-2.2295, 6.4474], [-2.2352, 6.4577], [-2.236, 6.4628], [-2.2398, 6.4659], [-2.2399, 6.4722], [-2.2478, 6.4762], [-2.2514, 6.4828], [-2.2598, 6.4904], [-2.271, 6.4898], [-2.279, 6.487], [-2.2888, 6.4913], [-2.2936, 6.4916], [-2.3041, 6.4835], [-2.3075, 6.4843], [-2.3101, 6.4898], [-2.3131, 6.4882], [-2.3219, 6.4907], [-2.3353, 6.491], [-2.3374, 6.4933], [-2.3387, 6.489], [-2.3436, 6.4824], [-2.351, 6.4842], [-2.3541, 6.483], [-2.3596, 6.4779], [-2.3595, 6.4738], [-2.3575, 6.47], [-2.3513, 6.4655], [-2.349, 6.4554], [-2.3552, 6.4475], [-2.3508, 6.4472], [-2.3521, 6.4458], [-2.3509, 6.4412], [-2.3497, 6.4413], [-2.3478, 6.4376], [-2.3498, 6.4346], [-2.344, 6.4337], [-2.3498, 6.4001], [-2.3511, 6.3951], [-2.3571, 6.3873], [-2.3619, 6.3848], [-2.3684, 6.3669], [-2.3757, 6.3594], [-2.3761, 6.3545], [-2.3783, 6.3544], [-2.3781, 6.3495], [-2.381, 6.3468], [-2.3834, 6.3504], [-2.3849, 6.3504], [-2.3899, 6.3465], [-2.3898, 6.3343], [-2.3996, 6.3417], [-2.3975, 6.3516], [-2.4085, 6.3513], [-2.4154, 6.3478], [-2.4188, 6.3491], [-2.4205, 6.3474], [-2.4246, 6.3494], [-2.4274, 6.3483], [-2.4283, 6.3526], [-2.4306, 6.3541], [-2.4283, 6.3585], [-2.4288, 6.3617], [-2.4265, 6.3636], [-2.4293, 6.3711], [-2.4282, 6.3739], [-2.4257, 6.3751], [-2.4261, 6.3771], [-2.424, 6.3801], [-2.4242, 6.3817], [-2.4262, 6.382], [-2.4233, 6.3954], [-2.4263, 6.4015], [-2.4252, 6.4049], [-2.4207, 6.4046], [-2.4224, 6.4055], [-2.4222, 6.4079], [-2.4258, 6.4074], [-2.4241, 6.4098], [-2.4239, 6.4107], [-2.4247, 6.4097], [-2.4271, 6.4113], [-2.4288, 6.4171], [-2.4348, 6.4168], [-2.4352, 6.4204], [-2.438, 6.4209], [-2.4386, 6.4164], [-2.4406, 6.417], [-2.4391, 6.4282], [-2.4441, 6.4289], [-2.444, 6.4312], [-2.447, 6.4289], [-2.4514, 6.4315], [-2.4487, 6.4324], [-2.4466, 6.4306], [-2.4472, 6.4344], [-2.4387, 6.4392], [-2.4386, 6.4429], [-2.4438, 6.4417], [-2.4438, 6.443], [-2.4461, 6.4431], [-2.4436, 6.4447], [-2.4449, 6.4465], [-2.4423, 6.4498], [-2.4436, 6.4548], [-2.4426, 6.4576], [-2.4401, 6.4575], [-2.4388, 6.46], [-2.4366, 6.4596], [-2.4343, 6.4623], [-2.4351, 6.4627], [-2.4347, 6.4654], [-2.4346, 6.464], [-2.4314, 6.4641], [-2.4326, 6.4647], [-2.4317, 6.4657], [-2.4339, 6.4663], [-2.4307, 6.4693], [-2.4315, 6.4715], [-2.4293, 6.471], [-2.4308, 6.4733], [-2.4273, 6.4717], [-2.4249, 6.4749], [-2.4252, 6.4728], [-2.4215, 6.4732], [-2.4235, 6.4757], [-2.4212, 6.475], [-2.4191, 6.4784], [-2.4207, 6.4795], [-2.4233, 6.4766], [-2.4231, 6.4798], [-2.4239, 6.4779], [-2.426, 6.4798], [-2.4236, 6.4815], [-2.4252, 6.481], [-2.4248, 6.4835], [-2.4269, 6.4841], [-2.4233, 6.4869], [-2.4247, 6.488], [-2.4237, 6.4924], [-2.4213, 6.4912], [-2.4213, 6.4895], [-2.4183, 6.4902], [-2.4193, 6.4884], [-2.4161, 6.4885], [-2.4156, 6.4908], [-2.414, 6.49], [-2.4166, 6.4938], [-2.416, 6.4959], [-2.4129, 6.4978], [-2.41, 6.4955], [-2.4097, 6.4972], [-2.4117, 6.4982], [-2.4094, 6.499], [-2.4112, 6.5009], [-2.4085, 6.5009], [-2.4094, 6.5023], [-2.4074, 6.5047], [-2.4047, 6.5033], [-2.403, 6.5048], [-2.4052, 6.5058], [-2.4038, 6.5081], [-2.3972, 6.503], [-2.3976, 6.5042], [-2.396, 6.5046], [-2.3985, 6.5134], [-2.3973, 6.5213], [-2.3921, 6.5243], [-2.3909, 6.5242], [-2.3915, 6.5225], [-2.3861, 6.5232], [-2.385, 6.5255], [-2.3818, 6.5267], [-2.3833, 6.5275], [-2.3819, 6.5299], [-2.3841, 6.5322], [-2.3811, 6.5374], [-2.3775, 6.5392], [-2.3768, 6.5373], [-2.3749, 6.5388], [-2.378, 6.5417], [-2.3782, 6.5439], [-2.3759, 6.5453], [-2.3766, 6.5481], [-2.3822, 6.5504], [-2.3853, 6.5574], [-2.3856, 6.568], [-2.3795, 6.5722], [-2.3811, 6.5822], [-2.3801, 6.5848], [-2.3729, 6.5887], [-2.3711, 6.5922], [-2.3719, 6.5955], [-2.3783, 6.5974], [-2.3771, 6.5987], [-2.3786, 6.5985], [-2.3784, 6.6004], [-2.3808, 6.5998], [-2.3801, 6.5968], [-2.3814, 6.5987], [-2.3825, 6.597], [-2.3839, 6.598], [-2.3828, 6.6029], [-2.3834, 6.6043], [-2.3851, 6.6031], [-2.3838, 6.6055], [-2.3853, 6.6076], [-2.3835, 6.6107], [-2.3874, 6.611], [-2.39, 6.6093], [-2.3947, 6.612], [-2.3943, 6.6139], [-2.392, 6.6142], [-2.3954, 6.617], [-2.394, 6.6175], [-2.3946, 6.6195], [-2.3932, 6.6191], [-2.3923, 6.6243], [-2.3952, 6.6265], [-2.3988, 6.6256], [-2.4026, 6.6319], [-2.4011, 6.6348], [-2.4029, 6.6349], [-2.4024, 6.6376], [-2.4002, 6.6365], [-2.4009, 6.6383], [-2.3998, 6.64], [-2.3998, 6.6378], [-2.3961, 6.6389], [-2.3979, 6.6402], [-2.3956, 6.6405], [-2.3948, 6.6434], [-2.3976, 6.6441], [-2.3953, 6.6482], [-2.3965, 6.6472], [-2.3967, 6.6489], [-2.4, 6.6508], [-2.4066, 6.6483], [-2.4077, 6.6518], [-2.4107, 6.6521], [-2.4113, 6.6504], [-2.4123, 6.6525], [-2.4128, 6.6507], [-2.4132, 6.6523], [-2.4148, 6.652], [-2.4139, 6.6533], [-2.4157, 6.6533], [-2.4145, 6.654], [-2.4176, 6.6567], [-2.4172, 6.6587], [-2.4143, 6.6594], [-2.4136, 6.6581], [-2.4089, 6.6624], [-2.4047, 6.6615], [-2.4036, 6.6651], [-2.4022, 6.6646], [-2.4011, 6.6661], [-2.3996, 6.6645], [-2.3944, 6.6669], [-2.3891, 6.6659], [-2.3872, 6.6707], [-2.3838, 6.6721], [-2.3811, 6.6709], [-2.38, 6.6741], [-2.3723, 6.6716], [-2.3714, 6.6755], [-2.368, 6.6752], [-2.3646, 6.6802], [-2.3665, 6.6839], [-2.3638, 6.6886], [-2.36, 6.6873], [-2.3562, 6.6923], [-2.3566, 6.6939], [-2.3523, 6.6935], [-2.3516, 6.6971], [-2.3485, 6.6971], [-2.3456, 6.6997], [-2.3433, 6.6972], [-2.3384, 6.6987], [-2.3392, 6.6972], [-2.3376, 6.6961], [-2.3356, 6.6968], [-2.3337, 6.6952], [-2.3322, 6.6972], [-2.329, 6.6951], [-2.3268, 6.6956], [-2.3257, 6.6922], [-2.317, 6.6929], [-2.3085, 6.69], [-2.3065, 6.6871], [-2.3037, 6.6899], [-2.302, 6.6894], [-2.2995, 6.6927], [-2.3021, 6.694], [-2.2994, 6.6994], [-2.2975, 6.6985], [-2.2969, 6.7018], [-2.2949, 6.7022], [-2.2918, 6.706], [-2.2895, 6.7052], [-2.2894, 6.7064], [-2.286, 6.7069], [-2.2883, 6.7099], [-2.2876, 6.7121], [-2.2896, 6.7114], [-2.2882, 6.7139], [-2.2893, 6.7158], [-2.2854, 6.7171], [-2.2783, 6.7293], [-2.2738, 6.7559], [-2.2711, 6.7612], [-2.2677, 6.7634], [-2.2691, 6.7721], [-2.2671, 6.7778], [-2.2645, 6.7781], [-2.258, 6.7907], [-2.2597, 6.7941], [-2.2665, 6.7988], [-2.2714, 6.7979], [-2.2783, 6.8003], [-2.2822, 6.799], [-2.2872, 6.8001], [-2.2927, 6.7963], [-2.2972, 6.7972], [-2.2963, 6.7988], [-2.2996, 6.7996], [-2.3053, 6.8116], [-2.3197, 6.8012], [-2.3346, 6.8039], [-2.3408, 6.81], [-2.3425, 6.8147], [-2.3451, 6.8159], [-2.3363, 6.8219], [-2.3337, 6.8307], [-2.3363, 6.8305], [-2.3446, 6.8393], [-2.3453, 6.8441], [-2.3484, 6.8441], [-2.3486, 6.842], [-2.3513, 6.8399], [-2.3546, 6.8413], [-2.3549, 6.8442], [-2.3565, 6.8442], [-2.3649, 6.8432], [-2.3666, 6.8398], [-2.3716, 6.8375], [-2.3759, 6.8391], [-2.381, 6.8327], [-2.4009, 6.8192], [-2.4074, 6.8203], [-2.4088, 6.8231], [-2.4117, 6.8227], [-2.4136, 6.8244], [-2.4178, 6.8234], [-2.4133, 6.826], [-2.4142, 6.8277], [-2.417, 6.8259], [-2.4167, 6.8287], [-2.4142, 6.8298], [-2.4163, 6.8322], [-2.4132, 6.8324], [-2.4134, 6.8364], [-2.4106, 6.8378], [-2.409, 6.8372], [-2.4112, 6.8353], [-2.4073, 6.8362], [-2.4086, 6.8416], [-2.4017, 6.8416], [-2.4021, 6.8394], [-2.3983, 6.8392], [-2.3999, 6.8481], [-2.3995, 6.8501], [-2.3977, 6.8502], [-2.3984, 6.8543], [-2.3959, 6.8548], [-2.3966, 6.857], [-2.3949, 6.8585], [-2.3933, 6.8572], [-2.3922, 6.8587], [-2.3908, 6.8552], [-2.3889, 6.8554], [-2.3886, 6.8571], [-2.3882, 6.8552], [-2.3868, 6.8556], [-2.3853, 6.8583], [-2.3877, 6.8596], [-2.3864, 6.8603], [-2.3877, 6.8614], [-2.3856, 6.8633], [-2.3867, 6.8667], [-2.3887, 6.8679], [-2.3871, 6.8676], [-2.3875, 6.8701], [-2.384, 6.872], [-2.3829, 6.8739], [-2.3838, 6.8755], [-2.3826, 6.8754], [-2.3817, 6.8784], [-2.3783, 6.8784], [-2.3786, 6.877], [-2.3747, 6.8789], [-2.3756, 6.8826], [-2.3782, 6.883], [-2.3765, 6.8858], [-2.3719, 6.8884], [-2.3692, 6.8868], [-2.368, 6.8898], [-2.3647, 6.8902], [-2.3643, 6.8925], [-2.3627, 6.8926], [-2.3629, 6.8941], [-2.3618, 6.8932], [-2.3608, 6.8956], [-2.3549, 6.8957], [-2.3524, 6.8993], [-2.3504, 6.8985], [-2.3511, 6.9008], [-2.35, 6.9005], [-2.3497, 6.9021], [-2.3486, 6.901], [-2.347, 6.903], [-2.3494, 6.9059], [-2.3485, 6.9088], [-2.3469, 6.9079], [-2.3465, 6.9098], [-2.3456, 6.9086], [-2.3447, 6.9101], [-2.3447, 6.908], [-2.3391, 6.9087], [-2.3381, 6.9126], [-2.3351, 6.9137], [-2.3379, 6.9152], [-2.336, 6.9165], [-2.3381, 6.9166], [-2.3378, 6.9187], [-2.335, 6.9211], [-2.3335, 6.9196], [-2.3323, 6.9208], [-2.3337, 6.9246], [-2.332, 6.9249], [-2.3315, 6.9288], [-2.3269, 6.9288], [-2.3245, 6.9333], [-2.323, 6.9345], [-2.3233, 6.9326], [-2.3211, 6.9328], [-2.3184, 6.9366], [-2.311, 6.9418], [-2.3031, 6.9403], [-2.2968, 6.9409], [-2.289, 6.9457], [-2.284, 6.952], [-2.2793, 6.9537], [-2.2737, 6.9605], [-2.2647, 6.9651], [-2.2622, 6.9678], [-2.2626, 6.9702], [-2.2589, 6.9736], [-2.252, 6.9773], [-2.247, 6.9832], [-2.2472, 6.991], [-2.2418, 6.9948], [-2.2414, 6.9972], [-2.2294, 7.0073], [-2.2231, 7.0076], [-2.2219, 7.0095], [-2.2195, 7.0094], [-2.2161, 7.0118], [-2.2144, 7.0144], [-2.2143, 7.0197], [-2.2056, 7.026], [-2.1934, 7.0282], [-2.1872, 7.0353], [-2.1838, 7.036], [-2.1788, 7.0326], [-2.1857, 7.0254], [-2.186, 7.0224], [-2.1846, 7.0182], [-2.1806, 7.017], [-2.1746, 7.0206], [-2.1651, 7.0329], [-2.1503, 7.0396], [-2.1423, 7.04], [-2.1399, 7.0416], [-2.139, 7.0329], [-2.1364, 7.0313], [-2.1353, 7.0282], [-2.1377, 7.0204], [-2.1336, 7.022], [-2.1309, 7.017], [-2.1249, 7.0114], [-2.122, 7.0022], [-2.1134, 7.003], [-2.1129, 7.0046], [-2.1076, 7.0053], [-2.106, 7.0044], [-2.1009, 7.0072], [-2.0973, 7.0072], [-2.0971, 7.011], [-2.0921, 7.021], [-2.0849, 7.0242], [-2.0821, 7.0276], [-2.0784, 7.0274], [-2.0756, 7.0314], [-2.0673, 7.0337], [-2.0623, 7.0389], [-2.0581, 7.0387], [-2.0531, 7.041], [-2.0488, 7.0373], [-2.0455, 7.0394], [-2.0383, 7.0402], [-2.0349, 7.0446], [-2.0326, 7.0446], [-2.0319, 7.0464], [-2.0233, 7.0512], [-2.0194, 7.0608], [-2.0117, 7.0691], [-2.0039, 7.0747], [-1.995, 7.0792], [-1.9903, 7.0784], [-1.9843, 7.0836], [-1.9788, 7.084], [-1.9743, 7.087], [-1.9706, 7.0867], [-1.967, 7.0899], [-1.9536, 7.0852], [-1.9325, 7.1301], [-1.9329, 7.1766], [-1.8689, 7.2032], [-1.8623, 7.2174], [-1.8556, 7.2222], [-1.8553, 7.2273], [-1.8526, 7.2285], [-1.8495, 7.2329], [-1.8394, 7.2379], [-1.8379, 7.2416], [-1.8331, 7.245], [-1.8267, 7.2534], [-1.8272, 7.2585], [-1.8356, 7.2596], [-1.8373, 7.2655], [-1.8418, 7.2699], [-1.8434, 7.275], [-1.846, 7.2738], [-1.8493, 7.2764], [-1.8597, 7.2781], [-1.865, 7.2781], [-1.8713, 7.2717], [-1.8812, 7.2663], [-1.8953, 7.2634], [-1.9122, 7.2535], [-1.9148, 7.2533], [-1.9214, 7.2611], [-1.9272, 7.2648], [-1.9454, 7.2645], [-1.9499, 7.2615], [-1.9545, 7.2655], [-1.9585, 7.2802], [-1.9619, 7.2861], [-1.9621, 7.2934], [-1.97, 7.2973], [-1.9884, 7.2981], [-1.9958, 7.3132], [-2.0014, 7.3169], [-2.0091, 7.3185], [-2.0097, 7.3171], [-2.0191, 7.315], [-2.021, 7.3125], [-2.026, 7.3129], [-2.0272, 7.3112], [-2.0348, 7.31], [-2.0386, 7.3067], [-2.047, 7.3056], [-2.0563, 7.3089], [-2.0589, 7.3156], [-2.0615, 7.3179], [-2.0724, 7.3207], [-2.0763, 7.3232], [-2.1356, 7.3955], [-2.1407, 7.4066], [-2.1401, 7.4099], [-2.1343, 7.4123], [-2.1308, 7.4171], [-2.1268, 7.4191], [-2.1256, 7.4256], [-2.1278, 7.4318], [-2.1219, 7.4332], [-2.1193, 7.4408], [-2.1141, 7.4424], [-2.1141, 7.4521], [-2.1121, 7.4536], [-2.114, 7.4604], [-2.1081, 7.4648], [-2.0917, 7.4588], [-2.0746, 7.4551], [-2.0719, 7.457], [-2.0685, 7.455], [-2.0642, 7.4557], [-2.0599, 7.454], [-2.0462, 7.4576], [-2.038, 7.457], [-2.0355, 7.4555], [-2.0341, 7.4507], [-2.023, 7.4378], [-2.0227, 7.4321], [-2.0192, 7.4292], [-2.0185, 7.4215], [-2.014, 7.4226], [-2.0011, 7.4213], [-1.9958, 7.4177], [-1.9901, 7.4179], [-1.9838, 7.4159], [-1.9756, 7.4101], [-1.9698, 7.411], [-1.9694, 7.4133], [-1.9674, 7.4137], [-1.9645, 7.4081], [-1.9619, 7.4128], [-1.9513, 7.4186], [-1.9428, 7.4314], [-1.9391, 7.4347], [-1.9335, 7.4338], [-1.9304, 7.4407], [-1.9271, 7.4426], [-1.9229, 7.4409], [-1.9174, 7.4418], [-1.9187, 7.4397], [-1.916, 7.4367], [-1.9083, 7.4367], [-1.9038, 7.4327], [-1.8979, 7.4304], [-1.893, 7.4375], [-1.8843, 7.4441], [-1.8792, 7.4521], [-1.8715, 7.4595], [-1.8664, 7.4756], [-1.867, 7.4783], [-1.8635, 7.4769], [-1.8634, 7.4677], [-1.8564, 7.4612], [-1.8515, 7.4621], [-1.8398, 7.4718], [-1.836, 7.471], [-1.8399, 7.4251], [-1.8292, 7.3936], [-1.809, 7.3554], [-1.8072, 7.3485], [-1.7926, 7.3473], [-1.7888, 7.349], [-1.7806, 7.3488], [-1.7793, 7.3509], [-1.7783, 7.3485], [-1.7753, 7.3489], [-1.7729, 7.3465], [-1.7694, 7.3401], [-1.7672, 7.3308], [-1.7615, 7.322], [-1.7464, 7.32], [-1.7397, 7.3207], [-1.7383, 7.3182], [-1.734, 7.3174], [-1.7346, 7.3153], [-1.7319, 7.3152], [-1.7308, 7.3125], [-1.7285, 7.3118], [-1.7265, 7.3171], [-1.7223, 7.3155], [-1.7182, 7.3165], [-1.711, 7.3243], [-1.7092, 7.3243], [-1.6997, 7.3213], [-1.6945, 7.3218], [-1.6917, 7.3246], [-1.6787, 7.3248], [-1.6786, 7.3224], [-1.6754, 7.3197], [-1.6572, 7.3199], [-1.6542, 7.3135], [-1.6497, 7.3189], [-1.6435, 7.322], [-1.6409, 7.3251], [-1.6429, 7.3296], [-1.6403, 7.3367], [-1.6358, 7.3392], [-1.6264, 7.3379], [-1.6186, 7.3509], [-1.6067, 7.3597], [-1.5925, 7.3844], [-1.5859, 7.391], [-1.5847, 7.395], [-1.5796, 7.3973], [-1.5793, 7.4001], [-1.5766, 7.4028], [-1.5637, 7.4053], [-1.5391, 7.3957], [-1.5352, 7.3984], [-1.5261, 7.399], [-1.5218, 7.3968], [-1.521, 7.3916], [-1.5182, 7.3899], [-1.5155, 7.3909], [-1.5168, 7.3972], [-1.5151, 7.3993], [-1.5157, 7.41], [-1.5092, 7.4221], [-1.5096, 7.4291], [-1.512, 7.4412], [-1.5202, 7.45], [-1.5159, 7.4555], [-1.5132, 7.456], [-1.5085, 7.4648], [-1.4912, 7.4842], [-1.4876, 7.4875], [-1.4752, 7.4931], [-1.4724, 7.4966], [-1.4631, 7.5178], [-1.4625, 7.5246], [-1.4566, 7.5307], [-1.452, 7.5411], [-1.4459, 7.5452], [-1.4357, 7.5586], [-1.4352, 7.5699], [-1.4336, 7.5735], [-1.4251, 7.5763], [-1.4248, 7.5818], [-1.4213, 7.58], [-1.4173, 7.5833], [-1.409, 7.5862], [-1.4058, 7.5884], [-1.4039, 7.5942], [-1.399, 7.5987], [-1.3881, 7.6021], [-1.3861, 7.6051], [-1.3686, 7.6029], [-1.3638, 7.6086], [-1.3589, 7.6078], [-1.3534, 7.6091], [-1.3527, 7.6124], [-1.348, 7.6145], [-1.3468, 7.6175], [-1.3439, 7.6194], [-1.341, 7.6185], [-1.3294, 7.6231], [-1.3242, 7.6226], [-1.3162, 7.6247], [-1.3079, 7.6219], [-1.3107, 7.6149], [-1.3162, 7.6127], [-1.3172, 7.6106], [-1.3128, 7.6027], [-1.3136, 7.5806], [-1.311, 7.5765], [-1.2995, 7.5712], [-1.2972, 7.5629], [-1.294, 7.5603], [-1.2946, 7.555], [-1.2933, 7.5528], [-1.2952, 7.55], [-1.2951, 7.5463], [-1.2927, 7.5393], [-1.2904, 7.5351], [-1.2836, 7.5327], [-1.2757, 7.5272], [-1.2751, 7.5251], [-1.2664, 7.5215], [-1.2632, 7.5131], [-1.2564, 7.5067], [-1.2499, 7.4962], [-1.2394, 7.4893], [-1.2254, 7.4949], [-1.2209, 7.4937], [-1.212, 7.4946], [-1.2067, 7.4925], [-1.2019, 7.4951], [-1.1937, 7.4904], [-1.1932, 7.4872], [-1.1912, 7.4859], [-1.1835, 7.4852], [-1.1813, 7.4814], [-1.1789, 7.4826], [-1.1734, 7.4804], [-1.1607, 7.481], [-1.1571, 7.4797], [-1.1555, 7.469], [-1.1535, 7.4686], [-1.147, 7.4685], [-1.1406, 7.473], [-1.133, 7.471], [-1.126, 7.4753], [-1.126, 7.477], [-1.1208, 7.4741], [-1.1203, 7.472], [-1.1128, 7.4731], [-1.1081, 7.4664], [-1.1036, 7.4652], [-1.0992, 7.4686], [-1.0961, 7.4745], [-1.0859, 7.483], [-1.0838, 7.4877], [-1.0808, 7.489], [-1.0762, 7.4873], [-1.0724, 7.4883], [-1.0671, 7.4963], [-1.0684, 7.5016], [-1.0643, 7.5051], [-1.0601, 7.5047], [-1.0526, 7.5086], [-1.0501, 7.5136], [-1.0453, 7.5155], [-1.0439, 7.5197], [-1.0452, 7.5211], [-1.0408, 7.5275], [-1.0356, 7.5269], [-1.0247, 7.534], [-1.02, 7.5339], [-1.018, 7.5322], [-1.0144, 7.5348], [-1.0059, 7.529], [-1.0023, 7.5282], [-0.9997, 7.5299], [-0.9989, 7.5286], [-0.9921, 7.5293], [-0.9915, 7.5309], [-0.9899, 7.5308], [-0.9898, 7.5328], [-0.9835, 7.5347], [-0.9792, 7.5297], [-0.976, 7.5291], [-0.9771, 7.5259], [-0.9729, 7.5228], [-0.9721, 7.5196], [-0.969, 7.5204], [-0.9669, 7.519], [-0.9648, 7.5216], [-0.964, 7.5201], [-0.9576, 7.5244], [-0.9573, 7.5228], [-0.9532, 7.5235], [-0.9506, 7.5199], [-0.9482, 7.5207], [-0.9481, 7.5187], [-0.9456, 7.519], [-0.9359, 7.514], [-0.9331, 7.5056], [-0.932, 7.5079], [-0.9299, 7.5068], [-0.9296, 7.5047], [-0.9283, 7.5061], [-0.9252, 7.5037], [-0.9133, 7.5063], [-0.9089, 7.5048], [-0.9018, 7.508], [-0.8978, 7.5072], [-0.8975, 7.5046], [-0.8964, 7.5058], [-0.8932, 7.5042], [-0.8919, 7.5131], [-0.8899, 7.5165], [-0.8845, 7.5131], [-0.8839, 7.5147], [-0.8826, 7.5137], [-0.879, 7.5156], [-0.8758, 7.5144], [-0.8739, 7.5176], [-0.8668, 7.5207], [-0.8635, 7.5175], [-0.8621, 7.5183], [-0.8639, 7.5147], [-0.8587, 7.5161], [-0.8558, 7.5187], [-0.8539, 7.517], [-0.845, 7.5183], [-0.8439, 7.5169], [-0.8454, 7.5122], [-0.8437, 7.5097], [-0.8395, 7.5105], [-0.838, 7.5086], [-0.8324, 7.5104], [-0.8317, 7.5123], [-0.8283, 7.5122], [-0.8279, 7.5105], [-0.8215, 7.5085], [-0.8204, 7.4995], [-0.8154, 7.5019], [-0.8155, 7.5069], [-0.8107, 7.508], [-0.8084, 7.511], [-0.8066, 7.5078], [-0.8077, 7.5025], [-0.8046, 7.5042], [-0.7957, 7.4988], [-0.7935, 7.5006], [-0.7892, 7.5007], [-0.7882, 7.4986], [-0.785, 7.4977], [-0.7833, 7.4983], [-0.781, 7.5047], [-0.7768, 7.506], [-0.7735, 7.5038], [-0.7672, 7.5085], [-0.7615, 7.5072], [-0.7608, 7.5086], [-0.7581, 7.5076], [-0.756, 7.5103], [-0.7549, 7.5088], [-0.751, 7.5106], [-0.7505, 7.5089], [-0.7477, 7.5093], [-0.7443, 7.5156], [-0.7391, 7.5205], [-0.7265, 7.5233], [-0.7209, 7.5198], [-0.7131, 7.5263], [-0.7082, 7.5274], [-0.7052, 7.5299], [-0.7015, 7.5303], [-0.7011, 7.5287], [-0.697, 7.5311], [-0.6955, 7.5362], [-0.6891, 7.5414], [-0.6891, 7.5339], [-0.6834, 7.5283], [-0.6836, 7.5249], [-0.6769, 7.529], [-0.6757, 7.523], [-0.6736, 7.524], [-0.671, 7.5227], [-0.6626, 7.5144], [-0.6564, 7.5052], [-0.65, 7.502], [-0.6515, 7.4956], [-0.6482, 7.4929], [-0.6481, 7.4899], [-0.6494, 7.4876], [-0.6482, 7.4851], [-0.6504, 7.483], [-0.6504, 7.4809], [-0.6479, 7.477], [-0.6504, 7.4755], [-0.6499, 7.4726], [-0.6521, 7.47], [-0.652, 7.4667], [-0.6478, 7.4616], [-0.6514, 7.456], [-0.6503, 7.4516], [-0.653, 7.4464], [-0.6513, 7.4434], [-0.6543, 7.4382], [-0.6542, 7.4307], [-0.6484, 7.4241], [-0.6417, 7.4204], [-0.6405, 7.4109], [-0.638, 7.4098], [-0.639, 7.4023], [-0.6349, 7.3978], [-0.6336, 7.3934], [-0.6248, 7.3835], [-0.619, 7.3824], [-0.6191, 7.3807], [-0.612, 7.3723], [-0.6082, 7.3618], [-0.6006, 7.356], [-0.6008, 7.3507], [-0.5987, 7.3486], [-0.593, 7.3474], [-0.5898, 7.35], [-0.5795, 7.3511], [-0.5743, 7.3533], [-0.5663, 7.3517], [-0.556, 7.3519], [-0.5518, 7.3548], [-0.5484, 7.355], [-0.5437, 7.3535], [-0.5409, 7.3545], [-0.5339, 7.3478], [-0.5295, 7.3481], [-0.5183, 7.3447], [-0.5158, 7.3455], [-0.5059, 7.3411], [-0.4992, 7.3435], [-0.4971, 7.3393], [-0.4936, 7.3415], [-0.4927, 7.3439], [-0.4842, 7.3373], [-0.4794, 7.3382], [-0.4777, 7.3354], [-0.4735, 7.3388], [-0.4607, 7.3311], [-0.4566, 7.3342], [-0.4539, 7.3315], [-0.4475, 7.3326], [-0.4445, 7.3296], [-0.441, 7.3302], [-0.4398, 7.3268], [-0.4356, 7.325], [-0.4331, 7.3256], [-0.4311, 7.3232], [-0.4285, 7.3239], [-0.427, 7.3268], [-0.4233, 7.321], [-0.4179, 7.3212], [-0.4161, 7.3194], [-0.4085, 7.3182], [-0.3963, 7.3116], [-0.3889, 7.3125], [-0.385, 7.3114], [-0.3819, 7.3128], [-0.3773, 7.3091], [-0.3732, 7.3117], [-0.362, 7.3117], [-0.3548, 7.3085], [-0.3568, 7.3015], [-0.3543, 7.3], [-0.3542, 7.2976], [-0.3468, 7.293], [-0.3414, 7.294], [-0.3366, 7.2932], [-0.3337, 7.2906], [-0.3299, 7.2909], [-0.3316, 7.2876], [-0.325, 7.2848], [-0.3256, 7.2816], [-0.3229, 7.2814], [-0.321, 7.2841], [-0.311, 7.2857], [-0.3081, 7.2791], [-0.3022, 7.2777], [-0.2977, 7.283], [-0.2888, 7.2843], [-0.2881, 7.2805], [-0.2861, 7.2812], [-0.2839, 7.2777], [-0.2782, 7.2769], [-0.275, 7.2745], [-0.2724, 7.2681], [-0.2617, 7.2666], [-0.2621, 7.2611], [-0.2595, 7.2552], [-0.2603, 7.2489], [-0.2577, 7.2432], [-0.2575, 7.2369], [-0.2545, 7.2328], [-0.2566, 7.2283], [-0.2509, 7.2231], [-0.2425, 7.222], [-0.2437, 7.2119], [-0.2387, 7.2023], [-0.2485, 7.1974], [-0.2505, 7.1923], [-0.2537, 7.1923], [-0.2552, 7.1953], [-0.2575, 7.1952], [-0.2601, 7.1895], [-0.2674, 7.1937], [-0.2701, 7.1926], [-0.2745, 7.1935], [-0.2791, 7.1902], [-0.2831, 7.1939], [-0.2872, 7.1947], [-0.2891, 7.1929], [-0.2855, 7.189], [-0.2881, 7.1841], [-0.2997, 7.1808], [-0.3017, 7.1783], [-0.3064, 7.1782], [-0.3055, 7.1748], [-0.3003, 7.172], [-0.3053, 7.1654], [-0.3096, 7.164], [-0.309, 7.1607], [-0.3124, 7.1591], [-0.3168, 7.1492], [-0.3218, 7.1441], [-0.3314, 7.1427], [-0.3355, 7.1376], [-0.3403, 7.1375], [-0.3408, 7.1352], [-0.3439, 7.1372], [-0.3472, 7.134], [-0.3521, 7.1343], [-0.3631, 7.1271], [-0.3693, 7.1264], [-0.3709, 7.1232], [-0.3878, 7.1179], [-0.3959, 7.1179], [-0.4078, 7.1206], [-0.4111, 7.1187], [-0.4203, 7.1195], [-0.4219, 7.1231], [-0.4263, 7.1252], [-0.4321, 7.1228], [-0.4416, 7.1222], [-0.4466, 7.1233], [-0.4493, 7.1258], [-0.4614, 7.1284], [-0.4657, 7.1258], [-0.4728, 7.1271], [-0.4787, 7.1259], [-0.4803, 7.1271], [-0.4947, 7.1248], [-0.5006, 7.1275], [-0.5039, 7.1261], [-0.5072, 7.1269], [-0.5112, 7.1305], [-0.5418, 7.139], [-0.5612, 7.1375], [-0.5828, 7.1506], [-0.5926, 7.1494], [-0.6096, 7.1536], [-0.6125, 7.1554], [-0.6193, 7.1667], [-0.623, 7.1677], [-0.6274, 7.1724], [-0.6354, 7.1739], [-0.6362, 7.1711], [-0.6327, 7.16], [-0.6298, 7.1589], [-0.6311, 7.1577], [-0.6275, 7.153], [-0.6269, 7.1431], [-0.6196, 7.1327], [-0.6191, 7.1245], [-0.6149, 7.1167], [-0.6093, 7.0906], [-0.6008, 7.0742], [-0.598, 7.0667], [-0.5977, 7.0607], [-0.591, 7.0445], [-0.5799, 7.0377], [-0.5761, 7.0292], [-0.567, 7.0226], [-0.5647, 7.0187], [-0.5655, 7.0151], [-0.5641, 7.0126], [-0.5658, 7.0094], [-0.5666, 6.9979], [-0.572, 6.9889], [-0.5742, 6.9786], [-0.5741, 6.9633], [-0.5853, 6.9509], [-0.6008, 6.9481], [-0.617, 6.9518], [-0.637, 6.953], [-0.6575, 6.9472], [-0.6587, 6.9418], [-0.6562, 6.9348], [-0.6521, 6.9312], [-0.6523, 6.9295], [-0.6934, 6.9394], [-0.7059, 6.9466], [-0.7145, 6.9466], [-0.7228, 6.9523], [-0.7341, 6.9485], [-0.742, 6.9489], [-0.7532, 6.9381], [-0.7572, 6.9251], [-0.7554, 6.9127]]]], "type": "MultiPolygon"}, "id": "1", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA2_2", "HASC_1": "NA", "ISO_1": "GH-AH", "NAME_1": "Ashanti", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-3.1166, 6.8516, -1.9029, 8.7871], "geometry": {"coordinates": [[[[-2.8662, 6.8524], [-2.8716, 6.8537], [-2.8801, 6.87], [-2.8831, 6.8709], [-2.8841, 6.8742], [-2.8861, 6.8749], [-2.8846, 6.8761], [-2.8859, 6.8796], [-2.8911, 6.8812], [-2.8934, 6.8835], [-2.8932, 6.8855], [-2.8968, 6.8875], [-2.8963, 6.8929], [-2.9039, 6.9017], [-2.9053, 6.9062], [-2.909, 6.9083], [-2.9118, 6.9143], [-2.9185, 6.918], [-2.9198, 6.9249], [-2.9285, 6.9292], [-2.9334, 6.9368], [-2.9386, 6.9414], [-2.9538, 6.9403], [-2.9616, 6.9369], [-2.969, 6.937], [-2.9829, 6.9458], [-2.9887, 6.9464], [-2.996, 6.9405], [-3.0028, 6.9406], [-3.0128, 6.9366], [-3.0167, 6.9309], [-3.0281, 6.927], [-3.0339, 6.9275], [-3.0456, 6.9382], [-3.0652, 6.9395], [-3.0728, 6.9437], [-3.0712, 6.9483], [-3.0734, 6.9556], [-3.072, 6.963], [-3.0756, 6.9719], [-3.0814, 6.9761], [-3.0922, 6.9796], [-3.0965, 6.9906], [-3.0997, 6.9943], [-3.1065, 6.9987], [-3.1091, 7.0023], [-3.1166, 7.0059], [-3.1111, 7.0124], [-3.1078, 7.0141], [-3.1072, 7.019], [-3.0829, 7.0544], [-3.0749, 7.0629], [-3.0321, 7.0717], [-3.0236, 7.1425], [-2.9827, 7.1947], [-2.9534, 7.2392], [-2.9597, 7.2509], [-2.9782, 7.2721], [-2.9696, 7.3331], [-2.9484, 7.43], [-2.9473, 7.4565], [-2.9347, 7.4865], [-2.9235, 7.6086], [-2.8887, 7.6836], [-2.8834, 7.6985], [-2.8735, 7.7187], [-2.8693, 7.7323], [-2.8506, 7.7619], [-2.8486, 7.7802], [-2.8352, 7.7936], [-2.8261, 7.8057], [-2.8304, 7.8205], [-2.8251, 7.8244], [-2.8291, 7.8337], [-2.8292, 7.8427], [-2.8329, 7.8486], [-2.8252, 7.8682], [-2.8217, 7.8949], [-2.8221, 7.9124], [-2.8103, 7.9385], [-2.81, 7.9595], [-2.8086, 7.9656], [-2.7931, 7.9837], [-2.7717, 7.9971], [-2.7516, 8.0018], [-2.7127, 8.0172], [-2.6956, 8.0298], [-2.6921, 8.0296], [-2.662, 8.0421], [-2.6527, 8.0422], [-2.6367, 8.0547], [-2.6314, 8.0532], [-2.6362, 8.0671], [-2.6341, 8.0913], [-2.6299, 8.1151], [-2.625, 8.125], [-2.6225, 8.1265], [-2.621, 8.1312], [-2.6148, 8.1376], [-2.6085, 8.1519], [-2.6018, 8.1536], [-2.5913, 8.1515], [-2.5899, 8.1524], [-2.5875, 8.1498], [-2.5851, 8.1505], [-2.5762, 8.1448], [-2.5697, 8.1455], [-2.5654, 8.1493], [-2.5614, 8.1473], [-2.5597, 8.1434], [-2.5582, 8.1462], [-2.5554, 8.1469], [-2.5448, 8.1757], [-2.5179, 8.1908], [-2.509, 8.1934], [-2.4949, 8.2052], [-2.4977, 8.2448], [-2.5, 8.2565], [-2.5014, 8.3074], [-2.5044, 8.334], [-2.5164, 8.3831], [-2.5175, 8.4017], [-2.533, 8.4809], [-2.5396, 8.5005], [-2.5464, 8.5286], [-2.5621, 8.6149], [-2.5626, 8.6289], [-2.5671, 8.6596], [-2.5739, 8.6909], [-2.5734, 8.7006], [-2.5872, 8.7786], [-2.591, 8.785], [-2.5901, 8.7871], [-2.5863, 8.7866], [-2.5697, 8.7724], [-2.5498, 8.7624], [-2.5447, 8.7607], [-2.543, 8.7615], [-2.5396, 8.7571], [-2.5395, 8.7497], [-2.5363, 8.7459], [-2.5356, 8.7393], [-2.5256, 8.7325], [-2.513, 8.73], [-2.5007, 8.7199], [-2.4903, 8.6994], [-2.4883, 8.6858], [-2.4846, 8.68], [-2.4792, 8.6759], [-2.4744, 8.6651], [-2.4646, 8.6522], [-2.4551, 8.6482], [-2.4475, 8.6404], [-2.4422, 8.63], [-2.4324, 8.6243], [-2.4306, 8.621], [-2.4173, 8.6119], [-2.4169, 8.6018], [-2.4193, 8.5934], [-2.4149, 8.5744], [-2.4102, 8.567], [-2.4023, 8.5643], [-2.3986, 8.5571], [-2.3958, 8.5581], [-2.3835, 8.5541], [-2.3775, 8.5488], [-2.3712, 8.5393], [-2.367, 8.5399], [-2.3634, 8.5298], [-2.3579, 8.5207], [-2.3596, 8.5155], [-2.3668, 8.5077], [-2.3684, 8.5009], [-2.3708, 8.5003], [-2.3693, 8.4855], [-2.3654, 8.4747], [-2.3555, 8.4693], [-2.3549, 8.4646], [-2.3523, 8.4614], [-2.3476, 8.4577], [-2.3371, 8.4543], [-2.3315, 8.4411], [-2.3314, 8.4363], [-2.3286, 8.427], [-2.3266, 8.4255], [-2.3253, 8.4174], [-2.3182, 8.4117], [-2.3096, 8.4007], [-2.3077, 8.3897], [-2.2994, 8.3848], [-2.2978, 8.3807], [-2.3019, 8.3709], [-2.3008, 8.3627], [-2.305, 8.3548], [-2.2973, 8.3433], [-2.2953, 8.3269], [-2.2856, 8.3193], [-2.2885, 8.2969], [-2.2755, 8.2931], [-2.2525, 8.2768], [-2.2498, 8.2768], [-2.2426, 8.2816], [-2.2397, 8.2812], [-2.2352, 8.2763], [-2.2297, 8.2634], [-2.2258, 8.2615], [-2.2189, 8.2614], [-2.2118, 8.2549], [-2.2091, 8.2468], [-2.2095, 8.2442], [-2.213, 8.2415], [-2.2051, 8.2318], [-2.1915, 8.2219], [-2.1759, 8.2182], [-2.1683, 8.212], [-2.1642, 8.1916], [-2.165, 8.1831], [-2.1621, 8.1736], [-2.1536, 8.1714], [-2.1501, 8.1659], [-2.1401, 8.1585], [-2.1357, 8.1518], [-2.1277, 8.1476], [-2.1212, 8.1497], [-2.1192, 8.1428], [-2.1198, 8.1391], [-2.117, 8.1354], [-2.1046, 8.1367], [-2.1017, 8.1358], [-2.0966, 8.1236], [-2.0889, 8.1187], [-2.0886, 8.1137], [-2.086, 8.109], [-2.0844, 8.109], [-2.0797, 8.0989], [-2.0701, 8.0945], [-2.0649, 8.089], [-2.0608, 8.0796], [-2.0605, 8.0736], [-2.055, 8.0614], [-2.0575, 8.052], [-2.0369, 8.0304], [-2.0253, 8.0239], [-2.027, 8.0176], [-2.0261, 8.004], [-2.0248, 8.0022], [-2.0268, 8.0012], [-2.026, 7.9961], [-2.0302, 7.9929], [-2.0366, 7.9811], [-2.044, 7.9735], [-2.0412, 7.9644], [-2.0319, 7.9566], [-2.0199, 7.9554], [-2.006, 7.9637], [-2.0007, 7.9635], [-1.9951, 7.9674], [-1.985, 7.9662], [-1.9843, 7.9628], [-1.974, 7.9482], [-1.9674, 7.9428], [-1.9414, 7.9076], [-1.9141, 7.8773], [-1.9029, 7.8311], [-1.9093, 7.819], [-1.9223, 7.8063], [-1.926, 7.8093], [-1.929, 7.8093], [-1.9377, 7.8021], [-1.9443, 7.7992], [-1.9522, 7.7995], [-1.9588, 7.8019], [-1.9619, 7.8061], [-1.9707, 7.8059], [-1.9832, 7.8029], [-2.0231, 7.7803], [-2.0445, 7.7777], [-2.0495, 7.7797], [-2.0591, 7.779], [-2.0702, 7.7806], [-2.0764, 7.7786], [-2.0777, 7.7712], [-2.0822, 7.765], [-2.0807, 7.7583], [-2.0748, 7.7544], [-2.0713, 7.7483], [-2.0744, 7.7442], [-2.0699, 7.7317], [-2.073, 7.7135], [-2.0629, 7.703], [-2.0563, 7.6855], [-2.0496, 7.6824], [-2.048, 7.6716], [-2.0511, 7.6659], [-2.0581, 7.6649], [-2.0671, 7.6613], [-2.0716, 7.6486], [-2.077, 7.6476], [-2.0772, 7.6438], [-2.0897, 7.6308], [-2.0915, 7.6223], [-2.0886, 7.6167], [-2.0882, 7.6099], [-2.0926, 7.6058], [-2.0949, 7.5988], [-2.1032, 7.5903], [-2.106, 7.5854], [-2.1075, 7.578], [-2.1118, 7.5722], [-2.1089, 7.5532], [-2.1238, 7.5375], [-2.1366, 7.5287], [-2.1377, 7.5258], [-2.1358, 7.519], [-2.1219, 7.515], [-2.1189, 7.5024], [-2.1112, 7.498], [-2.1104, 7.4952], [-2.1139, 7.495], [-2.1129, 7.4912], [-2.115, 7.4893], [-2.1138, 7.4868], [-2.1148, 7.4846], [-2.1122, 7.4703], [-2.1096, 7.4652], [-2.1097, 7.4636], [-2.114, 7.4604], [-2.1121, 7.4536], [-2.1141, 7.4521], [-2.1141, 7.4424], [-2.1193, 7.4408], [-2.1219, 7.4332], [-2.1278, 7.4318], [-2.1256, 7.4256], [-2.1268, 7.4191], [-2.1308, 7.4171], [-2.1343, 7.4123], [-2.1369, 7.4123], [-2.1408, 7.4091], [-2.1396, 7.4028], [-2.1356, 7.3955], [-2.1374, 7.3939], [-2.1365, 7.3902], [-2.1403, 7.3871], [-2.1355, 7.3738], [-2.1389, 7.3682], [-2.1431, 7.3684], [-2.1475, 7.3657], [-2.1473, 7.3614], [-2.1514, 7.3562], [-2.1511, 7.3488], [-2.1535, 7.3459], [-2.1524, 7.3411], [-2.1563, 7.3388], [-2.1571, 7.3344], [-2.1609, 7.3286], [-2.1655, 7.328], [-2.1667, 7.325], [-2.1713, 7.3229], [-2.1799, 7.3228], [-2.1825, 7.3198], [-2.1902, 7.3221], [-2.1944, 7.3176], [-2.1971, 7.3169], [-2.1984, 7.3182], [-2.2023, 7.3146], [-2.2088, 7.3148], [-2.2117, 7.3129], [-2.2151, 7.3144], [-2.2159, 7.3122], [-2.2191, 7.3122], [-2.2196, 7.3106], [-2.218, 7.3084], [-2.2192, 7.3082], [-2.2174, 7.3077], [-2.2184, 7.301], [-2.222, 7.3028], [-2.2258, 7.2985], [-2.2296, 7.2978], [-2.2305, 7.295], [-2.2352, 7.2958], [-2.2405, 7.2922], [-2.2442, 7.2876], [-2.2428, 7.285], [-2.2457, 7.2796], [-2.2519, 7.2809], [-2.2559, 7.2799], [-2.2585, 7.2771], [-2.262, 7.2789], [-2.2661, 7.2767], [-2.2655, 7.2754], [-2.2672, 7.274], [-2.2687, 7.2743], [-2.2673, 7.2723], [-2.2687, 7.2712], [-2.2682, 7.2688], [-2.2659, 7.2675], [-2.2689, 7.2647], [-2.2634, 7.2614], [-2.2659, 7.2603], [-2.2676, 7.2556], [-2.271, 7.2549], [-2.2696, 7.2528], [-2.2703, 7.2493], [-2.2652, 7.2455], [-2.2671, 7.2438], [-2.2725, 7.2457], [-2.27, 7.2388], [-2.2734, 7.2372], [-2.2775, 7.2401], [-2.2792, 7.2465], [-2.2815, 7.247], [-2.2824, 7.2443], [-2.2803, 7.2422], [-2.2816, 7.238], [-2.2785, 7.2337], [-2.2798, 7.2322], [-2.2841, 7.2325], [-2.2841, 7.2303], [-2.2858, 7.2292], [-2.2851, 7.2267], [-2.2909, 7.2242], [-2.2932, 7.2303], [-2.2968, 7.2335], [-2.3015, 7.2323], [-2.3194, 7.2333], [-2.3249, 7.2371], [-2.3341, 7.2294], [-2.3415, 7.2157], [-2.3458, 7.1961], [-2.3501, 7.187], [-2.3106, 7.1599], [-2.3097, 7.156], [-2.3049, 7.1498], [-2.3054, 7.1481], [-2.3019, 7.1471], [-2.2982, 7.1487], [-2.2968, 7.1446], [-2.2919, 7.1442], [-2.2884, 7.1409], [-2.2939, 7.1363], [-2.2923, 7.1316], [-2.2949, 7.1302], [-2.2965, 7.1262], [-2.2993, 7.1277], [-2.3006, 7.1267], [-2.2995, 7.1232], [-2.3033, 7.1208], [-2.2953, 7.113], [-2.2948, 7.109], [-2.2985, 7.1016], [-2.2984, 7.0983], [-2.3005, 7.0978], [-2.3022, 7.1019], [-2.3042, 7.103], [-2.3067, 7.1026], [-2.3089, 7.0992], [-2.3111, 7.0996], [-2.3153, 7.104], [-2.3175, 7.1043], [-2.3188, 7.1024], [-2.3233, 7.1053], [-2.3297, 7.1059], [-2.3317, 7.1103], [-2.3302, 7.1121], [-2.3308, 7.1157], [-2.3264, 7.117], [-2.3228, 7.1207], [-2.3245, 7.1213], [-2.3242, 7.1228], [-2.3265, 7.125], [-2.3316, 7.1235], [-2.333, 7.1243], [-2.3368, 7.1223], [-2.3408, 7.1255], [-2.3477, 7.1265], [-2.3501, 7.1291], [-2.3663, 7.1151], [-2.3637, 7.1101], [-2.3643, 7.1064], [-2.3725, 7.1021], [-2.378, 7.0998], [-2.4177, 7.0916], [-2.4385, 7.0888], [-2.4005, 7.1118], [-2.4154, 7.1224], [-2.4189, 7.123], [-2.4476, 7.1406], [-2.4604, 7.1341], [-2.4703, 7.1364], [-2.4754, 7.1352], [-2.4792, 7.1314], [-2.4898, 7.1316], [-2.4937, 7.1334], [-2.4947, 7.159], [-2.4935, 7.2169], [-2.49, 7.2167], [-2.4951, 7.2264], [-2.5115, 7.2273], [-2.5168, 7.2308], [-2.5559, 7.2305], [-2.5587, 7.2259], [-2.5637, 7.224], [-2.5697, 7.2163], [-2.5766, 7.2136], [-2.5806, 7.2088], [-2.5819, 7.1897], [-2.5798, 7.1837], [-2.5812, 7.1805], [-2.5847, 7.1793], [-2.5913, 7.1811], [-2.6072, 7.1804], [-2.6148, 7.1748], [-2.6201, 7.1635], [-2.6239, 7.1627], [-2.628, 7.159], [-2.6285, 7.1557], [-2.6431, 7.1469], [-2.6488, 7.1452], [-2.6514, 7.1415], [-2.659, 7.1418], [-2.6655, 7.1383], [-2.6705, 7.1401], [-2.6747, 7.1375], [-2.684, 7.14], [-2.6911, 7.1313], [-2.6926, 7.1247], [-2.6901, 7.1216], [-2.6914, 7.1141], [-2.6992, 7.1065], [-2.7045, 7.1028], [-2.7088, 7.1026], [-2.7115, 7.0999], [-2.7155, 7.1036], [-2.7217, 7.1019], [-2.7243, 7.0966], [-2.729, 7.0986], [-2.7445, 7.0823], [-2.7532, 7.0785], [-2.7607, 7.061], [-2.7602, 7.0539], [-2.7639, 7.0395], [-2.7615, 7.0352], [-2.7697, 7.0269], [-2.7707, 7.0217], [-2.7798, 7.0189], [-2.784, 7.0133], [-2.7907, 7.0122], [-2.7926, 7.0065], [-2.7965, 7.0027], [-2.7961, 6.9988], [-2.8013, 6.994], [-2.8005, 6.9912], [-2.8049, 6.9883], [-2.8053, 6.9852], [-2.8072, 6.9842], [-2.8065, 6.9822], [-2.8092, 6.9803], [-2.8127, 6.9743], [-2.8119, 6.9734], [-2.8188, 6.9696], [-2.8208, 6.964], [-2.8308, 6.9632], [-2.8323, 6.9586], [-2.8366, 6.9581], [-2.8395, 6.9596], [-2.844, 6.9573], [-2.8434, 6.9565], [-2.8489, 6.9517], [-2.8476, 6.9508], [-2.8499, 6.9476], [-2.8496, 6.9443], [-2.8501, 6.9434], [-2.851, 6.945], [-2.8507, 6.9426], [-2.8521, 6.9422], [-2.85, 6.9357], [-2.8495, 6.9288], [-2.8514, 6.926], [-2.85, 6.9229], [-2.8563, 6.9117], [-2.8553, 6.9029], [-2.8521, 6.8968], [-2.853, 6.8917], [-2.8493, 6.8868], [-2.8515, 6.8826], [-2.8517, 6.8747], [-2.8548, 6.8736], [-2.8548, 6.8697], [-2.8567, 6.8698], [-2.8607, 6.8639], [-2.8583, 6.8601], [-2.8599, 6.8592], [-2.8595, 6.8541], [-2.8645, 6.8516], [-2.8662, 6.8524]]]], "type": "MultiPolygon"}, "id": "2", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA3_2", "HASC_1": "NA", "ISO_1": "GH-BO", "NAME_1": "Bono", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.1378, 7.172, 0.215, 8.7743], "geometry": {"coordinates": [[[[-1.4336, 7.5735], [-1.4352, 7.5699], [-1.4357, 7.5586], [-1.4459, 7.5452], [-1.452, 7.5411], [-1.4566, 7.5307], [-1.4625, 7.5246], [-1.4631, 7.5178], [-1.4724, 7.4966], [-1.4752, 7.4931], [-1.4876, 7.4875], [-1.4912, 7.4842], [-1.5085, 7.4648], [-1.5132, 7.456], [-1.5159, 7.4555], [-1.5202, 7.45], [-1.512, 7.4412], [-1.5096, 7.4291], [-1.5092, 7.4221], [-1.5157, 7.41], [-1.5151, 7.3993], [-1.5168, 7.3972], [-1.5155, 7.3909], [-1.5182, 7.3899], [-1.521, 7.3916], [-1.5218, 7.3968], [-1.5261, 7.399], [-1.5352, 7.3984], [-1.5391, 7.3957], [-1.5637, 7.4053], [-1.5766, 7.4028], [-1.5793, 7.4001], [-1.5796, 7.3973], [-1.5847, 7.395], [-1.5859, 7.391], [-1.5925, 7.3844], [-1.6067, 7.3597], [-1.6186, 7.3509], [-1.6264, 7.3379], [-1.6358, 7.3392], [-1.6403, 7.3367], [-1.6429, 7.3296], [-1.6409, 7.3251], [-1.6435, 7.322], [-1.6497, 7.3189], [-1.6542, 7.3135], [-1.6572, 7.3199], [-1.6754, 7.3197], [-1.6786, 7.3224], [-1.6787, 7.3248], [-1.6917, 7.3246], [-1.6945, 7.3218], [-1.6997, 7.3213], [-1.7092, 7.3243], [-1.711, 7.3243], [-1.7182, 7.3165], [-1.7223, 7.3155], [-1.7265, 7.3171], [-1.7285, 7.3118], [-1.7308, 7.3125], [-1.7319, 7.3152], [-1.7346, 7.3153], [-1.734, 7.3174], [-1.7383, 7.3182], [-1.7397, 7.3207], [-1.7464, 7.32], [-1.7615, 7.322], [-1.7672, 7.3308], [-1.7694, 7.3401], [-1.7729, 7.3465], [-1.7753, 7.3489], [-1.7783, 7.3485], [-1.7793, 7.3509], [-1.7806, 7.3488], [-1.7888, 7.349], [-1.7926, 7.3473], [-1.8072, 7.3485], [-1.809, 7.3554], [-1.8292, 7.3936], [-1.8399, 7.4251], [-1.836, 7.471], [-1.8398, 7.4718], [-1.8515, 7.4621], [-1.8564, 7.4612], [-1.8634, 7.4677], [-1.8635, 7.4769], [-1.867, 7.4783], [-1.8664, 7.4756], [-1.8715, 7.4595], [-1.8792, 7.4521], [-1.8843, 7.4441], [-1.893, 7.4375], [-1.8979, 7.4304], [-1.9038, 7.4327], [-1.9083, 7.4367], [-1.916, 7.4367], [-1.9187, 7.4397], [-1.9174, 7.4418], [-1.9229, 7.4409], [-1.9271, 7.4426], [-1.9304, 7.4407], [-1.9335, 7.4338], [-1.9391, 7.4347], [-1.9428, 7.4314], [-1.9513, 7.4186], [-1.9619, 7.4128], [-1.9645, 7.4081], [-1.9674, 7.4137], [-1.9694, 7.4133], [-1.9698, 7.411], [-1.9756, 7.4101], [-1.9838, 7.4159], [-1.9901, 7.4179], [-1.9958, 7.4177], [-2.0011, 7.4213], [-2.014, 7.4226], [-2.0185, 7.4215], [-2.0192, 7.4292], [-2.0227, 7.4321], [-2.023, 7.4378], [-2.0341, 7.4507], [-2.0355, 7.4555], [-2.038, 7.457], [-2.0462, 7.4576], [-2.0599, 7.454], [-2.0642, 7.4557], [-2.0685, 7.455], [-2.0719, 7.457], [-2.0746, 7.4551], [-2.0917, 7.4588], [-2.1063, 7.4647], [-2.1097, 7.4636], [-2.113, 7.4741], [-2.115, 7.4893], [-2.1129, 7.4909], [-2.1139, 7.495], [-2.1104, 7.4952], [-2.1112, 7.498], [-2.1189, 7.5024], [-2.1219, 7.515], [-2.1347, 7.5184], [-2.1378, 7.524], [-2.1366, 7.5287], [-2.1238, 7.5375], [-2.1089, 7.5532], [-2.1118, 7.5722], [-2.1075, 7.578], [-2.106, 7.5854], [-2.1032, 7.5903], [-2.0949, 7.5988], [-2.0926, 7.6058], [-2.0882, 7.6099], [-2.0886, 7.6167], [-2.0915, 7.6223], [-2.0897, 7.6308], [-2.0772, 7.6438], [-2.077, 7.6476], [-2.0716, 7.6486], [-2.0671, 7.6613], [-2.0581, 7.6649], [-2.0511, 7.6659], [-2.048, 7.6716], [-2.0496, 7.6824], [-2.0563, 7.6855], [-2.0629, 7.703], [-2.073, 7.7135], [-2.0699, 7.7317], [-2.0744, 7.7442], [-2.0713, 7.7483], [-2.0748, 7.7544], [-2.0807, 7.7583], [-2.0822, 7.765], [-2.0777, 7.7712], [-2.0764, 7.7786], [-2.0702, 7.7806], [-2.0591, 7.779], [-2.0495, 7.7797], [-2.0445, 7.7777], [-2.0231, 7.7803], [-1.9832, 7.8029], [-1.9707, 7.8059], [-1.9619, 7.8061], [-1.9588, 7.8019], [-1.9522, 7.7995], [-1.9443, 7.7992], [-1.9377, 7.8021], [-1.929, 7.8093], [-1.926, 7.8093], [-1.9223, 7.8063], [-1.9093, 7.819], [-1.9029, 7.8311], [-1.9141, 7.8773], [-1.9414, 7.9076], [-1.9674, 7.9428], [-1.974, 7.9482], [-1.9843, 7.9628], [-1.985, 7.9662], [-1.9951, 7.9674], [-2.0007, 7.9635], [-2.006, 7.9637], [-2.0199, 7.9554], [-2.0319, 7.9566], [-2.0412, 7.9644], [-2.044, 7.9735], [-2.0366, 7.9811], [-2.0302, 7.9929], [-2.026, 7.9961], [-2.0268, 8.0012], [-2.0248, 8.0022], [-2.0261, 8.004], [-2.027, 8.0176], [-2.0253, 8.0239], [-2.0369, 8.0304], [-2.0575, 8.052], [-2.055, 8.0614], [-2.0605, 8.0736], [-2.0608, 8.0796], [-2.0649, 8.089], [-2.0701, 8.0945], [-2.0797, 8.0989], [-2.0844, 8.109], [-2.086, 8.109], [-2.0886, 8.1137], [-2.0889, 8.1187], [-2.0966, 8.1236], [-2.1021, 8.1361], [-2.117, 8.1354], [-2.1198, 8.1391], [-2.1211, 8.1533], [-2.1179, 8.157], [-2.1062, 8.1573], [-2.0838, 8.1535], [-2.0667, 8.1464], [-2.0524, 8.1482], [-2.0442, 8.1475], [-2.0309, 8.1527], [-2.03, 8.1552], [-2.0054, 8.1557], [-1.9927, 8.1593], [-1.9798, 8.1658], [-1.9617, 8.1689], [-1.945, 8.1832], [-1.9334, 8.2013], [-1.933, 8.2076], [-1.9298, 8.2128], [-1.9241, 8.2164], [-1.9136, 8.2296], [-1.908, 8.2469], [-1.8951, 8.2616], [-1.8684, 8.2594], [-1.8371, 8.2505], [-1.8131, 8.2368], [-1.7997, 8.2262], [-1.7856, 8.2262], [-1.7728, 8.2315], [-1.7637, 8.243], [-1.7566, 8.2484], [-1.7474, 8.2621], [-1.7466, 8.2705], [-1.748, 8.2792], [-1.7666, 8.3097], [-1.7699, 8.3227], [-1.7818, 8.3285], [-1.7909, 8.3367], [-1.8029, 8.3394], [-1.8163, 8.3393], [-1.83, 8.3332], [-1.8456, 8.3293], [-1.8562, 8.3295], [-1.8709, 8.334], [-1.8834, 8.3476], [-1.9081, 8.3976], [-1.9075, 8.4072], [-1.9095, 8.4185], [-1.9098, 8.4385], [-1.9043, 8.4478], [-1.8932, 8.4548], [-1.8864, 8.4645], [-1.8831, 8.4802], [-1.8956, 8.5238], [-1.8968, 8.5384], [-1.8987, 8.5403], [-1.8958, 8.5466], [-1.8952, 8.5516], [-1.8968, 8.5528], [-1.8929, 8.5561], [-1.8896, 8.5856], [-1.8738, 8.6257], [-1.8718, 8.6347], [-1.8682, 8.6413], [-1.8609, 8.649], [-1.8436, 8.6603], [-1.8164, 8.6619], [-1.7889, 8.6524], [-1.7736, 8.6441], [-1.7552, 8.6301], [-1.7441, 8.6268], [-1.7334, 8.6264], [-1.6932, 8.6438], [-1.6863, 8.6506], [-1.6837, 8.6565], [-1.6823, 8.6633], [-1.6837, 8.6735], [-1.6793, 8.6839], [-1.6584, 8.6954], [-1.6546, 8.6958], [-1.6463, 8.6929], [-1.6297, 8.681], [-1.6119, 8.677], [-1.584, 8.6765], [-1.5742, 8.6778], [-1.5529, 8.6755], [-1.5315, 8.681], [-1.5108, 8.6917], [-1.5066, 8.708], [-1.5042, 8.7114], [-1.4993, 8.7384], [-1.4938, 8.7484], [-1.4846, 8.7597], [-1.4748, 8.7653], [-1.4486, 8.7657], [-1.4097, 8.7743], [-1.3763, 8.7675], [-1.3665, 8.7622], [-1.356, 8.7591], [-1.3409, 8.7447], [-1.3289, 8.7379], [-1.3212, 8.7303], [-1.3093, 8.7218], [-1.3027, 8.72], [-1.288, 8.7203], [-1.2646, 8.6916], [-1.2296, 8.6747], [-1.2095, 8.6679], [-1.1978, 8.67], [-1.1859, 8.6782], [-1.1605, 8.6789], [-1.1445, 8.6774], [-1.1473, 8.6557], [-1.1449, 8.6461], [-1.1488, 8.6398], [-1.1505, 8.6333], [-1.1466, 8.6254], [-1.146, 8.5913], [-1.1415, 8.5765], [-1.146, 8.5585], [-1.1538, 8.5482], [-1.1548, 8.5425], [-1.1602, 8.5381], [-1.1608, 8.536], [-1.1651, 8.5378], [-1.1659, 8.536], [-1.1693, 8.5355], [-1.1701, 8.5368], [-1.1721, 8.5353], [-1.1707, 8.5314], [-1.1723, 8.5286], [-1.1653, 8.5238], [-1.1637, 8.5151], [-1.165, 8.5116], [-1.1675, 8.5115], [-1.1682, 8.5086], [-1.1737, 8.5076], [-1.1744, 8.5169], [-1.1793, 8.5178], [-1.1807, 8.5139], [-1.1828, 8.5131], [-1.1825, 8.5106], [-1.1879, 8.5102], [-1.1896, 8.5117], [-1.1906, 8.5107], [-1.1928, 8.5124], [-1.1959, 8.5115], [-1.1964, 8.5104], [-1.193, 8.5078], [-1.1919, 8.5021], [-1.1929, 8.4968], [-1.1954, 8.4955], [-1.1946, 8.494], [-1.1988, 8.4931], [-1.2004, 8.4949], [-1.2037, 8.4951], [-1.2064, 8.4933], [-1.2109, 8.4942], [-1.2145, 8.4912], [-1.2149, 8.4923], [-1.2183, 8.4912], [-1.2211, 8.4888], [-1.2198, 8.4836], [-1.2214, 8.4774], [-1.2294, 8.477], [-1.2317, 8.4751], [-1.2318, 8.4705], [-1.2371, 8.4713], [-1.2436, 8.4691], [-1.2447, 8.4701], [-1.2428, 8.4673], [-1.2454, 8.464], [-1.2497, 8.4605], [-1.2534, 8.4606], [-1.253, 8.4594], [-1.2575, 8.4543], [-1.2585, 8.4548], [-1.2574, 8.4492], [-1.2606, 8.4432], [-1.2612, 8.4353], [-1.263, 8.4345], [-1.2609, 8.4291], [-1.2544, 8.4272], [-1.2553, 8.426], [-1.2537, 8.424], [-1.2543, 8.4214], [-1.256, 8.421], [-1.2539, 8.4182], [-1.2576, 8.4164], [-1.2563, 8.4152], [-1.2581, 8.4138], [-1.256, 8.4124], [-1.2581, 8.4115], [-1.2563, 8.41], [-1.26, 8.4074], [-1.2597, 8.4048], [-1.2582, 8.4057], [-1.2558, 8.4029], [-1.258, 8.3983], [-1.2566, 8.3955], [-1.2576, 8.392], [-1.2547, 8.3899], [-1.2561, 8.3888], [-1.2554, 8.3859], [-1.2532, 8.3847], [-1.2552, 8.3815], [-1.2527, 8.3792], [-1.254, 8.3785], [-1.2533, 8.377], [-1.2556, 8.3767], [-1.2554, 8.3727], [-1.2602, 8.3723], [-1.2602, 8.3692], [-1.262, 8.3683], [-1.2595, 8.3649], [-1.2606, 8.3622], [-1.2569, 8.3579], [-1.2587, 8.3523], [-1.2605, 8.3529], [-1.2637, 8.3475], [-1.2626, 8.3442], [-1.2678, 8.3377], [-1.2733, 8.3348], [-1.2735, 8.3307], [-1.2759, 8.3288], [-1.2752, 8.3254], [-1.2777, 8.3234], [-1.2766, 8.3228], [-1.2771, 8.3183], [-1.2748, 8.3174], [-1.2762, 8.3154], [-1.2749, 8.3114], [-1.2803, 8.3089], [-1.2759, 8.3043], [-1.2772, 8.3029], [-1.2765, 8.3005], [-1.2778, 8.3001], [-1.2755, 8.2964], [-1.2765, 8.2938], [-1.2739, 8.2905], [-1.2752, 8.2852], [-1.2687, 8.2769], [-1.2665, 8.2573], [-1.2513, 8.2431], [-1.2371, 8.2237], [-1.2295, 8.2048], [-1.1747, 8.1167], [-1.1671, 8.1086], [-1.1565, 8.0886], [-1.1566, 8.0837], [-1.1654, 8.0698], [-1.1644, 8.0641], [-1.166, 8.0603], [-1.1651, 8.0505], [-1.1614, 8.0441], [-1.1618, 8.0403], [-1.1593, 8.0344], [-1.1589, 8.023], [-1.1627, 8.015], [-1.1608, 8.0111], [-1.1619, 8.0087], [-1.1581, 8.0038], [-1.1579, 7.9993], [-1.1556, 7.9996], [-1.1546, 7.9979], [-1.1482, 8.0002], [-1.1442, 7.9968], [-1.136, 7.9983], [-1.1314, 7.9952], [-1.1258, 7.9977], [-1.1204, 7.9932], [-1.1125, 7.9953], [-1.107, 7.9924], [-1.1069, 7.9943], [-1.1012, 7.9966], [-1.1004, 7.9958], [-1.0992, 7.9977], [-1.0976, 7.9968], [-1.0953, 7.9982], [-1.0934, 8.0026], [-1.0904, 8.0027], [-1.0879, 8.0069], [-1.0878, 8.0103], [-1.0845, 8.0108], [-1.0814, 8.0172], [-1.0779, 8.0184], [-1.0767, 8.0174], [-1.073, 8.0212], [-1.0694, 8.021], [-1.067, 8.024], [-1.0625, 8.0232], [-1.0597, 8.0259], [-1.0558, 8.0259], [-1.0525, 8.0291], [-1.0475, 8.0301], [-1.0411, 8.0265], [-1.0348, 8.0254], [-1.0298, 8.017], [-1.0202, 8.0154], [-1.018, 8.0179], [-1.0165, 8.0176], [-1.0182, 8.0214], [-1.0173, 8.0274], [-1.0194, 8.0321], [-1.0224, 8.0332], [-1.0226, 8.0363], [-1.0262, 8.0389], [-1.028, 8.043], [-1.0325, 8.0439], [-1.0346, 8.0463], [-1.0337, 8.0547], [-1.0368, 8.0585], [-1.0481, 8.0625], [-1.0487, 8.0669], [-1.041, 8.0794], [-1.0433, 8.0939], [-1.0687, 8.1292], [-1.0405, 8.166], [-1.0432, 8.1741], [-1.0417, 8.1962], [-1.0432, 8.2044], [-1.0409, 8.2128], [-1.0397, 8.2431], [-1.0316, 8.2474], [-1.0298, 8.2511], [-1.0257, 8.2534], [-1.0219, 8.2608], [-1.0192, 8.2611], [-1.0157, 8.257], [-1.0144, 8.252], [-1.0102, 8.2479], [-0.999, 8.2452], [-0.9899, 8.2456], [-0.9875, 8.2354], [-0.979, 8.2272], [-0.9677, 8.2331], [-0.9657, 8.2467], [-0.9591, 8.2511], [-0.9487, 8.2465], [-0.9394, 8.2513], [-0.9236, 8.2519], [-0.9172, 8.2554], [-0.9105, 8.2548], [-0.9067, 8.2575], [-0.9048, 8.2551], [-0.8913, 8.2584], [-0.8783, 8.2638], [-0.8699, 8.27], [-0.862, 8.2724], [-0.8626, 8.2772], [-0.8589, 8.2923], [-0.8563, 8.2926], [-0.8527, 8.3142], [-0.854, 8.3188], [-0.8596, 8.3224], [-0.8578, 8.3285], [-0.8014, 8.3396], [-0.7798, 8.3355], [-0.7408, 8.3355], [-0.6395, 8.2695], [-0.5425, 8.1876], [-0.503, 8.1809], [-0.4874, 8.1721], [-0.4444, 8.1575], [-0.419, 8.1528], [-0.3847, 8.1528], [-0.3539, 8.1438], [-0.3193, 8.1304], [-0.2949, 8.1173], [-0.2488, 8.077], [-0.2406, 8.0496], [-0.2147, 8.0309], [-0.1732, 8.0246], [-0.1529, 8.0313], [-0.1415, 8.0179], [-0.1442, 8.0055], [-0.1702, 7.9698], [-0.1738, 7.9574], [-0.1411, 7.9584], [-0.1349, 7.9485], [-0.1365, 7.9397], [-0.1417, 7.9351], [-0.1454, 7.903], [-0.1362, 7.8249], [-0.1306, 7.7996], [-0.1264, 7.7882], [-0.111, 7.7602], [-0.1001, 7.7504], [-0.0773, 7.7472], [-0.0586, 7.7487], [-0.0425, 7.7544], [-0.0264, 7.7569], [-0.0145, 7.7569], [0.0041, 7.7424], [0.0025, 7.7176], [-0.0152, 7.684], [-0.0168, 7.6483], [-0.0143, 7.6261], [0.0094, 7.5784], [0.043, 7.539], [0.0771, 7.4821], [0.0832, 7.4484], [0.091, 7.4293], [0.0998, 7.4256], [0.1241, 7.4064], [0.1365, 7.4023], [0.1505, 7.3909], [0.1727, 7.3805], [0.1789, 7.381], [0.1986, 7.368], [0.2084, 7.3509], [0.215, 7.31], [0.204, 7.2754], [0.192, 7.219], [0.1826, 7.1932], [0.1823, 7.1796], [0.1626, 7.1797], [0.1232, 7.1838], [0.1102, 7.1825], [0.0979, 7.1777], [0.0811, 7.1817], [0.0674, 7.1736], [0.0505, 7.172], [0.0409, 7.1809], [0.036, 7.1811], [0.0291, 7.1854], [0.0213, 7.183], [0.0111, 7.1862], [0.0044, 7.194], [-0.0042, 7.191], [-0.0141, 7.1932], [-0.0275, 7.1913], [-0.039, 7.1948], [-0.0527, 7.1964], [-0.0615, 7.1881], [-0.0747, 7.1817], [-0.0849, 7.1792], [-0.0977, 7.1849], [-0.1018, 7.1921], [-0.1071, 7.1951], [-0.1275, 7.1935], [-0.1423, 7.1954], [-0.1486, 7.1999], [-0.1543, 7.1949], [-0.1576, 7.1942], [-0.1646, 7.2001], [-0.1741, 7.2007], [-0.18, 7.1978], [-0.1812, 7.2038], [-0.1838, 7.201], [-0.2006, 7.2033], [-0.2155, 7.1996], [-0.2173, 7.211], [-0.2208, 7.2128], [-0.2222, 7.2103], [-0.2365, 7.2022], [-0.2387, 7.2023], [-0.2437, 7.2119], [-0.2425, 7.222], [-0.2509, 7.2231], [-0.2566, 7.2283], [-0.2545, 7.2328], [-0.2575, 7.2369], [-0.2577, 7.2432], [-0.2603, 7.2489], [-0.2595, 7.2552], [-0.2621, 7.2611], [-0.2617, 7.2666], [-0.2724, 7.2681], [-0.275, 7.2745], [-0.2782, 7.2769], [-0.2839, 7.2777], [-0.2861, 7.2812], [-0.2881, 7.2805], [-0.2888, 7.2843], [-0.2977, 7.283], [-0.3022, 7.2777], [-0.3081, 7.2791], [-0.311, 7.2857], [-0.321, 7.2841], [-0.3244, 7.281], [-0.3256, 7.2816], [-0.3254, 7.2851], [-0.3315, 7.2873], [-0.3299, 7.2909], [-0.3337, 7.2906], [-0.3366, 7.2932], [-0.3414, 7.294], [-0.3468, 7.293], [-0.3542, 7.2976], [-0.3543, 7.3], [-0.3568, 7.3015], [-0.3548, 7.3085], [-0.362, 7.3117], [-0.3732, 7.3117], [-0.3773, 7.3091], [-0.3819, 7.3128], [-0.385, 7.3114], [-0.3889, 7.3125], [-0.3963, 7.3116], [-0.4085, 7.3182], [-0.4161, 7.3194], [-0.4179, 7.3212], [-0.4233, 7.321], [-0.427, 7.3268], [-0.4285, 7.3239], [-0.4311, 7.3232], [-0.4331, 7.3256], [-0.4356, 7.325], [-0.4398, 7.3268], [-0.441, 7.3302], [-0.4445, 7.3296], [-0.4475, 7.3326], [-0.4539, 7.3315], [-0.4566, 7.3342], [-0.4607, 7.3311], [-0.4735, 7.3388], [-0.4777, 7.3354], [-0.4794, 7.3382], [-0.4842, 7.3373], [-0.4927, 7.3439], [-0.4936, 7.3415], [-0.4971, 7.3393], [-0.4992, 7.3435], [-0.5053, 7.341], [-0.5158, 7.3455], [-0.5183, 7.3447], [-0.5295, 7.3481], [-0.5339, 7.3478], [-0.5409, 7.3545], [-0.5437, 7.3535], [-0.5518, 7.3548], [-0.556, 7.3519], [-0.5663, 7.3517], [-0.5743, 7.3533], [-0.5795, 7.3511], [-0.5898, 7.35], [-0.593, 7.3474], [-0.5987, 7.3486], [-0.6008, 7.3507], [-0.6006, 7.356], [-0.6082, 7.3618], [-0.612, 7.3723], [-0.6191, 7.3807], [-0.619, 7.3824], [-0.6248, 7.3835], [-0.6336, 7.3934], [-0.6349, 7.3978], [-0.639, 7.4023], [-0.638, 7.4098], [-0.6405, 7.4109], [-0.6417, 7.4204], [-0.6484, 7.4241], [-0.6542, 7.4307], [-0.6543, 7.4382], [-0.6513, 7.4434], [-0.653, 7.4464], [-0.6503, 7.4516], [-0.6514, 7.456], [-0.6478, 7.4616], [-0.652, 7.4667], [-0.6521, 7.47], [-0.6499, 7.4726], [-0.6504, 7.4755], [-0.6479, 7.477], [-0.6504, 7.4809], [-0.6504, 7.483], [-0.6482, 7.4851], [-0.6494, 7.4876], [-0.6481, 7.4899], [-0.6482, 7.4929], [-0.6515, 7.4956], [-0.65, 7.502], [-0.6564, 7.5052], [-0.6626, 7.5144], [-0.671, 7.5227], [-0.6736, 7.524], [-0.6757, 7.523], [-0.6769, 7.529], [-0.6836, 7.5249], [-0.6834, 7.5283], [-0.6891, 7.5339], [-0.6891, 7.5414], [-0.6955, 7.5362], [-0.697, 7.5311], [-0.7011, 7.5287], [-0.7015, 7.5303], [-0.7052, 7.5299], [-0.7082, 7.5274], [-0.7131, 7.5263], [-0.7209, 7.5198], [-0.7265, 7.5233], [-0.7391, 7.5205], [-0.7443, 7.5156], [-0.7477, 7.5093], [-0.7505, 7.5089], [-0.751, 7.5106], [-0.7549, 7.5088], [-0.756, 7.5103], [-0.7581, 7.5076], [-0.7608, 7.5086], [-0.7615, 7.5072], [-0.7672, 7.5085], [-0.7735, 7.5038], [-0.7768, 7.506], [-0.781, 7.5047], [-0.7833, 7.4983], [-0.785, 7.4977], [-0.7882, 7.4986], [-0.7892, 7.5007], [-0.7935, 7.5006], [-0.7957, 7.4988], [-0.8046, 7.5042], [-0.8077, 7.5025], [-0.8066, 7.5078], [-0.8084, 7.511], [-0.8107, 7.508], [-0.8155, 7.5069], [-0.8154, 7.5019], [-0.8204, 7.4995], [-0.8215, 7.5085], [-0.8279, 7.5105], [-0.8283, 7.5122], [-0.8317, 7.5123], [-0.8324, 7.5104], [-0.838, 7.5086], [-0.8395, 7.5105], [-0.8437, 7.5097], [-0.8454, 7.5122], [-0.8439, 7.5169], [-0.845, 7.5183], [-0.8539, 7.517], [-0.8558, 7.5187], [-0.8587, 7.5161], [-0.8639, 7.5147], [-0.8621, 7.5183], [-0.8635, 7.5175], [-0.8668, 7.5207], [-0.8739, 7.5176], [-0.8758, 7.5144], [-0.879, 7.5156], [-0.8826, 7.5137], [-0.8839, 7.5147], [-0.8845, 7.5131], [-0.8899, 7.5165], [-0.8919, 7.5131], [-0.8932, 7.5042], [-0.8964, 7.5058], [-0.8975, 7.5046], [-0.8978, 7.5072], [-0.9018, 7.508], [-0.9089, 7.5048], [-0.9133, 7.5063], [-0.9252, 7.5037], [-0.9283, 7.5061], [-0.9296, 7.5047], [-0.9299, 7.5068], [-0.932, 7.5079], [-0.9331, 7.5056], [-0.9359, 7.514], [-0.9456, 7.519], [-0.9481, 7.5187], [-0.9482, 7.5207], [-0.9506, 7.5199], [-0.9532, 7.5235], [-0.9573, 7.5228], [-0.9576, 7.5244], [-0.964, 7.5201], [-0.9648, 7.5216], [-0.9669, 7.519], [-0.969, 7.5204], [-0.9721, 7.5196], [-0.9729, 7.5228], [-0.9771, 7.5259], [-0.976, 7.5291], [-0.9792, 7.5297], [-0.9835, 7.5347], [-0.9898, 7.5328], [-0.9899, 7.5308], [-0.9915, 7.5309], [-0.9921, 7.5293], [-0.9989, 7.5286], [-0.9997, 7.5299], [-1.0023, 7.5282], [-1.0059, 7.529], [-1.0144, 7.5348], [-1.018, 7.5322], [-1.02, 7.5339], [-1.0247, 7.534], [-1.0356, 7.5269], [-1.0408, 7.5275], [-1.0452, 7.5211], [-1.0439, 7.5197], [-1.0453, 7.5155], [-1.0501, 7.5136], [-1.0526, 7.5086], [-1.0601, 7.5047], [-1.0643, 7.5051], [-1.0684, 7.5016], [-1.0671, 7.4963], [-1.0724, 7.4883], [-1.0762, 7.4873], [-1.0808, 7.489], [-1.0838, 7.4877], [-1.0859, 7.483], [-1.0961, 7.4745], [-1.0992, 7.4686], [-1.1048, 7.4648], [-1.1103, 7.4685], [-1.1128, 7.4731], [-1.1203, 7.472], [-1.1208, 7.4741], [-1.126, 7.477], [-1.126, 7.4753], [-1.133, 7.471], [-1.1406, 7.473], [-1.147, 7.4685], [-1.1555, 7.469], [-1.1571, 7.4797], [-1.1607, 7.481], [-1.1734, 7.4804], [-1.1789, 7.4826], [-1.1813, 7.4814], [-1.1835, 7.4852], [-1.1912, 7.4859], [-1.1932, 7.4872], [-1.1937, 7.4904], [-1.2029, 7.4954], [-1.2067, 7.4925], [-1.212, 7.4946], [-1.2209, 7.4937], [-1.2254, 7.4949], [-1.2394, 7.4893], [-1.2475, 7.4941], [-1.2569, 7.5073], [-1.2632, 7.5131], [-1.2664, 7.5215], [-1.2751, 7.5251], [-1.2757, 7.5272], [-1.2836, 7.5327], [-1.2904, 7.5351], [-1.2951, 7.5463], [-1.2952, 7.55], [-1.2933, 7.5528], [-1.2946, 7.555], [-1.2938, 7.5598], [-1.2972, 7.5629], [-1.2995, 7.5712], [-1.311, 7.5765], [-1.3136, 7.5806], [-1.3128, 7.6027], [-1.3172, 7.6106], [-1.3162, 7.6127], [-1.3107, 7.6149], [-1.3079, 7.6219], [-1.3098, 7.623], [-1.3162, 7.6247], [-1.3242, 7.6226], [-1.3294, 7.6231], [-1.341, 7.6185], [-1.3439, 7.6194], [-1.3468, 7.6175], [-1.348, 7.6145], [-1.3527, 7.6124], [-1.3534, 7.6091], [-1.3589, 7.6078], [-1.3638, 7.6086], [-1.3686, 7.6029], [-1.3861, 7.6051], [-1.3881, 7.6021], [-1.399, 7.5987], [-1.4039, 7.5942], [-1.4058, 7.5884], [-1.409, 7.5862], [-1.4173, 7.5833], [-1.4213, 7.58], [-1.4248, 7.5818], [-1.4251, 7.5763], [-1.4336, 7.5735]]]], "type": "MultiPolygon"}, "id": "3", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA4_2", "HASC_1": "NA", "ISO_1": "GH-BE", "NAME_1": "BonoEast", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.2059, 5.0331, -0.4, 6.2957], "geometry": {"coordinates": [[[[-0.7562, 5.7102], [-0.738, 5.7108], [-0.7319, 5.7144], [-0.712, 5.7115], [-0.6951, 5.7153], [-0.6968, 5.7262], [-0.6924, 5.7296], [-0.694, 5.7333], [-0.6858, 5.7395], [-0.6681, 5.7363], [-0.6609, 5.7369], [-0.6598, 5.7356], [-0.652, 5.7373], [-0.643, 5.735], [-0.6396, 5.73], [-0.6302, 5.7219], [-0.6233, 5.721], [-0.623, 5.7229], [-0.6197, 5.7238], [-0.6101, 5.7236], [-0.581, 5.7369], [-0.5715, 5.7351], [-0.5682, 5.7403], [-0.5597, 5.736], [-0.5502, 5.7389], [-0.5344, 5.7372], [-0.5313, 5.735], [-0.5247, 5.7339], [-0.52, 5.7343], [-0.5183, 5.7377], [-0.5103, 5.7362], [-0.5113, 5.7342], [-0.5092, 5.7328], [-0.5118, 5.7267], [-0.5092, 5.722], [-0.5083, 5.7136], [-0.5116, 5.7099], [-0.5201, 5.705], [-0.5185, 5.6864], [-0.516, 5.6867], [-0.5092, 5.6831], [-0.5048, 5.6769], [-0.5034, 5.6714], [-0.4997, 5.6682], [-0.4937, 5.6543], [-0.4977, 5.649], [-0.4971, 5.6466], [-0.4946, 5.6447], [-0.4826, 5.6477], [-0.4796, 5.6465], [-0.4686, 5.6402], [-0.4577, 5.6367], [-0.4511, 5.6308], [-0.4465, 5.6309], [-0.4372, 5.6228], [-0.4324, 5.6219], [-0.4284, 5.619], [-0.4274, 5.6138], [-0.4254, 5.6117], [-0.427, 5.61], [-0.4261, 5.6032], [-0.4182, 5.5948], [-0.4167, 5.5888], [-0.414, 5.5877], [-0.411, 5.583], [-0.4091, 5.5829], [-0.4059, 5.5779], [-0.4061, 5.5718], [-0.4031, 5.5704], [-0.4, 5.5659], [-0.4, 5.564], [-0.4045, 5.562], [-0.4104, 5.5564], [-0.416, 5.5376], [-0.4129, 5.5276], [-0.4133, 5.5249], [-0.4051, 5.5152], [-0.4055, 5.5115], [-0.404, 5.5111], [-0.4036, 5.5085], [-0.4049, 5.502], [-0.4028, 5.4971], [-0.4044, 5.4917], [-0.4025, 5.4905], [-0.4024, 5.4869], [-0.4004, 5.486], [-0.4067, 5.4781], [-0.4054, 5.4704], [-0.4064, 5.4654], [-0.4206, 5.452], [-0.4435, 5.443], [-0.4565, 5.4363], [-0.4652, 5.4294], [-0.4671, 5.425], [-0.464, 5.4225], [-0.4628, 5.4187], [-0.4656, 5.4128], [-0.4822, 5.4012], [-0.4846, 5.3945], [-0.4898, 5.3885], [-0.4884, 5.3857], [-0.4952, 5.3825], [-0.499, 5.3778], [-0.521, 5.3714], [-0.5532, 5.3652], [-0.6232, 5.3315], [-0.6737, 5.3194], [-0.6857, 5.3134], [-0.6947, 5.3118], [-0.6995, 5.3085], [-0.7245, 5.3], [-0.7304, 5.2949], [-0.731, 5.2922], [-0.7302, 5.2879], [-0.7264, 5.2864], [-0.7271, 5.285], [-0.7349, 5.2791], [-0.7478, 5.2742], [-0.7516, 5.2682], [-0.7567, 5.2639], [-0.7558, 5.2584], [-0.7595, 5.2542], [-0.7778, 5.2462], [-0.7826, 5.2366], [-0.7904, 5.232], [-0.7911, 5.2285], [-0.7897, 5.2265], [-0.8029, 5.2217], [-0.8074, 5.2157], [-0.8208, 5.2122], [-0.8469, 5.209], [-0.9701, 5.2022], [-1.0254, 5.2011], [-1.0674, 5.1986], [-1.0835, 5.1961], [-1.0914, 5.194], [-1.0919, 5.192], [-1.103, 5.1848], [-1.1068, 5.1804], [-1.1149, 5.1786], [-1.1197, 5.173], [-1.1485, 5.1642], [-1.151, 5.1594], [-1.1582, 5.1555], [-1.1598, 5.1512], [-1.1664, 5.1453], [-1.195, 5.1371], [-1.1984, 5.1329], [-1.1987, 5.1275], [-1.2048, 5.1205], [-1.2237, 5.1135], [-1.2392, 5.1031], [-1.2464, 5.1006], [-1.3217, 5.0968], [-1.3459, 5.0897], [-1.3484, 5.0869], [-1.3467, 5.0821], [-1.3539, 5.0798], [-1.3691, 5.0778], [-1.3777, 5.0741], [-1.3868, 5.0737], [-1.395, 5.0703], [-1.422, 5.0676], [-1.4368, 5.0637], [-1.4425, 5.0587], [-1.4743, 5.0554], [-1.5045, 5.0429], [-1.5267, 5.0413], [-1.5646, 5.0335], [-1.5802, 5.0331], [-1.579, 5.0663], [-1.5819, 5.1002], [-1.5798, 5.1406], [-1.5815, 5.1549], [-1.5778, 5.1579], [-1.5703, 5.1584], [-1.5684, 5.1625], [-1.5668, 5.1607], [-1.5674, 5.1584], [-1.563, 5.16], [-1.5491, 5.1605], [-1.5434, 5.1637], [-1.5383, 5.1634], [-1.5351, 5.1666], [-1.5357, 5.1709], [-1.533, 5.1737], [-1.5279, 5.1699], [-1.5251, 5.1707], [-1.5259, 5.1755], [-1.5227, 5.1833], [-1.5247, 5.1861], [-1.5237, 5.1888], [-1.5249, 5.1926], [-1.5228, 5.1996], [-1.5211, 5.2019], [-1.5142, 5.2035], [-1.5099, 5.2083], [-1.5037, 5.2061], [-1.4925, 5.2078], [-1.4905, 5.2063], [-1.488, 5.2086], [-1.4812, 5.21], [-1.4781, 5.2081], [-1.4704, 5.2096], [-1.4618, 5.2072], [-1.4537, 5.2112], [-1.4463, 5.2101], [-1.4453, 5.2165], [-1.4486, 5.2296], [-1.4478, 5.2474], [-1.4441, 5.2678], [-1.4355, 5.2675], [-1.4277, 5.289], [-1.3998, 5.298], [-1.4076, 5.312], [-1.4141, 5.3179], [-1.4374, 5.3383], [-1.4466, 5.3399], [-1.4566, 5.348], [-1.4621, 5.3819], [-1.4748, 5.3777], [-1.4756, 5.3836], [-1.4786, 5.3894], [-1.4893, 5.3992], [-1.5024, 5.4013], [-1.5139, 5.3927], [-1.5165, 5.3934], [-1.5177, 5.397], [-1.5222, 5.3981], [-1.5229, 5.4009], [-1.5257, 5.4029], [-1.5364, 5.4029], [-1.5383, 5.4036], [-1.5386, 5.4061], [-1.5459, 5.408], [-1.5474, 5.4061], [-1.5586, 5.4114], [-1.5606, 5.4146], [-1.563, 5.4153], [-1.5787, 5.4105], [-1.5965, 5.4107], [-1.6004, 5.412], [-1.606, 5.4176], [-1.6041, 5.4213], [-1.6069, 5.4211], [-1.6091, 5.4234], [-1.6129, 5.4213], [-1.6129, 5.4241], [-1.6162, 5.4236], [-1.6208, 5.426], [-1.6231, 5.4203], [-1.6256, 5.4197], [-1.6288, 5.422], [-1.6273, 5.432], [-1.6225, 5.4401], [-1.6157, 5.4442], [-1.6044, 5.448], [-1.6017, 5.4506], [-1.6022, 5.4565], [-1.6085, 5.4599], [-1.6127, 5.4658], [-1.6123, 5.4772], [-1.6144, 5.4822], [-1.617, 5.5011], [-1.6151, 5.5175], [-1.6162, 5.5188], [-1.6081, 5.5319], [-1.594, 5.5299], [-1.5949, 5.5382], [-1.5904, 5.5544], [-1.5926, 5.5568], [-1.5919, 5.5632], [-1.5946, 5.5649], [-1.5996, 5.5667], [-1.6049, 5.5659], [-1.6076, 5.5635], [-1.607, 5.5675], [-1.6096, 5.5757], [-1.6177, 5.5852], [-1.6214, 5.5993], [-1.6235, 5.6021], [-1.6272, 5.6031], [-1.632, 5.6098], [-1.6429, 5.6169], [-1.6565, 5.6186], [-1.6676, 5.6112], [-1.6764, 5.6081], [-1.676, 5.6247], [-1.6785, 5.6347], [-1.6857, 5.6423], [-1.6926, 5.6416], [-1.7056, 5.6368], [-1.7135, 5.6364], [-1.7195, 5.6302], [-1.7329, 5.6278], [-1.7377, 5.6236], [-1.7506, 5.6269], [-1.8245, 5.5932], [-1.8322, 5.5924], [-1.829, 5.6036], [-1.818, 5.6747], [-1.8099, 5.6777], [-1.804, 5.6866], [-1.7955, 5.6912], [-1.7918, 5.6956], [-1.791, 5.7098], [-1.7838, 5.7255], [-1.7865, 5.7326], [-1.8166, 5.7248], [-1.8176, 5.7266], [-1.8129, 5.7318], [-1.8136, 5.7367], [-1.8102, 5.7364], [-1.8105, 5.7401], [-1.8071, 5.7431], [-1.8038, 5.7417], [-1.8006, 5.7446], [-1.7995, 5.747], [-1.801, 5.7509], [-1.8111, 5.7595], [-1.8305, 5.7617], [-1.8475, 5.7653], [-1.8507, 5.7676], [-1.84, 5.7818], [-1.8347, 5.7854], [-1.8296, 5.7842], [-1.8288, 5.7865], [-1.8303, 5.7871], [-1.8298, 5.792], [-1.8341, 5.794], [-1.8365, 5.7907], [-1.8373, 5.7966], [-1.8447, 5.805], [-1.8407, 5.8045], [-1.8392, 5.8086], [-1.8401, 5.8108], [-1.8319, 5.8208], [-1.8327, 5.8274], [-1.8239, 5.845], [-1.8228, 5.8538], [-1.8137, 5.8678], [-1.8156, 5.8717], [-1.8139, 5.8788], [-1.8149, 5.8892], [-1.8186, 5.8932], [-1.8226, 5.8949], [-1.8253, 5.8992], [-1.8307, 5.9001], [-1.8306, 5.896], [-1.8367, 5.8954], [-1.8418, 5.9017], [-1.8539, 5.8954], [-1.8561, 5.8884], [-1.8591, 5.8861], [-1.8625, 5.8873], [-1.8696, 5.8839], [-1.8797, 5.8894], [-1.8838, 5.8953], [-1.8881, 5.8976], [-1.8878, 5.9085], [-1.892, 5.9158], [-1.9031, 5.9174], [-1.9041, 5.9212], [-1.9102, 5.9282], [-1.9119, 5.9327], [-1.909, 5.9372], [-1.9281, 5.9426], [-1.93, 5.9463], [-1.9334, 5.9479], [-1.9363, 5.9546], [-1.9392, 5.9558], [-1.9407, 5.9582], [-1.9387, 5.965], [-1.9392, 5.9697], [-1.9434, 5.9766], [-1.9444, 5.9835], [-1.9485, 5.9823], [-1.9538, 5.9843], [-1.9685, 6.0011], [-1.9742, 6.0032], [-1.984, 6.01], [-1.9853, 6.0165], [-1.9922, 6.0216], [-2.0022, 6.0251], [-2.0089, 6.0242], [-2.0182, 6.0277], [-2.0212, 6.0349], [-2.0277, 6.0426], [-2.0333, 6.0436], [-2.0409, 6.0481], [-2.0447, 6.048], [-2.048, 6.0506], [-2.0515, 6.05], [-2.0477, 6.0561], [-2.0476, 6.0592], [-2.0587, 6.0715], [-2.1299, 6.0929], [-2.1403, 6.0912], [-2.1411, 6.0997], [-2.1433, 6.1015], [-2.1465, 6.101], [-2.1489, 6.1039], [-2.1544, 6.1063], [-2.1604, 6.1133], [-2.1624, 6.1198], [-2.1711, 6.1237], [-2.1778, 6.1198], [-2.1817, 6.121], [-2.2059, 6.198], [-2.1966, 6.2007], [-2.1755, 6.2143], [-2.1485, 6.2388], [-2.1413, 6.25], [-2.1314, 6.2589], [-2.1304, 6.2549], [-2.1266, 6.2503], [-2.1066, 6.246], [-2.1048, 6.2426], [-2.0999, 6.2394], [-2.0986, 6.2399], [-2.0977, 6.2466], [-2.0904, 6.2535], [-2.0883, 6.2571], [-2.0895, 6.2594], [-2.0848, 6.2645], [-2.0854, 6.2674], [-2.0803, 6.2751], [-2.0772, 6.2866], [-2.0796, 6.2905], [-2.0759, 6.2905], [-2.0743, 6.2945], [-2.0713, 6.2957], [-2.0657, 6.2943], [-2.0628, 6.292], [-2.0516, 6.2886], [-2.0511, 6.2872], [-2.0478, 6.2872], [-2.0452, 6.2844], [-2.0356, 6.2879], [-2.027, 6.2876], [-2.019, 6.2921], [-2.0164, 6.2901], [-2.0095, 6.2916], [-2.0091, 6.2888], [-2.0114, 6.2861], [-2.0104, 6.282], [-2.0142, 6.2722], [-2.0136, 6.2677], [-2.0192, 6.2653], [-2.0224, 6.2585], [-2.0218, 6.2553], [-2.0234, 6.2553], [-2.0214, 6.2521], [-2.0232, 6.248], [-2.0228, 6.2416], [-2.02, 6.2365], [-2.0215, 6.2238], [-2.0253, 6.2215], [-2.0317, 6.2101], [-2.0346, 6.2108], [-2.0384, 6.2069], [-2.0404, 6.1979], [-2.0348, 6.1886], [-2.0306, 6.1855], [-2.0304, 6.1816], [-2.0264, 6.1775], [-2.0278, 6.1755], [-2.0242, 6.1762], [-2.0226, 6.1732], [-2.0241, 6.1673], [-2.0223, 6.1656], [-2.0238, 6.1629], [-2.024, 6.1549], [-2.0207, 6.1544], [-2.0194, 6.1524], [-2.0201, 6.1499], [-2.0223, 6.1498], [-2.0252, 6.145], [-2.0257, 6.1407], [-2.0232, 6.1418], [-2.0247, 6.1357], [-2.0233, 6.1323], [-2.0147, 6.1255], [-2.016, 6.1193], [-2.013, 6.1122], [-2.0061, 6.1113], [-2.0075, 6.1137], [-2.0069, 6.1177], [-1.9972, 6.1163], [-1.993, 6.1199], [-1.9904, 6.1248], [-1.986, 6.12], [-1.9813, 6.1192], [-1.9782, 6.1128], [-1.9799, 6.1122], [-1.9843, 6.115], [-1.9864, 6.1143], [-1.9878, 6.1028], [-1.986, 6.0992], [-1.9802, 6.0958], [-1.9802, 6.094], [-1.9769, 6.094], [-1.9755, 6.0918], [-1.976, 6.0885], [-1.9781, 6.0893], [-1.9777, 6.0852], [-1.9764, 6.0813], [-1.9735, 6.0791], [-1.9754, 6.0767], [-1.97, 6.0689], [-1.9704, 6.0666], [-1.9759, 6.0675], [-1.9719, 6.0643], [-1.9724, 6.0619], [-1.9704, 6.058], [-1.9684, 6.0576], [-1.9685, 6.053], [-1.9656, 6.0507], [-1.9652, 6.0544], [-1.9634, 6.0549], [-1.9656, 6.0573], [-1.9607, 6.0585], [-1.9571, 6.0516], [-1.9525, 6.0491], [-1.9514, 6.0516], [-1.9536, 6.0558], [-1.9499, 6.057], [-1.9471, 6.0486], [-1.9433, 6.0469], [-1.9343, 6.0368], [-1.9319, 6.0352], [-1.9248, 6.0353], [-1.9269, 6.0305], [-1.9257, 6.0271], [-1.923, 6.0247], [-1.9195, 6.0166], [-1.9144, 6.0117], [-1.9119, 6.0112], [-1.9098, 6.0138], [-1.9071, 6.0126], [-1.9052, 6.0149], [-1.9034, 6.0111], [-1.8983, 6.0136], [-1.8996, 6.0146], [-1.8975, 6.0156], [-1.892, 6.015], [-1.8921, 6.0182], [-1.89, 6.0206], [-1.892, 6.0218], [-1.8916, 6.0237], [-1.8883, 6.0263], [-1.8898, 6.0286], [-1.8854, 6.0298], [-1.8854, 6.032], [-1.8824, 6.0338], [-1.8787, 6.0277], [-1.8724, 6.0226], [-1.8725, 6.0168], [-1.8703, 6.0118], [-1.8677, 6.0094], [-1.8645, 6.0098], [-1.8639, 6.0129], [-1.8636, 6.0112], [-1.8616, 6.0109], [-1.8612, 6.0166], [-1.8587, 6.0136], [-1.8514, 6.0141], [-1.8525, 6.0195], [-1.8494, 6.0217], [-1.8481, 6.0292], [-1.8444, 6.0303], [-1.8435, 6.0332], [-1.8397, 6.0328], [-1.8382, 6.0358], [-1.8289, 6.0343], [-1.8217, 6.0392], [-1.8236, 6.0299], [-1.8173, 6.0285], [-1.8127, 6.0314], [-1.8077, 6.0322], [-1.8019, 6.0263], [-1.8069, 6.0222], [-1.8072, 6.0185], [-1.8131, 6.0113], [-1.8104, 6.0103], [-1.8105, 6.0063], [-1.808, 6.0018], [-1.8059, 6.0016], [-1.8042, 5.9943], [-1.8025, 5.993], [-1.7979, 5.9997], [-1.7986, 5.9969], [-1.7921, 5.9883], [-1.7866, 5.9853], [-1.7803, 5.9847], [-1.7761, 5.9817], [-1.7744, 5.9797], [-1.7773, 5.9753], [-1.7777, 5.9717], [-1.7704, 5.9609], [-1.7684, 5.9609], [-1.7656, 5.9697], [-1.7631, 5.9694], [-1.762, 5.967], [-1.7562, 5.9639], [-1.7525, 5.9634], [-1.7489, 5.9598], [-1.7467, 5.963], [-1.7489, 5.9636], [-1.7496, 5.9689], [-1.7485, 5.9694], [-1.7486, 5.967], [-1.742, 5.966], [-1.7405, 5.9697], [-1.7367, 5.9703], [-1.7334, 5.968], [-1.7248, 5.9529], [-1.7229, 5.9526], [-1.7192, 5.9566], [-1.7147, 5.9576], [-1.7096, 5.9549], [-1.7113, 5.9522], [-1.7105, 5.949], [-1.7149, 5.9444], [-1.7122, 5.9436], [-1.714, 5.9386], [-1.7072, 5.9293], [-1.7038, 5.9277], [-1.7028, 5.9305], [-1.6973, 5.9344], [-1.6946, 5.9425], [-1.6927, 5.9434], [-1.6901, 5.941], [-1.6934, 5.9336], [-1.6913, 5.9319], [-1.6886, 5.9333], [-1.6803, 5.9243], [-1.6769, 5.9245], [-1.6732, 5.9225], [-1.6753, 5.9223], [-1.676, 5.9201], [-1.6725, 5.9153], [-1.669, 5.9161], [-1.6682, 5.921], [-1.6662, 5.9207], [-1.6672, 5.9178], [-1.666, 5.9168], [-1.6641, 5.9183], [-1.6619, 5.9241], [-1.6546, 5.9222], [-1.6474, 5.9244], [-1.6456, 5.9308], [-1.6391, 5.9336], [-1.6362, 5.9314], [-1.6352, 5.9279], [-1.6301, 5.9292], [-1.6242, 5.9269], [-1.6197, 5.932], [-1.6195, 5.9264], [-1.6181, 5.9285], [-1.613, 5.9287], [-1.6089, 5.925], [-1.6007, 5.9293], [-1.597, 5.9274], [-1.5957, 5.9239], [-1.5899, 5.9277], [-1.5912, 5.9309], [-1.59, 5.9349], [-1.582, 5.9274], [-1.5842, 5.9225], [-1.581, 5.9176], [-1.578, 5.9227], [-1.5719, 5.9255], [-1.5741, 5.9314], [-1.5719, 5.9331], [-1.5673, 5.931], [-1.5678, 5.9258], [-1.563, 5.9272], [-1.5586, 5.9238], [-1.5553, 5.929], [-1.5466, 5.9268], [-1.5438, 5.9301], [-1.5396, 5.9311], [-1.5466, 5.9347], [-1.546, 5.9391], [-1.531, 5.9392], [-1.5268, 5.9348], [-1.5307, 5.9312], [-1.5308, 5.9231], [-1.5258, 5.9214], [-1.5247, 5.9279], [-1.5229, 5.9293], [-1.5207, 5.9284], [-1.5164, 5.914], [-1.5045, 5.9088], [-1.5005, 5.9055], [-1.5002, 5.902], [-1.5032, 5.8998], [-1.5054, 5.8951], [-1.5017, 5.8955], [-1.498, 5.8914], [-1.5064, 5.8871], [-1.5085, 5.891], [-1.5166, 5.89], [-1.5192, 5.8785], [-1.5218, 5.8751], [-1.5166, 5.8726], [-1.5114, 5.8763], [-1.504, 5.8754], [-1.5007, 5.877], [-1.499, 5.8734], [-1.501, 5.8682], [-1.4953, 5.8683], [-1.49, 5.8625], [-1.4879, 5.8627], [-1.4865, 5.8647], [-1.489, 5.8666], [-1.4885, 5.8688], [-1.4828, 5.867], [-1.478, 5.8626], [-1.4781, 5.8569], [-1.4759, 5.8551], [-1.4692, 5.8619], [-1.4617, 5.8622], [-1.4614, 5.8779], [-1.4591, 5.8866], [-1.4653, 5.894], [-1.4675, 5.9027], [-1.4665, 5.9046], [-1.4642, 5.9056], [-1.4619, 5.9043], [-1.4624, 5.8971], [-1.4555, 5.8936], [-1.4529, 5.9045], [-1.4507, 5.9063], [-1.4371, 5.9013], [-1.4287, 5.9098], [-1.4248, 5.9049], [-1.4208, 5.9037], [-1.4161, 5.9153], [-1.4187, 5.9214], [-1.4044, 5.922], [-1.3989, 5.9169], [-1.394, 5.9197], [-1.3866, 5.9191], [-1.383, 5.9164], [-1.3799, 5.9164], [-1.3744, 5.9225], [-1.3754, 5.929], [-1.3785, 5.9304], [-1.377, 5.9345], [-1.3683, 5.9328], [-1.3539, 5.9342], [-1.3515, 5.9312], [-1.3487, 5.9319], [-1.347, 5.9246], [-1.3483, 5.9208], [-1.3468, 5.9191], [-1.3443, 5.9219], [-1.3418, 5.9213], [-1.3419, 5.9248], [-1.3359, 5.9269], [-1.3357, 5.9235], [-1.3404, 5.9159], [-1.3442, 5.9142], [-1.3425, 5.9108], [-1.3353, 5.9168], [-1.3273, 5.9139], [-1.323, 5.9142], [-1.3178, 5.918], [-1.3177, 5.924], [-1.3078, 5.9261], [-1.3066, 5.9231], [-1.3116, 5.9168], [-1.3122, 5.9071], [-1.304, 5.9005], [-1.3084, 5.89], [-1.3058, 5.8876], [-1.298, 5.8856], [-1.2902, 5.8891], [-1.2833, 5.8995], [-1.2752, 5.9029], [-1.272, 5.9014], [-1.27, 5.8942], [-1.2656, 5.8911], [-1.2624, 5.8908], [-1.2608, 5.9], [-1.2583, 5.9036], [-1.2627, 5.9055], [-1.2634, 5.9099], [-1.2609, 5.9154], [-1.2559, 5.9165], [-1.2555, 5.9105], [-1.25, 5.9147], [-1.2472, 5.9129], [-1.2442, 5.9136], [-1.246, 5.9222], [-1.2426, 5.932], [-1.2379, 5.9311], [-1.234, 5.9345], [-1.2278, 5.9326], [-1.2246, 5.9355], [-1.2196, 5.9337], [-1.1999, 5.9173], [-1.1933, 5.9178], [-1.1912, 5.9139], [-1.1776, 5.9085], [-1.1721, 5.9109], [-1.1693, 5.9102], [-1.1632, 5.898], [-1.1631, 5.8813], [-1.1658, 5.8775], [-1.169, 5.8656], [-1.1664, 5.8639], [-1.1668, 5.8623], [-1.1612, 5.8609], [-1.1596, 5.8517], [-1.1633, 5.8477], [-1.1687, 5.8458], [-1.1678, 5.8441], [-1.1692, 5.8397], [-1.1655, 5.8323], [-1.1651, 5.8266], [-1.1597, 5.823], [-1.1578, 5.8195], [-1.1597, 5.8169], [-1.1576, 5.8123], [-1.166, 5.8009], [-1.1656, 5.7915], [-1.168, 5.7852], [-1.1663, 5.7729], [-1.1624, 5.7683], [-1.1665, 5.7545], [-1.1632, 5.7404], [-1.1654, 5.7313], [-1.1629, 5.7207], [-1.1548, 5.7216], [-1.151, 5.725], [-1.1422, 5.7128], [-1.1439, 5.7041], [-1.1357, 5.7045], [-1.1344, 5.7213], [-1.121, 5.7205], [-1.0998, 5.7008], [-1.0943, 5.7144], [-1.0973, 5.7265], [-1.0911, 5.7426], [-1.0834, 5.7476], [-1.0772, 5.7491], [-1.0701, 5.7476], [-1.0624, 5.7515], [-1.0446, 5.7524], [-1.041, 5.7502], [-1.0413, 5.7445], [-1.0347, 5.7374], [-1.0099, 5.743], [-1.0051, 5.7417], [-1.001, 5.7455], [-0.9976, 5.7464], [-0.9986, 5.7446], [-0.9973, 5.7405], [-0.9948, 5.7392], [-0.9914, 5.7426], [-0.9907, 5.7483], [-0.9815, 5.7518], [-0.9757, 5.7518], [-0.9716, 5.7542], [-0.9709, 5.7519], [-0.9621, 5.748], [-0.9542, 5.7385], [-0.9407, 5.7402], [-0.9035, 5.7386], [-0.879, 5.7424], [-0.8802, 5.7586], [-0.8744, 5.7571], [-0.844, 5.7564], [-0.8361, 5.7533], [-0.83, 5.7458], [-0.8123, 5.7444], [-0.814, 5.7302], [-0.7945, 5.726], [-0.7893, 5.7263], [-0.7845, 5.7146], [-0.7865, 5.7101], [-0.7838, 5.7061], [-0.7785, 5.7136], [-0.7738, 5.7133], [-0.7649, 5.7088], [-0.7562, 5.7102]]]], "type": "MultiPolygon"}, "id": "4", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA5_2", "HASC_1": "NA", "ISO_1": "GH-CP", "NAME_1": "Central", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.2468, 5.7008, 0.2437, 7.2128], "geometry": {"coordinates": [[[[-0.428, 5.7927], [-0.4374, 5.8008], [-0.4479, 5.7899], [-0.4439, 5.7774], [-0.4485, 5.778], [-0.4516, 5.7747], [-0.4588, 5.7719], [-0.4604, 5.7698], [-0.4596, 5.7681], [-0.4643, 5.7674], [-0.4743, 5.7609], [-0.4905, 5.7542], [-0.4924, 5.7512], [-0.4922, 5.7468], [-0.4954, 5.7473], [-0.5088, 5.7356], [-0.5183, 5.7377], [-0.52, 5.7343], [-0.5247, 5.7339], [-0.5313, 5.735], [-0.5344, 5.7372], [-0.5502, 5.7389], [-0.5597, 5.736], [-0.5682, 5.7403], [-0.5715, 5.7351], [-0.581, 5.7369], [-0.6101, 5.7236], [-0.6197, 5.7238], [-0.623, 5.7229], [-0.6233, 5.721], [-0.6302, 5.7219], [-0.6396, 5.73], [-0.643, 5.735], [-0.652, 5.7373], [-0.6598, 5.7356], [-0.6609, 5.7369], [-0.6681, 5.7363], [-0.6858, 5.7395], [-0.694, 5.7333], [-0.6924, 5.7296], [-0.6968, 5.7262], [-0.6951, 5.7153], [-0.712, 5.7115], [-0.7319, 5.7144], [-0.738, 5.7108], [-0.7649, 5.7088], [-0.7738, 5.7133], [-0.7785, 5.7136], [-0.7838, 5.7061], [-0.7865, 5.7101], [-0.7845, 5.7146], [-0.7893, 5.7263], [-0.7945, 5.726], [-0.814, 5.7302], [-0.8123, 5.7444], [-0.83, 5.7458], [-0.8361, 5.7533], [-0.844, 5.7564], [-0.8744, 5.7571], [-0.8802, 5.7586], [-0.879, 5.7424], [-0.9035, 5.7386], [-0.9407, 5.7402], [-0.9542, 5.7385], [-0.9621, 5.748], [-0.9709, 5.7519], [-0.9716, 5.7542], [-0.9757, 5.7518], [-0.9815, 5.7518], [-0.9907, 5.7483], [-0.9914, 5.7426], [-0.9948, 5.7392], [-0.9973, 5.7405], [-0.9986, 5.7446], [-0.9976, 5.7464], [-1.001, 5.7455], [-1.0051, 5.7417], [-1.0099, 5.743], [-1.0347, 5.7374], [-1.0413, 5.7445], [-1.041, 5.7502], [-1.0446, 5.7524], [-1.0624, 5.7515], [-1.0701, 5.7476], [-1.0772, 5.7491], [-1.0834, 5.7476], [-1.0911, 5.7426], [-1.0962, 5.7298], [-1.0973, 5.7265], [-1.0942, 5.7176], [-1.0944, 5.7133], [-1.0998, 5.7008], [-1.121, 5.7205], [-1.1344, 5.7213], [-1.1357, 5.7045], [-1.1439, 5.7041], [-1.1422, 5.7128], [-1.151, 5.725], [-1.1548, 5.7216], [-1.1631, 5.7211], [-1.1654, 5.7313], [-1.1632, 5.7404], [-1.1665, 5.7545], [-1.1624, 5.7683], [-1.1663, 5.7729], [-1.168, 5.7852], [-1.1656, 5.7915], [-1.166, 5.8009], [-1.1577, 5.8121], [-1.1597, 5.8169], [-1.1578, 5.8195], [-1.1597, 5.823], [-1.1651, 5.8266], [-1.1655, 5.8323], [-1.1692, 5.8397], [-1.1678, 5.8441], [-1.1687, 5.8458], [-1.1633, 5.8477], [-1.1596, 5.8517], [-1.1612, 5.8609], [-1.1668, 5.8623], [-1.1664, 5.8639], [-1.169, 5.8656], [-1.1658, 5.8775], [-1.1631, 5.8813], [-1.1632, 5.898], [-1.1693, 5.9102], [-1.1721, 5.9109], [-1.1776, 5.9085], [-1.1912, 5.9139], [-1.1933, 5.9178], [-1.1984, 5.9166], [-1.2194, 5.9335], [-1.2246, 5.9355], [-1.2188, 5.9424], [-1.2247, 5.9459], [-1.2208, 5.9556], [-1.2244, 5.9577], [-1.2187, 5.9636], [-1.2222, 5.9756], [-1.2264, 5.9814], [-1.2292, 5.9828], [-1.2303, 5.981], [-1.2373, 5.9793], [-1.24, 5.9817], [-1.2386, 5.9845], [-1.2423, 5.9873], [-1.2453, 5.9863], [-1.2468, 5.9909], [-1.2449, 5.9921], [-1.2449, 5.9946], [-1.2419, 5.9939], [-1.2411, 5.9967], [-1.2437, 6.0027], [-1.2407, 6.0065], [-1.2421, 6.01], [-1.2405, 6.0118], [-1.2334, 6.0119], [-1.2333, 6.0142], [-1.2304, 6.0134], [-1.2295, 6.0142], [-1.231, 6.0157], [-1.2274, 6.0187], [-1.2298, 6.0196], [-1.2288, 6.021], [-1.2302, 6.0226], [-1.229, 6.0242], [-1.2308, 6.025], [-1.2301, 6.0273], [-1.2333, 6.0282], [-1.2318, 6.0292], [-1.2314, 6.0328], [-1.2291, 6.0337], [-1.2307, 6.0348], [-1.2312, 6.0387], [-1.2276, 6.0388], [-1.2232, 6.044], [-1.2083, 6.0527], [-1.2072, 6.0561], [-1.2115, 6.0572], [-1.212, 6.059], [-1.2098, 6.0612], [-1.2112, 6.0658], [-1.2146, 6.0678], [-1.2064, 6.0716], [-1.2085, 6.0737], [-1.2067, 6.0774], [-1.2035, 6.0799], [-1.1998, 6.0802], [-1.1983, 6.0825], [-1.1999, 6.0861], [-1.2025, 6.0865], [-1.201, 6.0875], [-1.202, 6.0901], [-1.2048, 6.091], [-1.2026, 6.0938], [-1.2002, 6.0915], [-1.1973, 6.0936], [-1.1902, 6.0921], [-1.1872, 6.0975], [-1.1882, 6.1008], [-1.1919, 6.1022], [-1.1898, 6.1061], [-1.1901, 6.1097], [-1.1938, 6.1132], [-1.2007, 6.1126], [-1.2014, 6.1097], [-1.2071, 6.1129], [-1.2058, 6.1158], [-1.1967, 6.1221], [-1.1938, 6.1213], [-1.1925, 6.1231], [-1.1984, 6.1255], [-1.1993, 6.1298], [-1.2022, 6.1321], [-1.2014, 6.1336], [-1.1982, 6.1329], [-1.1959, 6.1356], [-1.1931, 6.1353], [-1.1905, 6.1439], [-1.1873, 6.145], [-1.1851, 6.1444], [-1.185, 6.1427], [-1.1833, 6.1436], [-1.1835, 6.1494], [-1.1811, 6.147], [-1.1796, 6.1479], [-1.1815, 6.1495], [-1.18, 6.1553], [-1.1814, 6.1568], [-1.1789, 6.1561], [-1.1784, 6.1575], [-1.182, 6.1605], [-1.1828, 6.1634], [-1.1846, 6.1631], [-1.1861, 6.1676], [-1.1854, 6.1703], [-1.1828, 6.1666], [-1.1811, 6.1667], [-1.1827, 6.1726], [-1.1788, 6.1725], [-1.1801, 6.1786], [-1.179, 6.1799], [-1.1833, 6.1837], [-1.1887, 6.1841], [-1.1897, 6.1888], [-1.188, 6.1908], [-1.1902, 6.1926], [-1.1868, 6.1937], [-1.1932, 6.196], [-1.1917, 6.1972], [-1.1922, 6.1992], [-1.1899, 6.2015], [-1.1863, 6.2014], [-1.1846, 6.2025], [-1.1856, 6.2044], [-1.1839, 6.2035], [-1.1827, 6.2055], [-1.1797, 6.2008], [-1.1793, 6.2027], [-1.1786, 6.2016], [-1.1755, 6.2039], [-1.1753, 6.2018], [-1.1732, 6.203], [-1.1689, 6.2022], [-1.1642, 6.2064], [-1.1611, 6.2008], [-1.1552, 6.2044], [-1.156, 6.2], [-1.1538, 6.1999], [-1.1538, 6.1985], [-1.1503, 6.2001], [-1.1507, 6.2016], [-1.1465, 6.1984], [-1.1432, 6.1996], [-1.1405, 6.198], [-1.1406, 6.1998], [-1.1389, 6.2003], [-1.1385, 6.1991], [-1.1371, 6.2005], [-1.1364, 6.198], [-1.1328, 6.2012], [-1.1332, 6.1994], [-1.1311, 6.1998], [-1.1308, 6.2026], [-1.1296, 6.201], [-1.1291, 6.2042], [-1.1262, 6.2054], [-1.1263, 6.2078], [-1.1238, 6.2067], [-1.1234, 6.2088], [-1.1203, 6.2094], [-1.1226, 6.2109], [-1.1205, 6.2147], [-1.123, 6.2178], [-1.1206, 6.2203], [-1.123, 6.2219], [-1.1214, 6.2228], [-1.1229, 6.2243], [-1.1205, 6.2281], [-1.1231, 6.2284], [-1.1243, 6.2298], [-1.1232, 6.2316], [-1.1256, 6.2331], [-1.1213, 6.2383], [-1.1254, 6.2439], [-1.1224, 6.2496], [-1.1235, 6.2539], [-1.1218, 6.2553], [-1.1223, 6.2566], [-1.1202, 6.2572], [-1.1215, 6.2614], [-1.1176, 6.2641], [-1.1181, 6.2679], [-1.1163, 6.2687], [-1.119, 6.2707], [-1.125, 6.271], [-1.1254, 6.2696], [-1.128, 6.2713], [-1.1288, 6.2772], [-1.1315, 6.2803], [-1.1301, 6.2802], [-1.1269, 6.2862], [-1.1284, 6.2859], [-1.1285, 6.2879], [-1.1309, 6.2875], [-1.1306, 6.2899], [-1.1335, 6.2902], [-1.1349, 6.293], [-1.137, 6.2929], [-1.1386, 6.2963], [-1.1377, 6.2987], [-1.1361, 6.2988], [-1.1371, 6.2994], [-1.132, 6.2984], [-1.1278, 6.302], [-1.1282, 6.3033], [-1.13, 6.3029], [-1.13, 6.3076], [-1.1314, 6.3086], [-1.1302, 6.3096], [-1.1321, 6.3128], [-1.1312, 6.316], [-1.1255, 6.3198], [-1.1181, 6.3207], [-1.1171, 6.3222], [-1.1122, 6.3206], [-1.1128, 6.3239], [-1.1165, 6.3264], [-1.1174, 6.3244], [-1.1195, 6.3241], [-1.1199, 6.326], [-1.1184, 6.3323], [-1.1143, 6.3333], [-1.1123, 6.3395], [-1.1133, 6.3417], [-1.1105, 6.3433], [-1.112, 6.3445], [-1.1128, 6.3524], [-1.1143, 6.3528], [-1.1107, 6.3567], [-1.1077, 6.3558], [-1.1051, 6.3577], [-1.1055, 6.3616], [-1.1028, 6.3644], [-1.0985, 6.3654], [-1.0764, 6.3804], [-1.0737, 6.3801], [-1.0683, 6.3833], [-1.0692, 6.3869], [-1.067, 6.3902], [-1.0603, 6.394], [-1.0562, 6.3945], [-1.0555, 6.3977], [-1.0418, 6.4005], [-1.0381, 6.4036], [-1.041, 6.4078], [-1.037, 6.411], [-1.0355, 6.4104], [-1.0356, 6.413], [-1.0311, 6.4084], [-1.0236, 6.4083], [-1.0198, 6.4089], [-1.0198, 6.4134], [-1.0139, 6.4157], [-1.0133, 6.4138], [-1.0103, 6.415], [-1.0115, 6.416], [-1.0106, 6.417], [-1.0164, 6.4205], [-1.0155, 6.4243], [-1.0129, 6.426], [-1.0164, 6.4289], [-1.018, 6.4361], [-1.0079, 6.4393], [-1.0057, 6.4428], [-1.0087, 6.4487], [-1.0074, 6.4507], [-1.0046, 6.45], [-1.005, 6.453], [-1.0085, 6.4543], [-1.0077, 6.4576], [-1.0111, 6.4624], [-1.0097, 6.4653], [-1.0116, 6.4658], [-1.0123, 6.4683], [-1.0059, 6.4717], [-1.0074, 6.4732], [-1.0068, 6.4786], [-1.0034, 6.4839], [-1.0059, 6.487], [-1.0041, 6.4882], [-1.0047, 6.4903], [-1.0028, 6.4942], [-1.0006, 6.4959], [-1.0006, 6.5001], [-0.9973, 6.5004], [-0.9969, 6.5035], [-0.9932, 6.504], [-0.9945, 6.5071], [-0.9934, 6.5113], [-0.9889, 6.5128], [-0.9892, 6.5162], [-0.9871, 6.516], [-0.9814, 6.5209], [-0.9785, 6.5177], [-0.9774, 6.5186], [-0.9768, 6.5233], [-0.972, 6.5265], [-0.9721, 6.5305], [-0.974, 6.5315], [-0.972, 6.5328], [-0.9726, 6.535], [-0.9681, 6.536], [-0.9628, 6.5491], [-0.9597, 6.5551], [-0.9571, 6.5565], [-0.9565, 6.5594], [-0.9512, 6.5627], [-0.9504, 6.5655], [-0.9449, 6.5637], [-0.9419, 6.5675], [-0.9418, 6.5706], [-0.9386, 6.5703], [-0.9347, 6.5736], [-0.9324, 6.5784], [-0.9333, 6.5821], [-0.9265, 6.5879], [-0.919, 6.5878], [-0.9161, 6.5934], [-0.9137, 6.5927], [-0.9129, 6.5945], [-0.9115, 6.5989], [-0.9156, 6.6008], [-0.9101, 6.6104], [-0.9134, 6.617], [-0.9187, 6.6223], [-0.9196, 6.6307], [-0.9236, 6.6408], [-0.9327, 6.6393], [-0.935, 6.6362], [-0.9381, 6.6411], [-0.9455, 6.6391], [-0.9451, 6.627], [-0.9593, 6.6174], [-0.9642, 6.6163], [-0.9697, 6.6126], [-0.9718, 6.612], [-0.9768, 6.6147], [-0.9775, 6.6385], [-0.9725, 6.6445], [-0.9736, 6.6509], [-0.9772, 6.6551], [-0.975, 6.6621], [-0.9762, 6.6719], [-0.9739, 6.6811], [-0.9606, 6.6914], [-0.9543, 6.7044], [-0.9504, 6.7074], [-0.9469, 6.7248], [-0.9503, 6.7286], [-0.9502, 6.7352], [-0.9566, 6.7396], [-0.9646, 6.7414], [-0.9742, 6.7374], [-0.9859, 6.7432], [-0.9811, 6.7495], [-0.9768, 6.7483], [-0.973, 6.7505], [-0.9609, 6.7462], [-0.9565, 6.7539], [-0.9489, 6.7544], [-0.9435, 6.7576], [-0.9325, 6.7562], [-0.9267, 6.7628], [-0.9152, 6.7681], [-0.9149, 6.7768], [-0.9121, 6.7784], [-0.9083, 6.7771], [-0.9012, 6.7883], [-0.8996, 6.7886], [-0.8933, 6.7822], [-0.8827, 6.7784], [-0.8789, 6.7789], [-0.8775, 6.7808], [-0.8675, 6.7806], [-0.8654, 6.7824], [-0.8632, 6.7809], [-0.8608, 6.7816], [-0.8588, 6.7794], [-0.8568, 6.7812], [-0.8538, 6.778], [-0.8516, 6.7779], [-0.843, 6.7801], [-0.8337, 6.7934], [-0.8234, 6.7899], [-0.8114, 6.7913], [-0.8093, 6.7894], [-0.7998, 6.7885], [-0.7976, 6.7905], [-0.7928, 6.7898], [-0.7869, 6.7938], [-0.7873, 6.7989], [-0.7834, 6.8024], [-0.7778, 6.8161], [-0.7697, 6.827], [-0.767, 6.8359], [-0.7644, 6.8364], [-0.7621, 6.842], [-0.7572, 6.8448], [-0.7557, 6.8522], [-0.7571, 6.8634], [-0.7554, 6.8669], [-0.755, 6.9098], [-0.7572, 6.9254], [-0.7532, 6.9381], [-0.742, 6.9489], [-0.7341, 6.9485], [-0.7228, 6.9523], [-0.7145, 6.9466], [-0.7059, 6.9466], [-0.6934, 6.9394], [-0.6523, 6.9295], [-0.6521, 6.9312], [-0.6562, 6.9348], [-0.6587, 6.9418], [-0.6575, 6.9472], [-0.637, 6.953], [-0.617, 6.9518], [-0.6008, 6.9481], [-0.5853, 6.9509], [-0.5819, 6.9534], [-0.5739, 6.964], [-0.5742, 6.9786], [-0.572, 6.9889], [-0.5666, 6.9979], [-0.5658, 7.0094], [-0.5641, 7.0126], [-0.5655, 7.0151], [-0.5647, 7.0186], [-0.567, 7.0226], [-0.5761, 7.0292], [-0.5799, 7.0377], [-0.591, 7.0445], [-0.5977, 7.0607], [-0.598, 7.0667], [-0.6008, 7.0742], [-0.6093, 7.0906], [-0.6149, 7.1167], [-0.6191, 7.1245], [-0.6196, 7.1327], [-0.6269, 7.1431], [-0.6275, 7.153], [-0.6311, 7.1577], [-0.6298, 7.1589], [-0.6327, 7.16], [-0.6362, 7.1711], [-0.6354, 7.1739], [-0.6274, 7.1724], [-0.623, 7.1677], [-0.6193, 7.1667], [-0.6125, 7.1554], [-0.6096, 7.1536], [-0.5926, 7.1494], [-0.5828, 7.1506], [-0.5612, 7.1375], [-0.5418, 7.139], [-0.5112, 7.1305], [-0.5072, 7.1269], [-0.5039, 7.1261], [-0.5006, 7.1275], [-0.4947, 7.1248], [-0.4803, 7.1271], [-0.4787, 7.1259], [-0.4728, 7.1271], [-0.4657, 7.1258], [-0.4614, 7.1284], [-0.4493, 7.1258], [-0.4466, 7.1233], [-0.4416, 7.1222], [-0.4321, 7.1228], [-0.4263, 7.1252], [-0.4219, 7.1231], [-0.4203, 7.1195], [-0.4111, 7.1187], [-0.4049, 7.1204], [-0.3938, 7.1176], [-0.3878, 7.1179], [-0.3709, 7.1232], [-0.3693, 7.1264], [-0.3631, 7.1271], [-0.3521, 7.1343], [-0.3472, 7.134], [-0.3439, 7.1372], [-0.3408, 7.1352], [-0.3403, 7.1375], [-0.3355, 7.1376], [-0.3314, 7.1427], [-0.3228, 7.1434], [-0.3168, 7.1492], [-0.3124, 7.1591], [-0.309, 7.1607], [-0.3096, 7.164], [-0.3053, 7.1654], [-0.3003, 7.172], [-0.3055, 7.1748], [-0.3064, 7.1782], [-0.3017, 7.1783], [-0.2997, 7.1808], [-0.2881, 7.1841], [-0.2855, 7.189], [-0.2891, 7.1929], [-0.2872, 7.1947], [-0.2831, 7.1939], [-0.2791, 7.1902], [-0.2745, 7.1935], [-0.2701, 7.1926], [-0.2674, 7.1937], [-0.2601, 7.1895], [-0.2575, 7.1952], [-0.2552, 7.1953], [-0.2537, 7.1923], [-0.2505, 7.1923], [-0.2485, 7.1974], [-0.2437, 7.2006], [-0.2365, 7.2022], [-0.2222, 7.2103], [-0.2208, 7.2128], [-0.2173, 7.211], [-0.2155, 7.1996], [-0.2006, 7.2033], [-0.1838, 7.201], [-0.1812, 7.2038], [-0.18, 7.1978], [-0.1741, 7.2007], [-0.1646, 7.2001], [-0.1576, 7.1942], [-0.1543, 7.1949], [-0.1486, 7.1999], [-0.1423, 7.1954], [-0.1275, 7.1935], [-0.1071, 7.1951], [-0.1018, 7.1921], [-0.0977, 7.1849], [-0.0849, 7.1792], [-0.0747, 7.1817], [-0.0615, 7.1881], [-0.0527, 7.1964], [-0.039, 7.1948], [-0.0275, 7.1913], [-0.0141, 7.1932], [-0.0042, 7.191], [0.0044, 7.194], [0.0111, 7.1862], [0.0213, 7.183], [0.0291, 7.1854], [0.036, 7.1811], [0.0409, 7.1809], [0.0505, 7.172], [0.0674, 7.1736], [0.0811, 7.1817], [0.0979, 7.1777], [0.1102, 7.1825], [0.1232, 7.1838], [0.1626, 7.1797], [0.1823, 7.1797], [0.2162, 7.174], [0.2352, 7.1671], [0.2425, 7.1486], [0.2437, 7.1371], [0.2426, 7.127], [0.2308, 7.1069], [0.2245, 7.0994], [0.2162, 7.0936], [0.2029, 7.0806], [0.1967, 7.0675], [0.1997, 7.0516], [0.2213, 7.0079], [0.2252, 6.9944], [0.2274, 6.974], [0.2156, 6.9536], [0.2062, 6.9425], [0.1958, 6.9364], [0.1478, 6.9215], [0.1355, 6.91], [0.1229, 6.8894], [0.1198, 6.8704], [0.1242, 6.8433], [0.1332, 6.8291], [0.1449, 6.8185], [0.1585, 6.8161], [0.1925, 6.7893], [0.2002, 6.7787], [0.2082, 6.7576], [0.2037, 6.7033], [0.199, 6.697], [0.1782, 6.6907], [0.1692, 6.6897], [0.1615, 6.6832], [0.1301, 6.6715], [0.1232, 6.666], [0.1104, 6.6166], [0.1053, 6.5816], [0.1044, 6.5669], [0.1286, 6.5755], [0.1518, 6.5778], [0.1632, 6.57], [0.1819, 6.5664], [0.188, 6.5682], [0.1893, 6.5657], [0.1946, 6.5639], [0.196, 6.56], [0.195, 6.5556], [0.1984, 6.5537], [0.1997, 6.5485], [0.1924, 6.5325], [0.1816, 6.5193], [0.1778, 6.5115], [0.1782, 6.5046], [0.1812, 6.5028], [0.1821, 6.4953], [0.1789, 6.4867], [0.1872, 6.4826], [0.1892, 6.4754], [0.1838, 6.466], [0.1862, 6.4403], [0.1828, 6.4313], [0.178, 6.4242], [0.1887, 6.4155], [0.2062, 6.4053], [0.2095, 6.4013], [0.2088, 6.3967], [0.2165, 6.388], [0.2165, 6.3844], [0.2137, 6.3825], [0.2134, 6.3786], [0.2073, 6.3772], [0.205, 6.3714], [0.2, 6.3707], [0.2026, 6.3637], [0.2012, 6.3614], [0.2047, 6.3572], [0.2013, 6.3572], [0.2004, 6.3531], [0.1972, 6.3544], [0.1934, 6.3498], [0.1943, 6.3482], [0.188, 6.3442], [0.1883, 6.3457], [0.1856, 6.3421], [0.1865, 6.3396], [0.1878, 6.3405], [0.187, 6.3389], [0.1789, 6.3407], [0.1781, 6.3339], [0.1727, 6.332], [0.1727, 6.3309], [0.1745, 6.3312], [0.1742, 6.3279], [0.1693, 6.3275], [0.1686, 6.3251], [0.171, 6.3228], [0.1695, 6.3195], [0.1709, 6.3173], [0.1682, 6.3135], [0.17, 6.3106], [0.1719, 6.3109], [0.1763, 6.3074], [0.1749, 6.305], [0.1757, 6.3027], [0.1595, 6.3002], [0.1552, 6.2939], [0.1556, 6.2887], [0.1372, 6.2657], [0.1361, 6.2598], [0.1277, 6.2552], [0.1285, 6.2487], [0.1232, 6.2376], [0.1232, 6.2324], [0.1196, 6.2256], [0.1189, 6.219], [0.1055, 6.1891], [0.1045, 6.1837], [0.096, 6.1771], [0.0937, 6.1635], [0.0911, 6.1604], [0.0932, 6.1546], [0.1031, 6.1417], [0.1089, 6.1385], [0.1189, 6.1373], [0.1223, 6.1275], [0.1399, 6.1109], [0.1468, 6.1091], [0.1445, 6.106], [0.1436, 6.1008], [0.1224, 6.0877], [0.1179, 6.0832], [0.1129, 6.0823], [0.1045, 6.0777], [0.0892, 6.0627], [0.0626, 6.0597], [0.0404, 6.0479], [0.0269, 6.0583], [0.019, 6.0619], [0.0182, 6.0389], [0.016, 6.037], [0.0135, 6.03], [0.0084, 6.0243], [0.0085, 6.0183], [0.0058, 6.0121], [0.0038, 6.0093], [-0.0008, 6.0077], [-0.0096, 6.0104], [-0.0137, 6.0013], [-0.0148, 5.9972], [-0.0081, 5.9934], [-0.0046, 5.9856], [-0.0044, 5.9763], [-0.0063, 5.9712], [-0.0122, 5.9675], [-0.0164, 5.9619], [-0.0191, 5.9604], [-0.0204, 5.9612], [-0.0409, 5.944], [-0.0465, 5.9428], [-0.0609, 5.9329], [-0.0639, 5.9275], [-0.0837, 5.907], [-0.0955, 5.9011], [-0.1229, 5.8797], [-0.1268, 5.8754], [-0.1299, 5.8529], [-0.1377, 5.8512], [-0.1439, 5.8549], [-0.1466, 5.8522], [-0.154, 5.8497], [-0.1558, 5.8462], [-0.1639, 5.8417], [-0.164, 5.8382], [-0.1529, 5.8398], [-0.1493, 5.8337], [-0.1493, 5.8304], [-0.1528, 5.8269], [-0.155, 5.8147], [-0.1659, 5.812], [-0.1723, 5.814], [-0.1723, 5.805], [-0.178, 5.7998], [-0.1806, 5.7944], [-0.1942, 5.7841], [-0.1984, 5.7845], [-0.2025, 5.7819], [-0.2049, 5.7686], [-0.2045, 5.7637], [-0.2019, 5.7631], [-0.2072, 5.7546], [-0.2145, 5.7496], [-0.218, 5.7507], [-0.2204, 5.7484], [-0.2213, 5.7429], [-0.2251, 5.7401], [-0.2273, 5.7421], [-0.2266, 5.7519], [-0.2323, 5.755], [-0.2437, 5.7577], [-0.2425, 5.7626], [-0.2354, 5.7729], [-0.2352, 5.7805], [-0.2334, 5.7843], [-0.2447, 5.7852], [-0.2565, 5.7779], [-0.2599, 5.7851], [-0.2607, 5.7954], [-0.2637, 5.8034], [-0.2649, 5.8034], [-0.2655, 5.8076], [-0.2693, 5.8047], [-0.2707, 5.8083], [-0.2747, 5.808], [-0.2828, 5.8023], [-0.3034, 5.7937], [-0.3106, 5.7893], [-0.3164, 5.7827], [-0.3156, 5.7802], [-0.322, 5.7796], [-0.3246, 5.7744], [-0.3274, 5.7725], [-0.3315, 5.7789], [-0.3354, 5.7766], [-0.3377, 5.7781], [-0.3424, 5.7776], [-0.3492, 5.7733], [-0.3523, 5.7663], [-0.3547, 5.767], [-0.3623, 5.763], [-0.3674, 5.7626], [-0.3709, 5.7673], [-0.3787, 5.7704], [-0.379, 5.7745], [-0.3847, 5.7763], [-0.3889, 5.7675], [-0.3901, 5.758], [-0.3939, 5.7591], [-0.4028, 5.7673], [-0.4121, 5.7713], [-0.4162, 5.7773], [-0.4149, 5.7823], [-0.4157, 5.7876], [-0.4224, 5.7894], [-0.4243, 5.7935], [-0.428, 5.7927]]]], "type": "MultiPolygon"}, "id": "5", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA6_2", "HASC_1": "NA", "ISO_1": "GH-EP", "NAME_1": "Eastern", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-0.5201, 5.4704, 0.688, 6.1103], "geometry": {"coordinates": [[[[-0.2211, 5.5298], [-0.2917, 5.5149], [-0.3445, 5.502], [-0.3525, 5.4979], [-0.3584, 5.4976], [-0.4054, 5.4704], [-0.4067, 5.4781], [-0.4004, 5.486], [-0.4024, 5.4869], [-0.4025, 5.4905], [-0.4044, 5.4917], [-0.4028, 5.4971], [-0.405, 5.5029], [-0.4036, 5.509], [-0.4055, 5.5115], [-0.4051, 5.5152], [-0.4133, 5.5249], [-0.4129, 5.5276], [-0.416, 5.5376], [-0.4104, 5.5564], [-0.4045, 5.562], [-0.4, 5.564], [-0.4, 5.5659], [-0.4031, 5.5704], [-0.4061, 5.5718], [-0.4059, 5.5779], [-0.4091, 5.5829], [-0.411, 5.583], [-0.414, 5.5877], [-0.4167, 5.5888], [-0.4182, 5.5948], [-0.4261, 5.6032], [-0.427, 5.61], [-0.4254, 5.6117], [-0.4274, 5.6138], [-0.4284, 5.619], [-0.4324, 5.6219], [-0.4372, 5.6228], [-0.4465, 5.6309], [-0.4511, 5.6308], [-0.4577, 5.6367], [-0.4686, 5.6402], [-0.4796, 5.6465], [-0.4826, 5.6477], [-0.4946, 5.6447], [-0.4971, 5.6466], [-0.4977, 5.649], [-0.4937, 5.6543], [-0.4997, 5.6682], [-0.5034, 5.6714], [-0.5048, 5.6769], [-0.5092, 5.6831], [-0.516, 5.6867], [-0.5185, 5.6864], [-0.5201, 5.705], [-0.5116, 5.7099], [-0.5083, 5.7136], [-0.5092, 5.722], [-0.5118, 5.7267], [-0.5092, 5.7328], [-0.5113, 5.7342], [-0.5103, 5.7362], [-0.5088, 5.7356], [-0.4954, 5.7473], [-0.4922, 5.7468], [-0.4924, 5.7512], [-0.4905, 5.7542], [-0.4743, 5.7609], [-0.4643, 5.7674], [-0.4596, 5.7681], [-0.4604, 5.7698], [-0.4588, 5.7719], [-0.4516, 5.7747], [-0.4485, 5.778], [-0.4439, 5.7774], [-0.4479, 5.7899], [-0.4374, 5.8008], [-0.4283, 5.7928], [-0.4243, 5.7935], [-0.4224, 5.7894], [-0.4157, 5.7876], [-0.4149, 5.7823], [-0.4162, 5.7773], [-0.4121, 5.7713], [-0.4028, 5.7673], [-0.3939, 5.7591], [-0.3901, 5.758], [-0.3889, 5.7675], [-0.3847, 5.7763], [-0.379, 5.7745], [-0.3784, 5.7702], [-0.3709, 5.7673], [-0.3664, 5.7624], [-0.3547, 5.767], [-0.3523, 5.7663], [-0.3492, 5.7733], [-0.3424, 5.7776], [-0.3377, 5.7781], [-0.3354, 5.7766], [-0.3315, 5.7789], [-0.3274, 5.7725], [-0.3246, 5.7744], [-0.322, 5.7796], [-0.3156, 5.7802], [-0.3164, 5.7827], [-0.3106, 5.7893], [-0.2828, 5.8023], [-0.2747, 5.808], [-0.2707, 5.8083], [-0.2693, 5.8047], [-0.2655, 5.8076], [-0.2649, 5.8034], [-0.2637, 5.8034], [-0.2607, 5.7954], [-0.2599, 5.7851], [-0.2565, 5.7779], [-0.2447, 5.7852], [-0.2334, 5.7843], [-0.2352, 5.7805], [-0.2354, 5.7729], [-0.2425, 5.7626], [-0.2437, 5.7577], [-0.2323, 5.755], [-0.2266, 5.7519], [-0.2273, 5.7421], [-0.2251, 5.7401], [-0.2213, 5.7429], [-0.2204, 5.7484], [-0.218, 5.7507], [-0.2145, 5.7496], [-0.2072, 5.7546], [-0.2019, 5.7631], [-0.2045, 5.7637], [-0.2049, 5.7686], [-0.2025, 5.7819], [-0.1984, 5.7845], [-0.1942, 5.7841], [-0.1806, 5.7944], [-0.178, 5.7998], [-0.1723, 5.805], [-0.1723, 5.814], [-0.1659, 5.812], [-0.155, 5.8147], [-0.1528, 5.8269], [-0.1493, 5.8304], [-0.1493, 5.8337], [-0.1529, 5.8398], [-0.164, 5.8382], [-0.1639, 5.8417], [-0.1558, 5.8462], [-0.154, 5.8497], [-0.1466, 5.8522], [-0.1439, 5.8549], [-0.1377, 5.8512], [-0.1299, 5.8529], [-0.1268, 5.8754], [-0.1229, 5.8797], [-0.0955, 5.9011], [-0.0837, 5.907], [-0.0639, 5.9275], [-0.0609, 5.9329], [-0.0465, 5.9428], [-0.0409, 5.944], [-0.0204, 5.9612], [-0.0191, 5.9604], [-0.0164, 5.9619], [-0.0122, 5.9675], [-0.0063, 5.9712], [-0.0044, 5.9763], [-0.0046, 5.9856], [-0.0081, 5.9934], [-0.0148, 5.9972], [-0.0137, 6.0013], [-0.0096, 6.0104], [-0.0008, 6.0077], [0.0038, 6.0093], [0.0058, 6.0121], [0.0085, 6.0183], [0.0084, 6.0243], [0.0135, 6.03], [0.016, 6.037], [0.0182, 6.0389], [0.019, 6.0619], [0.0269, 6.0583], [0.0404, 6.0479], [0.0626, 6.0597], [0.0898, 6.0629], [0.1045, 6.0777], [0.1129, 6.0823], [0.1179, 6.0832], [0.1224, 6.0877], [0.1419, 6.0994], [0.1468, 6.1091], [0.1894, 6.0968], [0.2087, 6.1041], [0.2129, 6.1027], [0.2141, 6.1044], [0.2212, 6.1044], [0.233, 6.108], [0.2323, 6.1097], [0.2307, 6.1092], [0.2289, 6.1101], [0.233, 6.1103], [0.2478, 6.1057], [0.2541, 6.1], [0.2684, 6.0942], [0.2848, 6.0808], [0.2878, 6.0749], [0.2895, 6.0643], [0.2955, 6.0573], [0.3009, 6.0547], [0.3235, 6.0525], [0.3378, 6.0472], [0.3368, 6.0417], [0.332, 6.0378], [0.3318, 6.0339], [0.3422, 6.028], [0.3487, 6.0222], [0.3398, 6.0191], [0.3318, 6.0073], [0.3297, 5.9966], [0.3409, 5.9891], [0.3507, 5.9882], [0.3533, 5.9866], [0.3504, 5.9785], [0.348, 5.9624], [0.3439, 5.9539], [0.3528, 5.9548], [0.3664, 5.9604], [0.3946, 5.9608], [0.4161, 5.9695], [0.4343, 5.974], [0.4387, 5.9813], [0.4411, 5.9827], [0.441, 5.995], [0.4447, 5.9972], [0.4461, 5.9965], [0.4501, 6.0016], [0.4536, 6.0015], [0.4585, 5.9982], [0.4674, 5.9983], [0.4807, 5.9906], [0.4837, 5.9925], [0.486, 5.9898], [0.4847, 5.9755], [0.492, 5.9797], [0.4898, 5.9842], [0.4908, 5.9955], [0.5013, 5.9895], [0.5055, 5.9897], [0.513, 5.9836], [0.5254, 5.9788], [0.524, 5.9549], [0.5277, 5.9526], [0.5364, 5.9531], [0.5417, 5.9497], [0.5453, 5.9434], [0.5474, 5.935], [0.5504, 5.9351], [0.5485, 5.9317], [0.5508, 5.9314], [0.5518, 5.929], [0.5479, 5.9249], [0.551, 5.9203], [0.5527, 5.9257], [0.5551, 5.927], [0.559, 5.9393], [0.5613, 5.9401], [0.5661, 5.9382], [0.5689, 5.9328], [0.5716, 5.9327], [0.5706, 5.9298], [0.572, 5.9295], [0.5761, 5.9328], [0.5888, 5.9187], [0.5854, 5.9182], [0.5874, 5.9134], [0.5805, 5.9101], [0.5746, 5.8999], [0.5949, 5.8903], [0.5997, 5.8906], [0.6055, 5.8839], [0.6068, 5.8769], [0.6191, 5.8758], [0.6138, 5.8747], [0.6124, 5.8728], [0.6128, 5.8676], [0.615, 5.8646], [0.6285, 5.8679], [0.6315, 5.8668], [0.6305, 5.8625], [0.6284, 5.8642], [0.6259, 5.863], [0.6197, 5.854], [0.62, 5.8456], [0.6187, 5.8432], [0.6203, 5.8407], [0.6203, 5.8343], [0.6429, 5.841], [0.6546, 5.8272], [0.6519, 5.8052], [0.6777, 5.7952], [0.688, 5.7778], [0.6857, 5.7744], [0.6798, 5.7748], [0.6761, 5.7773], [0.676, 5.7752], [0.6802, 5.7708], [0.6771, 5.7686], [0.6701, 5.7685], [0.5154, 5.7849], [0.4583, 5.7888], [0.4279, 5.7889], [0.3324, 5.7835], [0.2765, 5.7731], [0.2528, 5.7663], [0.2395, 5.756], [0.2192, 5.7464], [0.1847, 5.7433], [0.1822, 5.7416], [0.1828, 5.74], [0.1739, 5.7385], [0.1636, 5.7316], [0.1408, 5.7236], [0.1322, 5.7158], [0.1297, 5.7101], [0.1241, 5.7067], [0.0673, 5.6931], [0.0611, 5.6852], [0.0452, 5.6751], [0.043, 5.6717], [0.0442, 5.6696], [0.0435, 5.6635], [0.0335, 5.6576], [0.0319, 5.6542], [0.0281, 5.6515], [0.0272, 5.6453], [0.0172, 5.6423], [0.0042, 5.6244], [0.0001, 5.6246], [-0.0126, 5.6203], [-0.0155, 5.6173], [-0.0267, 5.6137], [-0.0426, 5.6116], [-0.0526, 5.6079], [-0.0574, 5.608], [-0.0599, 5.6064], [-0.0627, 5.5989], [-0.0682, 5.597], [-0.0736, 5.59], [-0.0939, 5.5833], [-0.1023, 5.5749], [-0.1078, 5.5721], [-0.1147, 5.5703], [-0.1231, 5.5657], [-0.1477, 5.5596], [-0.1635, 5.5526], [-0.1813, 5.5481], [-0.1835, 5.546], [-0.2025, 5.542], [-0.209, 5.537], [-0.2095, 5.5335], [-0.2076, 5.5332], [-0.2211, 5.5298]]]], "type": "MultiPolygon"}, "id": "6", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA7_2", "HASC_1": "NA", "ISO_1": "GH-AA", "NAME_1": "GreaterAccra", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.6636, 9.9321, 0.4174, 10.7119], "geometry": {"coordinates": [[[[-1.5867, 10.081], [-1.5864, 10.0839], [-1.59, 10.0887], [-1.5891, 10.0957], [-1.5864, 10.1005], [-1.5893, 10.1014], [-1.5899, 10.1042], [-1.5953, 10.1067], [-1.5951, 10.111], [-1.5924, 10.1152], [-1.5978, 10.1211], [-1.5992, 10.1267], [-1.5975, 10.1276], [-1.6007, 10.133], [-1.6032, 10.1342], [-1.608, 10.133], [-1.6122, 10.135], [-1.6152, 10.1332], [-1.6215, 10.1332], [-1.6255, 10.1393], [-1.6286, 10.1403], [-1.6291, 10.1445], [-1.6324, 10.1457], [-1.6359, 10.1547], [-1.6454, 10.1564], [-1.646, 10.1583], [-1.6598, 10.1657], [-1.6595, 10.169], [-1.6636, 10.1737], [-1.6602, 10.1772], [-1.6626, 10.1824], [-1.662, 10.1859], [-1.6633, 10.1867], [-1.6597, 10.189], [-1.6563, 10.1954], [-1.6522, 10.1978], [-1.6475, 10.2077], [-1.6493, 10.2123], [-1.6478, 10.2153], [-1.6061, 10.2942], [-1.5769, 10.3467], [-1.5703, 10.3554], [-1.5178, 10.4058], [-1.4749, 10.4332], [-1.4724, 10.4385], [-1.4697, 10.4403], [-1.4702, 10.4415], [-1.4571, 10.4515], [-1.4483, 10.455], [-1.4471, 10.46], [-1.4448, 10.462], [-1.434, 10.4677], [-1.4294, 10.4637], [-1.4249, 10.4666], [-1.4181, 10.466], [-1.4133, 10.4751], [-1.4037, 10.4845], [-1.3995, 10.4832], [-1.3929, 10.4756], [-1.3774, 10.4667], [-1.374, 10.4629], [-1.3742, 10.4582], [-1.3803, 10.4565], [-1.3642, 10.4401], [-1.3626, 10.4363], [-1.3649, 10.4292], [-1.3702, 10.4266], [-1.3728, 10.4274], [-1.3714, 10.4241], [-1.3659, 10.4238], [-1.3639, 10.4222], [-1.3667, 10.4139], [-1.3736, 10.4057], [-1.3849, 10.4053], [-1.3813, 10.3904], [-1.3768, 10.387], [-1.3732, 10.3818], [-1.3631, 10.3775], [-1.3551, 10.3773], [-1.3504, 10.3731], [-1.3444, 10.3628], [-1.3454, 10.3557], [-1.3433, 10.3525], [-1.3443, 10.3507], [-1.3488, 10.3491], [-1.3482, 10.3473], [-1.3437, 10.3465], [-1.3416, 10.3434], [-1.3392, 10.3474], [-1.3363, 10.3478], [-1.3297, 10.342], [-1.3249, 10.3401], [-1.3236, 10.3358], [-1.3264, 10.3321], [-1.316, 10.3309], [-1.3121, 10.3275], [-1.301, 10.3264], [-1.2977, 10.3245], [-1.2891, 10.3262], [-1.2852, 10.322], [-1.2731, 10.3212], [-1.2716, 10.3222], [-1.2728, 10.3269], [-1.269, 10.3255], [-1.2692, 10.3187], [-1.2718, 10.3145], [-1.2685, 10.3106], [-1.2645, 10.3111], [-1.2597, 10.3029], [-1.2562, 10.3033], [-1.2544, 10.2951], [-1.2574, 10.2934], [-1.2552, 10.2884], [-1.2563, 10.2855], [-1.2536, 10.2778], [-1.2486, 10.2784], [-1.2477, 10.2747], [-1.2433, 10.2764], [-1.2473, 10.2781], [-1.2471, 10.2813], [-1.2423, 10.2809], [-1.2415, 10.2782], [-1.2403, 10.2803], [-1.2413, 10.2844], [-1.239, 10.2867], [-1.2359, 10.2872], [-1.2325, 10.2844], [-1.2282, 10.2869], [-1.2319, 10.2926], [-1.2229, 10.2952], [-1.2241, 10.3025], [-1.2176, 10.3083], [-1.2111, 10.3241], [-1.2104, 10.3297], [-1.214, 10.3443], [-1.2321, 10.367], [-1.2342, 10.3752], [-1.2345, 10.3799], [-1.232, 10.387], [-1.227, 10.3917], [-1.1656, 10.4126], [-1.1333, 10.4582], [-1.1103, 10.476], [-1.0995, 10.4808], [-1.0976, 10.4832], [-1.0791, 10.4876], [-1.0704, 10.4909], [-1.066, 10.4973], [-1.0586, 10.4974], [-1.0538, 10.4994], [-1.0502, 10.5099], [-1.0438, 10.5136], [-1.0416, 10.5204], [-1.0352, 10.5229], [-1.0321, 10.5282], [-1.0103, 10.5375], [-1.0052, 10.5377], [-0.9968, 10.5346], [-0.9909, 10.5352], [-0.9807, 10.5322], [-0.9654, 10.5369], [-0.9592, 10.5288], [-0.9554, 10.5287], [-0.9482, 10.5338], [-0.9406, 10.5282], [-0.9298, 10.5244], [-0.9163, 10.5284], [-0.9132, 10.5277], [-0.9094, 10.5236], [-0.9089, 10.5189], [-0.9187, 10.5029], [-0.9268, 10.4963], [-0.9348, 10.4864], [-0.9341, 10.4822], [-0.9314, 10.4801], [-0.9227, 10.4824], [-0.9176, 10.4884], [-0.914, 10.4967], [-0.9025, 10.5068], [-0.8993, 10.5125], [-0.8906, 10.5185], [-0.9085, 10.5611], [-0.9092, 10.5759], [-0.8746, 10.5953], [-0.8704, 10.5929], [-0.8611, 10.5917], [-0.857, 10.5871], [-0.8544, 10.5808], [-0.8484, 10.5798], [-0.8476, 10.5772], [-0.8433, 10.5746], [-0.8413, 10.5777], [-0.8416, 10.5871], [-0.8378, 10.6012], [-0.8284, 10.5999], [-0.8236, 10.6009], [-0.7959, 10.6217], [-0.797, 10.6458], [-0.7957, 10.6493], [-0.7925, 10.6517], [-0.7763, 10.652], [-0.7722, 10.6501], [-0.766, 10.6437], [-0.7556, 10.6403], [-0.7484, 10.6455], [-0.7373, 10.6497], [-0.7244, 10.6516], [-0.7122, 10.6416], [-0.7062, 10.6205], [-0.7091, 10.6165], [-0.718, 10.6153], [-0.7192, 10.6107], [-0.7182, 10.6056], [-0.7142, 10.6006], [-0.7041, 10.5972], [-0.6938, 10.5889], [-0.6857, 10.5676], [-0.6873, 10.5633], [-0.7003, 10.551], [-0.7064, 10.5426], [-0.7154, 10.5369], [-0.7157, 10.5294], [-0.711, 10.5243], [-0.7049, 10.5236], [-0.7024, 10.5257], [-0.7009, 10.535], [-0.6934, 10.542], [-0.6899, 10.5425], [-0.6866, 10.5406], [-0.6846, 10.5291], [-0.6797, 10.5258], [-0.6711, 10.5253], [-0.665, 10.5294], [-0.6613, 10.5383], [-0.6541, 10.5485], [-0.6477, 10.553], [-0.6407, 10.5556], [-0.6306, 10.5527], [-0.619, 10.5557], [-0.6155, 10.5552], [-0.6129, 10.5531], [-0.6056, 10.5523], [-0.5993, 10.5476], [-0.5936, 10.5461], [-0.5882, 10.5487], [-0.5787, 10.5493], [-0.5677, 10.5646], [-0.5602, 10.5702], [-0.554, 10.5717], [-0.5485, 10.5705], [-0.5418, 10.5656], [-0.5251, 10.5577], [-0.516, 10.5605], [-0.5083, 10.5672], [-0.5082, 10.5911], [-0.5049, 10.6018], [-0.5072, 10.607], [-0.502, 10.6204], [-0.4994, 10.6234], [-0.4932, 10.6242], [-0.4816, 10.6214], [-0.4776, 10.619], [-0.4682, 10.618], [-0.461, 10.6077], [-0.4521, 10.6015], [-0.4465, 10.6014], [-0.4436, 10.5997], [-0.4348, 10.6029], [-0.4165, 10.6033], [-0.3962, 10.6082], [-0.3825, 10.6139], [-0.3744, 10.6214], [-0.3656, 10.6252], [-0.3552, 10.6253], [-0.3475, 10.619], [-0.3397, 10.6208], [-0.3386, 10.6195], [-0.3345, 10.6212], [-0.334, 10.6238], [-0.3314, 10.6255], [-0.3303, 10.6234], [-0.3239, 10.6254], [-0.3236, 10.6217], [-0.316, 10.6235], [-0.314, 10.6211], [-0.3119, 10.622], [-0.3125, 10.6237], [-0.31, 10.6237], [-0.3081, 10.6274], [-0.3026, 10.6288], [-0.2998, 10.6336], [-0.297, 10.632], [-0.2949, 10.6354], [-0.2884, 10.636], [-0.2868, 10.6386], [-0.2848, 10.6343], [-0.2813, 10.6394], [-0.2723, 10.6367], [-0.2702, 10.6381], [-0.2703, 10.6348], [-0.2681, 10.6347], [-0.2683, 10.6333], [-0.2643, 10.6342], [-0.2644, 10.632], [-0.2621, 10.6315], [-0.2592, 10.6331], [-0.2595, 10.6371], [-0.2512, 10.6424], [-0.243, 10.644], [-0.2358, 10.6482], [-0.23, 10.6555], [-0.2256, 10.6554], [-0.2201, 10.6577], [-0.2142, 10.6548], [-0.2122, 10.6581], [-0.2045, 10.6578], [-0.2026, 10.6604], [-0.2011, 10.6595], [-0.1969, 10.6635], [-0.195, 10.6628], [-0.1828, 10.6701], [-0.179, 10.6676], [-0.1769, 10.6679], [-0.174, 10.6721], [-0.172, 10.6702], [-0.1704, 10.6714], [-0.1698, 10.67], [-0.1633, 10.6707], [-0.1615, 10.6745], [-0.1601, 10.6717], [-0.1542, 10.6713], [-0.1399, 10.6823], [-0.1269, 10.6861], [-0.1229, 10.6856], [-0.1196, 10.6906], [-0.1115, 10.6947], [-0.1092, 10.6973], [-0.1092, 10.7006], [-0.1043, 10.7028], [-0.104, 10.7051], [-0.0904, 10.7119], [-0.0906, 10.7091], [-0.0784, 10.6906], [-0.0716, 10.6738], [-0.07, 10.6687], [-0.0704, 10.6612], [-0.0593, 10.6324], [-0.0157, 10.6235], [-0.0158, 10.6214], [-0.0118, 10.6159], [-0.0066, 10.6161], [-0.0063, 10.6148], [-0.0031, 10.615], [-0.0018, 10.6136], [0.0413, 10.6016], [0.0408, 10.5981], [0.0428, 10.5969], [0.0429, 10.5942], [0.0562, 10.5835], [0.0601, 10.5723], [0.0604, 10.5616], [0.1177, 10.5413], [0.1279, 10.53], [0.1436, 10.5257], [0.1457, 10.5163], [0.1443, 10.5149], [0.1475, 10.5132], [0.1457, 10.5102], [0.148, 10.5043], [0.1471, 10.5014], [0.151, 10.4972], [0.1502, 10.4949], [0.1519, 10.4909], [0.1507, 10.4876], [0.1545, 10.4846], [0.1533, 10.4817], [0.1551, 10.4796], [0.1544, 10.4777], [0.157, 10.4774], [0.1592, 10.4736], [0.1573, 10.4677], [0.1545, 10.4672], [0.1545, 10.4653], [0.1563, 10.4623], [0.1618, 10.4603], [0.1617, 10.456], [0.1631, 10.4571], [0.1647, 10.4534], [0.1685, 10.4513], [0.1699, 10.4529], [0.1721, 10.4511], [0.1725, 10.4468], [0.1702, 10.4464], [0.1705, 10.4447], [0.1696, 10.4452], [0.1691, 10.4429], [0.1667, 10.4413], [0.1709, 10.4333], [0.1696, 10.4293], [0.1728, 10.4283], [0.1754, 10.424], [0.1788, 10.4252], [0.1822, 10.423], [0.1852, 10.4171], [0.1884, 10.4184], [0.1904, 10.4136], [0.1895, 10.4093], [0.1927, 10.4025], [0.2018, 10.4069], [0.2063, 10.4071], [0.2064, 10.4042], [0.2094, 10.4054], [0.2052, 10.4183], [0.2118, 10.4168], [0.2102, 10.4186], [0.2103, 10.4216], [0.215, 10.4229], [0.2172, 10.4265], [0.2206, 10.4248], [0.2176, 10.4224], [0.2223, 10.4232], [0.2265, 10.4219], [0.2338, 10.4134], [0.2367, 10.4123], [0.2374, 10.4158], [0.2415, 10.4146], [0.2435, 10.4158], [0.2466, 10.4127], [0.2493, 10.4133], [0.2508, 10.4092], [0.2583, 10.4097], [0.2596, 10.4078], [0.2637, 10.4106], [0.2643, 10.409], [0.2684, 10.4101], [0.2691, 10.412], [0.2669, 10.4124], [0.2666, 10.4156], [0.2704, 10.4155], [0.2729, 10.4208], [0.2777, 10.4189], [0.2789, 10.4214], [0.281, 10.4195], [0.2844, 10.4219], [0.2878, 10.418], [0.2878, 10.4126], [0.29, 10.4091], [0.2941, 10.4107], [0.2949, 10.4089], [0.298, 10.4095], [0.2982, 10.4041], [0.3002, 10.4028], [0.3001, 10.3908], [0.2956, 10.384], [0.2908, 10.3817], [0.293, 10.3805], [0.2901, 10.3765], [0.3012, 10.3728], [0.3028, 10.3695], [0.3076, 10.3711], [0.3083, 10.3676], [0.312, 10.3654], [0.3144, 10.36], [0.3141, 10.3529], [0.3164, 10.3485], [0.3153, 10.3378], [0.3208, 10.334], [0.3251, 10.34], [0.3281, 10.3395], [0.3296, 10.3366], [0.3335, 10.3364], [0.3378, 10.325], [0.3372, 10.3239], [0.3325, 10.3243], [0.3235, 10.32], [0.3224, 10.3134], [0.3161, 10.3115], [0.317, 10.3099], [0.3198, 10.3082], [0.3213, 10.3099], [0.325, 10.3068], [0.3288, 10.3114], [0.3296, 10.3087], [0.3314, 10.3086], [0.3324, 10.3115], [0.3357, 10.309], [0.348, 10.3076], [0.353, 10.3139], [0.3587, 10.3109], [0.3665, 10.3106], [0.3761, 10.3142], [0.3808, 10.3133], [0.3872, 10.3157], [0.396, 10.3142], [0.3979, 10.3078], [0.3969, 10.3045], [0.3913, 10.3026], [0.3881, 10.3041], [0.3828, 10.2996], [0.3826, 10.298], [0.3845, 10.2971], [0.3786, 10.2944], [0.3767, 10.2907], [0.378, 10.2868], [0.3758, 10.2886], [0.3728, 10.2884], [0.3724, 10.2871], [0.3741, 10.2857], [0.3728, 10.2832], [0.3717, 10.2858], [0.3692, 10.2847], [0.3723, 10.2803], [0.3794, 10.2787], [0.3816, 10.2766], [0.3816, 10.2739], [0.3724, 10.2664], [0.3639, 10.2651], [0.3611, 10.2586], [0.3596, 10.2353], [0.3612, 10.2224], [0.3602, 10.2192], [0.355, 10.2133], [0.3554, 10.2003], [0.351, 10.1919], [0.3532, 10.1834], [0.3529, 10.1733], [0.3502, 10.168], [0.3528, 10.1598], [0.3621, 10.1459], [0.3631, 10.1379], [0.3581, 10.1292], [0.3565, 10.1195], [0.3522, 10.1119], [0.3521, 10.1021], [0.355, 10.0923], [0.3608, 10.0872], [0.3645, 10.0853], [0.3802, 10.0845], [0.3952, 10.0809], [0.4149, 10.0632], [0.4174, 10.058], [0.4128, 10.0454], [0.414, 10.0341], [0.4117, 10.0278], [0.412, 10.0235], [0.4104, 10.0217], [0.402, 10.0204], [0.3941, 10.0261], [0.3757, 10.027], [0.3652, 10.035], [0.363, 10.0342], [0.3602, 10.0294], [0.3639, 10.0125], [0.357, 9.9967], [0.3615, 9.9794], [0.3697, 9.964], [0.3749, 9.958], [0.3863, 9.9495], [0.3863, 9.9376], [0.3784, 9.9346], [0.3651, 9.9321], [0.3626, 9.9406], [0.3584, 9.9422], [0.3535, 9.9476], [0.3497, 9.9487], [0.3483, 9.9485], [0.3472, 9.9454], [0.3487, 9.9403], [0.3469, 9.9385], [0.325, 9.944], [0.3245, 9.9631], [0.311, 9.9599], [0.3067, 9.9648], [0.308, 9.9665], [0.3097, 9.9652], [0.3057, 9.972], [0.307, 9.9752], [0.3046, 9.9754], [0.3038, 9.9772], [0.2901, 9.9738], [0.2765, 9.9741], [0.2745, 9.972], [0.2698, 9.9711], [0.2697, 9.9678], [0.263, 9.959], [0.2617, 9.9595], [0.2626, 9.9617], [0.2591, 9.9638], [0.2589, 9.9627], [0.2556, 9.9631], [0.2508, 9.9591], [0.2388, 9.9596], [0.2335, 9.9563], [0.2266, 9.9607], [0.2065, 9.9604], [0.2005, 9.964], [0.1897, 9.9665], [0.1873, 9.968], [0.1907, 9.9742], [0.1838, 9.9796], [0.1814, 9.9804], [0.1759, 9.9786], [0.1554, 9.9861], [0.1514, 9.9835], [0.1482, 9.977], [0.1394, 9.9715], [0.1379, 9.966], [0.1301, 9.9567], [0.1298, 9.9669], [0.1271, 9.9717], [0.1191, 9.9692], [0.1122, 9.9721], [0.1104, 9.9684], [0.1069, 9.9674], [0.099, 9.9733], [0.0972, 9.9707], [0.0933, 9.9712], [0.085, 9.9651], [0.0782, 9.9685], [0.0717, 9.9664], [0.0718, 9.9771], [0.0687, 9.9797], [0.066, 9.9891], [0.063, 9.994], [0.0637, 9.9997], [0.069, 10.0019], [0.0827, 9.9982], [0.0866, 10.0017], [0.0913, 10.0013], [0.1007, 10.0047], [0.1056, 10.0035], [0.1095, 10.0051], [0.1124, 10.0106], [0.1164, 10.0124], [0.1195, 10.017], [0.1204, 10.0248], [0.1245, 10.0285], [0.1224, 10.0324], [0.1228, 10.037], [0.1244, 10.0388], [0.1217, 10.0425], [0.1225, 10.0455], [0.1189, 10.0455], [0.121, 10.0492], [0.1188, 10.0541], [0.1172, 10.0536], [0.1186, 10.0569], [0.1182, 10.0617], [0.1157, 10.0626], [0.1133, 10.0705], [0.1133, 10.0766], [0.1159, 10.0791], [0.1172, 10.0786], [0.1183, 10.0826], [0.1149, 10.0942], [0.1124, 10.095], [0.1135, 10.0994], [0.1106, 10.1036], [0.1124, 10.1066], [0.1106, 10.108], [0.1123, 10.1083], [0.1111, 10.1099], [0.1086, 10.1095], [0.1089, 10.1143], [0.1071, 10.1157], [0.1087, 10.1162], [0.1059, 10.1187], [0.1098, 10.1247], [0.1089, 10.1266], [0.1113, 10.1289], [0.1113, 10.131], [0.105, 10.1326], [0.1017, 10.137], [0.0982, 10.1376], [0.0978, 10.14], [0.0965, 10.1401], [0.0972, 10.1421], [0.0943, 10.1437], [0.0952, 10.1451], [0.0914, 10.1495], [0.0913, 10.1521], [0.0874, 10.151], [0.0812, 10.1565], [0.0813, 10.1581], [0.0794, 10.1584], [0.0755, 10.1672], [0.0735, 10.168], [0.0732, 10.1716], [0.0685, 10.1744], [0.0662, 10.1718], [0.0642, 10.1721], [0.0609, 10.1801], [0.0618, 10.1844], [0.0653, 10.1886], [0.0645, 10.1963], [0.066, 10.2009], [0.0771, 10.2052], [0.0819, 10.2127], [0.0853, 10.2141], [0.0803, 10.2182], [0.0763, 10.2283], [0.0863, 10.2422], [0.091, 10.2435], [0.09, 10.2498], [0.0821, 10.256], [0.0774, 10.2884], [0.0737, 10.2951], [0.0678, 10.2931], [0.0581, 10.2939], [0.054, 10.3184], [0.0484, 10.3334], [0.049, 10.3427], [0.0437, 10.339], [0.0402, 10.3395], [0.0334, 10.336], [0.0292, 10.3387], [0.0243, 10.3323], [0.0235, 10.3333], [0.0209, 10.3318], [0.0182, 10.3338], [0.0094, 10.3321], [0.007, 10.3301], [0.0031, 10.3317], [-0.0068, 10.3305], [-0.008, 10.3286], [-0.013, 10.3306], [-0.019, 10.3286], [-0.0214, 10.3226], [-0.025, 10.3213], [-0.0278, 10.3162], [-0.0257, 10.3144], [-0.0286, 10.309], [-0.0275, 10.3042], [-0.0296, 10.3008], [-0.0282, 10.2914], [-0.0301, 10.2892], [-0.0272, 10.2831], [-0.0282, 10.28], [-0.0262, 10.2788], [-0.0248, 10.2712], [-0.0436, 10.283], [-0.0726, 10.2952], [-0.0882, 10.295], [-0.0865, 10.2897], [-0.0936, 10.2695], [-0.1183, 10.288], [-0.13, 10.2922], [-0.1459, 10.2949], [-0.1477, 10.294], [-0.1493, 10.2952], [-0.1522, 10.2946], [-0.1539, 10.2924], [-0.1549, 10.2933], [-0.1572, 10.2879], [-0.1623, 10.2834], [-0.1657, 10.2832], [-0.1661, 10.2811], [-0.1669, 10.2825], [-0.1693, 10.2822], [-0.1789, 10.2777], [-0.1815, 10.28], [-0.1831, 10.278], [-0.19, 10.2787], [-0.1935, 10.2763], [-0.1953, 10.2767], [-0.199, 10.2734], [-0.203, 10.2658], [-0.2072, 10.2695], [-0.2158, 10.2733], [-0.2229, 10.2795], [-0.2383, 10.2878], [-0.2421, 10.2866], [-0.2453, 10.2883], [-0.2484, 10.2856], [-0.2557, 10.2853], [-0.2604, 10.2809], [-0.2611, 10.2781], [-0.2694, 10.2762], [-0.2717, 10.2795], [-0.2843, 10.2826], [-0.2955, 10.2914], [-0.3099, 10.291], [-0.3157, 10.2908], [-0.3233, 10.2842], [-0.3302, 10.2847], [-0.3331, 10.2822], [-0.3324, 10.2811], [-0.3388, 10.2804], [-0.3437, 10.2764], [-0.3528, 10.2751], [-0.3549, 10.2735], [-0.3538, 10.268], [-0.3563, 10.266], [-0.3567, 10.2629], [-0.3595, 10.2617], [-0.3636, 10.268], [-0.3717, 10.2751], [-0.3781, 10.2885], [-0.3859, 10.2979], [-0.3946, 10.2977], [-0.4275, 10.3019], [-0.4406, 10.299], [-0.4553, 10.3017], [-0.4695, 10.3136], [-0.4815, 10.3263], [-0.484, 10.3275], [-0.4888, 10.3226], [-0.491, 10.3237], [-0.4908, 10.3255], [-0.4943, 10.326], [-0.5044, 10.3179], [-0.5061, 10.3126], [-0.5053, 10.3049], [-0.5036, 10.3033], [-0.5048, 10.2983], [-0.5031, 10.2954], [-0.5056, 10.2924], [-0.5009, 10.2902], [-0.5015, 10.2847], [-0.4983, 10.284], [-0.497, 10.2815], [-0.5003, 10.276], [-0.4977, 10.2714], [-0.5011, 10.27], [-0.5052, 10.2707], [-0.5053, 10.2664], [-0.5032, 10.2654], [-0.5013, 10.259], [-0.5024, 10.2568], [-0.5099, 10.2554], [-0.5107, 10.2527], [-0.5068, 10.2455], [-0.4989, 10.2407], [-0.499, 10.2374], [-0.5029, 10.2406], [-0.5096, 10.2367], [-0.5133, 10.2401], [-0.5123, 10.243], [-0.5152, 10.2417], [-0.514, 10.2482], [-0.5194, 10.2459], [-0.5198, 10.2391], [-0.5219, 10.234], [-0.5238, 10.2401], [-0.5325, 10.2538], [-0.5316, 10.2615], [-0.5343, 10.2671], [-0.5379, 10.2619], [-0.5411, 10.2614], [-0.5408, 10.2566], [-0.544, 10.2492], [-0.5467, 10.248], [-0.5455, 10.2413], [-0.5469, 10.2356], [-0.5461, 10.2339], [-0.5416, 10.2326], [-0.5411, 10.2257], [-0.5476, 10.2105], [-0.5582, 10.1967], [-0.5635, 10.1947], [-0.565, 10.1907], [-0.5664, 10.1913], [-0.5668, 10.1898], [-0.5727, 10.187], [-0.5768, 10.1819], [-0.5788, 10.182], [-0.5808, 10.1767], [-0.59, 10.1734], [-0.5954, 10.1657], [-0.5948, 10.163], [-0.5991, 10.1602], [-0.6029, 10.1611], [-0.6033, 10.1626], [-0.6256, 10.1655], [-0.6268, 10.1677], [-0.6245, 10.1729], [-0.632, 10.1759], [-0.6337, 10.1838], [-0.6418, 10.1864], [-0.6414, 10.1886], [-0.6435, 10.1901], [-0.6472, 10.1885], [-0.65, 10.1815], [-0.6527, 10.1807], [-0.654, 10.1882], [-0.6518, 10.1899], [-0.652, 10.1917], [-0.6541, 10.1928], [-0.6579, 10.192], [-0.6597, 10.1878], [-0.6673, 10.1795], [-0.6753, 10.1825], [-0.6814, 10.1809], [-0.6829, 10.1897], [-0.6859, 10.184], [-0.69, 10.1822], [-0.6928, 10.1848], [-0.6922, 10.1883], [-0.694, 10.1885], [-0.6994, 10.1798], [-0.7103, 10.1774], [-0.7119, 10.1814], [-0.7111, 10.1844], [-0.7182, 10.1789], [-0.718, 10.1761], [-0.7138, 10.1763], [-0.7123, 10.1749], [-0.7128, 10.172], [-0.7154, 10.1714], [-0.7116, 10.1629], [-0.7209, 10.1687], [-0.7255, 10.1681], [-0.7326, 10.1707], [-0.7372, 10.1672], [-0.7317, 10.1622], [-0.7334, 10.1599], [-0.7446, 10.1673], [-0.748, 10.1655], [-0.7473, 10.1615], [-0.7501, 10.1593], [-0.7581, 10.1605], [-0.764, 10.1651], [-0.7669, 10.159], [-0.7748, 10.1537], [-0.7782, 10.1568], [-0.7803, 10.1562], [-0.7803, 10.146], [-0.7834, 10.1419], [-0.7868, 10.1463], [-0.7843, 10.1495], [-0.7869, 10.1518], [-0.7926, 10.1491], [-0.7941, 10.1455], [-0.7979, 10.1482], [-0.7998, 10.1563], [-0.804, 10.1552], [-0.8164, 10.1311], [-0.8178, 10.1253], [-0.8205, 10.1261], [-0.8219, 10.1249], [-0.8219, 10.1216], [-0.82, 10.1198], [-0.8212, 10.1182], [-0.8269, 10.1188], [-0.8326, 10.1224], [-0.837, 10.1218], [-0.8385, 10.1255], [-0.8363, 10.1286], [-0.8372, 10.132], [-0.8456, 10.1317], [-0.8544, 10.1281], [-0.8559, 10.1244], [-0.8538, 10.1211], [-0.8491, 10.1184], [-0.8491, 10.1149], [-0.8565, 10.1117], [-0.8597, 10.1072], [-0.8576, 10.1064], [-0.8579, 10.1039], [-0.8666, 10.0985], [-0.8685, 10.0957], [-0.8603, 10.0893], [-0.8579, 10.0854], [-0.8697, 10.0761], [-0.8698, 10.0729], [-0.8672, 10.0684], [-0.8676, 10.0625], [-0.8636, 10.0615], [-0.8647, 10.0557], [-0.8716, 10.0549], [-0.878, 10.06], [-0.8818, 10.0597], [-0.8826, 10.052], [-0.8814, 10.0486], [-0.8881, 10.0522], [-0.8904, 10.0493], [-0.891, 10.0444], [-0.8861, 10.0354], [-0.8899, 10.034], [-0.8929, 10.0362], [-0.895, 10.0339], [-0.8966, 10.0244], [-0.8954, 10.0195], [-0.9012, 10.021], [-0.9049, 10.0251], [-0.9101, 10.0235], [-0.9121, 10.0124], [-0.9105, 10.011], [-0.9061, 10.0129], [-0.9125, 10.0095], [-0.9163, 10.0104], [-0.9173, 10.0134], [-0.9194, 10.0131], [-0.9215, 10.0083], [-0.9215, 10.0002], [-0.9262, 10.0028], [-0.9316, 10.0106], [-0.9378, 10.0115], [-0.9404, 10.0083], [-0.9391, 10.0015], [-0.943, 9.998], [-0.9395, 9.9926], [-0.9403, 9.99], [-0.9534, 9.9929], [-0.9623, 9.9906], [-0.9644, 9.9875], [-0.966, 9.9776], [-0.9706, 9.9714], [-0.9726, 9.9647], [-0.9704, 9.9563], [-0.9754, 9.9578], [-0.9807, 9.9629], [-0.9826, 9.9631], [-0.9848, 9.9607], [-0.9848, 9.9496], [-0.9809, 9.9444], [-0.9881, 9.9453], [-0.9921, 9.9435], [-0.9908, 9.9519], [-0.9933, 9.9562], [-1.0002, 9.9609], [-1.0022, 9.965], [-1.0015, 9.9704], [-0.9977, 9.9766], [-0.9902, 9.9805], [-0.9871, 9.9851], [-0.9915, 9.9918], [-0.9882, 9.996], [-0.9883, 10.0022], [-0.9933, 10.0068], [-1.0023, 10.0104], [-1.0027, 10.0185], [-1.0103, 10.0242], [-1.0112, 10.0262], [-1.0073, 10.0232], [-1.0127, 10.0281], [-1.0149, 10.0416], [-1.0262, 10.0601], [-1.0266, 10.0676], [-1.0241, 10.0745], [-1.0137, 10.0764], [-1.0108, 10.0783], [-1.0106, 10.0878], [-1.012, 10.0929], [-1.0168, 10.0988], [-1.0211, 10.1007], [-1.0319, 10.0979], [-1.0447, 10.1001], [-1.0516, 10.1035], [-1.0617, 10.1036], [-1.0701, 10.1059], [-1.0698, 10.1079], [-1.0611, 10.1125], [-1.0621, 10.1211], [-1.0889, 10.1222], [-1.0927, 10.1271], [-1.0937, 10.1366], [-1.0862, 10.1523], [-1.0795, 10.1567], [-1.0636, 10.1553], [-1.0579, 10.1576], [-1.0678, 10.1655], [-1.0722, 10.1734], [-1.0859, 10.179], [-1.0945, 10.1845], [-1.1025, 10.1864], [-1.1107, 10.1871], [-1.1235, 10.1507], [-1.1283, 10.1429], [-1.1313, 10.1412], [-1.1221, 10.1302], [-1.1262, 10.1154], [-1.1307, 10.1127], [-1.1362, 10.1147], [-1.1399, 10.1193], [-1.1647, 10.1073], [-1.2102, 10.0884], [-1.228, 10.0631], [-1.2414, 10.0355], [-1.2361, 10.0314], [-1.2376, 10.0264], [-1.2428, 10.027], [-1.244, 10.0305], [-1.2496, 10.031], [-1.2562, 10.0355], [-1.2611, 10.0347], [-1.2649, 10.0315], [-1.2763, 10.0316], [-1.2768, 10.0354], [-1.2795, 10.038], [-1.2839, 10.038], [-1.2877, 10.0355], [-1.3021, 10.0493], [-1.3031, 10.054], [-1.3063, 10.0544], [-1.3103, 10.0622], [-1.3089, 10.0636], [-1.3101, 10.066], [-1.3124, 10.0661], [-1.3141, 10.064], [-1.3225, 10.0659], [-1.355, 10.0797], [-1.3683, 10.089], [-1.3672, 10.0919], [-1.3696, 10.0946], [-1.3727, 10.0947], [-1.3749, 10.0915], [-1.3832, 10.0901], [-1.3937, 10.0909], [-1.4059, 10.0941], [-1.407, 10.0912], [-1.4095, 10.0916], [-1.4119, 10.0891], [-1.4368, 10.1034], [-1.4439, 10.1013], [-1.4575, 10.1037], [-1.4674, 10.1036], [-1.4724, 10.1004], [-1.4783, 10.0996], [-1.4814, 10.0967], [-1.4867, 10.0956], [-1.4897, 10.0925], [-1.4961, 10.0908], [-1.5053, 10.0833], [-1.5083, 10.0829], [-1.5159, 10.0868], [-1.5231, 10.0841], [-1.5283, 10.0799], [-1.5321, 10.0741], [-1.5383, 10.0714], [-1.5432, 10.0726], [-1.5463, 10.0705], [-1.5485, 10.0718], [-1.5489, 10.0824], [-1.5513, 10.0928], [-1.5574, 10.0978], [-1.5586, 10.0914], [-1.5663, 10.0921], [-1.5794, 10.0894], [-1.5796, 10.0852], [-1.582, 10.0811], [-1.5877, 10.0779], [-1.5867, 10.081]]]], "type": "MultiPolygon"}, "id": "7", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA8_2", "HASC_1": "NA", "ISO_1": "GH-NE", "NAME_1": "NorthEast", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.3735, 8.2146, 0.5666, 10.3427], "geometry": {"coordinates": [[[[0.1076, 8.4949], [0.1208, 8.4854], [0.105, 8.4756], [0.0949, 8.4716], [0.0816, 8.4608], [0.0907, 8.4454], [0.0929, 8.4275], [0.0924, 8.4191], [0.0865, 8.4032], [0.1047, 8.3901], [0.1248, 8.3828], [0.1334, 8.3861], [0.1491, 8.386], [0.1653, 8.3911], [0.2075, 8.4101], [0.223, 8.4071], [0.234, 8.3983], [0.2443, 8.3865], [0.245, 8.3673], [0.2428, 8.3541], [0.2353, 8.3438], [0.2275, 8.3422], [0.2035, 8.3413], [0.1903, 8.3334], [0.1858, 8.3264], [0.1852, 8.3227], [0.1884, 8.3152], [0.1966, 8.3017], [0.198, 8.2915], [0.1952, 8.2721], [0.1963, 8.2602], [0.1939, 8.2533], [0.1892, 8.2493], [0.1687, 8.2448], [0.1629, 8.2415], [0.1449, 8.2409], [0.1232, 8.2324], [0.1299, 8.2146], [0.1167, 8.2177], [0.1152, 8.2291], [0.1079, 8.2239], [0.1056, 8.2247], [0.105, 8.2273], [0.0959, 8.2303], [0.0872, 8.2243], [0.0848, 8.226], [0.0786, 8.2231], [0.0796, 8.2265], [0.0823, 8.2278], [0.0858, 8.233], [0.0889, 8.2315], [0.0943, 8.2328], [0.1021, 8.2358], [0.1044, 8.239], [0.1019, 8.2472], [0.0908, 8.2634], [0.0912, 8.2665], [0.082, 8.273], [0.0806, 8.28], [0.0732, 8.2833], [0.0601, 8.282], [0.0527, 8.2906], [0.0493, 8.2918], [0.0428, 8.2911], [0.0334, 8.296], [0.0184, 8.2986], [0.0106, 8.2976], [-0.0026, 8.3205], [-0.0163, 8.3248], [-0.0224, 8.3304], [-0.0242, 8.3287], [-0.0306, 8.3297], [-0.0367, 8.3332], [-0.0395, 8.3353], [-0.0408, 8.3398], [-0.0386, 8.3431], [-0.04, 8.349], [-0.048, 8.3521], [-0.05, 8.351], [-0.0585, 8.3524], [-0.0643, 8.3512], [-0.0676, 8.3484], [-0.0663, 8.345], [-0.0677, 8.3398], [-0.0843, 8.3373], [-0.0874, 8.3324], [-0.0921, 8.3341], [-0.0943, 8.3327], [-0.1, 8.334], [-0.1025, 8.3364], [-0.1103, 8.3359], [-0.1133, 8.3244], [-0.1141, 8.2973], [-0.1255, 8.2724], [-0.1427, 8.2721], [-0.1426, 8.2817], [-0.1469, 8.2898], [-0.1553, 8.2942], [-0.1582, 8.2977], [-0.1636, 8.3128], [-0.1695, 8.3173], [-0.1742, 8.3264], [-0.1784, 8.3295], [-0.1841, 8.3378], [-0.1851, 8.3539], [-0.1871, 8.358], [-0.19, 8.3571], [-0.1929, 8.3502], [-0.1961, 8.3477], [-0.2045, 8.3507], [-0.2102, 8.3506], [-0.2146, 8.341], [-0.2179, 8.3385], [-0.2317, 8.3394], [-0.238, 8.3429], [-0.2425, 8.341], [-0.2479, 8.3337], [-0.2606, 8.3369], [-0.2632, 8.3358], [-0.2675, 8.3261], [-0.2783, 8.3197], [-0.2857, 8.3219], [-0.3006, 8.3187], [-0.3075, 8.3204], [-0.3157, 8.3296], [-0.3212, 8.3317], [-0.3259, 8.3369], [-0.3255, 8.3421], [-0.3179, 8.3444], [-0.3066, 8.3581], [-0.299, 8.3529], [-0.2756, 8.3533], [-0.268, 8.3504], [-0.2591, 8.3494], [-0.253, 8.3517], [-0.2497, 8.3669], [-0.2493, 8.3803], [-0.2432, 8.3883], [-0.2381, 8.3989], [-0.2347, 8.4144], [-0.2263, 8.4271], [-0.2208, 8.44], [-0.2188, 8.4555], [-0.2227, 8.4555], [-0.2282, 8.4587], [-0.2335, 8.4574], [-0.2409, 8.4665], [-0.2428, 8.4727], [-0.2304, 8.4754], [-0.2239, 8.4727], [-0.222, 8.4752], [-0.2193, 8.475], [-0.2168, 8.4731], [-0.2175, 8.47], [-0.2129, 8.468], [-0.2121, 8.4833], [-0.2101, 8.4868], [-0.2075, 8.4868], [-0.2006, 8.4816], [-0.1971, 8.4816], [-0.1951, 8.4833], [-0.2082, 8.4946], [-0.2045, 8.4972], [-0.2005, 8.5154], [-0.2019, 8.5167], [-0.1994, 8.522], [-0.2012, 8.5245], [-0.2053, 8.5251], [-0.2065, 8.5268], [-0.2064, 8.5381], [-0.2042, 8.5428], [-0.1975, 8.5469], [-0.1967, 8.5521], [-0.2002, 8.5542], [-0.2147, 8.5527], [-0.2212, 8.5613], [-0.2227, 8.5705], [-0.2292, 8.5674], [-0.2347, 8.5721], [-0.2382, 8.5677], [-0.2373, 8.5621], [-0.239, 8.5592], [-0.2447, 8.558], [-0.2457, 8.556], [-0.2492, 8.5577], [-0.2552, 8.5549], [-0.2579, 8.5553], [-0.2602, 8.553], [-0.2601, 8.5466], [-0.2657, 8.5469], [-0.2696, 8.5421], [-0.2691, 8.5507], [-0.2745, 8.5568], [-0.2777, 8.5575], [-0.2823, 8.5534], [-0.2828, 8.5495], [-0.2868, 8.5496], [-0.287, 8.5464], [-0.2895, 8.5438], [-0.2973, 8.5415], [-0.2983, 8.544], [-0.2941, 8.5454], [-0.2937, 8.5479], [-0.2984, 8.5468], [-0.3044, 8.5349], [-0.3055, 8.5352], [-0.3056, 8.5386], [-0.3104, 8.539], [-0.3122, 8.5275], [-0.3145, 8.5294], [-0.3138, 8.5329], [-0.3167, 8.5328], [-0.3184, 8.5357], [-0.3225, 8.5315], [-0.333, 8.5336], [-0.3355, 8.5306], [-0.3367, 8.5386], [-0.3465, 8.551], [-0.3498, 8.56], [-0.3485, 8.5647], [-0.3447, 8.5659], [-0.3436, 8.5685], [-0.3464, 8.5703], [-0.3509, 8.5697], [-0.356, 8.5712], [-0.3637, 8.5815], [-0.3607, 8.5885], [-0.3578, 8.5902], [-0.3594, 8.5954], [-0.3576, 8.599], [-0.3623, 8.5988], [-0.3652, 8.5921], [-0.3715, 8.587], [-0.3734, 8.5876], [-0.3734, 8.598], [-0.378, 8.598], [-0.3794, 8.5928], [-0.383, 8.5923], [-0.391, 8.5953], [-0.3963, 8.593], [-0.3962, 8.5979], [-0.3974, 8.5985], [-0.3985, 8.5964], [-0.3996, 8.603], [-0.4024, 8.6044], [-0.4042, 8.604], [-0.404, 8.6016], [-0.4066, 8.6008], [-0.4075, 8.5978], [-0.4111, 8.599], [-0.4092, 8.6072], [-0.4124, 8.6101], [-0.4151, 8.6078], [-0.4172, 8.6138], [-0.415, 8.6142], [-0.4136, 8.6166], [-0.4152, 8.6197], [-0.4125, 8.6259], [-0.4192, 8.639], [-0.4199, 8.6437], [-0.4178, 8.646], [-0.4214, 8.6501], [-0.4233, 8.65], [-0.4304, 8.6432], [-0.4348, 8.6442], [-0.4363, 8.6499], [-0.4328, 8.6553], [-0.4327, 8.6588], [-0.4358, 8.6575], [-0.4394, 8.6594], [-0.4392, 8.6632], [-0.4405, 8.6641], [-0.4438, 8.662], [-0.4471, 8.6624], [-0.4537, 8.6756], [-0.4596, 8.6785], [-0.4598, 8.675], [-0.4637, 8.6745], [-0.4635, 8.6727], [-0.4699, 8.6718], [-0.4719, 8.679], [-0.4759, 8.6831], [-0.4819, 8.6816], [-0.4851, 8.6825], [-0.4868, 8.6876], [-0.4864, 8.6985], [-0.4849, 8.7015], [-0.4854, 8.703], [-0.4902, 8.7043], [-0.4906, 8.7114], [-0.4861, 8.7265], [-0.4756, 8.7337], [-0.4713, 8.7339], [-0.4629, 8.7243], [-0.4562, 8.7209], [-0.4483, 8.727], [-0.4481, 8.7295], [-0.4446, 8.7275], [-0.4438, 8.7248], [-0.4422, 8.7259], [-0.4356, 8.719], [-0.4309, 8.7165], [-0.4316, 8.7284], [-0.4132, 8.734], [-0.4084, 8.7318], [-0.4087, 8.7285], [-0.4108, 8.7296], [-0.4123, 8.7266], [-0.4117, 8.7222], [-0.4142, 8.7186], [-0.4124, 8.7081], [-0.4087, 8.7117], [-0.4076, 8.7155], [-0.4063, 8.7115], [-0.4075, 8.7084], [-0.4057, 8.7071], [-0.4022, 8.7107], [-0.3966, 8.713], [-0.3958, 8.7116], [-0.3868, 8.7114], [-0.3874, 8.7088], [-0.381, 8.7114], [-0.3838, 8.724], [-0.3764, 8.7245], [-0.3688, 8.7225], [-0.3691, 8.7256], [-0.3659, 8.7348], [-0.3699, 8.7398], [-0.3713, 8.7386], [-0.3734, 8.7402], [-0.3728, 8.7432], [-0.3683, 8.7429], [-0.3586, 8.7481], [-0.3537, 8.7544], [-0.3458, 8.7584], [-0.3438, 8.7549], [-0.3397, 8.7559], [-0.3363, 8.7527], [-0.3345, 8.7472], [-0.3323, 8.7468], [-0.3294, 8.7421], [-0.3249, 8.7469], [-0.3145, 8.7507], [-0.3144, 8.765], [-0.3084, 8.7674], [-0.3077, 8.7699], [-0.3097, 8.7729], [-0.3074, 8.7766], [-0.3094, 8.7856], [-0.3058, 8.7841], [-0.3046, 8.7871], [-0.3065, 8.7956], [-0.3032, 8.7948], [-0.3029, 8.7995], [-0.3004, 8.7988], [-0.3005, 8.8039], [-0.2971, 8.8059], [-0.2995, 8.8091], [-0.2952, 8.8103], [-0.2994, 8.8193], [-0.3049, 8.8188], [-0.308, 8.8205], [-0.3166, 8.8162], [-0.3211, 8.8193], [-0.3227, 8.8341], [-0.326, 8.837], [-0.3343, 8.837], [-0.3376, 8.8401], [-0.3384, 8.8453], [-0.3429, 8.8464], [-0.3425, 8.8505], [-0.3446, 8.8555], [-0.3434, 8.8567], [-0.3431, 8.8553], [-0.3411, 8.856], [-0.3389, 8.861], [-0.3416, 8.8631], [-0.3419, 8.861], [-0.3437, 8.8614], [-0.3429, 8.865], [-0.3402, 8.8673], [-0.3335, 8.8666], [-0.3305, 8.8589], [-0.3269, 8.8631], [-0.3104, 8.8583], [-0.3042, 8.8584], [-0.2997, 8.8608], [-0.2985, 8.8632], [-0.3001, 8.8649], [-0.2951, 8.8657], [-0.2963, 8.8706], [-0.3027, 8.8789], [-0.3034, 8.8829], [-0.302, 8.8857], [-0.2969, 8.8862], [-0.2952, 8.8887], [-0.291, 8.8855], [-0.288, 8.8882], [-0.2879, 8.8924], [-0.2795, 8.896], [-0.2795, 8.8993], [-0.2813, 8.898], [-0.282, 8.899], [-0.281, 8.9013], [-0.2744, 8.8997], [-0.2728, 8.9034], [-0.2683, 8.9007], [-0.2656, 8.9007], [-0.2641, 8.9026], [-0.2628, 8.8999], [-0.2543, 8.9013], [-0.252, 8.9032], [-0.253, 8.9047], [-0.2435, 8.9093], [-0.2486, 8.9174], [-0.243, 8.9202], [-0.2402, 8.918], [-0.2375, 8.9203], [-0.2406, 8.9219], [-0.2397, 8.9252], [-0.2421, 8.9308], [-0.2407, 8.9311], [-0.2365, 8.9401], [-0.2339, 8.9407], [-0.2336, 8.9363], [-0.2279, 8.9381], [-0.2263, 8.938], [-0.2254, 8.9354], [-0.222, 8.9358], [-0.2207, 8.9386], [-0.2176, 8.94], [-0.2184, 8.9422], [-0.2158, 8.9427], [-0.2132, 8.946], [-0.2075, 8.9474], [-0.2013, 8.9467], [-0.1987, 8.951], [-0.1979, 8.9539], [-0.1997, 8.9576], [-0.197, 8.9594], [-0.1959, 8.9637], [-0.1955, 8.9752], [-0.2028, 8.9984], [-0.2042, 8.9996], [-0.2051, 8.9976], [-0.206, 8.9986], [-0.204, 9.0047], [-0.2124, 9.012], [-0.2117, 9.0132], [-0.2094, 9.0124], [-0.211, 9.017], [-0.209, 9.0198], [-0.2088, 9.0272], [-0.2173, 9.0295], [-0.2184, 9.0328], [-0.2119, 9.0456], [-0.2131, 9.0515], [-0.204, 9.0628], [-0.2092, 9.0718], [-0.2112, 9.0728], [-0.213, 9.0789], [-0.2081, 9.0824], [-0.2103, 9.0861], [-0.2083, 9.0891], [-0.2093, 9.0941], [-0.206, 9.0956], [-0.2078, 9.1029], [-0.2026, 9.1089], [-0.2104, 9.1109], [-0.214, 9.1087], [-0.2156, 9.11], [-0.2182, 9.1085], [-0.219, 9.1115], [-0.2223, 9.1127], [-0.223, 9.1148], [-0.2216, 9.1168], [-0.2241, 9.119], [-0.2236, 9.1212], [-0.2254, 9.1206], [-0.2267, 9.1224], [-0.231, 9.1234], [-0.2372, 9.1179], [-0.2415, 9.1225], [-0.2425, 9.1209], [-0.2473, 9.123], [-0.247, 9.1251], [-0.2501, 9.1269], [-0.2501, 9.1293], [-0.253, 9.1291], [-0.2547, 9.1266], [-0.2585, 9.1264], [-0.261, 9.13], [-0.27, 9.1296], [-0.2717, 9.1331], [-0.282, 9.1378], [-0.2837, 9.1422], [-0.2819, 9.1453], [-0.2852, 9.146], [-0.2844, 9.147], [-0.2871, 9.1483], [-0.2848, 9.1502], [-0.2866, 9.1549], [-0.2903, 9.1549], [-0.2894, 9.16], [-0.2913, 9.1608], [-0.2909, 9.1628], [-0.2937, 9.1671], [-0.2943, 9.1766], [-0.2966, 9.1757], [-0.2974, 9.1775], [-0.3029, 9.1791], [-0.3028, 9.1804], [-0.3081, 9.1811], [-0.3093, 9.1866], [-0.3084, 9.1882], [-0.3104, 9.1888], [-0.3085, 9.1901], [-0.3106, 9.1919], [-0.3093, 9.1934], [-0.3173, 9.1972], [-0.324, 9.2093], [-0.3272, 9.2108], [-0.3319, 9.2097], [-0.3404, 9.2112], [-0.3429, 9.2142], [-0.3527, 9.2175], [-0.3586, 9.2234], [-0.3781, 9.228], [-0.3908, 9.2354], [-0.4196, 9.2225], [-0.4263, 9.2227], [-0.4303, 9.2247], [-0.4359, 9.231], [-0.4524, 9.2357], [-0.4631, 9.2429], [-0.4693, 9.2425], [-0.4747, 9.2476], [-0.4833, 9.2504], [-0.4896, 9.2495], [-0.5096, 9.2607], [-0.5119, 9.2651], [-0.5104, 9.2687], [-0.511, 9.274], [-0.5195, 9.2822], [-0.5255, 9.2815], [-0.5351, 9.2746], [-0.5401, 9.2755], [-0.5412, 9.2771], [-0.5437, 9.2751], [-0.5531, 9.2845], [-0.5603, 9.2849], [-0.5663, 9.2882], [-0.5801, 9.3164], [-0.5851, 9.3226], [-0.5944, 9.3287], [-0.5986, 9.3239], [-0.6046, 9.323], [-0.6047, 9.3208], [-0.6069, 9.3198], [-0.6066, 9.317], [-0.6101, 9.3158], [-0.6101, 9.3113], [-0.6136, 9.3134], [-0.6139, 9.3123], [-0.6172, 9.3125], [-0.6228, 9.3098], [-0.6227, 9.3082], [-0.6261, 9.3084], [-0.627, 9.307], [-0.6341, 9.3083], [-0.6364, 9.3104], [-0.6347, 9.3115], [-0.6358, 9.3141], [-0.6327, 9.3157], [-0.6351, 9.3188], [-0.6398, 9.3183], [-0.6446, 9.3155], [-0.6542, 9.3152], [-0.6574, 9.3183], [-0.6659, 9.3184], [-0.6677, 9.3196], [-0.6675, 9.3213], [-0.671, 9.3207], [-0.6841, 9.3255], [-0.6861, 9.3255], [-0.6868, 9.3234], [-0.6869, 9.3137], [-0.689, 9.3101], [-0.6984, 9.3176], [-0.7145, 9.3262], [-0.7178, 9.3136], [-0.7116, 9.306], [-0.7112, 9.3007], [-0.7143, 9.2959], [-0.7105, 9.2901], [-0.7059, 9.2895], [-0.6973, 9.285], [-0.6984, 9.2825], [-0.694, 9.2782], [-0.6971, 9.2784], [-0.6997, 9.2835], [-0.7022, 9.2832], [-0.7084, 9.2871], [-0.711, 9.2863], [-0.7164, 9.2889], [-0.7241, 9.2879], [-0.7273, 9.2914], [-0.7317, 9.2899], [-0.7367, 9.292], [-0.746, 9.2923], [-0.7477, 9.2941], [-0.7548, 9.2931], [-0.759, 9.2955], [-0.7644, 9.296], [-0.7749, 9.3029], [-0.7955, 9.3089], [-0.8059, 9.3189], [-0.8146, 9.3129], [-0.8228, 9.3116], [-0.8328, 9.2973], [-0.8424, 9.2996], [-0.8469, 9.2988], [-0.8484, 9.2967], [-0.8501, 9.3004], [-0.8491, 9.3043], [-0.8597, 9.3064], [-0.8699, 9.3063], [-0.8787, 9.302], [-0.8797, 9.2999], [-0.8827, 9.3093], [-0.8851, 9.3104], [-0.889, 9.3082], [-0.9044, 9.3056], [-0.9264, 9.2963], [-0.9305, 9.2988], [-0.9337, 9.2985], [-0.9362, 9.2963], [-0.9491, 9.298], [-0.9551, 9.3005], [-0.9605, 9.3053], [-0.9599, 9.3129], [-0.9629, 9.3243], [-0.9626, 9.3347], [-0.9691, 9.3342], [-0.9765, 9.3366], [-0.979, 9.3334], [-0.9887, 9.3289], [-0.996, 9.3289], [-1.0044, 9.323], [-1.009, 9.3172], [-1.0137, 9.3143], [-1.0196, 9.3133], [-1.0204, 9.3165], [-1.0136, 9.3297], [-1.0212, 9.3325], [-1.0248, 9.3374], [-1.031, 9.3416], [-1.0407, 9.3448], [-1.051, 9.3397], [-1.0509, 9.3369], [-1.0531, 9.3365], [-1.055, 9.3337], [-1.0535, 9.3332], [-1.0537, 9.3313], [-1.0578, 9.3279], [-1.0601, 9.3268], [-1.0621, 9.3281], [-1.0658, 9.3253], [-1.0664, 9.3279], [-1.0695, 9.3263], [-1.0744, 9.3265], [-1.0753, 9.3252], [-1.077, 9.3263], [-1.0768, 9.3235], [-1.0789, 9.3235], [-1.0797, 9.3215], [-1.0822, 9.3223], [-1.083, 9.3198], [-1.0899, 9.3191], [-1.0955, 9.3154], [-1.0958, 9.312], [-1.098, 9.3124], [-1.0995, 9.3092], [-1.1008, 9.3102], [-1.1063, 9.3082], [-1.1071, 9.3099], [-1.1059, 9.3109], [-1.1077, 9.3108], [-1.1075, 9.3126], [-1.1093, 9.3121], [-1.1092, 9.3144], [-1.1112, 9.3158], [-1.1134, 9.315], [-1.1167, 9.3175], [-1.1184, 9.3163], [-1.1204, 9.3184], [-1.1284, 9.3172], [-1.1302, 9.3199], [-1.1327, 9.3194], [-1.1321, 9.3175], [-1.1353, 9.3196], [-1.1392, 9.3172], [-1.142, 9.3192], [-1.1431, 9.3175], [-1.1454, 9.3204], [-1.1489, 9.3185], [-1.1553, 9.3195], [-1.1563, 9.3212], [-1.1572, 9.3184], [-1.1603, 9.3195], [-1.166, 9.3177], [-1.1652, 9.3212], [-1.1669, 9.3202], [-1.1699, 9.3212], [-1.1712, 9.3197], [-1.1721, 9.3212], [-1.1747, 9.3175], [-1.1788, 9.3157], [-1.1785, 9.3136], [-1.1826, 9.3124], [-1.1838, 9.3102], [-1.1849, 9.3098], [-1.1851, 9.3117], [-1.1868, 9.3102], [-1.1874, 9.3121], [-1.1899, 9.311], [-1.1899, 9.3094], [-1.1932, 9.3094], [-1.1934, 9.3076], [-1.1962, 9.3086], [-1.1968, 9.3038], [-1.2001, 9.3043], [-1.2, 9.306], [-1.2033, 9.3085], [-1.2041, 9.3052], [-1.2081, 9.3054], [-1.2092, 9.3034], [-1.2126, 9.3028], [-1.2116, 9.3002], [-1.2127, 9.2983], [-1.2159, 9.2989], [-1.224, 9.2956], [-1.2248, 9.2969], [-1.2278, 9.2962], [-1.2305, 9.2906], [-1.2345, 9.2905], [-1.2425, 9.2848], [-1.241, 9.2881], [-1.2421, 9.2903], [-1.2471, 9.2942], [-1.2465, 9.2953], [-1.25, 9.2997], [-1.2533, 9.3015], [-1.257, 9.3079], [-1.2575, 9.3104], [-1.2548, 9.3103], [-1.258, 9.3142], [-1.259, 9.3198], [-1.2681, 9.3272], [-1.2691, 9.3307], [-1.2681, 9.333], [-1.2608, 9.3314], [-1.2648, 9.342], [-1.2579, 9.3522], [-1.2546, 9.3529], [-1.2559, 9.3585], [-1.2581, 9.3607], [-1.2538, 9.3642], [-1.2545, 9.369], [-1.2511, 9.372], [-1.2493, 9.3818], [-1.2478, 9.3817], [-1.2459, 9.3859], [-1.2465, 9.397], [-1.2442, 9.4001], [-1.2431, 9.4194], [-1.2501, 9.4275], [-1.2813, 9.5099], [-1.2879, 9.5165], [-1.2954, 9.5193], [-1.3018, 9.5282], [-1.3117, 9.538], [-1.3115, 9.5434], [-1.3138, 9.5488], [-1.3404, 9.5745], [-1.3641, 9.5997], [-1.3659, 9.6038], [-1.3735, 9.6086], [-1.3726, 9.6128], [-1.3673, 9.6178], [-1.3557, 9.621], [-1.3468, 9.6269], [-1.3294, 9.6338], [-1.3281, 9.6364], [-1.3308, 9.6405], [-1.3302, 9.6439], [-1.3266, 9.6469], [-1.3174, 9.648], [-1.3146, 9.6533], [-1.321, 9.6546], [-1.3219, 9.6565], [-1.3227, 9.6553], [-1.3251, 9.6561], [-1.3223, 9.6591], [-1.3242, 9.6628], [-1.3214, 9.663], [-1.3191, 9.6671], [-1.3209, 9.6691], [-1.3192, 9.6711], [-1.3207, 9.6796], [-1.3196, 9.6843], [-1.3248, 9.6888], [-1.3253, 9.698], [-1.33, 9.6985], [-1.334, 9.7039], [-1.3387, 9.706], [-1.3399, 9.7143], [-1.3444, 9.7157], [-1.3462, 9.7236], [-1.35, 9.7295], [-1.3467, 9.7338], [-1.3467, 9.7373], [-1.3488, 9.7401], [-1.3473, 9.7423], [-1.3495, 9.746], [-1.3454, 9.7489], [-1.3458, 9.7543], [-1.3482, 9.7572], [-1.3508, 9.7661], [-1.3477, 9.7773], [-1.3502, 9.7831], [-1.3515, 9.7944], [-1.3478, 9.8055], [-1.3414, 9.8081], [-1.3277, 9.8079], [-1.3264, 9.8029], [-1.3228, 9.7998], [-1.3087, 9.8011], [-1.3138, 9.8065], [-1.3142, 9.8163], [-1.3076, 9.823], [-1.3093, 9.8178], [-1.305, 9.8112], [-1.2967, 9.809], [-1.2953, 9.8063], [-1.2853, 9.8017], [-1.2736, 9.802], [-1.2697, 9.8041], [-1.2694, 9.8071], [-1.2639, 9.8161], [-1.2632, 9.8243], [-1.2535, 9.8232], [-1.2383, 9.8285], [-1.2323, 9.8257], [-1.2282, 9.8175], [-1.2234, 9.8137], [-1.2181, 9.8124], [-1.2163, 9.8008], [-1.2131, 9.7984], [-1.2073, 9.7961], [-1.2026, 9.7971], [-1.1949, 9.796], [-1.1898, 9.8001], [-1.1867, 9.8003], [-1.1809, 9.7965], [-1.1774, 9.7911], [-1.1738, 9.7906], [-1.174, 9.7945], [-1.1721, 9.7981], [-1.1743, 9.8006], [-1.174, 9.8079], [-1.169, 9.8146], [-1.171, 9.8154], [-1.1706, 9.8181], [-1.1733, 9.8203], [-1.1726, 9.8245], [-1.1717, 9.8278], [-1.1682, 9.8291], [-1.1684, 9.8327], [-1.1639, 9.8373], [-1.1654, 9.8407], [-1.1618, 9.8455], [-1.1624, 9.8485], [-1.1613, 9.8493], [-1.1628, 9.8518], [-1.1608, 9.8532], [-1.1601, 9.8565], [-1.1603, 9.8628], [-1.1632, 9.868], [-1.1622, 9.8705], [-1.1639, 9.8739], [-1.1721, 9.8797], [-1.1767, 9.892], [-1.1803, 9.894], [-1.1822, 9.898], [-1.1763, 9.9233], [-1.1787, 9.9377], [-1.1785, 9.9496], [-1.1626, 9.9522], [-1.154, 9.9486], [-1.1349, 9.9339], [-1.1267, 9.9295], [-1.1219, 9.9292], [-1.12, 9.9272], [-1.1076, 9.9273], [-1.1094, 9.9314], [-1.1133, 9.9339], [-1.1148, 9.9408], [-1.1168, 9.9422], [-1.1171, 9.9469], [-1.1232, 9.9546], [-1.1244, 9.9595], [-1.1291, 9.9632], [-1.1357, 9.9636], [-1.1378, 9.9678], [-1.1399, 9.9679], [-1.1384, 9.9697], [-1.141, 9.9727], [-1.1421, 9.98], [-1.1564, 9.9773], [-1.1592, 9.9802], [-1.163, 9.9804], [-1.1699, 9.9866], [-1.1775, 9.9892], [-1.1803, 9.9919], [-1.1969, 9.994], [-1.2029, 9.9979], [-1.203, 10.0008], [-1.2086, 10.0054], [-1.227, 10.008], [-1.2343, 10.014], [-1.2393, 10.0228], [-1.2404, 10.0261], [-1.2368, 10.0274], [-1.2361, 10.0314], [-1.2414, 10.0355], [-1.228, 10.0631], [-1.2102, 10.0884], [-1.1647, 10.1073], [-1.1399, 10.1193], [-1.1362, 10.1147], [-1.1307, 10.1127], [-1.1262, 10.1154], [-1.1221, 10.1302], [-1.1313, 10.1412], [-1.1283, 10.1429], [-1.1235, 10.1507], [-1.1107, 10.1871], [-1.0945, 10.1845], [-1.0859, 10.179], [-1.0722, 10.1734], [-1.0678, 10.1655], [-1.0579, 10.1576], [-1.0636, 10.1553], [-1.0795, 10.1567], [-1.0862, 10.1523], [-1.0937, 10.1366], [-1.0927, 10.1271], [-1.0889, 10.1222], [-1.0621, 10.1211], [-1.0611, 10.1125], [-1.0698, 10.1079], [-1.0701, 10.1059], [-1.0617, 10.1036], [-1.0516, 10.1035], [-1.0447, 10.1001], [-1.0319, 10.0979], [-1.0211, 10.1007], [-1.0168, 10.0988], [-1.012, 10.0929], [-1.0106, 10.0878], [-1.0108, 10.0783], [-1.0137, 10.0764], [-1.0241, 10.0745], [-1.0266, 10.0676], [-1.0262, 10.0601], [-1.0149, 10.0416], [-1.0127, 10.0281], [-1.0073, 10.0232], [-1.0112, 10.0262], [-1.0103, 10.0242], [-1.0027, 10.0185], [-1.0023, 10.0104], [-0.9933, 10.0068], [-0.9883, 10.0022], [-0.9882, 9.996], [-0.9915, 9.9918], [-0.9871, 9.9851], [-0.9902, 9.9805], [-0.9977, 9.9766], [-1.0015, 9.9704], [-1.0022, 9.965], [-1.0002, 9.9609], [-0.9933, 9.9562], [-0.9908, 9.9519], [-0.9921, 9.9435], [-0.9881, 9.9453], [-0.9809, 9.9444], [-0.9848, 9.9496], [-0.9848, 9.9607], [-0.9826, 9.9631], [-0.9807, 9.9629], [-0.9754, 9.9578], [-0.9704, 9.9563], [-0.9726, 9.9647], [-0.9706, 9.9714], [-0.966, 9.9776], [-0.9644, 9.9875], [-0.9623, 9.9906], [-0.9534, 9.9929], [-0.9403, 9.99], [-0.9395, 9.9926], [-0.943, 9.998], [-0.9391, 10.0015], [-0.9404, 10.0083], [-0.9378, 10.0115], [-0.9316, 10.0106], [-0.9262, 10.0028], [-0.9215, 10.0002], [-0.9215, 10.0083], [-0.9194, 10.0131], [-0.9173, 10.0134], [-0.9163, 10.0104], [-0.9125, 10.0095], [-0.9061, 10.0129], [-0.9105, 10.011], [-0.9121, 10.0124], [-0.9101, 10.0235], [-0.9049, 10.0251], [-0.9012, 10.021], [-0.8954, 10.0195], [-0.8966, 10.0244], [-0.895, 10.0339], [-0.8929, 10.0362], [-0.8899, 10.034], [-0.8861, 10.0354], [-0.891, 10.0444], [-0.8904, 10.0493], [-0.8881, 10.0522], [-0.8814, 10.0486], [-0.8826, 10.052], [-0.8818, 10.0597], [-0.878, 10.06], [-0.8716, 10.0549], [-0.8647, 10.0557], [-0.8636, 10.0615], [-0.8676, 10.0625], [-0.8672, 10.0684], [-0.8698, 10.0729], [-0.8697, 10.0761], [-0.8579, 10.0854], [-0.8603, 10.0893], [-0.8685, 10.0957], [-0.8666, 10.0985], [-0.8579, 10.1039], [-0.8576, 10.1064], [-0.8597, 10.1072], [-0.8565, 10.1117], [-0.8491, 10.1149], [-0.8491, 10.1184], [-0.8538, 10.1211], [-0.8559, 10.1244], [-0.8544, 10.1281], [-0.8456, 10.1317], [-0.8372, 10.132], [-0.8363, 10.1286], [-0.8385, 10.1255], [-0.837, 10.1218], [-0.8326, 10.1224], [-0.8269, 10.1188], [-0.8212, 10.1182], [-0.82, 10.1198], [-0.8219, 10.1216], [-0.8219, 10.1249], [-0.8205, 10.1261], [-0.8178, 10.1253], [-0.8164, 10.1311], [-0.804, 10.1552], [-0.7998, 10.1563], [-0.7979, 10.1482], [-0.7941, 10.1455], [-0.7926, 10.1491], [-0.7869, 10.1518], [-0.7843, 10.1495], [-0.7868, 10.1463], [-0.7834, 10.1419], [-0.7803, 10.146], [-0.7803, 10.1562], [-0.7782, 10.1568], [-0.7748, 10.1537], [-0.7669, 10.159], [-0.764, 10.1651], [-0.7581, 10.1605], [-0.7501, 10.1593], [-0.7473, 10.1615], [-0.748, 10.1655], [-0.7446, 10.1673], [-0.7334, 10.1599], [-0.7317, 10.1622], [-0.7372, 10.1672], [-0.7326, 10.1707], [-0.7255, 10.1681], [-0.7209, 10.1687], [-0.7116, 10.1629], [-0.7154, 10.1714], [-0.7128, 10.172], [-0.7123, 10.1749], [-0.7138, 10.1763], [-0.718, 10.1761], [-0.7182, 10.1789], [-0.7111, 10.1844], [-0.7119, 10.1814], [-0.7103, 10.1774], [-0.6994, 10.1798], [-0.694, 10.1885], [-0.6922, 10.1883], [-0.6928, 10.1848], [-0.69, 10.1822], [-0.6859, 10.184], [-0.6829, 10.1897], [-0.6814, 10.1809], [-0.6753, 10.1825], [-0.6673, 10.1795], [-0.6597, 10.1878], [-0.6579, 10.192], [-0.6541, 10.1928], [-0.652, 10.1917], [-0.6518, 10.1899], [-0.654, 10.1882], [-0.6527, 10.1807], [-0.65, 10.1815], [-0.6472, 10.1885], [-0.6435, 10.1901], [-0.6414, 10.1886], [-0.6418, 10.1864], [-0.6337, 10.1838], [-0.632, 10.1759], [-0.6245, 10.1729], [-0.6268, 10.1677], [-0.6256, 10.1655], [-0.6033, 10.1626], [-0.6029, 10.1611], [-0.5991, 10.1602], [-0.5948, 10.163], [-0.5954, 10.1657], [-0.59, 10.1734], [-0.5808, 10.1767], [-0.5788, 10.182], [-0.5768, 10.1819], [-0.5727, 10.187], [-0.5668, 10.1898], [-0.5664, 10.1913], [-0.565, 10.1907], [-0.5635, 10.1947], [-0.5582, 10.1967], [-0.5476, 10.2105], [-0.5411, 10.2257], [-0.5416, 10.2326], [-0.5461, 10.2339], [-0.5469, 10.2356], [-0.5455, 10.2413], [-0.5467, 10.248], [-0.544, 10.2492], [-0.5408, 10.2566], [-0.5411, 10.2614], [-0.5379, 10.2619], [-0.5343, 10.2671], [-0.5316, 10.2615], [-0.5325, 10.2538], [-0.5238, 10.2401], [-0.5219, 10.234], [-0.5198, 10.2391], [-0.5194, 10.2459], [-0.514, 10.2482], [-0.5152, 10.2417], [-0.5123, 10.243], [-0.5133, 10.2401], [-0.5096, 10.2367], [-0.5029, 10.2406], [-0.499, 10.2374], [-0.4989, 10.2407], [-0.5068, 10.2455], [-0.5107, 10.2527], [-0.5099, 10.2554], [-0.5024, 10.2568], [-0.5013, 10.259], [-0.5032, 10.2654], [-0.5053, 10.2664], [-0.5052, 10.2707], [-0.5011, 10.27], [-0.4977, 10.2714], [-0.5003, 10.276], [-0.497, 10.2815], [-0.4983, 10.284], [-0.5015, 10.2847], [-0.5009, 10.2902], [-0.5056, 10.2924], [-0.5031, 10.2954], [-0.5048, 10.2983], [-0.5036, 10.3033], [-0.5053, 10.3049], [-0.5061, 10.3126], [-0.5044, 10.3179], [-0.4943, 10.326], [-0.4908, 10.3255], [-0.491, 10.3237], [-0.4888, 10.3226], [-0.484, 10.3275], [-0.4815, 10.3263], [-0.4695, 10.3136], [-0.4553, 10.3017], [-0.4406, 10.299], [-0.4275, 10.3019], [-0.3946, 10.2977], [-0.3859, 10.2979], [-0.3781, 10.2885], [-0.3717, 10.2751], [-0.3636, 10.268], [-0.3595, 10.2617], [-0.3567, 10.2629], [-0.3563, 10.266], [-0.3538, 10.268], [-0.3549, 10.2735], [-0.3528, 10.2751], [-0.3437, 10.2764], [-0.3388, 10.2804], [-0.3324, 10.2811], [-0.3331, 10.2822], [-0.3302, 10.2847], [-0.3233, 10.2842], [-0.3157, 10.2908], [-0.3099, 10.291], [-0.2955, 10.2914], [-0.2843, 10.2826], [-0.2717, 10.2795], [-0.2694, 10.2762], [-0.2611, 10.2781], [-0.2604, 10.2809], [-0.2557, 10.2853], [-0.2484, 10.2856], [-0.2453, 10.2883], [-0.2421, 10.2866], [-0.2383, 10.2878], [-0.2229, 10.2795], [-0.2158, 10.2733], [-0.2072, 10.2695], [-0.203, 10.2658], [-0.199, 10.2734], [-0.1953, 10.2767], [-0.1935, 10.2763], [-0.19, 10.2787], [-0.1831, 10.278], [-0.1815, 10.28], [-0.1789, 10.2777], [-0.1693, 10.2822], [-0.1669, 10.2825], [-0.1661, 10.2811], [-0.1657, 10.2832], [-0.1623, 10.2834], [-0.1572, 10.2879], [-0.1549, 10.2933], [-0.1539, 10.2924], [-0.1522, 10.2946], [-0.1493, 10.2952], [-0.1477, 10.294], [-0.1459, 10.2949], [-0.13, 10.2922], [-0.1183, 10.288], [-0.0936, 10.2695], [-0.0865, 10.2897], [-0.0882, 10.295], [-0.0726, 10.2952], [-0.0436, 10.283], [-0.0248, 10.2712], [-0.0262, 10.2788], [-0.0282, 10.28], [-0.0272, 10.2831], [-0.0301, 10.2892], [-0.0282, 10.2914], [-0.0296, 10.3008], [-0.0275, 10.3042], [-0.0286, 10.309], [-0.0257, 10.3144], [-0.0278, 10.3162], [-0.025, 10.3213], [-0.0214, 10.3226], [-0.019, 10.3286], [-0.013, 10.3306], [-0.008, 10.3286], [-0.0068, 10.3305], [0.0031, 10.3317], [0.007, 10.3301], [0.0094, 10.3321], [0.0182, 10.3338], [0.0209, 10.3318], [0.0235, 10.3333], [0.0243, 10.3323], [0.0292, 10.3387], [0.0334, 10.336], [0.0402, 10.3395], [0.0437, 10.339], [0.049, 10.3427], [0.0484, 10.3334], [0.054, 10.3184], [0.0581, 10.2939], [0.0678, 10.2931], [0.0737, 10.2951], [0.0774, 10.2884], [0.0821, 10.256], [0.09, 10.2498], [0.091, 10.2435], [0.0863, 10.2422], [0.0763, 10.2283], [0.0803, 10.2182], [0.0853, 10.2141], [0.0819, 10.2127], [0.0771, 10.2052], [0.066, 10.2009], [0.0645, 10.1963], [0.0653, 10.1886], [0.0618, 10.1844], [0.0609, 10.1801], [0.0642, 10.1721], [0.0662, 10.1718], [0.0685, 10.1744], [0.0732, 10.1716], [0.0735, 10.168], [0.0755, 10.1672], [0.0794, 10.1584], [0.0813, 10.1581], [0.0812, 10.1565], [0.0874, 10.151], [0.0913, 10.1521], [0.0914, 10.1495], [0.0952, 10.1451], [0.0943, 10.1437], [0.0972, 10.1421], [0.0965, 10.1401], [0.0978, 10.14], [0.0982, 10.1376], [0.1017, 10.137], [0.105, 10.1326], [0.1113, 10.131], [0.1113, 10.1289], [0.1089, 10.1266], [0.1098, 10.1247], [0.1059, 10.1187], [0.1087, 10.1162], [0.1071, 10.1157], [0.1089, 10.1143], [0.1086, 10.1095], [0.1111, 10.1099], [0.1123, 10.1083], [0.1106, 10.108], [0.1124, 10.1066], [0.1106, 10.1036], [0.1135, 10.0994], [0.1124, 10.095], [0.1149, 10.0942], [0.1183, 10.0826], [0.1172, 10.0786], [0.1159, 10.0791], [0.1133, 10.0766], [0.1133, 10.0705], [0.1157, 10.0626], [0.1182, 10.0617], [0.1186, 10.0569], [0.1172, 10.0536], [0.1188, 10.0541], [0.121, 10.0492], [0.1189, 10.0455], [0.1225, 10.0455], [0.1217, 10.0425], [0.1244, 10.0388], [0.1228, 10.037], [0.1224, 10.0324], [0.1245, 10.0285], [0.1204, 10.0248], [0.1195, 10.017], [0.1164, 10.0124], [0.1124, 10.0106], [0.1095, 10.0051], [0.1056, 10.0035], [0.1007, 10.0047], [0.0913, 10.0013], [0.0866, 10.0017], [0.0827, 9.9982], [0.069, 10.0019], [0.0637, 9.9997], [0.063, 9.994], [0.066, 9.9891], [0.0687, 9.9797], [0.0718, 9.9771], [0.0717, 9.9664], [0.0782, 9.9685], [0.085, 9.9651], [0.0933, 9.9712], [0.0972, 9.9707], [0.099, 9.9733], [0.1069, 9.9674], [0.1104, 9.9684], [0.1122, 9.9721], [0.1191, 9.9692], [0.1271, 9.9717], [0.1298, 9.9669], [0.1301, 9.9567], [0.1379, 9.966], [0.1394, 9.9715], [0.1482, 9.977], [0.1514, 9.9835], [0.1554, 9.9861], [0.1759, 9.9786], [0.1814, 9.9804], [0.1838, 9.9796], [0.1907, 9.9742], [0.1873, 9.968], [0.1897, 9.9665], [0.2005, 9.964], [0.2065, 9.9604], [0.2266, 9.9607], [0.2335, 9.9563], [0.2388, 9.9596], [0.2508, 9.9591], [0.2556, 9.9631], [0.2589, 9.9627], [0.2591, 9.9638], [0.2626, 9.9617], [0.2617, 9.9595], [0.263, 9.959], [0.2697, 9.9678], [0.2698, 9.9711], [0.2745, 9.972], [0.2765, 9.9741], [0.2901, 9.9738], [0.3037, 9.9772], [0.3046, 9.9754], [0.307, 9.9752], [0.3057, 9.972], [0.3097, 9.9652], [0.308, 9.9665], [0.3067, 9.9648], [0.311, 9.9599], [0.3245, 9.9631], [0.325, 9.944], [0.3469, 9.9385], [0.3487, 9.9403], [0.3472, 9.9454], [0.3483, 9.9485], [0.3497, 9.9487], [0.3535, 9.9476], [0.3584, 9.9422], [0.3626, 9.9405], [0.3657, 9.9322], [0.3606, 9.9303], [0.3558, 9.9238], [0.3512, 9.9009], [0.353, 9.8891], [0.3513, 9.8824], [0.3544, 9.8726], [0.3539, 9.8694], [0.3581, 9.8485], [0.3528, 9.8387], [0.3488, 9.8257], [0.3403, 9.8173], [0.3404, 9.8063], [0.3315, 9.7988], [0.3305, 9.7916], [0.3342, 9.7849], [0.3354, 9.7786], [0.332, 9.775], [0.327, 9.7751], [0.3254, 9.7736], [0.3298, 9.7649], [0.3299, 9.7588], [0.325, 9.7404], [0.3187, 9.7277], [0.3236, 9.7226], [0.3379, 9.7213], [0.3458, 9.7145], [0.3514, 9.693], [0.3506, 9.6759], [0.3529, 9.677], [0.3574, 9.675], [0.3585, 9.676], [0.3632, 9.6734], [0.3627, 9.6686], [0.3653, 9.6677], [0.3659, 9.6689], [0.3682, 9.6661], [0.3651, 9.6607], [0.367, 9.6601], [0.3676, 9.6558], [0.3701, 9.6557], [0.3691, 9.6522], [0.3721, 9.6526], [0.373, 9.6545], [0.3755, 9.6539], [0.375, 9.651], [0.377, 9.6504], [0.3756, 9.6471], [0.3768, 9.6435], [0.382, 9.6449], [0.3791, 9.6291], [0.3727, 9.6082], [0.38, 9.5976], [0.3827, 9.5907], [0.378, 9.5847], [0.3683, 9.5772], [0.3518, 9.5727], [0.3454, 9.5733], [0.3412, 9.5778], [0.3344, 9.5792], [0.3255, 9.5791], [0.3185, 9.5759], [0.3092, 9.5777], [0.2984, 9.5758], [0.2895, 9.5771], [0.2753, 9.5731], [0.2711, 9.5689], [0.2657, 9.5673], [0.2534, 9.5747], [0.2434, 9.5763], [0.2399, 9.5747], [0.2385, 9.5712], [0.239, 9.5627], [0.2346, 9.5481], [0.2363, 9.5357], [0.243, 9.524], [0.2552, 9.5188], [0.2704, 9.521], [0.2827, 9.525], [0.29, 9.5236], [0.306, 9.5153], [0.3095, 9.5113], [0.3106, 9.5052], [0.3079, 9.5017], [0.291, 9.4931], [0.2889, 9.4895], [0.2759, 9.4887], [0.2714, 9.4802], [0.267, 9.4789], [0.2543, 9.4782], [0.2347, 9.4881], [0.2294, 9.4875], [0.2267, 9.4784], [0.2284, 9.4638], [0.2468, 9.4436], [0.2469, 9.4383], [0.259, 9.4342], [0.2602, 9.4328], [0.2589, 9.4307], [0.2612, 9.4285], [0.2661, 9.4291], [0.2656, 9.4305], [0.2699, 9.4316], [0.269, 9.4284], [0.2723, 9.4293], [0.2735, 9.4274], [0.2759, 9.4274], [0.2769, 9.4306], [0.278, 9.4291], [0.2847, 9.4298], [0.2866, 9.4326], [0.2874, 9.4305], [0.289, 9.4345], [0.2901, 9.4332], [0.2923, 9.4354], [0.2978, 9.437], [0.2993, 9.4361], [0.3008, 9.4388], [0.3048, 9.4384], [0.3045, 9.4413], [0.3127, 9.4463], [0.3201, 9.4462], [0.3222, 9.4491], [0.327, 9.4468], [0.3302, 9.4499], [0.3315, 9.4483], [0.3338, 9.4525], [0.3348, 9.4511], [0.3376, 9.4519], [0.3412, 9.4582], [0.3425, 9.4654], [0.3441, 9.4661], [0.3479, 9.4778], [0.3481, 9.4816], [0.3448, 9.4842], [0.3437, 9.4883], [0.3505, 9.4904], [0.3504, 9.493], [0.3551, 9.494], [0.3596, 9.4992], [0.3766, 9.4932], [0.3842, 9.4917], [0.386, 9.4938], [0.3895, 9.4916], [0.3965, 9.4936], [0.3976, 9.4926], [0.399, 9.4945], [0.4003, 9.4932], [0.4018, 9.4954], [0.4077, 9.4941], [0.4085, 9.4971], [0.4114, 9.4971], [0.4122, 9.5], [0.4138, 9.4992], [0.4156, 9.5025], [0.4175, 9.5018], [0.4176, 9.5001], [0.4279, 9.4999], [0.43, 9.498], [0.4464, 9.5014], [0.4517, 9.4984], [0.4568, 9.498], [0.4586, 9.4965], [0.4589, 9.4935], [0.4623, 9.4944], [0.4615, 9.4933], [0.4635, 9.4902], [0.4657, 9.4917], [0.4677, 9.4894], [0.4744, 9.4904], [0.4792, 9.4862], [0.4806, 9.4875], [0.4818, 9.4852], [0.4891, 9.4868], [0.4924, 9.4823], [0.4942, 9.4822], [0.4937, 9.4811], [0.4973, 9.4798], [0.4976, 9.4777], [0.5031, 9.4753], [0.5036, 9.4739], [0.5007, 9.4721], [0.5033, 9.4693], [0.5027, 9.4681], [0.5046, 9.4689], [0.5057, 9.4675], [0.504, 9.458], [0.4983, 9.4558], [0.4977, 9.4529], [0.4951, 9.4519], [0.4972, 9.4486], [0.4958, 9.4458], [0.5003, 9.4432], [0.4988, 9.4426], [0.5006, 9.4374], [0.5024, 9.4371], [0.5038, 9.44], [0.5059, 9.439], [0.5056, 9.4377], [0.508, 9.4381], [0.5087, 9.4361], [0.5118, 9.4384], [0.5142, 9.4376], [0.5196, 9.4397], [0.5237, 9.4364], [0.5232, 9.4332], [0.5245, 9.4316], [0.5273, 9.4304], [0.5322, 9.4311], [0.5317, 9.429], [0.5333, 9.4281], [0.5361, 9.4292], [0.5385, 9.4254], [0.5469, 9.4238], [0.5488, 9.422], [0.5533, 9.4238], [0.5555, 9.4223], [0.5575, 9.4104], [0.5625, 9.4092], [0.5666, 9.4056], [0.5631, 9.3545], [0.5528, 9.3457], [0.5577, 9.3307], [0.563, 9.3245], [0.5637, 9.3173], [0.5598, 9.3057], [0.5397, 9.3063], [0.5374, 9.3018], [0.5406, 9.3012], [0.5159, 9.2728], [0.508, 9.2546], [0.5153, 9.2372], [0.5175, 9.2351], [0.5189, 9.2293], [0.5277, 9.2203], [0.5391, 9.2135], [0.5272, 9.1977], [0.5252, 9.1973], [0.5249, 9.195], [0.5219, 9.1934], [0.522, 9.188], [0.5184, 9.18], [0.5164, 9.179], [0.514, 9.1726], [0.5145, 9.1688], [0.5118, 9.1641], [0.5047, 9.1604], [0.503, 9.1539], [0.5009, 9.1533], [0.5007, 9.1547], [0.4981, 9.1544], [0.4959, 9.1561], [0.4911, 9.154], [0.4889, 9.1507], [0.4879, 9.1516], [0.4819, 9.1485], [0.481, 9.1456], [0.4791, 9.1463], [0.4769, 9.1443], [0.4811, 9.1408], [0.4802, 9.1371], [0.4817, 9.1364], [0.4816, 9.1319], [0.4853, 9.1233], [0.4834, 9.1179], [0.4873, 9.1113], [0.4852, 9.1069], [0.4846, 9.1009], [0.4859, 9.0987], [0.4785, 9.0992], [0.4594, 9.0724], [0.4643, 9.072], [0.4626, 9.0553], [0.4563, 9.0551], [0.4555, 9.0356], [0.4631, 9.0341], [0.4627, 9.0295], [0.4651, 9.023], [0.4704, 9.0192], [0.4698, 9.0076], [0.4942, 8.9573], [0.5074, 8.9494], [0.5098, 8.945], [0.5093, 8.9425], [0.5147, 8.9354], [0.5127, 8.9296], [0.5142, 8.926], [0.5094, 8.9207], [0.5102, 8.9189], [0.5089, 8.9179], [0.5127, 8.9141], [0.5123, 8.9026], [0.5153, 8.9015], [0.5151, 8.8984], [0.5181, 8.8961], [0.5201, 8.8903], [0.5222, 8.8898], [0.5224, 8.8839], [0.5252, 8.8829], [0.5276, 8.8778], [0.5256, 8.8748], [0.5246, 8.8761], [0.5202, 8.8723], [0.5172, 8.8642], [0.5215, 8.8589], [0.5197, 8.8532], [0.5089, 8.8555], [0.5073, 8.8474], [0.5035, 8.8472], [0.4962, 8.8401], [0.4971, 8.8346], [0.5015, 8.8291], [0.4969, 8.8276], [0.4954, 8.8205], [0.5002, 8.8143], [0.4909, 8.8003], [0.4811, 8.7982], [0.4724, 8.7997], [0.4707, 8.798], [0.4705, 8.7935], [0.4687, 8.7921], [0.4634, 8.801], [0.4592, 8.8021], [0.4587, 8.8106], [0.4478, 8.8108], [0.4431, 8.802], [0.4324, 8.7991], [0.4302, 8.7961], [0.4297, 8.7921], [0.431, 8.7906], [0.437, 8.7945], [0.4394, 8.7932], [0.4412, 8.7891], [0.4399, 8.7856], [0.438, 8.7841], [0.4341, 8.7849], [0.4256, 8.7799], [0.4233, 8.782], [0.4241, 8.7897], [0.4172, 8.7924], [0.4029, 8.7938], [0.3978, 8.7902], [0.3939, 8.7932], [0.3965, 8.7954], [0.3939, 8.796], [0.3918, 8.7955], [0.389, 8.791], [0.3844, 8.7911], [0.3818, 8.7934], [0.3801, 8.7926], [0.38, 8.7845], [0.382, 8.778], [0.3789, 8.7718], [0.3893, 8.7618], [0.3963, 8.7615], [0.3966, 8.7571], [0.3992, 8.7617], [0.4011, 8.7567], [0.3968, 8.7538], [0.3813, 8.7532], [0.3744, 8.7548], [0.3847, 8.745], [0.3827, 8.7393], [0.375, 8.7357], [0.3529, 8.742], [0.35, 8.7404], [0.3463, 8.7409], [0.3464, 8.7386], [0.3524, 8.7332], [0.3547, 8.7279], [0.3595, 8.7257], [0.36, 8.7205], [0.3582, 8.7186], [0.3435, 8.7186], [0.343, 8.7277], [0.3414, 8.7293], [0.3329, 8.7306], [0.3241, 8.7283], [0.3212, 8.7326], [0.3146, 8.7345], [0.3079, 8.7286], [0.3007, 8.7262], [0.2979, 8.7351], [0.2979, 8.7425], [0.2927, 8.7412], [0.2922, 8.7329], [0.2871, 8.7335], [0.2845, 8.7251], [0.2813, 8.7241], [0.2697, 8.7312], [0.2679, 8.7342], [0.2698, 8.74], [0.2628, 8.741], [0.2587, 8.7469], [0.254, 8.7472], [0.249, 8.7444], [0.2463, 8.7408], [0.244, 8.7408], [0.2415, 8.7428], [0.2392, 8.7511], [0.2316, 8.7534], [0.2209, 8.7497], [0.2159, 8.7551], [0.2143, 8.755], [0.2043, 8.7505], [0.1996, 8.7443], [0.1907, 8.744], [0.187, 8.7471], [0.188, 8.7418], [0.186, 8.7406], [0.1805, 8.7459], [0.1819, 8.7589], [0.1802, 8.7631], [0.1712, 8.7644], [0.17, 8.7678], [0.1745, 8.7695], [0.1745, 8.771], [0.17, 8.7749], [0.1672, 8.7735], [0.1657, 8.7694], [0.1654, 8.7561], [0.1819, 8.722], [0.1813, 8.7128], [0.1789, 8.7075], [0.1683, 8.7014], [0.1389, 8.6692], [0.1359, 8.6535], [0.1377, 8.6414], [0.1469, 8.6296], [0.154, 8.6231], [0.1699, 8.6158], [0.1724, 8.6107], [0.1723, 8.6004], [0.1695, 8.5941], [0.1506, 8.5883], [0.1454, 8.5896], [0.1394, 8.5976], [0.1293, 8.605], [0.1134, 8.5977], [0.1099, 8.5938], [0.102, 8.5733], [0.0981, 8.5669], [0.0949, 8.552], [0.0866, 8.5378], [0.0826, 8.5274], [0.084, 8.5225], [0.0894, 8.5172], [0.0939, 8.5017], [0.1076, 8.4949]], [[0.3703, 9.6182], [0.37, 9.6187], [0.3696, 9.6191], [0.3703, 9.6182]], [[0.3713, 9.6132], [0.3715, 9.6127], [0.371, 9.6154], [0.3713, 9.6134], [0.3713, 9.6132]]]], "type": "MultiPolygon"}, "id": "8", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA9_2", "HASC_1": "NA", "ISO_1": "GH-NP", "NAME_1": "Northern", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-0.3908, 7.0892, 0.7313, 8.7748], "geometry": {"coordinates": [[[[0.5204, 7.5118], [0.5215, 7.5044], [0.5241, 7.5027], [0.5231, 7.4936], [0.5284, 7.4914], [0.5259, 7.4873], [0.5295, 7.4862], [0.526, 7.4829], [0.5273, 7.4804], [0.5299, 7.4811], [0.5248, 7.4747], [0.5213, 7.474], [0.5196, 7.4703], [0.5209, 7.4683], [0.5233, 7.4686], [0.5217, 7.4647], [0.525, 7.4636], [0.5191, 7.4614], [0.5197, 7.4597], [0.5224, 7.4592], [0.5204, 7.4553], [0.5223, 7.4547], [0.5273, 7.4583], [0.5321, 7.4572], [0.531, 7.4549], [0.5335, 7.4531], [0.5317, 7.4519], [0.5339, 7.4498], [0.5323, 7.4482], [0.5308, 7.4491], [0.5306, 7.4473], [0.5342, 7.4472], [0.5321, 7.4434], [0.5349, 7.4413], [0.5342, 7.439], [0.5374, 7.4347], [0.538, 7.4305], [0.5359, 7.4263], [0.5383, 7.4255], [0.5387, 7.422], [0.5412, 7.4215], [0.5424, 7.4229], [0.5436, 7.4217], [0.5453, 7.415], [0.5499, 7.4118], [0.5531, 7.4052], [0.5617, 7.3986], [0.5665, 7.3992], [0.5731, 7.3947], [0.5986, 7.4002], [0.6012, 7.4078], [0.6061, 7.4057], [0.6103, 7.4102], [0.6152, 7.4105], [0.6196, 7.4133], [0.6253, 7.4112], [0.6293, 7.4041], [0.6414, 7.4018], [0.6447, 7.3979], [0.6452, 7.3855], [0.6482, 7.379], [0.6432, 7.375], [0.6493, 7.3542], [0.6536, 7.3317], [0.6589, 7.3166], [0.6575, 7.3094], [0.6502, 7.2912], [0.6463, 7.2906], [0.6432, 7.2797], [0.6442, 7.263], [0.6191, 7.2642], [0.6063, 7.2665], [0.5836, 7.2781], [0.5809, 7.2855], [0.5827, 7.2859], [0.5808, 7.2886], [0.5741, 7.2878], [0.574, 7.2846], [0.5761, 7.2853], [0.5771, 7.2841], [0.5733, 7.281], [0.5717, 7.2676], [0.5678, 7.2667], [0.5629, 7.2682], [0.5639, 7.2664], [0.5628, 7.2671], [0.5637, 7.2659], [0.561, 7.2646], [0.5609, 7.2596], [0.557, 7.2538], [0.553, 7.2534], [0.5527, 7.2474], [0.549, 7.2465], [0.5477, 7.2424], [0.5486, 7.2389], [0.544, 7.2385], [0.5409, 7.2332], [0.5427, 7.2251], [0.5357, 7.22], [0.5303, 7.2212], [0.5193, 7.2205], [0.5212, 7.2347], [0.5171, 7.2397], [0.5336, 7.2473], [0.5334, 7.2544], [0.537, 7.2563], [0.5396, 7.2703], [0.5417, 7.2714], [0.5405, 7.2955], [0.5348, 7.2999], [0.5348, 7.3047], [0.5272, 7.303], [0.5225, 7.2976], [0.5141, 7.3011], [0.5051, 7.3009], [0.5042, 7.2988], [0.4983, 7.2973], [0.4914, 7.2901], [0.4837, 7.2931], [0.4678, 7.2916], [0.4652, 7.2897], [0.4486, 7.2977], [0.452, 7.2848], [0.4454, 7.2816], [0.4484, 7.2771], [0.4453, 7.2783], [0.441, 7.2774], [0.4397, 7.2806], [0.4353, 7.2846], [0.4271, 7.2809], [0.4155, 7.2661], [0.3916, 7.2266], [0.3712, 7.1542], [0.3692, 7.1535], [0.3674, 7.1474], [0.3637, 7.1455], [0.3575, 7.1316], [0.3502, 7.1265], [0.3416, 7.1273], [0.3386, 7.1306], [0.3369, 7.1255], [0.3398, 7.1158], [0.3359, 7.1128], [0.3327, 7.1023], [0.3281, 7.0973], [0.3292, 7.0959], [0.3285, 7.0892], [0.3158, 7.0959], [0.2245, 7.0994], [0.2308, 7.1069], [0.2426, 7.127], [0.2437, 7.1371], [0.2425, 7.1486], [0.2352, 7.1671], [0.2162, 7.174], [0.1823, 7.1797], [0.1826, 7.1932], [0.192, 7.219], [0.204, 7.2754], [0.215, 7.31], [0.2084, 7.3509], [0.1986, 7.368], [0.1789, 7.381], [0.1727, 7.3805], [0.1505, 7.3909], [0.1365, 7.4023], [0.1241, 7.4064], [0.0998, 7.4256], [0.091, 7.4293], [0.0832, 7.4484], [0.0771, 7.4821], [0.043, 7.539], [0.0094, 7.5784], [-0.0143, 7.6261], [-0.0168, 7.6483], [-0.0152, 7.684], [0.0025, 7.7176], [0.0041, 7.7424], [-0.0145, 7.7569], [-0.0264, 7.7569], [-0.0425, 7.7544], [-0.0586, 7.7487], [-0.0773, 7.7472], [-0.1001, 7.7504], [-0.111, 7.7602], [-0.1264, 7.7882], [-0.1306, 7.7996], [-0.1362, 7.8249], [-0.1454, 7.903], [-0.1417, 7.9351], [-0.1365, 7.9397], [-0.1349, 7.9485], [-0.1411, 7.9584], [-0.1738, 7.9574], [-0.1702, 7.9698], [-0.1442, 8.0055], [-0.1415, 8.0179], [-0.1529, 8.0313], [-0.1732, 8.0246], [-0.2147, 8.0309], [-0.2406, 8.0496], [-0.2488, 8.077], [-0.2949, 8.1173], [-0.3193, 8.1304], [-0.3539, 8.1438], [-0.3847, 8.1528], [-0.3653, 8.1633], [-0.3541, 8.1662], [-0.3516, 8.1725], [-0.3563, 8.1781], [-0.3586, 8.1857], [-0.3519, 8.1927], [-0.3486, 8.2017], [-0.3592, 8.2026], [-0.3685, 8.201], [-0.3808, 8.1954], [-0.3849, 8.195], [-0.3897, 8.1987], [-0.3908, 8.2109], [-0.3875, 8.2241], [-0.3695, 8.2309], [-0.3602, 8.2309], [-0.351, 8.2285], [-0.3315, 8.2266], [-0.3193, 8.2268], [-0.3063, 8.2327], [-0.2919, 8.2427], [-0.2807, 8.2455], [-0.2748, 8.2295], [-0.2696, 8.2225], [-0.2594, 8.2163], [-0.2501, 8.2154], [-0.2378, 8.2179], [-0.2326, 8.213], [-0.2243, 8.2128], [-0.2189, 8.2179], [-0.1986, 8.2193], [-0.1976, 8.2245], [-0.1885, 8.2317], [-0.181, 8.2319], [-0.1778, 8.2279], [-0.1731, 8.2289], [-0.1686, 8.2314], [-0.1655, 8.2382], [-0.1699, 8.2506], [-0.1694, 8.2535], [-0.1629, 8.2555], [-0.1598, 8.2601], [-0.1507, 8.2648], [-0.1457, 8.2723], [-0.1242, 8.273], [-0.1141, 8.2973], [-0.1133, 8.3244], [-0.1103, 8.3359], [-0.1025, 8.3364], [-0.1, 8.334], [-0.0943, 8.3327], [-0.0921, 8.3341], [-0.0874, 8.3324], [-0.0843, 8.3373], [-0.0677, 8.3398], [-0.0663, 8.345], [-0.0674, 8.3487], [-0.0643, 8.3512], [-0.0585, 8.3524], [-0.0503, 8.351], [-0.0482, 8.3522], [-0.0403, 8.3496], [-0.0386, 8.3431], [-0.0408, 8.3398], [-0.0395, 8.3353], [-0.0367, 8.3332], [-0.0306, 8.3297], [-0.0242, 8.3287], [-0.0224, 8.3304], [-0.0163, 8.3248], [-0.0026, 8.3205], [0.0106, 8.2976], [0.0184, 8.2986], [0.0274, 8.2974], [0.0334, 8.296], [0.0428, 8.2911], [0.0501, 8.2916], [0.0548, 8.2892], [0.0601, 8.282], [0.0732, 8.2833], [0.0789, 8.2817], [0.0806, 8.28], [0.082, 8.273], [0.0912, 8.2665], [0.0908, 8.2634], [0.1019, 8.2472], [0.1044, 8.239], [0.1021, 8.2358], [0.0943, 8.2328], [0.0889, 8.2315], [0.0858, 8.233], [0.0823, 8.2278], [0.0796, 8.2265], [0.0795, 8.2225], [0.0848, 8.226], [0.0872, 8.2243], [0.0959, 8.2303], [0.105, 8.2273], [0.1056, 8.2247], [0.1079, 8.2239], [0.1152, 8.2291], [0.1167, 8.2177], [0.1299, 8.2146], [0.1232, 8.2324], [0.1449, 8.2409], [0.1629, 8.2415], [0.1687, 8.2448], [0.1892, 8.2493], [0.1939, 8.2533], [0.1963, 8.2602], [0.1952, 8.2721], [0.198, 8.2915], [0.1966, 8.3017], [0.1884, 8.3152], [0.1852, 8.3227], [0.1858, 8.3264], [0.1903, 8.3334], [0.2035, 8.3413], [0.2275, 8.3422], [0.2353, 8.3438], [0.2428, 8.3541], [0.245, 8.3673], [0.2443, 8.3865], [0.234, 8.3983], [0.223, 8.4071], [0.2075, 8.4101], [0.1653, 8.3911], [0.1491, 8.386], [0.1334, 8.3861], [0.1248, 8.3828], [0.1047, 8.3901], [0.0865, 8.4032], [0.0924, 8.4191], [0.0929, 8.4275], [0.0907, 8.4454], [0.0816, 8.4608], [0.0949, 8.4716], [0.105, 8.4756], [0.1208, 8.4854], [0.1123, 8.4927], [0.0939, 8.5017], [0.0894, 8.5172], [0.084, 8.5225], [0.0827, 8.5266], [0.0866, 8.5378], [0.0949, 8.552], [0.0981, 8.5669], [0.102, 8.5733], [0.1099, 8.5938], [0.1134, 8.5977], [0.1293, 8.605], [0.1394, 8.5976], [0.1454, 8.5896], [0.1506, 8.5883], [0.1695, 8.5941], [0.1723, 8.6004], [0.1724, 8.6107], [0.1699, 8.6158], [0.154, 8.6231], [0.1469, 8.6296], [0.1377, 8.6414], [0.1359, 8.6535], [0.1389, 8.6692], [0.1683, 8.7014], [0.1782, 8.707], [0.1807, 8.7107], [0.182, 8.7217], [0.1654, 8.7561], [0.1657, 8.7694], [0.1672, 8.7735], [0.1693, 8.7748], [0.1724, 8.7737], [0.1747, 8.7706], [0.17, 8.7678], [0.1709, 8.7647], [0.1789, 8.7641], [0.1809, 8.7618], [0.1819, 8.7561], [0.1805, 8.7459], [0.1856, 8.7408], [0.188, 8.7418], [0.187, 8.7471], [0.1907, 8.744], [0.1996, 8.7443], [0.2043, 8.7505], [0.2143, 8.755], [0.2159, 8.7551], [0.2209, 8.7497], [0.2316, 8.7534], [0.2392, 8.7511], [0.2415, 8.7428], [0.244, 8.7408], [0.2463, 8.7408], [0.249, 8.7444], [0.254, 8.7472], [0.2587, 8.7469], [0.2628, 8.741], [0.2698, 8.74], [0.2679, 8.7342], [0.2697, 8.7312], [0.2818, 8.724], [0.2845, 8.7251], [0.2869, 8.7333], [0.2922, 8.7329], [0.2927, 8.7412], [0.2979, 8.7425], [0.2979, 8.7351], [0.3007, 8.7262], [0.3079, 8.7286], [0.3146, 8.7345], [0.3212, 8.7326], [0.3241, 8.7283], [0.3329, 8.7306], [0.3414, 8.7293], [0.343, 8.7277], [0.3435, 8.7186], [0.3582, 8.7186], [0.36, 8.7205], [0.3595, 8.7257], [0.3547, 8.7279], [0.3524, 8.7332], [0.3464, 8.7386], [0.3463, 8.7409], [0.35, 8.7404], [0.3529, 8.742], [0.3743, 8.7357], [0.3835, 8.7406], [0.4717, 8.5997], [0.4801, 8.5938], [0.4792, 8.5966], [0.482, 8.5986], [0.4833, 8.5971], [0.4918, 8.5975], [0.4958, 8.5936], [0.4979, 8.5838], [0.5007, 8.5814], [0.5015, 8.5782], [0.4996, 8.5742], [0.5011, 8.5733], [0.5022, 8.5751], [0.508, 8.5731], [0.514, 8.5652], [0.5243, 8.5662], [0.5296, 8.57], [0.5345, 8.5668], [0.5358, 8.5612], [0.5424, 8.556], [0.5482, 8.5533], [0.5538, 8.5535], [0.5564, 8.55], [0.5601, 8.5499], [0.5646, 8.5447], [0.5654, 8.5386], [0.5711, 8.5329], [0.5717, 8.526], [0.5753, 8.5285], [0.5843, 8.5286], [0.585, 8.5248], [0.587, 8.5241], [0.591, 8.5167], [0.6018, 8.5181], [0.6053, 8.5151], [0.6118, 8.5127], [0.6212, 8.5121], [0.6296, 8.5078], [0.6261, 8.5027], [0.6299, 8.4965], [0.6397, 8.4978], [0.6453, 8.4938], [0.6474, 8.4895], [0.6459, 8.4867], [0.645, 8.4753], [0.6489, 8.472], [0.649, 8.4679], [0.6514, 8.4644], [0.6509, 8.4606], [0.6558, 8.4554], [0.6558, 8.4529], [0.652, 8.4518], [0.6515, 8.4483], [0.6537, 8.4429], [0.6522, 8.4403], [0.6535, 8.4358], [0.6516, 8.4351], [0.6516, 8.4334], [0.6521, 8.4296], [0.6541, 8.4287], [0.652, 8.428], [0.6532, 8.4252], [0.6518, 8.422], [0.6542, 8.42], [0.6605, 8.4204], [0.6714, 8.4168], [0.675, 8.4121], [0.6791, 8.4098], [0.686, 8.4112], [0.6883, 8.4054], [0.692, 8.4038], [0.6961, 8.4043], [0.6934, 8.4001], [0.6952, 8.3983], [0.6933, 8.3949], [0.7055, 8.3945], [0.7059, 8.3929], [0.6989, 8.3888], [0.7095, 8.385], [0.708, 8.3839], [0.7112, 8.3794], [0.7084, 8.3775], [0.7121, 8.3767], [0.7082, 8.3722], [0.71, 8.3716], [0.709, 8.3679], [0.7116, 8.3665], [0.7094, 8.3632], [0.711, 8.3601], [0.7095, 8.3587], [0.7104, 8.3565], [0.7124, 8.356], [0.7103, 8.3546], [0.7101, 8.3519], [0.7135, 8.3499], [0.7144, 8.3515], [0.7201, 8.3494], [0.7171, 8.3451], [0.7176, 8.3433], [0.7227, 8.3448], [0.7282, 8.3436], [0.7294, 8.3411], [0.7269, 8.3368], [0.7294, 8.3331], [0.729, 8.3281], [0.7305, 8.3242], [0.7277, 8.3225], [0.7294, 8.3222], [0.7304, 8.3173], [0.7288, 8.3161], [0.731, 8.3154], [0.7293, 8.3101], [0.7313, 8.2943], [0.7298, 8.2915], [0.731, 8.2887], [0.7274, 8.2859], [0.7264, 8.2815], [0.6887, 8.2818], [0.6829, 8.2796], [0.6814, 8.2766], [0.6832, 8.2746], [0.6819, 8.2662], [0.6735, 8.259], [0.6666, 8.2606], [0.6476, 8.2594], [0.6389, 8.2606], [0.6366, 8.2549], [0.6383, 8.2524], [0.6383, 8.2451], [0.6339, 8.2442], [0.6246, 8.2358], [0.6264, 8.2311], [0.6254, 8.2249], [0.6189, 8.2196], [0.6191, 8.2151], [0.613, 8.2143], [0.6106, 8.2162], [0.6087, 8.214], [0.6039, 8.2139], [0.59, 8.2077], [0.5898, 8.195], [0.6009, 8.1859], [0.6032, 8.1814], [0.6069, 8.181], [0.6133, 8.1842], [0.6139, 8.1801], [0.6111, 8.1743], [0.607, 8.1723], [0.6095, 8.1672], [0.6113, 8.1541], [0.6069, 8.1388], [0.5921, 8.139], [0.5914, 8.1363], [0.5943, 8.1274], [0.5916, 8.1162], [0.5919, 8.1032], [0.5894, 8.102], [0.5872, 8.1032], [0.585, 8.0933], [0.5898, 8.08], [0.5927, 8.0606], [0.5948, 8.0604], [0.5973, 8.0627], [0.5988, 8.0583], [0.5989, 8.0529], [0.596, 8.0487], [0.5979, 8.0447], [0.5941, 8.0399], [0.5986, 8.0306], [0.5986, 8.027], [0.6017, 8.0256], [0.6096, 8.0271], [0.614, 8.0211], [0.6133, 8.0194], [0.6187, 8.016], [0.6214, 8.0165], [0.6221, 8.0145], [0.6225, 8.0078], [0.6126, 8.0057], [0.6146, 8.0006], [0.6136, 7.9971], [0.6155, 7.9957], [0.6173, 7.9862], [0.6149, 7.9811], [0.6169, 7.9789], [0.6162, 7.9723], [0.6183, 7.97], [0.6172, 7.965], [0.6207, 7.966], [0.6206, 7.9638], [0.6237, 7.9625], [0.624, 7.9576], [0.6213, 7.9525], [0.6238, 7.9496], [0.6223, 7.9466], [0.6243, 7.945], [0.6219, 7.9415], [0.623, 7.9393], [0.6213, 7.9363], [0.6272, 7.9319], [0.6266, 7.9253], [0.6313, 7.9193], [0.627, 7.9172], [0.6323, 7.9146], [0.6278, 7.909], [0.6281, 7.9018], [0.6198, 7.9005], [0.6239, 7.8839], [0.622, 7.878], [0.6233, 7.8714], [0.6274, 7.8682], [0.6262, 7.8504], [0.624, 7.8423], [0.6209, 7.8418], [0.6198, 7.8375], [0.6218, 7.8358], [0.6196, 7.8316], [0.6199, 7.8228], [0.6174, 7.8067], [0.6178, 7.8031], [0.6214, 7.7995], [0.6171, 7.7962], [0.6236, 7.7941], [0.6295, 7.7945], [0.6295, 7.7919], [0.6269, 7.7886], [0.6297, 7.7851], [0.631, 7.7686], [0.6275, 7.7651], [0.6191, 7.7643], [0.6199, 7.7575], [0.6131, 7.7566], [0.6114, 7.7528], [0.6169, 7.7449], [0.6164, 7.7388], [0.6235, 7.7141], [0.6301, 7.7062], [0.627, 7.7041], [0.6196, 7.7032], [0.6088, 7.7109], [0.599, 7.7089], [0.5907, 7.703], [0.5865, 7.6709], [0.5828, 7.6569], [0.5848, 7.6311], [0.5869, 7.6285], [0.586, 7.6239], [0.5585, 7.6123], [0.5535, 7.6071], [0.5436, 7.6081], [0.5366, 7.6046], [0.5358, 7.6016], [0.5309, 7.5973], [0.5184, 7.5923], [0.5202, 7.59], [0.5273, 7.5894], [0.529, 7.5842], [0.5214, 7.5201], [0.519, 7.5134], [0.5204, 7.5118]], [[0.6227, 7.9017], [0.6222, 7.9015], [0.624, 7.9012], [0.6227, 7.9017]]]], "type": "MultiPolygon"}, "id": "9", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA10_2", "HASC_1": "NA", "ISO_1": "GH-OT", "NAME_1": "Oti", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.7835, 7.9924, -0.1422, 10.1037], "geometry": {"coordinates": [[[[-1.274, 8.2902], [-1.2765, 8.2938], [-1.2759, 8.298], [-1.2778, 8.3001], [-1.2765, 8.3005], [-1.2772, 8.3029], [-1.2759, 8.3043], [-1.2803, 8.3089], [-1.2749, 8.3114], [-1.2762, 8.3154], [-1.2748, 8.3174], [-1.2771, 8.3183], [-1.2766, 8.3228], [-1.2777, 8.3234], [-1.2752, 8.3254], [-1.2759, 8.3288], [-1.2735, 8.3307], [-1.2733, 8.3348], [-1.2657, 8.3402], [-1.2626, 8.3442], [-1.2638, 8.3473], [-1.2618, 8.3514], [-1.2586, 8.3525], [-1.2569, 8.3592], [-1.2606, 8.3622], [-1.2595, 8.3649], [-1.262, 8.3683], [-1.2602, 8.3692], [-1.2602, 8.3723], [-1.2554, 8.3727], [-1.2556, 8.3767], [-1.2533, 8.377], [-1.254, 8.3785], [-1.2527, 8.3792], [-1.2552, 8.3815], [-1.2532, 8.3847], [-1.2554, 8.3859], [-1.2561, 8.3888], [-1.2547, 8.3899], [-1.2576, 8.392], [-1.2566, 8.3955], [-1.258, 8.3983], [-1.2558, 8.4029], [-1.2582, 8.4057], [-1.2597, 8.4048], [-1.26, 8.4074], [-1.2563, 8.41], [-1.2581, 8.4115], [-1.256, 8.4124], [-1.2581, 8.4138], [-1.2563, 8.4152], [-1.2576, 8.4164], [-1.2539, 8.4182], [-1.256, 8.421], [-1.2543, 8.4214], [-1.2537, 8.424], [-1.2553, 8.426], [-1.2544, 8.4272], [-1.2609, 8.4291], [-1.263, 8.4345], [-1.2612, 8.4353], [-1.2606, 8.4432], [-1.2574, 8.4492], [-1.2585, 8.4548], [-1.2575, 8.4543], [-1.253, 8.4594], [-1.2534, 8.4606], [-1.2497, 8.4605], [-1.2454, 8.464], [-1.2428, 8.4673], [-1.2447, 8.4701], [-1.2436, 8.4691], [-1.2371, 8.4713], [-1.2318, 8.4705], [-1.2317, 8.4751], [-1.2294, 8.477], [-1.2214, 8.4774], [-1.2198, 8.4836], [-1.2211, 8.4888], [-1.2183, 8.4912], [-1.2149, 8.4923], [-1.2145, 8.4912], [-1.2109, 8.4942], [-1.2064, 8.4933], [-1.2037, 8.4951], [-1.2004, 8.4949], [-1.1988, 8.4931], [-1.1946, 8.494], [-1.1954, 8.4955], [-1.1929, 8.4968], [-1.1919, 8.5021], [-1.193, 8.5078], [-1.1964, 8.5104], [-1.1959, 8.5115], [-1.1928, 8.5124], [-1.1906, 8.5107], [-1.1896, 8.5117], [-1.1879, 8.5102], [-1.1825, 8.5106], [-1.1828, 8.5131], [-1.1807, 8.5139], [-1.1793, 8.5178], [-1.1744, 8.5169], [-1.1746, 8.5097], [-1.1732, 8.5074], [-1.1685, 8.5084], [-1.1672, 8.5118], [-1.1644, 8.5125], [-1.165, 8.5232], [-1.1723, 8.5286], [-1.1707, 8.5314], [-1.1721, 8.5353], [-1.1701, 8.5368], [-1.1693, 8.5355], [-1.1659, 8.536], [-1.1651, 8.5378], [-1.1613, 8.5356], [-1.1548, 8.5425], [-1.1538, 8.5482], [-1.146, 8.5585], [-1.1415, 8.5765], [-1.146, 8.5913], [-1.1466, 8.6254], [-1.1505, 8.6333], [-1.1488, 8.6398], [-1.1449, 8.6461], [-1.1473, 8.6557], [-1.1445, 8.6774], [-1.1605, 8.6789], [-1.1859, 8.6782], [-1.1978, 8.67], [-1.2095, 8.6679], [-1.2296, 8.6747], [-1.2646, 8.6916], [-1.288, 8.7203], [-1.3027, 8.72], [-1.3093, 8.7218], [-1.3212, 8.7303], [-1.3289, 8.7379], [-1.3409, 8.7447], [-1.356, 8.7591], [-1.3665, 8.7622], [-1.3763, 8.7675], [-1.4117, 8.7742], [-1.4486, 8.7657], [-1.4748, 8.7653], [-1.4848, 8.7595], [-1.4938, 8.7484], [-1.4993, 8.7384], [-1.5042, 8.7114], [-1.5066, 8.708], [-1.5108, 8.6917], [-1.5315, 8.681], [-1.5529, 8.6755], [-1.5742, 8.6778], [-1.584, 8.6765], [-1.6119, 8.677], [-1.6297, 8.681], [-1.6463, 8.6929], [-1.6546, 8.6958], [-1.6584, 8.6954], [-1.6793, 8.6839], [-1.6837, 8.6735], [-1.6823, 8.6633], [-1.6837, 8.6565], [-1.6863, 8.6506], [-1.6932, 8.6438], [-1.7334, 8.6264], [-1.7441, 8.6268], [-1.7552, 8.6301], [-1.7736, 8.6441], [-1.7889, 8.6524], [-1.8164, 8.6619], [-1.8436, 8.6603], [-1.8609, 8.649], [-1.8682, 8.6413], [-1.8718, 8.6347], [-1.8738, 8.6257], [-1.8896, 8.5856], [-1.8929, 8.5561], [-1.8968, 8.5528], [-1.8952, 8.5516], [-1.8958, 8.5466], [-1.8987, 8.5403], [-1.8968, 8.5384], [-1.8956, 8.5238], [-1.8831, 8.4802], [-1.8864, 8.4645], [-1.8932, 8.4548], [-1.9043, 8.4478], [-1.9098, 8.4385], [-1.9095, 8.4185], [-1.9075, 8.4072], [-1.9081, 8.3976], [-1.8834, 8.3476], [-1.8709, 8.334], [-1.8562, 8.3295], [-1.8456, 8.3293], [-1.83, 8.3332], [-1.8163, 8.3393], [-1.8029, 8.3394], [-1.7909, 8.3367], [-1.7818, 8.3285], [-1.7699, 8.3227], [-1.7666, 8.3097], [-1.748, 8.2792], [-1.7466, 8.2705], [-1.7477, 8.2615], [-1.7566, 8.2484], [-1.7637, 8.243], [-1.7728, 8.2315], [-1.7856, 8.2262], [-1.7997, 8.2262], [-1.8131, 8.2368], [-1.8371, 8.2505], [-1.8684, 8.2594], [-1.8951, 8.2616], [-1.908, 8.2469], [-1.9136, 8.2296], [-1.9241, 8.2164], [-1.9298, 8.2128], [-1.933, 8.2076], [-1.9334, 8.2013], [-1.945, 8.1832], [-1.9617, 8.1689], [-1.9798, 8.1658], [-1.9927, 8.1593], [-2.0054, 8.1557], [-2.0244, 8.1561], [-2.03, 8.1552], [-2.0309, 8.1527], [-2.0424, 8.1478], [-2.0536, 8.1481], [-2.0647, 8.1461], [-2.0838, 8.1535], [-2.1068, 8.1574], [-2.1179, 8.157], [-2.1211, 8.1533], [-2.1216, 8.1497], [-2.1284, 8.1478], [-2.1357, 8.1518], [-2.1401, 8.1585], [-2.1501, 8.1659], [-2.1536, 8.1714], [-2.1616, 8.1731], [-2.165, 8.1831], [-2.1642, 8.1916], [-2.1679, 8.2114], [-2.1759, 8.2182], [-2.1915, 8.2219], [-2.2051, 8.2318], [-2.213, 8.2415], [-2.2095, 8.2442], [-2.209, 8.2489], [-2.2134, 8.2572], [-2.2189, 8.2614], [-2.2258, 8.2615], [-2.2297, 8.2634], [-2.2352, 8.2763], [-2.2403, 8.2815], [-2.2525, 8.2768], [-2.2755, 8.2931], [-2.2834, 8.2944], [-2.2887, 8.2973], [-2.2871, 8.302], [-2.2856, 8.3193], [-2.2953, 8.3269], [-2.2973, 8.3433], [-2.305, 8.3548], [-2.3008, 8.3627], [-2.3023, 8.3669], [-2.2978, 8.3807], [-2.2988, 8.3834], [-2.3002, 8.3857], [-2.3077, 8.3897], [-2.3096, 8.4007], [-2.3182, 8.4117], [-2.3253, 8.4174], [-2.3266, 8.4255], [-2.3286, 8.427], [-2.3314, 8.4363], [-2.3315, 8.4411], [-2.3371, 8.4543], [-2.3503, 8.4597], [-2.3549, 8.4646], [-2.3555, 8.4693], [-2.3647, 8.4739], [-2.3663, 8.4764], [-2.3697, 8.4875], [-2.3708, 8.5003], [-2.3684, 8.5009], [-2.3668, 8.5077], [-2.3585, 8.5173], [-2.358, 8.5216], [-2.3634, 8.5298], [-2.3673, 8.5403], [-2.3712, 8.5393], [-2.3775, 8.5488], [-2.3849, 8.5549], [-2.3958, 8.5581], [-2.3986, 8.5571], [-2.4023, 8.5643], [-2.4097, 8.5666], [-2.4144, 8.5731], [-2.4193, 8.5934], [-2.4169, 8.6018], [-2.4165, 8.6095], [-2.4179, 8.6128], [-2.4306, 8.621], [-2.4324, 8.6243], [-2.4422, 8.63], [-2.4475, 8.6404], [-2.4551, 8.6482], [-2.4643, 8.6518], [-2.4744, 8.6651], [-2.4792, 8.6759], [-2.4846, 8.68], [-2.4883, 8.6858], [-2.4896, 8.6973], [-2.4994, 8.7184], [-2.513, 8.73], [-2.5256, 8.7325], [-2.5356, 8.7393], [-2.5363, 8.7459], [-2.5395, 8.7497], [-2.5396, 8.7571], [-2.543, 8.7615], [-2.5447, 8.7607], [-2.5498, 8.7624], [-2.5697, 8.7724], [-2.5854, 8.7865], [-2.5901, 8.7871], [-2.591, 8.785], [-2.5937, 8.7883], [-2.605, 8.7885], [-2.6159, 8.7868], [-2.6289, 8.7942], [-2.627, 8.7995], [-2.6213, 8.8076], [-2.598, 8.8224], [-2.5963, 8.8307], [-2.601, 8.8407], [-2.6004, 8.8429], [-2.6072, 8.8477], [-2.6175, 8.8699], [-2.6229, 8.8779], [-2.6213, 8.8916], [-2.6159, 8.9115], [-2.6182, 8.9221], [-2.627, 8.9297], [-2.6448, 8.936], [-2.6513, 8.944], [-2.6578, 8.9837], [-2.6541, 9.0074], [-2.6597, 9.0069], [-2.6634, 9.0153], [-2.6722, 9.0202], [-2.6862, 9.0185], [-2.6886, 9.016], [-2.6887, 9.0188], [-2.6942, 9.0191], [-2.7018, 9.0153], [-2.7035, 9.0162], [-2.7024, 9.0196], [-2.7057, 9.0209], [-2.7155, 9.0174], [-2.72, 9.0121], [-2.7195, 9.0176], [-2.7135, 9.0228], [-2.7166, 9.0253], [-2.7275, 9.0273], [-2.7605, 9.0256], [-2.7721, 9.0327], [-2.7736, 9.0448], [-2.7792, 9.0518], [-2.7794, 9.0504], [-2.7808, 9.0507], [-2.7799, 9.0526], [-2.7812, 9.055], [-2.782, 9.0531], [-2.7825, 9.054], [-2.7835, 9.0609], [-2.7819, 9.0649], [-2.769, 9.0789], [-2.7656, 9.0879], [-2.7677, 9.1131], [-2.7711, 9.1148], [-2.7676, 9.1149], [-2.7686, 9.1204], [-2.7724, 9.1275], [-2.7746, 9.1373], [-2.7791, 9.1373], [-2.7746, 9.1377], [-2.7741, 9.1424], [-2.7719, 9.1455], [-2.7636, 9.151], [-2.7486, 9.1552], [-2.7503, 9.1579], [-2.7472, 9.1557], [-2.7429, 9.1561], [-2.7369, 9.1595], [-2.7323, 9.1654], [-2.7226, 9.1865], [-2.7211, 9.1932], [-2.7223, 9.1926], [-2.7228, 9.1958], [-2.7255, 9.1958], [-2.7236, 9.197], [-2.7242, 9.2002], [-2.7204, 9.195], [-2.718, 9.2015], [-2.7188, 9.2028], [-2.7168, 9.2034], [-2.7161, 9.2067], [-2.7137, 9.2081], [-2.7143, 9.2095], [-2.6979, 9.218], [-2.6921, 9.2262], [-2.6619, 9.2401], [-2.6566, 9.2556], [-2.6767, 9.2803], [-2.6849, 9.287], [-2.6932, 9.2844], [-2.7011, 9.2857], [-2.7106, 9.2912], [-2.7175, 9.3001], [-2.7182, 9.3066], [-2.7213, 9.3129], [-2.7214, 9.3255], [-2.7195, 9.3347], [-2.7112, 9.3389], [-2.7031, 9.3393], [-2.6946, 9.3512], [-2.6811, 9.3613], [-2.6773, 9.3687], [-2.6736, 9.3874], [-2.6779, 9.4095], [-2.6862, 9.4241], [-2.6886, 9.4325], [-2.6901, 9.4524], [-2.6845, 9.4745], [-2.6847, 9.4874], [-2.6937, 9.5038], [-2.7005, 9.5108], [-2.708, 9.5157], [-2.7138, 9.5239], [-2.7215, 9.5275], [-2.731, 9.5295], [-2.7469, 9.5464], [-2.7554, 9.5499], [-2.7622, 9.5576], [-2.7711, 9.5751], [-2.7696, 9.5794], [-2.771, 9.5827], [-2.7711, 9.6013], [-2.7642, 9.6065], [-2.7621, 9.6177], [-2.7545, 9.6246], [-2.7521, 9.63], [-2.7473, 9.6317], [-2.7452, 9.6415], [-2.739, 9.6422], [-2.7384, 9.6436], [-2.7318, 9.6435], [-2.7305, 9.6391], [-2.7265, 9.6349], [-2.7193, 9.6323], [-2.7071, 9.6339], [-2.6984, 9.6298], [-2.6851, 9.633], [-2.6805, 9.6316], [-2.6719, 9.6343], [-2.6649, 9.6392], [-2.6609, 9.639], [-2.6502, 9.6435], [-2.6379, 9.6439], [-2.6278, 9.6469], [-2.6003, 9.6593], [-2.5384, 9.6779], [-2.5215, 9.6867], [-2.5149, 9.6938], [-2.5076, 9.72], [-2.5096, 9.7394], [-2.5089, 9.7458], [-2.4211, 9.7724], [-2.0969, 9.8137], [-2.0945, 9.8113], [-2.0912, 9.7898], [-2.0864, 9.7855], [-2.0625, 9.7812], [-2.0588, 9.7821], [-2.0422, 9.7797], [-2.0289, 9.7831], [-2.0248, 9.786], [-2.0178, 9.7945], [-2.0087, 9.8152], [-2.0034, 9.8222], [-1.9868, 9.8251], [-1.8865, 9.8237], [-1.8314, 9.821], [-1.7844, 9.8216], [-1.7422, 9.82], [-1.7198, 9.8203], [-1.7107, 9.8219], [-1.7066, 9.8252], [-1.703, 9.8416], [-1.6967, 9.8711], [-1.6992, 9.8801], [-1.6963, 9.8872], [-1.6966, 9.8911], [-1.7013, 9.8954], [-1.7034, 9.8954], [-1.7071, 9.8999], [-1.7062, 9.9027], [-1.7074, 9.9032], [-1.7041, 9.9093], [-1.7061, 9.9144], [-1.7046, 9.9236], [-1.7081, 9.9272], [-1.714, 9.9296], [-1.7161, 9.94], [-1.7144, 9.9429], [-1.7067, 9.9458], [-1.709, 9.9501], [-1.708, 9.9571], [-1.7119, 9.9603], [-1.7075, 9.9647], [-1.7126, 9.9702], [-1.71, 9.9813], [-1.7159, 9.9895], [-1.7186, 9.9983], [-1.7177, 10.0043], [-1.7142, 10.0128], [-1.7017, 10.0138], [-1.7016, 10.0219], [-1.6974, 10.0254], [-1.695, 10.0234], [-1.6947, 10.031], [-1.6908, 10.0358], [-1.686, 10.0387], [-1.6736, 10.0253], [-1.6673, 10.0356], [-1.6672, 10.0451], [-1.6555, 10.0428], [-1.646, 10.038], [-1.64, 10.0387], [-1.6349, 10.0426], [-1.6293, 10.0499], [-1.6291, 10.0529], [-1.6418, 10.0577], [-1.6553, 10.072], [-1.655, 10.0746], [-1.6436, 10.0751], [-1.6321, 10.0795], [-1.6264, 10.0791], [-1.6232, 10.0711], [-1.6131, 10.0691], [-1.5836, 10.08], [-1.58, 10.0842], [-1.5794, 10.0894], [-1.5663, 10.0921], [-1.5586, 10.0914], [-1.5574, 10.0978], [-1.5513, 10.0928], [-1.5489, 10.0824], [-1.5491, 10.0736], [-1.5463, 10.0705], [-1.5432, 10.0726], [-1.5389, 10.0713], [-1.5327, 10.0737], [-1.5252, 10.083], [-1.5174, 10.0866], [-1.5083, 10.0829], [-1.5053, 10.0833], [-1.4961, 10.0908], [-1.4897, 10.0925], [-1.4867, 10.0956], [-1.4814, 10.0967], [-1.4783, 10.0996], [-1.4724, 10.1004], [-1.4674, 10.1036], [-1.4575, 10.1037], [-1.4439, 10.1013], [-1.4368, 10.1034], [-1.4119, 10.0891], [-1.4095, 10.0916], [-1.407, 10.0912], [-1.4059, 10.0941], [-1.3937, 10.0909], [-1.3832, 10.0901], [-1.3749, 10.0915], [-1.3727, 10.0947], [-1.3696, 10.0946], [-1.3672, 10.0919], [-1.3683, 10.089], [-1.355, 10.0797], [-1.3225, 10.0659], [-1.3141, 10.064], [-1.3124, 10.0661], [-1.3101, 10.066], [-1.3089, 10.0636], [-1.3103, 10.0622], [-1.3063, 10.0544], [-1.3031, 10.054], [-1.3021, 10.0493], [-1.2877, 10.0355], [-1.2839, 10.038], [-1.2795, 10.038], [-1.2768, 10.0354], [-1.2763, 10.0316], [-1.2649, 10.0315], [-1.2611, 10.0347], [-1.2562, 10.0355], [-1.2496, 10.031], [-1.244, 10.0305], [-1.2428, 10.027], [-1.2397, 10.0254], [-1.2343, 10.014], [-1.227, 10.008], [-1.2086, 10.0054], [-1.203, 10.0008], [-1.2029, 9.9979], [-1.1969, 9.994], [-1.1803, 9.9919], [-1.1775, 9.9892], [-1.1699, 9.9866], [-1.163, 9.9804], [-1.1592, 9.9802], [-1.1564, 9.9773], [-1.1421, 9.98], [-1.141, 9.9727], [-1.1384, 9.9697], [-1.1399, 9.9679], [-1.1378, 9.9678], [-1.1357, 9.9636], [-1.1291, 9.9632], [-1.1244, 9.9595], [-1.1232, 9.9546], [-1.1171, 9.9469], [-1.1168, 9.9422], [-1.1148, 9.9408], [-1.1133, 9.9339], [-1.1094, 9.9314], [-1.1076, 9.9273], [-1.12, 9.9272], [-1.1219, 9.9292], [-1.1267, 9.9295], [-1.1349, 9.9339], [-1.154, 9.9486], [-1.1626, 9.9522], [-1.1785, 9.9496], [-1.1787, 9.9377], [-1.1763, 9.9233], [-1.1822, 9.898], [-1.1803, 9.894], [-1.1767, 9.892], [-1.1721, 9.8797], [-1.1639, 9.8739], [-1.1622, 9.8705], [-1.1632, 9.868], [-1.1603, 9.8628], [-1.1601, 9.8565], [-1.1608, 9.8532], [-1.1628, 9.8518], [-1.1613, 9.8493], [-1.1624, 9.8485], [-1.1618, 9.8455], [-1.1654, 9.8407], [-1.1639, 9.8373], [-1.1684, 9.8327], [-1.1682, 9.8291], [-1.1717, 9.8278], [-1.1726, 9.8245], [-1.1733, 9.8203], [-1.1706, 9.8181], [-1.171, 9.8154], [-1.169, 9.8146], [-1.174, 9.8079], [-1.1743, 9.8006], [-1.1721, 9.7981], [-1.1743, 9.7898], [-1.1867, 9.8003], [-1.1898, 9.8001], [-1.1949, 9.796], [-1.1981, 9.7958], [-1.2026, 9.7971], [-1.2073, 9.7961], [-1.2148, 9.7995], [-1.2163, 9.8008], [-1.2181, 9.8124], [-1.2234, 9.8137], [-1.2282, 9.8175], [-1.2323, 9.8257], [-1.2383, 9.8285], [-1.2535, 9.8232], [-1.2632, 9.8243], [-1.2639, 9.8161], [-1.2694, 9.8071], [-1.2697, 9.8041], [-1.2736, 9.802], [-1.2853, 9.8017], [-1.2953, 9.8063], [-1.2967, 9.809], [-1.305, 9.8112], [-1.3093, 9.8178], [-1.3076, 9.823], [-1.3142, 9.8163], [-1.3138, 9.8065], [-1.3087, 9.8011], [-1.3228, 9.7998], [-1.3264, 9.8029], [-1.3277, 9.8079], [-1.3414, 9.8081], [-1.3478, 9.8055], [-1.3515, 9.7944], [-1.3502, 9.7831], [-1.3477, 9.7773], [-1.3508, 9.7661], [-1.3482, 9.7572], [-1.3458, 9.7543], [-1.3454, 9.7489], [-1.3495, 9.746], [-1.3473, 9.7423], [-1.3488, 9.7401], [-1.3467, 9.7373], [-1.3467, 9.7338], [-1.35, 9.7295], [-1.3462, 9.7236], [-1.3444, 9.7157], [-1.3399, 9.7143], [-1.3387, 9.706], [-1.334, 9.7039], [-1.33, 9.6985], [-1.3253, 9.698], [-1.3248, 9.6888], [-1.3196, 9.6843], [-1.3207, 9.6796], [-1.3192, 9.6711], [-1.3209, 9.6691], [-1.3191, 9.6671], [-1.3214, 9.663], [-1.3242, 9.6628], [-1.3223, 9.6591], [-1.3251, 9.6561], [-1.3227, 9.6553], [-1.3219, 9.6565], [-1.321, 9.6546], [-1.3146, 9.6533], [-1.3174, 9.648], [-1.3266, 9.6469], [-1.3302, 9.6439], [-1.3308, 9.6405], [-1.3281, 9.6364], [-1.3294, 9.6338], [-1.3468, 9.6269], [-1.3557, 9.621], [-1.3673, 9.6178], [-1.3726, 9.6128], [-1.3735, 9.6086], [-1.3659, 9.6038], [-1.3641, 9.5997], [-1.3404, 9.5745], [-1.3138, 9.5488], [-1.3115, 9.5434], [-1.3117, 9.538], [-1.3018, 9.5282], [-1.2954, 9.5193], [-1.2879, 9.5165], [-1.2813, 9.5099], [-1.2501, 9.4275], [-1.2431, 9.4194], [-1.2442, 9.4001], [-1.2465, 9.397], [-1.2459, 9.3859], [-1.2478, 9.3817], [-1.2493, 9.3818], [-1.2511, 9.372], [-1.2545, 9.369], [-1.2538, 9.3642], [-1.2581, 9.3607], [-1.2559, 9.3585], [-1.2546, 9.3529], [-1.2579, 9.3522], [-1.2648, 9.342], [-1.2608, 9.3314], [-1.2681, 9.333], [-1.2691, 9.3307], [-1.2681, 9.3272], [-1.259, 9.3198], [-1.258, 9.3142], [-1.2548, 9.3103], [-1.2575, 9.3104], [-1.257, 9.3079], [-1.2533, 9.3015], [-1.25, 9.2997], [-1.2465, 9.2953], [-1.2471, 9.2942], [-1.2421, 9.2903], [-1.241, 9.2881], [-1.2425, 9.2848], [-1.2345, 9.2905], [-1.2305, 9.2906], [-1.2278, 9.2962], [-1.2248, 9.2969], [-1.224, 9.2956], [-1.2159, 9.2989], [-1.2127, 9.2983], [-1.2116, 9.3002], [-1.2126, 9.3028], [-1.2092, 9.3034], [-1.2081, 9.3054], [-1.2041, 9.3052], [-1.2033, 9.3085], [-1.2, 9.306], [-1.2001, 9.3043], [-1.1968, 9.3038], [-1.1962, 9.3086], [-1.1934, 9.3076], [-1.1932, 9.3094], [-1.1899, 9.3094], [-1.1899, 9.311], [-1.1874, 9.3121], [-1.1868, 9.3102], [-1.1851, 9.3117], [-1.1849, 9.3098], [-1.1838, 9.3102], [-1.1826, 9.3124], [-1.1785, 9.3136], [-1.1788, 9.3157], [-1.1747, 9.3175], [-1.1721, 9.3212], [-1.1712, 9.3197], [-1.1699, 9.3212], [-1.1669, 9.3202], [-1.1652, 9.3212], [-1.166, 9.3177], [-1.1603, 9.3195], [-1.1572, 9.3184], [-1.1563, 9.3212], [-1.1553, 9.3195], [-1.1489, 9.3185], [-1.1454, 9.3204], [-1.1431, 9.3175], [-1.142, 9.3192], [-1.1392, 9.3172], [-1.1353, 9.3196], [-1.1321, 9.3175], [-1.1327, 9.3194], [-1.1302, 9.3199], [-1.1284, 9.3172], [-1.1204, 9.3184], [-1.1184, 9.3163], [-1.1167, 9.3175], [-1.1134, 9.315], [-1.1112, 9.3158], [-1.1092, 9.3144], [-1.1093, 9.3121], [-1.1075, 9.3126], [-1.1077, 9.3108], [-1.1059, 9.3109], [-1.1071, 9.3099], [-1.1063, 9.3082], [-1.1008, 9.3102], [-1.0995, 9.3092], [-1.098, 9.3124], [-1.0958, 9.312], [-1.0955, 9.3154], [-1.0899, 9.3191], [-1.083, 9.3198], [-1.0822, 9.3223], [-1.0797, 9.3215], [-1.0789, 9.3235], [-1.0768, 9.3235], [-1.077, 9.3263], [-1.0753, 9.3252], [-1.0744, 9.3265], [-1.0695, 9.3263], [-1.0664, 9.3279], [-1.0658, 9.3253], [-1.0621, 9.3281], [-1.0601, 9.3268], [-1.0578, 9.3279], [-1.0537, 9.3313], [-1.0535, 9.3332], [-1.055, 9.3337], [-1.0531, 9.3365], [-1.0509, 9.3369], [-1.051, 9.3397], [-1.0407, 9.3448], [-1.031, 9.3416], [-1.0248, 9.3374], [-1.0212, 9.3325], [-1.0136, 9.3297], [-1.0204, 9.3165], [-1.0196, 9.3133], [-1.0137, 9.3143], [-1.009, 9.3172], [-1.0044, 9.323], [-0.996, 9.3289], [-0.9887, 9.3289], [-0.979, 9.3334], [-0.9765, 9.3366], [-0.9691, 9.3342], [-0.9626, 9.3347], [-0.9629, 9.3243], [-0.9599, 9.3129], [-0.9605, 9.3053], [-0.9551, 9.3005], [-0.9491, 9.298], [-0.9362, 9.2963], [-0.9337, 9.2985], [-0.9305, 9.2988], [-0.9264, 9.2963], [-0.9044, 9.3056], [-0.889, 9.3082], [-0.8851, 9.3104], [-0.8827, 9.3093], [-0.8797, 9.2999], [-0.8787, 9.302], [-0.8699, 9.3063], [-0.8597, 9.3064], [-0.8491, 9.3043], [-0.8501, 9.3004], [-0.8484, 9.2967], [-0.8469, 9.2988], [-0.8424, 9.2996], [-0.8328, 9.2973], [-0.8228, 9.3116], [-0.8146, 9.3129], [-0.8059, 9.3189], [-0.7955, 9.3089], [-0.7749, 9.3029], [-0.7644, 9.296], [-0.759, 9.2955], [-0.7548, 9.2931], [-0.7477, 9.2941], [-0.746, 9.2923], [-0.7367, 9.292], [-0.7317, 9.2899], [-0.7273, 9.2914], [-0.7241, 9.2879], [-0.7164, 9.2889], [-0.711, 9.2863], [-0.7084, 9.2871], [-0.7022, 9.2832], [-0.6997, 9.2835], [-0.6971, 9.2784], [-0.694, 9.2782], [-0.6984, 9.2825], [-0.6973, 9.285], [-0.7059, 9.2895], [-0.7105, 9.2901], [-0.7143, 9.2959], [-0.7112, 9.3007], [-0.7116, 9.306], [-0.7178, 9.3136], [-0.7145, 9.3262], [-0.6984, 9.3176], [-0.689, 9.3101], [-0.6869, 9.3137], [-0.6868, 9.3234], [-0.6861, 9.3255], [-0.6841, 9.3255], [-0.671, 9.3207], [-0.6675, 9.3213], [-0.6677, 9.3196], [-0.6659, 9.3184], [-0.6574, 9.3183], [-0.6542, 9.3152], [-0.6446, 9.3155], [-0.6398, 9.3183], [-0.6351, 9.3188], [-0.6327, 9.3157], [-0.6358, 9.3141], [-0.6347, 9.3115], [-0.6364, 9.3104], [-0.6341, 9.3083], [-0.627, 9.307], [-0.6261, 9.3084], [-0.6227, 9.3082], [-0.6228, 9.3098], [-0.6172, 9.3125], [-0.6139, 9.3123], [-0.6136, 9.3134], [-0.6101, 9.3113], [-0.6101, 9.3158], [-0.6066, 9.317], [-0.6069, 9.3198], [-0.6047, 9.3208], [-0.6046, 9.323], [-0.5986, 9.3239], [-0.5944, 9.3287], [-0.5851, 9.3226], [-0.5801, 9.3164], [-0.5663, 9.2882], [-0.5603, 9.2849], [-0.5531, 9.2845], [-0.5437, 9.2751], [-0.5412, 9.2771], [-0.5401, 9.2755], [-0.5351, 9.2746], [-0.5255, 9.2815], [-0.5195, 9.2822], [-0.511, 9.274], [-0.5104, 9.2687], [-0.5119, 9.2651], [-0.5096, 9.2607], [-0.4896, 9.2495], [-0.4833, 9.2504], [-0.4747, 9.2476], [-0.4693, 9.2425], [-0.4631, 9.2429], [-0.4524, 9.2357], [-0.4359, 9.231], [-0.4303, 9.2247], [-0.4263, 9.2227], [-0.4196, 9.2225], [-0.3908, 9.2354], [-0.3781, 9.228], [-0.3586, 9.2234], [-0.3527, 9.2175], [-0.3429, 9.2142], [-0.3404, 9.2112], [-0.3319, 9.2097], [-0.3272, 9.2108], [-0.324, 9.2093], [-0.3173, 9.1972], [-0.3093, 9.1934], [-0.3106, 9.1919], [-0.3085, 9.1901], [-0.3104, 9.1888], [-0.3084, 9.1882], [-0.3093, 9.1866], [-0.3081, 9.1811], [-0.3028, 9.1804], [-0.3029, 9.1791], [-0.2974, 9.1775], [-0.2966, 9.1757], [-0.2943, 9.1766], [-0.2937, 9.1671], [-0.2909, 9.1628], [-0.2913, 9.1608], [-0.2894, 9.16], [-0.2903, 9.1549], [-0.2866, 9.1549], [-0.2848, 9.1502], [-0.2871, 9.1483], [-0.2844, 9.147], [-0.2852, 9.146], [-0.2819, 9.1453], [-0.2837, 9.1422], [-0.282, 9.1378], [-0.2717, 9.1331], [-0.27, 9.1296], [-0.261, 9.13], [-0.2585, 9.1264], [-0.2547, 9.1266], [-0.253, 9.1291], [-0.2501, 9.1293], [-0.2501, 9.1269], [-0.247, 9.1251], [-0.2473, 9.123], [-0.2425, 9.1209], [-0.2415, 9.1225], [-0.2372, 9.1179], [-0.231, 9.1234], [-0.2267, 9.1224], [-0.2254, 9.1206], [-0.2236, 9.1212], [-0.2241, 9.119], [-0.2216, 9.1168], [-0.223, 9.1148], [-0.2223, 9.1127], [-0.219, 9.1115], [-0.2182, 9.1085], [-0.2156, 9.11], [-0.214, 9.1087], [-0.2104, 9.1109], [-0.2031, 9.1095], [-0.2079, 9.1022], [-0.206, 9.0956], [-0.2093, 9.0941], [-0.2083, 9.0891], [-0.2103, 9.0861], [-0.2081, 9.0824], [-0.213, 9.0789], [-0.2112, 9.0728], [-0.2092, 9.0718], [-0.204, 9.0628], [-0.2131, 9.0515], [-0.2119, 9.0456], [-0.2184, 9.0328], [-0.2173, 9.0295], [-0.2088, 9.0272], [-0.209, 9.0198], [-0.211, 9.017], [-0.2094, 9.0124], [-0.2117, 9.0132], [-0.2124, 9.012], [-0.204, 9.0047], [-0.206, 8.9986], [-0.2051, 8.9976], [-0.2042, 8.9996], [-0.2028, 8.9984], [-0.1955, 8.9752], [-0.1959, 8.9637], [-0.197, 8.9594], [-0.1997, 8.9576], [-0.1979, 8.9539], [-0.2003, 8.9478], [-0.2023, 8.9464], [-0.2075, 8.9474], [-0.2132, 8.946], [-0.2158, 8.9427], [-0.2184, 8.9422], [-0.2176, 8.94], [-0.2207, 8.9386], [-0.222, 8.9358], [-0.2254, 8.9354], [-0.2263, 8.938], [-0.2279, 8.9381], [-0.2336, 8.9363], [-0.2339, 8.9407], [-0.2365, 8.9401], [-0.2407, 8.9311], [-0.2421, 8.9308], [-0.2397, 8.9252], [-0.2406, 8.9219], [-0.2375, 8.9203], [-0.2402, 8.918], [-0.243, 8.9202], [-0.2486, 8.9174], [-0.2436, 8.9109], [-0.2439, 8.9086], [-0.253, 8.9047], [-0.252, 8.9032], [-0.2559, 8.9009], [-0.2628, 8.8999], [-0.2643, 8.9027], [-0.2656, 8.9007], [-0.2683, 8.9007], [-0.2728, 8.9034], [-0.2744, 8.8997], [-0.281, 8.9013], [-0.282, 8.899], [-0.2813, 8.898], [-0.2795, 8.8993], [-0.2795, 8.896], [-0.2879, 8.8924], [-0.288, 8.8882], [-0.291, 8.8855], [-0.2952, 8.8887], [-0.2969, 8.8862], [-0.302, 8.8857], [-0.3034, 8.8829], [-0.3027, 8.8789], [-0.2963, 8.8706], [-0.2951, 8.8657], [-0.3001, 8.8649], [-0.2985, 8.8632], [-0.2997, 8.8608], [-0.3042, 8.8584], [-0.3104, 8.8583], [-0.3269, 8.8631], [-0.3305, 8.8589], [-0.3331, 8.8664], [-0.3388, 8.8673], [-0.3425, 8.8656], [-0.344, 8.8625], [-0.3422, 8.861], [-0.3421, 8.863], [-0.34, 8.8628], [-0.3389, 8.861], [-0.3411, 8.856], [-0.3431, 8.8553], [-0.3434, 8.8567], [-0.3446, 8.8555], [-0.3425, 8.8505], [-0.3429, 8.8464], [-0.3384, 8.8453], [-0.3376, 8.8401], [-0.3343, 8.837], [-0.326, 8.837], [-0.3227, 8.8341], [-0.3211, 8.8193], [-0.3166, 8.8162], [-0.308, 8.8205], [-0.3049, 8.8188], [-0.2994, 8.8193], [-0.2953, 8.8107], [-0.2995, 8.8091], [-0.2971, 8.8059], [-0.3005, 8.8039], [-0.3004, 8.7988], [-0.3029, 8.7995], [-0.3032, 8.7948], [-0.3065, 8.7956], [-0.3046, 8.7871], [-0.3058, 8.7841], [-0.3094, 8.7856], [-0.3074, 8.7766], [-0.3097, 8.7729], [-0.3077, 8.7699], [-0.3084, 8.7674], [-0.3144, 8.765], [-0.3145, 8.7507], [-0.3249, 8.7469], [-0.3294, 8.7421], [-0.3323, 8.7468], [-0.3345, 8.7472], [-0.3363, 8.7527], [-0.3397, 8.7559], [-0.3438, 8.7549], [-0.3458, 8.7584], [-0.3537, 8.7544], [-0.3586, 8.7481], [-0.3683, 8.7429], [-0.3728, 8.7432], [-0.3734, 8.7402], [-0.3713, 8.7386], [-0.3699, 8.7398], [-0.3659, 8.7348], [-0.3691, 8.7256], [-0.3688, 8.7225], [-0.3764, 8.7245], [-0.3838, 8.724], [-0.381, 8.7114], [-0.3874, 8.7088], [-0.3868, 8.7114], [-0.3958, 8.7116], [-0.3966, 8.713], [-0.4022, 8.7107], [-0.4057, 8.7071], [-0.4075, 8.7084], [-0.4063, 8.7115], [-0.4076, 8.7155], [-0.4087, 8.7117], [-0.4124, 8.7081], [-0.4142, 8.7186], [-0.4117, 8.7222], [-0.4123, 8.7266], [-0.4108, 8.7296], [-0.4087, 8.7285], [-0.4084, 8.7318], [-0.4132, 8.734], [-0.4316, 8.7284], [-0.4309, 8.7165], [-0.4356, 8.719], [-0.4422, 8.7259], [-0.4438, 8.7248], [-0.4446, 8.7275], [-0.4481, 8.7295], [-0.4483, 8.727], [-0.4562, 8.7209], [-0.4629, 8.7243], [-0.4713, 8.7339], [-0.4756, 8.7337], [-0.4861, 8.7265], [-0.4906, 8.7114], [-0.4902, 8.7043], [-0.4854, 8.703], [-0.4849, 8.7015], [-0.4864, 8.6985], [-0.4868, 8.6876], [-0.4851, 8.6825], [-0.4819, 8.6816], [-0.4759, 8.6831], [-0.4719, 8.679], [-0.4699, 8.6718], [-0.4635, 8.6727], [-0.4637, 8.6745], [-0.4598, 8.675], [-0.4596, 8.6785], [-0.4537, 8.6756], [-0.4471, 8.6624], [-0.4438, 8.662], [-0.4405, 8.6641], [-0.4392, 8.6632], [-0.4394, 8.6594], [-0.4358, 8.6575], [-0.4327, 8.6588], [-0.4328, 8.6553], [-0.4363, 8.6499], [-0.4348, 8.6442], [-0.4304, 8.6432], [-0.4233, 8.65], [-0.4214, 8.6501], [-0.4178, 8.646], [-0.4199, 8.6437], [-0.4192, 8.639], [-0.4125, 8.6259], [-0.4152, 8.6197], [-0.4136, 8.6166], [-0.415, 8.6142], [-0.4172, 8.6138], [-0.4151, 8.6078], [-0.4124, 8.6101], [-0.4092, 8.6072], [-0.4111, 8.599], [-0.4075, 8.5978], [-0.4066, 8.6008], [-0.404, 8.6016], [-0.4042, 8.604], [-0.4024, 8.6044], [-0.3996, 8.603], [-0.3985, 8.5964], [-0.3974, 8.5985], [-0.3962, 8.5979], [-0.3963, 8.593], [-0.391, 8.5953], [-0.383, 8.5923], [-0.3794, 8.5928], [-0.378, 8.598], [-0.3734, 8.598], [-0.3734, 8.5876], [-0.3715, 8.587], [-0.3652, 8.5921], [-0.3623, 8.5988], [-0.3576, 8.599], [-0.3594, 8.5954], [-0.3578, 8.5902], [-0.3607, 8.5885], [-0.3637, 8.5815], [-0.356, 8.5712], [-0.3509, 8.5697], [-0.3464, 8.5703], [-0.3436, 8.5685], [-0.3447, 8.5659], [-0.3485, 8.5647], [-0.3498, 8.56], [-0.3465, 8.551], [-0.3367, 8.5386], [-0.3355, 8.5306], [-0.333, 8.5336], [-0.3225, 8.5315], [-0.3184, 8.5357], [-0.3167, 8.5328], [-0.3138, 8.5329], [-0.3145, 8.5294], [-0.3122, 8.5275], [-0.3104, 8.539], [-0.3056, 8.5386], [-0.3055, 8.5352], [-0.3044, 8.5349], [-0.2984, 8.5468], [-0.2937, 8.5479], [-0.2941, 8.5454], [-0.2983, 8.544], [-0.2973, 8.5415], [-0.2895, 8.5438], [-0.287, 8.5464], [-0.2868, 8.5496], [-0.2828, 8.5495], [-0.2823, 8.5534], [-0.2777, 8.5575], [-0.2745, 8.5568], [-0.2691, 8.5507], [-0.2696, 8.5421], [-0.2657, 8.5469], [-0.2601, 8.5466], [-0.2602, 8.553], [-0.2579, 8.5553], [-0.2552, 8.5549], [-0.2492, 8.5577], [-0.2457, 8.556], [-0.2447, 8.558], [-0.239, 8.5592], [-0.2373, 8.5621], [-0.2382, 8.5677], [-0.2347, 8.5721], [-0.2292, 8.5674], [-0.2227, 8.5705], [-0.2212, 8.5613], [-0.2147, 8.5527], [-0.2013, 8.5543], [-0.197, 8.5527], [-0.1961, 8.5497], [-0.1975, 8.5469], [-0.2042, 8.5428], [-0.2064, 8.5381], [-0.2065, 8.5268], [-0.2053, 8.5251], [-0.2012, 8.5245], [-0.1994, 8.522], [-0.2019, 8.5167], [-0.2005, 8.5154], [-0.2045, 8.4972], [-0.2082, 8.4946], [-0.1951, 8.4833], [-0.1971, 8.4816], [-0.2006, 8.4816], [-0.2075, 8.4868], [-0.2101, 8.4868], [-0.2121, 8.4833], [-0.2129, 8.468], [-0.2175, 8.47], [-0.2168, 8.4731], [-0.2193, 8.475], [-0.222, 8.4752], [-0.2239, 8.4727], [-0.2304, 8.4754], [-0.2428, 8.4727], [-0.2409, 8.4665], [-0.2335, 8.4574], [-0.2282, 8.4587], [-0.2227, 8.4555], [-0.2188, 8.4555], [-0.2208, 8.44], [-0.2263, 8.4271], [-0.2347, 8.4144], [-0.2381, 8.3989], [-0.2432, 8.3883], [-0.2493, 8.3803], [-0.2497, 8.3669], [-0.253, 8.3517], [-0.2591, 8.3494], [-0.268, 8.3504], [-0.2756, 8.3533], [-0.299, 8.3529], [-0.3066, 8.3581], [-0.3179, 8.3444], [-0.3252, 8.3424], [-0.3265, 8.3394], [-0.3224, 8.3329], [-0.3157, 8.3296], [-0.308, 8.3206], [-0.3006, 8.3187], [-0.2857, 8.3219], [-0.2783, 8.3197], [-0.2675, 8.3261], [-0.2632, 8.3358], [-0.2606, 8.3369], [-0.2479, 8.3337], [-0.2425, 8.341], [-0.238, 8.3429], [-0.2317, 8.3394], [-0.2179, 8.3385], [-0.2146, 8.341], [-0.2102, 8.3506], [-0.2045, 8.3507], [-0.1961, 8.3477], [-0.1929, 8.3502], [-0.19, 8.3571], [-0.1871, 8.358], [-0.1851, 8.3539], [-0.1841, 8.3378], [-0.1784, 8.3295], [-0.1742, 8.3264], [-0.1695, 8.3173], [-0.1636, 8.3128], [-0.1582, 8.2977], [-0.1553, 8.2942], [-0.1469, 8.2898], [-0.1422, 8.2796], [-0.1427, 8.2721], [-0.1457, 8.2723], [-0.1503, 8.2651], [-0.1598, 8.2601], [-0.1629, 8.2555], [-0.1696, 8.2532], [-0.1655, 8.2384], [-0.1686, 8.2314], [-0.1772, 8.2278], [-0.182, 8.2323], [-0.1885, 8.2317], [-0.1976, 8.2245], [-0.1986, 8.2193], [-0.2189, 8.2179], [-0.2243, 8.2128], [-0.2326, 8.213], [-0.2378, 8.2179], [-0.2501, 8.2154], [-0.2594, 8.2163], [-0.2696, 8.2225], [-0.2748, 8.2295], [-0.2807, 8.2455], [-0.2919, 8.2427], [-0.3063, 8.2327], [-0.3193, 8.2268], [-0.351, 8.2285], [-0.3602, 8.2309], [-0.3695, 8.2309], [-0.3782, 8.2284], [-0.3875, 8.2241], [-0.3908, 8.2109], [-0.3897, 8.1987], [-0.3849, 8.195], [-0.3808, 8.1954], [-0.3685, 8.201], [-0.3592, 8.2026], [-0.3486, 8.2017], [-0.3519, 8.1927], [-0.3586, 8.1857], [-0.3563, 8.1781], [-0.3516, 8.1725], [-0.3541, 8.1662], [-0.3653, 8.1633], [-0.3847, 8.1528], [-0.419, 8.1528], [-0.4444, 8.1575], [-0.4874, 8.1721], [-0.503, 8.1809], [-0.5425, 8.1876], [-0.6395, 8.2695], [-0.7408, 8.3355], [-0.7798, 8.3355], [-0.8014, 8.3396], [-0.8578, 8.3285], [-0.8596, 8.3224], [-0.854, 8.3188], [-0.8527, 8.3142], [-0.8563, 8.2926], [-0.8589, 8.2923], [-0.8626, 8.2772], [-0.862, 8.2724], [-0.8699, 8.27], [-0.8783, 8.2638], [-0.8913, 8.2584], [-0.9048, 8.2551], [-0.9067, 8.2575], [-0.9105, 8.2548], [-0.9172, 8.2554], [-0.9236, 8.2519], [-0.9394, 8.2513], [-0.9487, 8.2465], [-0.9591, 8.2511], [-0.9657, 8.2467], [-0.9677, 8.2331], [-0.979, 8.2272], [-0.9875, 8.2354], [-0.9899, 8.2456], [-0.999, 8.2452], [-1.0102, 8.2479], [-1.0144, 8.252], [-1.0157, 8.257], [-1.0192, 8.2611], [-1.0219, 8.2608], [-1.0257, 8.2534], [-1.0298, 8.2511], [-1.0337, 8.2453], [-1.0397, 8.2431], [-1.0409, 8.2128], [-1.0432, 8.2044], [-1.0417, 8.1962], [-1.0432, 8.1741], [-1.0405, 8.166], [-1.0687, 8.1292], [-1.0433, 8.0939], [-1.041, 8.0794], [-1.0487, 8.0669], [-1.0481, 8.0625], [-1.0368, 8.0585], [-1.0337, 8.0547], [-1.0346, 8.0463], [-1.0325, 8.0439], [-1.028, 8.043], [-1.0262, 8.0389], [-1.0226, 8.0363], [-1.0224, 8.0332], [-1.0194, 8.0321], [-1.0173, 8.0274], [-1.0182, 8.0214], [-1.0165, 8.0176], [-1.018, 8.0179], [-1.0202, 8.0154], [-1.0298, 8.017], [-1.0348, 8.0254], [-1.0411, 8.0265], [-1.0459, 8.0302], [-1.0521, 8.0292], [-1.0558, 8.0259], [-1.0597, 8.0259], [-1.0625, 8.0232], [-1.067, 8.024], [-1.0694, 8.021], [-1.073, 8.0212], [-1.0767, 8.0174], [-1.0779, 8.0184], [-1.0814, 8.0172], [-1.0845, 8.0108], [-1.0878, 8.0103], [-1.0879, 8.0069], [-1.0904, 8.0027], [-1.0934, 8.0026], [-1.0953, 7.9982], [-1.0976, 7.9968], [-1.0988, 7.9977], [-1.1004, 7.9958], [-1.1042, 7.9959], [-1.1069, 7.9943], [-1.107, 7.9924], [-1.1125, 7.9953], [-1.1182, 7.9929], [-1.1258, 7.9977], [-1.1314, 7.9952], [-1.136, 7.9983], [-1.1442, 7.9968], [-1.1482, 8.0002], [-1.1546, 7.9979], [-1.1556, 7.9996], [-1.1579, 7.9993], [-1.1581, 8.0038], [-1.1619, 8.0087], [-1.1608, 8.0111], [-1.1627, 8.015], [-1.1589, 8.023], [-1.1593, 8.0344], [-1.1618, 8.0403], [-1.1614, 8.0441], [-1.1651, 8.0505], [-1.166, 8.0603], [-1.1644, 8.0641], [-1.1654, 8.0698], [-1.1566, 8.0837], [-1.1565, 8.0886], [-1.1671, 8.1086], [-1.1747, 8.1167], [-1.2295, 8.2048], [-1.2371, 8.2237], [-1.2513, 8.2431], [-1.2665, 8.2573], [-1.2687, 8.2769], [-1.2752, 8.2852], [-1.274, 8.2902]]]], "type": "MultiPolygon"}, "id": "10", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA11_2", "HASC_1": "NA", "ISO_1": "GH-SV", "NAME_1": "Savannah", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-1.5735, 10.2746, 0.0339, 11.1748], "geometry": {"coordinates": [[[[-1.0696, 10.4921], [-1.0791, 10.4876], [-1.0976, 10.4832], [-1.0995, 10.4808], [-1.1103, 10.476], [-1.1333, 10.4582], [-1.1656, 10.4126], [-1.227, 10.3917], [-1.232, 10.387], [-1.2345, 10.3799], [-1.2321, 10.367], [-1.214, 10.3443], [-1.2104, 10.3297], [-1.2111, 10.3241], [-1.2176, 10.3083], [-1.2241, 10.3025], [-1.2229, 10.2952], [-1.2319, 10.2926], [-1.2282, 10.2869], [-1.2325, 10.2844], [-1.2359, 10.2872], [-1.239, 10.2867], [-1.2413, 10.2844], [-1.2403, 10.2794], [-1.2415, 10.2782], [-1.2423, 10.2809], [-1.2471, 10.2813], [-1.2473, 10.2781], [-1.2433, 10.2764], [-1.2482, 10.2746], [-1.2486, 10.2784], [-1.2536, 10.2778], [-1.2563, 10.2855], [-1.2552, 10.2884], [-1.2574, 10.2934], [-1.2544, 10.2951], [-1.2562, 10.3033], [-1.2597, 10.3029], [-1.2645, 10.3111], [-1.2685, 10.3106], [-1.2718, 10.3145], [-1.2692, 10.3187], [-1.269, 10.3255], [-1.2728, 10.3269], [-1.2716, 10.3222], [-1.2731, 10.3212], [-1.2852, 10.322], [-1.2891, 10.3262], [-1.2977, 10.3245], [-1.301, 10.3264], [-1.3121, 10.3275], [-1.316, 10.3309], [-1.3264, 10.3321], [-1.3236, 10.3358], [-1.3249, 10.3401], [-1.3297, 10.342], [-1.3363, 10.3478], [-1.3392, 10.3474], [-1.3416, 10.3434], [-1.3437, 10.3465], [-1.3482, 10.3473], [-1.3488, 10.3491], [-1.3443, 10.3507], [-1.3433, 10.3525], [-1.3454, 10.3557], [-1.3444, 10.3628], [-1.3504, 10.3731], [-1.3551, 10.3773], [-1.3631, 10.3775], [-1.3732, 10.3818], [-1.3817, 10.3909], [-1.3849, 10.4053], [-1.3736, 10.4057], [-1.3667, 10.4139], [-1.3639, 10.4222], [-1.3659, 10.4238], [-1.3714, 10.4241], [-1.3728, 10.4274], [-1.3702, 10.4266], [-1.3649, 10.4292], [-1.3624, 10.435], [-1.3642, 10.4401], [-1.3801, 10.456], [-1.3802, 10.4572], [-1.3751, 10.4576], [-1.3732, 10.4596], [-1.374, 10.4629], [-1.3774, 10.4667], [-1.3929, 10.4756], [-1.4023, 10.4847], [-1.4051, 10.4838], [-1.4115, 10.4773], [-1.4181, 10.466], [-1.4249, 10.4666], [-1.4294, 10.4637], [-1.4364, 10.4687], [-1.4466, 10.4691], [-1.4498, 10.479], [-1.458, 10.4789], [-1.4671, 10.4879], [-1.4593, 10.4987], [-1.463, 10.5064], [-1.4628, 10.5092], [-1.4505, 10.5141], [-1.4485, 10.5169], [-1.4505, 10.5247], [-1.4571, 10.5333], [-1.4645, 10.5373], [-1.4728, 10.5361], [-1.4859, 10.5383], [-1.4885, 10.5404], [-1.4877, 10.5454], [-1.4899, 10.5501], [-1.4988, 10.5537], [-1.5049, 10.5604], [-1.5108, 10.5597], [-1.5183, 10.5621], [-1.5195, 10.5675], [-1.516, 10.5767], [-1.5266, 10.5883], [-1.53, 10.5893], [-1.5539, 10.5863], [-1.5561, 10.5879], [-1.5594, 10.5955], [-1.566, 10.5986], [-1.5672, 10.6023], [-1.5656, 10.6202], [-1.5677, 10.6295], [-1.5677, 10.6446], [-1.5735, 10.6679], [-1.5714, 10.6923], [-1.5689, 10.6972], [-1.5692, 10.7054], [-1.5666, 10.7155], [-1.5682, 10.7234], [-1.5618, 10.7275], [-1.5618, 10.7361], [-1.5568, 10.7469], [-1.5513, 10.7505], [-1.5336, 10.748], [-1.5317, 10.751], [-1.529, 10.7521], [-1.5259, 10.7611], [-1.5287, 10.7644], [-1.5276, 10.7705], [-1.5231, 10.7773], [-1.5099, 10.7796], [-1.5052, 10.7787], [-1.4997, 10.7819], [-1.4988, 10.7859], [-1.4961, 10.7866], [-1.4915, 10.8063], [-1.5005, 10.8144], [-1.4918, 10.834], [-1.486, 10.8311], [-1.4786, 10.8308], [-1.4778, 10.8391], [-1.4726, 10.842], [-1.4731, 10.844], [-1.463, 10.8461], [-1.4621, 10.8497], [-1.4592, 10.848], [-1.4584, 10.849], [-1.4568, 10.862], [-1.4534, 10.8655], [-1.455, 10.869], [-1.4547, 10.8733], [-1.4577, 10.8758], [-1.4585, 10.8789], [-1.452, 10.8886], [-1.4535, 10.9047], [-1.4517, 10.908], [-1.4562, 10.9116], [-1.4548, 10.9162], [-1.4519, 10.918], [-1.4472, 10.9321], [-1.4467, 10.9425], [-1.4441, 10.9504], [-1.4476, 10.9555], [-1.4479, 10.9641], [-1.445, 10.9687], [-1.4438, 10.9755], [-1.4415, 10.977], [-1.4417, 10.9822], [-1.4384, 10.9906], [-1.4337, 10.9943], [-1.4297, 10.9953], [-1.4282, 10.9981], [-1.4291, 11.0135], [-1.4234, 11.0152], [-1.4228, 11.0203], [-1.4089, 11.0025], [-1.3961, 10.9906], [-1.3918, 10.9887], [-1.3844, 10.9892], [-1.3772, 10.9861], [-1.3709, 10.9889], [-1.3375, 10.9884], [-1.277, 10.991], [-1.1578, 10.9886], [-1.1146, 10.9858], [-1.1148, 11.0039], [-1.0517, 11.0051], [-1.0069, 11.0081], [-1.0003, 11.0079], [-1.0001, 10.9978], [-0.9764, 10.9984], [-0.9511, 11.0024], [-0.9165, 11.0022], [-0.9166, 10.9803], [-0.8903, 10.9819], [-0.889, 10.9808], [-0.8888, 10.9655], [-0.8923, 10.9643], [-0.8926, 10.9628], [-0.87, 10.9667], [-0.8629, 10.9846], [-0.855, 10.9983], [-0.8284, 10.9983], [-0.8273, 11.0065], [-0.8076, 11.0058], [-0.8075, 10.998], [-0.7463, 10.9972], [-0.6841, 10.9986], [-0.6869, 10.9906], [-0.6857, 10.9856], [-0.6809, 10.9829], [-0.6777, 10.9826], [-0.6724, 10.9904], [-0.6675, 10.9885], [-0.6537, 10.9876], [-0.6523, 10.9818], [-0.6554, 10.9761], [-0.6573, 10.9747], [-0.6638, 10.9746], [-0.6717, 10.9612], [-0.6712, 10.9589], [-0.6615, 10.9564], [-0.6564, 10.9633], [-0.6536, 10.9638], [-0.6451, 10.9551], [-0.6483, 10.9501], [-0.6355, 10.9419], [-0.6294, 10.9415], [-0.6264, 10.9392], [-0.6238, 10.934], [-0.6221, 10.921], [-0.6186, 10.9168], [-0.6198, 10.9138], [-0.6183, 10.9101], [-0.6171, 10.9122], [-0.6137, 10.9118], [-0.6112, 10.9144], [-0.6061, 10.916], [-0.6021, 10.9205], [-0.5932, 10.9237], [-0.5935, 10.9309], [-0.5915, 10.9353], [-0.5864, 10.9388], [-0.5876, 10.9404], [-0.5857, 10.9429], [-0.5877, 10.9479], [-0.5861, 10.9609], [-0.5816, 10.9631], [-0.5793, 10.9682], [-0.5798, 10.9708], [-0.5756, 10.9757], [-0.573, 10.9843], [-0.5688, 10.9914], [-0.5658, 10.9929], [-0.5589, 10.9895], [-0.5529, 10.9907], [-0.5499, 10.9836], [-0.552, 10.9821], [-0.5512, 10.9791], [-0.5486, 10.979], [-0.5447, 10.975], [-0.5441, 10.9844], [-0.5364, 10.9912], [-0.5358, 10.9953], [-0.5296, 11.0006], [-0.5261, 10.9989], [-0.523, 10.9914], [-0.5168, 10.991], [-0.5165, 10.9921], [-0.5113, 10.9889], [-0.5108, 10.9923], [-0.5046, 10.9983], [-0.504, 11.0011], [-0.5014, 11.0022], [-0.501, 11.0054], [-0.5025, 11.0064], [-0.5006, 11.012], [-0.5018, 11.0167], [-0.4948, 11.0203], [-0.4905, 11.0202], [-0.4885, 11.0221], [-0.486, 11.0223], [-0.4858, 11.0206], [-0.4803, 11.0229], [-0.4819, 11.0258], [-0.4757, 11.0353], [-0.4684, 11.0332], [-0.4611, 11.028], [-0.4561, 11.0299], [-0.4379, 11.0304], [-0.4336, 11.0371], [-0.4386, 11.0443], [-0.4348, 11.0478], [-0.4398, 11.065], [-0.4315, 11.086], [-0.4323, 11.0876], [-0.4303, 11.096], [-0.4317, 11.1037], [-0.4281, 11.1142], [-0.4213, 11.1147], [-0.4142, 11.121], [-0.4107, 11.1197], [-0.4055, 11.1229], [-0.4046, 11.126], [-0.4012, 11.1269], [-0.3978, 11.1253], [-0.3941, 11.1259], [-0.393, 11.1245], [-0.3879, 11.1247], [-0.385, 11.1268], [-0.3817, 11.1258], [-0.3781, 11.1219], [-0.3762, 11.1239], [-0.3726, 11.1231], [-0.3749, 11.1184], [-0.3759, 11.1061], [-0.371, 11.0987], [-0.3724, 11.0922], [-0.3704, 11.0864], [-0.3659, 11.0808], [-0.3604, 11.0779], [-0.3614, 11.0695], [-0.3599, 11.069], [-0.3553, 11.0723], [-0.3534, 11.0846], [-0.3463, 11.0845], [-0.3404, 11.0869], [-0.3355, 11.1004], [-0.3367, 11.1067], [-0.3205, 11.1151], [-0.3101, 11.1152], [-0.3035, 11.1194], [-0.2958, 11.1186], [-0.2734, 11.1235], [-0.2703, 11.1287], [-0.2717, 11.1375], [-0.2731, 11.1392], [-0.2833, 11.1421], [-0.2897, 11.1477], [-0.2885, 11.1513], [-0.2848, 11.1533], [-0.2833, 11.1675], [-0.2807, 11.1717], [-0.276, 11.1748], [-0.218, 11.1602], [-0.1978, 11.1566], [-0.1616, 11.147], [-0.152, 11.1424], [-0.1365, 11.1398], [-0.1343, 11.1359], [-0.1342, 11.1295], [-0.1418, 11.1234], [-0.144, 11.1188], [-0.1423, 11.1093], [-0.1436, 11.1066], [-0.1413, 11.105], [-0.1356, 11.1067], [-0.1248, 11.1049], [-0.1191, 11.0992], [-0.1148, 11.0989], [-0.1041, 11.0942], [-0.1009, 11.0888], [-0.0949, 11.0859], [-0.0864, 11.087], [-0.0809, 11.0841], [-0.0717, 11.0864], [-0.0681, 11.0846], [-0.0641, 11.0867], [-0.0544, 11.0861], [-0.0495, 11.0952], [-0.0461, 11.0975], [-0.0459, 11.1006], [-0.0431, 11.1015], [-0.0404, 11.1052], [-0.0388, 11.1046], [-0.0281, 11.1115], [-0.0219, 11.1116], [-0.0197, 11.1144], [-0.018, 11.1143], [-0.0149, 11.1127], [-0.0147, 11.1107], [-0.0049, 11.1078], [-0.0041, 11.1035], [-0.0054, 11.1008], [-0.0007, 11.0988], [0.0021, 11.095], [0.0016, 11.0892], [0.004, 11.0827], [0.0243, 11.0629], [0.0287, 11.0035], [0.0339, 10.9926], [0.0303, 10.9833], [0.0312, 10.981], [0.0278, 10.9787], [0.0248, 10.9725], [-0.0049, 10.9645], [-0.0061, 10.9626], [-0.0065, 10.9606], [-0.0047, 10.9592], [-0.0055, 10.9538], [-0.0077, 10.9531], [-0.0074, 10.9457], [-0.0118, 10.9439], [-0.0124, 10.938], [-0.0101, 10.9278], [-0.0122, 10.924], [-0.0078, 10.9206], [-0.0073, 10.9179], [-0.009, 10.9158], [-0.0076, 10.9146], [-0.0149, 10.9062], [-0.0128, 10.9055], [-0.0131, 10.9021], [-0.0157, 10.8995], [-0.0156, 10.8947], [-0.0184, 10.8911], [-0.0179, 10.8897], [-0.0253, 10.8814], [-0.0261, 10.8775], [-0.0245, 10.8708], [-0.0263, 10.8706], [-0.0251, 10.8659], [-0.0288, 10.8608], [-0.0299, 10.8559], [-0.0286, 10.8425], [-0.0227, 10.8317], [-0.0239, 10.8238], [-0.0222, 10.8197], [-0.0295, 10.8151], [-0.0314, 10.8074], [-0.0383, 10.805], [-0.044, 10.799], [-0.0455, 10.7924], [-0.0496, 10.7913], [-0.0568, 10.7863], [-0.0646, 10.7727], [-0.0679, 10.7735], [-0.0731, 10.7698], [-0.0701, 10.764], [-0.0746, 10.7569], [-0.0734, 10.7458], [-0.0714, 10.742], [-0.0748, 10.7305], [-0.0728, 10.7219], [-0.0736, 10.7191], [-0.0873, 10.716], [-0.0909, 10.7116], [-0.104, 10.7051], [-0.1043, 10.7028], [-0.1092, 10.7006], [-0.1092, 10.6973], [-0.1115, 10.6947], [-0.1196, 10.6906], [-0.1229, 10.6856], [-0.1269, 10.6861], [-0.1399, 10.6823], [-0.1542, 10.6713], [-0.1601, 10.6717], [-0.1615, 10.6745], [-0.1633, 10.6707], [-0.1698, 10.67], [-0.1704, 10.6714], [-0.172, 10.6702], [-0.174, 10.6721], [-0.1769, 10.6679], [-0.179, 10.6676], [-0.1828, 10.6701], [-0.195, 10.6628], [-0.1969, 10.6635], [-0.2011, 10.6595], [-0.2026, 10.6604], [-0.2045, 10.6578], [-0.2122, 10.6581], [-0.2142, 10.6548], [-0.2201, 10.6577], [-0.2256, 10.6554], [-0.23, 10.6555], [-0.2358, 10.6482], [-0.243, 10.644], [-0.2512, 10.6424], [-0.2595, 10.6371], [-0.26, 10.6321], [-0.264, 10.6317], [-0.2655, 10.6346], [-0.2683, 10.6333], [-0.2681, 10.6347], [-0.2703, 10.6348], [-0.2702, 10.6381], [-0.2723, 10.6367], [-0.2813, 10.6394], [-0.2848, 10.6343], [-0.2868, 10.6386], [-0.2884, 10.636], [-0.2949, 10.6354], [-0.297, 10.632], [-0.2998, 10.6336], [-0.3026, 10.6288], [-0.3081, 10.6274], [-0.31, 10.6237], [-0.3125, 10.6237], [-0.3119, 10.622], [-0.314, 10.6211], [-0.316, 10.6235], [-0.3236, 10.6217], [-0.3239, 10.6254], [-0.3303, 10.6234], [-0.3314, 10.6255], [-0.334, 10.6238], [-0.3345, 10.6212], [-0.3386, 10.6195], [-0.3397, 10.6208], [-0.3475, 10.619], [-0.3552, 10.6253], [-0.3656, 10.6252], [-0.3729, 10.6224], [-0.3818, 10.6144], [-0.3883, 10.6109], [-0.4165, 10.6033], [-0.4339, 10.6031], [-0.4436, 10.5997], [-0.4465, 10.6014], [-0.4519, 10.6014], [-0.4613, 10.6079], [-0.4677, 10.6178], [-0.4776, 10.619], [-0.4816, 10.6214], [-0.4932, 10.6242], [-0.4988, 10.6236], [-0.502, 10.6204], [-0.5072, 10.607], [-0.5049, 10.6018], [-0.5082, 10.5911], [-0.5083, 10.5672], [-0.516, 10.5605], [-0.5251, 10.5577], [-0.5418, 10.5656], [-0.5485, 10.5705], [-0.554, 10.5717], [-0.5602, 10.5702], [-0.5677, 10.5646], [-0.5787, 10.5493], [-0.5882, 10.5487], [-0.5936, 10.5461], [-0.5993, 10.5476], [-0.6056, 10.5523], [-0.6129, 10.5531], [-0.6155, 10.5552], [-0.619, 10.5557], [-0.6306, 10.5527], [-0.6407, 10.5556], [-0.6477, 10.553], [-0.6541, 10.5485], [-0.6613, 10.5383], [-0.665, 10.5294], [-0.6698, 10.5258], [-0.6774, 10.5254], [-0.6835, 10.5281], [-0.6861, 10.5323], [-0.6869, 10.5411], [-0.6919, 10.5425], [-0.7009, 10.535], [-0.7024, 10.5257], [-0.7063, 10.5232], [-0.711, 10.5243], [-0.7157, 10.5294], [-0.7154, 10.5369], [-0.7064, 10.5426], [-0.7003, 10.551], [-0.6873, 10.5633], [-0.6857, 10.5676], [-0.6938, 10.5889], [-0.7041, 10.5972], [-0.7142, 10.6006], [-0.7182, 10.6056], [-0.7192, 10.6107], [-0.718, 10.6153], [-0.7091, 10.6165], [-0.7062, 10.6205], [-0.7122, 10.6416], [-0.7244, 10.6516], [-0.7373, 10.6497], [-0.7484, 10.6455], [-0.7556, 10.6403], [-0.766, 10.6437], [-0.7722, 10.6501], [-0.7763, 10.652], [-0.7896, 10.6526], [-0.7944, 10.6506], [-0.797, 10.6458], [-0.7959, 10.6217], [-0.8236, 10.6009], [-0.8284, 10.5999], [-0.8378, 10.6012], [-0.8416, 10.5871], [-0.8413, 10.5777], [-0.8433, 10.5746], [-0.8476, 10.5772], [-0.8484, 10.5798], [-0.8544, 10.5808], [-0.857, 10.5871], [-0.8611, 10.5917], [-0.8704, 10.5929], [-0.8746, 10.5953], [-0.9092, 10.5759], [-0.9085, 10.5611], [-0.8906, 10.5185], [-0.8993, 10.5125], [-0.9025, 10.5068], [-0.914, 10.4967], [-0.9176, 10.4884], [-0.9227, 10.4824], [-0.9314, 10.4801], [-0.9341, 10.4822], [-0.9348, 10.4864], [-0.9268, 10.4963], [-0.9203, 10.501], [-0.9145, 10.5096], [-0.9088, 10.5193], [-0.9109, 10.526], [-0.9158, 10.5285], [-0.9315, 10.5248], [-0.9406, 10.5282], [-0.9482, 10.5338], [-0.9573, 10.5284], [-0.9596, 10.5291], [-0.9635, 10.5357], [-0.9658, 10.5369], [-0.9794, 10.5322], [-0.9909, 10.5352], [-0.9968, 10.5346], [-1.0084, 10.538], [-1.0205, 10.5335], [-1.0321, 10.5282], [-1.0352, 10.5229], [-1.0416, 10.5204], [-1.0438, 10.5136], [-1.0502, 10.5099], [-1.0538, 10.4994], [-1.0586, 10.4974], [-1.066, 10.4973], [-1.0696, 10.4921]]]], "type": "MultiPolygon"}, "id": "11", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA12_2", "HASC_1": "NA", "ISO_1": "GH-UE", "NAME_1": "UpperEast", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-2.9412, 9.6298, -1.4282, 11.0402], "geometry": {"coordinates": [[[[-2.4948, 9.7499], [-2.5077, 9.7466], [-2.5095, 9.7443], [-2.5082, 9.7166], [-2.5149, 9.6938], [-2.5215, 9.6867], [-2.5384, 9.6779], [-2.6003, 9.6593], [-2.6278, 9.6469], [-2.6379, 9.6439], [-2.6502, 9.6435], [-2.6609, 9.639], [-2.6649, 9.6392], [-2.6719, 9.6343], [-2.6805, 9.6316], [-2.6851, 9.633], [-2.6984, 9.6298], [-2.7071, 9.6339], [-2.7193, 9.6323], [-2.7265, 9.6349], [-2.7305, 9.6391], [-2.7318, 9.6435], [-2.7464, 9.6416], [-2.7541, 9.6526], [-2.7572, 9.6715], [-2.7568, 9.6777], [-2.7585, 9.6807], [-2.7612, 9.6827], [-2.7719, 9.6843], [-2.781, 9.6879], [-2.784, 9.6893], [-2.7865, 9.6936], [-2.7871, 9.7101], [-2.7833, 9.725], [-2.7904, 9.7411], [-2.7905, 9.7464], [-2.7786, 9.757], [-2.7752, 9.7675], [-2.7689, 9.7763], [-2.7665, 9.7849], [-2.7604, 9.793], [-2.7586, 9.8005], [-2.7503, 9.8078], [-2.7373, 9.8146], [-2.7325, 9.815], [-2.7268, 9.8273], [-2.7305, 9.8381], [-2.7472, 9.8544], [-2.7623, 9.884], [-2.7612, 9.898], [-2.7635, 9.9031], [-2.7643, 9.9129], [-2.7598, 9.9279], [-2.7522, 9.9416], [-2.7449, 9.9482], [-2.7433, 9.9601], [-2.7501, 9.9816], [-2.7633, 9.9932], [-2.7756, 10.0115], [-2.7773, 10.0211], [-2.7823, 10.027], [-2.7826, 10.0445], [-2.7886, 10.0595], [-2.7908, 10.0697], [-2.791, 10.0795], [-2.7884, 10.0937], [-2.7922, 10.1069], [-2.794, 10.1264], [-2.7878, 10.1408], [-2.7912, 10.1642], [-2.795, 10.1715], [-2.7941, 10.1757], [-2.7978, 10.1909], [-2.7959, 10.1977], [-2.7886, 10.2059], [-2.7747, 10.214], [-2.76, 10.2276], [-2.7573, 10.2334], [-2.7562, 10.2473], [-2.7596, 10.2593], [-2.7633, 10.264], [-2.7793, 10.2718], [-2.7978, 10.2767], [-2.8342, 10.2967], [-2.8415, 10.3038], [-2.844, 10.3104], [-2.8502, 10.3186], [-2.8492, 10.328], [-2.8451, 10.3346], [-2.8425, 10.3434], [-2.8414, 10.3671], [-2.8314, 10.3881], [-2.8175, 10.3982], [-2.8089, 10.3996], [-2.7998, 10.3979], [-2.7801, 10.4084], [-2.776, 10.4124], [-2.7732, 10.4224], [-2.7748, 10.4249], [-2.7773, 10.4256], [-2.7913, 10.4266], [-2.8337, 10.4372], [-2.8408, 10.4424], [-2.8556, 10.4486], [-2.8538, 10.4507], [-2.8647, 10.4576], [-2.8721, 10.4737], [-2.8711, 10.4807], [-2.8746, 10.4911], [-2.88, 10.5008], [-2.889, 10.5064], [-2.8905, 10.5112], [-2.8952, 10.5145], [-2.8991, 10.5228], [-2.9004, 10.5297], [-2.8981, 10.5402], [-2.9018, 10.5511], [-2.9108, 10.5631], [-2.9144, 10.5739], [-2.9227, 10.5878], [-2.9244, 10.5956], [-2.9276, 10.5997], [-2.9327, 10.6022], [-2.9352, 10.6094], [-2.9402, 10.6124], [-2.9411, 10.6168], [-2.9396, 10.6248], [-2.9412, 10.6301], [-2.9406, 10.6366], [-2.931, 10.6522], [-2.9157, 10.6636], [-2.9106, 10.6718], [-2.911, 10.6754], [-2.9061, 10.6839], [-2.9055, 10.6882], [-2.9109, 10.6998], [-2.9238, 10.7042], [-2.9307, 10.7047], [-2.94, 10.7093], [-2.9378, 10.7222], [-2.9189, 10.7358], [-2.895, 10.7642], [-2.8945, 10.7727], [-2.8916, 10.7763], [-2.8919, 10.7814], [-2.881, 10.8037], [-2.8791, 10.8319], [-2.8677, 10.8481], [-2.8635, 10.8577], [-2.8635, 10.8661], [-2.8665, 10.8739], [-2.8644, 10.8864], [-2.8583, 10.8912], [-2.8513, 10.8905], [-2.838, 10.8927], [-2.8337, 10.8974], [-2.8175, 10.9238], [-2.8179, 10.9385], [-2.8197, 10.9426], [-2.8289, 10.954], [-2.8378, 10.9605], [-2.8406, 10.9675], [-2.834, 11.0041], [-2.7683, 11.0048], [-2.7691, 11.0092], [-2.7679, 11.0126], [-2.7617, 11.018], [-2.755, 11.0192], [-2.6268, 11.0193], [-2.618, 11.0213], [-2.5829, 11.0216], [-2.5554, 11.0181], [-2.4977, 11.0182], [-2.4523, 11.0233], [-2.4104, 11.0165], [-2.3776, 11.0088], [-2.3602, 11.0081], [-2.3001, 11.0111], [-2.2724, 11.0168], [-2.2202, 11.0207], [-2.1184, 11.0143], [-2.0828, 11.0146], [-2.058, 11.0175], [-2.0063, 11.004], [-1.7434, 11.0081], [-1.7445, 11.038], [-1.5458, 11.0402], [-1.5441, 11.0102], [-1.4285, 11.0111], [-1.4282, 10.9981], [-1.4297, 10.9953], [-1.4337, 10.9943], [-1.4384, 10.9906], [-1.4417, 10.9822], [-1.4415, 10.977], [-1.4438, 10.9755], [-1.445, 10.9687], [-1.4479, 10.9641], [-1.4476, 10.9555], [-1.4441, 10.9504], [-1.4467, 10.9425], [-1.4472, 10.9321], [-1.4519, 10.918], [-1.4548, 10.9162], [-1.4562, 10.9116], [-1.4517, 10.908], [-1.4535, 10.9047], [-1.452, 10.8886], [-1.4585, 10.8789], [-1.4577, 10.8758], [-1.4547, 10.8733], [-1.455, 10.869], [-1.4534, 10.8655], [-1.4568, 10.862], [-1.4584, 10.849], [-1.4592, 10.848], [-1.4621, 10.8497], [-1.463, 10.8461], [-1.4731, 10.844], [-1.4726, 10.842], [-1.4778, 10.8391], [-1.4786, 10.8308], [-1.486, 10.8311], [-1.4918, 10.834], [-1.4946, 10.8293], [-1.4936, 10.8274], [-1.5005, 10.8137], [-1.4919, 10.8078], [-1.4915, 10.8058], [-1.4964, 10.7897], [-1.4961, 10.7866], [-1.4991, 10.7856], [-1.4997, 10.7819], [-1.5052, 10.7787], [-1.5099, 10.7796], [-1.5235, 10.7769], [-1.5274, 10.7711], [-1.5286, 10.7657], [-1.5259, 10.7611], [-1.529, 10.7521], [-1.5317, 10.751], [-1.5332, 10.7483], [-1.537, 10.7477], [-1.5513, 10.7505], [-1.5573, 10.7463], [-1.5618, 10.7361], [-1.5618, 10.7275], [-1.5682, 10.7234], [-1.5666, 10.7155], [-1.5692, 10.7054], [-1.5689, 10.6972], [-1.5714, 10.6923], [-1.5735, 10.6679], [-1.5677, 10.6446], [-1.5677, 10.6295], [-1.5656, 10.6202], [-1.5672, 10.6023], [-1.566, 10.5986], [-1.5594, 10.5955], [-1.5561, 10.5879], [-1.5539, 10.5863], [-1.53, 10.5893], [-1.5266, 10.5883], [-1.516, 10.5767], [-1.5195, 10.5675], [-1.5183, 10.5621], [-1.5108, 10.5597], [-1.5049, 10.5604], [-1.4988, 10.5537], [-1.4899, 10.5501], [-1.4877, 10.5454], [-1.4885, 10.5404], [-1.4859, 10.5383], [-1.4728, 10.5361], [-1.4645, 10.5373], [-1.4571, 10.5333], [-1.4505, 10.5247], [-1.4485, 10.5169], [-1.4505, 10.5141], [-1.4628, 10.5092], [-1.463, 10.5064], [-1.4593, 10.4987], [-1.4668, 10.4888], [-1.4669, 10.4868], [-1.458, 10.4789], [-1.4498, 10.479], [-1.4466, 10.4691], [-1.434, 10.4677], [-1.4468, 10.4604], [-1.4485, 10.4549], [-1.4571, 10.4515], [-1.4686, 10.4428], [-1.4749, 10.4332], [-1.5178, 10.4058], [-1.5703, 10.3554], [-1.5769, 10.3467], [-1.6061, 10.2942], [-1.6478, 10.2153], [-1.6493, 10.2123], [-1.6475, 10.2077], [-1.6522, 10.1978], [-1.6563, 10.1954], [-1.6597, 10.189], [-1.6633, 10.1867], [-1.662, 10.1859], [-1.6626, 10.1824], [-1.6602, 10.1772], [-1.6636, 10.1737], [-1.6595, 10.169], [-1.6598, 10.1657], [-1.646, 10.1583], [-1.6454, 10.1564], [-1.6359, 10.1547], [-1.6324, 10.1457], [-1.6291, 10.1445], [-1.6286, 10.1403], [-1.6255, 10.1393], [-1.6215, 10.1332], [-1.6152, 10.1332], [-1.6122, 10.135], [-1.608, 10.133], [-1.6032, 10.1342], [-1.6007, 10.133], [-1.5975, 10.1276], [-1.5992, 10.1267], [-1.5978, 10.1211], [-1.5924, 10.1152], [-1.5951, 10.111], [-1.5953, 10.1067], [-1.5899, 10.1042], [-1.5893, 10.1014], [-1.5864, 10.1005], [-1.5891, 10.0957], [-1.59, 10.0887], [-1.5858, 10.0821], [-1.588, 10.0777], [-1.594, 10.0768], [-1.6131, 10.0691], [-1.6232, 10.0711], [-1.6264, 10.0791], [-1.6321, 10.0795], [-1.6436, 10.0751], [-1.655, 10.0746], [-1.6553, 10.072], [-1.6418, 10.0577], [-1.6291, 10.0529], [-1.6293, 10.0499], [-1.6349, 10.0426], [-1.64, 10.0387], [-1.646, 10.038], [-1.6555, 10.0428], [-1.6672, 10.0451], [-1.6673, 10.0356], [-1.6736, 10.0253], [-1.686, 10.0387], [-1.6908, 10.0358], [-1.6947, 10.031], [-1.695, 10.0234], [-1.6974, 10.0254], [-1.7016, 10.0219], [-1.7017, 10.0138], [-1.7148, 10.0122], [-1.7186, 9.9983], [-1.7159, 9.9895], [-1.71, 9.9813], [-1.7126, 9.9702], [-1.7075, 9.9647], [-1.7119, 9.9603], [-1.708, 9.9571], [-1.709, 9.9501], [-1.7067, 9.9458], [-1.7144, 9.9429], [-1.7161, 9.94], [-1.714, 9.9296], [-1.7081, 9.9272], [-1.7046, 9.9236], [-1.7061, 9.9144], [-1.7041, 9.9093], [-1.7074, 9.9032], [-1.7062, 9.9027], [-1.7071, 9.8999], [-1.7034, 9.8954], [-1.7013, 9.8954], [-1.6966, 9.8911], [-1.6963, 9.8872], [-1.6992, 9.8801], [-1.6967, 9.8711], [-1.7075, 9.8239], [-1.7124, 9.8214], [-1.7198, 9.8203], [-1.7422, 9.82], [-1.9868, 9.8251], [-2.0034, 9.8222], [-2.0087, 9.8152], [-2.0178, 9.7945], [-2.0248, 9.786], [-2.0289, 9.7831], [-2.0422, 9.7797], [-2.0588, 9.7821], [-2.0625, 9.7812], [-2.0864, 9.7855], [-2.0912, 9.7898], [-2.0945, 9.8113], [-2.0969, 9.8137], [-2.4211, 9.7724], [-2.4948, 9.7499]]]], "type": "MultiPolygon"}, "id": "12", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA13_2", "HASC_1": "NA", "ISO_1": "GH-UW", "NAME_1": "UpperWest", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [0.0911, 5.7656, 1.2002, 7.3047], "geometry": {"coordinates": [[[[0.6849, 5.7745], [0.688, 5.7778], [0.6781, 5.7948], [0.6519, 5.8052], [0.6546, 5.8272], [0.6462, 5.8381], [0.6427, 5.841], [0.6203, 5.8343], [0.6203, 5.8407], [0.6187, 5.8432], [0.62, 5.8456], [0.6197, 5.854], [0.6259, 5.863], [0.6284, 5.8642], [0.6305, 5.8625], [0.6315, 5.8668], [0.6285, 5.8679], [0.615, 5.8646], [0.6128, 5.8676], [0.6124, 5.8728], [0.6138, 5.8747], [0.6191, 5.8758], [0.6068, 5.8769], [0.6055, 5.8839], [0.5997, 5.8906], [0.5949, 5.8903], [0.5746, 5.8999], [0.5805, 5.9101], [0.5874, 5.9134], [0.5854, 5.9182], [0.5888, 5.9187], [0.5817, 5.9277], [0.5761, 5.9328], [0.572, 5.9295], [0.5706, 5.9298], [0.5716, 5.9327], [0.5695, 5.9323], [0.5661, 5.9382], [0.561, 5.9401], [0.559, 5.9393], [0.5551, 5.927], [0.5527, 5.9257], [0.551, 5.9203], [0.5479, 5.9249], [0.5518, 5.929], [0.5508, 5.9314], [0.5485, 5.9317], [0.5504, 5.9351], [0.5474, 5.935], [0.5453, 5.9434], [0.5417, 5.9497], [0.5364, 5.9531], [0.5277, 5.9526], [0.524, 5.9549], [0.5254, 5.9788], [0.513, 5.9836], [0.5055, 5.9897], [0.5013, 5.9895], [0.4908, 5.9955], [0.4898, 5.9842], [0.492, 5.9797], [0.4847, 5.9755], [0.486, 5.9898], [0.4837, 5.9925], [0.4807, 5.9906], [0.4674, 5.9983], [0.4585, 5.9982], [0.4536, 6.0015], [0.4501, 6.0016], [0.4461, 5.9965], [0.4447, 5.9972], [0.441, 5.995], [0.4411, 5.9827], [0.4387, 5.9813], [0.4343, 5.974], [0.4161, 5.9695], [0.3946, 5.9608], [0.3664, 5.9604], [0.3528, 5.9548], [0.3439, 5.9539], [0.348, 5.9624], [0.3504, 5.9785], [0.3533, 5.9866], [0.3507, 5.9882], [0.3409, 5.9891], [0.3297, 5.9966], [0.3318, 6.0073], [0.3398, 6.0191], [0.3487, 6.0222], [0.3422, 6.028], [0.3318, 6.0339], [0.332, 6.0378], [0.3368, 6.0417], [0.3378, 6.0472], [0.3235, 6.0525], [0.3009, 6.0547], [0.2955, 6.0573], [0.2895, 6.0643], [0.2878, 6.0749], [0.2848, 6.0808], [0.2684, 6.0942], [0.2541, 6.1], [0.2478, 6.1057], [0.233, 6.1103], [0.2289, 6.1101], [0.2323, 6.1097], [0.233, 6.108], [0.2212, 6.1044], [0.2141, 6.1044], [0.2129, 6.1027], [0.2087, 6.1041], [0.1894, 6.0968], [0.1426, 6.1095], [0.1223, 6.1275], [0.1189, 6.1373], [0.1089, 6.1385], [0.1022, 6.1426], [0.0932, 6.1546], [0.0911, 6.1604], [0.0937, 6.1635], [0.096, 6.1771], [0.1045, 6.1837], [0.1055, 6.1891], [0.1189, 6.219], [0.1196, 6.2256], [0.1232, 6.2324], [0.1232, 6.2376], [0.1285, 6.2487], [0.1277, 6.2552], [0.1361, 6.2598], [0.1372, 6.2657], [0.1556, 6.2887], [0.1552, 6.2939], [0.1595, 6.3002], [0.1757, 6.3027], [0.1749, 6.305], [0.1763, 6.3074], [0.1719, 6.3109], [0.17, 6.3106], [0.1682, 6.3135], [0.1709, 6.3173], [0.1695, 6.3195], [0.171, 6.3228], [0.1686, 6.3251], [0.1693, 6.3275], [0.1742, 6.3279], [0.1745, 6.3312], [0.1727, 6.3309], [0.1727, 6.332], [0.1781, 6.3339], [0.1789, 6.3407], [0.187, 6.3389], [0.1878, 6.3405], [0.1865, 6.3396], [0.1856, 6.3421], [0.1883, 6.3457], [0.188, 6.3442], [0.1943, 6.3482], [0.1934, 6.3498], [0.1972, 6.3544], [0.2013, 6.3537], [0.2013, 6.3572], [0.2041, 6.3565], [0.2047, 6.3581], [0.2012, 6.3614], [0.2026, 6.3637], [0.2, 6.3707], [0.205, 6.3714], [0.2073, 6.3772], [0.2131, 6.3784], [0.2137, 6.3825], [0.2165, 6.3844], [0.2165, 6.388], [0.2088, 6.3967], [0.2095, 6.4013], [0.2062, 6.4053], [0.1887, 6.4155], [0.178, 6.4242], [0.1828, 6.4313], [0.1862, 6.4403], [0.1838, 6.466], [0.1892, 6.4754], [0.1872, 6.4826], [0.1789, 6.4867], [0.1821, 6.4953], [0.1812, 6.5028], [0.1782, 6.5046], [0.1778, 6.5115], [0.1816, 6.5193], [0.1924, 6.5325], [0.1997, 6.5485], [0.1984, 6.5537], [0.195, 6.5556], [0.196, 6.56], [0.1946, 6.5639], [0.1893, 6.5657], [0.188, 6.5682], [0.1819, 6.5664], [0.1632, 6.57], [0.1518, 6.5778], [0.1286, 6.5755], [0.1044, 6.5669], [0.1104, 6.6166], [0.1232, 6.666], [0.1301, 6.6715], [0.1615, 6.6832], [0.1692, 6.6897], [0.1782, 6.6907], [0.199, 6.697], [0.2037, 6.7033], [0.2082, 6.7576], [0.2002, 6.7787], [0.1925, 6.7893], [0.1585, 6.8161], [0.1449, 6.8185], [0.1332, 6.8291], [0.1242, 6.8433], [0.1198, 6.8704], [0.1229, 6.8894], [0.1355, 6.91], [0.1478, 6.9215], [0.1958, 6.9364], [0.2062, 6.9425], [0.2156, 6.9536], [0.2274, 6.974], [0.2252, 6.9944], [0.2213, 7.0079], [0.1997, 7.0516], [0.1967, 7.0675], [0.2029, 7.0806], [0.2162, 7.0936], [0.2245, 7.0994], [0.3158, 7.0959], [0.3285, 7.0892], [0.3292, 7.0959], [0.3281, 7.0973], [0.3327, 7.1023], [0.3359, 7.1128], [0.3398, 7.1158], [0.3369, 7.1255], [0.3386, 7.1306], [0.3416, 7.1273], [0.3502, 7.1265], [0.3575, 7.1316], [0.3637, 7.1455], [0.3674, 7.1474], [0.3692, 7.1535], [0.3712, 7.1542], [0.3916, 7.2266], [0.4155, 7.2661], [0.4271, 7.2809], [0.4353, 7.2846], [0.4397, 7.2806], [0.441, 7.2774], [0.4453, 7.2783], [0.4484, 7.2771], [0.4454, 7.2816], [0.452, 7.2848], [0.4486, 7.2977], [0.4652, 7.2897], [0.4678, 7.2916], [0.4837, 7.2931], [0.4914, 7.2901], [0.4983, 7.2973], [0.5042, 7.2988], [0.5051, 7.3009], [0.5141, 7.3011], [0.5225, 7.2976], [0.5272, 7.303], [0.5348, 7.3047], [0.5348, 7.2999], [0.5405, 7.2955], [0.5417, 7.2714], [0.5396, 7.2703], [0.537, 7.2563], [0.5334, 7.2544], [0.5336, 7.2473], [0.5171, 7.2397], [0.5212, 7.2347], [0.5193, 7.2205], [0.5303, 7.2212], [0.5357, 7.22], [0.5427, 7.2251], [0.5409, 7.2332], [0.544, 7.2385], [0.5486, 7.2389], [0.5477, 7.2424], [0.549, 7.2465], [0.5527, 7.2474], [0.553, 7.2534], [0.557, 7.2538], [0.5609, 7.2596], [0.561, 7.2646], [0.5637, 7.2659], [0.5628, 7.2671], [0.5639, 7.2664], [0.5629, 7.2682], [0.5678, 7.2667], [0.5717, 7.2676], [0.5733, 7.281], [0.5771, 7.2841], [0.5761, 7.2853], [0.574, 7.2846], [0.5741, 7.2878], [0.5808, 7.2886], [0.5827, 7.2859], [0.5809, 7.2855], [0.5836, 7.2781], [0.6063, 7.2665], [0.6191, 7.2642], [0.6442, 7.263], [0.644, 7.2569], [0.6405, 7.249], [0.6387, 7.2372], [0.6392, 7.2247], [0.6337, 7.2196], [0.6313, 7.1964], [0.6249, 7.1828], [0.6211, 7.1844], [0.6172, 7.1825], [0.6156, 7.1763], [0.6182, 7.1676], [0.6169, 7.1616], [0.6133, 7.1569], [0.607, 7.1585], [0.6056, 7.1575], [0.6051, 7.141], [0.6039, 7.1377], [0.5969, 7.1336], [0.5944, 7.1189], [0.5921, 7.1137], [0.5919, 7.1118], [0.5939, 7.1141], [0.5979, 7.1143], [0.6011, 7.1126], [0.6023, 7.1087], [0.6118, 7.1059], [0.6141, 7.1005], [0.6117, 7.0975], [0.6147, 7.0952], [0.6114, 7.0844], [0.5971, 7.06], [0.6024, 7.0351], [0.6008, 7.03], [0.6027, 7.0232], [0.5993, 7.0152], [0.5941, 7.009], [0.5962, 7.006], [0.5952, 7.0024], [0.5863, 7.0022], [0.5777, 6.9969], [0.5697, 6.9998], [0.5564, 6.9945], [0.5553, 6.9957], [0.5485, 6.9935], [0.5386, 6.9863], [0.5351, 6.978], [0.5269, 6.9732], [0.5225, 6.9725], [0.5223, 6.9674], [0.5257, 6.9643], [0.5235, 6.9607], [0.5263, 6.9551], [0.5229, 6.9477], [0.5259, 6.9416], [0.5429, 6.9377], [0.545, 6.9354], [0.5477, 6.9376], [0.55, 6.9296], [0.5535, 6.9311], [0.5595, 6.9286], [0.5661, 6.9208], [0.5628, 6.9153], [0.5625, 6.9051], [0.5572, 6.8869], [0.5472, 6.8809], [0.5345, 6.8774], [0.5341, 6.8753], [0.5432, 6.8647], [0.5318, 6.8567], [0.5318, 6.8335], [0.5346, 6.8342], [0.5319, 6.8274], [0.5394, 6.8246], [0.5407, 6.8267], [0.5464, 6.8282], [0.5443, 6.8304], [0.5473, 6.8344], [0.5552, 6.8288], [0.5568, 6.8294], [0.561, 6.8239], [0.565, 6.8247], [0.5681, 6.821], [0.568, 6.8191], [0.5661, 6.8186], [0.566, 6.8153], [0.5705, 6.813], [0.5686, 6.8104], [0.5704, 6.8089], [0.573, 6.81], [0.5798, 6.8073], [0.5762, 6.8042], [0.5778, 6.8015], [0.576, 6.8007], [0.5759, 6.7982], [0.5674, 6.8026], [0.5707, 6.797], [0.5671, 6.7969], [0.57, 6.7929], [0.5662, 6.7883], [0.5685, 6.7842], [0.5664, 6.7829], [0.5774, 6.7744], [0.5717, 6.7744], [0.5817, 6.7615], [0.5918, 6.7604], [0.5971, 6.7562], [0.6009, 6.7565], [0.6084, 6.7472], [0.6091, 6.7499], [0.6107, 6.7492], [0.6141, 6.7526], [0.617, 6.7518], [0.6188, 6.7545], [0.6252, 6.7474], [0.6303, 6.7495], [0.6326, 6.7489], [0.6346, 6.746], [0.6421, 6.744], [0.6504, 6.7376], [0.6504, 6.7354], [0.6492, 6.7359], [0.6456, 6.7313], [0.6432, 6.7191], [0.6492, 6.7128], [0.6466, 6.7094], [0.6484, 6.7068], [0.6474, 6.7018], [0.6437, 6.6973], [0.6441, 6.691], [0.643, 6.6894], [0.6464, 6.6845], [0.6437, 6.6828], [0.6424, 6.6752], [0.6427, 6.6692], [0.6447, 6.667], [0.6387, 6.6516], [0.6404, 6.6498], [0.6373, 6.6474], [0.6378, 6.6445], [0.6355, 6.6434], [0.6352, 6.6406], [0.64, 6.6384], [0.6365, 6.6368], [0.6375, 6.6356], [0.6364, 6.6299], [0.6432, 6.6321], [0.6444, 6.6286], [0.6467, 6.6278], [0.6467, 6.6255], [0.6485, 6.6247], [0.6491, 6.6204], [0.6521, 6.6195], [0.6533, 6.6164], [0.6523, 6.6136], [0.6564, 6.6086], [0.6607, 6.6064], [0.6669, 6.6052], [0.6728, 6.6137], [0.6907, 6.5987], [0.6887, 6.5968], [0.6917, 6.5917], [0.6979, 6.5884], [0.7117, 6.585], [0.7237, 6.5899], [0.7424, 6.589], [0.7486, 6.573], [0.7489, 6.5631], [0.719, 6.5349], [0.7174, 6.5275], [0.7187, 6.5121], [0.7217, 6.502], [0.7322, 6.4848], [0.7465, 6.4839], [0.7449, 6.4584], [0.7492, 6.4482], [0.782, 6.4345], [0.7875, 6.4134], [0.8261, 6.4041], [0.8398, 6.3964], [0.8619, 6.3792], [0.8647, 6.3732], [0.8744, 6.3668], [0.8778, 6.36], [0.8838, 6.3555], [0.8869, 6.3503], [0.8885, 6.3422], [0.8926, 6.3355], [1.0044, 6.3347], [1.0065, 6.3312], [1.008, 6.3216], [1.0053, 6.311], [1.0079, 6.2938], [1.0157, 6.2872], [1.0178, 6.2697], [1.024, 6.2567], [1.036, 6.2411], [1.0365, 6.2383], [1.0483, 6.2334], [1.0548, 6.2333], [1.0663, 6.219], [1.067, 6.2119], [1.0757, 6.1944], [1.0716, 6.1949], [1.081, 6.1829], [1.0792, 6.1777], [1.0765, 6.1823], [1.0754, 6.1771], [1.0791, 6.1712], [1.0857, 6.1686], [1.2002, 6.1676], [1.1986, 6.1523], [1.1995, 6.1127], [1.1261, 6.0773], [1.0818, 6.0465], [1.0636, 6.0264], [1.0289, 5.9794], [1.0241, 5.9699], [1.0017, 5.937], [0.9929, 5.9186], [0.9902, 5.9052], [0.9936, 5.8944], [0.9938, 5.8795], [0.99, 5.8627], [0.9848, 5.8485], [0.9711, 5.8267], [0.9405, 5.7955], [0.9202, 5.7854], [0.8265, 5.7745], [0.8165, 5.7696], [0.7876, 5.7709], [0.7686, 5.7691], [0.7341, 5.773], [0.7278, 5.7701], [0.7224, 5.7705], [0.7127, 5.7678], [0.7081, 5.7679], [0.7129, 5.7688], [0.7156, 5.7711], [0.7152, 5.7731], [0.7092, 5.7723], [0.7054, 5.7697], [0.6935, 5.7705], [0.6925, 5.7686], [0.6941, 5.7656], [0.6855, 5.7709], [0.6802, 5.7708], [0.6756, 5.7768], [0.6773, 5.7776], [0.6798, 5.7748], [0.6849, 5.7745]]]], "type": "MultiPolygon"}, "id": "13", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA14_2", "HASC_1": "NA", "ISO_1": "GH-TV", "NAME_1": "Volta", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-3.109, 4.7388, -1.3998, 6.1502], "geometry": {"coordinates": [[[[-1.6747, 4.9652], [-1.6874, 4.9632], [-1.7028, 4.9551], [-1.7058, 4.9508], [-1.7052, 4.9475], [-1.7025, 4.9464], [-1.7068, 4.9463], [-1.7088, 4.9405], [-1.7085, 4.9387], [-1.7069, 4.9386], [-1.7062, 4.9337], [-1.7187, 4.9306], [-1.735, 4.9236], [-1.742, 4.9163], [-1.7437, 4.9121], [-1.7427, 4.9061], [-1.7461, 4.902], [-1.7484, 4.895], [-1.7457, 4.8936], [-1.7422, 4.8875], [-1.7362, 4.8867], [-1.7331, 4.8882], [-1.735, 4.8815], [-1.7463, 4.8809], [-1.7593, 4.8761], [-1.7643, 4.8766], [-1.7672, 4.8749], [-1.7845, 4.8749], [-1.7944, 4.8718], [-1.8, 4.8736], [-1.8073, 4.8735], [-1.8132, 4.8708], [-1.8134, 4.8668], [-1.8248, 4.8647], [-1.8302, 4.862], [-1.8363, 4.8541], [-1.8347, 4.8505], [-1.8381, 4.8486], [-1.859, 4.8473], [-1.8712, 4.8434], [-1.8753, 4.8393], [-1.8849, 4.8352], [-1.8862, 4.8304], [-1.8899, 4.8294], [-1.8905, 4.8264], [-1.8996, 4.8277], [-1.9125, 4.8258], [-1.9165, 4.8218], [-1.9141, 4.8195], [-1.9157, 4.815], [-1.9178, 4.8132], [-1.9299, 4.8108], [-1.9378, 4.8058], [-1.94, 4.7953], [-1.9449, 4.7922], [-1.9466, 4.7938], [-1.9486, 4.793], [-1.949, 4.7913], [-1.9469, 4.7896], [-1.9476, 4.7877], [-1.9532, 4.7839], [-1.9553, 4.7842], [-1.9583, 4.7796], [-1.9628, 4.7763], [-1.9631, 4.7743], [-1.9714, 4.7701], [-1.973, 4.7677], [-1.9718, 4.7655], [-1.9739, 4.7632], [-1.9735, 4.7596], [-1.9763, 4.7577], [-1.9791, 4.7588], [-1.9802, 4.7558], [-1.9817, 4.7572], [-1.985, 4.7569], [-1.9863, 4.7587], [-1.9919, 4.7594], [-2.0123, 4.7569], [-2.0267, 4.7574], [-2.0332, 4.7554], [-2.0357, 4.7515], [-2.0358, 4.756], [-2.0389, 4.7553], [-2.0389, 4.7531], [-2.0453, 4.7527], [-2.0467, 4.7489], [-2.0533, 4.7449], [-2.0545, 4.7398], [-2.0562, 4.7407], [-2.0569, 4.7438], [-2.0608, 4.744], [-2.0647, 4.7466], [-2.0684, 4.743], [-2.0682, 4.7457], [-2.071, 4.7461], [-2.0719, 4.7483], [-2.0764, 4.7483], [-2.0772, 4.7466], [-2.0796, 4.7486], [-2.086, 4.7461], [-2.0856, 4.7444], [-2.0884, 4.7435], [-2.0921, 4.7388], [-2.0912, 4.7451], [-2.094, 4.749], [-2.1, 4.753], [-2.1117, 4.7546], [-2.1106, 4.7577], [-2.1115, 4.7613], [-2.1094, 4.7635], [-2.1135, 4.7642], [-2.1063, 4.7721], [-2.1051, 4.7756], [-2.1104, 4.7823], [-2.1223, 4.7897], [-2.1305, 4.7911], [-2.1348, 4.7895], [-2.137, 4.7926], [-2.1484, 4.7971], [-2.1628, 4.7976], [-2.1673, 4.7963], [-2.1685, 4.7913], [-2.1695, 4.7915], [-2.1707, 4.7942], [-2.1682, 4.7957], [-2.1684, 4.7993], [-2.1723, 4.8037], [-2.1696, 4.8049], [-2.1695, 4.8072], [-2.1737, 4.8092], [-2.1745, 4.8128], [-2.1859, 4.8176], [-2.2035, 4.822], [-2.2041, 4.8316], [-2.2109, 4.8386], [-2.2301, 4.8485], [-2.236, 4.8496], [-2.2475, 4.8553], [-2.2464, 4.8587], [-2.2431, 4.8593], [-2.2418, 4.8625], [-2.2438, 4.8631], [-2.2459, 4.8735], [-2.248, 4.8744], [-2.2477, 4.8803], [-2.2504, 4.8842], [-2.2541, 4.8863], [-2.2694, 4.8923], [-2.2684, 4.899], [-2.3351, 4.926], [-2.382, 4.9412], [-2.3836, 4.9435], [-2.3925, 4.9439], [-2.4464, 4.9572], [-2.5122, 4.9708], [-2.5537, 4.9823], [-2.5558, 4.9857], [-2.5599, 4.987], [-2.5643, 4.9758], [-2.6034, 4.9783], [-2.635, 4.9823], [-2.6712, 4.9993], [-2.7382, 5.0083], [-2.7715, 5.019], [-2.8689, 5.0381], [-2.9093, 5.0485], [-2.965, 5.0587], [-3.013, 5.0693], [-3.0414, 5.0779], [-3.1086, 5.0902], [-3.109, 5.116], [-3.1017, 5.1124], [-3.0964, 5.1133], [-3.0943, 5.1154], [-3.0851, 5.1119], [-3.0724, 5.1131], [-3.0713, 5.1141], [-3.0718, 5.1194], [-3.0689, 5.1213], [-3.0623, 5.1218], [-3.0519, 5.116], [-3.0483, 5.1204], [-3.042, 5.1166], [-3.034, 5.1181], [-3.0275, 5.117], [-3.0215, 5.1194], [-3.019, 5.116], [-3.0024, 5.111], [-2.9881, 5.0955], [-2.9762, 5.0871], [-2.9651, 5.0879], [-2.9491, 5.0841], [-2.9416, 5.094], [-2.9296, 5.0967], [-2.9294, 5.1002], [-2.9343, 5.1026], [-2.9328, 5.1054], [-2.9358, 5.1095], [-2.9346, 5.1108], [-2.9366, 5.11], [-2.9417, 5.112], [-2.9431, 5.1143], [-2.9399, 5.1205], [-2.9403, 5.1249], [-2.9362, 5.1259], [-2.934, 5.1223], [-2.931, 5.1231], [-2.9282, 5.1208], [-2.9218, 5.1223], [-2.9104, 5.1205], [-2.9061, 5.1235], [-2.9021, 5.1212], [-2.896, 5.1228], [-2.8917, 5.1195], [-2.8906, 5.1268], [-2.884, 5.1238], [-2.8816, 5.1268], [-2.8764, 5.128], [-2.8693, 5.1228], [-2.8634, 5.1231], [-2.8585, 5.1161], [-2.8542, 5.1156], [-2.8524, 5.1108], [-2.844, 5.1073], [-2.8381, 5.1096], [-2.8409, 5.1146], [-2.8366, 5.1152], [-2.8351, 5.1207], [-2.8322, 5.1214], [-2.8273, 5.1199], [-2.8242, 5.1161], [-2.8235, 5.1113], [-2.8188, 5.1095], [-2.8176, 5.1056], [-2.8145, 5.1073], [-2.8167, 5.111], [-2.8135, 5.1134], [-2.8114, 5.1107], [-2.8123, 5.1071], [-2.8102, 5.1063], [-2.8067, 5.1071], [-2.8072, 5.1113], [-2.8061, 5.1116], [-2.8014, 5.1077], [-2.7906, 5.107], [-2.7857, 5.1176], [-2.7843, 5.1153], [-2.7862, 5.1113], [-2.7854, 5.109], [-2.7833, 5.1091], [-2.7804, 5.1124], [-2.7782, 5.1107], [-2.7718, 5.1113], [-2.7691, 5.1087], [-2.7662, 5.1095], [-2.7654, 5.1044], [-2.7602, 5.1035], [-2.7591, 5.1002], [-2.7571, 5.1009], [-2.7545, 5.1088], [-2.756, 5.1118], [-2.754, 5.1167], [-2.7516, 5.1149], [-2.7461, 5.1165], [-2.7431, 5.1134], [-2.7391, 5.1165], [-2.7373, 5.1188], [-2.74, 5.1202], [-2.7401, 5.1232], [-2.7374, 5.1288], [-2.7321, 5.1287], [-2.7327, 5.1345], [-2.731, 5.1347], [-2.7277, 5.1314], [-2.7277, 5.137], [-2.7248, 5.1372], [-2.7238, 5.1409], [-2.7272, 5.1401], [-2.7267, 5.1446], [-2.7301, 5.1482], [-2.731, 5.1518], [-2.733, 5.1514], [-2.734, 5.1486], [-2.7365, 5.1487], [-2.7416, 5.1557], [-2.7358, 5.1623], [-2.7406, 5.1611], [-2.7456, 5.1669], [-2.7412, 5.1757], [-2.7421, 5.1811], [-2.7459, 5.1842], [-2.7458, 5.1873], [-2.7495, 5.1945], [-2.7476, 5.2021], [-2.7571, 5.2005], [-2.7601, 5.2069], [-2.7603, 5.212], [-2.7634, 5.2134], [-2.7648, 5.2169], [-2.7635, 5.2185], [-2.757, 5.2184], [-2.7591, 5.2215], [-2.7578, 5.2256], [-2.7588, 5.2284], [-2.7609, 5.2297], [-2.7598, 5.2323], [-2.7567, 5.2304], [-2.7554, 5.233], [-2.7589, 5.2353], [-2.7649, 5.2348], [-2.7658, 5.2363], [-2.7624, 5.2457], [-2.7596, 5.2458], [-2.7589, 5.2419], [-2.7547, 5.2422], [-2.7549, 5.245], [-2.7608, 5.2498], [-2.7563, 5.2497], [-2.7549, 5.2462], [-2.7533, 5.2488], [-2.7546, 5.2532], [-2.7574, 5.2559], [-2.7639, 5.2552], [-2.7655, 5.2599], [-2.7687, 5.2577], [-2.7728, 5.2584], [-2.7759, 5.2653], [-2.7773, 5.2631], [-2.7789, 5.2636], [-2.7793, 5.266], [-2.7741, 5.2676], [-2.77, 5.2666], [-2.7693, 5.2682], [-2.7731, 5.2687], [-2.7748, 5.2738], [-2.7807, 5.2765], [-2.7853, 5.2856], [-2.7844, 5.2925], [-2.7812, 5.2947], [-2.7721, 5.2928], [-2.7695, 5.2946], [-2.7664, 5.3052], [-2.768, 5.3072], [-2.7661, 5.3172], [-2.7707, 5.3232], [-2.7718, 5.329], [-2.7774, 5.3309], [-2.7742, 5.3364], [-2.7713, 5.3347], [-2.7706, 5.3362], [-2.7761, 5.3421], [-2.7767, 5.3464], [-2.7697, 5.3522], [-2.7684, 5.357], [-2.7644, 5.3561], [-2.7557, 5.3438], [-2.7422, 5.3451], [-2.7384, 5.3472], [-2.7349, 5.3433], [-2.7266, 5.3409], [-2.7147, 5.3492], [-2.7109, 5.3476], [-2.704, 5.3476], [-2.6995, 5.3425], [-2.6951, 5.3445], [-2.6928, 5.3487], [-2.6864, 5.3486], [-2.6783, 5.3545], [-2.6781, 5.3572], [-2.6752, 5.3594], [-2.6711, 5.3679], [-2.6646, 5.3718], [-2.6598, 5.3718], [-2.6539, 5.3782], [-2.6522, 5.3773], [-2.6442, 5.3873], [-2.641, 5.3872], [-2.6309, 5.4022], [-2.6271, 5.402], [-2.6239, 5.4077], [-2.6205, 5.4086], [-2.6178, 5.4125], [-2.6178, 5.4255], [-2.6107, 5.4305], [-2.6101, 5.4324], [-2.6096, 5.4374], [-2.6117, 5.4439], [-2.6104, 5.4486], [-2.6045, 5.4493], [-2.6011, 5.4541], [-2.6044, 5.4622], [-2.6041, 5.4655], [-2.5943, 5.4636], [-2.5906, 5.4648], [-2.5911, 5.4694], [-2.5943, 5.4674], [-2.6001, 5.4704], [-2.6011, 5.4784], [-2.5975, 5.4861], [-2.5796, 5.4858], [-2.5802, 5.4925], [-2.5848, 5.4989], [-2.5788, 5.5137], [-2.5821, 5.5177], [-2.5917, 5.5185], [-2.5986, 5.5123], [-2.5996, 5.5183], [-2.6039, 5.5231], [-2.6044, 5.5265], [-2.596, 5.5254], [-2.5982, 5.535], [-2.5928, 5.5404], [-2.593, 5.5446], [-2.5912, 5.5464], [-2.5852, 5.5465], [-2.5805, 5.5486], [-2.5792, 5.5431], [-2.5722, 5.5419], [-2.5692, 5.5549], [-2.5769, 5.5624], [-2.573, 5.5621], [-2.569, 5.5591], [-2.5658, 5.5745], [-2.5667, 5.5811], [-2.565, 5.5827], [-2.5613, 5.58], [-2.5589, 5.5817], [-2.5616, 5.5877], [-2.5692, 5.5871], [-2.5716, 5.5909], [-2.5685, 5.5922], [-2.5656, 5.5969], [-2.569, 5.6086], [-2.5714, 5.6136], [-2.5753, 5.617], [-2.5777, 5.6171], [-2.5821, 5.6232], [-2.5798, 5.6274], [-2.5747, 5.6254], [-2.5733, 5.6277], [-2.5748, 5.6306], [-2.5754, 5.6432], [-2.5734, 5.648], [-2.5664, 5.6464], [-2.5578, 5.6414], [-2.5531, 5.6467], [-2.5563, 5.6509], [-2.5565, 5.6588], [-2.559, 5.6608], [-2.5618, 5.6615], [-2.5764, 5.6577], [-2.5804, 5.66], [-2.5807, 5.6625], [-2.5792, 5.6652], [-2.5739, 5.6642], [-2.5731, 5.6665], [-2.5755, 5.6723], [-2.5719, 5.6761], [-2.565, 5.6747], [-2.5635, 5.6767], [-2.5657, 5.6816], [-2.5708, 5.6802], [-2.5734, 5.6774], [-2.5745, 5.6783], [-2.5741, 5.686], [-2.572, 5.6904], [-2.5697, 5.6907], [-2.5677, 5.687], [-2.5589, 5.6849], [-2.5528, 5.6861], [-2.551, 5.6897], [-2.5599, 5.7021], [-2.5554, 5.7049], [-2.5567, 5.7072], [-2.5689, 5.7113], [-2.5695, 5.7187], [-2.566, 5.724], [-2.5724, 5.7329], [-2.5788, 5.7364], [-2.5813, 5.7408], [-2.5871, 5.7394], [-2.5893, 5.7421], [-2.5927, 5.7429], [-2.5938, 5.7339], [-2.598, 5.733], [-2.6063, 5.7342], [-2.6074, 5.7369], [-2.5996, 5.7442], [-2.5965, 5.7485], [-2.5961, 5.7522], [-2.5928, 5.7511], [-2.5944, 5.7534], [-2.5924, 5.7554], [-2.5823, 5.7599], [-2.5778, 5.7604], [-2.5712, 5.7694], [-2.5785, 5.7851], [-2.5771, 5.7886], [-2.5718, 5.7919], [-2.5764, 5.7938], [-2.5792, 5.7933], [-2.5812, 5.7952], [-2.5801, 5.8018], [-2.582, 5.8078], [-2.578, 5.8086], [-2.5716, 5.807], [-2.5684, 5.8109], [-2.5636, 5.8021], [-2.5565, 5.7942], [-2.5444, 5.7938], [-2.5361, 5.7975], [-2.5343, 5.7948], [-2.5251, 5.7952], [-2.5234, 5.7938], [-2.528, 5.7902], [-2.5296, 5.7857], [-2.5227, 5.7837], [-2.5141, 5.7783], [-2.5088, 5.7773], [-2.5072, 5.7774], [-2.5063, 5.7826], [-2.4978, 5.785], [-2.4987, 5.7905], [-2.5031, 5.7922], [-2.5034, 5.7944], [-2.4978, 5.7942], [-2.4955, 5.7964], [-2.502, 5.801], [-2.5033, 5.8082], [-2.5015, 5.81], [-2.4978, 5.8095], [-2.4945, 5.8007], [-2.4913, 5.7997], [-2.4827, 5.802], [-2.4839, 5.8072], [-2.4876, 5.8122], [-2.485, 5.8194], [-2.486, 5.8257], [-2.4961, 5.8228], [-2.4981, 5.8231], [-2.4995, 5.8261], [-2.506, 5.8271], [-2.5097, 5.8235], [-2.5177, 5.8248], [-2.5184, 5.8286], [-2.5127, 5.8305], [-2.5121, 5.8347], [-2.5196, 5.8338], [-2.5206, 5.8354], [-2.5184, 5.8514], [-2.513, 5.8652], [-2.5041, 5.8631], [-2.5029, 5.8642], [-2.5057, 5.868], [-2.5049, 5.8706], [-2.4998, 5.873], [-2.4961, 5.8671], [-2.4871, 5.8699], [-2.4988, 5.8875], [-2.4981, 5.896], [-2.5103, 5.8991], [-2.5086, 5.9018], [-2.5101, 5.905], [-2.5098, 5.9145], [-2.5038, 5.9134], [-2.4978, 5.9144], [-2.4972, 5.9172], [-2.5057, 5.9232], [-2.502, 5.9264], [-2.5042, 5.9374], [-2.5088, 5.9404], [-2.5106, 5.9463], [-2.5076, 5.95], [-2.5165, 5.9544], [-2.5151, 5.9669], [-2.5226, 5.969], [-2.5308, 5.9691], [-2.5347, 5.9653], [-2.5385, 5.9785], [-2.5494, 5.9804], [-2.5584, 5.9787], [-2.5568, 5.9847], [-2.5496, 5.9874], [-2.5486, 5.9905], [-2.55, 5.9926], [-2.537, 6.0035], [-2.5257, 6.0193], [-2.5116, 6.0435], [-2.5059, 6.0466], [-2.5033, 6.0513], [-2.5043, 6.0543], [-2.4993, 6.0535], [-2.4994, 6.0589], [-2.4942, 6.0592], [-2.494, 6.0646], [-2.4893, 6.0646], [-2.4946, 6.0692], [-2.4977, 6.068], [-2.5051, 6.0717], [-2.5085, 6.0804], [-2.4963, 6.0927], [-2.4904, 6.0928], [-2.4823, 6.0962], [-2.476, 6.108], [-2.4607, 6.1097], [-2.4568, 6.1071], [-2.4517, 6.0997], [-2.449, 6.1021], [-2.4495, 6.1081], [-2.444, 6.1168], [-2.4386, 6.1199], [-2.4324, 6.1145], [-2.4338, 6.107], [-2.4273, 6.101], [-2.4197, 6.0967], [-2.4127, 6.0883], [-2.3992, 6.0898], [-2.3919, 6.0846], [-2.3861, 6.0845], [-2.3825, 6.0827], [-2.3709, 6.0844], [-2.3733, 6.0864], [-2.372, 6.0864], [-2.3725, 6.0922], [-2.3706, 6.0974], [-2.3607, 6.1002], [-2.354, 6.1055], [-2.3473, 6.103], [-2.3242, 6.1011], [-2.3188, 6.0963], [-2.3097, 6.098], [-2.3034, 6.0965], [-2.2918, 6.1034], [-2.2835, 6.1022], [-2.2712, 6.1223], [-2.2675, 6.1203], [-2.2569, 6.1199], [-2.2575, 6.1252], [-2.2554, 6.1273], [-2.2548, 6.1326], [-2.2564, 6.1339], [-2.2557, 6.136], [-2.2419, 6.1408], [-2.23, 6.1502], [-2.2283, 6.15], [-2.2252, 6.1452], [-2.2174, 6.144], [-2.2173, 6.1419], [-2.2158, 6.1414], [-2.2059, 6.1447], [-2.1979, 6.1442], [-2.189, 6.1472], [-2.1817, 6.121], [-2.1778, 6.1198], [-2.1711, 6.1237], [-2.1624, 6.1198], [-2.1604, 6.1133], [-2.1544, 6.1063], [-2.1489, 6.1039], [-2.1465, 6.101], [-2.1433, 6.1015], [-2.1411, 6.0997], [-2.1403, 6.0912], [-2.1299, 6.0929], [-2.0587, 6.0715], [-2.0476, 6.0592], [-2.0477, 6.0561], [-2.0515, 6.05], [-2.048, 6.0506], [-2.0447, 6.048], [-2.0409, 6.0481], [-2.0333, 6.0436], [-2.0277, 6.0426], [-2.0212, 6.0349], [-2.0182, 6.0277], [-2.0089, 6.0242], [-2.0022, 6.0251], [-1.9922, 6.0216], [-1.9853, 6.0165], [-1.984, 6.01], [-1.9742, 6.0032], [-1.9685, 6.0011], [-1.9538, 5.9843], [-1.9485, 5.9823], [-1.9444, 5.9835], [-1.9434, 5.9766], [-1.9392, 5.9697], [-1.9387, 5.965], [-1.9407, 5.9582], [-1.9392, 5.9558], [-1.9363, 5.9546], [-1.9334, 5.9479], [-1.93, 5.9463], [-1.9281, 5.9426], [-1.909, 5.9372], [-1.9119, 5.9327], [-1.9102, 5.9282], [-1.9041, 5.9212], [-1.9031, 5.9174], [-1.892, 5.9158], [-1.8878, 5.9085], [-1.8881, 5.8976], [-1.8838, 5.8953], [-1.8797, 5.8894], [-1.8696, 5.8839], [-1.8625, 5.8873], [-1.8591, 5.8861], [-1.8561, 5.8884], [-1.8539, 5.8954], [-1.8418, 5.9017], [-1.8367, 5.8954], [-1.8306, 5.896], [-1.8307, 5.9001], [-1.8253, 5.8992], [-1.8226, 5.8949], [-1.8186, 5.8932], [-1.8149, 5.8892], [-1.8139, 5.8788], [-1.8156, 5.8717], [-1.8137, 5.8678], [-1.8228, 5.8538], [-1.8239, 5.845], [-1.8327, 5.8274], [-1.8319, 5.8208], [-1.8401, 5.8108], [-1.8392, 5.8086], [-1.8407, 5.8045], [-1.8447, 5.805], [-1.8373, 5.7966], [-1.8365, 5.7907], [-1.8341, 5.794], [-1.8298, 5.792], [-1.8303, 5.7871], [-1.8288, 5.7865], [-1.8296, 5.7842], [-1.8347, 5.7854], [-1.84, 5.7818], [-1.8507, 5.7676], [-1.8475, 5.7653], [-1.8305, 5.7617], [-1.8111, 5.7595], [-1.801, 5.7509], [-1.7995, 5.747], [-1.8006, 5.7446], [-1.8038, 5.7417], [-1.8071, 5.7431], [-1.8105, 5.7401], [-1.8102, 5.7364], [-1.8136, 5.7367], [-1.8129, 5.7318], [-1.8176, 5.7266], [-1.8166, 5.7248], [-1.7865, 5.7326], [-1.7838, 5.7255], [-1.791, 5.7098], [-1.7918, 5.6956], [-1.7955, 5.6912], [-1.804, 5.6866], [-1.8099, 5.6777], [-1.818, 5.6747], [-1.829, 5.6036], [-1.8322, 5.5924], [-1.8245, 5.5932], [-1.7506, 5.6269], [-1.7377, 5.6236], [-1.7329, 5.6278], [-1.7195, 5.6302], [-1.7135, 5.6364], [-1.7056, 5.6368], [-1.6926, 5.6416], [-1.6857, 5.6423], [-1.6785, 5.6347], [-1.676, 5.6247], [-1.6764, 5.6081], [-1.6676, 5.6112], [-1.6565, 5.6186], [-1.6429, 5.6169], [-1.632, 5.6098], [-1.6272, 5.6031], [-1.6235, 5.6021], [-1.6214, 5.5993], [-1.6177, 5.5852], [-1.6096, 5.5757], [-1.607, 5.5675], [-1.6076, 5.5635], [-1.6049, 5.5659], [-1.5996, 5.5667], [-1.5946, 5.5649], [-1.5919, 5.5632], [-1.5926, 5.5568], [-1.5904, 5.5544], [-1.5949, 5.5382], [-1.594, 5.5299], [-1.6081, 5.5319], [-1.6162, 5.5188], [-1.6151, 5.5175], [-1.617, 5.5011], [-1.6144, 5.4822], [-1.6123, 5.4772], [-1.6127, 5.4658], [-1.6085, 5.4599], [-1.6022, 5.4565], [-1.6017, 5.4506], [-1.6044, 5.448], [-1.6157, 5.4442], [-1.6225, 5.4401], [-1.6273, 5.432], [-1.6288, 5.422], [-1.6256, 5.4197], [-1.6231, 5.4203], [-1.6208, 5.426], [-1.6162, 5.4236], [-1.6129, 5.4241], [-1.6129, 5.4213], [-1.6091, 5.4234], [-1.6069, 5.4211], [-1.6041, 5.4213], [-1.606, 5.4176], [-1.6004, 5.412], [-1.5965, 5.4107], [-1.5787, 5.4105], [-1.563, 5.4153], [-1.5606, 5.4146], [-1.5586, 5.4114], [-1.5474, 5.4061], [-1.5459, 5.408], [-1.5386, 5.4061], [-1.5383, 5.4036], [-1.5364, 5.4029], [-1.5257, 5.4029], [-1.5229, 5.4009], [-1.5222, 5.3981], [-1.5177, 5.397], [-1.5165, 5.3934], [-1.5139, 5.3927], [-1.5024, 5.4013], [-1.4893, 5.3992], [-1.4786, 5.3894], [-1.4756, 5.3836], [-1.4748, 5.3777], [-1.4621, 5.3819], [-1.4566, 5.348], [-1.4466, 5.3399], [-1.4374, 5.3383], [-1.4141, 5.3179], [-1.4076, 5.312], [-1.3998, 5.298], [-1.4277, 5.289], [-1.4355, 5.2675], [-1.4441, 5.2678], [-1.4478, 5.2474], [-1.4486, 5.2296], [-1.4453, 5.2165], [-1.4463, 5.2101], [-1.4537, 5.2112], [-1.4618, 5.2072], [-1.4704, 5.2096], [-1.4781, 5.2081], [-1.4812, 5.21], [-1.488, 5.2086], [-1.4905, 5.2063], [-1.4925, 5.2078], [-1.5037, 5.2061], [-1.5099, 5.2083], [-1.5142, 5.2035], [-1.5211, 5.2019], [-1.5228, 5.1996], [-1.5249, 5.1926], [-1.5237, 5.1888], [-1.5247, 5.1861], [-1.5227, 5.1833], [-1.5259, 5.1755], [-1.5251, 5.1707], [-1.5279, 5.1699], [-1.533, 5.1737], [-1.5357, 5.1709], [-1.5351, 5.1666], [-1.5383, 5.1634], [-1.5434, 5.1637], [-1.5491, 5.1605], [-1.563, 5.16], [-1.5674, 5.1584], [-1.5668, 5.1607], [-1.5684, 5.1625], [-1.5703, 5.1584], [-1.5778, 5.1579], [-1.5815, 5.1549], [-1.5798, 5.1406], [-1.5819, 5.1002], [-1.579, 5.0663], [-1.5802, 5.0331], [-1.6042, 5.0293], [-1.6224, 5.021], [-1.6335, 4.9992], [-1.6312, 4.9916], [-1.6329, 4.9879], [-1.6356, 4.9867], [-1.6347, 4.981], [-1.6407, 4.9784], [-1.6441, 4.9739], [-1.6432, 4.9713], [-1.6747, 4.9652]]]], "type": "MultiPolygon"}, "id": "14", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA15_2", "HASC_1": "NA", "ISO_1": "GH-WP", "NAME_1": "Western", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}, {"bbox": [-3.2621, 5.3425, -2.0743, 7.0059], "geometry": {"coordinates": [[[[-2.5426, 5.98], [-2.5385, 5.9785], [-2.5347, 5.9653], [-2.5308, 5.9691], [-2.5226, 5.969], [-2.5151, 5.9669], [-2.5165, 5.9544], [-2.5076, 5.95], [-2.5106, 5.9463], [-2.5088, 5.9404], [-2.5042, 5.9374], [-2.5033, 5.9346], [-2.5039, 5.9307], [-2.502, 5.9264], [-2.5057, 5.9232], [-2.4972, 5.9172], [-2.4978, 5.9144], [-2.5038, 5.9134], [-2.5098, 5.9145], [-2.5101, 5.905], [-2.5086, 5.9018], [-2.5103, 5.8991], [-2.4981, 5.896], [-2.4988, 5.8875], [-2.4871, 5.8699], [-2.4961, 5.8671], [-2.4998, 5.873], [-2.5049, 5.8706], [-2.5057, 5.868], [-2.5029, 5.8642], [-2.5041, 5.8631], [-2.513, 5.8652], [-2.5155, 5.8612], [-2.5204, 5.8425], [-2.5196, 5.8338], [-2.5121, 5.8347], [-2.5127, 5.8305], [-2.5184, 5.8286], [-2.5177, 5.8248], [-2.5097, 5.8235], [-2.506, 5.8271], [-2.4995, 5.8261], [-2.4981, 5.8231], [-2.4961, 5.8228], [-2.486, 5.8257], [-2.485, 5.8194], [-2.4876, 5.8122], [-2.4839, 5.8072], [-2.4827, 5.802], [-2.4913, 5.7997], [-2.4945, 5.8007], [-2.4978, 5.8095], [-2.5015, 5.81], [-2.5033, 5.8082], [-2.502, 5.801], [-2.4955, 5.7964], [-2.4978, 5.7942], [-2.5034, 5.7944], [-2.5031, 5.7922], [-2.4987, 5.7905], [-2.4978, 5.785], [-2.5063, 5.7826], [-2.5072, 5.7774], [-2.5088, 5.7773], [-2.5141, 5.7783], [-2.5227, 5.7837], [-2.5296, 5.7857], [-2.528, 5.7902], [-2.5234, 5.7938], [-2.5251, 5.7952], [-2.5343, 5.7948], [-2.5361, 5.7975], [-2.5444, 5.7938], [-2.5565, 5.7942], [-2.5636, 5.8021], [-2.5684, 5.8109], [-2.5716, 5.807], [-2.578, 5.8086], [-2.582, 5.8078], [-2.5801, 5.8018], [-2.5812, 5.7952], [-2.5792, 5.7933], [-2.5764, 5.7938], [-2.5718, 5.7919], [-2.5771, 5.7886], [-2.5785, 5.7851], [-2.5712, 5.7694], [-2.5778, 5.7604], [-2.5823, 5.7599], [-2.5924, 5.7554], [-2.5944, 5.7534], [-2.5928, 5.7511], [-2.5961, 5.7522], [-2.5965, 5.7485], [-2.6071, 5.7358], [-2.6045, 5.7336], [-2.598, 5.733], [-2.5938, 5.7339], [-2.5927, 5.7429], [-2.5893, 5.7421], [-2.5871, 5.7394], [-2.5813, 5.7408], [-2.5788, 5.7364], [-2.5724, 5.7329], [-2.566, 5.724], [-2.5695, 5.7187], [-2.5689, 5.7113], [-2.5567, 5.7072], [-2.5554, 5.7049], [-2.5599, 5.7021], [-2.551, 5.6897], [-2.5528, 5.6861], [-2.5589, 5.6849], [-2.5677, 5.687], [-2.5697, 5.6907], [-2.572, 5.6904], [-2.5741, 5.686], [-2.5745, 5.6783], [-2.5734, 5.6774], [-2.5708, 5.6802], [-2.5657, 5.6816], [-2.5635, 5.6767], [-2.565, 5.6747], [-2.5719, 5.6761], [-2.5755, 5.6723], [-2.5731, 5.6665], [-2.5739, 5.6642], [-2.5792, 5.6652], [-2.5807, 5.6625], [-2.5804, 5.66], [-2.5764, 5.6577], [-2.5618, 5.6615], [-2.559, 5.6608], [-2.5565, 5.6588], [-2.5563, 5.6509], [-2.5531, 5.6467], [-2.5578, 5.6414], [-2.5664, 5.6464], [-2.5734, 5.648], [-2.5754, 5.6432], [-2.5748, 5.6306], [-2.5733, 5.6277], [-2.5747, 5.6254], [-2.5798, 5.6274], [-2.5821, 5.6232], [-2.5777, 5.6171], [-2.5753, 5.617], [-2.5714, 5.6136], [-2.569, 5.6086], [-2.5656, 5.5969], [-2.5685, 5.5922], [-2.5716, 5.5909], [-2.5692, 5.5871], [-2.5616, 5.5877], [-2.5589, 5.5817], [-2.5613, 5.58], [-2.565, 5.5827], [-2.5667, 5.5811], [-2.5658, 5.5745], [-2.569, 5.5591], [-2.573, 5.5621], [-2.5769, 5.5624], [-2.5692, 5.5549], [-2.5722, 5.5419], [-2.5792, 5.5431], [-2.5805, 5.5486], [-2.5852, 5.5465], [-2.5912, 5.5464], [-2.593, 5.5446], [-2.5928, 5.5404], [-2.5982, 5.535], [-2.596, 5.5254], [-2.6044, 5.5265], [-2.6039, 5.5231], [-2.5996, 5.5183], [-2.5986, 5.5123], [-2.5917, 5.5185], [-2.5821, 5.5177], [-2.5788, 5.5137], [-2.5848, 5.4989], [-2.5802, 5.4925], [-2.5794, 5.4863], [-2.5808, 5.4849], [-2.5975, 5.4861], [-2.6011, 5.4784], [-2.6001, 5.4704], [-2.5943, 5.4674], [-2.5911, 5.4694], [-2.5906, 5.4648], [-2.5943, 5.4636], [-2.6041, 5.4655], [-2.6044, 5.4622], [-2.6011, 5.4541], [-2.6045, 5.4493], [-2.6104, 5.4486], [-2.6117, 5.4439], [-2.6096, 5.4374], [-2.6101, 5.4324], [-2.6107, 5.4305], [-2.6178, 5.4255], [-2.6178, 5.4125], [-2.6205, 5.4086], [-2.6239, 5.4077], [-2.6271, 5.402], [-2.6309, 5.4022], [-2.641, 5.3872], [-2.6442, 5.3873], [-2.6522, 5.3773], [-2.6539, 5.3782], [-2.6598, 5.3718], [-2.6646, 5.3718], [-2.6711, 5.3679], [-2.6752, 5.3594], [-2.6781, 5.3572], [-2.6783, 5.3545], [-2.6868, 5.3483], [-2.6928, 5.3487], [-2.6976, 5.3427], [-2.6995, 5.3425], [-2.704, 5.3476], [-2.7109, 5.3476], [-2.7147, 5.3492], [-2.7206, 5.3459], [-2.7242, 5.3575], [-2.7242, 5.3878], [-2.7478, 5.4379], [-2.7683, 5.5544], [-2.7614, 5.5993], [-2.7641, 5.6004], [-2.764, 5.6023], [-2.7657, 5.6033], [-2.7699, 5.6022], [-2.7714, 5.6042], [-2.7748, 5.6032], [-2.7772, 5.6064], [-2.7789, 5.6058], [-2.7753, 5.6151], [-2.7767, 5.6162], [-2.7797, 5.6136], [-2.785, 5.6142], [-2.7846, 5.619], [-2.7874, 5.6205], [-2.7863, 5.6248], [-2.7903, 5.6234], [-2.7892, 5.6264], [-2.7927, 5.6279], [-2.7933, 5.6232], [-2.802, 5.6216], [-2.8041, 5.6172], [-2.8048, 5.6195], [-2.8071, 5.6183], [-2.8051, 5.6213], [-2.808, 5.6246], [-2.8105, 5.6249], [-2.8087, 5.6273], [-2.8138, 5.6288], [-2.8155, 5.6263], [-2.8222, 5.6264], [-2.8234, 5.6298], [-2.8284, 5.632], [-2.8285, 5.6345], [-2.8322, 5.6341], [-2.8353, 5.6364], [-2.8365, 5.6398], [-2.8394, 5.6394], [-2.8439, 5.6434], [-2.8459, 5.6427], [-2.8487, 5.6486], [-2.8511, 5.6477], [-2.8562, 5.6493], [-2.8576, 5.6522], [-2.8563, 5.6553], [-2.8584, 5.6571], [-2.8602, 5.6533], [-2.865, 5.6516], [-2.8686, 5.6451], [-2.8714, 5.6455], [-2.8728, 5.6431], [-2.8762, 5.6434], [-2.876, 5.6417], [-2.8785, 5.6395], [-2.8821, 5.6401], [-2.884, 5.6388], [-2.8839, 5.636], [-2.886, 5.6347], [-2.8874, 5.6358], [-2.8999, 5.6292], [-2.9031, 5.6313], [-2.9054, 5.629], [-2.9074, 5.6302], [-2.9085, 5.6286], [-2.9207, 5.628], [-2.9244, 5.6212], [-2.9345, 5.6198], [-2.9393, 5.6281], [-2.9418, 5.6288], [-2.9431, 5.6331], [-2.9476, 5.6366], [-2.9509, 5.6354], [-2.9544, 5.6373], [-2.9596, 5.6367], [-2.9635, 5.6405], [-2.9667, 5.6406], [-2.961, 5.6697], [-2.9533, 5.6738], [-2.9527, 5.716], [-3.0261, 5.7097], [-3.0205, 5.8571], [-3.074, 5.9853], [-3.1023, 6.1519], [-3.1077, 6.1651], [-3.1548, 6.2522], [-3.1743, 6.2516], [-3.1739, 6.2597], [-3.1717, 6.2643], [-3.1709, 6.2959], [-3.1746, 6.3101], [-3.1809, 6.3159], [-3.1858, 6.326], [-3.1865, 6.3429], [-3.1902, 6.3487], [-3.1935, 6.3604], [-3.2366, 6.5387], [-3.2341, 6.5965], [-3.2436, 6.6008], [-3.2549, 6.6095], [-3.2553, 6.6156], [-3.2621, 6.6176], [-3.2601, 6.6215], [-3.2598, 6.6303], [-3.2571, 6.6331], [-3.2567, 6.6439], [-3.2548, 6.645], [-3.2529, 6.6502], [-3.2504, 6.6513], [-3.2478, 6.6597], [-3.2437, 6.6655], [-3.2353, 6.6677], [-3.2367, 6.6764], [-3.2311, 6.6807], [-3.2309, 6.6839], [-3.2327, 6.6863], [-3.2295, 6.6874], [-3.2278, 6.6913], [-3.2314, 6.6947], [-3.2299, 6.6997], [-3.2322, 6.7006], [-3.2294, 6.7034], [-3.2223, 6.7052], [-3.2207, 6.7099], [-3.2166, 6.7143], [-3.2162, 6.722], [-3.214, 6.7219], [-3.209, 6.7316], [-3.2089, 6.7344], [-3.214, 6.7395], [-3.2144, 6.7442], [-3.2178, 6.7488], [-3.2119, 6.7553], [-3.2157, 6.7608], [-3.2185, 6.761], [-3.2183, 6.7625], [-3.2272, 6.7678], [-3.229, 6.7742], [-3.2313, 6.7767], [-3.2328, 6.7871], [-3.2316, 6.7917], [-3.233, 6.7945], [-3.2306, 6.8001], [-3.231, 6.8064], [-3.2297, 6.8094], [-3.2317, 6.8219], [-3.2258, 6.8249], [-3.1554, 6.9404], [-3.1435, 6.9567], [-3.1426, 6.9627], [-3.1339, 6.9749], [-3.1166, 7.0059], [-3.1091, 7.0023], [-3.1065, 6.9987], [-3.0997, 6.9943], [-3.0965, 6.9906], [-3.0922, 6.9796], [-3.0814, 6.9761], [-3.0756, 6.9719], [-3.072, 6.963], [-3.0734, 6.9556], [-3.0712, 6.9483], [-3.0728, 6.9437], [-3.0652, 6.9395], [-3.0456, 6.9382], [-3.0339, 6.9275], [-3.0281, 6.927], [-3.0167, 6.9309], [-3.0119, 6.9371], [-3.0028, 6.9406], [-2.996, 6.9405], [-2.9887, 6.9464], [-2.9843, 6.9463], [-2.969, 6.937], [-2.9616, 6.9369], [-2.9538, 6.9403], [-2.9386, 6.9414], [-2.9334, 6.9368], [-2.9285, 6.9292], [-2.9198, 6.9249], [-2.9185, 6.918], [-2.9118, 6.9143], [-2.909, 6.9083], [-2.9053, 6.9062], [-2.9039, 6.9017], [-2.8963, 6.8929], [-2.8968, 6.8875], [-2.8932, 6.8855], [-2.8934, 6.8835], [-2.8911, 6.8812], [-2.8867, 6.8805], [-2.8846, 6.8763], [-2.8861, 6.8749], [-2.8841, 6.8742], [-2.8831, 6.8709], [-2.8801, 6.87], [-2.8716, 6.8537], [-2.8648, 6.8516], [-2.8658, 6.8504], [-2.8625, 6.8468], [-2.8627, 6.8437], [-2.8568, 6.8396], [-2.8541, 6.8314], [-2.8565, 6.8301], [-2.857, 6.8255], [-2.8593, 6.8241], [-2.858, 6.8197], [-2.8487, 6.816], [-2.8484, 6.8107], [-2.8428, 6.8064], [-2.8485, 6.8031], [-2.8489, 6.7997], [-2.8446, 6.7985], [-2.8443, 6.7961], [-2.8399, 6.7943], [-2.8394, 6.7904], [-2.8375, 6.7887], [-2.8436, 6.7817], [-2.8447, 6.7756], [-2.8485, 6.7751], [-2.8498, 6.7728], [-2.8491, 6.7693], [-2.8458, 6.7676], [-2.8456, 6.7646], [-2.8408, 6.7587], [-2.8413, 6.7503], [-2.8462, 6.747], [-2.8457, 6.7412], [-2.8521, 6.7375], [-2.852, 6.7359], [-2.855, 6.7363], [-2.8568, 6.7328], [-2.8588, 6.7321], [-2.8579, 6.7269], [-2.8628, 6.7226], [-2.8624, 6.7209], [-2.8659, 6.7187], [-2.8646, 6.713], [-2.8593, 6.7115], [-2.8623, 6.7046], [-2.8582, 6.6983], [-2.8623, 6.6971], [-2.8617, 6.6933], [-2.8575, 6.6893], [-2.8586, 6.6871], [-2.8551, 6.684], [-2.8557, 6.6825], [-2.8495, 6.6792], [-2.8493, 6.674], [-2.848, 6.6732], [-2.8493, 6.6698], [-2.8481, 6.669], [-2.853, 6.6655], [-2.8521, 6.6633], [-2.8543, 6.6636], [-2.8578, 6.661], [-2.8573, 6.6598], [-2.8639, 6.6607], [-2.8734, 6.6575], [-2.8774, 6.6538], [-2.8767, 6.6528], [-2.8725, 6.6541], [-2.871, 6.651], [-2.8664, 6.6498], [-2.8674, 6.6473], [-2.8693, 6.6469], [-2.8687, 6.6445], [-2.8714, 6.6424], [-2.8708, 6.64], [-2.8693, 6.6382], [-2.8669, 6.6382], [-2.8608, 6.6419], [-2.8514, 6.6429], [-2.8442, 6.6365], [-2.8404, 6.6371], [-2.8378, 6.6342], [-2.8327, 6.6347], [-2.8309, 6.6268], [-2.8245, 6.626], [-2.8246, 6.6233], [-2.8212, 6.6229], [-2.816, 6.6167], [-2.808, 6.6167], [-2.8081, 6.6146], [-2.8056, 6.617], [-2.8037, 6.616], [-2.8006, 6.6115], [-2.8008, 6.607], [-2.7938, 6.6013], [-2.789, 6.6016], [-2.7877, 6.5966], [-2.7846, 6.5949], [-2.7827, 6.5842], [-2.7806, 6.5835], [-2.7812, 6.5778], [-2.7796, 6.5757], [-2.7599, 6.585], [-2.7481, 6.5807], [-2.7273, 6.5888], [-2.7014, 6.5851], [-2.6945, 6.5777], [-2.6811, 6.572], [-2.6758, 6.524], [-2.6727, 6.5098], [-2.6687, 6.5114], [-2.6634, 6.5251], [-2.6564, 6.5294], [-2.6494, 6.5257], [-2.6459, 6.53], [-2.6196, 6.5252], [-2.6061, 6.5196], [-2.5989, 6.5124], [-2.5967, 6.5065], [-2.5924, 6.5046], [-2.5885, 6.4942], [-2.5852, 6.4897], [-2.5771, 6.4875], [-2.5696, 6.4824], [-2.5622, 6.4808], [-2.5545, 6.4744], [-2.5504, 6.4687], [-2.5434, 6.4638], [-2.538, 6.4635], [-2.533, 6.4598], [-2.5274, 6.462], [-2.5268, 6.4549], [-2.5346, 6.4499], [-2.5379, 6.4496], [-2.5374, 6.4477], [-2.5397, 6.4483], [-2.5431, 6.4429], [-2.5512, 6.4376], [-2.5524, 6.4322], [-2.5589, 6.4297], [-2.5572, 6.4212], [-2.5529, 6.4197], [-2.5506, 6.4129], [-2.5477, 6.4097], [-2.5469, 6.4005], [-2.5152, 6.4131], [-2.5065, 6.415], [-2.5039, 6.4152], [-2.498, 6.4101], [-2.4859, 6.4086], [-2.4842, 6.406], [-2.477, 6.4027], [-2.4688, 6.3916], [-2.47, 6.3861], [-2.4686, 6.3805], [-2.4648, 6.3781], [-2.4593, 6.3786], [-2.4476, 6.3711], [-2.4348, 6.3548], [-2.4305, 6.3552], [-2.4288, 6.3533], [-2.4274, 6.3483], [-2.4246, 6.3494], [-2.4205, 6.3474], [-2.4183, 6.3492], [-2.4158, 6.3478], [-2.4085, 6.3513], [-2.3975, 6.3516], [-2.3996, 6.3417], [-2.3898, 6.3343], [-2.3899, 6.3465], [-2.3849, 6.3504], [-2.3834, 6.3504], [-2.381, 6.3468], [-2.3782, 6.3493], [-2.3783, 6.3544], [-2.3761, 6.3545], [-2.3757, 6.3594], [-2.3684, 6.3669], [-2.3619, 6.3848], [-2.3571, 6.3873], [-2.3511, 6.3951], [-2.3498, 6.4001], [-2.344, 6.4337], [-2.3498, 6.4346], [-2.3478, 6.4376], [-2.3497, 6.4413], [-2.3509, 6.4412], [-2.3521, 6.4458], [-2.3508, 6.4472], [-2.3552, 6.4475], [-2.349, 6.4554], [-2.3513, 6.4655], [-2.3576, 6.4701], [-2.3596, 6.4779], [-2.3522, 6.4841], [-2.3436, 6.4824], [-2.3387, 6.489], [-2.3374, 6.4933], [-2.3353, 6.491], [-2.3219, 6.4907], [-2.3131, 6.4882], [-2.3101, 6.4898], [-2.3075, 6.4843], [-2.3041, 6.4835], [-2.2936, 6.4916], [-2.2888, 6.4913], [-2.279, 6.487], [-2.2626, 6.4911], [-2.2576, 6.489], [-2.2547, 6.4847], [-2.2514, 6.4828], [-2.2469, 6.4755], [-2.2431, 6.4748], [-2.2399, 6.4722], [-2.2398, 6.4659], [-2.236, 6.4628], [-2.2352, 6.4577], [-2.2295, 6.4474], [-2.2321, 6.4388], [-2.2284, 6.4342], [-2.2308, 6.4295], [-2.2317, 6.4207], [-2.2259, 6.4178], [-2.2254, 6.4136], [-2.2277, 6.4084], [-2.2238, 6.4025], [-2.2214, 6.3918], [-2.2224, 6.3865], [-2.221, 6.3806], [-2.2177, 6.3773], [-2.2154, 6.3638], [-2.2156, 6.3568], [-2.2182, 6.3521], [-2.2166, 6.3447], [-2.2224, 6.3398], [-2.2257, 6.3309], [-2.2246, 6.3261], [-2.2269, 6.3247], [-2.2271, 6.32], [-2.2219, 6.3281], [-2.2119, 6.3355], [-2.2112, 6.3399], [-2.2065, 6.3423], [-2.2001, 6.3545], [-2.1849, 6.359], [-2.1727, 6.3649], [-2.161, 6.3575], [-2.1526, 6.3544], [-2.1515, 6.3497], [-2.1491, 6.3485], [-2.1365, 6.348], [-2.1246, 6.3368], [-2.1231, 6.3289], [-2.1212, 6.3291], [-2.1276, 6.3188], [-2.1241, 6.3136], [-2.1241, 6.3012], [-2.123, 6.3009], [-2.1228, 6.3044], [-2.1195, 6.3077], [-2.1164, 6.3087], [-2.1122, 6.307], [-2.1096, 6.309], [-2.0994, 6.3093], [-2.095, 6.3083], [-2.0836, 6.2982], [-2.0743, 6.2945], [-2.0759, 6.2905], [-2.0796, 6.2905], [-2.0772, 6.2866], [-2.0803, 6.2751], [-2.0854, 6.2674], [-2.0848, 6.2645], [-2.0895, 6.2594], [-2.0883, 6.2571], [-2.0904, 6.2535], [-2.0977, 6.2466], [-2.0986, 6.2399], [-2.0999, 6.2394], [-2.1048, 6.2426], [-2.1066, 6.246], [-2.1266, 6.2503], [-2.1304, 6.2549], [-2.1314, 6.2589], [-2.1413, 6.25], [-2.1485, 6.2388], [-2.1755, 6.2143], [-2.1966, 6.2007], [-2.2059, 6.198], [-2.189, 6.1472], [-2.1979, 6.1442], [-2.2059, 6.1447], [-2.2158, 6.1414], [-2.2173, 6.1419], [-2.2174, 6.144], [-2.2252, 6.1452], [-2.2283, 6.15], [-2.23, 6.1502], [-2.2419, 6.1408], [-2.2557, 6.136], [-2.2564, 6.1339], [-2.2548, 6.1326], [-2.2554, 6.1273], [-2.2575, 6.1252], [-2.2569, 6.1199], [-2.2721, 6.1217], [-2.2739, 6.1165], [-2.2768, 6.1145], [-2.2835, 6.1022], [-2.2906, 6.1037], [-2.3034, 6.0965], [-2.3097, 6.098], [-2.3165, 6.096], [-2.3195, 6.0966], [-2.3242, 6.1011], [-2.3473, 6.103], [-2.354, 6.1055], [-2.3607, 6.1002], [-2.3706, 6.0974], [-2.3725, 6.0922], [-2.372, 6.0864], [-2.3733, 6.0864], [-2.3709, 6.0844], [-2.3821, 6.0826], [-2.3861, 6.0845], [-2.3919, 6.0846], [-2.3992, 6.0898], [-2.4127, 6.0883], [-2.4197, 6.0967], [-2.4273, 6.101], [-2.4338, 6.107], [-2.4324, 6.1145], [-2.4386, 6.1199], [-2.444, 6.1168], [-2.4495, 6.1081], [-2.449, 6.1021], [-2.4517, 6.0997], [-2.4568, 6.1071], [-2.4607, 6.1097], [-2.476, 6.108], [-2.4823, 6.0962], [-2.4904, 6.0928], [-2.4963, 6.0927], [-2.5085, 6.0804], [-2.5051, 6.0717], [-2.4977, 6.068], [-2.4946, 6.0692], [-2.4893, 6.0646], [-2.494, 6.0646], [-2.4942, 6.0592], [-2.4994, 6.0589], [-2.4993, 6.0535], [-2.5043, 6.0543], [-2.5033, 6.0513], [-2.5059, 6.0466], [-2.5116, 6.0435], [-2.5257, 6.0193], [-2.537, 6.0035], [-2.55, 5.9926], [-2.5486, 5.9905], [-2.5496, 5.9874], [-2.5568, 5.9847], [-2.5584, 5.9787], [-2.5426, 5.98]]]], "type": "MultiPolygon"}, "id": "15", "properties": {"CC_1": "NA", "COUNTRY": "Ghana", "ENGTYPE_1": "Region", "GID_0": "GHA", "GID_1": "GHA16_2", "HASC_1": "NA", "ISO_1": "GH-WN", "NAME_1": "WesternNorth", "NL_NAME_1": "NA", "TYPE_1": "Region", "VARNAME_1": "NA"}, "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " geo_json_9e2fd22c656ae33f3f4ff2c768712651.bindTooltip(\n", + " geo_json_8a2db390f97c23b2a608c0dbbb6a58c3.bindTooltip(\n", " function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -323,13 +324,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_9e2fd22c656ae33f3f4ff2c768712651.addTo(map_c86aa3f8c9e5c9a7e4f051290eb26295);\n", + " geo_json_8a2db390f97c23b2a608c0dbbb6a58c3.addTo(map_953d6d002499f8ccaa2983a913cb3ace);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -341,7 +342,20 @@ "gdf = geopandas.read_file(\n", " \"https://geodata.ucdavis.edu/gadm/gadm4.1/json/gadm41_GHA_1.json.zip\"\n", ")\n", - "gdf.explore()" + "gdf.explore(tiles=\"CartoDB dark_matter\")" + ] + }, + { + "cell_type": "markdown", + "id": "70dd0533-034c-4714-b329-f15e8ea354be", + "metadata": {}, + "source": [ + "```{figure} ../../images/favicon.ico\n", + "---\n", + "height: 0px\n", + "---\n", + "This map of Ghana displays the administrative boundaries as obtained from the Global Administrative Areas (GADM) database. The map highlights the regional divisions and key cities, providing a detailed geographic overview of the country. Data source: GADM, version 4.0.\n", + "```" ] }, { @@ -351,7 +365,7 @@ "source": [ "## Examples\n", "\n", - "In this section, we will demonstrate how to use [blackmarblepy](https://pypi.org/project/blackmarblepy/) to download and manipulate NASA Black Marble data. " + "In this section, we will demonstrate how to use [BlackMarblePy](https://pypi.org/project/blackmarblepy/) to download and manipulate NASA Black Marble data. " ] }, { @@ -382,7 +396,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "df041c1c4ba041e2840c498c4c2d4b86", + "model_id": "db0891bf75f14e46aa841586e14afad5", "version_major": 2, "version_minor": 0 }, @@ -396,7 +410,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "15c78c199b6b4ac0b8e17cc0434e00a6", + "model_id": "986a1d7260914c5abc034fe369994d7b", "version_major": 2, "version_minor": 0 }, @@ -410,7 +424,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "e7b4ae699f174970aaf76363f806588b", + "model_id": "0af0954a8fc44ab18a8c10a7c49ab222", "version_major": 2, "version_minor": 0 }, @@ -429,7 +443,7 @@ "version_minor": 0 }, "text/plain": [ - " 0%| | 0.00/5.58M [00:00
<xarray.Dataset>\n",
+       "
<xarray.Dataset> Size: 13MB\n",
        "Dimensions:                            (x: 1071, y: 1544, time: 1)\n",
        "Coordinates:\n",
-       "  * x                                  (x) float64 -3.26 -3.256 ... 1.194 1.198\n",
-       "  * y                                  (y) float64 11.17 11.17 ... 4.748 4.744\n",
-       "  * time                               (time) datetime64[ns] 2021-02-05\n",
+       "  * x                                  (x) float64 9kB -3.26 -3.256 ... 1.198\n",
+       "  * y                                  (y) float64 12kB 11.17 11.17 ... 4.744\n",
+       "  * time                               (time) datetime64[ns] 8B 2021-02-05\n",
        "Data variables:\n",
-       "    Gap_Filled_DNB_BRDF-Corrected_NTL  (time, y, x) float64 nan nan ... nan nan\n",
+       "    Gap_Filled_DNB_BRDF-Corrected_NTL  (time, y, x) float64 13MB nan nan ... nan\n",
        "Attributes: (12/41)\n",
        "    AlgorithmType:                     b'SCI'\n",
-       "    AREA_OR_POINT:                     Area\n",
        "    DataResolution:                    b'Moderate'\n",
        "    DayNightFlag:                      b'Day'\n",
-       "    EastBoundingCoord:                 0.0\n",
+       "    EastBoundingCoord:                 10.0\n",
        "    EndTime:                           b'2021-02-05 23:59:59.000'\n",
+       "    GranuleDayNightFlag:               b'Day'\n",
        "    ...                                ...\n",
-       "    TileID:                            b'61017008'\n",
        "    VersionID:                         b'001'\n",
-       "    VerticalTileNumber:                b'08'\n",
-       "    WestBoundingCoord:                 -10.0\n",
+       "    VerticalTileNumber:                b'07'\n",
+       "    WestBoundingCoord:                 0.0\n",
+       "    AREA_OR_POINT:                     Area\n",
        "    scale_factor:                      1.0\n",
-       "    add_offset:                        0.0
  • time
    PandasIndex
    PandasIndex(DatetimeIndex(['2021-02-05'], dtype='datetime64[ns]', name='time', freq=None))
  • AlgorithmType :
    b'SCI'
    DataResolution :
    b'Moderate'
    DayNightFlag :
    b'Day'
    EastBoundingCoord :
    10.0
    EndTime :
    b'2021-02-05 23:59:59.000'
    GranuleDayNightFlag :
    b'Day'
    GRingPointLatitude :
    [10. 20. 20. 10.]
    GRingPointLongitude :
    [ 0. 0. 10. 10.]
    HorizontalTileNumber :
    b'18'
    identifier_product_doi :
    b'10.5067/VIIRS/VNP46A2.001'
    identifier_product_doi_authority :
    b'http://dx.doi.org'
    InputPointer :
    b'VNPLG09GA.A2021036.h18v07.001.2021085175554.h5,VNPLG43DNBA1.A2021036.h18v07.001.2021088160550.h5,MCD12Q1.A2013001.Global.005.T1.Geo.h18v07.bin,MCD12Q1.A2013001.Global.005.T3.Geo.h18v07.bin,VNP46A1.A2021036.h18v07.001.2021037082420.h5,VNP04LGA.A2021036.h18v07.001.2021105032121.hdf,/MODAPSops4/archive/f7352/running/VNP_LP_L5LBRm7/1746470906/MODLG44W.A2012001.h18v07.006.2020176000000.bin'
    LocalGranuleID :
    b'VNP46A2.A2021036.h18v07.001.2021105032141.h5'
    LongName :
    b'VIIRS/NPP Gap-Filled Lunar BRDF-Adjusted Nighttime Lights Daily L3 Global 500m Linear Lat Lon Grid'
    LSIPS_AlgorithmVersion :
    b'NPP_PR46A2 1.0.3'
    NorthBoundingCoord :
    20.0
    PGENumber :
    b'555'
    PGEVersion :
    b'1.0.7'
    PGE_EndTime :
    b'2021-02-05 23:59:59.000'
    PGE_Name :
    b'PGE555'
    PGE_StartTime :
    b'2021-02-05 00:00:00.000'
    PlatformShortName :
    b'NPP'
    ProcessingCenter :
    b'LandSIPS'
    ProcessingEnvironment :
    b'Linux minion7352 3.10.0-1160.21.1.el7.x86_64 #1 SMP Tue Mar 16 18:28:22 UTC 2021 x86_64 x86_64 x86_64 GNU/Linux'
    ProductionTime :
    b'2021-04-15 03:21:41.000'
    RangeBeginningDate :
    b'2021-02-05'
    RangeBeginningTime :
    b'00:00:00.000'
    RangeEndingDate :
    b'2021-02-05'
    RangeEndingTime :
    b'23:59:59.000'
    SatelliteInstrument :
    b'NPP_OPS'
    SensorShortname :
    b'VIIRS'
    ShortName :
    b'VNP46A2'
    SouthBoundingCoord :
    10.0
    StartTime :
    b'2021-02-05 00:00:00.000'
    TileID :
    b'61018007'
    VersionID :
    b'001'
    VerticalTileNumber :
    b'07'
    WestBoundingCoord :
    0.0
    AREA_OR_POINT :
    Area
    scale_factor :
    1.0
    add_offset :
    0.0
  • " ], "text/plain": [ - "\n", + " Size: 13MB\n", "Dimensions: (x: 1071, y: 1544, time: 1)\n", "Coordinates:\n", - " * x (x) float64 -3.26 -3.256 ... 1.194 1.198\n", - " * y (y) float64 11.17 11.17 ... 4.748 4.744\n", - " * time (time) datetime64[ns] 2021-02-05\n", + " * x (x) float64 9kB -3.26 -3.256 ... 1.198\n", + " * y (y) float64 12kB 11.17 11.17 ... 4.744\n", + " * time (time) datetime64[ns] 8B 2021-02-05\n", "Data variables:\n", - " Gap_Filled_DNB_BRDF-Corrected_NTL (time, y, x) float64 nan nan ... nan nan\n", + " Gap_Filled_DNB_BRDF-Corrected_NTL (time, y, x) float64 13MB nan nan ... nan\n", "Attributes: (12/41)\n", " AlgorithmType: b'SCI'\n", - " AREA_OR_POINT: Area\n", " DataResolution: b'Moderate'\n", " DayNightFlag: b'Day'\n", - " EastBoundingCoord: 0.0\n", + " EastBoundingCoord: 10.0\n", " EndTime: b'2021-02-05 23:59:59.000'\n", + " GranuleDayNightFlag: b'Day'\n", " ... ...\n", - " TileID: b'61017008'\n", " VersionID: b'001'\n", - " VerticalTileNumber: b'08'\n", - " WestBoundingCoord: -10.0\n", + " VerticalTileNumber: b'07'\n", + " WestBoundingCoord: 0.0\n", + " AREA_OR_POINT: Area\n", " scale_factor: 1.0\n", " add_offset: 0.0" ] @@ -971,7 +985,7 @@ } ], "source": [ - "r_20210205" + "VNP46A2_20210205" ] }, { @@ -990,9 +1004,9 @@ "outputs": [ { "data": { - "image/png": "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", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAoEAAALeCAYAAADVi8uaAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOydeZwcZZ3/33X2Pd1zJjPJ5OYIN3isgAbEExABdY3gqihKRN1V+AFRxCDoolEXbzR4sp5ZWcQLZUWFUW7CHWKEHKSTTCZz9vRd1/P746mq7klmJpMwIWD6w6tJT1fV8zz11PWpz/dShBCCBhpooIEGGmiggQYOKqgHegANNNBAAw000EADDTz/aJDABhpooIEGGmiggYMQDRLYQAMNNNBAAw00cBCiQQIbaKCBBhpooIEGDkI0SGADDTTQQAMNNNDAQYgGCWyggQYaaKCBBho4CNEggQ000EADDTTQQAMHIRoksIEGGmiggQYaaOAgRIMENtBAAw000EADDRyEeNGQQEVRUBSFT3/60wd6KA00cEBxwQUXoCgK8+bNG3d541pp4EDg05/+dHjuNdBAAy8O7HcS6Hket956KxdffDHHHnssM2bMwDRNmpqaWLBgAWeffTaf//zn+cc//rG/h9LABLjzzjvDm7eiKLzjHe/Y4zYBEam/4f/whz8c086+fE499dRx+9i8efN+3+/6TywWY/bs2Zx++unccMMNFAqFae+/gQamG/Pmzduna+3FhnrCuafPnXfe+Zz6evjhh7nuuus4/fTT6e7uJhKJkEwmOfTQQ7ngggv461//ulft/eEPf+Atb3kLs2fPJhKJMHv2bN7ylrfwhz/8YY/bbtmyhW9961ssXbqUww47jEQiQTQaZfbs2Zx99tn87Gc/w3GcPbaTzWb53//9Xz7+8Y9z2mmn0dTU1Hh5PFgh9iN+97vficMPP1wAU/qccsop4u677x63rWCdq6++en8O+aDEX/7ylzHHQVEU8fjjj0+6zXve855w/QA/+MEPpnysJzsHxutj06ZN+32/J/vMnTtXPProo9M+hn1BMC9z584dd3njWjl4MXfu3H261qYDV1999W73hP2F+r729PnLX/6yz/0sWbJkSn28613vEtVqddK2PM8TF1100aTtXHTRRcLzvHG3/9SnPiUURdnjWF760peKZ599dsJxbN68edLtG/eNgwv6pAzxOWDlypV84hOfQAgBwMknn8xZZ53F8ccfT2trK5VKhb6+Pu6++25+97vfsX79eu666y6uvfbaKb0RNbD/IITg6quv5pZbbtmr7c455xxe+tKXjrts+/btvOENbwDg7LPP5rOf/ey46yUSib0b7DTh4osv5kMf+lD498DAAOvXr+f666/nH//4B88++yynn34669evJ5VKHZAxThXBNdfAwYuuri5uv/32Sdc5UNfadOOJJ56YdPn8+fP3ue1t27YBcj7/9V//lVe96lXMmTMH13W59957+a//+i+2bdvGj370IxzH4ac//emEbV111VXceOONABx//PFcccUVLFy4kA0bNvCFL3yBRx55hBtvvJH29vZx74/bt29HCEEikeDcc8/lNa95DYcccgjRaJR169bxta99jQcffJCHHnqI1772tTz88MMkk8nd2qm/PyiKwsKFC+nq6qKnp2ef56mBFzH2B7O86aabwreKtrY2cfvtt0+6vud54le/+pU44ogjxBve8IZx16HxlrLfUK+ItbW1hd/XrFkz4TbjKYGTYdOmTeH673nPe6a0zfOpBE50XlWrVXHaaaeF633pS1+a9nHsLfakBDZw8CJQAg/EuXGglMD9iTPPPFOsXr1aOI4z7vL+/n5x6KGHhmPp6ekZd72nn35a6LoeKnWlUmnM8mKxKF760pcKQOi6Lp555pnd2rjiiivEypUrxejo6Lh9OI4j3v72t4djufbaa8ddb2BgQHz2s58Vt99+uxgaGhJCTO1e2MA/J6bdJ3Dbtm188IMfBOSbZk9PD69//esn3UZRFN785jezZs0aLrzwwukeUgN7gY9+9KNEIhEArr766gM8mgMP0zTH+Mj88Y9/PHCDaaCBBp5X/Pa3v+Xtb387mqaNu7ytrY3/+q//Cv+++eabx13vy1/+cuir9/Wvf51YLDZmeTwe5+tf/zoAjuPwla98Zbc2Vq5cyRVXXDGhJULTNG644QZM05x0LK2trXzyk5/k9a9/Pc3NzeOu08DBg2kngddffz3lchmAz372syxevHjK20ajUf71X/91Sus++OCDnHfeeaFz7axZs3jXu97FunXrJt1u48aN/Nd//RdnnXUW8+bNIxaLEYvFmDt3LkuXLt2jKbo++GHz5s14nseNN97ISSedRHNzM4lEgmOOOYb//M//pFQqTdiO53n8+c9/5rLLLuPkk0+mra0NwzDIZDIcd9xxXHbZZWzZsmVKczGdmD17NhdddBEgb4D333//8z6GFxpOOOGE8Hs2mx13nek8nk899RTvec976O7uJhqN0t3dzfnnn8+DDz44pe335OD9QrkGAniex89+9jPe+ta3MmfOHGKxGK2trRx77LG8733v4w9/+MOkzu4PPPAAH/jABzj00ENJJpMkEgkOP/xwPvzhD/P000/vsf+pwLIsbrjhBl796lfT3t6OaZrMnDmTM844gx//+Md4njfhtrtGc4+MjLBixQqOPPJIEokEmUyGJUuW8JOf/GRaxvpc8cc//pF/+7d/Y/78+cRiMZqamjj22GO54oor6O3tnXI7IyMjXH311Rx55JEkk0laWlo49dRTXzD7OV2oD7DZsGHDbsuFEPzqV78C4PDDD+cVr3jFuO284hWv4LDDDgPg1ltv3Se3jtbWVo455pgJx9JAA7thOmVFz/NCc2IymZxQtt4XUCdVf/3rXw+l9V0/8Xhc3HXXXeO2sXHjxik5+f7bv/2bsG173Dbqgx+efPLJMabCXT8vf/nLRaFQGLedqTg2x+Nxccstt0xpXp6L+afeFPCDH/xAbN++XcRiMQGI17/+9eNuc7CYg4UQolwuh+sdc8wx464zXcfzZz/7mTBNc9ztdV0X3/ve955TYMgL6RoQQp4Xxx133B7HM55zv23b4uKLL550O8MwxI033jjpnO8JmzdvFosXL560n1e+8pVicHBw3O3rj9e6devEvHnzJmznwx/+8HMa63MxBxcKBXHuuedOup/JZFL85je/GXf7+mtg48aNYuHChRO287a3vW3C82sqeD5Nz3vC4OBgOJazzjprt+UbNmwIly9btmzStuoDRzZu3LhP4zn66KMFIFKp1JS3aZiDD15MqxK4du1aBgYGAHjVq161Xxzob7/9dv7jP/6DI488ku9///s8+OCD9PT0cMkll6CqKqVSiXe9611YlrXbtq7rYpomZ511Fl/72te44447ePjhh7njjju44YYbOPLIIwH48Y9/zGc+85k9juWiiy7izjvv5D3veQ+/+93vWLNmDb/85S858cQTAalQTBQA4TgOnZ2dfOhDH+JHP/oRd999N2vWrOHWW2/liiuuIJlMUiqVOP/88/eobk43Ojs7ufjiiwH4v//7P/72t789r/2/0PDUU0+F3yfKzTcdx/P+++8Pz91IJMLHP/5xenp6uP/++/na175GW1sbH/zgB3n00Uf3eV9eSNdAX18fJ598crg/p512GjfddBP3338/DzzwAKtXr2bZsmW0tLSMu/2FF17It771LQBOP/10fvzjH/PAAw/w4IMP8p3vfIcjjzwS27a56KKL+M1vfrO3UwVAoVDgtNNOC4/ZOeecw69//WseeughfvGLX3DKKacA8Le//Y03velNuK47YVulUok3v/nNDA4OctVVV3HnnXfy0EMP8Z3vfIfZs2cD8M1vfnOPAR37A67rctZZZ/HLX/4SRVE477zz+MUvfsFDDz3Evffey1e/+lXmzJlDoVDgrW99K2vWrJm0vaVLl7Jp0yY++MEPcscdd/Dggw/yve99j0MPPRSQpspLL710Wsb+ute9jtbWVkzTpKOjg1NPPZXPf/7zDA8PT0v7e8Jdd90Vfj/88MN3W15/vY+3vB71y/flvr9z585wuz311UADwPS+Rv3kJz8J3yY++clPTmfTY94izzjjjHHD8T/72c+G64ynuBQKBbF9+/YJ+/A8T1xwwQUCEIlEQoyMjOy2zq5pUH70ox/ttk6lUhFHHXWUAERra+u4b7ybNm0SlmVNOJZsNitmzZoVqjITIRjHdCqBQgixc+dOkUgkBCBe/epX77bNwaQEnnfeeeF6//3f/z3uOtNxPF/ykpeE6tV4avbWrVvF7Nmz93jMJ9unF9I1cM4554RtrFy5csIxFQqF0IE9wM033xxu+53vfGfc7crlcqhSzps3b5+Up8suuyzs56qrrtptued54p3vfGe4zg033LDbOvXncSaTEU8++eRu6zz99NMiGo0KQLz5zW/e63EGCJTArq4u8cQTT0z4Wb9+/ZjtvvSlL4Xn3m233TZu20NDQ+LII48Mlc9dsasa/tOf/nS3dUZHR8Wxxx4rAKGq6h5TUU2EqSjvmUxG3HrrrfvU/lThuq54+ctfHvb54IMP7rbOt771rXD5L37xi0nb+8UvfhGu++1vf3uvx1N/vn7xi1+c8nYNJfDgxbSSwK9+9avhifSVr3xl0nWffPLJCW9Q45mPgnaj0ajo6+sbt83R0dHQlHbJJZfs0z4MDg4KTdMEIG6++ebdltc/AN/ylrdM2M63v/3tcL3HHntsn8byla98RQCiqalpwtxR+4sECiHE8uXLw9///Oc/j9nmn50EDgwMiL/+9a/i9NNPD9c58cQTJyV6e8Jkx/P+++8P+/nIRz4yYRurV69+TiRwKng+roF169aFOc/OPvvsvR5jQJjPPffcSdd76qmnwjH88Y9/3Ks+KpWKyGQyAhBHHHHEhBGiuVxOtLa2huvtivrz+Gtf+9qE/b3jHe8QgGhubt6rcdZjqnkC688dy7JEZ2fnlO6bt912W9jG008/PWZZPTF705veNGEb9ef6hz70oX3az6uvvlocffTR4lOf+pT4zW9+I9asWSPuu+8+cdNNN4nXv/71Yfuapk1IaqcDAXme7Fz8whe+EK7z+9//ftL26ud3bzMR3HfffaGb1OzZs0WxWJzytg0SePBiWs3B+Xw+/D5efqJ6HHvssRx99NHjfiZzgH/d615HR0fHuMtSqRSHHHIIIJ3f9wTbttm6dSvr1q3jySef5Mknn2T79u20trYC8Nhjj026/Tvf+c4Jl73kJS8Jv09lLKOjo2zatIm1a9eGY4nH42OWjQchifx+qahx+eWXhyb9T33qU9Pe/gsJ11xzzZgqA21tbbzqVa/i97//Pbqu82//9m/84Q9/wDCMKbW3t8fzjjvuCL+/973vnbDdc889l0wms/c7OAEO1DVw2223hY7vl1xyyV6Nedu2baE58u1vf/uk6y5evJi2tjYA7r333r3qZ82aNYyMjAAyuGOiCNGmpqZwHE899dSEwROKonD++edP2F8wX8PDw2G/zwceeOCBcMx7ms8lS5aE3yebz8nO4Ze//OWh20H9eb83+NjHPsbjjz/Otddey5ve9CZOOOEE/uVf/oV3v/vd3H777Xz7298GpJn7/e9/fxisOJ246667+PjHPw5AR0dH6JqwKyqVSvg9iNydCEFmBmCvxtzX18fb3vY2HMdBURRuuumm8H7TQAOTYVqTRdf7ABaLxelsOsSe/BwC/6F6QloP27a58cYb+dGPfsQjjzwyru9ggMC/cV/GUu/HNNFYnn32Wb70pS/xm9/8hmeffXbSvgYGBliwYMGk60w3Wltb+djHPsZnPvMZ7r77bm6//fYw4fPBhEMPPZQrrriCpqamSdd7LsczSHhrmmYY3TceDMPg+OOP5y9/+cte7MFYvBCugUceeQSQ+zNRtOREeOihh8Lv5513Huedd96UttuxY8de9fPkk0+G3//lX/5l0nX/5V/+JSQBTz75JJ2dnbut09bWFpLr8bDrfD0Xsj937twpvxjWz2fgyzkVTDafL3vZyybd9uUvfzlr167l6aefxrKsPZKjXbGnuVm2bBkPPfQQ3/3ud9m+fTu33HLLpC8se4u1a9dy7rnn4jgOkUiE//mf/2HGjBnjrhuNRsPvk11rANVqNfy+axqZiZDP5znzzDPZunUrANdddx2nnXbalLZtoIFpVQLrb3D9/f2Trus4TqhiCb9CxVSwp7cbVZW7NJ6D9tDQECeeeCIf+chHuP/++/d4Qe7pTWyysQTjmGgsv//97zniiCP4xje+sUfCMJWx7C9ceuml4Q13xYoVB2QMzwcuvvhinnjiCZ544gkeeeQRfve737Fs2TIMw+Cpp57i1FNPZf369RNu/1yPZ+DE3tLSgq5P/m420cNmKnihXAMBuWxpaRmjfkwFO3fu3Kv1A0wlXU09hoaGwu97mvOZM2eOu109pnrvgvHvGfsL+2M+J7LWBAjmUwix3wI4li1bFn6vD954rti0aROvf/3rGR4eRtM0fvazn4UBQuOhXhzZUw3yevFkT9Y0kCrj2WefHSrjl156aahONtDAVDCtSuCxxx4bfn/44Yens+lpwUc/+tHwYjnnnHN43/vexzHHHENHRwfRaBRFUQCYM2cO2Wx2v5XfGhwc5Pzzz6dUKpFMJrnssst4wxvewMKFC0mn0+Fb8Z///Gde85rXABywUmCZTIZLL72UFStW8MADD/Db3/6WN73pTQdkLPsTHR0dHHXUUeHfxx13HGeccQZnnXUWb37zmxkaGuL888/ngQce2M0sOB3HM/g7OAcnw3M5F14o10CAqezvrqgnSD/5yU8mVU7r8VwS4+5pnAfq+pwO1M/nnXfeOalaWY/JiN4LYb6OOOKI8HtQ/u25Yvv27bz2ta9l+/btKIrC97//fc4999xJtwkiv4FQrZsI9XlIu7u7J13XcRze/va3h1aB97///WMSVzfQwFQwrSTwyCOPpLW1lcHBQf76179SLBZfMPUpR0dHWb16NQDnn3/+pAlL93dqgV/84hehz88tt9zC6173ugMyjqniYx/7GF/96lcZHBxkxYoVnHnmmQd6SM8bzjzzTD74wQ9yww038PDDD/PDH/5wt6o203E8A1Pg4OAgrutO6H8G+67cvJCugcBPb3BwcK/NgfUkRVGUMeR9OlFvnt2xY0eY3mQ89PX1jbvdiwH182ma5rTMZ19f36QkJjiHFUXZb1UrpptoDgwM8LrXvS70b/3617/Ou9/97j1uV09G//73v0+6bv3yyQoteJ7Hu971rjD10dKlS1m1atUex9JAA7tiWs3BiqKEF0U+n+eHP/zhdDb/nPD0009j2zYA73jHOyZcb/369XuU7J8r1q5dC8iHxUSEAcb66hxIpFIpLr/8ckD6ct16660HdkDPM66++urwZeaaa67ZzYQ6Hcfz6KOPBqTP0GTBGI7j7HOewBfSNRBUYbFte68DNo4//vjw+//93/9N67jqUU+G9lQ554EHHhh3uxcD9sd87qm6TbD8kEMO2Wt/wKmiPr9nV1fXc2orl8vxhje8IWzz85//PB/+8IentO38+fPD/vdklu7p6QFg1qxZE+YkBWnq/vnPfw7Am970Jn70ox+NcSdooIGpYtrPmksvvTR0aL3yyit55plnpruLfUJ92anJfFmCqLLnYyzVanXCclOlUon//u//3u9jmSo+8pGPhOafq6+++kVt/tpbdHR0hP5F2WyWm266aczy6Tier33ta8Pvu7Zfj1/+8pf7rNK9kK6BM888MzQZfvnLX96rbRctWhSqKz//+c/3W3nFl7zkJaE/7E033TShn14+n+d//ud/AKn6jBcU8kLGK1/5ylC9/Pa3v83o6OhzbnOyc/ihhx4Kg27qz/vpRr0yNpnP3p5QKpU488wzQxenT37ykyxfvnzK2yuKwtlnnw1Ipe++++4bd7377rsvVALPPvvsCU3ql156Kd/97ncBeM1rXsPNN9885awFDTSwK6adBM6ePZtvfvObgDQ/vepVr+LOO+/c43b72/y0aNGi8KKa6GH829/+NizivT8RpLEpFovjFvkO0hps3759j20FKU0me2ucDiQSifDG98QTT3Dbbbft1/5eaLj88svDKL/Pf/7zYwjBdBzPl7/85aE69q1vfWvcKi29vb1cdtll+7wPL6Rr4NBDDw19qX71q1/xxS9+ccJ1i8XibveHq666CpCO8W95y1smDUSrVqvccMMNY1J1TAWRSIT3v//9gFR7r7nmmt3WEULwkY98JAx0+chHPrJXfbwQEI1Gw/Nqx44dvOMd75g0u0M+n+cb3/jGpG3++te/DolxPQqFQlibXFXVMcEbU8UTTzyxR3Fh1apVfO973wNk0M6e/PYmgmVZnHvuudx9992A9KmdqALOZPjYxz4WBnz9+7//+24BV+VymX//938HQNd1Pvaxj43bzqc//enwpemkk07iV7/61V4HVjXQQD2m1ScwwHvf+162bdvGihUr2LFjB69+9atZsmQJb37zmznmmGNobW1FCMHOnTt57LHH+OUvfznGnDLV0Pi9QWtrK2eccQa/+93vuO2223jjG9/IsmXLmDNnDjt37uR///d/+eEPf8iCBQsYGRnZY3Tzc8Hb3/52rrzySqrVKhdccAGPPvoor33ta2lqamLt2rV8/etfZ82aNZx88snhzeeFgIsvvpgvfelL9Pb27jF1yHTj5ptvDv3IJsMFF1ywX/qfOXMmF154Id/85jfZuHEjP/3pT3nXu94FTN/xvOGGG3jlK1+Jbdu87nWv45JLLuGMM84gEolw//33c9111zEwMMCxxx67x/x94+GFdA2A3N/77ruP7du3c8UVV/CHP/yBCy64gMMPPxxFUdi8eTN33nknP//5z7n55ps59dRTw23PO+88br/9dm666SbWrFnDEUccwbJlyzjllFNob2+nWCyyYcMG/vrXv3LLLbcwNDQ0Jf+tXbFixQpuueUWNm7cyGc+8xmefPJJ3ve+99HV1cWmTZv4xje+Eb7knnjiiSHBebHhiiuu4E9/+hN/+tOfwkj3D37wg5x44olkMhny+Tzr16/nzjvv5NZbbyUajU5KeF/60pdy/vnnc9ddd/G2t72NpqYmHn/8cVauXBlG2X/4wx+eclBPPdasWcP73/9+Xv3qV3P66adz9NFH09raiuM4/P3vf+fHP/4xf/zjHwHQNI1Vq1bts2/6eeedF5rITzvtNC688MIxqYN2hWma4/qOHnrooVx22WV8/vOf56GHHuLkk09m+fLlLFy4kA0bNrBy5cowbdLll18evljW4+tf/3r4IjJr1iy+8IUvTJg/NsBhhx02rkr4hz/8YUyKn3pfxEcffXSMK1cymeRtb3vbpP008CLG/sxE/etf/1occsghU8pgD4iTTz5Z/O1vfxu3LaaYzfyUU04RgDjllFN2W7ZlyxYxZ86cCfufM2eOWLt2bZh1f7zKFvXVEiarYlFfIaO+CkeA73//+0JV1QnHsnTpUnHHHXeEf//lL3+ZdF72R8WQ8fD1r399t7FOBc+1YshUP3uDvc2Sv2XLlrAizeGHHy5c1w2XTdfx/OlPfxr2setH13Xxne98J5yXfakY8kK6BoQQYsOGDWF5uck+482X4zjiiiuuCKubTPZJJBKiVCpNONbJsGnTJnH44Yfv8d41ODg47vZ7Ol4BpjqvkyE4bvtyPyiVSuLd7373lK6z+fPn77Z9fcWQjRs3ivnz50+4/Vvf+tZ9KuMnxO5lCyf6tLa2PueycXt7/5ls3l3XFe973/sm3f7CCy8cc1+pR/Bs25vPROfR3rT1XJ4tDbzwsV89Sc866yzWrVvHLbfcwkUXXcTRRx9Ne3s7uq6TSqWYO3cuZ5xxBp/+9KdZu3Ytf/vb3zj55JP323i6u7t5+OGHufzyyzn00EOJRCKk02mOPfZYrr76ah599NExkVz7E+9973v561//yjnnnEN7ezuGYdDZ2ckb3/hGVq9ezc9//vNJI0QPFD7wgQ/sMXXBPyu6u7t5z3veA8g35//93/8Nl03X8TzvvPN45JFHeNe73kVXVxemaTJr1ize/va387e//S00Tz6XfXihXAMACxYsCJWHM888k87OTkzTpK2tjWOPPZYPfOAD3HHHHWMqVQTQNI2VK1fy1FNP8f/+3//j+OOPp7m5GU3TSKVSHHnkkbzzne/kpptuore3d58tDPPmzeOxxx7jG9/4Bqeccgqtra0YhsGMGTN44xvfyI9+9CN6enpedFHBuyIWi3HTTTfx0EMPcfHFF3PkkUeSTqfRdZ1MJsNxxx3HhRdeyM0338y6desmbWv+/PmsWbOGK6+8ksWLFxOPx0mn0yxZsoQf//jH3HzzzXvMhzkRzjjjDL73ve/x/ve/n5e85CXMnj2bWCxGNBqlq6uL008/na9+9ats3Lgx9MV7IUBVVb73ve/xu9/9jrPPPju8vru6ujj77LO57bbb+O53v9sI8GjgeYUixEHk4d9AAw000EADDTTQALAfAkMaaKCBBhpooIEGGnjho0ECG2iggQYaaKCBBg5CNEhgAw000EADDTTQwEGIBglsoIEGGmiggQYaOAjRIIENNNBAAw000EADByH2S7LoFxI8z2P79u2kUqkJy/A00EADDTTQwIGEEIJ8Pk9XV1cjTUwDzxv+6Ung9u3bD9q8dg000EADDby4kM1mmT179oEexosCnufx+tOSvOqkKFdfN3Sgh/OixD89CUylUgA88/RT4fe9het5uJ4NwkNVdFRVm9KbmhACgQdCoCjalJTI3EiO7LNZHNsinWmmWCxSLpaIxWI0ZTLMnNWJYcikw0F7ju3geQqqpqIoHgqgqOo/hfIp/KT9cl9eCPsj5HEVHlW7ymhxhOH8IOVCGavgUs6VUXRo6khiJDU0TUNRFRByXxR17D5M9zESnkBBIRlN05xqJx7Zc7ksIQSVik2pWCHTnETTDrwKIYTAtmyGh0cY7B/E8zxGcznmL1rIjJkdqOrzdy4IEVzLAtcTuEKgqwrGLsm/K5bDume3cvcjT/KZT8v0q29xVXaoBveoLl/7RppypYrmQMWqMlwYBaC9pZnW5jQRM4JhGLQkEnRmmmjO+MfCrw+uTvFcCRK/vhCulqnCthyqVRvP89ANjUjEQFVVBGB7HoNVi6dHRtlRKtMVjxPTVUZth6FKlZLjkDINFjWlmJNMkjR1tCnMlbyOBbmRPIoCqaYEqjq1+/RE7Tmuy6befu55/Cm2bO/Fshwc10HTNGa0t3DEwtnMbEtRqdpsH8jjOFWaUyoRo8rwyCDve9tl+/ycOhixevVqHn2iyj0PVPjAR7bT1dV1oIf0osM/PQkMLuhUKkVTU9NebRtm0RYejlOVhERR0FQdTdu9HuNu2/t5uIVwp0wCNVWjUqow2D9AuVQmEU8wu7ubpqYk0ViMSDQyZr8CeJ6Hoij09/XjOg6pdBOxeOwFWXVkb1CbQ0kEDzSxdRyLQjnHaGmEil3BVR0STVESTVGEA1bZoZq3qBQtFF0lNSOJoiqI2tm0X/dBCIHwBLquYEY0kkn5YJtsfQBdK6Og0tSUeoGcMwIhINOcoXPmTEaGR3jqiRyaotDUlHpezGWu5yEElKoWW3YOkCsUiUcizGzN0NKUQlc1FCUgiKBbNslUE+lMGsRO0NIMKFHeWBjiVZrGF/9D4YyKzVvyO/nP1nmcWHaZ9YM2XNuhd3CEfLlMxDBoS6fpzzXRNBhHMw3i0Rjt6RQzm9NETHnLVgB8Yrjr+WS5riSqioL+InkZdF0Xy7LwPEEkYo6pJuIJQcx2KKsaBU1nWAiGPbAUFTcaJQLMTCSY25JmRjyGsRfnhhCCWCxOuVRBCDAjESKmIedMAWUvqLTregzk8gwVK7hCoaW5BV3XUTWNRDzKnJkZ5nZmSMUjCCHomtmK8Dx0DRA2/YkMsH/vD/9MsG2bT33y3Xzh2lZ+/8cSn/nUYr71vdyBHtaLDv/0JPC5wPE8+UYpBIqqSYVNUVGUqd1kahfz1B+qkWiUtvY2IpEI0ViESDRGPBFH1ycnkcEy3TAYHhwiN5KjraOdTEtmn8szBQRBNv383pgCBVDiwJM/CUHVLpMrDlKo5BGKnHdF9cenQtQw0CMaruviuaI2bY5UlBQ9aEnsF2KrKApCETiuTalaIBaJE4sk97ydqqAqIlRH9nZMwXZCuKiqPg37pKAo+GqQYGBnP4au0zGz43k5Fzwh2Nw3wPaBYYqlCpu3bSeXLxA1DWa0tnDsoQtYNGsmmqZSdRxGCiUGcnl6h0eIxqJ0612cZJdZrVfoSapcW3DJiiInlEZ5fe67DGQu5vFYkrXvz3FbNEVWSfKZ/9RwHQfH89g5kiPbt5OyZZGIxWjLpOlINqGbGigQNSK0tDTR2ZJBN+RvmqKGamHZcVBQaDKNKalizxsEu70QBeebaRoIIXYn+AIcx0UBNEWh6Di7NesIQcV1sVwXbS9UUwDTJ32VikW5WKVSrhKJGJgRA00NrC6wp3ugJzxGiiU29+5ga+8OPATxaJT2lha6OpqZMzNDKm6iqdKqkaxT3IUwSSd2368GJsYPbpiFriu8+7wUJ748yvGv2splV25g4cKFB3poLyo0SOAkCC5RRVHQgqf3PhCSvVlf1zVS6SbiyTimae62bY0cKWPaDhXPphQKgt5t2xnsH8CMmiSTyefd0TggBHK+1H0ikjWStPfb7i/omkHEjFFxKjieM3ZefVKoR1VSHXGE66uYrqA0XMGxHOKpKFpEQ2gCocgH3nSTGkVR8ISgbJeo2GWiZmLCPoKHsGEYRCIm1YpNLL6vYxLYnoft2iRNU7b/HPZDCIHjOIwMjzDQ309bRzuxeBTXdaWZfbpN6X6fClJZf7a3n/seX8tovoCpa8QiEfoGRhkcydHa3ERnewv5UpkN2/oYzuXoH8qxdWc/qqJw8ecSaJrGPVfEyFq93JGcD24fyxJlli26BtoNukVt/EutCjdeGWe+5/Lem9J0tjQzNDrK8GgRzxNULIdnd/YzWioyMjpKMhaju2Mm7ZkmDEMHDYQCkUiErrYWEokYqqbiegIF6YZwoK8gIQSu42LbjlROdS10PZBGFmXc46ooEDE02mNRtpcrOMIjrumgQNFxqDguw9UqT+fAFYLuZIL4FF98g75MU5qfbduhWrEoFkpUqiqRqImh6+iaPkZRr1ko5PgURUFVVTKpBLNntDOSy+N6LsVSmYHhYWa2NYGXnvAYKIqCqjUex1NFuVzmmpVDfOVzbei6wuLDTM7/1ySf/uRx/Ojn+QM9vBcVGmfdJNDCB/zze/vUdQ1dn1g99DzXJ0iq78MCwRgNQyfT0szI0DCFfBG7aiMS+1YeenrUnL1vI1CV5D4FSgHh98Asr0zLGPcGCqYRpSneguu5jJZH8DxvN4KtoGDE9BpX98Cu2OSHipRyZWLJKLHmKFpExRMewqspDYrCbn6Dez1KRUEID8e1qFplnKiFoUcm3UbXNXTDpFy2iEbNfUwepeAJqLguUddFV9Vgx/YZiqJgGAa6oZPPjfLko08QjUZZeNghGIYRrrMnBCbb8RUieX24rkfOsknoOiOFAn2Dg5RKJWKxKIfOnc3V7y+TFSZLRJSTfuExmC/w2D828dQzm2jy1fpMKkkkYjKrvY1vvXOQq0a2sSzTTI/XxxJ1Bj3qCMsqVVbFau4kJ9ll7jFinGSXmfmJQfIFg5amFG0tzRw2rztUwvpHcqx7dituLoeLYLiQZ2BkhFgsBioM5XIoqsK8WZ20tzQTNQ2a4jFam1I0JWKhAiUJy96pZdMBq2qF17JVtRkeGsIwdJrSTTiOS7VaJR6PEY1Gdz+mikLF84hpGh3pJtqiEVRFIVsskS0UKdgOI9UqRTuK6+3b/S647+q6RqmkYFkWlXIVL+KiRHzVX1ERQlC1HcpVC4EgahoYmo6qKrSmErxs8SLmzeygUKnw941beOqZjWR7+2lvThGPGUTMF4K7xYsbN1zfzYx2jbeeXfN5vnp5M4e/LMsVTzzB0UcffQBH9+JCgwTuAiE8Xjjmx4mgIIQTEsGAPNTDE76JT1X3yq9l2kaoKCjKvt/sRJ3aWeecWfeB50LOgzf5er+fepV1YuVMJWLGaYo347gOxWpe+mOqSm2egzbrvAGiTRGEJ7CrDnbFQxlx8BQXz3NlEI+qoOsa0ZQpCeR0HDIhcD0H13OZzIM1VJNVJSRL+2ISBmmui42jbu7LEVMUBV3XyTRnmDt/Hn29O9jZ24duGrS2t5NpzmCYe/bNDfr3hBiX+MjADw/P9XCqNo4n2D44wuBwDn1FhJ8kWsgqJf+dJE6PsDlvcBg0nS07dlIoFPjva5oByOKxrFLmstgw5eYHuMA9jiWYLHZKrFI2scSYz4hmsbwwzGYzxmozympDY4nnco8RY1lzM/l8nkeeGqG9pRmvu4uYGcETgqrrUSqXacmkaW9t4TMXVfiPLwkqrkVUM4nqBhXLYuuOfrI7+vE8l3QqSVdbC5lUEl3XMQydVCxGcypJMmrWfN98E6oqZa39csdwHA/X80Kz78jQCEJ4aKqG4zqM5kahtYWIaaLU+aUGxy6iaSxoStEcNUkYBipgKColy6biv3SYqjrmGNe7N0z1fDYMnWQyTrVqUK1UsCo2ilBQohqaplAoV8nuHKB3YAjP84jHosRjMWa0NNGRSdPWlKK1KUXFsnAtm01btzGUL5IrVXE8D1Noz/Xd6KDG6Ogon7t+mB9/Z8aYALG5cwwuuqCJT33iFdz62+IBHOGLCw0S+CKEVAADFWT35bblYFkWqqZiRowX9A1nInKgoMhlYve3+iBS+Lnul0CAqG9nagqCpmrEIkkyvlpZsiQRDB6mu28A0VSEaDyCXXYpjVQp5cu4rouqqFJJVMDWHVTdVxGnAfI80VGn6MOqqgqaruI6rm+m3tv+ZMSsoTFGHRVCRtRqPsHYuzYhEjWZPWc2Tek0oyM5ypUKO/t2YpomKX1qgSwKoO6B2qiqQjpi4iEYKZTJFQqsjEdYapfp1Uw6XYvVhgbVLWze2sTAcA7Ltvjq9bMBiyWeRlaF26IpugW8YfjlnFvYyX3JDBnXhkicxVaJWVaFGY7FvbE0S60KryiMcH1zJwD/94koJ5ZzJL5isnVHH9m+fkxdRwiB5Th4js2h8+fx0Lv7mW/G+dplBu9eMUimqYl5nTNBhXy1SqFYolypUK5UyPb182zvTiq2DUBrOsWMlhaam5JSEVQ1ohGDTDJBOh5D1ySJV/ADT9TnrroLIbAdG9dx0XWVSMQgmUwwPDRELpdD0zSsqkW5XCXV5GFqWs0nGYhoGl3x2G5krjlikImY9FerALgIqa4Lr+7I7z00TSUalf57hWKJSsVB0xxcIdg5PMLaDc/yj2ezVC1LqpnJFIsXzOH4wxbQlkrKMRsGmaYUyXgcK5fHsR1s20OY+/aC1YDE9Z+bxxGHm7zhNbHdll35/zIsPG4L9913H694xSsOwOhefGiQwF0w1aCPvYXn+xrJPvb9BlC7CY59yNYHcRQKBaqVKslUXPoL1ZGcUAB7gdyEPCk7odYRqGAfx3uLH4cThtj7QJZgnWA7ZYrbSd/AZLQJVVHRShrFSh7HsyfeQAVFBV3VMD0dTzdQlQi6oSOVXQ+Bh2bWnX/1+7qPh0tV1CmTQE1TMQ0dy3JksMFeBDTJuRPI83LsQRK7/bI3kMfeME1a2lpobm1mZGSUpx59nNbWVhKpJKq654dqzbd0omUaqgq6rmM7LhXLolytsrwEC6plADZGYnQbLWSNZmy7Qv/gIDM72qD0JKgxeoxmQKb3+MBoP3ckWzjX7ecScyar8kNc65oUNZuU6zDPrdDpWmRch7ymc9XQNn6SmclXBp/m+NxNKAuv4ssjNrmvJxBIE6qpa9x1TYafqxWyeh6x8TqURdfQdonFyNdKMANmz+zANE0QHpWKRcWysVyHkXyegZFRCuUyuUKRctViW79BsVzGsh2akglmtjbTlk4RMQ1UVSNi6CSiUZoSMaKmgarWUtUoe+mOYdsOw4ODmBGTeCJKNBqlfUY7jmNTLBQABdfzcBwHz3Mh1K7lsdUnOIcNXSNhGmRME91XoVWkshvcN/b1nq6qCpGoieO6lMtVXM+lWnXoHxllYGQE27ZRVRXHddk5OIRp6MzuaCcdi1GxbUqVKh4wo60Fy3aoWjblqk0iqvt+0i+Me/CLCQMDA1z/zRFu+0XnuPM3o0Pnox9M88nlp/Gnu0oHYIQvPjRI4PME2/NQQfpJ7Ql1psrJnv6B+dLzZFoQVVVAVciPjoLwiMXivs9gzfkaPDwviMDb1QH7+b8pCSHw/P1VdxnDxCacOlPxPiJ4iEmiCeAREJipzoOm6SSiTeiagaEZjJZHcFx7twjIwA9KKApoglizSazZHLNcCAGCsWRXCITrWyE1ZR/89AIlZ+okUNVUKlULIcb3IRR1LHz3eRo/iCc0M04Bgfo7kf+eJCFQrVbo79tJLBEn1ZRC06bv3FUAx7aIGCaDmsHDcYMTSqNsNqXysIQMzekSAoVvfTwO8aPA7qVbbSUrimRVg7WxJD1Kha0iirjg5/BYG++4/5X8sO1R+jYkmNe2kGvzBYqaxtpYkm2uw2KrxPG5mwDwZj+M8u8buPvik3hQT/HLdAedrsVXRp7mt5FWViTl8RH3foKdx7+T7+iHsWN4hJkdbSxsbyEZi2BZNuWyhSMEVdemWLEo2zZW1cKybUaLJbbvlL545XKZbX0Ovf0D2I6H7TpETZO2TBMzmjOkEnEMXSdi6sQiERLRCFFTD91NVN/PcKJrpzCaJz+aJ9PSHL6UxBNxWlpbsS2HYrFEJGoSi0VCZXcqL2UK0B6NElFVIqpK2jSlihgslSdUXXt7D1VV0XVJ2izboVip4gmY2dFKZ0cLjuexObuDUrnC9v5BPNdltFhkJF9EUVWikQipRJxS1WIgVyIS0WmKm+jTeM4eLPjcNYt41YkxXnni7ipggMv/I8P8Y7bwpz/9ide85jXP4+henGiQwEkw+QNv7+B6Hh4y2GRPLcn71uS+iQKoVqpouoqCivAEQgHX9rAti1g8TrIphbqLqSyI2nVcBzX02VNrgRYw7T5Bkyl0CsI3/Cq7rT9mvTqVcKIHw74nea2Zj/Y2ilpVVaJmHF3TMfUI5ap8+/SEFxJBx7GxnAqucECppcSoH3dI/jyBcASeI3AdgWt5aIqKntRQzd37nxQKftLwqe5TjYCOdwwCsuqKQJ3ZDw8xISOMXSGI7hIpGqjDkYhJLJ5g25YtNGXSJBLxfU5wHZBOx/PCfbYdF9dxiUejXBc1QDHojqY4yS6TxeL8coE/Xpmm07WYr7mgahCkhDEMlpUL3BZNUU7fS3TDr8O+fs6fYdRmblRDPO0y5+wvkfUGubZQ4PLuZ+jbkODGlo+wrDmD2PBZPjj7SlY157m2pPPawhBFTeO3kVa2mVHQksxZ9DmuGtrGspZ2uNLmcysr7BwaZlZ7C4moSSQiT5hqxSZqxGhJJIhEDAQCxxOMlioMzy5QsWxs18GxbUZGC/QP5xgYyVEslXAdh+HRAp7wcDxBPGLS0pSiJZ0iFYth6BqGoZOIRmiKxzANPTQlKwo+4ROMjIyg6QaxeBytLt1Vsikpgz7KFcyISaopKa0XU4SqqLTHorTHouFvXvBiKQSecPE86Xf4XBJBK6hYtsfQaJGh0TwVy6KlKcGM5jiGrmBVq2zdMcQTT29gnWHg2Daen69R0zQUIciXyliOh6qpRM0M+gsgKfuLCVu3buVb3xvl7ttnTbpeJqOx/GMZrlx+Jvc9WG4orntAgwROAhG+Tz73kyiqazKdwJ769Ema57ooqs5E7k5CCIaHRzANg1Q6heE7W9uWRTyRJBo1SabGpoaRF4N0SnadCkIRgIfjqVRQiGgaUV1HDfIeTBsmVu40VR3X6BgQpX0NUNgbBIbMPXczvn1WURQMPUJzqoNMUtQ9hAA8qlaFXGmYfHkY27EkyZ6AywpH4JRcqnkbq+riOh6mqdNkJvaaBCp1/00XXJ+kaYqKvh+eYQKwPI+q6xBRxwYXBSTNsmRqHjMSmbKpe9y+fBXYch12DOUolct4fgR6xbLJ5fOgzACvBEpC+gMCK9VtoCZZgkmPJknOUqtCr2ayxIN35XtZFUsSXfPr3TttMmDVfPjT/PCnbWaUT28/DGKQcF2uzZf4eOflrEomwVNJuaP8PSZzPc60qqwz4yy1Ksyzyny2ZRY420GN8Ikr4Ef/bWE7jn8+K0QiJqqqUCxWsao2mqqgGyoRXaO9KUl7U336IIVcscxQvkC+VKFq2ziOQ6lcoW9wmP7hEYYrFUqlMjsGBhFC5lI1TYOOTJqZrc2k4jE0TUXTNGKmSSoexbMdRkfzxOK1tFfBdW0YBs0tmQnPhr11X5EpfgQIl6pTpVIt4XoOsUiSWCSBtpfBasGLT7FSZWdulM19O9ne1w/CJZmIkIybxCMaszrSDI8WGRzOYRoGyXiUWDJKrlCkUrXQFJVisUipUqajJYXd3gSTB+w3sAs+86kjefPpCY4/ds8T9+/L0nz12zl+9atfcc455+z/wb2I0SCBk+C5PGDGbWu8h36d4hKoEp7n4XoumqrieX60Xp350vM8LNthaGCQaDRKNB5F13WEJ9A0lY6ZHWja+D4nMj2EhqFLJ2vHs7Btm2FbkDINDFWb9pJce+uTU+8TuN8JoKIg8NUy/1Dsa79CyLJio6USo8Uynq8uKii4nkG5YjBaLvn+SirhtNRFx3gOWAWLUq6CbTloqkpKMUkQQ/ECP6yx49/DHu7VvtTHbow3Dyqg+yTW87wavd8Lk2+wwwJlXCdPXUpIvjo79qHtui5DA0PkR0aYOauLTEtmnyqcBA/3fKVKducgazdl2ZzdhlB9XdrzKJTKIGxQDLKiCG4OjE5p/hU2PUqFbiFTVPRqJj2qy9/7n+YuLYM4/o7xO74bPviZ88i4Ntl4Ebwq68xMGDACkhQeXi74RK/KfclMmEJmhxmhR1NZXi6zMpFkqV1mtdFGNyaXDvdKH0DbHUOeDMMgkYBKxaZadXBdhUhUHfc6TydipBNjTW3FSpWBXIGRovQldGybcqXK4MgofUNDDBeLlEtldgwMoSgKtueh6zqtTUlmt7ciHIfRfJ420yRWqYCuETWkj2FogRjHz1D4ptypEsHg3mi7VSpWiWK1QLlalGTVddFUnagZ2ytC6bge+XKFTTt2snH7DoZGR9E0hTldHcyf1UoyJgPv2jMJjj1sDqWKg6apxKMGhgalqkv/UIFnt/ahaRrxeIyIru9bBqaDGE8//TQ3/SzP4/dMraZyIqFy1eXNXHXl2znrrPILpArSCxMNEniA4boetuPiBRUXkDcyaa51UFSZliBqRKRfmYB8bpTR3CiFfIHmlhZUVcX1XBRFRdM1QAnNIb4RNXywhzdbP/pOU3XiJsw0ZUWU6XVTee6RDfufCNZyxAFok/g1TWUfqrbNxu07WbtpC5Zl8x/vf0wuiPg1LZUoKAZf+rIS9h6Gp4T9ShVRuAIVD8vV0UoVDEcnYirETDX0vxrPbLu3Yx67tlzfsv3qBWPmInhB8fAEOK78rigKpqETM4wxvpBj2q0LKAjMzR4C2/XNdYqC6jvL64qCoUvZ0/O8ut5lvrxisUi6tZV5ixYQT8TD1DZTzRcI0j2jYtv8PbudPz/4GDg2z2zeQjqVxLId4rEobc0ZUAxJBNW4bMArsazqsSqWpBuTLJa/PMESDy5qPZwTyzm57ideCtc8AD9YCGUTbp/Hr+6Zy6qOJAibLw8PckkKOl2LVUofy7UWRjSD26IpVil9LHOl+ndkuUDGdZhlVViRVFnietwbS7PEg3sME0SRrAKXpE2+YdlYjrPbeWEY0gJQLNpUyg5CKMTikbpzSEFRxlfsE1HpAziX1vC3qu0wOFpgYLRAsVLBsiyK5QqDQyPsGBzCdhzKxSJDwznMSIRK1eLZkSKtA8N+ypoEpi4TNBuaRsQ0iEcjxEyjPuQNEeRE1fTdxhZWqZF/YLs2VatMqZqnbEm3DEOP4HkeFatEqRJB12pVQPwzM/xnzJkuwPVchvMF/pHdzvpnt5IbzWMYBq3NTcxsS5GMaYCLgkYqbpKKjy/VpxMmVasKCjQ3pWhKxl4Q9blfTLj6yhP4t7cnOXTR1M0hH3hPE1/62gg//elPede73rUfR/fixgElgT09PXzxi19kzZo19Pb28stf/nKMdHvLLbewatUq1qxZw+DgII888gjHHXfc8zK2mh/b/iMgQgiG8yX6hkeoWrb/YJSBG47r+fWAIR41aG5qQlM1PNcl++xWhgYG6Jg5k1HHoTKck2ZVXQuDCzRVmmR0VUXT5I1WH1cdVFFVk9CjRuAHauxbPOfuJGCyIA5lt9gXZde7saKEeetq60w3hB+BqU4YjBLr/qn8oqagvB7UGGhxsAfpjh1N1huUBE9UwKuClpbEIdIVEj8UA+xeAAYG93QzkyRe1TQsy2E4b6NqCq0tUWa3x4mbOoomxq4fKmxyvlR0PCFCgrsbxplIy3UZKhSxh3OYESNUi0J/QL80V9V2KFs2FctGU1Va0020p1M4ruvX3K1dPwqQjMdIJ+LomoInPMpVi2LFYrhcplKtYqBgqDJRbyRiEjGC1EZ1ZncUXM9BiUSI6TrD+RIV1yMRi2Iaepjcvf74BSTB82rzY/kEZiRf5OH1G9i0cRPJZIL2tla++sV2qG5BZL+FsvAqUGTEd7dQQEmQVQSrYrLCx2ozCnUZGDtdi3uMGHfdcR2PnPR+Fi8aJvqSNhhIMecH50k1sVWqfTgD3JdsZnm1zE8TMbpZxIjIs86Mc0YlD8xgRNPJuDbfaWrnJLsMZhQUlXNHdvLLdAeLrRKdms5qQ55byyyTkUKBqm3vVpoNNAxDI502sKo2o7kihqn7/ne7K657QsTQ6WrN0NWaAeQ9o2TbDA6PMpQvUrZsbNumXC5TqlQZzefJF4sU8nl2Dgyj6zqu7zYRj0boam9lftcMZrc1E6vP/aiou5HT4IW5ajnSZO26uJ5DqVKgWBnF9Rx03ZS+eI6HJzw8z8VyclQdlZgZq+N+8vxUFQVdkxHinhBYjkuhXOKZrdt4asMWKhWHRCRK1XEYzhVIJyPEozoxU8HQDRTFmPBZ0RQ3WLxgJjNamzE0hdamKBGjoUxNFY899hi//G2Rf6yZs1fbmabCNVe2cPWn3sfSpUtl1HwDu+GAksBiscixxx7Le9/7Xt761reOu/zkk0/mX//1X/nABz7wHHvbO1IzUWLZqfdWT1rGb8cTgg29O3jk789gWRaGrofrCgS24+A6Dp+8UqmRCJDKgzMA7jOSiLilkJAQXSDNVgBqne+EVwU1wroHXjuW6Cg1E+MhR/8czE5JZOxh2aYaYf3Db6jblzrlil2ULP/BH3BIWTbOTxuiwOKX3RGOg+p2AP7x5HtlfrqAtGrqpMEzu5K0wBRZP/MBd1BQUIRSCxKs45ch2fTdHxVAEZ40v+/au0IY+YmwJbHzqnK+gWz5CflbZaNcPzgGVq+cTzcn99keln+rcV79L/OZDK7rUqmUqVYtznv73dzwvWPpHRiiUrUx1DjNCRBKlWD3w0TXSnBcBKYOwitQqWrhzgfKcDCXwV+qn1h8tFTmsY1b2Nk3gKJraHoQWS5VwCAKPVCfS+UKnhC0pGWARqFUply1/OoU/rmgCI5cMI8TDplHPBqhajls2jHAszv6GciNkhsdxfWVR1XXaW9toSWVkFGndSZLSdI9HMdDVTSy+W0YikJnRwstTU00JxNETKPufJRzUShXGMmXfPO1YLhQ5IG1/6BQKKLrGrM7Z/K5/5QqVzcKWbMTZd6/s0SN0qOqUNnAfGM+m3wFqVso3GPEWGqVJRFUDLL+9f75gS08ctL7+VjrIXzymc28/n+O45Hbu6HdH5RXZXl5mHtjM1jt9bFMS5FV5LbrzDidrsVt0RRnVPLcY8R4RWGE+TGXI8sFVqTbWFYuSJOw6rIpWtsWd4h1ZoZOt4zj1iwLuxITRVGkz57voyx/e+6PAVVRSJomyRltzJ3RFv5etiz6c3nmze6iVKli2xbVapVcvkjvwBDZ3j6E8CiXukkn4szMpBGGHLuqyopIwX0l2KdipUKhVKV/ZJSh0QLlaomKbeG5NfVaVVVMvyyd55t1XRcieo5oJILqq8eaqqKrGhoqyZiJrmtUXYfRYoWBXJ6tfTspVaq0NTeTjicYGBxiR/8glu0S0aN0tcXQVQ9P8SYsAalrKm1NUdqaorsta2DPuOrjJ/HB9zXRPXvvz9N3vj3J5788zPe+MYuLL+3fD6N78eOAksDTTz+d008/fcLlgYS7efPmKbdZrVap+olDQWYXh1rE41SVPcfzMDRtQjIyWdBISIYQuytbdShZFqOFAuVKheZUgpltbSiKgowjVrBtm52Dw6DYiBPu4oP3vIJVsaQkgCAJRWWjVKXsQemr5Pm5kQICqLWAOxT+vfj4X4TkDiUqiQrI37R4jUAG6wCHHfdr+T0gcMF2AQENiI49CIZvMrIH5biMZv/v4bH9qjEwOzn0+F+D3ibJlajIZW5OKmlQU9Z8wjWmTeDuP51IvWuTnG8FRZXJgVW/PqtQkRVUUKS5SVE49sTba/MU7JPRLL8DKIY0+QX+YAG0tHSOix0GXl7umxKV5A9qpC/4DnIfvLL8WzF4w+n3jCXpATz/3NXbpOJotIIaY8lLj+WRv29g09btbNrSyzbTkMpXWP5Lqaun4pvJRBHE8FijvFIzzcqHrBo+MKMREwXYNjDAzsF+Mk0pWjNNRE1pQlN9hdnQdQzT4JylfSDky8mVV+1E0zSqliwNlozFcIUgXywymi+QSabobMmQiEUoVaqsfWYz2R07cRyHcrXKlmubOOSzFax8Ac9x6eub/IbtOA47BgboaGsjtTVJW3OaYxbMYV5nB7FI8MYv1aIN2/p44KmnKRRLeIp8udywaTOaptHV3saXP68CvaC3kfXyoETp1rvoEUW6RYJsdCG4niRcwma+p9HDCBnXZNWgfJnp000+tfN6lEXXsKxSDU3CyiOv5drIAFcNbWNjJEbCNdjmK11LRTPrTHNMDeF7jBjzPReArCLCJNJ3JFv48tAOfpnu8INRCIknyJcUPBcVKJXKVC1bqqn+PPhHX/5fVdANDcdxMQx9emPAdkHMNJnT3sqc9pop2XIcRvJFntm+E1SVrdt7UYSgKRohYtZq9IbmXiHN94VyhVK1ysbtfWzctoN8seTnFfRC31LPf1lRFQXDkClspBuCiuM6OI4rXT5UDddfT1PVUHWX5BBsx5Ev4a6LoetYlsWQ42B7DooK/f2DbNQ1UuYcIi0RHGGh6+Z+qQV+MOOee+7hzr+V+d432ve88jjQNIXPXtXCRy4f4D0fLBGPx6d5hC9+/NP5BH7uc5/jmmuu2e13T7h71Y6m7SGVy9j76m6LcpaFqig0GcaEBtGBkQJ9gyPomsaHLnzcf+BHaiZH35S41FHhf/7MqoUnyQ2NTqhskOvGDgud17F7wS3RHVnE+cUhVupDsi2tBYBl5QKronPkul5JEiyzs6YwgiSYAeHzqjWSV9nojy8F1S01Agg18qTG5G9eWa7rlkLi2B1ZJBUzoxX0lGwz2E7YNVKp4hNFQxKs6na5jwFRhBox1Ns4+TX31ohTMHfOgFzf8wuJqynw8lLNc7bXCKZbqm0DNXIZKKFGM1mQ7RudkkwHfXlV38wrCeMSEaXH66vNoxIFV7YRmofdkvw3IHfV7RBdQLeSkOMCuTw4HmoM1AhL1Bkc9fI7+MfDbySdSuI4ds00a9lULYuKbWNZDpZthw8w23HDB5/tODiuvAYkEVTRFOlbKBVYjYhpYhoGwvNIxuNc9P/+wUujJ5BVKnQLhawio2BXGxrdmOANhabu6671Td7Ea+ejsOlWpC/knM/0MTSSI+GnCOnbuZOmZJKPXSKVtTPcPPYVgp8lZvCNm2eAmPjqO/vch/1zZAbv/WAWVVFIxGNYtkUqGWd2pCXMPzk4mueZLdvY9OwWhkZGKFUq6LrOzT8+mg/8exbL9UBrluefjrxWhB2a97PeIGgt9CgVIM5S2+Uew+T2/hFen/suN7Z8hJKiss2Moiy8iuWlAvfGZPqYPwNLXI+1sSRrkcEjm+r80RZbTkj6NqlauKzTtVhlWgAhIexRXUh3hMEoWazwOl7qqGHbd3wiRvcPhskVyyRjUVRNrVP8/DuR9BeYEvkb795Va2/P248HU9foaG6iWLFobUqxrXcH2Z0DbOjdyYy2ZkxdPpY8IShVLUqVKsVSmb9v2c62/kEKhQLFcpmWdJJZHRlMM1KXQgp/Hz0/9ZNvPVBl4JfwXAQeumaiKrqvOCoIz680ggziEwhKFYtStYqqqMQiOoaqYbsuTck4tuPSnEqhqlEUL4qggi0s3+TYIILTASEEVy5/DZd8KENH+75TlXPPSvC560f4xpe6uWLF4DSO8J8D/3Qk8BOf+ASXXnpp+Pfo6Cjd3d24joXnuWja1HZ5Yg2wHuPTO1cIthfLJA2dlGFM2FKuWKJvcFj64KkxSVycAbrVVk7SF3GPGkTplXnH3BV0GzGyfjqK1ZE5LPE0ehRVEhwlQVaNgJYmi8XKmODvg1UOy12NsugalngaJ5RG6Y7OIisslpeqrIzXmScC8heQp3rzpZuThNQeBndLjdiAJHzBOOt/VyM1kghkvUGW6otAwM//8nHmvPp6qbAIW37qzdBmpySaINv21RkUo6aCBmQqUAYDBVGJStXQVyW79S6p5AUP9ACKAZE5NdO6lg6JZTcm2WhL6L8n96O3RnCD/ROVkED2KJUx+4sakaRWidaSPAf9BeZk32ycdevMxoGiGj9Kbu9V2aRr4FQ59KV3g5dnCRl67E0+8U7JNkMFNw3uaO34RRdK8qqkx85v4F4g7BpZ9slxt1DIYvHpi9fzj1uqfKzvKFZFIyxxNXo1k2WVErdFTdBaWOJ69HilMHCiWyhkVaNG2IEsFr0D/ShCkEokSCYS6LrGR990JR/76FXMF1FGNF2q3MLitjc9w4imc48RG2PuDAhaSJQVgyMPWchllwlQDL7yVcv3/auZgZ/Zso0nnt6A5djc+b2jyGLx/g9vYYmnoX6xg28qfWBUQIuzaqifh+NN3BZNgdoq+/YAYbPUUXlFYQfXN3eSVQRvaI6xvPNyVrY2g93LUqGz1IGfJuQLV6cLI5pBp2vRq0ll8sRyjk4zxpHlAt9pamedKeesR1NZ4rqcWM6x2YzRq5l0qzFOssoyLY2XB6UF8OhWEnxgtJ8V6TZ/ruOs9oXP5YUhtn+sF8c53rdi7Oq4IU9ETwhs2yEaM/dI5GzLZnS0QLlSBhSi0QipZIJI5LnnN2lOJTh8wVxGy2V29g9SKJUolKvEIiZVy2a0WGbzjp1s3tFPqVRhtJAHAXNmdtDR3ko6Aam4RtQ0ppyBQOYNdGmKN5NOttTlSh2LkWKJJzdu4dnencxozXD0gjm0ppNULYdcsYzlusQiJlFdRxGCSrlMsZKjWq1iRky0aTCxH+z44x//yBNrLX7105nPqR1FUbhuRQtL39vHRf8xQiaTmZ4B/pPgn+5MjUQi496gpDLgoKFPKehjam9y46+jKwqHZZpCp/gJETzffIUmeMBlne2sNtrAjzzs1aLSBCQswGC1tw1EJz3eAN1qF1klKolO8JAUNihRLmo9nJ5DrgOnF9QZ/DnV4hMig5XxiFSvVJfb+7O8oWOBVAd9krXMSbHKbJbEwS3V/A61tE9WSpKEVMvyX3tYkpzg33qyBiCkgvSTgR3QHWHLCX9kzsOvA0yyIg9eVRI2A9m+V5ZEyB3yJykn1bh6kzOMJTSKIcljoEK6JbLq4Fj1Uo1IwhKoVYEqF6iSIOcIgyXqDEm2zE45V+4mSdwCJRJqZm43VyOywbJgrgKzr7AlWQfQU350aa62vT1YUz1LT8px2YNkA3KpyePaQ6WmWjoDct406kz7/pxrcahsYIkxHwRyOy0uxxAEstSTR2HLFwtNpVuY8MnHiT7Wxm25FN1Aj2qBl6cn1sKycp7boik6XYtuIwFCmi/ney7zgU7XZbUZ5ySrzD1GDLGyjW/HkuCVuGR5jkPnz+Edc1fQ565jRux4llmOVKpjSaDKPUasdk0Iu+bW4KuqSzyNTarCZZfr0o8PQcWyGMzlaU+nMHSNLTuHePTpTeRG83TN6GC+55JV4bvfnAOM0BOJgjInPI5Jz2SdGZcqW3m9PBZqnG6hsNoU3OObZvFKdOtdrHSfAZFkiTqDjFViVSzJl4d6ub65k1cURogLjz7dpDfZwiZVoychI4qDdC8BOewWCp2uVP6+5q7j1ry8VgG6MTnJjbNaKbFJlcftUxf2sPanZ9CrmWQ1NZyjEc3ghCMWc9xhi2hNJ0O/N+mbG2QIqPdV3rNi1du7g/sffIj+/n6Z/y6ZpHv2bBYdsoi2tlZ0TRsrCYZBZcpuvrq1dEDSfSGdTDCjpZlMMsnwSA7LshkaLWC7LtsHhtm+s5/h3CiVSpVkIs7iBfNobW5mQWc7LakEhdIwZasoXRV80iuzK7i4XuCPzC5jkHkdLaeM7VSJR5Lj7neuUObZ3j4GRkbpbG0mYhgYmo4R04lHI+FeBCkbYhETdVQlVxii4lUxTT9J9ASBZg1MDqkCvpmPX5IhnX7uQTSvfXWM4442+a/rFvCZLwxNwwj/efBPRwIngq5HUOvMnjJX276fXHsikHpd+g55E979htvSlGD+7E42b5UP76WOymrd8wMnttRIBVHflBup+fz5D/ys4Xu/u7kawfD3s9OxpKIgmiFQJBTXJx+2NF8qad7QNlO2a/VKAgfcppsyCS1IwuGblJe4Hj32xrFqVmDKdQZ89csAo5Mv53dwSTQuFTWfmHy8bQ6J9EWc09bBtfl+VqRqalnWT3pbI462NOEqAhiS7QQEUDHkGMb4D9p15td4nR+jND93KzKnWxZRIxdB6hYt7QdySGLUrXfRowlQpEK3SU9IkzZWjRhr8bHqZ+DTaAfz1lozAfvm7WxA9oBsfd8ARmeowhE7rEZQg77GI5huiaxu+STZJ+OBCR/A7GSTosk2PUCN1EziilHz0RQVUAxpdnRHmE+GOYs+xz/S9/KB0X62mdEwRclSP5/dSXa5ptYJmyWuRo9SYdXwCA/Hm1jiepKoKMInd3DT99u46sIEJ9l5vuauY0b0KJb40csjms4S12NE09nyzCf44OwrGdF0Vvt3qaVunNW6VK97GJHqmN3LWz8BlUqZnTtjPLzuaVRFYW5nO6VqlVypRDwW5dOf0kB1w7QutfPKR3QhPaLAubmdkO6AyBG8dnSIlOtIvzy7l/nqDGmyVeNkEXRHFgGwSYXFSDKX13TOqOTJazrXN7X7kb6SIC8rV1kVk9dmQHLne1IBXJlsZpnrUC7o9PlRjKvNKN1CmpGXCOhxt4PehnLzW1iiefSoLt1C4wOfc+nu7KSrJcO8mW20Z5owdC3M5ej56aOE2DUx5USolVIcGh5m+/ZeEokk3bNn0d/fz91330vvjj5OPXUJTakU/QMD5PMFFEWhva2NdCZNqVSiXC5TLBapVCsk4gna2lqIx2LkRvMMDg5TrVYouR6mqtCWyRCPRunb0Ue2UqZYtdDNCAu7OolHTKKmjq4oeE6VwtAQSVOnKZnBHrLp7xvAsT1MM0I0FiES1VF0ZZxMBUEksErVqlAq5zH1CLpvHbIdScQ9oTJaKOLYDi1NSdoyTTLgyL9/a7vcxwVgmgbNzWkMQ2doZBCrWsaMCD8/XcM8vLe45ZZb2L7D4cMfSE9Le4qi8J8rWnndOdv598t20tHRMS3t/jPgoCGBqqqNUz1j/8P1XDzPwtCj7KocdrZkOOaQIEq0l9VaCYjSrbZyvqOw0gSUKIurJW6LpvjJwBbemdGlic/u9U2uQ6FJMlR3fDPfah2W+Q+hVRGVbkXmtcpi1chTfUoT8E3BKdlW4C/n5cEdoltt5a6NVzFn0edqxExIdSmE3haaUS+JDrLUyrDaK4U+dfPJcE77LPDyrEiqNZNkYDb1qkA1HEtWTYFngz0sSVhATBWjFqji5mS/wb9aS81nUkvLB78izZJjFcGUJN7etpD8ShNvhKw36EcE+39j1UzmIMcSzLe9veYPqcV9E7ZvNtbiUnmsbKjNUXSB/C0I2Am+2zmyepvcN3corEkbmpGDffbdBkLUvzB4ZUlsRaVm2laEnEOtRZJ9d5ilopnVzvowmCiIfu5WEqC20mmXeW2hQPS9myl+4zDWmXHWmXG6VY3VmpAvA0qFbpBkHVOSZmGwrLVLLtdUGfTgFcN9fM+Fcj9WayXuMU6Q2+NKEyySLKF4nNbyEYhLsrTULpNxC9J8qviqeZC3z+jkK18ogZDm76v+c4CH16uUqlWKVQvP9fjfL80GVUjfw0qeVVF5PJdark+0JPG+LZritmiK84tDzLSqxIXHstgQKDPp1rvAc2VpOK0krxGkUjffk+PPiiIp12FJYZgNpvT1y7g2m1SNbiGvweA6ygo5J1mvjxODl7xYktuix9SOq7AAmYRaIuIrtfjBISpZBLqmccTcWcyb0UbU1CVJ8Tw8/3ajqrvm2FPwxMRUUAgvNKt7notpGMye1cUJJxyPAtz5lzt5dvNmdvYdjhCCxx59gme3bKZSKTNv7jxe+cpXsXHTJp548gk8V1CpyNJdJ510IkcccQTbtm7j8SeepLe3F6FpzJjVzZyODnLDQzz6+AbKhQKmGWH+vLl0z51N/0A/a9asw3NdbMuiXKlw6qmncMQRi1n/9008+uijMvJbCNJNTRx2xCK653ahm1pYDjLcc0VBpsXSKFWLGEaEeCSJbVfJV3KoikqpqvLsjj5KlSoLZnfS1bpL2ppdEDxLdE0jlUyiqSoj+WEsp4hQhFQq2feSdQcbXNflqivP41OXNxOPT18+xRNfHuW0JTGu+/ShfOWGkWlr98WOA5qxslAo8Oijj/Loo48CsGmTvKC3bJH+YENDQzz66KM89dRTAKxfv55HH32UHTt27HVfu8vyz9MF6UemjdefoWvM7WhjbucMPv3FmaEikxVFVsYDE2KFVRGVrDcoCaAaqREcP81K6H/lq3WAHzUsH9zSxynOfM9liaeFJsQxEa9qXJKNILAiiJAN2q5uJyuKKIdcJx9gAamp+qpSQCLL6+W/bgnUGKsV3zzsDoE9LBWcIOBDiYYm0jHBKYEaqKZ8kliB6EJJxPQ2ucwPggn7qm7xlb/8WMIlKpI4Br5/RnPNX86TaTikymbXlDQ1JR/yolgLkAl8FAHs4RoZdXNSrfPKtbahFuQTjLUuolm20SsjOtWUnJuqVHlQDGkK1lpqRN/Lg6jIYAxdpt/o1rtk29GFNdUPWBI5Qi5XWyWJFkV/rnI130Gzk9Vaie7Y0TUT9S4R0KvNKGtjSd5x4zncG0uz2CpxYjnHSXaZbqFIAugrq+CTN6809ji6Q/KYIVWybrVV7oM/vsB83KOpZLE4yS6z1KqwRERZ1trFiKYz33NZrXusiqj0KBWW2m6tj+A4K4acr+hCPvuZZrK9fTz6jw1szG7Hc+xQqQRJxJZ4miSihsZSq8If+9cinrmaLc98gi2/uozPf/HH/D2W5OF4k5wjpOq5SdVkShh7WLZX3UJWFNmkamQVQbeS4PrmTt7Z3s0dSXkt3htLc5JdlgEealweFwCrl2XlAt16F/fG0vIaLT1JVhFkFcGlw73hmJfakgQudeP0VJ9ieWFYzpPr8dFLthA1DeIRk1jExNANVE0nKEej+PefWs1tP17YExMmGhfCt2IIjyDvqK7rRCMmbe2ttHe043keo6OjaKrGnO5uFh++mKZ0mscef5yd/f3kciNseGYD8+fP5w2vfwOVcoUNT28gl8uRSjWxaOEiuufOpVgoMNS/k/xgPwPbt9KSbuK017yaY48+km3ZLH07eimM5tmazdLdPZuzzjoL13HYuHETmzc9y9/XrScRj/Pyl72E1tYWBoeGyOXyuK436R1eUVRcz6FYHmW4MMDAaB/F8ij5co7ewT76hoYQCFKJuIyanwKBC9LvJBJx0slmYnoaXTFlDWHPCYlqA5PjRzd2YlmCC9/dNO1tf/aqFlb9YDTkGA0cYBL40EMPcfzxx3P88ccDcOmll3L88cezYsUKAH79619z/PHHc+aZZwLwjne8g+OPP55vf/vbz6nf59NPQ1NUNG3iJJWu5+G4Lqqi8JnrACXKEhGVD1jhJ5ZVjBop86o13zs15vsBVqSJ0R2qBU+oMfBK9Kiu/4AfYrFVkgEMWlo+GI1OSUKMztAkFxKNgBAEfmZB7ruAUJid/li6QI2zanjEby9WI2dGsxxXPalUU/J77DA51iC3nmKwhAzLq1HE/dfVTVBN6cTL043Jtfm6AIwg9QrUHrCBMqlEa2phYMINzKlGM1S3s+WZT9RMq4F/X3WLJLOK4fsgdvqm3xrZCvcFZPuBedyrSjOhPSiJnaj4JLmlZj4WFTA6yVafqbUT6fLJni3nxh2q9edVa5HN5fWS3CnCV/584uXmZBQrI6BEfdKRkvOrt9VSzrglupVEba7wzfCBaRh4dtZfuTY3QK8m/ddeWxhixDeZzbPkXC8RUU6yy5xflOdct1DkOeuVJElU3VofajwkefM9l2XlQhhpfGI5x1KrwrJKlYwro2UDBXG1Mhz6ygU+n6t1TxJooYTkd4lX59YhbH78mVa2bu9jx85+TF1nWbkAiiFfgoQ8D5da0vydcR2igboIcIhG5csv44SSTC11kl0OzdqXDvf6fonl8MUExSCrCJYXhpnvuZxRyYckGWCxVWK1GR0TFZzFktsCZ1TybFI1OS/KPHkdeiWub5Z+qFlFsFr3WF4syHM8djT3xtKsNmQ0sYxgtXC9wM+5dn8LXj6DVCt+lAuKAoZpYFWtmj9yHSSZ0VA1A0VVa6UEFfBcF8dxUBQF13XZuXMn2S3PsnPnTvKjBQYHh6hWq3ieRyKRYMaMDhYuXEBLSzPlSokdvb08u+VZNm95lv7+AUZzo3i2jWtZeI7L7K5Ojlp8OAsXzMe2LUaGhnFdl6Z0E11dXcxfMI9UUxOWZbGzbydWtUrHjA7mzOtmxox24vH4Hu/twfxomkbFKpMvjeAKF0038DxBsVwCIWjLpGlNN2GGaXQCf8fJ21ZVlWg0SiySJG6mSUSbUFHw/OonDSI4MarVKp/+/DDXXNmCaU7/M/qYoyK85awE11511LS3/WLFASWBp556al0uqNrnhz/8IQAXXHDBuMs//elPH8hhTxnBzUZVdvcJKVaqDOWLPLtzkGd7+9AUhTmdM8DN0eP1hQRhCRm5geX71akRSdR8BahbKJJgxA6rqXhqRJINq9dPKp2D6nZW6Xk/UMEnSYHK55WkeckZkCbO8nqWqDN8n7+FvlqVqwWIuCVJLuxBSZzsXpYlylLBMn3CFF1YRxL9lC9GsxyPqPgRjwZEF8g+/VqsK+MRlBM/VwveCII6vJKM8HW2SzNysI9Bmhyj2Ve9hmuRuQEBU6JyjiJzasTKHobYYSizzq8RJS0u/zU76Y4dLefZaIXKBqm8lZ6UxM4r1/w2wTcJD8u+9DZJqvz8foBsv/RkqN52q601MgG16Gd7WBK1oF1hh+bfrLNdjiGM0pZmxeAYd+tdtfPF6pUmSExJ3oOAmbp5Cj7dmCH5W+pKtfi8zS9lRbqNTarGs7P+Ckiz7MpkMyuTzVw1tI0eexOrvW2MaAarBrdz6XAvWWc7S0SUS4d7QzN0NybLygW+PDzIPUYszJ8XEKvNZsyvvAFLCsOcUcmzvDDMSXaZL+cVMq4jUySFLzcyOEkG70gEhEvOqVQ/bcchFo1w6Lw5nFAa5drcQKhm9mgypcqycoG35HfyqPDJ/H+8glMOv46eZzpYlpH1e+8xYiERvaRlJsvLSu1aQxLQpVaFlYkkPZrKiKb7Jm2DHkakH29wndm9ZMtPsMTT6BZKTaWHMPffJlXzfXstSRw9SdpHNCMMJOnxg0GyWDiOQ1M8SsTQZe7zMfxC+KZdFy9UovwqRHEDx3GolKs4tuOnU6mv9CJNpoqi4DguhUKR/oEh/vGPZ9ia3Uo8EUfTddb9/e9s3LSJTCbNzI4ODF0nIErlcoXRfI6R3AilchlV1chu3coTTzxBoVSipaWVTDpNNGKSjMWIGAaVcoXR0VHyBenGYphmSKoiEVkFRPeT6svk+jKCuVKuUqlUcGx7TJ7WiQiXJLYamq6jaQaapqMqkvgG5vP6TetzFk4FhqFhGgY6JslYhlQ8g67pu81zA2Nx49dmk0qqnPe28QN2pgPXfKKFn/yiwPr16/dbHy8mHDQ+geMhKCn1XCqD7AtGiiU2bN3BQG6UwdwoO/oHSSbjvOd9QzU/PV+deufoDja1zCIb+IXZwzKC1h4GkL970s+qG5Osv10YaRsoX4F/mVsCd0NNLfPzCiKo+aNFfMd7P2I0TKESBFrU58yzB/3AkbQkOxU/aKSyYYwJVPoytYDXW0trEkCJ7p7br7pFkjYvPzYZdaSrRnaDuQp8Cn3/RGlq9ElC4Ce4S+DLmLyF9UES4AdJ+CZSvQ3U/NggAjVWU2QDUhsofIFyGpkDqp9IOlAJASJdkuAbzX6ksU/0VH+bal0KHiUaks3uyKIwAnypG2c1pVrKG7dEFmmW7/FytX3zE3IDfhodo2Zm9vMuZj2fyEdbmGcVuCcRY5MaY4nr0sMIyowKn1rwECv+9kbE577EIxeexcdaD+HawhBFTQNsPtsySypmqiQp9yUzvhKpyXQmTWmWanoYYAJSIRvRdKksmpJwnf/EVzi/OyJ9TkURkhmOLBc4vVqAzExWmzJAIyC80szvE0AhTcTdaitZLF521OG8+33DoBRZFm8i49rSJ09tli8cKpzo2nw/00XGdehr+QjLmjMsdS1uSXWw1NXpcIsy32ZM8OXcCJuaO1npR/gG50MPI4jTHiDzx1cyokkfw8BUTJDGSVPJekUZbR7vpMfuBbUNVDP0w1xqVSSB9PP/dYugD6k0jmi6NDtjgZBK7CZF4wffOZx33DqLllSizue5XrGSEp4kfzJqV/ETKcdiEcoVG8+rousKuq75yp98cUVVMQxJwnbs2IEQgkKhQNW2WLx4Me3tbezYsQPLsalUKggg1dSEYRiyskexyMaNGykVS1QqFToWHULEj6wVjoOGIBGPk0om6ezsBCHoHxjgsUcfp1Ip09HRTldXF7n8KKlUEsOQxziZTBCLxpkxcyYt27czMpzjmac3sTW7g0KhiOd6Pvn1fJ/A8QIzZLT0rqlcdE0jFomiAMOjeQZzo3S1NhM1pv6oDPoyTR3XdfFchUQ0jabqFMqjWE7VT2bfCBipR7FY5LNfHObGr7ajTW8R+zFYtNDgPeelWPGJl7D6lsJ+6+fFgoOWBMo6vbIySER7fus4burdyRNPb2RoNE/VsknGYxw6ZzZU75REIAiWcEv8OTUrTOsChGXHamZOn0yV15MNImf1thpBCEydSD+yrG7VtvHNuqE/WJB+JYgYhbFkLAiCCMyb9oa6MnXVmvIFNf86Hz0Mg+orcX5euWtzA2wzo3x763UoCy6rBW1QramGQeCHW5IKjDPgm1bTMm2LQi3Ipd6XL0g2XZ9kGsI2s1iElVaMzhoZA6k4Vp/xTd51FUGMVj9NTW/NvBqkjAGpEgbHwBmoyyvYXKugEpkDWrUWvBIgyA0IteCPAMEx8gnmacUYq1u7ZECDVq0RcDVSC2qJHV1HkuK+SVnZhczGwc75x7fEyniE5cUhEq7Ld5raubVfmkT5QQ+i/w74ydF8rPUQelSX1wKbTXm8zy8OhfnxPjDazx3JFqlWeUVWNKVZXiwwohl8tHUzlbzGKqubbWaUeVaZlclmrs0NEBcedEuCcOlwL3lNJ+U6XNIyk27RHpqRV8U6ZXR36C9Zl9tRayErZADPdy/QWIJMIyODolpAFMf4LY5oRqhCLgNpbjalafv84hCPx5KsTDazvDDMy5w8Z1SSrIqozBcaWaXivzikeMefT+WeaF1OQy8PkTm+/6Mb1h1GuNTnOTzJKrPajIOQPphLLflCs6xS5bZoimXlAiOaTq+m8YrCCPPMMjOtKtc3d9KjWnSjcfU1eTpapJqm+OUWA7UpIHyyAod8qMooYVk5yYyY2J7Asx0K+Sq6rvpVtCEWixKJRGjOpFm0cCEjuREUBTo62mhvX8zcuXOIRqM4to3ql3ycPXs26UyalpYWtm7dRnNzBlVVKZXKHH3UURy++HAiURNN1xgaGiKVTNKcSZNpbmbuvLm0tbWyYcMG8vkCTU1NLD5iMXO6ZzM4OEQ0apDJpEEIDj30UAzDZEbnDI477liefXYLwpOkTzcMWRIPEZJAeXsf3y97V6iKQjJmkmlK0DeYYyRfIF+ukIhFMLS9M5zphoZmqzi2S8Q0iPuqb740guPZsp5UgwSG+NoX5jB/rs6bz9j/VT0+dUUzh5ywhUceeSR0RztYcdCSQJBJU91A5sd/Z34eLsqhkVGGR/OYhk57SzOzOlo5/ZyNNdKhtbDE01gsZnCbEQMsGYUoND+ti1GL3HUGJDGpJ28BcTGaa6Zfu5esGpEqkhmv+ZyFefhkIMeYEm4BqaluqZkug7QsQS6/IA9eQBqhFqFsRmsEyR4eW42kspEVyS5QVFYtuCz0pas384VRwuBHv9qgt7G8MMzKeESaAetUU7H567xj7gqZUiRQB+v7DBCobEazJKaBchMkvg4UTMWQxCvwAdPb/AAXP3LaaJWmuyCHYYSx5fHckh80UkeQ6wNnAvNz0Fdlg5yD6jN+TkDZf3dkkSQYvqr32UgC3EGyWkvNvB1E+SoJstVnyFIfTS2jkMdUS/ErzCwVzaz28yUuiRzBiaWd/D4lXyLOPulZ+Oif5frtJqOrjgQI/dPmWWU2mzF+mmgJ08UEBFBG3Mp+ViabWVYucFb1BH7BY2wzo2Rcm3tjabqFwop0G18e2gH/8Qo+/otXsTIj3Qe+PDzIsrKMCt6kamDGwxJr2YD4IV0Jsu5AjUgbnfT4ZAozznyi9Ag/2tsbDP0L15nSlLvajErSVcmzypQR6SuT/jkgbFbGBCNaJ7OsCsTa6AmOk6/i9Wq+362v0PUoUZnfzy771VWkz1+na7EEE9DoCc5Fu5cznBSrlD7uiSxiWSUvFUFvkFXRVKgkLo4l+fbRa5jz9Kkh6c4625nZNodENCpLo425yyjUfAMVRF0FlpoiCLqh4CkKtq2wJdtLPj+KEB7pTIqurpmk0ymOO+4YKtUqIIjFYjSlkpimJOzz5s0lnU7juC7JZBLP84hG5b0gnZYBIDNnzqCpqUlGzmoasWiEvB8BbBgGhm4Qi0fJpJtoSiUplkqYpkE6kyZimEQjEdrb24jFoniey+GHHYqqqsTiMVKpJKmmJOVSGcMwSJtpkqmEnyPR26eqJrqukIgZ6KpCoVRhtFimtSmFoQV1jAOT+cSNB/NuGDquY2FZDrGYSTySxPVcCuWcrFAimHKi639mDA8P84WvjvC/P5rxvDyDZ3XpfPj9TXxy+Su57f+Ke97gnxgHNQlUFTB8E4qHh7afXSSDvFVBIfTLPzYADIC7Nqx6Ic1Zgh5NpSca4VpfWTmxPOQ/mCI1lSmSkv/qgW+fn15Fb4OoVJpke4Qq32qzJfSvG1MGzag99EJiE/iT6dSSElefqZGXwBxb9VOkBOQnKDEXKIuBGTdQBgMiApJkRReCUqqRFKvXNwGPrYO81FE5Ld/PsiaFpY6srNDjm7XFyhsAOC0/xLxITPqqmVatYojRIufJk4mpw+oZkVQtv2FgIvekEilJBjW1L0jREhA7/MTSWroW4euXegsitZe6cZlSpL7GcqDcmZ01UuiTxKyzvWbC9RWl0Hzsp/IJ5ykg8HXIurmQNGa9Ym0sgXKmGLVttTSr1WioSPZoKpva/ZRFogiX/QlOrrXdtO4W7uIWTlnwWZlPj1q+u9WKVEvPsEps8hUPkL5/na7FJfkt/E+kg+u1eaxKJllWLoTBEsvKBf4eS8KX7mHl79/MrTs3c32rn68ympK59sw4i60SmHF6VBnl3sOgrwSmasEvlQ3yfBI2q5Q+UDp9ZV0GskCce1STbOUZeqILfVJGaHKtT+wdvmCpKW6LmmTFZnDV2jGJzJG+larBEi9Kj1Lxq39E6XQkKe4Gf91F9CgeUAlfzOZZZZaasn7wEuazyd/f+Z4LmjQrb1I1EBYjms5n1hzJ/KQbRhzPuVrn8LmzySQTY9JfBQQv+A71hEUQqGJCCFQEQhWgCJ5++mlcz8OMmGS3bsVxHBYtWkhbWwuqGpSfG1t/PRqN0NlZV9FBAdf1aG7OMGvWLGbPnsWsWZ3SvOzf/zKZ9DhVGwRo0NraQmtrS+03IBaLEYvFCHwc02l5fnmeIJfLMTg4SLlcJh6PM2NmBx0drWiagiDIBTt1UuF6gnzJIpcv47geCh5COLukmgkkgz3DMHQc28V1HFxXR9d14tEEjmtRqhbwhIfaUAT54mcX8JLjIpx2yvNX23f5Jc0sOPZZ/vrXv/KqV73qeev3hYaD9hVEURQ0RUVX/Zvk89GpEJSrFo7rhnm4woAEXz3LKiKM1F1eLPCpUx/lk4ObmWlVJXnTWuQ2QV67IEmz3uYrgp3SDCVsmVYlMPX6CgnukIzkVf0+682O9jC4Of8h5JuRw/q7kbEm5sAXTk2NVc/s4VqC4/hRLHNStd8jc8aaLpVoWNUiVNoCAqgY8mGupWUAhGJwZLnAstYuMDprEZfClma0t0lCdNHQN7hU2ywf6L462a0kfJK2JdyXMIo3KJEXIPgemIShFikdEKmgLF1gqrZ6JRmJH+W3WfXXTckchEFksOWbkcPAnIokx5GuMFo0DLoJ5szL++Q6JfuzemvRzvXqJn50dDD+oDY0+NVHOuVyP99gGLkbJB9XY1JRE0WyWFybL6Es+xQ3tnwErLoH4AaL6wY3kNd0ippUuOZ7LsucFEutSpgUOkiZEhC9H8Q7SbkOC6pllheGGdF0Pj+wJTynDi8X4IbFLC8Mc07HPBZbpbBE223RFJtUjVWxJD2M0I1Jp2ux1I2zVDTXTP/C9iOze2vJs4GgrOJqQ2O14fvV+cpyjyrNzEtcr1alJKg+UxcNHibw9tsLa167OSivlz60gX8qkhxnvUGpFvpJpVEMupUEXx7awbW5AX6aaCHjOmxStTD4JDApL3G9mu+hIs3WdwSVR+xN9Gomzc0ZOttaiEUiY/yaxxIKMea7ECJMVSK/C2wXmcB5aICZnTNZvHgxAti5c5BioYTn1aKKxycrovbxTc0LFy7g5S9/GS3NzXXrTLDNLmOc+LexUBSFltYW5s6dy4IFCzjhhOM59pij/T59606YCWLsuOsDDetRtV36hwsM58tETJ2WdIR4VEFT9y2QQ1VVdEMGsji2g/AEhhYhFkli6JFGtDCQz+f56rdz/OeKlj2vPI1oa9W49MMZ/vOaNzyv/b7QcNCSwBD+2636vNBAhd7BEQZGRuWbe13aDiobfb80P1LXK0ni993beX3uu4AkM4E5LEwerKV9PzuZmiJ4kHdj1j3g/aTS7hAoMgcbpSd98uKTvIBQuKWamdWvbCF99Vq4dXBUPtACEhPkKdTqfBRBjsl34p9lVfzgC7+SiBqXypo9LPsPAku8ao3wuDlf7RyCykZJFLw8K+J2qH5dmxsI87+tNqN8puNS1qf/DWXRNdxamkHGdcJ0ICFMqep0q60sUWeENYXDZNlGJ0vdOKtGJYHpjiyqBb0EUcdBah6jNcyRuKoYk+uUnvQjlAd9f0B/boO8jkCYB7BeGQW/qoqvRka6alVYwE83s6VOSW2RJC6od6xEJWkNaiQHwQVqq4xmjS6QOfv8BMUoRs0sqsbB7GSZmEE3Zpj7b20sCYrBn1MtzDliJbz9NFhr8/FXfpIfpTrZZkZZGY9Idc7HalMmPQZJYrJYzPdcejUz9Bl8mZsPI10fjyUR91/HbdEUlzS3onzzPayMyQfiLKvCSXY5bG++58qXI61Fpk0xo6w2o5K4BWmErF65X4FK7V8z4dwE10wAv0zebdEUi62STHcTJOEOKsr459sST6v5lqopllkmKIYkobHDQhUfxaCn+pSfdsd/scMKj8l8z+X65k6+09RO1hvk21uvY8sZvwJkuphl5QLLhrYB+AmtK1B6km6hhJHV3ZFFbFJl9OnEpsSJ7meyjJwkgC5V16PqCmxblpZLJhNkMhkikSie5+F63h7a2x2qAjM62pk/by6JRHy/Bd4pCnR1zeS4Y4/i5S97CUcecRjNLU2geniifty7kmIxzneJsuUwPFrEdlya00lmtqZJJ2Jo6nh5F6cGXdfQdBXbdrEdOc9RM0Y8kkBXtfB4HKwoFAqUSoKXHBfZ88rTjJceH2HHwKHPe78vJDRIYAhlv8uBtuvy7I5+BodHaE43+QmO/WABP98eapwlrseyqkde0+GjrwEg7yfOzWJxa/82cuZTNbXHL6/2gdF+mZKj6oUqlqwAkaqRnSBpsNFKd2QRq0YqtcTDRrMkSoGypcZqvnPuEOc0ub5JDT8QI+YTxHSY/iQkcf46K1Lx2vqVDTUTptHs++TFav6EQckzP8AhLEsXlH6rM20eUy3IZLtKAoTNilScw9sPAcVgWXOGVaYl/SehlvQ5SE0DvLYwJOc78Gl0c+AOSSLTJAMoZIURP4eeFq/5+2nxmr+fm2NZc6ZmAgf5b71SG5A5LV6rCRzMVZCMGmrkUYnK46C3yZQysaNr82XKwJqssz0cuzzGfkqcutySWw65MzwHutVWmWrFK4UqZRiApMZZZUqiknW2gzMgfdmEEpaFUx46gbtPuoh7Y2kOLxdktO3wCBlXEqMRTWepVZGVMxRBDyN+fV+pBAbnzW8jrayKJTk3t5MRzaDyxrdxfnEIccJdIGyuLXgstSqsjSW5x4ixKpYM06UEqVEChCX2gvkzO2vnkqiEaucSEWWpo4Z5DFGM3V4QboumGNGMsHTfskpVkmK/DZl/0Qj9cFeZUrlbbUZD5VC+rJTktWx01hTKIB2SP/aT7DKXDvciTnlAdr70PlYbGrOsCqfnB3hne7c0t/vrX2vPZL4nzcBBMumsKKL6L7ATqWTjJ6kPSJGfOkZA0RNkWjM0NTWxZcsWnnj8ccqlIul0kng8Og7hCVS0iVOd1IJT9i+58VwX265SqRbIl0YYKQxQrpZAUVB3KwsqU7zsOuaaKupRtRzyxTK249CUSDKjuY1UvAlN23fPKU1TMQxZds6q2ti2g6poxMwEETMOioInXKacf6aBBqYRB7VPYADhFx5Xxf4lgvlyhf6hEVAUPrRsS83sGfipMcRSN86R5YLMhReJ86mZJZSFV7Fcq8oHqqJydu5G7k6/l6UZlcDH6Y/9azm8bR7imU8wZ9HnQMjcamN8+MAnFjIIIqtGWJaJQlBGDuRrgdEsH3buFsJ6uABanNXuNrADEtRcWxb4yoU1bWtEEBhrngtMmUGuv2Bdr8wyZR6rgqhnlbr8hL4p1x4Gs5Nz2v28cb6PZJA2RNqAfJ9GqNX6DQJphKwgsSIVRzx9Jcq8f6+NJajeERBWo1k+0IO0LfUI1MvQNByrkUktXTM9jwmoKdX8C+t9JusRBNsEiHSR9QZZQkaWDwtMkEFaG2S5wKVunF4tI4mvv5/KM6dAwmaJ57LYKoWm2m4lwXzPZZOqkPXLBAZk5wwnxaqIylLb5R5DKnBZ1WWpG+c3cXlxXN8szaTZuFQWg+AKgKVWmV7N5LUFjzuSkvAcWS5wR7KFHWaEe2NplheG+WW6gx7V5bbciTx76F/h2AFW3dHPTzIz6WGEZZbJSUi/uvmexiaVWmSv/282KJcXBDP5RKsbk6xXlWmCKhvJRhfQbch9Pr9cZWWsItMV2Tl6jDggS8qtiiUlsRRF358wGarpS8iAV5c6KVAU3SH5YlKfxidIgeQHeUmyKlXrHs1gebnM32NJPvjHV/KJzCze3XIky8s5Uq7DvfE0y8oFdpgRlogovRrc09TOSXaZjOuwGFgVjbDUUfE8F9dza6c9e0J9hLAHioKp6ziOSyKZYMH8+QwNDeG6DvPmzWHunNlSyavzNwwCIwLiJFWxWtu7Eqz6ZdMNT3g4rk3FKlGxSlTtCo7r+Imgdd8PcTwExFkNxxwQWsfxsGwXTwiikRixaBJT312hqt/PqaiCmq5hmgbVqkW1aoMQaLpBLJLAdi0sq3pQq4HARO8z+7/PgxwHrRIokBeyKwSen1NqfyNfqlAql4madaZB6ipdqClWGxormtKgtXD7wA4+/sNXs6zq8emu9cz3ZLoJ5ZDruLJ1YVjRIesNcnjbPNnkomtkNQZHlsfqjiyq5fszOhHPXC1JYfwo+bDyqjLa0+gca16sT4QcqEv1gRqBumX1SqVJ90lOQLiCpNLBtoFSaA/Lj94m/w3KzvnRtqtMK/ThAmqmZT9YQuY0rNR8+ZyB0O8wK4pkne2S+AYl28LceMNyn0TFVyRzkgDW75cz4KeDMWoqXeDPV91ea9Mt1ZRJo1USu2A+gmorgRIYIFRUc7XE0kHKmWC+4kftTgrVlKwE4vXVTJUB2XQG5MerstqMSpIYVhnJh8mTg6TF3UIJzas9SmUMYQl80WQ6lQSrnWfIYslIX+R5Fph05/vEA1EJfem6hcJSq8IrCiOh+tejqdxjxChqGoutEpvNGOfmdrIyHmGTqnF7f5Ytl9+IctdtiP+bTZ9uhublkTrlpZYfz/e5849/d2RRqATL8fhBTYoAVZKo7tjRkjD6Uecr47WXgSXqDK7NDbDUqpDFkhHKSOUwjEb3Vb4eRqSbhO8CsbxYIEwr5NfKzjrbQY1LBdEPOMEr1fx8VRndvDKRlHWQgUdFik8Obgbg77EkI5rBLKsiVck6BKroOlO2v9qM8tX/p+MB+3rnUhWZcDllmGiKwswZXRx55GKOP+4YTjjhOGbMnIlh7F7tqN6PbTz+I82b+08FFELguA5Vq0KhnCNfHqFULeB4DpqmTUIAlTH/Cjxc18F1ZeCHrhloqoGuaiSiUaKmgTZJ5G59pPCeoKoKhqkTjUVQFbAsC8dxMbUICTOJrulSDWyggecZBy0JBHnzrLpenelk/6JYqVKuVOU9yFeLujEladHbJGnDlLVChc372xdybyzNCaVRYrmX0MMIWSxZlkpT2aRqsjpDXXkuQJo1DS2sQhASMa+E0n2hJBGlJ6U/opaWD8bSkzXTaOCPVh8tG5aK85WtwD/OaJYpSUSxzgTqO/jWRbSGefZArldeX/N/gxqp8oliGIQChKlatLjvyyZ94LCHubZksCrq5/2zeseWdqts9P0KN8ixRxfWglHckswvp3fVAnPswbH7p6WlEuT6dXbtYZ+AlCUBCIhh0G/g1+iT0zAhtBqT6wTJn/2xSeLsR2hrftqeoN/6CGqoI4t1Cqtbqq0XKE9QI4t1/oIBqV+l52VpMyXBUkdFPHwly6qyVFlWFGWpMqzwWAUl3oLj0aPKJNIgX156VPngmu/JRMmXtMwMXRHE2o+z5ZlP8Pl//SurYklOyw9xSctMxK9lnd7X574LyzbJQ7ygIF9+kBHVp+WHOLJcqBHO4LwKSL1fy7pGDuUnKJGIIqN15XJJEnu8vpoZWDHoUd2wT4BfpjvkeppvOq5uqTPn+mZfv9zhyrgfaR34H5qdYQ7MMM1RUFYwiPL1SjKIpiJV/Yxr87PMTG5JdYTkb5ZVYUVSDf0UTyznuGpo25hawsGcXPO9BFHD3Ct/ZhncofoVQVR0TaU5amLoGqgK6XSatrY24vE4um5M4P+m1FUUmSz/3tSCMcYPBtkdQghcz8V2qhTKI4wUB8iXR7AcC0VV0TUjrHIy2f4DeAJc18V2LRQgHkkQM5vwXBVd02lpSpFOxNHC3IC7BrIIYO8qf6iqgmnqRKOS4FerFsJTiJoJopE9l7v7p4e01T//n4McBzUJVJBvwzJKeP9mb3dcl76hEXKFgiytFJAaUQxJRY9SIetsD01rAf6caqEbky/nLFYN9Uulwx0iiyUfus72miJSV2f4bzufluk1/KhfaUYMgjhi8lPZ6JtqfYIW5s+LjK0hDOF3sfFL8u96X7dAmfKqNb+/gAwGEbQBAXIGfPUsLYlUZaMkhUFkcWROLehEVMaaY+3hmkpodkqzeWCaiy6UiksQaRukcjGa+fLIqB8cE5AoWZYuW35CKomqT0jrE1K7uZBAZ7FAi8t9N1rHBhhE5oRpVqTZsC5IJiiXZ3YSRlNHF4LROjbaur6cXVBT2W+jWygy6EdN1ZE+WaVE+gNG5BwpUbluYBoPSKMal6ZKP2hiVTRCVhRZrXsox18j+/BrVfdoai0yVtiy7BmS8M335MuJrMgiwmM533MlGfRKMqo1sogV6TY+Pnc5X2n9Dx656TDE01dy0dA3EE9fCUeOVbkAeM3TlNNruC0q1fB5boWFVln6bgbwAzkQNksiRyA2fNYPgJKK7VJX+tQGARrhNRGc+2rEj+L1gz6qW1hqy8CVQO3LYoE7JP1rI4t84hmV50fg2xco1YECGZwLwpbk3j8/l3gaYbk7H0Fpufmey2Yzxj1GjNuiKdaZcdbGknynqZ2lrrwvrIolWZlIck68jx2mLBfZo6mcWM7RLRSOWjiXTDKOpu6aI3BPED6PUVBRMFUVVQji8QiKquFRiyDeFUFtXHWc+2WtXBt+bG69D17wt0dgTp7yaH1rjes5lKp5hvMDjBaHqVRLgOIrePoe7981EuohPBcFhUQkSSbZQjLWzHDBIrujH8d1aM00kUnF0TU1LBc3dsx7HyASQNM1DNMAoWBb0j8wHkliGtE9b9xAA9MMRfyTOyKMjo6STqfp25GlqanpgI2jd3CEOx54lN7+fq6+7FlJNnyFIXhoZLG4djQnE+6qbu3hUlflABjze7DtVUPbZP3eoLpHUN6tLrFt6H8INV++IB0JSBKkRGuKIPDlnMUlmSaCWr5LPM1/4EtyKbLfk2bVoBJIfVRrfeqVegQ+U4FCGeSxCxIow5h8gd1KoqYAAmFuwiBlR/CQDXzDAp+5MEjC36dgjIFPYhD97Pvpdaut0qQX+Php8bBCSLfe5QeK1CXODhJ0a37uxaBfqFVgCSqqBL6Yvr9lWFtXyCCUx28/jGNe9whAmPA5VFKDIBktHR6H8Djaw36d5pIf6DLkp5YpsyRyRBhpHvp2BuUF/QTkAZkLxhHuR30CcJ/IdOtdNeIaqFzBcl9961YSnFHJc3i5wCUpQbfeJZMm6x7i0AfhwgfDdD6TYtV8nl3+Cn6ptdd8EOvGLNZ+HOXQj8qIbqvCat3zEzVXoLIR8X83oZzzRblfjv9CERx//LJrqja2Wg7UzinFkJG5IPNRMlILpoGaL2CQNiioABO8rGgt4A7VfDn95NxB4Mmlw738Mt3BYqvEOjMux+0fvyVk6NFUlloV3yfS5bWFIbb5Sa0/eYPBCUccwsKuGcRMYy+JiBhDhoIgkVJpEM/VcFyDSFRH00DXDXTNhF3y2I01BY/93fUcLKcijR2agaZoYcWSIFgkUCLH5i4MsHs/rudiORVKlTylahHHtVFVDVXR6lLATLLHATn16ygDRIwoMTNBLJJAUTS2DQyz5u8byO7oozWT4YTDF7KgawYx0xwzvlpfz00wcF2PasXCth0MU8cwNPqH+lg4/0hyudwBfVY93+jt7aWrqwu7fz66/vyqob/9Q5GrPj+TRx999Hnt94WEBgl8HiCE4O61T/Pnex+iJZPm8g+vqxGI4OFeT4j8h3ZQBzVQ+H4ysIOeZDMjmi4TEIemVqPmMA+1B1W9D1m9OhVEuQaoD/KoT2YcBHpUNtYCGnyCEY4ffPXPJ3C7EL9alYZorXZvWB6OGlEK2t4VRnONnEE4V9cWPBl5XE9sIYzenJCABuQv0iXnOkgKHARp+MQ56DskO0EVFqglc64PcAkIQulJwryJYdWWVEgCuvUuuS9+oE49EQvJnZoaS/KCNuoUpfC4C7s2r15ekuPAxB7MR0C4g3NLMWo+n1qcJeoMSYj8lDv1QRYhgVWMMD3RSXaZ1VopdEMIyGyAoJJG8PtVQ9vo001WpNsQf/5/YXm4PUGccgbq9ldybW4gTKmCKqtogFTVAvIZXgP++JeIaO1lxSenAcndjWQH5yDIcz1+VK3dQL0tr5fnR31ezeCYBX37CKOWy+tl+b4gNU+dcnj7zo3ckurgtmjNnzV8UQletjSVJa4X/hsco/v/dAQLZ80kFjGmmH4luMWPJVjCk+qa45YpFvpAKBSKOrGYRiSqEYkkMY0Eap3KNtYPbiwB84RH1S5TtUqAi6YamHoMXTfDSN36cnYTkzepvHnCw3aqFCsFylYB25ER2VL127MKV3u0SWXTEx6GphOLJElEkphGDNcTbB0Y5MG1/2BrXz+t6TRHLJzLolkzaUrE/PkNSG8QWT09cByXalX6BmqqRqlcZO68hQcvCew7ACTw9iJXrTy4SeBBbQ7e3wjeuMu2Q/9wjpHRHKqm1h7SAYFwc3V+br1jTZDBA1zYvLNtJuvMOPOscs00GJg3gwd2vVIU+CsFqqCakiTB7KyRpKCSRX01D6vXJzKdY03FIMlGUAIt8DmDOlLnt+PnTZvvuSEJkkEdds3cHETLBm3VIzInVFXCqhxhybNozQxc3bL7tgHprasFHI4z6NOPBO7GlL8Fx8Qdqqk5QXoYZ8AnZr7S6uZqCmrQV0CqogvojiySZmE/LyHC3iV4QEY/L7VdSUYqG+SnuoVllh9UEKT1qZ+bwC+wzqzerSTGRi5HF9T2V2upq0hSRwbrK6S4JUkuvMHQRBqYOmXbMvl4EDWb9QZZrQyHLyhZb1CWJPQTI2frIs2DgIs/p6RbQF/5Ebi/E9bW1XKux+/88+phB/7zmJAAFjWN84tSIevGrKWL8ecUGEte3VyYHihwH8iKoiToft6+kACC9PcErs2XwvJ7of9h4E8ZuC/UvXTIpOwVSUrtms9eVhHyt9hhfo1qGRASBIxcmxvg+5muMDhEXiNSdV5WLoT7WB/w0qO6ZBXBmruO5vA5XcSnTADHh6IoKKrqm0Y9DDOBK2yqlSKV6iiuU4UxVTLqptpPMr37AvA8F8cuYVdy2FYB2ynjOBaecAAxxpRc8w8UY9qWgR82+dIIQ6M7GS0NYTlVNFVH18w9+v3VD8jzHBzHlqbfaJJMso10opWIGcf1BNsGhljz1DNkd/SRTiU5fMEcFvoEUPPHGSiX00kAQeYPjEZNTEOXqW4sZ1rbb6CBqaBBAqcR9U7Pwb+e5/HU5iybsltpbWnh/33UJ0lBRGrwoLd88heqStGa8uMnVr52NEePUuHeWBrxzNV+JYxSjajobaEis9TdpfyOsCUhUGM14mh01iJWI3PkGIJULl5ZEpOgEkkQ1aoYNXNooIoE+1KvKIoKWW9QmtH8ag6B76L02aozNQaVNMBPzhwfG9wAhM7/dX56YeWG+sjjoLRb/fwG2wQEWFTkXHhVsuUnar5fYe3lai1oxSuFpI1Il0+g0jXyGiSRNpprRM8b9HPa+f6MgUoUEFnfx2y1GaU7sojlTi1Tfsa1w3yP3UoCogvr0t/YtT59hEmJhV0jLqLCUkfl2twA3bGj5Zxj1khNEBDjz3cYyODPuVTc4uHvQV66QBULTLzheNxSSLa6MaXaqQh6NZMlnkavZvLR1s3cWpoBsfJYn8B+qe6waj6fee/FsGo+p7zt8yg/eCvLC8MUNY17Y2lWJptD822gMMqgHrnPS4ScA+k7Wed7GgQrubmav2d1izwH7UHQ0sz3XLzZD/OprV+Sfo1C+lYuLxbkdtGF4TnXLRSC+twyCjlVSxsTkH1hS/XO0yQZ9H1ktzzziVD1DSrenGSXw/yH3ULhhNIoP+v/hyS9dXkWUQy+990UczpaZRAHu/qo7Ts8z0JRNFxXQdE8wEVRdbQJCJf0CxzfRAyg4OJ5liSBVoFqdRTXV/EkkaonfzV/u8CcXCiPMjTaR644SMUuo6oaph7dC/IX7JfAdT00VacpnqE52UYimkJTNRzPY9vgEA+v38iW3j4yqRRHLpjHotkzxySHnhz1QSL7Bk3TiMYiRGK7R2EfdDgggSEHeqcPPBokcJrh1Z1VJcvi0Y3PcvfDT1KpWhx9iB+wEEaD+r5aRqd8WNnDNVNgfS44Uy5fkYqzrOrRo1RQDrlOqkiBadLohPJ6+Zuo8OZcP0EiYPQ22WZAXALSVNlQM4cF6lAwvkhXXWksP2o1ulA+5OJHybFXt9SihgMiFARUBO0E8PP9Zb1BOUart9Z+ZE4tmjYoZecTi7AWcb1SWRcdDMjvscNq4/v/7P15fGTXeR4IP+fctapQKGy9AM0Ce6OaqyJqsS2OBGU8cpJRvnGcySTwUJ/HcRIZnsWJKStuS0NTNs3Y7lgW5SVfDCvJ/JxEcjCZyeZ8zHiiaCzYpiRro8Umm02iF6LYQC9AAYVCVd313PnjPe85t7pJiqS4KCYOf/gRXai6de+5t+o893nf53lkUPKPi3SpegLNyl042Y/t8ckAqN5pLTy4/Jf3NUCYMGX5suAGRWTUvhRTtmWBJ+8rq4edKgEBE/mm5zg6Z/rwPlubwEJxAAvFAXy2NoFPj+4jfz61Sc9Rm88LipvujAXPZXECKJf2kh/iiMrx1ejruCcd6EQZslchoUvDHKPZLptiMyPNwIbZag3ml1xFLBjGqGTPecWcjgEYxu79u2386uZhfL06CvETP3Pjh6YVY+dTd+OB0QbEL/91fHD7Mh7e2sSpaoBanmNZXTEqZS5Lt9Qm3VTolBzy0PQInMo6fR7cKWPVcjIuNd1742S3pBnAZRHh0ccOYOfP/Hcm6q4lCpyqjWgro3XTzsDAuCknqWeQy/ecvgJogVSfbGWwbcrm4vjPATn19gHE9JuoOujEkNoAv1udMnY8ADGOP/4TLUgpEEVb6O6uIc+jG+fxFQwyQZbI8wEGfYVc5EihIKQPKT08P/v1/GVRpXIUKkGhRSVKpUiSXag8uXEToMQS6tHTFZO4h/bOVWztbqAf0zx7pVLyyx1cchZCQjg+pO5vzHKFSxtbeOzpC1hdv4xaNcStR2/GW2ZnMPYaJpy82PA8F56/Z9u7N17/sQcCX+UhIKCUwka3h8eeuYjPf/kbiJIYt9zcxPz84xbYALbXS5cC4Y1bhW26aWPdWJmYrFMPkfDoNQ6lRCwMdgmoMXATIT44QWpPAnpda2/CpUMWPjgNWwrl5nj28CuXI3k/ZWB75som1Py8vE22Ldsa3LIXIDNzgLbT0OW4UoqHZe1Sm5BRBpKs0pRVyj9myxd+jQar83nVAhgV0/Oic2hla7Swe9N6W3Va4NN1LKcXLBjyp7W5MzE4LbVJ54cVu8wo5h0CBd64jb/jeS1SAqbuFG2bS4+FMAyf6QUEsFgZwWIgTe8jgZqQ3pvzoot0CGy3kOh4vY4Fazou7pfe9k38190N/OXOVfxt5zaTmTuHMdtDZzKRtww72HRnMOcdsfOtbVCark20MedSxXY/ix4BMtU1kYX82OdGJvC5kQncOqCUl280fphe/39M4Aff+RDE9/4KGsntpqT7o+9/Ek9VRrAQK3xuZALwpskfT5dUW6LQ4FN7R3K5V3U1OCUgzACwpTbpvBepZQ8B22cqPPxudQr/5OpNuCcdmP3m3kP6vFTpnJfUv9wXyVnd80k0ZOVj5tpcv3Ruth2XouD0sTzY2cB8mtPjwSxO1UaIIZS5KcH/+qeaQFGg399Er7eBKO4gSfpI0wGUSr8FK1gGbWXmqkCWDaCKFHmWIMsyVIIR1EcOIAxHNQi8bkvi+fv5ikIhzSOkcRd5PtC9f4B0PPh+DY70cT1wFHq/oiRCu3sN7e5V9KJdqCKH43imF/GVujZQyVsgVSn6cRdREiHJyKXhyXPPYnXtMgLfx21Hb8aJ2Rk0dA/gS32/oii0z+ALx75ZI+oX9k3kY3xp7OOf4lG8AT97Yw8EvtpDAEhzhadal/CFr3wDRVHgjuNH8T/8kO7NYqaF48G4pMnWLTxYpZhuWcaOLWWGhBVbZOPBzBh7+pWZHfbGEyEBmHJfYJkFYjDIrGARWSYR0D6Bsf2d/fCSdWsADRBjWRtQDxZADGSpb60panYOhkCeZ4EoAOOrx0KLIiKgo/r4zNhBAh1sPSOrYPPr3zn8VXp9EVnw5E9bZpU9Ebm06zRs2ZDZQ4C2x8IQf1r3hU1ogNix7B5b2zDDm27C9N7xuXKnADUwhtZQfQIN0Tm0Bo8T4NR+g62iZ4UCDL558P70T9u+T30em+4MIDys/vZHgf/we/jxfUfQdVysO77xn6Res8geqyJBD/tVHlHEvM0X+nzlbSBexT+6Rszl4uYalbD71GfKBskoIi28KDGVWoxxQVJZ85PjBObevv8E8M+n8b6f+jCW/BAPty/j4e0dE38nvv4+bZjsmnIos3Otoof5JDJehUatzP6BJYFGS23qzF7bWsHs4XJ6wZ7rIsWp2ggu+wHZM8kqGWULfYNiTNKrJPRgNlvWS+/hYUld0sKbEPCmjYdiS20aW6d7e20CqpUTdN6LFJ8e3UdZyK7ShuYp/S48iruTk7jvJ5+D4wgN+BSyLEZ/sIHu7hWk6QDWeuXFAIeNR7N/FyggIJwQ1REPnhOg6o/AEc4LbOOFR6EyQLpwvRH4wSiCYAyVyiQ8vw55Q+yaQKoyHfV2Db2ogyxPyexZeiXw9+31PUrhQABIkgHSNEKSpri0sYmLl9YBAdx6pInbDzcxPlJ7WQCwfBw03y9g2V0Q40nn5cX2FRDy9Wcg98be2AOBr+LgLy6lFNY3tnGxdQkf/7tX8Ffnz1qGoGwCzKVDZgvKYg3VLZVnB6W/6f49va0574gty3rjmsXbtP1tDPT4tVwSBuyCbRa5utlu052hvzOTyN51pQWRWLg+Hu7XrDcfb1MNCLxxDFq8Zpi9VrZmvfNM5nBDl4QnbVnN9C6OW99A/fhy/CQtoswWGm/CBuRzb7fHwyKZ6Dxtt3/aRrjx3BjAtmZYJKjYmHfzmCtCWzZmD7/guHlfAJiTB3QvIYs5xod7Ck0MXodKgd64NiAONbvYpn3lNgH2Gcw29OMpXTOVE5jDmGWrnAkye84VZn/4F4G/91a0kJjSY3k05aQRxXBfKeXeDrCcXkDTnSH1ebJOwMqfxp/ffxStooeHJg4BADFrqm8tdOSksUChUvMEJddocQhAAp8L0sF8EuHqT78Hvxt8HVcG38B945O4b3zSlOXnlIOe4xh7FABWuCI88vVjZbczYfKOjThECzHoPBKD3nRnKDtZn7d5ecjMxVxBjOep2gidXx66v7QZHLesMOdJqwE4Fs68dzBre1z1e88VITGC2lLmv+lvkDk3oC2ZbJrJfCZtCoo+hiWnjxYSHNi3D1MNF5ICg5GmfSTJDrFuUM+b3DE8Sj17pSfnADxvBNKrIazVobICKssRxzvIMsvofcshBFw3RLUyjlp1H/3U9iEM6iZ3l983zzPsDrax1b2GTn8LcRoBoKg3Vv2+Wp6tBAQlCpUjinfRH/TQG8RwHAfHD83gtptvwnj9lQNANs3GdcprpXJkWYLcsLTfattiKJ7vTTlU8cb8vMnHm/yqe22GlAJTo3UcmjloGTBVYr04eUNWSo3rJXEFq3VlQH9nxScrak351CNGIzxmVcBsZcGlVrNTgQU9sjL8Nx5FakUdg8ct8Ey3aBGrnLCsZd4Gp2fcNzZK4IqZNWCY/eN4tfLQYhc4E9ZLTwZahGIBnRnhUQIaDFIrd1FPlwGdsV6MI2smzb2VIqQ+xv5prf6M7b4xAGeLGAasoJxYwzTlJMoxZsoavLfUJp2vZB3I+1q1umW3ydFz1/fdAcQmlcFtsm77FdMtumZYActle90jyn6Ny0L3LGrrl2VHUroEKNpsLCcTcgDDJuQiNOCsGRyHMRDX89KU2rRbl5j5fLMC2IBP1cecPEC9eGx4zc9P16lkykBaVk0G7r5jPTy+1sD+j3wTxe99FMWP/J/4vavn8YXz9+ML5+/HqRHaj4X2JWJMnQljvmyTcFIr3NE9sczstZDotootEr8gMeXbltrEktPHQhSTiEcbXbNhe9nuBt40sXja92+ot5Y/F7n2aGSFOPe66tQSc51F5/Ce/bdgsTJCNxjcV6jnccklwNUSBfVAFj1AhPhfH9jFxHgD+xsO+NCzjK6lMBiF64Sgr3Jx3Y8dRQFtAE0RmUopFCiQ5zkgJEKvgmrYgCMDKCWRZTHiZBd5nrwkICgg4LkBPK8K36/S725A8W1KGUasN9hBu3sVnV4bcdrXvoHiVQd/Zr+EIJAmBQZpH1u7W+j1ewh8D4f2T2JytG5UwK90+2W7Gha8UL8jxdEJvLREqjd7YMjeeGPGHgh8DYbrOLh1dhp/4d3vwu//h3fgk7+uhQWssmXbFX/a9nQBth+NBwMbZobKpdOyLQl7xTFQ4PIt26Sw4jVesyVLoARSqra0CWjAWYFJD1ED+35l0MWApYgIILJlTbnfjAEp5+0C2laF7VY0mOQyMANRFphwmVurjRk8trI1/e9Ny3xquxZitWK7r8wAyooBVUMKZcBagMBahlBu8IQtdXOpkUu8XApmdpaPh+eTvRSZXeSMZAbzHCunkyaGfBZZtc3ng0v82hZmGdu0H7Kqy4pkVTKfRHiqMoKr//AEfmn9l1HLc4qC03FqbOVC2yOBCPnYBfa9oG15ilTfXHRNH11T1ADVpTKtrBpwvOT0CTzlbQ3M6sSKAtZKJm9j3fFxxq/iV08fx+9Wp/BHH78Hn/quj+BTn/yz+HOf/QyweAQ/Pf13TU/h8sg4MX/pOi5IByd3twxb1xQ1C8hV3+Zhs42LO0Vm49y3J0ItLqHr65GwTv2jqkvXIKeMmM+Yzl82/ZahuUmad49bUZA/rVlRvuGLDWsJ4Vm7Gm+cmHWtHjYCGz4WkDgERYrFQJrXV0Jfl4Aj9NIUgyxHL0nRS1IIpzLUu/dC/Xq5ypBmMQZxD1me6BJlAQWFJI/gOB5Cr4ZKtQopHBQFkGcxlErxUsrCDIakkBr0sEE0laj7SQ9bu9ew3dtEP+4hVwpCG0kTiAK+ndLvtxpSOFCqQLe/i90BMa++58J1XvkSONwfOcwEmh7Bgqx4+Pnfant7Y2+83mMPBH4b4/lzMAEpBPY1RnHnsZtx25EmRiohfuIjV3X/VcMyF8IbFkww0CinbrhTOl0khskojbXZsPbSe3hLixIYlDDoAEyTOgDMBbcD3jQWdwoLgK4TbCxubYM9/Yp3PDq8bwDtg7FzmbZ9iID1zhuctX8zStuqNXEum0JzOfz69A+eK+HZfkkGpTziNVr4y0P3GZKQQZff03XaPiuGnYZRURtLGVb86p482rd1u7hnGwQK+qc1U7tpATKrr0vm3Ia1BGCyZ8vsK59fBh7BzI39kDzf3Nuoz4PJ0w2PEfDSLOuyI7GkLmFRXMEDuAXi6EfQc0o2IwxqhUcCEIzZnk5zM1C1vnVsySNCQFlzaBMHyNcAYK8BEVJ5VXWJsXMmMJ/m9F4OJeG8e9DBU5URfLHSwOeDcVQLhS+NjOHnf+R/hPjEh3DRr1A5VNQwlqeYzhPMF+Mk8KgUWFZXjG/hyd4ugbGyGTOXzNm3j0EoC6U0U9lSm1jyHHMNNuGTMIR9/rTXZRM++SWKGp0rZ4KENkUP8KexECvqkWQja3fKgkljo9Oh+fPGsRAxI6yvb93+0BQ1LBYXbUlbM6j3/9QOrm62cXkrh+9PoFbbj/rIflSrU/Dc8EUZNFUoZCpDrjKoggyTkyxGmhEQdIUDCQlHlzUlJBzHQeDX4HoVA+ZeaFCkW6Fj4kqXr/bWy1SGnf42dnbb6A26yPKU/iZlCUS9+h58w/vC7+MgU0Ca5ShQvCbMI48CCqootCfi3jL7ksbrIQR5vp83+di7Ol+DIYSA69CX3KWNLbS3tzExNmYZPfZ1YwEGL/DcW8S9cu4UPSY8wGmgeMejtNiER4dAx32hBh+sqOW+M6DEwgWmjLYwpgFJMDPMPhURfvQrnySRQNGD+OIRW65lC5fovC1Hp9rmhUvUnLhRUtbSPk1agONM0KJdOWEV0ayCZqALgP3uyNswsI+JkICX0yAAyL12PIJZ6nFj5Sd7Lw7O0vsMztKiG8wSaxSv0r5xn1d0zvYkAlp4QgwmlUg18+lpJjGYMYt1052h7cj6jaVek7aiwSyX79lvTm+LUj1iDTYaQ0IHZuVYkQvotA7u31S6lSA8hsXKCJpyEqdGxuk5JkeXmK1W0dMgrWF7SWUA9E/T9qNzdj+LiNhEXT7mZBq2Z2Gj45batOBHp5M0C4FHvQptU/UxpxycCiI8Etbt9ThJPYifHt2H+SQif8FcGZuWJbGFJbFlQJkBngBOuSS2sPOsGTj29pNVzKfasNwhK5455VjQykr06Dxa8Qq9T7puhSfMlCq6plpI0CwEFqLYgMIzfpUsXUo3X/ekAzThEyAu9wKLEIuVEbufms1vxSsEVPmmhj8/uoJw5Vob17Zz1Kv7MF7fj/H6QUzUD8BzA7wogCqoVCuFA8/xEHghXOlBSIk8zyCFROAG2rxZIc0yCEfAD0YQ+KNwv9X2X2AolaPb72B7t43dqIskS1AAEEIzf6XnCvHas2CceRx4PkI/gJTOiwo1vt33EsKBIx0IfQO2x/Ltje/UsQcCv53xAuK1oiiQpjnOrq7hD77xOKIoxk3TB2y5KlnXi49m5YrU2rWw8S0DRVa3JusQX7sHpyr6m8tkydaNsGAOYzg5ENZGhBd2fj6DgLLHHoMRze6IP/egSTkw/YqaISMmbnJIQGIEH1okwqVAYp2q+u960U43SQ0br9jJKrOCZc87LvOFR2Esc7hsVxaPMHg0P93hshyXwdm6RVaM4tUAW1nRAHaSgKDJMW7ACAAY5MhSeVszaK2iB6RbBObKgLmchsLz5E7R67j0zp583B+pGVBjzqxtRcy8yLplKkFA7IjKYXKFNWjkuLaFwa7NBdZCCgPUuN+PRRayDgRk9DznHSHAr9ndZXUFyDYsoOShujdExpXTLlhJyx5/03kCyAD3pAMTB7cw2MUcxvAHG9/E93bbuCAdep4GSk13hkrLXB7P23Z+wmMEwHRPH90AtbVfZJ167cSWEY0suhpEu1PE8uljaVbuIuDoTdubAn2OFmJlWft4FS21icXKCFqDx9FSm7gtsWw6m0QvuQRiOXO4KWp0Y8LHwIM/Y8Gs+cxTmTs0imIA+I1fGUF3N0KaA67jw3N9+F7wLQ2UuSfOcVw4jkev8ytwHQ+qyOlv0jWGzdC2RVI6cF1fg7YX3DwgNIjTJtCqUOjHu9jaJdHHIOlDFQpCSrOvw+XT1w8cOUIg9F2EAX1G8jzXSulXb3BZm+d7jwV8GeONMIveowL3QOC3M4T+7/qRK4Vnr27gK0+cRbuzg8OHpvE3fvgZYkbgoxkcx0KsUPzPv00vkFUsZHUU//Jn8fDWJj64fRnFW75ie56YMQMAZwKf2aSkA+7P4r7CZZlbk9lSOYzUjf3hsiSXI7mEWzLEJTXtOWNXYXqeAGsszb1X3PMH2H7GeNUCqWCGfg9m7ELLz2GRCZd7uceRGVG2hcn7BHTLwLV/elhAwkyjik0pdr4YJ6uT8KhlXMuLLmAZQAa1nJfMDKUBoSXA5zS0GKdqy+3aG7A495A+p3Wr/paBZfniVQ02NCDk88qJIwwOOaGlSC1oVl0bA1eKFuR0EgPGNNP3mbGD+M3nfgEARbhBVolhY0aPzwOXSLMNI2BYFgy2K7asLwPbV5itkRoZY7S9dN3674nCRKpxCZ89/pZchfmc0lI+PboP9/ba2HZc3Jb08d6pt2JhYh9aRY965XRPnjlGGRixBGSVSsx6mFItWy/xdQQM2/64U8TmsYegZoyZ7ZtPIjQrd1HrhL5GFsOAtqVZVr6hmnepJ/CQVkCz6pf2la6HOYyZ88HX6lyuqCScbViBje7vNPukTbGbctIA9Pb2NlYuXUE/Tl9yJYvVsVLYCDRHOmSdIoQu40qTAuJ5HgpVoFAFgBv73W7Yvv5PFQpRMsDObhud3TZ2B13kKoPUIPR6f0H7bxjbGqVNpl+zIQQch44zy3Ls9geIkheIMHzlb6LnXOhS8B4LuDe+s8ceCHwZwxp/vvgXVZYrPP3cOlbX1rFvahJ//W9cA9wp/JuNqzjtfQWrv/1RfOrAacz+xl/Hu3JiUhYrI/jU930Y941P4qGJQ/jBJ7/blJ4e7te08awHFCn+XWPfcMmyVDo2oginqm1R6tq/bWBFDPyadAsmB5gzg9nH0J/W4K9rBABU9iuVdgGbT8wWLIA2g54u2bf0rWCD1a6cLsLpICyUKJdvAXsszJayD6Ks2B43ZgedBpWCkQCyjiWnT4pYDSTZ1JcYt65lSRno8f5rxo3Ac8cCRD7O6DyBYvY55B5P1YU4+hHtE5jSPrKhtQZXNCc6Zg3+sNhHewka4Bseg7EK4lKjN2l6P9mcecgqRTOB85nEBelg57b/Fi1RYCzPsDDYtQybPufN4Li24Fm1vWwMgAF7s2DOhZ5zze4uC1Lj2mi7yJ7jUp+giXsTNWLm9E3FRb+CJbGFbce1amVRw8offbcG83XTw2fEQhpgsd3MPenA9PIZcK9vApqipqP7NLOuulSCZ68/PZqiBiSkZm5layVVr438MyV1HRG35CosFAfw6dF9aMLHoqvbJFi1nG1QP2MmCaTqObogHTJ9dxpYFhEB9GDWAGX+LB9Ruen/bMLHxvY2njj3LJ56toVzly7j4vpVrLe3ESXfyiyahwV0QgCO40Gpcm+cRBgGyDOFLH9xXztzSRQKSRqh299GZ3cTO/1tpHkMIYVW3b646tcCwPxFDZVfjSGYtRQCcZLgWmcHu4PncUl4dd4NuK5UxD3k5ci8vVEab0Q/4N4p2AOBL29c3/78/EMphXa3hziO8b/8yDdMefMv/dwXMHrmXwH/BRC+dRsf3lrHYv2QiQf75Pg0TCxXtkKLVbyC+8Yn8cHty8QaFCmpJaNzZMvBStrrY8XYZBmgBfR6ixZZ1711JU++sh8hlyyZUUw3h82f41ULQKLzxHRF5yzI7J+2auBS3+GDfc+aTrPlhj9tAR7/yIotg3K8XllZ61Qt2OD3AQgEqK5lFU152mbhmpI4oCPwNNBj9lIzoFS+61vgyWCTrWR47kzyyBb9zpY3wawGix37fLbGAUjVy0IhFRMAYIGMN26ZTsAyWXmftutUbXmaj0kGYKuYJYe8/360Tz1mZ/wqFgNpY8rY4LnomflpwrcKbDWgc573ATXQ4ouA0mlU36q69bXD6SfMwlKSyrTdd+GVbgCmMVeE+EfXzlF+sjtjDK3nFCWb/Jfv0dcal7e1t+GcPECRe7pvdclVeNSraOawj/k0N/nUSw4pjE1/oOkpje214jTINiZbGzZDB0zvK+cusyk0MY4dLMQKi24XrWwNH9q5NmxvBADuFB71KjicDEzyx0Jsmdj5jBTAfOz39trWfifvkyWRukLXotrEb/7qAfT6Azx57ll85Ymn8f989Zv44yeextnWGi5vdTBIUqiXzKQJONLTOIXAihACnk/znaXZizJzRVEgzVL0oi46vTY6vTYGSR8FCl1idl4U/Nnt6L15FcyhX8oQVLvGIEmwubODnUEPucpeWwZyaOyhjr3xnTX2QODLGrr8+xK+p1SeI05LogXVh/gHP4yf3/9hyhD9+59D13Ext7tFEWsAjqicFgZ3qsTQVYHBWSyMClJF6mxTBLO61yki419mYphZYwZNs1q2hNmg52UbBLTcGVNONb57XKI1pdouHUfZBqbMEJX3lbN+w6OWzeO8X1nHp0f36dcERgQxxLYBBjwYCxi2+ZCTxvfNMnO6bM0eiPGqBYXpVqmcXrLnYUaUy7ysZAZ0L98xYzBsEkB4f/O+BTfMYDI7BNgyaEpRc2T8q8FrSobMpgwuKzCpIDLQimXOHJ6wQNWbBqehGA+6kjjiZG+XrE7KiRnOhJ0HLuVzqoesDj3GfXf0N7bxqdD1oc2wGXAuul1T5m7KSW1t0zDbM+VaDRDnCn0M5eQNALclffz5/UdNT+OyzM3/2eePmXBWAjflJPn4BcfRQoKHt3fwYLdvsqjnM4mxPCvFwYW6ZaJ/nbF2w167PF/uFM1L+W+6V5Ij6QDg5O4Wbd9pYNFPMCcP4MG+V7qu61hsX6M51SXnUxXdRxmvUTRckeLeXhuHkwGKlY/jC1/4u/jQzjV8sdLAgzsdLKcXsFAcMKIQ07cpq7j9yCwmR0cRJSkuXbmKx8+u4Atf+ya+fPoszj57CatXNnBlq4N+FEO9iBEul4ld6Q19nUkpEITEEEZRgihKkGU3xqKpokCU9LHd3cButKP7/qzlC7NgL+SgoPfCCDZkiTV8zYcQSNIUvUGEnX4XkenpfD0B2msPePfG3ngpYy+x+mWMl/oFJYTAaK2K0A9sGQoAihQPjNDdv7jnE8BIG/P5PvyN7TVT9nnUqwBsQAwQTA9mTB9UK12zIgBv2jBNLbVm1KP0Os3oReeI8SgiABa4Nd0ZtPIVYiXyDgkCBo/DGAYbY2NdAmU1LAM2TuPIO7SvRWQX0PCo7TXUPXNNd0arK2G3W2KGjI+fP21TPQB6LDqPVuWE7RNUsb198aetkATQ6lvPAlLVNdnBUAPN0ln7mYe3NnHfWN8eg9m/qt03Pl7AegHy/LKCN9ugPGCl2Ua9/5xzu4xtKxTh+cCa3Q4PfS6Qt7WXYQ0fbq8TS+zOGPPqZiEAzQKeqo0Q4CyOo6UFEHNFiAvSx7qToykcLMsCwITpG2zxfOkWgxZfN4DuT9yy/9b73VKber/puFtqk24MBmd17+d1rQYAlp0JIIcBsMTGeuSDV6QAfCqJphKPer49B1p13Mo126mZuKaomZ6+pyojWBRXzG4uqUtAMcDJ+BA+W/5mk1UsR+f0dbCOOe8IlgVMVB6C4zQPDIy9aRPV92DcwAOj9BloVu7CFysNQI6YTS8X27jND7G68lEAwI/d9DEsTM4ARYoPRF2c8atoiRBHVI6WN4klj70pY1z0K7p9YAuopoAjsTwi8eBuA5d8YE45uC3ZxbbjYiyPsVgZwV/+axcA4WE+zbHk1fEzH+/h6mYbSZpiu9uFlA7G6iM4PL0fN+2fQqNWedFMWtfxbogr8wMPBQqkaYYsy6FUgSDw4DhlkEatMUqbT3uuCymlFZiAS725TsJ4foD3erB/zzfSLEecZIjiAXqDLnw3gOv4r6lh8xt1rP/ZjBdJ33vNxh4xu8cEvhbDdRy8pTmD40dm7aIWnceccnByIKy1hm6k/1v7jmHZkdbPrTy0pQiVoNpDoGFxc82yTummLcWWfPWawXEYA2bOoJV1An/sf5du2vxbfi3HzwEEAtJNy/oAMBYu/L7OBLE+yTpMPJ0BPZqtMUbI01Zt6U7pXrlJ28/FPXqA7i/UzfFFpJW+gWXJ8o4VsDBDpktyTTlJamltndKs3KXB87hR0t43cdCWCoEh0N6KV4D+aVtyjc5pWx86b3PyAEzknAxsOVzWbdmRTY4Hgt5Ts02tTHs9pltW4cz5xio2vZyrP/tr+Invf6xkzxIbOxNT3tZqZFIA07EsCxIrLKcXjDK4WQhjeWLsSzgSUJtim2MNjxGoHTxu1bFambyQ1a1/oPBK5toNfWMSa9Z5YjjxRMX0nhqkzqc5lVGLCEt+SLm+rNbl6x1aKKHV3C21aRi2M34Vi70KTmYTeLhfw2KvQoIOPeaKEPf22kM9d3CqhlEHAASzdJ5Vv8Ra9ulzE8zikh9SukflLtyTDoipHJylx/Q2FisjeN/Rh+xnNm8DwsNiGGA5fhIA6HUcLZgrHExsvyR/RojVXjPH9v7dNhbDAOuOTwyiPiYuIc8pB1/4+Cj+9186iOOzh+A6LtauXMM3z67ga2eewfm1K+jHCfn4Pc8Ps3DXC9yklPB9H5VKgCBwkec5kuv6DqWQqAQ1jNbG4To+sjxDlmdQRa6BYY4sixAnfeR5hu+0YRlKgUHcQy/qvqR+772xN/60DVH8Kb/qd3Z20Gg0cOVyC6Ojo6/LexZFgX6c4E/Or+LLjz2Bj53sa4uQSWv5AlhGqGQFAQAQIR7s9nHJD3HrYBf/urEfy47Ew+3L+OT4NO7ttXE0HmBhfKzUz7ZFAM6UKtvWWiWYse8PDBtEcw8dMMz+AJY5i85bXz+AFnhm64yieED9dUb8EFvQp1lMm8vbhfHou/79ANpOum5Lzywaeb7BgLXcm8jvrU2jTUKGBo+LW9t4aOIQLf7+tLXv0CbPlEms5yrdhLGX4f2Qdc3E2GxhypRlxfOELTMDho1twje9cwApdpfUJfpHmYmUdduPJicJtGnA0Sp6NN/MgPJcCo/OSXhUq5qPmf5A40nHz2UGl49XFAQQB4+jWbmL5iLd1HGFmuXU10wzOK6FRn3MZ9JG0TEIB0o3I41SqZ9tXCLMYQzTeYKxPMNv/o//Hj/4Wz8AAGTcDFhArsUgDF7n0xyPehUCorHCop8YQA7Vp/Oo983aDK0Ps60ipP0WW5iTB0z52ZTIJfWams8lj7xNjK6wsYRHVE49e/q6aooa7kkHWPJDLAx2beqHTlxpFgIfiLpYDAPMKTLxHrJLKn0OHo6mcF+1N1SOX0h8EpTo62CuCLHsSDQLQe/rKswVIW5L+qg90MWdbzmG77rjVszun9TJGLY0+0I9ePbvMD2Bvd0IBQQqlQCeZy1piqJArjL0Bl20u1cQpQNIIeA6LpRSyLIBlBIIw1H4XvAdoZIdxBmebrXxtSfOo16r4N1vO479DQcVr4Lx0X0IvMobZuuys7ODAweb6HQ6r9ta9Z0w1tfXMTMzg/RCE677+l4j//5zA9z/qRk89thjr+v7fieNPSbwNRhCCFQDH3cdaeKmmYPWpw6AiVRjcQASvWiFhgFqihoeGG1gMZD45Pg0KRXzNu5r+GghwVsHu/h6dZS2400TuxgctyyY6useosCCImbzjG+gFoXEq9bEmIFWMKsNqyu2FByvWpDGjGKsfc/4dXl7GACyyCNZtyya6lqxiaO9CMNj2n7jKL1n/7Tt8ZPBcJQeK225b45LvgwAjRiF/mayf2Vg9vd8UNGefseozFj0jOFyK14hwMvzVDlhGUrOdI5XjfccW6XQe1Z1ybw9fC400DYLft4G8jYBKM6R5sECkZIZNPKO7XNjwQnH8/E1xWpkDcibhbAWQ3kHKFIsJL4FPBq4tIqeAYCQFfs+LFABCMzpWLxWtmbA3JIfUoRbkZL1kRZMwJu2alo+ZxqkQcW4IB2c6jyDR8I6fv5X309m0J5jBT2q5Dep+obJXFKXjIflYmWEFPN6Ls1c9U+TMAS+Le/yZ0u3Myw5fSDdpBK9ZkKpvF7V0XekMC8+/5OmJ3EOYwQYQQCM2zce7gqcHAgSfOgYuIXBLm4d7IKNqufzqvmsL1ZGsBDFpgfywbiBh/s1ugZK18F91R6Jf0SBD0Rd6sesjNjj1BnKXN7/3m4bD2/v4Lakj23HRbfXw9Orz2H16gYGSckSCMCLySJJoUvKYKFTRDzfQ1EUiKMEqRGMkJLXkS6qQRW1IITKY0TRDqLBNtKkC5XHAIo3JBN3WIl743AdCc8VcASVxKN0gF7URa5u7H/cG3vjT/PYA4Gv0RBCYCQMcEtzBn/vU9qnzmlodqNhfeK4rMosEIMFzoU1EWZbplS5OHEIY7m25UjXcaoaWDDJg81yS6kPxmvPqZqM4Xl5yMagMasyOGuzbIOZYSaFAV/1TsuWqdj6BZYBoInIG9cMWmBTNPIOHX+8iuKZj5G/HoMa7gfkUlk5N5lZJmYL+Xm6Z9FYbJjEhdC+Xmf5nhoZt3MUr1IaxuBxKwThrFxt+2LKvWyhE8zqMvZ5Ww4vUjtPsk5AlkUvXEL2p20Sh4otmOYUElknH7uiZ5WsfIxDKSipLT/rf5soMpSyjwENpgIqTzIzpX3nGCQSsKrYpBoZaFsVzQKy4Aawnnv6Wll2JCVyQN/QMPvJFjPetLm+W6Iwf//Xzj60kOCB0Qaark5d4Tliq554FcZyhntMNePZLAS+cP5+ALD2SaqPueB2Y0eDZJ2u8UzSuRWetjSa0K0PWpiUbRAIVqSohj+N4t9+DOJ7f8VMI+f/cjl2Ok+wLHPcN3EQF/0KgbusjvlMYttx8RObv4biNx/AWJ5hyXPItBu+sYM62dsFAHxuZAL3jY0C1TtxUh2iz6OsYF4ewoN9DwuDXd1XWODh9mXckw4wlyuar7xtwOhnxg7ivomDWAwDPOpV8MM/WyCOE1zZ3MLatS1sdXvoxQlyVYC+9oVW5l4HeLRlS5kxDAIPYehB5TkG/RjRIEYcx7rMS2Xl0A1QDyqQQiDLU6hCAToe7o3pg7vRB8SAwqJAGPgYrVXge45h/gbxAHEa7YHAN2q8WpYvL/fnTT72QOBrPE40p3HzzDR+6mcc2Mg4DUpUF0jXrbKTE0AAa9Cso6+M0reIcEE6+GKlYctVsqqBShUmkQQwpUormiilaeh+ru/vUE+WiXrzp+l3DZiMNxwzg+W4LQYM7tTwj6zTosuZtIBlYgAtPNi0tjYANcgzO2gAbzQMLM2TPVtu5WSHnEp5q4s/YwFFeZRVn9E5y9ZB92tVTti+RY5gS9ctaJV1Yg5lQPudbdA8hUdLSSehBT/BjAXBackfkX0AeR5Yrcw2Pwy6dAmXkjL69iaC+ynZhFmbCd862MXv7Qj8mx0qqZrev3K6R+lGwxiJa+/EZnCcFNHcE2iESXo+glnbe8mqau2Hx7Yz5nrTPZiUpLJulcraYqhV9Aj4aAVtS20aw+mmqFnTaxbnOA2gcoL2MToHhEfRildIZW+8COkaN321edswsEtiy8S4Mes3X4zj5O6WyZieC2638yo8iO//OQKFnDusvStNIgiXrgGyudHgju1qxC2/AHzubXgkrOPhrU0cSmjuP7RzDfNJhKPxAMvxk3j/LjF4UH1c9CtkFxMcx5Ln4IF6leL1tGfhv27sx5K6hHcPOoYdvCAdfCAqiXr0PDzh1OAIgfOrLXzxm0/i819/HF96cgWr19roRYlOy2DWq7QaPk+JWEqJIPBRq1fgeQ4Ggxi7uwMkSYosS5FlEaTjYaQyivFaHaEXwnUrcJwqaIl5I1baG4GnKoB+nKE3iBH6HvaN11GrUK+l6/pIsgi9wQ4y9VJ9F/fG3vjPf7xpQOCLWxW8NkMIgYrv4c5jh3FgSi+usoqFxCf2Q5LB8ZKr8GBnw7I0TtWyIbJOvmjaAoYX6S/M/xsYaxLVt+wX92VxKTTvwCSFlD3QtAHvB6cOlkQMWzAZtzkZGpN4Yd2qgN0pY1vD5WtkGwQQ2DswXiVAxfYqbBiddyx7yCVXpwpx7H4zN8ZGxfTHBdZiphwfB8DkBhtj6z7Ej/60LVmyuTBgy5RshM2v55I4R72VBScosWqDszZVJe9b0QznERdRqRevtCiXt8Fm2xpYkuXNpvUE1EDXADHVJWEBM7XaDmhOOUNCDeQd3Nfw8edHC/zAuD7vuieOeh3rFhgbpXqED+1cMwbOLbVJ/X7aisWUm/l441XTn2YAtY4zZMDJpeUyu01ldm3UHcxoUZTuq+uf1gksGrC7U1Re5xK+bnUYyk8OZum1/rS5EVmWufEtNIbZzgQxb3ISTXcGS56D1uBxzCfESC75ITHoRQ/zeRXTeWLEMnPK0Zm/bB4e0o1a5QSQt8lwWwPpP7z6jLG5mcsVPhB1iXksBGb/5V/BEUVs4ROVEXtcABYqbUBW8EDQwX31Aotb2/jebttE0PG+tAaP081AriiJxJ/GtuNhUVzB/e1LWP3Av8Wtg13clvS1eTgB1yuuj+7P1vDzH/cRJwnOnr+ILz92Gn/wjcfxpTPPYKPTwSAa6PInjF8fCUVuHEIIuK6LsBKgXq/Acx30+wP0etvY7V1Fv3cNWdqH57iYGD0I3w0RpQPkRQaO53o9v385HYXtaoqiQJzkWN/s4rkrmyiKAo16FYHrGgNpIQQGSQ+DqAdV5K/bvu6NvfFGjjcRCHzjlF9HDu7D5FgDv/j3ybOMe3sAaxj7wGjDLp48pAZb/rRZ2FvZGu7ttYFf/Coe3tpEce6h4d4rLlkCVknLfXnsHwjAKIa5n44Xds78ZQPnwdmSH15JCcvKX/53mWEMZjWw0eXpcjwaK3uL1IJMLvVxObtywjKAIqS/8/4b6xjNyGm1LAALXLj8XS6Py4DKiMFxoIioP46fy2A1XqM554g0aEPnvG+ZURbBsIKZmVMNLudyBcRrmqEjQG0Wfw1ampW7YPKBAduTqXOWTS6uBkeU4jFpS7DYLgFB3t+6nvdpO7/M1grPKGANGy1CPOBdBtJ1tOIVEojo/SQD6cDMXzM4PnQNlk2iLaCOMJ9JC8K0L6S5buMVQMXEWjkTZJ0T3G5TOFhA4U0bTzyk6zgVWMuYD0RdYHCWzgl0aVYDW+MjyUxpicVrZWvawucosZac6KHV2ktO3yaFOBLTeWJA1YM7HTy8vWPUuCcHBJEYqL9n32EcUTmVhx36Ol13iBE9onJ6TPWx5DmYz6v43MgE7hjsArJilM3I+7ji+ugLiUNJZJi9C9KhtociHUowWfQTLBQHcD6oQPz79+Dv3LmCWwe7VBrW3xkP1Ok74GQ/xn0/KfHbPzeBg/umsN3p4szKBfzR6RV8/dxz6Pbj674XKeZNvoDRs5QSnu+jNlKDH4SIohxZqrQquIAjAxQqQegoBBLI0hhplrzqGb0vd2SqQKcXYavThysd7JscRb0WgMAptJ1NgSzPkeXZS0pLebnjW/UpvumHegN+9k7Fm8cnkAxJ3xh1mu+5EACkEIZhamnW78e3L+G/h4dPTs4CUFgGwBmtALFIvDjP5QrL3jSO7qwBrRg/sflrwLUEH9q5hp7jkF8c91SpPoGpIgXSNZNi0XRnhsueDOhYcco9i9yzZzJ5BwDGreAhWddxY2tWPetP29cxQIrOY8i7MN2ypUWA/s+CjnhV9xZ2bW9Zuo4h78Ky4tmkZ5RUxLJrxSMAPZeVzSx8kAEWi4tAOmnLzCVTb/p/bEEn5/8CupQN+37pJi3UKgaKCMuK7HFM2ohWE5tj9catQIR7LpkJY7/E8Kie161hgQaLJbINLHvSgqdg1ip4DdgmEEAsX4/OBZ8zgNi4yl0GiBrLmnJONecTszWPNzmsQuc0FK3+XUIbTTlDXpYysEwatyGIEIsyAie2LAsAWUlJzMkrPBfsz6gB4iPhJObU7VhOLwDJOpb9aczlejt6cCn5A7HCGd/BMivEtWq4JQog1TcuICHIPXkV646P27I+FvNzWAJQPPePAQB/1PgRvGdyEtA9gX85Efil9V8G/vk0Zn/2b+P+9iVccX080KCWgEfCulZbE4hbGJAamK6/Q8RajkygKfdhISDF80J+AJ8bqZJamFNJeHHS1khzGMN0EmHd8bEMaIVxFfN5Annpu4EJYgtP7m7hlFvBQqxwxqdtokhwT5rjDxaAw8kAp2oj+OmPPYOpyXEE0sFdx29GJfBBK6LAt1JyCCHguC6qlQoKVSAaSIShA8gMSdwBUKAS1lGt7kM/idCLdo1fIAlOgJfbJ1gGTq/k9UmqcKXdQ+vyBkaqFTQPjGO0SmA9y1OkaYQwqGFsZBIVfwTO89l1vSpDz/He2BvfIeNNwwS+0cMPQ6xvbNjGeq1K/O/3vQV/qfNb+PDmKt6/SzYUAEx59sNb1Kc1hzHclvTxmWstMqNtBvi3jR/Fj939s3iiMoKj8YDKRoXuT9ratsrQ8KgpzVH5rUqLuinVdrQFSsemabhTxAKGR7WwQzMt0blSrNgWASBmg4RH2xyctayZMbqu296yIqWyKYONWPvAsQ0LQECBbWKuN6+WlWFgpQUAPIxKlcuIg7OWHWU2tHqnBasMNnguAMtullXT5cFlce6l5P1mc23O/mW7FxGC1Z8mr5dFCnmbwF/eJpaQezQ1E3tE5YA3bVkzo/DuEhBTXZsYE+vyr84VNuwds3ayrsUNYSlGr2+Z4GDWWgUxEytCU77n+DjDKgKWeYRmEfM+XSuqb7fB1xXPczmpg5nbbIN+d6csC8l5z9pwedmRaAbH9X5U8ZlvfA8gPCOQAIi9fSSs4/27pSQdto1RfdteoPd5yXOwLHMCa9eNu2Y6mMMYFncKwJ3CT3zXWfrD/3cdqz/yO1iYnMED9SoWN9dwcpfmrVkItESBliiwGFAPIYJZPOpV0ISPZZmbft4f326ZyoA5hnL6iuqieOwXsSxIjX1BOgYYX5AO9SPCx1yucEE6+GxtAvOShGMXpEMK5J0O7hjs4lTnGXxvfwsPb23iyEdSnFt9Dk+srqGfkIr35Q7HkahWQ1QrI8gyB4USCINxNOqHUB85hPrIfuwfa+LAxCFIIZBmKYrX3Q2YBsXc5ciyHFIKeJ4DFDmiuA+JAvvGZnBw/CaMhKNwndeSG9kDgC849oQhb8h4E4HAGxueX89x6+whvOXwzfQPFWMOY7i48RTuSQf4wZsfwA/sO4RPj+6jL3lW9HrjuG/iIFpFD+/fbeORsI4P1hPMJxHed/QhfDMYwRm/SurDSVrslrGNlijw0MQh7dnHjNqWLdUxiOCSLjN+JpNXAznu33MmgHRTZ91ykgYbS7N4RVu1sFiCQQ8DKwaG2YZdjAHaBrNdTgMPxg3qv2JwxqAM0Ia65wnMsKjEqdooNZ9KiUdUDhPn5k1awFcGnqysZaYzXoWJouMh63b+WCDDAJjL4NwXqQa2B5GVtqqvjze0j6uYgJmKdV9l385nrPvh+H0AIJgh9ihd1+xiB7+3uY3ir/8LWzYtZydrb79WvEI3FBpgGzBUEDhA3qFWhCICwmPavqVrWTv2XwSMwTMbWLN4wsQRspBFg5NmcJyOg1NkGICmm1ahy+evbNKdl3wNtRm1LaVHZOmiFbHsbdh8++8TM+pIAl5ISCEsCnx6dJ8x1TZG0NoknP/fUptG3dyEj4XiAOblIXxq8m9DHP5xNHbHsZxewBXXB7IN/PzX7gD+2vfSLv3fN2Fxcw0LsUJfSGw7Hu5JByRC0dYykFUjVvlA1NX9ql1jrfOxyWNAkeLdgw71GupyOwP0+byK973tlOkLtKbhfbrOSy0PLVHgiMoxlmdGOHZb0scD9Sp+5uoncfPn/xm+Z6aNT45P44rr420f9xGlCVQJQL/Uwd+krusiqFDSRpIAnluH54/AcXxI4cBxXIyEY5hqHITvuMizTJeGy6XRl7cS0+tefi3PmmMrpEmELEsxXp/CwYlZjNbG4bmBUQq/PFubl4YouO/wO8EvcW/sDR5vIhD4+o2iKG5oLD58cBJ3Hj+Cf/AbFSDdxAXp4PDEIaw7PpZcWhCMtQWzWOmWaaR/ojJCC0N4DI96FSyLCPff9hQBhHiVnpcSa8hZq/DGLdjxpy0wAggYAbRIZxsExMqMlzc5zMp5k/YxthJhsUe6pZnFLQt4isiCzHTTlhJ56PxZE7vmVIEiwgOjDfLgY/DFCRoAAa1gxipwORqOR7KOuVzhw5u6pFlEumS7biw1rI+gVlSztU2ptw1qQMejujR/sl4CleO6/K3Ll2U/QRZ3MFBmPz4Gyfw4l6qDktjHaZTMvNtoBsdJGaxZM854ni/G8ef3HwX+hIRAzUIYha2dWzrnRinLPofan5KAJgmSeAy9XoQWqMkqga/oPB1//7QF9TycCVK4ar/Ae1Ltd6diQFZJBCVqViDDgqa8Y0EMtyOwapktXVRsr1kAkHW65o1/oJ7bIgUndfDfARiAO50npk+SM4TnE1Kfs0dhSxQmmeO+as9e/wAeCDp4sO/hicoIfvoP3oEfu+lj+OjTd+DzdSrlf2lkDLcOdjGWZ6YnkP0NW6JAEz5Z9HiUg82eg9M5lYRP1UaobzCJLJgWNfNZb8I357MJn85LesEA2ek8Med8sTKCdw9obhfDACf7MX7spo/h5//CT6ERH8W9vTbqOsWj3+3i4vom+nH6svvgGMxIB5BOgjjZxc7OLrIsHwI8QkhUghFMjB6A7/rI8xR5zt+PNwJBBnlloFcGTtzf/XIAZKG3K6WA53oYHRnHwYmbMFabgO9VIIWj3+dbA8Dy/lEySoo8z/Z6/b7dwQql1/vnTT72QOBrNPLrrq3A83DrzTO4aXo/Tj500PSFLWPbfOEbRsVpGDUm3/kvOX1jn8EZqnLtPbRQ+tNkGaF7nwwLE6/ZXjDAxqUBNuIMesFlJsebtiDHG9c9fbG1O3Gqw9YvvF3uqSszdzzCo7RdBpmcNcu2N5zq4EwQ8JIBPcZqZfM+k/Z92Z7GTHjHgKwf2H/YKmwBmJg27Qln4uoA2i8u0QuP5kx7tpGf3Lg1yh6cHQaybHxdTlzRYpfi3EN0DNzHCFjBCTNk2ry6Fa/o/W8Y77qW2iQxQLpprFUYFCwMdiG+8X4LJgFwVBuLhBaKA4ZNmlMOAZJyiVtvj9XnpkyrgRvH+jULoQUXrG6v2LljcJau476xURKGFD0Nquia4RuSlto0oMier4add7bL0TdAHG1ncrJFaHsnmcmLzpEKWGcLG8Co/QXZO7MVr5g0DYCA0lyuCHQV4yje+58wn1exMCDvPrZpAYA57wge7tewUBzAp0f3AaCs5sXKCD5bm8C64+NQEuFRr4L7Jg6aMiydkz4e3OmYOTCpLxoUAsCSq0zqShM+GXArh8AjkqHUEtO/CaoGNIPjeHCHytVLriIACSpHH40HaIoaFqIYB5MYZ/wqLvkhFhIfp0bG8aWRMSxM7MP51edw+uJz6MXJK1oPGeg5roTnKUgH6HZ6iGNrs8JAMAyqmBw9gNCrIs+zUpzcjaiL1mc1ZExdetfSz7ceqlDI8xRFoeC7HkYqNYxWR1EJa3Ac7zqG7qVum57Dx4ZXiCc4X5mOcW/sjdd/7IHA12g410UPCSFQCwNUKxVkeY5f/DVbGobq6v6fWIOgKuW2qk2rgIX1fjODLWHyDhbDAC1R0ELgTGiVLpkQLxQHYKxfilSnbVTNAnt/+xKKcw+R4bDqE+BhMOdNXlcSbVhWkf3+GPxwyY9NoZmJY6EKlxhlxfrvlQEUGyxDA1MGLFyyZfaRn2/mLzagkO1CyHA5pBIwAw4Z0LEEsxp4TFshQrplbExO7m7hw85FazgdHiPmtHonTNKKEUuMW4+/8Jhh3cSx+215mcEdHw+XU8OjwwpqZtsAy6hq8NWKV9DK1ih2rDKi7Wo8CxLKBtnBLB4Jde9f5QSBSWMdRIbUSHR52VjGpLY/T3sksmWMSVRhQM7pJMxYa9PzJc+xZVcN8IzSWad/mKzicqSgVvcaixzNdJGIpwojgOHjS9d1b1/Vegrmbcte+iWFNGBufpYdaZi5ZWwb0CW+8F24Y7BrfP6WsY0jKkczOE6G0HViCI8oiq2bU46xmrkgHQMOm4XAZ2sTJuVjrgipJK3Nv02knd4HQLsDqBJDr/p0vmTV+DKyhY8plasu1h1KDzqWDPDB7ct4eHsHdwx2cX/7Ej68tY7P1ydwf/sSzvhVXPZpXh8J6xQ7l7ex7vg42dtFfzBAbxBB5a9cKikg4EgflaCGWq2KSi1AvzdANOgjK5WbpZAIfIpnq4Z1ip3LFaR0EPg11MJxjITjqAQjcBwXUjqo+CMYCScwUplENazDcVxt/SLMu7/QKIpCiz5iEqZAIPA8jFQqCDwfcmg7N7y69HPd8V4HGoUQEN+G6JBtbN70Y08d/IaMPRBYGqp45ZFBXAImp/wXsFcQAqHvoTFahxSlMiBgF1g24o3ODbNt8ZpZHE06BFu8cEmVjXu1ZxrZoIQmbxThMSDbGE6UAHDF9fFjN33MNsaHR+0izUwUs4llZg6wjF54jP6tkztMTJ43bhMfOInCqWpxh34PZhiDGd03FhI7ZsylS8kkTtUqkfm17pQu38ZDPXjzmbTlcAa1/dMwgoroHIEwDeBa8QqQbuFUEOGd4dvp+c6EYYjmk8jOXTmLWe9HsxDWKzFZ1yCYSrAGbDITyKbQ3vhwj2N5OJSmYbwQ8z6VFBkMFSmxTCYaj3r2FqIYrWzNeN/RtWKNkI0whxlQHZ9nzi8r2PmGw/jvkUG1Kd1yjycDmGyDmO0y4GR2VatczTktp8FAp43oMvTqykfN8SM6Z8UhHKlnUksa1hRbM7/FxV8HZBWDsW+aRJSHO4nx0LNAKtY9lm1cSZ416l7eb+6t5ff7F/ctYTpPbE8egOKZj+HDW+u4t0d9ilwGn8tJmQvYiDczONNYD2oFifBgl9JKntq4SPsdnTPXOAHAkD67ogYIygeeUw7+XWMfHpo4hKcqI3gg6GChNsB91R6W1CUs1AaYzhNc9CvUM4mEwK2cxHSe4IuVBpb+6R145tx5/MHjZ9Du9l6hlYuA4/gIglH4foAg8AEIDKIYuVJDgE0ICc/x0aiOoRqOoIBCoXJcvXwV//7fPoLf+ef/O55dacGBAwkH25td/Mvf+Vf4p//bZ7D23BU4woErHfieD98lIAcAQgo40oHnePAcDwJAmsVAUWC0OoF9Y9MYHx1HY7SO0ZEqfNfFMPB6aSCsKGh/y8wdgVLnRQDli8zcXp/g3niDxx4ILI1CFfSl9G0AQQHxosWEowf34XjzJvQHA9Pob3ODNVPlTVtjXkA/bn3cFgNpI8R0cD0zgsZ+RIRYdIllMwtsqbequO1pw7JwTrEBJgyY0i1dyp20+wFgqG+OH2eQw71eweywYEFWdKlzYB8rp4kY+xjNOLHdTLpZ8jBs3Aia+T3K/oEA4E1jSV2i3znJRMX2eWU/xbxvgZV+jH3toPpmHpecvlZXN2wiCGcF82s48YQZwpJq2XgB8rEwi8nl4WDGlqs1iGwVPfsaZjXjNZPIQpFvdXA/XnH357DtuGSQ7CrbGpC3tRAkpf/rEjOrkw1YNC0BgRaERFa0Iau2JJuswyTDAJbdE6EtJ3PkXuWEZQj5uXwO+fma8QJA6THROeonDI7bCDho30aO4SttjwGruOUXANXHX994mwHE/7qx3zyP+wHn5AFz/Afcg/o6aA+z76V/v+/XfsiwgBekg3XHx+zxX8RlP8BFv4Lbkj6W1CXc22vjg9uX8f7dNvXscaQfM5nao5BFIwDF3j0wSj2mt+6/nc5pOS9b+1fOyQNkSl2EWPQptm4sz9ASBX7zh/5vez0D5nO2pC5hSV2i/GO97x+IuqYE/UN/6xlsbW/j8TPPoLO7C/U8333fqv9OCAnP9eH7FUjpQkqJWi1EoSSUsmyZeT4EPMfDaHUM9UoDjuNid3cXq6ureOqps1hZuYB4kAJK4tmLLZx56izOrZzHbncX1bAOlTi4/NwWrl7pQGUSVX8ESBzkMTDoJdi4uo3dToQRfwz7xg5hpDKOIgbcNMeB+ghGPA/IcwjpIMsVrly+inMr59Bud6AKu5cvpSw83Pu4B+T2xn9+403jE/hShpQSucogRQHghe/suDFZXucl9eLlBRpjI1XcfeIoMpXjV359Gz95X2ZZIBUDaBNLwQKMvAPjWQcAat0CHQ1kWi4tbstOw1qgIB7uQUu3CERo9kSsvM/4tZltmcSM2LJu/Lg7ZdkcBlMsBuHSMmfNAvR/9uiTdQAbBBQZhAH0mqTEkIXHrC0MmzIzKCyndHDPIr8Pq3TZ6oSZKn/a7pM7VSolbxom0tjmsIKVfe/4vdwplH0bidnSPYJa+NKUkwaENN0ZtOSmBd2qq8Gbfr03CeOJCGiFdQzkWzrmLDYLeFMe1wIfNp7umJJtK9Mlfc45LlKsfvEngX0+/kXrP+Dn3/FRfG5kAu8exDhVpetlyemjiUksZY/TvKquKfG3QAKFJc+x10UB6+vojRsbkn+0I/C39h2jdA8G/Tqlg6x9OkM9l81CYFkmgJjQcXMl8QN8tFBYIMd/C6h83OIe1nIJHygxi561MlJdAsiVu7Dkk3p40U8AJEAp87cpK5jOB9YXk7dZvmnRN1etoof5ooolmRMoVx1AAR/I6rgQ1vHFSgPLMsc8ACjgl9Z/GaL5NwFoVlDZ74imnDQ+gC3VAxQd621xH/CpXE3pIw6WS7fnzcpdaOWbuCAnTRm5WdA1N5YTG/y+pR9A8RP/DOJTfw5lc/M/3NzEe/Ydxod2ruFAluChiUNY9KmncMkP8eAn96OeZ9j8lEcWKnmO5za2kKY59o3VUa+G5G/6IoPEFHyclM7h+VTOTZMcnqfgOPa7UUgJKVwEjgtHukiyCI68gtpIDUFnB2tra9jt3o7GWAPnL1yE7/vELhbAYBDjm48/ifW1K9ja2sJNszN4x9vvxqVLazh75mnkShlPwltPnMCJE7dic6ONr37t69jc2oIqgCLP8Gff917ceeed+MM//EOsPLMCx3EgpMDdd9+Nt951B8LnsQvi43uZ0uG98VLHS9f5vLrv+SYfe0xgaZi7uZfwIecvNFaKmQbhbzGkEJiZHMc9d96KP/v2u/A7/3SftWdhNsyocksiCy636nIpMWR6gSxS3e8UWcXs9WpUjibLOxqgrRNbuLVNjETJ66/pzljww75xg7OWwTFl3EoppcLT5erAHgsbP6uuPSZZt/18nInsaJsT9tvj42arGVnXJeejdj6i88MldJPf61lBS9mLji1keL/0GBJlJOv2HLDNS7ZhRRPxmrbOGbcq5SKibRTUqN8aPG7BBNuoqL4F26xkZWub8uD+SG+SDKcZnPJwGqVSa2DZRM3uie/+GN539CG8732/jJ7jmIxpU4IUoWYOK0OMZFPUqD/Oc7SpcR3G2kQDzTmMUUkxW8Pnq+NGiGQGl4VZWcz72T+te+G6YI/DhzuJmZ8WEhs1x+eLAXLesewZYNTQc7kyMXhN+MYWpykn7U0GJ4zIuhGONEFK/BYSk/1r/Azztm2z0CwjJ3CM5ZlpxWAfw0dCiuzjJI9HvQoejBsEANUAUAMs9ipYTi/gUBJhLlcmv3hhsKtj6YjBXQwDSoHJFfUr6m1yKkwLCeYwZuZqYbCLltrEXBHi1Mg4jqgctyV9fOrn/zwWMn3t6djH94yP4MGdDolCJmfwoZ1rgDOB7+22sbi5hnqe4b5qDxvb23ji3EV89ex5fP6Pv4H/8Edfwu9/43H88VPn8VTrMp5cXcMfP3kOXzx9FmdXL2F30KfWFzqRpR/73VitBsjSDIkWiZSFIlI6kNKB5/qohnWEfg2j9VGMjY2hPxjg2sYm2pvb2O32MD42hvpIHQUA1/PQvOkm3HL8KALfx3PPPocrl6/h8vpVXL5yDWFQxeGbj0IKF6vPXsLKynmcffppdHZ2MLFvP6ojI1hfX8dzz13CxYvP4uzZp1EfHcXb7r4bcZzg9OOnce3aBrLs+W1z9li/vfGnbewxgUNDaKuAF/+Q3wj2Xt4Xguc6mJ4cw4GxUYzXa/jaH9+EQRzj6lYHz13ZwN/+O8oyR0ZZ2rZWK8m6MYA2gMqIH0CLYyHQSnVp2JugJlhZxUKyi8UwMLYiC6PCMj9atNBKdN+eN23BEw9nAsYb0NFN+5qVaQGWGRQh7YsIbe8bQM81CRdtKzDhGDnjQzhuQR6zkUVEAEYNwJ57xrKGhRm8ncoJQHWJfcnWLFMJEOvG7ByXp52GXrx1f6Px75um0in7H7LhcTlrWB9bK1vTDOkqbaN/2sbNcclbxYATWpaUz3G5NM3CE/aLBAwrZZhYBtXafHvdCQGhgAJYVlewXJsC4hXcIw/R47q03qzchSPeEcok1sC0pTZhTK35ZiNvo+VMGJZsuUjRLBy03CmcyldxMpvQ/W7VYcEIYE2fZZ2OkedPm2Z/cnwSQEKgTrNbJPDw6RryxonZ1oITmqM+AVEkaKWrmJeHCNDJKgB6TksUhpWdK0Isiis42ZvAFysN3JPnWPISKqvmCu/fbeOJyogui9LrFyskYCJWvYplkNjj1gF9ZlDAlK6PqBwthxTFZ3wHFyTQcxwsFAdwJqAs4q9XM8x5B/GAHwFSYl7jikfCOvUPSgcLscJiCOpDFFID4ho+EHUpE7gygrE8xWdrEwByvZ8jWNxcw0MTDuaTAR71KrigRR/39tpYcA7gjE/7cDgeAMipRaAQOJAleLh9GQ9NHDLxe0AFOztdfPFPnkAlDNHudJDECS5eWkdjdBSTjVFkeYbtnS6yLMfM/im8885bcevNN2EkDF6QKfQDD0opRFEKKSX8wLvh/prIHwnH8eD7AcbHx5GmGZ69uIor61cwUqvBG61je2cHUgi0r7WxsnIO/V4f/T79RIMYhSowOT6OEyfegptnZ1HkOa5ubGBzcxOdTgdj42OYPXYMu70erq6vIUkSXL5MVYg77rgdd999N65cvYLVZ1vY2trG/n374LrOjQe1N1678UYwgXtjjwm8fgghtcjjpfUGvpK7QgFiBF3XwcGJMUxPjSMMA/hBgMZoHZ/8JHD/zwn84i9Xh3vimOVgQMSlw5LlSVNOWnWsP20ZMlnFfBLhN3/77xtzXACWTdKRckOsYN4mQMMLcbZBC7rwyIjYm6b9uF4sovNqF7cj0/dE7BoxTASgpm3vHPfFlfOGRWjSL0zCCQ/2NGTLEy7hsujDqRo2icQemwQk2ai6DPIqJ0oik4oup/etXQk/B7BMYbxKCRLpFhZiZWxdTG4vYEvfuWYBmT1lppPBYnmUSsHm/XQusunt423wdaDL72w1xCySsSDJVmzuMot1AAK00Xmz/SZ8kwgzlysy7Oa+wZTmrpWtETulBjglL2nxUp+On0UggI4W7Nh84/Aoqa91nrJRusq6tu6h3F6jdNbCjPm05PfHZtHazHpJXQKSdcwnER7e2jTPZfukZWxjsVfBqZFxvHvQMWkdzUJg2ZF4oDFFIioARrGsVchkzUMK5JYocF/DN9M2lytAdU1O8GIY4LaE3nfb8fBIWKd0D6dvxCHcD7nkKpMksu744BxgAJhPc5M0ckTlOJREuK9K5V6AjKZZVbww2MXCKD33Ua9C2yx6OKJybDseFisjmM4Te3wg25t70gEemjiEL42M4d5eGw9Htl/1uX98B65ubuLic89B5QqTExMIPA+Dfh8XWs/hzMp5bG510O31cfbiKr7yxFmcX7uCOCl5OJYGfy+GlQCe5yCOE6RphjjL0UkS7KYp0jyDUhlQKOIRhcTkxBRmpg/h4oWL+MZjj2Fq/wT2799H35mQ+PrXvoGnzpyFlBJB4BsDaCkdBIGPShgg8D04jrTMI4TpdSwDViEE8jyHUgrSkaSQ5jafG77Tb/QufHljLzd4b3xnjj0Q+AaPdreHJy88hz9+/Ck8/tQK1q5cRa/fQ32kho+e1HeibKwcr9lyZazZLQ2IyFuMvdFiC86YcYvOYclzIBZ+BkuuolIXJ1xo4UQrXrFqWh5sqmxKwRUgXrWGvAwAWOTgjRu7lYWJfZZlLLOGLCThWLWyITRHx5lSb9cyoMyYqa55T6OwVjHNhQitDQxbuLCC2ZsmcKTtVUx5V6c0WDauY0Fb//SwMTIAeOP4zNhBY8WCvI05ecCWNTnPmG1zuK9Tv9bY6pQb+fM+/bCnIoPeYKbk1Thh5yCYtYIN7qvU/ngAC1vKIpyBeZyzdxEeNSV3ozD2pzGdJ7hjsIu54HY6Ji0U4fJvs3IX/QTHMZ9JIzpg4Emih4CAkuqblJdW0dNg0YppTByeUaNvEaATISln9U0EK935Z6E4AITHMJZnuG/iIJb80Ahf2B7oM2MHMZcrHI0H+PDWOn792gWKYdS2Mi1RUGlZK4ub8OkYhGeYYzqnoVEom0SfvG1YwzN+FQ/ukE3Th3au2ZskAMsyp57BJCIwqEvalOmbmlL1kueY2LgL0sEDow0sFAew7Xio5TnO+FUDJhdDfS5UH/f22uam5YJ0KFM4V3jUq+CelHKCH2hMYdmReNSrkCjEo3i5L42Mke1RMIt3DzqY+PRbcOjAQRy9eRa/+isz+Prfn8avfmICN990CAf3H8Dv/f9ugfjEfvzWbxzFxtY21jfaiFP2+nv+IYRApRpCCIEkTpFluQFkeZ4giXeQJjtQeQIUQL0+iunpgygKII4TTE5OYqROgiEFYHu7g0F/gDRNASHguh6lgAgAz6P2bTQaGJ8Yx5X1y/iTr30NT51+HJsbG/A8D82bmnBdD1/60pfx7/7tv8MzK89gfGIcU1MTeyzgGzHeCIuYVyKG/1M23vTlYLozUwBs47KUrw82znOF1pUNPHn+WbS3thEEAUaqFUw2RnHvX/1DXUossTeyYtmzWC/w8SoQzOJfRn+CA8GJUhwX96Dp3zmNQQOeZdUBnJLNh0noqFLpMV8fZpwYvHH5FjCCgCZ8tNjsOaXSbQuJVboGs1a0wSXD8u/lDFrEel8jXUKMddrIpk0syfuAQ/6BLWgxhlelhZnL1cKjBS5v257B/mm0ghnja0cCk6rdTzWw7xUepX3h+Zd1IJww4GVZXQGcabSKxP4bgbWO4ezgvI3i4q+T4pUtWrxJa5TMc8ECi+i87rWcoWOJzgHhUTonqQaG7pQRQUBWbFmaAac3DeTnhq8dwJbReRQRivOfoH2TdSNu+a3qaTTEIczx8zQj2KpOoKUFEobdEltAoXAEoSlXt3TaDZVvo5Jyu0rXB18T+npk9fpcrnAhOI6xqIvF7g4A4KEJ8sh7JNQlZH0DsKgv78XKiCkrL3kOmqiglZF6ehk96m2cOIT725fwlzq/BXHLL+Dh9jrumzhoysJkD+PRuRQeuDyMIkVLeoComvNMPZVVICIfxWVB+7Q8StdzPc8wn+Z41PM1symxwOVkIYGibqMB8y6OYAwtzd5ekD4QraClmelHwjqOqJz6D9ljEFWr5C4ifLZG89J0ZwyQf/dAYLlGnofz6QBLHgHc1uBx3BpNYQHAWL6LU5UCzaKCe3u7OFWj3sEnfmkSvyq20HRrBFSzDk7+1DTmkxruTdpUllY98trzqbxbqBttsQpOYxACUgpUKgF6/QgizSFVhkESw3UBx8ngODlGRio4enQWo6NjqI+O4r1z78Eg6uPg9H6kcYJbbzuB8fEG3v6Ot8H3fSRJiv37DuLIkSpmZqYxMjKCwaCPqX2TqFQqmJ1tYrQxipuaTSRxgn5/gMtXriKKIhQAfN/HzYdvxjvf9Q48efpJrK2tY7bZxN1vexsmJyfhODe2/Hx7fYBiT0+yN74jhyj+lPPTOzs7aDQauHK5hdHR0Rv+ThR9BiHc173Z99r2Dr70+FNYaa1hev8UfuSHn6E/cF8Y95ABFjSwYTOXrzRTwqUkKuGuWREFW3XEa0DlBC0GmQUTRhEar2rhBPVMLTuypBLVYCVes8CMgVR0DgvFAfzmc7+AH7vpYzjjk6Dghv6161kvLsmWS8m8XfYSBGCMpxlIlMykzXHw/JTVyfwYM53lPj3upyy/n+kz1KrfZJ36zpy+BXYMRMvniIcMqB8tXtEs5KoFs9rwulm5yzJuItRsXKk0XU7RuF5BrIGfUSLza/O2VX7zdYDEvrZ8XAD9Hh4zwKQJ36RZGD+6696/GRy3x8XXHM9jaX7n5SEq05Z7SAHb01m+Ls28lcC7HnO5whdO/AF+8Mnvpvkvl5qZQSyLbxjol847H88cxrAscwOcTP8jCBgx+7asrpge2IUoxmJlxH4OSo+ZGwzty9kUNTM3BpxB+wNyL6S5IasOf6aMmnoLc94RvH+3TebSXBa/bl4AWDadzz+f89J11RQ1HFE5fQ6RYE45ePegQypx3dO4EMVYdLuYkwdwQRILycd6srdrTK/ncqVZf6skB4D7fzbGO++8DW87fhiToyOkrr1OLJdlAzhOACnpu3XQj/HcpUu4dOkSut1dVCoBmrM3YWbmAHzfJ4stISEdDwUApTLESR9ZlsIVHjzfQxjUEEUx8ixDEISQjoQjHUoWQUGlYSGglIJSBZRS6HR2sLZ+BVeubeK5tTVcvHge773ne/B93/dfAQUQDSKkaYpKNYTnuq8oz/jVGDs7OzhwsIlOp/O8a9Wf1rG+vo6ZmRmkp2+C676+a/C//38GuP83D+Gxxx57Xd/3O2m8qcvBRVGgQAGIN4b6f25jC+fXLkM60gJAd6q0YNct+6Z7t+BOoTjzICkZ8w4e7GygeOZjWL3l93UZrl7y9aua0hpkhZgNtWmTIUC9QpyywOW0ZWxjKGcXsAsZgzpWsgazWPQTiKMfoX4oR+qmd/KUI7PjWXpPb7okfCBfQ2Mzw2Nw1oIrd0rPwXWMlgz0Yh5YtrKILPDRrGZT1CxrxoDJm7SqXcD2EAIEXqp3ajZtnFguFeuetk3L4KWbdI7STZPpa44hPGb61oy4I90EgpmhCDDjhajZMPbIYxVvE741kgZsjyPn5QazMKpjrfweAgP+ND0eHqXfGXx542gWgsrY2YYu0VbpdWXfRtW1JWQ2SOb57Z9Gs3IXTvZjq3b2p6l861RhfAI53o3L/sEMIDyc7MfUSyl14geztwCg+rggHfzgk99t9oX6EMlbbw5jpPiFT6CYY+3cKZ0yM233WYQUEacc6jlUm5StzWVf6HKtI015FYABgLcl2s9vcBa3Dnatt1+pf7AlCsp5LlnBGNYumNE9uh00RY3SfIQuWwMwUY3+tOkxbBU9MsjWx3Vyd8sqpPV7LsTKXjvpOu5JBzg5ELpkTlnCDADZOeCLlQYgq7Q94VG/ojeNZUHJJ7clfXP8bCmEIjWZyycHwvQX/+RP72B7p4unL7Zw8fI1RGk2BABRFMizBFG0jTyPYfrhkOPs02dx4eJFDKIBzl98FqdPn0F7swMpHDiOAwiqzDhCwHVc1MIRBH6IsBKiGtYgBVCthKjXR+D7LlxHQogCjiPgOhIU3EEZwa7rIE1TXF5fx8ozT2Nl5Wmsr69hbHwc/sgILm9uYhANEIYe6vUqXEd+Gz1/LzZsP+Cfcs7l2xvFG/TzJh9vYhBIZ1/l+RsW2BMlCbIsx09/uCT+yDZowdb/ns+1UIOTOLINiLf8HSovyQAPNKbwYzd9DPinv0vN42zxoqPalpy+ATUGlHA0HWDzafMOKSUZ3PHgpAlZtWyc6Udr24QOZwKteAXNQuj3pD5EisPr0qLLLA4AkxHsTdrysjdtU0MYXAzO6ji6LcOo0etjC4BYZMIpGACQblJ/Fj+XzawBu6Dm3NMYWNW1InubOYxZYJF3rDiEy8j6h9hXEpC0kNjoOxEOZx/Ha8PAmtkgbfL8Sxur9H7wLbtUjt7T5twGNPHIO7oMv6UZwDX7ODCc9MLHoPe1HAVH+cDcEtCwNw7+NJ0DvjHJO3Tc8QpOBZHNaNZMHc1XSVCkCFyUWbIvVhoUa5fr3lTNqCFdx5X4LFZXPoolP8ThZGAsT5qihnvSAbFS+r3mc7qGWxml6dzbIyDMljdcal7GNr2xpPJqK16hLON4xQCpliis6boGTouBpMcrd+G+sdFhEB+vEvCLzqGFxLBpLbVprnPjCygDsqVxiEWk/4f2OgSA6Bw+PbqP9r1kFH9KXjJtBAsR2QFtOy4x9srBnDyAdcfHZ2sT9J2gP78cVWeEWSDG8NTIODiabi5XdMx5m24K9DbL/bhLHimYT42MU565qOG5h8bwGw9PY/3aBi6sXcF2r48sV2Y9zVWKXGVI04HO7KV83GtXr2HQH+DWW2/FX/yLfxHf9a7vguu62N7eRhRFOm2J23IKEoNIFyOVUQReBXgZecE0CgS+h4MHD+Do4Ztx7Ohh3H333bjj7rfjaj/Go988g2eeW8dOr2+EgK8VJrA5yHtAcG98Z403DQgs34nZD3uBoshJoQa8rh/OoihQKAVHSqteBawoQgMEA+JkYNWpADj6in3GfvCdD+G/7lIplNii1AI4tuu4vqymurb3bij1Y8KyQdmG9Wvj/YtXNWDS5dS8g7lc4cG4gacbX4TJLtYsFi+GxX/8hWGgxqpZZhn5PVjgkaxb4GnKwyWPOx4csaX6RsQxF9yOz41MGO9C42mnlcsEkgc6mUIzrsGs6XW7oI3AW/GKnXOed3/aZAQjOqdZQgayk6VYs6rtaQRgrGWcCZO4QT10BT5Yp4g3k/gSzNKxipB+D48S+Bo8TkCTy94yIIYpPEbHWr3TWrTojOj5TNr3FiFtg7NsdUmyhUT363WAIiLBR3B8GPTy+S8N3hYLbChRZcIaMetrmexk6CZmWebksedIXJAOmtoSpfiuJ7D/v23RND/zMZyqBhjLU8NqLalLGqSk5t+ca9wqevhipUFKWbU57E0oQswX42jCp/PqT1swziV4rVAmEU7XZhKjBKh02gcUtTMsO9IwcuzVRxnIdQLyui+WvAi7lsF0Jiw4K7SC3qmankxmXltqE3PB7fQ81dfl6C4xrnkbyyLCsiPJv9F85kPdS3qeBEu5MqCPY+04Ts+y9roftEjx7kEH83nVXhvCs7GT/rQFs9kGqmGIze0dnH/uCto7XeQ5ldapugI4TqDzk4CiyOF6ZCDd2e6g1WphY2MDKAr4fgDP8xF4IQI3gCMc02P4YpG83yrJpCgKSAeYmGzgbW//M/i+938v7vmed2FsfBztThcrq5fw6DfP4BsrF7G5s4sky191kEbb09D1JTpOvGkH95G+nj97VOCbCQSSk7zi3MeCvqxUkUEVObI8AtP2L76d68DkK/xgD5IUgygmEYo3WeoBHMAobcuq0rKXHGAVlZpJWHL6+IFxDeTKBrvlobrUu5VXLVvF2wZ0mTO2pTlWn+rINTLjnbXbY3DkNLAsIvzMO55AZfut+rVU4myKGi2uRQrxFz5B+3WdNQqxQLqcGq9ZcMp9ZFwKL2cMy8B69pV788KjQLqOZWzb/Fc5idbgcb0Y83yWLFNYbRyvGvWnYYlYdMHMZbKuAaQuMTP44/3ONevFZWCe1/AoAaVclxjZK5FNsv1pWnjDY7bXUfcUGqsVb1wzp5MGfBsVrbYPIcV2w4J7p2GMkQ3TVzlhrxEuKXMGtTtltjnUc2muIfZVrNrklXi1JKDhvjd9A8Kq5nTdAp+S9x9AIOuRsI4f/PJ7gF/7Ev3tP7mA8HCqGhiT5WZw3JR3i9/+OD7T1aypzuflkuocxuz1LzxiubMVm7bBjJ++IeFSPJWTJ81NS1PUDLOIIrUq+SIi4J2uayatQ5Y04gqBqngVLSTE3MlgCFC1ih5O7m5ZJTmbibtTVJaHvhkQxXA7hp7Xppw0+cFGvayVytSjex5I1zHvHgecCWL6r8srNpnIpe+IhZhkkqeqAV0vDHajc2iJAg929M0gv8adwh/8bAPnnn0Wf/z4Ezh9fhW7AxJdOE4A16mgVtsPL6ibbN2DB/bj0KGDWFu7hM997j/h7NNnMVIfwYED+3VChzWbdoTUucAvxvy9MPiz4JBN/AtIATRGKrjr+Cze/bY7cPOhaez2evjy42fw6DfP4tnL19AbxFBDRMErGzesEQCE/NaJUntjb7ze400DAqV04DguHMc1cW8EBgtkWYxe7wpy7cn14neDtplAFRpUvgKd+cUrG1hprQ0FkUOEBBbKEWeABVvMmuV9a/Sad2zTNmCA3IPdvi37cr+crAPBLP7F9/4+LXim1BvY8p8MaCEpq1d1NFur6FmTZC5Pwjelx/edfS+9Rpf/WmqT4siKcVsaBGw8Gh8zYP0Cy2rcdGsY9JSb/0tN6oY9FZ71xFOxLiH3deP+jM72bViQ6ZT61XQfH/fINYPjFoQz68lANToHzpY11jQcoxceo/cxDFqgQZf2BuT3MFm7Nkd3PolMOZofgzNhy5l8DaSbtBgbcc55bQ9jo9SGyrTZBv1E5wzDbFhh/fw5jJV61fRcMuurEzDo/SumHxKyQlYtfP6EZ9hkLsfajN7GUN8fA5OyKGXd0SXjv/dWiIWfAVQXJ/sx7hjs4ojK8YGoa4QcP3jvA1geGbfATnsAzuXK+gma3koNfrV9DDNuPMz5AOhaBaV1tJAYZpF9NAmQhwSUnIbpsW3KSeqL9EMzJ9uOa8q+C4Ndw4xyygezmpDka9ksBEzfbsmzkEu2DE5bRQ/FuYeG8571eZ13j6PpzliPQFk1ZWTOC4bq0zzGqxjLqQqyGAZ4eGvTCEeIPabPR7MQeKAxRedSVs21tSxzjNXr2OzsoHV1A1e3Otjc6WJjeweXN7ax2Y2IXQN9/0rHxXe96534vvf/V3jfe9+L7////EXcc8/3YHy8QaTMy4RdwpSOn8/Tjyo8ufYi5O90IYCq7+P25gze89bb8c47bkPouXhy5Tz+8E+exOkLq9je7SF7VUq3ZZJAlPZ3bzzv2LOIeUPGm1odXBQFslw3vUPBkT6ZRUNB4KV9YFlcIl9CZFx5fH3lIv7Tl76GAsDHP3yBHuTmfVaUAjAKYW/alku5R4/tNtSAgAaDgHQLRuVaVsEyEGNl4vWq1Og84E3i4a7AfeOTQJFa1SgDIGa+uFzLj3FPnuobxoezZo+oHMvpBTwYN8iOo6yqBGzGL2B6mgzIKyKjbOaF3WQDayDRLIRVzHrjtvRZnr+SD51hMxk8l0vSgMlkNrnCZQUz27xwHjF7CLJquvyeZSBfZs60CtvkJPM54HPM55tZU34tC1MSsidhAHVE5cYkmtW6DMK5f9DMEbNx110HxbmHII7/HP7w2kW8Z99hu98vpjK+fjC7yUptZlizDczJA9TPNzg71JvIQOaIyo2CdSFWOJREOvu4g1Mj41b9zvsO2GuTmUZuM+Bzy+pb7r80bQcdfH1rB39p361GRQuUwKA+Bk5p4dKuYeiMtVFq90NnApt51YpybkNgkcaD3T4eGG3Y67ak6uVWBFYz898MoAf1Py5klA7C+3RPOiARE2CuG7Ov/J3Bc6Gj6tg8fskPcXJ3yyqHS/MLACf7sfmbUQoz2PeoBWOuCPEDv+4gz3M4jgOV5UjiGEG1ive+7TYcmzmIwPMgoAAI7O4OyD+wEsB1ndKN8KsTx8a9d9B9hXrTpWhPK2KJohRPP7eOrz31DK5sbCKshLj1yCzuOHwTpsZGEXreqxgTV5QA4Y3be9Orgx879Pqrg39/gPs/fdOeOvjNPKQkawPXCc3vUjgv+UNPz3/50zgzOY7bjt4Mjz0JZcX47gGwZdh0ixZVTm8ANNArCR2CGdu7x4bN3qQFL06DFl82gmahhKxa1o+ZKncK942N6tJmRws7hkvRBhCyArUcbaeZQBQpltUVykJ1JOa8I2SAO9ilslfRI7aN1a+cPcuiB87yZXuYbIPel82YOXmkSKlsKTw0g+O0YA7OYkg5LIMSs0gN7iR20GBL1jWDSP1wvE+cCYx0yx4zG3ADNrcWsObdXFLnbGd/WvfH9U06CTM7hgksIs3AUn+iMZ7Wqm24U5pFnLYJIvGKAdKm5Mfzlm1oQULdsGNG4Zuug5XZTTlp+gDF0Y8A8Sp+tzply4fMAvL1eT0ALJtR882BO0VgJl41JVCkm7SPRapvTEgQcSU6jdWVj+KedIDbkj6+WGngqY2L2HZcfHp0HwCQL12R4kM71zCXK+pxk1Ubo6diNAuBk7E1dG7CxxzG0CwEHtzV4gdnwrQnNN0ZvH2qOZTT20JiGO2hTGS+DgAL2LgsXM515p7BZN1eK+6UZR31nH56dJ9hLY15Ns8TSr2oXEIul4T1+V30EwM6W0VPq7IbxNSxp6N+X+5RBEhIM6ccsEr4Ua+Ck7tbNMcaFC4Mdk2Je64IrVJYq7YBuqFoujPmXNz8o0/hT04/idNPPY2nz53HxdVVPLGygktra3imtY6rnS76aYIoyxDn2jA6t0xboeHhq8VGSCnhOFT5kY4LIR0I4QwBQAAaiPp46/FZ/JfvehveeustgFJ47MzT+MPHnsDZZ9fQ6Q2g1MtV9l7fMsSv22MDX3QUb8DP3nhzm0VT78kbMwUHxxu46cA+PLt2pZQh27UMFqsyvUnD0FkQs2a87GwZ9TrGi1kl41FWsQs1D7ZMkVW7oDHb5kwAan0YXKSbgKpaU2JO6igLJwDLELI4QMVYdhqAqGLR7xp2osUgldMzisjS86xoVlXr08dxcN447R8bTnOJV05i9Ud+B7/1K3P4vFvFujem49S0EpMZwKBumbxUi214HlUMuHWYTGLuTUy3LAupATGDg7ngdkrhKCIrAqmcsOeynLOcrKPFrBrHvvF7BbOA8HBbsovl4iI9RzO4FLkGk61rPAnLINqdum4+6lokEdIXHjOo2mCclat0XZHC+lRAZeklV9nrhvf3hdg/VgYXwrKSfLyqa69vLn1qJvhA5W7g8EHAD9EsBO7ttfF9++6guRUFIB3NvAEP1KtoCscwcUeUA8gajsgQUDmBlXgFD/druOzHpGYtEipj5jnu0Yz/o17FsMbN4DhasoqWIgaw6c7oCDZ67hGVoyUwbCgu6wR0c4VlrWJvMaOq54O9F3kYb8LBWdzjHjc9mnNFiOVim9oqKndhWfQA2P69h9uX8a6si18fa+JRr0L7I21vX9lHcC5XmM4T60WpbwAAiqRbcrpYckMAEZpFDRf9CqWN6OO8f/syAOChiUPELPrTWM7bgKTtLwx28Yj+KmH2dBnbQLSFf/aPbzf78nD7Mu6r9nAyuwlTv1nH0UPTGK2FZL+SJ8iyAVSeQxUBUs0cCoGSgMSuzC8XLL04SCMG7vmGEAJHDk5hvF7D/vExfOOpZ/Ds+hVsdnu41u3iziNNTI3W4ToOUBQvcb/KKEPqUvQe+Nsb33njTc8EvpHjrUdm8Z6334V/8k8mhsuXgGa8tACCe8sAmxJhSqJavJFuGeZrPtf+a8zQMbvFfWAyKPUBanEJ/5sFKdE5AgbZhu5Bi+x+MHhjsCfrlnVjJjKYtSwav4ZBaVnsYkCqPj4tdqB+NC1MqN6pj1Gza+kWbatsfwK92P741/CjP7mMw8mAmAtenJN1C7I5Fqwsnkm3tFWOPg4Gpax0Do/Z9+PhTwNOVaeHVIePRfdRIu/YOTACl4oFne5UKQua1KyPhHXr71ekhjVqZWsGiLVUSZFsTKY1yCrHyHFPIw9WRQNAkaI4/wnAG0fxxE/TY+6UybWd844Y78Q574h9HfcIhketobQGHMvYtv6MbB/Eooq8YyPb1KZpZ5jLCXB+tjZhwRPHvwGGvTLvI7whhfEytjFXhJiXh/DJ8WmcqhR4uH3ZZgXLHEtO3wJA4QH+NPXF6QhBk6fNTKk+FlLGa1Zem4AblXH1Tssw60xto5DWx0A3DRNGub3kh4bBXhYR5jCGueB2o9w1rwPwrxv78flgHOuOb8vW7CkpPLo2Nat6QTpYd/xSedkj0IgES55D71PYkvOSuoRTbhun3DaW0wtYqNH7t0SBJQ3K6cYjNefn3l7bCHBaokDxhb9nb6w06LxvfBInswmM/HoV7//uu3FkehIVT5q+PM+tIqjUoPIc8SBCkiTIsxx5zubOhWbe8LLHsCCEf7jx61sDsEY1xN23HMaffdfbcPstxwCl8PhTK/jDx87gmdZl7Pajl7hfArS0OmAAuDf2xnfqeFP3BH4njCzP0e728Mxzl/H0s8/hf/qfehYQlnvKyipU7vXjURaFAJrdK7Fz3AfE6Q6AZY74/9xDVS4zG2A3sNs0rFzDLpDBLEwqCQDIiulZM2Uy7k3k0myZASsnZXAplXvsmKnifeD9YjV1+Rh1ekRTTuKedGDYEwDWPBewvY7Zmi6xnrPzW+7l48eYgdUxbs3gOAlz2L6Ge874tXxM19mpmMQN/hszjJwIUhJWMJNb/O4vYvYvfcLue/lm4brYOO5Nm09z6hHj88tzCAz1I5rUlZJwwgDj8rnVzOEN/YH8OzDMZpfH8yXe6P036SeF9RtsDR5Hs3IX/c49jKqP+UxadpL79spsd8nvkHsHy6koPAwrp69LTg25IB3c22trBjG114i48evR9PLxnBc929PJgFd/phYSn6xdeJQTTwZnCUjq95srQnud8ucRFmC3RGFuCMy+cV+pBrJLrqK58rTohB9Xl2xSjLhywzHxOX0wbuCJyggOJ5Q7bHoLWcyjr4+5IiTGt+RDyPP5F/7nZ3Ds8CzecdsBTNZDOC5l+5ZLoaKQyBOBIqVqjOeF8P0AUkhIRyAIfYSBD8eVLznG88WWMs4WLgogzcghwnVcOA4JSxJteO26DpTKcXW7i2eeu4yzF57FVqeDyfEx3H70ZrxldgbjIzWgEMh176HjSDjGy0agAJCmGYoCCALPCBC/FRP4pu8J/Pob0BP4hQHu/0d7PYF74w0cruNganQE7zxxBN/7zrfid//VYcvUleO3ePEMZoZ7kYBhMMRG07zos/IVsGCP7U7iVQJc7F2Xty0gAGhhCGZL2a/1YVbSWNpoAUAwY8yfTT9dyZqCFMlhSfwxsGCWWTenYQEgH4c/TSDj+rKzM2E9DQdntSilPlSKW04vYDm9QGAnXgUrpklQ0CDGIzhutwOKSTNWPbJuwSD3W6lNWrzLTCZgAaCsWsFOMEvb06VfY+3D51QNYBJYtL2LSa+QdYjv/zmjFp1TjjYC5/kvlWd1UgSyDSxlKxaQMBANj1HPpLY9gdMggKyBVLMQWGxfG762/OlSSTs182K863gfZAXzqY5m4x433YdGilLNBMu69qwMrLm1ZkePKGL2EB416R5l0PGoV8FQEolWGxNbpbctdH4xH4/bNXYtAPX9zec6RUcDr5YoyEooXsG2o8va8AFZJfP1vE1AK123YKzoaXa3akEsm2QPzurzR58JMnDuk/KbI/5knearcpfpn0VBnn/muDWDOp9ERmWPIiXGUHi4Jx1Qf622lmnCJ6Anq3QDkG2AVcePehXMeUcwn0Q441fxcL92I6ury/4PVFP83PZ51PIcJ3u7xP5p8Uc5BWbZkWiKGrGEbDek9+vT/+BmTE+NYbRaQyWsIvSrCPwqfC+E7wbwnACO48ALBJxqjtzvAcEA9bEAk1OjGB2tQeUKne1d7HYHSJOU2EL9o3KF4nnYQhZwPN8PtNF0vz/AV77yVfze////QuvZVRQQkNLB1772DTz22DeRJikcKbF/bBRvv+Uw7vkzt+PwoRk4QmJ3t4/N9g52diNsbXfwzW9+E1/7+tfQ3tpCmikkqSKQmST48pe+jC98YRl5riBfNWHJ3tgbr/54U/cEvpJRtnQpgFckCrl+SCkRSIlDU+PY16jjytnj2O728NjKBVxoOfjpn2zf2PPHrBMDFBnYLFengTnvCPWpqTUT1wXVxWfaPXxwX1Or+3TPHQM/FQMytWCRQYZmq5rw0WIDZBBIm3eP41FOzni+/kAWo3jjNppMmze3ysfEZdtyyVS/jm0rzHEahlL/n5WzDCjzDpYEgELZ/jkkAMiXbz6J8Kin7TY4Z7fEdrbUpgW+5iTVtYk1sY3muFjAAhBo4l4zbxxwjpERMwN4d8oyelxG0+rgIQUqElKRjkitRtaqUWwDRQl0chQelwVFSOcFIMBavdMKUQpY5sibBlSEZe7bEyH52k3ODJ8zZlw1sG2hAGSF/PhkiRkElRcx0CVi7itNt7CMLdNbSTnVGkgEWvCgs3WXi20gt/N0vc8lM7stwLJpAFrGYicdUiQfUTla3jTmpMJyfIHOB4AlEWsvx+NoIbXADMCiuIKTuym2HTJIZgavKQUBUySAIsBGTHdirg2Tu1w5YQUfgD6fqe4DrAMePbbkF0D/8WHWXgN/KnmTd+GSX9D+6b7BJWcTKEKsOyGVljUT2hIefUYLQZ8raMYyPIZWtAIExwHNiD5VGQGEvlEqC36CGUDWcetoH4u9BAvBAA/GpJK+IIBmAQA+WoW9TluOh5O7Ap+t+WipHt71awH+4kQdx24ax2iNwB5wfX9fASEcQAIOHKQZIBwBIQHpSsoDdh3kWY4oSrDTGbb0cVwXYejD9RxISeCOwB5uGOzTp1QOCKDb6+Kxxx7DV77yVXR7fYxNTGBicgJPPvkkPM/DrbfeggIKcZQgyxUONkYxcscJXNvcwvlnVnDxzBM4dvwojh89hrHGOKQQSJMUX/zSl7G9vYW33nUXDhw4iOmZGSRxAiEE4iRDmmbIsgxFoeB7nvZFBOIkRZLQtT4YJDcewJtpvBGWLX+q66AvbeyBwJc9hPliEdTR/KoN13Go+RhA6Hu4NTmEa+1twMktQ8PlQwZD15dYHfulbRv662ax/+C+CW0NoZki/bcmfA3KupbdYhGB7l9rZWu25KxB0pLTRxMVlH3rqFy2BsQDK2Ap73e6hZYfWnUug450y4ACJOsWDHCJDYARcYgQJklFVux2TLJIYP5+ROWA9NHypskOQ14CVMVa1rC1TaJLpAzGdOQdVIwHdxXeGu/id8YOYsnXgJXL31zWLSJADWypmD3z3BnD5lEZL7T9ewCgumjpfW1pC5oH6ronkc2X2QsOoGOPzgNyyyalaPBP+w86T3o+Wp7uEWVLIZAYpnjmY8AfAeIH/yYAYM47gtuSPh4Jj9t+PBYv5JEBNjahxTJIQ6wkX4ts46OZ3yVXEasELdjR7B2BfNvj1oSPVr5hwX26iaXwKKBLxS0VY74YJ+AJfV054dB7LzsNIO1g2ZsmMA7Y6z09S+eocsIKffR1eaqmS7dcBmYQz+V6gFTzisroc8rBMpcrhaevG1LWzxfjWPKSoZaI4vwnII7/HIFJLgWXUnzmM4mlTINDb5oEKHxemeHOO5guJJqygpaes2Ll4xBHP2LN0UVBoL1/moCp2kRLxZiTB7AYSADTWIgVFsUVPBxpR4BkHXPeGOAdwUMTDk722vjcSMOc1g9EXZzxqzgCB8uSgWBBohzdizhan8TMvhrG6oEp414PzoYBITFxRaGQZjECL4QjqUwrpYDjSKhqMLRYx2mKfm+Aoijg+i6CwIfrWrApBFCgQKFyZCrDIOmhH+1CKYXdnQhJFqPRaODZ1VV88/HTeO9734M4jlEUClJKPPvsc/jyl/8Y6+traDQauPPOt6IAsHLmSTz19FN4bvVZbG+04bkOBASCMMRX/vgrOHfhHC6cv4jv+Z7vxtbWFgaDAcYmGnjyySfxXOsSdna6iJMEb7nlOL7ne74HUkp8/evfwNNPPw2lFILguhvovbE3XoexVw5+mUNovymyk3ltpi9XCruDGBudXcRxYsGO07Agh0EVW5KwKjTvUDaqKOwCre1eWJyx7vi2DKWHsaQA9MKtWRl/2pZmAQI3wQy9v7Zw4VIVlzRboqAFDrAqX2/cMHgPxro/jEUp4TErKCkDUN5vYLi/TveANd0Z2mcGcd64yR1uykkjmOFG9mYhUMtzA1guaY+0BzsbVO7yxk3ZuJWtEYOmGdcHGlP4gclR68cm61ZZDRALIycJ9DKLqPsvW9kaTg4EijMP2jI5Dy6N8z4n6ya/lY5BM32qO5xFHMzQ+S+LPpJ1AgruFJkGB8fNvJHhMftC0ryI5t+E+OCPm5cviwiLYWDSK0XBWQABAABJREFUMpB38IXz91uwVk56Sdbp+MNjwxdvdF5Ho9E5Nv14GrQ35SQJadjIGQDyNhYisnqZTyl/d04eAKp30jnm+QyP0rXlTlF0WTCrzb6D4dYD3SPHRtUkkir1tFVOAJUTVBZWA7qB0EbfTfhU0i2EZuRCe+1rgNp0Z7She5uOhVNXuCSvz6cpyw7OUhleTkIc/zljpG0+f5zOITS7Vzlh3pPActUyyADgTWPJ6WtbG2JFxbH7TU8vl8Tnk8iy13qflgVFAs5nEmN5iof7NTxVGcFCrDDnHcEF6eC2pI970gFOyUvkC6ivn0fCOiXxxE+SmbbapHOWSUppcSaQ5xmqoU8A6SWWQKWQKAqFOI2Qa/NqgL5nHdeB57nwfPtTCQOM1Cuoj1bhei7iKEG300Nnewc7Ozvo9nrY7m7hyvYaLrefQ2e3jTRPISSlkFSCEMdvOYp6YwSPP/44Llx4VnsLAoDE2FgDd911J+5+291IkxTnz5+DAHDz4Ztx151vxTvf+S5MzxzCZnsba5cvQzgC+/ZP4cRbbsHce9+D2eYs1tcuY21tHb3dPp566iw2rm7g7rfdjZtnZ7H67CrOPbOCM0+cwbmVcziw/wBuv+02dHe6LzRFb47x7Vi9fDs/b/KxBwJf5igKussEbixxvJQrSpVi5p7PeyrNclzZ6uBPzj2LMxeexW5PL9zxmgZx1DdGytQGgS1W73K2sDdu2TWdP2uSGwBauDj+jFm2IrWiBAYm0XkLOspgI92yfW7s4cdK4LwDjpsy6mYuaWpxxQNBx5QLCei1TVyZ8etL1u0CzCwgoNmikhqY34tTPXTuMIFaXcrU/VwttYkHGlPUGxccxyNhHRf9Ch6oV01cnAHa3rRWsG4S2Oiftj1tbOJcZjGdxnAShWZo5otxQAY4VRuBuP3ntaWKZjHZbFhOmpIs1ICsPljgIEipCVm3gCs6P6QGh9QlfTUwool/8fn7cX/7Eh1LdE4DyZIClUfeN36NBHrp3LeQAE4Dovk3LWgBhnvJOAKPB+cbM4gErLBC+wVy1u9coY9XmzgvBpI879QlukaxTTcUSAhgsCq2SLEQxfQYD1aca6Uv9w4uOxI2gSOiedDZwCZBgwGmN4mL1x6nnjtd0jUG0ACdq8FZzbDpx7WnI1sszeXK+vKJkK5p7nEF9RIuRLHdnj5X1CdaHW57YONpZ4LmmAG4CIfFW0M9tn3LWDoTWHIVnTvVJ79EOUlMo0+JJ5+tTaDruBjTSUnLjqQ+SB58IwcruJnPq+bxOYyR+tgPjYegynM4+gaZvx/L8ZrXZ/2ydUqBAkkWI85ipFmikz6U+a612ykgJOB4Eo4r4XkSXiDhBoASCXYGbVzdWMO1zU3s9iLkqgAgIYUDKVxAOBDSxehoA3fecTt2d7v42le/gl6vByklkiRBp7ODy5cvY219HZcurWFzg75/RkdHceDAfjSbN2F8chwKBQZxjDjLID0PY2PjmJmZRr1eQ5aluvxbwHFcTO3fhxO33oKbZ5twXRftzU1cu3oFruvg2LGjuO22W7H/wH7sjb3xeo89EPgKhnieGnBRAOolCK3Lr82LgnIqtblomuV47lobX3lyBU8+cx6d7i4O3zQzrJb1xjFXhGaRRbpeElJwv15pOHpBlLlZLE/GGpCxajfXrGDZJsZpaBXwhN0O9/ChZJwLEBjQsVm2v2lg94VBHS/U3ri1uAG0QEKzfvwYx5Ax08bbZkNp9vSLzmtwWbVq2Lxj1K8oImPay8wa26201CaVszl5ggEoR5yJkOYgXrWMClu5BLNWVcy2Osm6Bc0akJj4rmyDtsMN+zIghojTIBhkV+/EktgiJrKkCoXqEhBVMRDMWKNtLgezEbMWTfzY+34WCxP76NyGx6iBv3qnFQLwOXKqVBqVVWIp0y1jgzJXUATaEAvFQ7PMrXjFloJLNwpkv7JF7JmcJNYtPApE540Yw2Tnss+gqGkjcC0q4QQNQQbdJMJIsRhIAngMlPicyUD/u00/bLCuxRgAhtJKkLdtznDex+F6FY96FRQ/8n+a955Pc/q9iCiPV+kovegc2JoFAOBOYVlExCSrLjF/8KnFQAOopqhZpXAp8cd8llj8Y+LgqvYYwmOmPWAhqxMY48E3TyycyTaAdJ2AthaaPDDaQCtbs/YvOpHk06P78NnaBNkSgeLjeJzc3bLxeUjQLAQe9SrmurwgHRK48I2A6iNT6gUZQAKCJZPogi2iBVAASRpha/caNnYuo9PbRD/uIk6pfJtkMdIsRpz0MYh20Yt2sDPYwk5vE9v9DWz3r6Gf7kCJFI4POC6AQiBPgDwtkCUF8pRsaAoU8H0Xh4/M4ujRwzh34QKeeWYFRVFgff0yvvrVr+LKlWvYN7UP+/fvh+vxjQCgcgUJatcJAw9SCqRphihJ0OsNsL29izhOUQa6vuehWq3A9z24nksl7oLCRoWUfPgmznRv7I3Xc+yBwJc5hhVn1/3tJTQIll9rVGMFfUFe7XTw2DPnsbLaguu6eMvNN+GH/4enSwKNTSpvqiu2rOg0DEPVqVzS7MOEfUPT52dLZf9Nf2NYTMCefhyJ5k7pXqkGLUJOgx6L12h7nP3LebpsPCw8W7IMjxI7xZ5/rIItC0fKZVFZt3nGzAqqrk7RCOxzmTlk77bwqO2LVF0tlpm2iysrh7lUp2IY9S4rShn88Mg7BC7ZJoX7J3XjPlRMjI5h9frDIh0e2YaNxnOnSqC3rxW0FQINABDMGtUqK4BNZB1nFXuTZr8Nu8U/fI61N93b+ztG8GLivlgsYkQ3tL254Haw+peU0gQIL0gHh5KItsNMlGkxKAHJ5xnL8ZPmBqSFhMBwEWnPx7bxoDMsFgNB+ASi5KQFeqwGLuUsG+baXC9c8tR+gnKS3osTZoRnzbmdCXNTwuVOHi21CfG//RUD7pZcRfvhTBBzqD0Gm8Fxen6Z/ZX6RoSFKUXP+BHO5YrAfHTO5n57GsTr6L4mfCzHT9Lzsg0Ca9oux7DBqo/FygiVw9nzUlZLxuy6UuBNE3iO12xfpi4xs8iF2VQyFC+ofCw8AwRPVQOanxITf2+vbRNU4hVzk9MSBe472YF0BIS034NlZe5wiobCsDG0hBAOcpUjSWPsRl1s7W5gY3sN17bXcG3rEq5uX8LGzmVsdq9ie3cT3X4H/XgXSRohUxkKQayb53sIQg9B4MBxBFQO5EmBNM6RZwqu68DzPYRVH3e+7XZUqxVcu3YNKAr0+32021tIkli3/Uh4Lgk5fN/D7m4X6+vr6HW78F0PlTBANQxRC0N0dnZw5qmncO3aBqTjwvM8SCnh+z58nyJJXdeD7/sYGalhfGwMWZrhwvmLePrs07h8ee15P0tvmlGIN+bnTT72QOCrNF5JvqQUApJfIwR6gxiXN7cQxQl+4n9Zx1/9a6d1L2B1ODWj3B/HUXNFhH9y9SYg20Bx/Av0vGCW4rN4wdVlq/dMHYIxW+YSlAaAxS2PYk45ZA4svKGSEDwqW94g0tB9T7TQVC1Dx+pdp2qsY4ztCj+PARxHnakuMDiLk/3Y5hGzYbOZ7BAmPaSIbKm7LFzQptJz8oBWDhMjZfq7jICkakyfh4Y3qQG1FmhwT6XOCl70E/qd2UtmPplJZeEOb1d1qV/OnUFT1FB85NOAP435glTTc8rRwomuBY4mg5ZKynPyAAEQ+DbBhG1y+LxolnJhYh+9d3jU5r1yxF14DHPeESrLajEIhIcPRF3dT0Yl4hYSE99mgN+LZQcDFghzK4BJh+nRsejyeUsUdP74xkODxZbapD7TeGW4ly/vmF5JOBP0uy7NN+EP2xyJ0LJrql/qu6xbb0E9pwY4l0yPMThrGD36jLXtTYAu434g6uLBbt8w8nPK0WCdLJgM0wnKAp7WiSULxQF7Hkz7RR8oIttLq0vCLbWJ1uBxYyQ9n+aarW7bY9E2MhCeLZGzX6aoaWHNOjg2r1wyXpa57QUuUiypSzi5SzdDS55DPZzwqcc0peeeGqH+3mVHUg8tK+wB1CohahVff6dR2ff6ErD9uuNSsZ52KeFIF650jaAkVznSPCUmME+QZCnSPEWucqqgFAUgBBzHget4cB0CXQTeBFxPwvUdSAkUirwBg8DFoUPTmJqaRAGF8YkG3nrXHXjn29+OqclJNEbrOHzzLDzXRRxFmJ4+iMNHbsa+fVOYnb0J+/fvw+7uLrqdLibGxnFo+iD27xvD8eM3Y3p6Py5fuYzL166iMTmJyQMH4Po+brrpJkxPH4Tnumg0RtGcbeLg9AEcOXYER48eRZaluHTpEqJB6aZ4b+yN12nsqYPfsFG+CxYQOldSKYU8V5aBAoB0zbJATtVGx6WwDEC6hfsaJKwQZ++i17hTNu8TPr2lCbQnP7x7d7VBro5Pi64GuCAdWnikA459gztlYrUMa2gsWfqAN0llL6ewJWr+O1vOMJA1jJ0GDGxtwuDSm8QpJwCKcVIyO6W+SLbBSTdJKZqtYTl9kh7PNqypc5EC+Sr1P6bU23ePexxLQoM5LSAxPoTuFOCktkynfRSbwXECBMz2sU+iLsua3jxZKfXoabazZMxMgNkaGf/gL/wQml4F606Ok4MBTlUjUuKqDgESjgwMZsy8Lbs5oCKKKWODbgUC3MGMUTab4TTAZsvXDwIpE7gnT7BYXASiCradQ0ByCcWPfQU/9g8PUEZtuoV5eQhLuGRfXAaCZj9iO5/YGjbGZrNtPV+kDuZrV58PVrCnW2Czcbo2tIG2O4XlwZNGdb3M7HLlhDW81s+jj5c2jxY1tK4zNDbAU3W1pYo+R8z4akUyKidQVsubPke1icXKBBAGgGb3lgENLOsEbtm+RyvBl7LzgJjEYkW/R962NyQg5vJInlP6CcawnG6S/VLlLjyq33NJxCU2uWsU40tenVhEmQCiaj5TJhbwuvxh/i44ohwsCwLZc8rBsj+NU7oSPaccXCgp5ZfEGqCIjZ3Pq1iSqZkXqC7m8yoqYYDQpxKpUuT1UbZuMUbRhh20oBAYtniRUkDilZdHiwIoVIE0StHvDBAPYgSVEPXGCI4dOwwUAkmcAUWMg/v3Y+6970WlEkBlKaanD2BqahJj42MYqY4AQsD3AwS+j7fedSeiOIbnuKjXqpCeQLURYHS8glqtgo12F7nvIhgbR5Ll2OwNcLDZRGOkCscFJsbrcE8cQaVSgZQ+br55FrWRCjY2N1HbHPmWx/WneuxZxLwhY48JfJ3G9XfEtiwC0/wc+h4atSrZHaiB7VHjhA7NKhXnP2HVodF5GNNhFhzohRRFSnfquvzTKnpoFT18eGvdNObX8pxMZ71pzGEMla23ANDmvLosx6CmpbTtCPdxMRsVHqO+u3jF9FcZMQgviizaYIDkVO3iVE4yMRNGi/iS07e9hZyjzIBq8Di9F/d5cYpG3rZ9ewD9PZghdoPzjisn6P2DWQJKzOqpvgUzTpUABgtxwmNWyexOmR5NUpiOm77Jppyk10fnLdtTXojTdaPuXBYRLvoVIFknxs6dovliZSxgDcCLtMQ2ltTClRNku1OOK4tXdcmzb/rb2L4HgOlFHMszw+qxKEP85ruwKK5gIfHRDI7bvkYAQ3YwDJqcCW2QHJvIwCZ8e15Z9a0IxCzLXANjLWjRhuZNUTMgp4XEMqIAAfzqnfq8NGib7EkoA23ovGmYWvbbI3ZZ9wlmGyhWPm7Zc4di6obELbJK29c9oHMYMyVmyhIuhs5lsxD4TNfXzHlJ2a4BbVPUKK4tuL0EUFPabnQekFXjEUmZyxPEslVOYMmnzyjfOJjrQSvH5xSJmdizD0BJEFYFVBcP7irMKQcLg12T4NMSBfVlOvT134RP780enYBR1KNI0Ro8btl27nNloY6+lpY8B46UcB2pwRyvrtw+I83/hwGgMI4LN5o7v/JRFEDUS9C+vIX2tS1EUYokyZEmGaq1AEHVQ7fTw+XnNtDZ6mBsbBSNiTqSPIYAsP/AJGYOHcDBQwcwOlrHbncH7Y0NOAKohSEkgMD3MDExTp6FfoGDhyZxy62H0ZioQ1Z8dJMUp88/i7WtHeymGQZxAscFRkd9+H6BXm8Ha2uXcOnSGnZ2uqhUXoBd3xt74zUceyDwdRpFoYwAhMCgLoegMN+XY7UqDk8fQGNEl3H8aZjM3FLzuzj6EbthjlIrM28MSgDbC8QKXgA/sflr+MI/ux/zaY56nuHWwS7mk8gsCi1RGMPbVrxCi3e2Yfr/jLJRmwCbkpsxQCbrkoVY2cgxHtr4FunmsOVI2RyYARY/32nY3jtv0vrzsbJzcNZ6ETJzxpYm6aa2LJmgf7PdTikJY+i9WdwQzJreQgMaAMPgEMjpW8ANGMuaFhICiyb7OShFrvUtYNLbXPJD6sfT/XDwSXXMC7tRj7L6mwE4l9cHZw2rxoIOMyRlG7PC90M713Bydwsf2rmGhcEubh3s4oXGtuMawGCuqyE/QLYrWtdlxYYVDiEZjiPka7MENDiJwzCAgC5bH7PnALC9pHnbXnN8I8LtBTKwNwODswRe4hUrOBIh4E2TlUrZf5KHR6wtZxNDeMTwOdIwqRekY/sYlbXe+eCYqw20q1b4o/e/VfQIYAEwObx5h4zcgxlwagmD12YhbPk5XQfiVXpNuQ9UD95uOdrOMKj62B4YkVhWV7DtUNHHiE5K7HBLbWI+k7pftDr0em4jMICxELbHkZNYBo+jCR9KFYhThSzPweAP0KxcUZSAIAM8YYDgtz+u8/xQBeJ+gt1OD4UqMDpRx+jkCKQnkRcZCpEhTRPEUQqFHMIX8KouKvUQUgrs9nbQ2d3EIOpCSIWwQubUSZJgMOijKBSqIzWMjIzA90MAAnEWwXEyNGoODk5UMF4P0O3t4syFZ/EnT1/AuUtXsLXTQ5SkyPIcQhYIKz6q1Sr2TU3htttufRXm4T/jUbxBP2/ysVcOfp0GKeH4Dtixd7ul5uiRSoD9Ew0Evv6iZiNbLrnxAnp9NjCXKk2fW8WkZDDLUC49ieM/pxmcPpbGJ/XC1QegbVucCdsryIa/AOB5VlxQSm0gz7hxy07pfqvF9Irdd1buhseG8k5NaRiw+8jAlfvtuPzMoIePmRmhFLYUJzwggH1tdJ4A7eC8Ld8CN5Z7uczMIgLuAQuPAdE5zEkHy2q9lFer1dnGMDlGK12xKmU2ZtavN+9ZRGTmzMeqy6EtZpc45q/Uo9gqephTIZbDY1YxzGVBSecb0XlTGm1504CYtv1jgGE0H2hMmW18aOca7gs3AGhgx/2muty7hEuYTw6Rr6R3BMsy1+bIWkyh2xDmvCNUDmUAwakqzASn65iTB7Ast3XudWqvB84U9qfRytZQfObXMfvDvwjAJxAXzA7HJzK7qM8dyiVw7nuMzhNTxRnPnCajACukYTFRjJYDADpj1yN1bitaoWuqfxqcz9zifdAZ0qb1QKYWVKab5twuxIp6R50JLOdtoACWpQfEm8T0FsIyzR55REJHGFLu8RTmpIN3DzpYHhm3DCTb3nAqSSFKySmw+2bK3jGJWnRlAIU2AY/OacCty7uqD8iqySA25tfSM32I1APYNQkmHKHYyjdRFCG2d/roRQ3UQg8OGzc/z0L7WseoCQGdQRzAD33UGhWEVd/8XSmFkUaIsOrD9WnuikLBdSWqoyEUMsRZhO6gg3qlgX37pzA1NYUoipCmGVzHRaUSwvEciAQYOB6iJILrCFR8B6FXQdV34bkOnruyhbVrG+j2+rhp/yT2T4xiasxFvV7HO99xN3w/hBASm1sbL3Q4e2NvvGZjjwl8vYaQEEJyMdgo48p3xnmukGbU9Pwb//CQ7b1i1io8ansDDVO2aZm/khiB7TRM6gX3XvFiwT58bA0D2L4oLp8BlhUps3apfi2Xg8smz/x7vGbEG02pbVby/jAA5G2yybNevI2ikVM/jP9grNnQigYs+rHwGL2HVhMX5z9Bz4vO6x6+qmWJglmz+DeD47q8p9XHuVZcsgAgWScQ4JPSciHTi7CK9bwOCBCzETafg2yDgArbyASzQ/Y9TVGzQIl7tnSuMbGB+txqFm2uCIn1SddtIz6baPO86/ze+WKc3rP8d3dK2wARa9tCQhmvo/uoTKmtYoYERwCgBljKVvD+3Tbev0vs1LLMLeCRdTM3UH3NWFUtAGRPPqeBZWwbM2zjkXh9C4DTgPjgj5MgIluD8T1kBSyr4bWS2Ua5aQFH/7QGUjNGvNGs3GWYZWOrBMDYIcnA7KdR3AIWeErK3TVleK3QnZeHUPbsoz67CM3KXcSqyapO5oBl3WItNtHijxYSw0CyAIyNnhfDwMz3qWpAwF3P+1wR2r5XA+zo99Xf+0kSn3ASi/68z+XK+j0OzupzNrDnUqfZzOWKyr15h9hoUVghiq4AsPKaRTycAvO/3nceKs+R5ar0PQe8dNHct0PPiNIPACngV3yMToyiPl6H5w/zHVJKVOsV1MerqNQooSRNFfJCIRjxUK1X4bou4mSA7qCDKOlDSGBkZAQTE+MYbdTh+R6kEPAcD450Sp6GBH7rVQ9HZsZxy80HsG+8jv5ggLPPXsI3V1bxTOsa1jZ20NntIYpjJGmMOHl+pf2bZuwxgW/I2AOBr9NwpAMppHbHf/4rrx8n2NrpIs0y1CoV2wvIoM/YvOi+JadBwFAbJCNeI8DBJUwArKY0lij8pc8+fBxWz7Yy2rT2wV29aDAj5pF4pFm5y7J0ZWsZBpXMPgC0sPnTJUuMcbtv3DwP2KQNViLLivbVW9MlVrZ00aCQtyMDWuCjczrSjlhIceheCwa8cbsIszl1umVFLv3TeiHTfZVlOxp/GghmaFE3Ipg24E3TY6zy5N5CVjszy8UlctW1cXuAzSsGYNJA9O+tojfE2gK67Cer1kIn26AeziIcKq8uqUtYylZQtP4xgQtOFOFsZAaXuq+L+8IWxGEDcOflITwcTWnwXAGqd+LTo/soXk8zQwxyTFtAyZz54fZlPU8doHqn9uGja6RV9LRgok/7Ha/a0jWbJXNPJV/bupfP2PMAlIwSr4BtgUwPZnjUiqaicyRs0aXKIa9IWTeiCpMJLeuGJSaWrWrPKwB40xZEyir1T7IlTLZh49qKHoGodJ3miYG/nCSAmFeHehBN+bcsPuGbM81IN0WN9l3U0BQ1LIuoBLipBWA+zdGED/EXPkEAktlsfb0uS21Z0z+NBXHYln8BAw5borBeh6z8B4yX4nwmUTzzMayufJTe35nAXHA77RO2geqdEBDwHKkVwnycb8xq6/s+RsZGUKkHcNznB6HcpxhUPDiuRJ4XUDntq5QOpHQQp5G2o+khU+l13990nFI6kELc8N1eCx00943g1qMHcMvhaYzWQmzvdPHEuVU89vSzePq5K1jb3MJ2bxeDdE8dvDde/7EHAl/nYaPmbvxSjNIU270+8jzHj/zQN+lB7lHL+7YJ3iupKhlQFZE1NgYsYAKIrQiP6deXfNSER353Ok6OzXabhbDWIGyQLOuAO0WJAtybxr1cBph1tBihq1XA2iqGF2eTGtKwUW+yrtW3HVs21SDPlJu47KtiAlMsRonXdFm7agAneRkSU2iMmJl15F4zb1wzeQQOi//isu0pU7EWl3R0c32MdcfHw52EDHV1gsOSq+y5UV1dUg9szx5HkXFPHPcvMhDlwWIPRzNoemFnv7n5JAKSdTzcvowjiox5qaewT31l4dFhextvEtE7vr+UE6wH9y2KmmEUuR/vUBKRiXF4DGN5hk+OswJ1QAA7XqFFH8P9Z5DVUiwcgY776oXuk6QevuX0wnXXcdvuj1PVjFSMcnQaRdx1LOvEbJm2ijFxcdoep6U2SznFWvTjT9N+VE4MKabZOoaADwEvBlBz3hEz71B906fHySMfiIipXeA+StUn2xZ3ihhW7flITG2fmEUNHlmUteQqiluDT6XWbE2DUrqxY/EGf3bnM2m3m62Z+V/GNtnAaLHIktPHh7fWLYutGU22hzL2OpUTWAyDIdPnFhL6uxExaYGVvjFcFpEVhOjBLQHL2DY2M81CwPFdhL4HR17f//dSxnVs3nWj7DP4LUFlAQgp4HgS0rFilBcbrkeiljzTDg2AiQeNkgjd3jYG0S7y64CgEAKu9CCFhCrYd5LBoUTgu9jXqODYTRO4/fg0jtw0Bd+TuLLZxp88fR5fO7OCs6uXcHmzfeNO7Y298RqPPRD4Bgz+Yrk+Ni70PYxWq3Acp8T2VW05MdZsV3ROCyu0QEINaCHhHjRj4RHYpvmSXUXxU5/B6tv/I4r3/F8441e1ArJuvMRaRQ+rP/I7BDp4kdcLyWKowZask/BDl1fnMGbZLi7bcumWe7CYNTTN57o87U7BmlBr6wtW5nIax/XN/5ykwIKZdAvG11CzN0ZdyqArXYeJ9GJmLzwK8cUj9uSw+AQwwHhZRLhvbFQLDfRiX0TD5tBlwMXMo1bt0rmo2/KnivU5nTBlUaP8vG5bj3oVnMwm8Mnxabx70MERleNDO9cAkOfcfCbJe1ALApruDMKv/bvh7fH14E7RvmthxJw8AKguHhgl5nEuV3gkpL6vITFPMEuiCD2PS55jWSbAgnc2dQYMKzwvD2E+rxLAYrZYK4iHWFfAsoFcpuWUEKXbCPhGZXBWR8Cds69lw2w2DS8imhNWBLOaVYNwY24er2JJXUKr6OnowBLbydeaNnLmuVkMpAGdpoRcRNoc3TPinpMDC7KaogZE5+l8yUkqeatNs79zudJilPN2HrMNXZrtW9ZR9+2xNySr/yHruG/iIB23qBmldKvo4WRvVxtvhzR3mrnkc2b6PN0p8ueUdWoTAMCpQvw9IG75Bcwe/0UTR0dtGHS9fujvdVGvhhACyHKFXCnjgPDqiD9e+hCSfugYXtprPM+B6zjI8wJZptNFioKqOI5EkiXo9nfQj3rIVWY2LIWDwAvhOR7yPLuBKWQwHPoCB8ZDHG9O4I5bDuHwTZNwnAKXrl7DN595Fk9eWH81p+A/v6HegJ+9cvAeCPxOGpXAx/joCDzXBZwGLUSAbaA35c2ByWlluxRkG7afD7A9TGzhISfJqkI5EKf+Cn7+99+Gq//xAP5y5yoAmC/1VtFD8Y5H8b5//NcwnSemAX2uCM0iySW8xcoIMRqc7hDM2MWdmUrAgtV4zYoVTF9hSR0ar8IIIwDLrPEcqNgsSuRRp4EOR8ep7jCb4VRtzxyXek30W3xdzNuWWbxNCV4PyqyNqPdQ1IZUsCbKjQEhs4h5e9gvDrCspdPQJVq9oPOizKCQWdtsA0dUjlO1EdyTDijBQUTE0hbRUMRXa/A4OMZtSD0OUL+gPEQAx53R81zVXoE8P31ckM5w1i+ng8SrBGR07J4pNaZbOoWFGEPqWyvNU0Eej0u+7mkMZm25M9vQvZBr9v2icwQsRA2cgmNKsN60nfNgxgLbdF2fu9iqwrUdTavokSJYC6GMhU66ZRTERngiPH3TQZ+BJV/b8LDXIQ/TQuFpw+oJq17vnwb7EM5nEl+sNEy8HH3ATxATiKTUfkEJNCZ+LjxqzJ/5pmHOO2JLyFyG57g8TpgZnKXn8HbDo+bz8dnahJ3X6p2ADDCfRBTtV6SUVa1B3qkqfUaWJbHOc4r2q1X0zLVRjoykHkbaD991IYoc7U4f65s9bHZjxGlu1MEvPr41u0dWMsCLkYtFUaBQbCRdQDoFhHzpK70XOHD/X/b+PTyu6zwPxd+173suGGAAEASoocSLTEmW7PjS2GZaJE0dp1F/vSSnLfzIpyfpJUVPk6aWk5Z27NAJ49hh2phujtMEdnua9hfrGL0cJ2mP2qR+3BrJoZPY8SWiRFEiAQojArwAAwwGM7Pv+/zxrW+tPbyJulIJsWw8oICZfVl7D9a73+9739c2kaU5kjhT22IgGCYhOr02wjgYMLp2bR+eW4aAQJYlV7GWxXMQKLkWJusuDtxVw7337MKu0SqSKMLFK+3rHNHO2Bmv7tgBgbdxXF3WsE1Tmq0aagEFIJmbQLNK9qhemFjlyCpLaRwMQIIRAiT7shRLBj3xz6QlfHZoHLt+6mv4Qm0XNf0DytNMfOPdAMi6BGYds0FIpssAlfiyS2CbDFWiYqDDyQ3MCNkjureRvQ3Z7oVLhBzplfUL/XE1xU6qbV09D/w6zjgWnrbD4X+r1A35GmYQrTECW0ZVes7JUjGzUdxDJ4EOl9XIOqekj49ZQ96/tx/KTFqZfcvjZbaIQatRooZ9Zu0kgJ+JAgWCOLZr3jYVm0Ul8jr93MqIofQPaRGDUVWgkLbbp/J12iIAwg8LzMpKYK089RhkKGPifqEfta5tVLjE7+0nOxTZFzedZoqthPA0gEnWVJataicoPUhMKBwFpFVWMgMznhvDlVY/K3S+3Abg7iXmi3s0i+xi2lKlV3XMzqR+LZ8X30usHmbWOKIM6ma2rkQbDA4XsAmVxMMstLTymXc8SglhgJmtA1lH9pfK+TXrdGyscGam1SJvP07RWcBmIZZRf2Y4febhoENlbwZpbC1kkCqamWuymCFAOi82qFQvmVAAQLiM2TDT2cJ5l+4/7p+Ux81ZyOqzEq/L8nOO1cubeOLZVfzhk8s4dW4VF9Y66IfJCwBB6Zd6i1hNvza/5udJnCLsx0jC9BaA5/WH4xowTYEkyRDHGfKMjt2QFjdJFiNJ44H3CMNAya2g7A8BEEizBFmWyuPK1TmiYJ1j2znGh00caNRw775dGBkq4Y4er6b442ZfL2N84hOfgBAC73//+1/ehm7j2AGBt3FQxNHgJcizDMhz/Nq/aRB44D+wRV846RdIG5HfuW8PspGby7FmjZg6EdBiASoxPtJtAbNL+PLiR/BT3/VNLJ/9EJbPfgjv6rfRyIXyR5tOM2KcuJQpmQZeYGBfBXS49Jy29YJd7E+0xjQIKqYfALqPEJAsnfRKK6hCVdYxA5xoVSaCFEopUrjSEGUNAAENVJlRDM5Bee7JaC069pYG0hIM8iKuhBhpWx83q575OjC7pix9RnBiY13HevmH1L4WsDlwbMy8qH3IOSs277MRsgItXEbnHjtmnoqefiwAYiaXgZJ6LYuG5IME95sy4wwoFWozW9fMLIMoaUTdzNaxEC/hqH0RyELMhpli4I6EnuqTVHMhQbnKdeb+VL5GRZ/GeGNQtV7MmPb2D7K8NlkLMWDZl6VQ6R9cGmZGs6ial6NhTdGcS+sasoVZlP2OEhzKvloE56i3lv395H2tsoYLAHre8fROsh6a4VkNdDnaTYpsFFCW12YmCnROstxmM+/itEPG0EhbCsCpewXQhtwsrOEHR0C1mzwcdDBt71N+gk2RazNo6bPZgAMYJW2wzZ8V/xBgjeGDH/RRG/KRZzHa7U08//xlPHV2Fc9dbKMXJLcM8l7K4ISQYCtCd6OPqJ9Que8mPYY3HgK2Q7nDaZIhSTIFYg0BOLYL23IG+h0NQWzgcHUMtcoobNNGlqcKLOY5kKQRwqiPJE3kQQsAOcolYM+Eh4N7h1/+ROyM12x89atfxWc+8xm86U1vut2H8rLGDgh8vQ0hkCPHD/2dK/QHuvTgoAdg2tMN8ACUIpXNkQEshE8NLM77shQQNuZcAw04+OGtK/j5/+cTep///kvqnz85fA6PdFuYiWSMmWnoPidAgQ/q1eKFuqXVsWwbw8DIncJMyv2NXALzVZoCAF3GY0YT0P6Aaa9QYm0rVSmVwiWL5x/ShtpFFggoKHglO8eZwNGq9vDL+hJstCQglOfAAJfLv/EGxeMxs2XWtYqSS83cb8jMpwSunxyZVCKJBhw0ckE9Y/EGmuFZHNvOMJMYWMCmZoAZBOSxAgqz/W3MxCldUwCcdTvAjqZtzFgHFVCmf2tR0IKRytIulfHycx9D/j8+KEvddQn8qloFLs2rtVFyqPo4GRhMp5kGcnzfmjUSnEjQcrxcUeIbAqtSzNQ/Q+/jEjzfC3wfmDVtiC3j+qbTTPX+KXFS/4zuvUxbmMYwlbHlQ40CnlLwMZ3JPsd4A8oSiBXCIte9fGaNAJb/kGSyyShdMYPOJImGiobXgG51yGVudbyqWwAYyBXPL21JT8sz2pZFJn/AKJFfI/cPMisdLMo2DSqDN/OuKvMqtleVqW3VWjKTlgB7RLHQpx1qD5i3TZUUwvdq8b95O/syeQ+xCXsek/L4713AL/0TH60Pe/jZn6lgrdXGM89dwfpWH2l2IwpG3IKIRL/+uqkieY5gO0LQCwEjg+UBwrx2K7c6DINyh2EaiJMMcZwiTRMIYcB3ynCLKTqF43JMB7XSCHYNT6HsVpClKdIsQZ5nCOMA3WALcRySebY8rzzPYZlAtXzNJu+skYvX/guk6N7a2hr4CsPwpoe6vb2N973vffjsZz+LkZGRm7729T52QODrbBjCQBQnGsxkvUJZLyyULQtMILMlDBQZfEj7iAUjVSDu4aCDapoA7vUfy4dO/984XhnBvE0mtcr/TSZhUOm3rYEOq5G538w7AKRtKkvGBArmk7ME3oJzOt/X3asb47m8zUxQUURij0glqWQ/pXHvgDl1sqbZPgCcLdzsP6Eb6rmszMIBjvbi+XImZQm5RP+WkWsqiYVFOvakFldw/yX3XLICMyv8ASkoPdlmh8dxVwPWo24b89kFnGhHyjamYYwqWxC2wjntlKjHDpsD4JyEJtRD17Cm8Mb+turpm7flasi9mMUhbIh7Pw7xXT+re+ZYcW4UvAPZRJtBlgQ2zbyL6TSj4ykCuUz6EsarKgllrnUFA/6ABY9D5bPI7OJVebewR3GsI9NWir9jpbjh0rVK1rSqN14iEJOtE+tq0MPQjHWQGEtmYfnczBJUnKGcJ90j6Q3Y90znngLN07lHr+M0Hf6Srx2IdeNUkjzWoiujhIb/kGbXpWVNAw4Qr+JzrS5m+9sE9sIVejDrn9EG4cU+zmBRnadidP1D+oFLHtO8bUIlAuXxQIRc0WC8qAZXpfxkTc+ddB5oiLISkzQhlfQAPv6RDWRpKkujGV6tkcY5els95FmKUsWH4zp4uWIU0xBwbAMCQBwlSJMctuHAsT0Y4uZLp2U6qJVH4bs+ojhAmqcwDROWacMwDWr5AZBlKbI0RZ7lEK+xeGZn0Lh06RJqtdrA1yc+8YmbvudHfuRH8Jf+0l/Cu9/97tfoKF+9sQMCX2fDskxYloUf/5BcNPKAFjc2/I1XBwxt6Wlc9kbF67SgcoawNaYWn2kMk5oXwPt/65eAN9rX2z3t8i1fBISNTdPGTGJQ4zg3iWc9XV6SqQww62Q7In3IYI1hQQTEQNmy/8rbL1XFrhZhMLsGDCQtqNfw4IxkmeerPN2ERwC5WB7n97tTtJgWY75kyVyxYMkavT/eoPKeKJNfHveORavKhkSxkkqZvSyBIrGh3LulGEQGg1lv0KMuXh/MgnUmcSSpo+EexGw+oe1ZjKru8UpWFLu0IALZk6dFP/D2K0DBQO5oxaBz8w/p+4X7JFkdy4C4d0pbskimt+Ee1ObhhSgxBVx4X1JgQgpzV1/LtE1sk7wHj21nmB0ZVttR9zaDP7Z8kYxqsSzOIPio26Z9MgiRPY0cq6YU5O4U/c6Z1CAmXKF5SNaIaeXXs0iFBRas8GUWGNCtBcxGA4OpKQBYQayNrWPV89oUOZTil82dhS3L6wGQ9SiXGJECf8o+xqzhfaOjeNyr4pGuZCPzmB56pHqZSrNtmjPFPtsytrCqr3fWGyx7szBGVQ0kKGfvSrMGtu4pugTQZ7WutyOPf8FIyRJHsodcThcGgZ48FwOZ6XKDuF5jVtEKpiiyuFFvYRSEyDPA8V1YrqXUIy+1LxAgZs80BRzXgECOLMlhCheW4dyUteTfObaHkleFEAbSJIFp2LAtR1Z7gBw50jRGkkbI8uxlHevOeOljYmIC7XZ74OtDH/rQDV//+c9/Hl//+tdfECj+SRk7IPB1NmzLQq1SQbUkWRhWPnKUWLwuvzZ0JBqXOgdyXblXkBbc+6MeHveq1PPzHTc5gL/53Tjz21M41l6jXiM5Dsd9xRYoO4uso5WCzEaWHqTfRavENsSrevGUvnvK0Je9/dKePnY2bmYza84Otkc1IwqoSDhikQqqOqm2VL1iRcCRhbRAhWc14PT2E+Bx96KZrFD5sn+GBA2cw5rJkrQzqUudBduVoloW0aosMYda/CLZUsoU3q+ydrnceN6hc5/zXC2ykcCEFa6NXNDxGCXdQ8YCBr4PuI8P0As6oEG79HFk818FpDnjOFxW21HMFe8jj2k/xX0rsYAs7/I+pdhj3uwpgcfRaol6ESVIGsg3ZrDMSt/eKSqdy3NRPYjcIsD3CUAMH9+XmUlpMdIuaCYxlL8h960pcYkEhMqTkYES94rKodofENHnzhojn8A8prJr0WS9+B5hazN1/hmgARerk40qmS1zEkvWKWR3u0p8sS9LsT/so5msENjj/OP+GXnP9FSWcEOU6X5RPpmePlcuQ7NRNx+PrBwoSx4lBgkKAi65Hf+QZpQ56QdQn7emyMlfUnoe6ixhniH+RxHc3apfR66+F9W3QRggQwrHtWFaV9eB86v+fetgSwgBYQCWY8C2HeSZiShMEMdXW8Fc531CoOLXMFIZh2lYMj9ZUI58ngE5kGYpkjRFHIcI7vTEkNthEZPRtRoaGhr4ct0CqVAYzWYT//gf/2P8+q//OjzPu+5r/qSN2woCFxYW8Jf/8l/G1NQUhBD4jd/4jYHf53mOn/7pn8bU1BR838d3fdd34cknn7w9B/sajYrvYnJ0GL4vS5OcjsHD2y8ZthHMWAeJ3eMSXTFjlUGQNG9mgDFvm2SZ8WR87c4B4N9/CW/4thY+OzSOd2+3MJwm1IsEWsiUVUzW0/2Isi+KzaYRr9JxM7sCqD4tVZoFdOmPy3DcI8Z2IMkaVOpFvK5VxsoQ29fbZsEMp3MwGOIys+wza+bdQiQYsU7N8Kzsw+ppZgeS6WLxCEALMjNEtmRg85iARrQKFd/HfV6Ato4pmnozwyJB3rzY0PF+rEpVKmdbsUek8ow108iRcDxkGfqRrlR7+w9hOjM1aJdRdgtCesmxwTIzYmz4rQBW4b7LA618ZrECW9qYNQ2CiiVRs07AOxfU7xgvyfK4LM0y2GcgzUpfe1QygzV9/VSudFjot6Q5YKC3YKQQBz6iPA5P2j4p39l+SNiYSUtSfe1q8RQLRvihge9dqZBVfXn+IUDYeNyTwE0q5hcEiVkeDjqK4eMSOIs6lAk0QPvw9qvtsmCrIcqKWdbAiu6ThfApzI4SWF8QAZCs0eu5DcKZVEIoZoMVkE/bFCfI145FRNklDVj7Z7QJvWQyFYh0JmlbwaLufeXPgX8I0+4Dqs+US9isfoewYdkWTINBIAHAIpOmGT59u2krmOsxbvnAa7MUSKIMuchh2ATark/UDbKK1/z2BkbUeZ7CskwMVasol3xkWYZ+P0IYxMpU+kbDNCwMlYZRcisE/kCAN8tTKRxJEEQ9bPe30Ot3brqtnXH7xx/90R/h8uXLeNvb3gbLsmBZFr785S/jl37pl2BZFtI0feGNvM7GbQWB3W4Xb37zm/HpT3/6ur//hV/4BXzyk5/Epz/9aXz1q1/F7t278T3f8z3odP70fljKnovJ8To8z5V/uKuaOTNrxLBZBPzmbZOYvaxTKE8WniZlSUxFUhV8vzD354Bz0XWPQfyfv6GEB/fJXqThNEETEXkHFsuZtt6+ioyzxmSzfaAj4zg5I1yWi8SoXoBV0obcjjKC7tGXM6lfz6OoMC4mcMQbBBAYwCixQUFMU/QGzGMo30WzNGjnEizSz/pnaP/shdc7BcTrdP55QIuydwAz1kFaOLkXy5bXj/s4WTzDgxnSImiVi6sy/OVFO1nTZtwMVLmk7e1XViYwazheGcGxTk/FgC0YKbFX3MCfB1r9yYwYzwmzrsmaLBV6OkUDKMxhgTHLAwX0LgWn9Pn1TgEpZRXP26Y8/57ud+NrIFlPNexJOsdolQytGXBwSTVtQ+X48vzzPSbNlqczE81sHU/6FRwLa5Snm/Vw0vaxajqYxrCOvzPr9G9uo5Dn2AzPElvWO0VgMzMxE9HcNbN1CcbpuGdSFm6RhQyBx+pA3586z4K6dxrDKie4KXIc60lW2Z3CQN6xPap6c4md1W0FdHw27bP0oHrPdGZSoknaowc5s05zU3APaIqc7mk2xuZzUrY2hfvVP6SskhTjJ2zcH+ky8//+CWp/KJpITw5XYaQg3z0Fvvg7xbYJGbmWZgmSNEacxIiTCHESSZZQi0eKAFIIgSzOIDIDlmFCSLDJu7kWSBb/XTyW67N6WUaMnWM78L0SfN+H5zkwDYEwjBH0QyTxjRd+IQRMw6RsYfKaQZbn8txiZFmKJIkQRcE1tjN33LhaN/Rafb2I8Rf+wl/AE088gW9+85vq6+1vfzve97734Zvf/CYFPfwJG9YLv+TVG9/3fd+H7/u+77vu7/I8x6c+9Sl8+MMfxg/8wA8AAP7tv/23mJiYwGOPPYbZ2dnX8lBfs2EaBoYrZUzUR3D/J9rAT3YJyLAFRrEklgeYN6EFDQwSuDxZ/Hce43CSYt7x0MhNfPA//DmUP38YE0mEv//jC7j8K4ew6/n/QO/50F/Egmng+2WE2OG4T8bQucCqSSayTT5g7jNiNiVc1gKVcEV6A9Y1aGBAxMcXrUJlA7PKVvkc9rRIw91LYIx/p2xf2poNi1Y18DJDzTQBdHwMCJlVZCbM2y8ZkIIilUvbDFitMcDo6BQSwx8UUgibwHm2rq1u0h4dh1R3k0CgeLEloPEP6R7JbJXEJ1mXjitYpIXdEGiyipR7wYxRxTo1nUn85pWn8VfH70Mz6+JotaQBRx5TmTuNCIzEbUD06FjkgwWXRAHo+eT55rkRnu7dZNWwFCA0sQJYBzHh3K3Pz53CNIaxwPcrAyGzhn25CVhT9D4GHkXbGpk2Mi8CKD2BshKaVAyZenBgdlLeH2Rx5GFebABDmi1tihxN7uczPXX/zjsekLYwk49oIY27F0sw9TaxCZgAskwyh7LPNAtx0p5C044wnUkFNuhcmv0nZPtAT4PbYqkeJmaDkFJI0hae9CtQJ8zMdU7MJYlvCPzOWAcxn7agEm6SNS1Wkl6STQCwqwD2YiG5BBjEuJK/ITRLyYfC5xOuSHV3HRA93eMo7AJukp/fZA1z3pg615L/Rvz2f96NsZqH1lYfOQA7NhB3euibgFnzYdoGsWFZpqGgBHYCgMhz5FmMPEuQC4Ess2CZDkyTl6t8gOlL0xzIhQKANx4CQuTI85u+aGBkeQLDMOA5JTiWC9MwYNgUByfCGHGcIs9DeHBh2dcHAAQEqS8ySTNkKVnHRAn1AmZ5jixLd8Ir/gSMarWKBx98cOBn5XIZo6Oj1/z8T8p43fYELi0t4eLFi3jPe96jfua6Lr7zO78TJ0+evOH7wjC8Ru59qyOX/7udQwiBWsnHfXvvwuSucQ1MgkW9UDLjxuVYo1RQzo5qZkf1h5F/GgFA8nI7XhnBBcfD7MgwxL/5X/B276302q8neO8f/FmcaF3EF2q78JHWBczbVFI8HPd1Q7xRKvSN6d4mpdT0DsjymUfgL1yWea6r+r+53AsMsmScJMHiDO+AUnxSz19fW8fIeDFlTcJlZGtskKVUvVsaZFL5TZbM2cKmyDYW00ekWhfuXp3cImwZ5bcu7UkKZq+cWMKqYmtM908WvQa5vGZUifWSKmA2HWYAoZIZWOjBZWw2YM4DvHWsAQC6306Cc+X3xokfXH7l15iy3MlWPIAufwKaCcwDOh5A94BmHSXCYcWpZrtkUojKuW6BvQ0XskuaTVP9ZRsSDBPYI4NreTx5IAVIG+r+03nEVMJUecDKHqVQtiwyjWyVokQdHVX+nLcyyhHOTM2u8TVTvpclmWoiIxdZgJXHWDBSLAiyV0KyRopZzoTuncI0hpWymFnCOddQ98BJ24eKzuMoRKOK2Uiem/w7MJwmpEy298mHDBKdIFrVXpLsY1i4hxGv6nI/s8xqDgINpLmkXxSSZL2BtBC65wu9x95+CEOg5BrwHIHxYQ8TIz4qvo0sihH2Q8l+UT+dYZiwDAu2acOxXJTcMqp+DVV/CCXbhmsJuAaQZyHCqIsoDpDl6XX8Bot/t8n247o2MvL31/7u+u9hFtC2XHi2D9MgEEqCEQOu58BxbWRZjjCMblgaFsKA71UwVK7Dd8uwTBtZliGOQyRpjIyFMnc6CrwtFjE743ULAi9evAiAlDvFMTExoX53vfGJT3xiQOrdaDRufad5/rr4IDq2hcmxYdy/by9++VfGaZGWJT8AUOa2HG/GEWxZXze/c+9U/0yh56k3sB8WfswGIR4OOvhM/UeBr94LAPhCbRcWTAOz9XGwhcS8Tb5qqoEeGChtHY77+ueF3jp4B3SPkFnTFi+8gKQ9rWDlBcqd0gbZ3EPlThF4LD0oFaX7oTzrAN3nxfmyktlQpSkuq8vBkXjwDmgWig2H1dyuq94oihWTZW1ZHm34D2klcizVwgw+mZnlBZjPlVlM7mWUJsO6rNnXfVXMzgDacsSaUtYcpAiXYhjZ2L9gpEocAMjexjwm0GhUB8uSKqKvWkg76ejeNH7gAFR/33TuFfoqJWAvAgoWjHB/GWc7szgFGCxt833ALC57LeYBGtYU8nMf02IWd68UkKxqVlkygyy0IZsTAqgzUaBA84mNdQ1ulJhKAvdCnnAz7+qEHGETALNlGVQCY/bOU3Fv0gqIwSMATBsTtB2TYtvgH8KCaajr/IGNVepZZLDOpWP+nHoHAEFZxlQy1hWAx70qCWiMFHAmlQF4wz1Ix5msqR7S6czU971ZUxY0Clizv2WxfN0/Q/8ulOrZEqcBh/4tt6POOQ+QxDG2ewHyXMB3bLi2BQNkf5LEEcJegDwV8JwyhsojqFfHMTo0gXp1HLXyKKqlEZS8ChzLgWUYsEwTjgFkaYAw6t6g5+p6YO/q8eLrf1mewjBM+E4JtuVeU4Y2DAHHsWDbFtIsQxBGSJKkIHLJ1Wsd20OtPIp6dRy+W0KSxghjMo4WyG+BxdwZr9fxP//n/8SnPvWp230YL3m8bkEgj6ul+KywutH40Ic+NCD1bjabN3ztdfb2Eo/ylR++6+DA1ATuv2cvjv+i7APK+lo9yxmu9ggtqAwQ2TuPUzq8/dp/bEBZKkGHUVKq4a+XhrD1qbfgpO3T4lb8418USMgmewUiZM/avNnT+b/F3jpWohYTO7JQM2/MmDFAUsKDArPGRr5SjAFAMaBHutuDlh6A3E5AhsyA7vWS5WnlN5d1tOUKnxv7FAJA6UE0s3UCAoqVPacWyWbe1QwWg9DgnGbxWOHMPWxcnua5YzBS9BNktq3IjPL15cGlbW//YE9kHmh2ECiwxp3B/knpIal6/phlZraNgTWrg7OOYrwWBPdL1lRPIilN5b64bw1QgKbhHpTgrCdBtK+BIaQ/HfcdMlMqPJWFrJJQlBDF1WCJj71/Rnvb2ZOAWSc2UTKfv18ZloBoWV3v2f42fT6MqmanAcBwlWiCE3Nm4lQZfav4ON5/TD2ZC+FTQNbBAjZl5FrhOCXjOJ17aCLC71eGcXSopo6niQj7spQyvnNPbVdZzMQbxCzGGwRYmalN27JUXdeRe/akAvSU2zyl/w7wsTA4ZQW/erDztP9grIFzM1un48nWlQimAUcB4YYxin4Q4uJ6D2HsoOyNYKg8gpJXhmWZCLsRtls9iNhCya7Ctytw7RJcy4NtujBgAZmAadhwnDIcpwrPqaLkDqHqVeFaLvIsk3YqgGLs0hRZmr3k53dWJ2cZGUJTT2KELEthWw7cAgtYHAwEbceCZZlI4gS9boB+P1DqYe6BNIQBx3JgWw6yPEeUhLIHkNYz4wXNsnfGznh1xusWBO7evRsArmH9Ll++fA07WByu614j977V8cKu9a/dsEwTQ2Ufk2N1VCsVHP/nFfoFG+sWffS4PMkegSwGkRYTpEz09AJa7EmSKQUnbR9zroEH4z+DfVmKw3Ffx09l65J1WqWFo2h6XDwOo6oWe/7+9PpFDUCEp8EMq4UBqVqUixP7tPFinIW0cHO2sD2pLFz4eMrMDsQbmM49nVAiPBz3pd1GWvA35LJWsgYYVfp9tKpVzqlUPjuyhyveICDA52uWAHeKFknuQ+TynexxVD57XPKWIEUBu2RNqy95cEQge7EVy7YFv74mokGAnIUS1LqSbaP7o5mtK3U4AFwjCmCfusL1Qx5TibF/RjFEs0lBCSzBasN/iN5TKO8iWJRikJYuv8u2BCWmYHEIzxGX2eXxqQg4fr+7VzOI8t6ZSeSfLWbxkrVCPnQNM5H0UuTIQTnmbZN6BeXcNawpnHZKaIqcAJ57UKnZZ9ISqawLPa8nbR8PB1LNK9ngw3FfGXQ3RS6Bv6cZNmYbOUZR2DLhw6bSb/HaSsZ9AZsqXWbAlNzdq5nHIgA1a4MlXuHhyLb8XEpWtWGM6n5Wqdxmf8HiAxSljQRAuEy/V4k7cq4NFw1jFKedkuwNJuDK+2v+OHCltY3zKxvoRYDnVFCrjWB0bAyO6yEOEmRxDkOYQG4gz3JEUYz2RhuXVi/h8sXL6HUDWFYZJX8Mvj+KcnkMw0O7UR+agGO5yLNU2qzkyNIcURBDiAy2bcIwrv77rdXAaZYhlf14SRojTROkaUJK3SxTBIMhSGTiOyWU3Mo1EXHFwaVhx7FhS3Vovxeg1+sjCqMBIJjnOeIkRhD2d0Qg1xu3ySLmTh+vWxC4b98+7N69G//9v/939bMoivDlL38Zhw8ffsnbzfMcQRThYquNi+ubaHW6r8ThvqKDwWiSZuj0+gijCHmWSxarpK1jmHW7WnHKi04WEivFC2iyphfSONW9R3KRbogymoiwZJg4afuDZV9ubGcPMbMmQZheHJgtaOZd9f2+8Xs1w2OUNHNZyHFVdiP2yGAZ2SAGhoLu5SIno+gAqAXyaEn2gDmTKvpqoJcJkEkmLd0jZ1QL/WKBBnIseGDxA4M+nmvvgCzHSmbTO6CU0Oq6GK4y+qVrQqCy4T+khRX2pFZfcl+jPSoVxzEBelYFK0Dc0z9TIgA6z6bIofzvOPWkCPalx9uCker7QXkoFr4zQ8xzHK1izokKimT6zoBCRc1ZY7pkzw8cvN+0R+CQy8bBou6RlGBVMdRCJnEwgONyplmT/aYlYvdkrynHujX8hwDDxbEOKWEVGyjvsdn+Nj3UyOM60gvVvU6CJ0f1/03nHr6708LxCvWkzkSBUv9umhb2RAGVmeV4OOhof0e+nzhpp2Cg3cgFxevJUrI6Z0DFNDZyoT8vfE2Era89iFWdjRxtTh3Jz0TvlEp6OV6u6LnMQuk3OTJY3pefoUYuqB/VkNnT8gGoGZ4lCypp60NsOD00TaayHzhZo2QheU/MiUvoByEWmyt4/nILcZKjXCljcs8kpu6aQn1sFI7rQHAPnmEgTVO0220832yiudxEe3MLeW7Ctn3Ytg/XqcL3aqiWRlD1R2AatgRuKaIwRRKlsBwTlmsgF5kEeYkEefS6LMuoaCxZN1OYsEwLlmlTT6JNPYkVfwi1ch3D1TEMV0ZR8ipS2XtjexkFBF0brmfDtAykaYJ+ECEMYwUwsyxFEPbQD7eRcn7wwHZet8vxzvhTPG7rXbe9va1k1gCJQb75zW9ieXkZQgi8//3vx8c//nF84QtfwKlTp/BDP/RDKJVKeOSRR17S/vI8Rz+KsLh6Gb/3zSdx8o+fwtmVS6/gGb1yI80ytLs9LK5cRKfbxXhdlhHj9ULPX4ENUg3zrm7+B3TvnTNJpsPuwUJDfQvIA0wbE0owMhBxpUpjxUUp0P1PxkShnKltYlRpEMCgfU1P957xYlQEmTL/VIEcfr8ziQEj7CzUQhlAljMDvbhdZRBNCtZztCgao1JIERN7kcfEjrGNjjWFgV42Lt/yfHAyStZXPXK8uObn/w/9WsmQkbKbxDK0EI/Sttln0RqDSvIwaxoYKAasp8GqLBc3rCkc25L/hiOPuaWBOu+bbXSKx6QUtiPqIYCZtYYoS3AY6OtX9J5UoJjmpSHKBAYZoMj5P9YpiDLYNNk/RNedY9GYFVVxfTVlC9PMCCgz8FrILhX6YSUoMkpk8J131cMLhIejQzUJdFv6tSDxhfJiBHC8ROCMVLSRiuFjW53PDe9GfvIncKJXxnCaqEzdecfDZ4fGicXLY8w7nopIY3btGoZX5g43864CncUEkYYoY97KdFkVDt0zLFoq3PfNvIsmIvL9DM8SY+cepHvFPyRL/j0tHsrW9eeDs4iTNSixUbg8AIZhlKQ1Fc3v415VtXPM5efV3M/bJpqI6G8AgOPGBXmMfXz0n15CGIbo9ALECXnsVaoVTOyeQOPuBoZqQzBMA6ZJ5VTDNJDlKaIoRJ5nMAwDhjAgBClq6cuEYZgo+1VU/CpMw0ae5wj7AbI8h+N5cD0XlmkqSxbTkCDPcuA6HkpuBVW/hlqpjuHKKGqVUQxX6qiVR1Er1zFUHkG1NIyqX0PFq8F3y7BNR4Gzm/kLAoAQOWzbhOdacF0bhmEgCmNEIbGOQdTDVreFXtiRMXqAgIBl2ii5FdRKI9ds+44br6T1y6187YzbaxHzta99DX/+z/959d8f+MAHAAA/+IM/iF/7tV/DP/2n/xT9fh//8B/+Q2xsbOAd73gHfud3fgfVavVGm7zhICo+xcX1TXztqWfxjaeehu+5sFzvhd98G0YYJ7iw1sKFS1fguS7+7t85R4tG6UHdY8cMFbODgAYW0oqjIcqyT6inyjdw92IeAERdMzuyZEyvjdGMllW+bkOUAeGgWfzUmDUs5JtyAfcGLFaWjDIAW/f2uVUNxExaZOYdD7P9bWKZGHRw6S7t6TszC4F4RVu6FNNBZE8SRWKFGgiz6bG0ZlGCAmGjiRwzaQnv3N4EAEz7BBpmYgPzVqbzYeNVwHAxk5Zw0h5F0+zqfUfSNsZwde9dtIoPTv4TNMp17Y3ImcRczuP3B+ekKbJUxrJNC/+sKLIwS/r9BV+6L1bqmM4B5Kk2XjZA5Q2ZKctecwDodywGKI48wLwl2WCrYEEUrWI2nyBrGS6ZGPo9yEI047MKDELdZyGO2utAXtP7kD6Ls0kVj3ujg/1swGBPI4tDsg4dl7RHIS9Faa9ilPS8SeCGYBnI+rpMzWKevItjW23qvQMwt0HX/WP1snrYoZgzD8g6mMYw7o8yzDmbQNPA71eG8c7tTRxJYzxWrusoP5DdznSa0fzHa/L8qureXECAhqDj2JelaArpPWjvwyOSPXusXJeZvJ5m3tO2bttw92I6M7FkOGjadC+re16y281EKtSlmXUDDpqW/G7W9f3G5tWcRMLG2IA6hgbKOGn7ONa+gqNuGx/p+lh0fZx39mD+qoSE2SDE414V95s2pp0HiLGXD2sf+ScX8XsLb4VjmWDFg+s6cBwLaZrLagf9KkszJHEK07RQrlbh+Z4USnAJVgssLMtExa9BwESUBAhFAsOxMFQZQqniwbQMmcGrzam5xGtIcMgA89Zbf3j/N3kFp4BAqp4tAzkMhAGBwDAO0I1a2OyuIUkT2LYDQ5iwLQclt4KKX0MWvz5akXbGnTVE/qc8sHBrawu1Wg1L588hzIGnzzfx/37zFFYuXoLrOnjPn/sO/NXveNvtPsxrxvrWNn73W6dx6pln8XNH5ULOoIazde0RcG6v8tTjKDXljxfqkhRAr09bUCpWYLAEy6/n7TM441JpvE6sRni2IHKQiwMzb8X38++L2+AyKfcqScNa5YkG0PsZkBS3WfwZl2zZY5BBYNFLkc8566EhytiXpZhMI/KPk+KKY2ENT/oVpX5mEKK+87ykPb2YKnDl6l5HPoYiWLULILB43MGi8n7UQJZ796iMN+BDCOi+M75+7O1nVJGf/SjEPf9Ie9HJ309nsg+Oezh5zmQUnbqOUhmqrGhUKbvwb/5vFpIUwZgEnmobxfPlhxK+D9lGJg/IR5BthwDdJlD0hmTm0PC1Ijg4p+eZj4+ZZf4ubVmUx6awMZ1m+P72ZTw6QuDst6808b279mMmCsgKqZBZ/OXFj9BmD/4MTmys49H6bpozkSshCDORH9hYxe9XhjFvk0HzPVEfxysjmE6J4Xs46GDOiSjW7sfeCfFf/wpm+9vYNC1qvZCJIjMxeXkOqMKvHvx5kvndRUAMQF8Dngd5vafTTPon9hR7OpA5HSxS+od8DYzSwLxMppHqY1SZ5PLn79zexKOlLn7pVw/irolx3DM1gYn6MIZ8D6apzaCLwj42dd7ubONCcwWbGy34fglju8YxOj4Kz3Ovc/L0QB+GAdI0xfZ2F8gNlMsleL4L0zRfhb7u4hJ57bZZWMJ9ikKenGFYSJIEW1sdbPU20Us20A3aMAwDrvQd9N0yKn4NvlNC0A8xNbUP7Xb7RfWy/0kfq6urmJqaQvw7d8MyX1sg/F++0sNH/sOkqkbeieOOaUJYvHAJf/jUMzi9tIxOZxvjo3UYwrhOzuTrY0RJgtZWB+3troxaqw2CKvbE4wUg68s/9qP0OxYqMNBT1huxXph7pzRbl4VQ8XPCkwkLoV5solWl3lXlYn5fsWTFnnL2iGbn2IIiWh0UgRhVYiDSFoER3k4RSHFJFNDG0VySZJaIh4rZa2vlKffuSSC1YKQ4aftoWFPyHPsAgOE0kb1ndRzbaquS3jSGpXrUlefU0T1wxcg2eW0431f9vncKA56NfLz+IWVjomLr+BpJD0aVFgEAaU8xumo77I8YLkPc+3EJlFc1aJYqVcSr2jqI5zg4R4wll52L9i7MTPJ+2DaHo92kHx3YrFjYknXsECtVsJRh9pLSTOo6cYJ9BLFJmb9nPwplScN9mYWoNviHBpXh3gGtUAZ0mTMPdGk662mFtgREC9jEJ0foMzGdmfjecbKQmncoEWTBSFUW8Qcn/wkA4Pza0/jkyCROtC7icNzHbH+bxDIAZsNMKX2pV5FMw7/iU6l3yTBxOO7jvv42AUAAmH4Gs/1tDEtxAFvTzAahMq1Wfauy1aJhjOqHHJ7f/hkqP8vkGvVAka3r+VCelC26F4oPfHLfDGRnLMrKVjnHWY+OR9hYMFLMm1RCZrXybBBiwUjxxv42vlDbhU/9y/146OA+vOXQARzYM4GRSgmWZRZAnzRZLvjxCSHgei7GJ8axe3IS5UqZAGNGZtJZliFJEoRhiCAIEIYhet0eNlub6HZ6cF0fQ7UhOK4LQFzHQ/DVH8RocsnagmFaMAwTQI5cpIizEL2whyzPUK2MYHR4AmPDE5gY2YNdw3swXBmF75avq0DeGTvj1R53DAj86lPP4KtPnMbq5SuwLAvjY2OwbQuG8dpNQY4b51be6PXkXXiVkowzPO1JauwuggWOYON+MGaFOECeM3L7Z4gh4b4/tVNaoH/1+Y8XGLuYFmVnslBqLmngUGDeGnC015hZI1DERs/OpLRTCbXRcLH3jEEub4896xhQMpAyC8KXLFRZsYjXJejrqfIvlcypXMY+f4fjPvVV+RVMuw/gs0PjmHMN8tfLBT47NK6MmAEtglDsH6t+ua+tAF6biNQiSr1d+zVo5UVd2riowT1z/LN4FcoMGpDG1yOqZ075FMrrj6yvF27VS8kA3NPXjOfacEkBzNdfMptKRZ62pT9joO8d7tUsXi827ub9mXUNcvNgACQrexEJOIgZLCmwvffgJ0h1LMrEUioQ1CHmiu8pti3KxVWm3+TpqKx42PyYk0UKCSPK2JltZ7LeADiaiQIsmAaOV0bwnfs/hk9U9uFw3MfvV4YBkDjktFPCviwlr82i8bZk0AAAyRoeDjqYt010TAvvvfsovlH7QSBwcV9/G+U0xTu3N1W825y4pIQhzOQ1rCnZxhDp+5zV8VK5yxF1yGVGsWT7G9YUpbYYE7qvV0bkHY77+h6Vxz+cJlgQgc5L5gxhjps06+ozONvfplYBgPowsQnfczE+PISxWgWOZd0CI0eNWY5jo14fwZ7GFKbumkJteBgQBoHANMN2p4u1Ky1cvnQFly5eRvO5JprPPY8Lz6+gtdZCGIZKfPHqNHqJwtf1f0/A1lAgFxBIsxT9sIc4jeC6NirlIdSqdVRLwyh7Qyi5FTi2C2NHEELjte4H/FNdA731ccc8eiw+fwGu5+CuyUk4joM0F7AtC+arBAJvBPQyZDDkE+vN/kiahgHfceA49kC/nfLSUxYpNerfY+sYZbw7KoHAuu4Nk6pUsj0p7IxzaQvlzr0HPwGISLMoxbxaQPWzzeQjWM0dTKYGMQVS+chgoZl3tSBALUQ1DeJMT5e3ZNn2t9cu4ntHhwfLxwZ0DB2XEwENiAsWISpTl4e3X5UuG8Yo5kVXiVQWRAxkslSdddCETNaQwJNKY1cJcJiltEf1/Jp1BZiakklrcpSf4YN9GlWfZnwWM8YerMLBAgrlUAZPaUv3eSrxTDiooOa+UP9QoQQrX8vHxdc37VH5UpZ+F5DSeQOAUcVMWsJ83tM9YzzUfdcusIKxLgvbo5IdrenMZ2//ILvIgh+bri9Z3NRUafVwGmHJ8EkxnHeBHGgaJTRyB03Z67gv99C0xmSpM6Kos2LZnAUnKumCGKzpzNSpJfxQw2xu2qJ2BKnkvj/s4X5IE/Wsh+ncw0K8hAX/gC6lqgeyVPXLNnJg3uxhOhvGgojVa6cxgdMO0ICJL1bqWBABhqt78PhP/xggn3f2ZSkJX6waGuIgiS24BzCP0JT7y899jMr9nHgjPy9N5ICQfaPBIl0Pea7NvIvZyMFpR94XkkmcN6Esf/jcm8U/CJzwwi0C2Tr1WOaRmsM5qwOgQoC09CBmIwdxkqAbhkjSDNaLzFAVhoBl2zAtE2mSIU2lF2CeodftYXt7G2maotvZRhiG8H0fSZKg3d6E61GknGHY12z3Rn+Hr80UfuUG7TJHnIYIwgBZmsHzPNiOCdO04JguPMuDZTk7AHBn3PZxx9yBhiHwpkP34ru//S14+/1vgG0aMiBEe0hl2a2zdFeP69sH0ONGmiVkcCr/+1b24dgWdo3UUKtUtC8gL/q8MFtjg0IJOSgerCdB3ZS2V2FbEOFp1o3Llt5+JQSBUdUsVLgsY97kNgxXbpuYhnmHSnoAtPcYszDFzFhm0dy9UKrZYmmYEyryAN87UlACs1deFsqM3VBvH4DyRnSnJJCVYMUa03YsbHhsT9KiFywqkKAvlbQB4RK16jlsaasRe1KzkBzVxckmSvwhe7kYwHF5HlBxcGTnUqK5C5+C8seL11V5F5BKZaOkWVa2pmGWj5khtv5hTzjpdccRZ4jXBxM+2HamYNQ8n13Akb5kfOS1UibK7EMI0HFKkKETLkJi9Tg9hQ3Ci4NZObkNFWWXCyXIIcPoknroaIZnFZvI99jhuI/ZgLwjj/RCvX1ZxleRbnIQcJMlbt524SGCrgUB8znPxaZpKdBIDwB9IF7V5un8cJGskelz3pUq3RVK2AkzxTAuCGIUm3mXtpW2SaWMiL6ydSwZJqlx5ZiJUyxgUzN18lz2HvyE6j9VLQrSTFrNr7dfP+gBtD8nop7LaJXYX96PtLiZNibUg96madH8WVNSJKL7O0k4IlXZWU/fD95+NHKBTdNCLwixttlBGF9rf3LzoXsEhSC1sGVZME0DhmmiUi1jfHwUuybGURuqYmzXOPbeczfu3nc3dk9OoFwpwzRvtRRc/Bv8alBBtM0kSxAlITKkyEF+hoYw4JgOXMuDZTowXieetDvjzh53DAi8a/cu3Lf/bhzcM4G7xuso+y5s20IYxYiSFBudHjq9HoIoRpykLwoM5jllV5LsX75PgP+qIWULAalb04DwxqPsOrhnchfG6iO0EBUVwAABGQkWFKCTvYBksVF4PRu+qgMOdHmVF7ZgUTMArBpM1qT4pKTZxHBF9SMSoDoHgHNeW9RnxoCPS4dSaQtACy7YGkT2DCp/PBZgFMusHPPFthrF8/AO0HEXPfHiDcVQ6BSMdb1gutIGhjN6ASAL6Rx48ELKfZfSkoZ622pQBtA8/9zvyL2aRVaWI9K4p61oiyMHAS5f9z9moeqX5KHsY8yaBuzFvkTZL6ltZqZoH5IJ5fg4Ul+P0f0Tr8sSYgnHSy4BBjnHKqnCcOW/6XodCQlsNpMVDYZZpcrX3SjpHserUkR+b32dzKOl3Yk6v/DsIMvJ+cwMesNlzAsy7l4wDRx3AzJuzgNMpxk+OzRO2+GSs0oYqQ+m3hTAfyMX2mImWVMekw1rCsfaawRsmaEEBgy8F0Sgsq2n3QfQyAWpg3kfxTIxi7fyQLVMzG0GaCJS992+LFUeiPOOZNL7T+hycLii+vP4Ws7kI3SNZamWk0bYP1Exsu5eaZRNrQTzNoHaBdNQDwXzVkZMbXgWyAMyjpbXjnoSNeBsIsJ0mqm5m7cybHV7WNvqIEpuFQReXWKlkqppmrBsE4ZB/x6qDaE+WsfoaB2Nu/eisbeBkfowxneNYXJqEsPDNbiuO9B/eCvjxbTmvMCW1BcRCxniNEScRTBMAWEK5BlgGQ48yy/YzuyAwIFxO7KDd/KD7xwQeP/+e3DP7l2wLQuOY2FspIahcgm9bh9Lq5fxR08/i68+dRbfOHsez19pIZSxP7c2cmRpLMEdDVH4n2lYyHNyuRfSuuB6t17xj5JtWRgfHkJjYheO/eI99AKOgoo3iGFy92p1Kvdm5YFkDQt+ggxWmA3iWLC0p8ELlw5V87mHua2c/vizXQUzX6oZ39VsVLRaKNcWyonR6qDnnyy7KqbQLOmcUx6c2mGWCMxxczvHW8njowi9nmbfAG0qzPm8XILm8+Nz4T47KaRQzfUKiLY06OT5yTo6hYPTOVQEXknPCZ8Dg2EuzQPKv03PoU+9cojoGnoHNNtbEAYo0Q5f52hVl725L9A9qB8I/EM6JixtQxlLc/wg+/epUr1LwCFc1sCZI8WMKhCvEsDwDuC4n2vxCfcOclThwA0tFboyLg1GFQ1Rxne0/w3yT/0s2bVkHdpu2taCpnBZnwc/QNgjg56F8udUloRSGM/2t8nuJlnR+wYG00qUATMZRnPUWtF/EQD1hmbrFEvILCInurD3nncAyHrK4+83rzyN6cwko2jZb6jMrqUIp5kRCJ4d5h5NYi8Voy7HbBAChk8MKaukpfiDDb/nHU/17sGsETBl8MkPODz43FXJXPYwmjV1Pg1RVvO8YKRqW4fjvn5Qk8B+IbuEpsjp/IwS+kGAbtBHmr2YGIZbb9ASQsAv+yiX/WsAn2kaSoV89XsGv65+zcsHgXnOf7vpv9OMUkkyVgvngG06cC2fSsDGi7Gn2Rk749UddwwIfGDfXRgbqkAAcC0Lo0NVuI6Lzc02vvrUM/jDJ07j9PllfOkPv4GvPf0sFlcvo39V7M+NhsqHNMSA+IO/TFF84jVgGBY3pVxva+pfJdfFvY1JTE3skuXNggpXGs0q4+TrxcmxSALQTBqbL3NZq6g4ZqsVyQj2hIF9WapNhJlxywOljhzws2MRBAMeafMxE6eYSUtUbmWAUdwnM1PFwaDKnaJzCwsJHJzQwQbSxdJr2tbz1DulF22piJ5JjILytapUsyQaKbCPLIRghTIDMQaVbEJtT2qmj9/HJeji77hEzR6EDM44NzmP5fG3NADkayTZIyRrmsW0R9CwppRwAKUHlYddw5oiYN1/QiuZGSiwqbAUn6hjhmT+nEkNriOpPA+XgbRXiCwjANgwRjGTlshs2zsACE+mSsgetbRN14DFJVIgJA7+DD74934Us6NFH0OXjjtYpFQWY1TPJaDuGTYnJta1ru8bYaOZd4mJkyxsIxfKcBqALl/zUJ6MPeoNzLvkJ8jeg4ASrsz2t5H/t5+g+57njT34gkViNkWOt47vpzKwzOVmsKTmn0GUNEdvwIGKMSx6ZWY9nHZKmDH2SFHIlPo591QqD8oCW8wimSYifY3DwgMWAASLiikdEJUB2lpGzmkjF0AeY97KJOtasOCRqTULgmL6fvETVZiGKesdr+R4pbv5bybyeDkjlyxghCiJkOdAEmUwcgsVvwzXdiFgKNCoz+XFCQb/1I5M3Iav233St3/cMSCwXuE/diQIGa2W4TgOLq6tobVBvkz3TE3Bd108u7SMr556Gt84ex6b3R796bnJB5RUYRaEMJFlKeI0QpLJhu6c7jLTtCDYHkEVhq/ezqBYxLZMTI4O49sO7ccv/8uSBnnMvrAogoe7VzNF0lx5rutrRimPNTukFk9Ps4VF9grAo8NDuvQkUy/Y729OXNIqVbacKUauqQxjssyYt03MZxfAcV8IVzSrx6VN7rXjHq54XQo+RgaZPDYU5v48FoYoUcyk/JIsZrJGACNcxrzZU+zlke42sRjMDDLjBBTYPlczl+EygRn2qmNlqTSOpp8Fal4pTWRUs7UMKgHArBOgUQBNnnO4okEy5wdDlkoZ+Mj3czQf0pYqy0N4BGjtScnySeNpKXRQamAGVwzus1ADN+7ry/r0e2cSyPqy/Mu2MLSfedukvkaQXQpnyiog4U5p8OtOyVJjTIkdsq90yTCJIWMT6VimhsjkFi5F5m87ST10cUpiFo5uy0Ji3lTaSGng+HhulHUKoMCNymMOz9K+4FCJOBekIhc5jpcrmPMrEN/zkypDeiZOtQrcf0jm8La0TQ1b6CRr2hQ8bau+OlI/l1RcI4wqTmxuqXuoIcrkZ5ldoPuOGXRmAou2TPGG+l0zW5dAsKO8AeFO6QcKYaPhP0SlXlDknbqXZaJIA47q76VEmI66bxVolNd3Oi8IwISNu3aNwnevFmjcKoC7+vevbt8egFeQkaOeRGIBI6R5gizNkccGPKeEkl+StjG8JuQFMEjHxCkiO2NnvJbjjgGBxWGZBkaHh/DmQ/uxa3wMB+++C3/x8Nvx7W98A97zrrdhbKyOjXYHf/Ctp/CHTz2Li61NJOmNHxno+S9TH+g8T5FlMcIkQJj0X9axCiHgOQ48z8OPHy1TyU+WIBv+Q8gPPaFLn+Ey9cG5exUD2BNS0SiZQPJx8zQjyKNYNi6CDZlFqqxmhEdMgnsQqrdNAq0BJSkzXZIpuSYVgsvKClBJYMpMVNpGfuExLfxg5o2Pkc8JoN/7hzSY652CsgyR/obN8KwuN0ogdLzkyoZ/WQZWAKuGvPmvtTACAMIVOud4XfYSupIhaxd6/zb0PEarBXFNgYkxa3RtgnPEEAFQSRh5IAFYLEuioxoAsJ8fg73g3OA1KyaLQIKcog1PHmhT5nhD9g+u0vtYGR6tFgQgId1L3gHJakpAzYIUZjrzWDLAq9Srh01d2udIPMkeNQzZwsD3h1lXOdMKNDJgZyFO2lJ9g+Jrb6X+M5NK22Sq3MG0MUGxZ+5Bydi6g/14kqVUQDePVQ+gYmWl6pqSPYjVmze1kKWYr9zIBebFBok33L1K6KEyteX1IvAq+zqvYrpVLySzdsLGo/Xd6sGqiQirpkPHxb2RrOjtP0Eij2Kbh2Rz5zalxUu8AfROUc9fMfZRzueSYWImMehhToJSBsB8bA8HHcwYe5T1DwNg6iGm+5AFLwDw6U97uGdiF0ruVYzrnTIEkKQJYun/KEDVIUOYEAaBzTzPkKUJ0iRGPlA2zxVhcMeOqwnf1+JrZ9x5IJAf/Mqug4f2343vecdb8Lb7DuDg1C6M1yp4Q2MS3/XWN+Hee/bCti187dTT+MPTz2Jju3uTrebIswx5lsEQJizDgWU4KMrVbsT+XXV0KJYptvsBnjjXxNefehbnm8+j7Hv4+V8fUaXFZt4F/utvI//Xv6J78wAF8GbDDBedwoIIaDYP0GIQLlly+Y3ZurRNbFBwTgOkaJVKj9m6ZpV4uxxLVmQnnUmdFexMQimF2f6Fy46ABlVSyCL2PKKPM17XgAaA6kNLe4M5wsmajiTjqDlA99kVjYy5+b1YBpY/F/t/gkqC4bIqoTazdTo2Zgt5zkMJrO0R2YspF131uind18hzwr9jcY9ivDagfBm5L1Idm/RMtCe1ZyNb09iTmmGK1zXI4Hnm9zMDyMdujel4O3tEK6OV8XRPz7lR0q0ELJhhE2nOwTVGybsSDgZ6P7mfUt0vkslTSTIy69es0bEHixKkamCuyqfqvXTNuZeO7IkCWUqW15nviyLLLMuZCvCadVXuX8Am3e/MjF393SgpVnbe7Onty23OhiSWmA1CaqXwH9JAmEEzf8nkDmZq+asBB8hj8q00qJ+0AUf2GQY6Go+vCX8eAMyODEP1KvqHMBMFONLdpnONqL9zOpM5yFZGIC8ja6cf3rpC2wioGjDnuVg1CRge6Qs04OjeQO9AoffQBYJF7N29CyPV8ou03XoxTNwrU8ZlC5dXigXk7WRZijSNkOUphKCKU7lcBgTQ7faRJIlKFqH+8SLoe7VK1DtjZ9x83HEgENDNwhXfxf7JXRgfHoIhKMzcMU3s2z2Gt7xhHyZ3jWOz08Gl9U0EUXyzLdKXyOV2yDneNiUYfAkjShJcam3iyXPnca75PDzHwbEPreN9731SL0oAvnP/x7B39mc1mMh61JcF+iN+3JWLpfCohMW9VmyrAmjQJGwc6YW0MLl7NUBw9w5G0/VO6d5DZqPY2oS3zayIUvjqxVeBsWISCIsrJEilhUaqmu1RWVat6n3xYOVytKrZRBY3xOtUrioIaBpwtHWM8IiN417ITCp6mdHrnSIQXFT0FgG1FBMoFXJxTt29UDYz7GFYBCHMDjLDx4NNrrm0bo3p+DSjOgjGs04hto2AS1Pkg959gCrfAlDiDtUfFy7TsQSL9D1ckb1eob4+RUDFaSiAfh3fe7lkobIOHQf3UPL14vYBGTtHSlyvsP1AG0nbozjREWq/A2VHgMqkqsQpFfGy95PAZq+g8Ga7pL2615L3KfvaZsNMP2TItJLpzFSsrFIb8/1q1vW1YGAbrZIFjMgx51eolYKTX1SbgBZ2zCSG7gUEFFjnCDe+RmwhsyACIFxBM1vXedHxqk7R4flgu6VkDaumg+MlUnfPGHvINzF8Sgmf5h0PM4mBmSjA0doY9mUphlPyOpwNQkymkXqgaCLCvONpL9Csh5mIQPev/tpbsW9qAhXfuwm4upWH4Bv9/NUCSC9+u9ezA8uRI8lixFmknB8sy0G5VIZlmojCCGlCPebCsKg9SHkE0vm9lsEFO2Nn8Lhj7zoKFRewTBNmQa0l5M/GahX4rgPfdeE5zk2fbkkBbErjTx18LgzjJZuBbvcDnFlewcrlKxiqVLD8aCp74Qo9arn0IeOyo7sXMEqYcw1t/1KICpsX0j6EmSFWdHKTd7iM426g7TAAvdAxUAII6ChbmgLQcPcWhBWydKv69qpqYQIw0KOk2EMGKypOri0tamr6ePiYmXljQFJk1rwDdNylBzGZRhIsbWgWh6PIOAaNM5K5ZMlg1Ja2LcGiBp/C1kkckH1mbJLM8xouE2izxnRGMHv1cf8Wq6g5TSWPNZBh827uQ+SSK6DZOS4BMusqVdYDvoZcduUeUhnTpnru2NLGP0TbLz2oQSzPC5eU04KytHDMSmWtyvTE0E6n2SDQKnpIgsDobCAfIFgswUkZZg0wa3i05ihV8gI2SdTDw907eF9wi4M1pgE2C4TSdiHzuTPICMsxV8ypFTb6I8/g3dstzCQGpu19stxbYN3yWJVEG8aoTDCR7GrawpHtDXl+sRaZyOQNBWTNnvT05D7RGoFdo0Rse96lvkbH0yV2ZtWBQbsifmAQts6UtsZkOZiO+6TtY8E0KB6u8OAx73i4J+rjROsi7o96OG61cH/Uw5y4hHdub+JIdxvnHVIpH9neIMFNTMrheZv63CplH0Nl/wbZry8E4m70+xv9/MXU816L2l8O5BmSLEaSkT2OAQOWYcM0TAAZ0ixGGIVI4hBADsMwpVIZCkyKO904+rYIQ3bY1zv8rrv+EMzmyTBycQuqLfpAm/pvlpAl4JfwdBclCdbaHVxqbcA0Dfz4T5iY8yu6R4399WTfjxrMDBWbxtmTrzi4JFwQQTTgqFLjgGKQe9DMkiy/SkDHTGCwSOCoWHZlhW5R3SmNoMlwuaDqLLAX1GcYDPYPFo856+i+Prak4Qgt/nK4Cb+l2SaAGL20hSNJnRYwUHasOo+0DYTLGgAz+HUmB8tvvVMF+xLJGDJw4mGWNBvHpWB7VKptdVRawxiVBtgdAnvFHr/Sg0C8QXPCIIFLigBUz6VMzWArm5m0pMqGpGT1dLlzYC5D/TN+qGCVKZc+2UooCyUjGgD9MwQipMGyPue6vjedSWKq0pYGXjIyjve5kF3SwIuZz0If33Qur6c9SfnCGKbMZ2bkWKwgjaoVE5t1CLizspl7Vdkcm69rcI6AFbOYgGYl8xh++204WqN7lI2ilfiD58weIWVwsqIYUC5HP1au0/kZJbpnpAG7sl2xif1u5l0J2m2yiTFSIOvRNYRUQzMDyecpPUJVyT+VZWVW/wMa5BVMu5nBm3c8xTJOpxkaucB5x8ej1Zx6BLM+fQfwaKmL48YF3BP18XDQwWPlOh7ptjBvmwQKu9v4W0fXkeeAcY39yrWDy6Esjri1wcxbhjxLkWXpgCXLC747HzSHvlqA93JHnoPKu5m2CLNMB47pIk0j5AgAJIijBGma0utyPoYdELIzbu/YAYE3GALk1ZcjRz+KEMYxshtGEBV8qNj9nlAgfdBf5Oe80wtw9vmLuLzewsRYXbEOzbyrS532iGT+fFqgi8wQMxKKSZK9V+x5V2CyWG1Mi1ioDZ+5ZGaPaPaElb+8ADILxaCSmUfJ5FAflgQwDBZZyZrHEjDKkqM9qfvRCrYh15hA83k5k7pMzGrMYo8j92FxiVqWvI+7gYz4MrUwAyj4uJV0tJ48NvKck9YjtuzbU96F6xpQMbiK1wfTPVhUIa8LG/+qlAyg0LPoaTsgdy+9hj0MuZzOQFF6uynVa7iCVdMhtk94lABRKENSbJ3sIWQQzvtk0Mcgia8Ps4Cc0+s/RL1waZvumWQNHMEGQIM5CT64z1FZ2SiD7aIoqTMoKoIsfeaBZA9DEpywpx+fB88BAGUIbVS116JkerXXZYH9Y4ZZPrwMlMc5oSUXWDUdZT7NjB7vD/EG3VcMiCXYbmbrSuyBrKfUuSqxg5M+5AMSq4yb/SfUcSxkl4jpx6YUCcl7MlwBSg9i2t4newfps6CMwFXecgezQagsaNA7pQGhFKPMxCkxhSCWUNtJ+SiOI9keHK+MYE8U4HDcRzlNcWyrjYeDDo77OQQEXMeR5Uz+Y3ejDnxx1fdbHbQN9t57YQBY3O/VYEtc52e3Pop/72lPMnFK+sAawoRtOjBNcouASCBEjiynI0rSEHHcRcoCkh0cSGNHGHJbxg4IvMEQApio1zAxWke708HZ51ex0blWHNINQlzcaCNOr5X3Fw2jb3V0egHOX7yClctrQJ5j9m+fpoWW82oB1Ws14HumjIDDwd6gAgs4nXuF8m67EEMnWQNm7UoPymbvc4Xte3o/DHriDVowGEAwO6fUwYV4qeIongvvPzingVQhNUNZmAAa3EqFMpUiJ6HsYri3EShYn/Tpe/+MFpIIj0AGMGgJ0z8jwV9L/45L1f0z1EvHTfH8e14wee7ZCiXvAllfl+yKIDmPld8fWXAUehyNEu2LQQv32UlVMwsjuMGf0xwauQBKDxJokNd43uxhJi1hti+tcAAgjzW7dHXSij2if168H9QDRlX7KbIgR+XxUumzYU2p+LeGMUpgyB6h78ojr0OghBWvkqGbTjPFivF1VmVQLvHmsWLJdCtCi5jGhJjhRi7UNWsYo9qGha+rYkc1A6kAXtaXYowOMXfYBIwSCYg4fcQYJWDF9wFb0wTnVDkcwsb5K08oYNqwpmhbbCHDpV/pb9iAg4b/kBK3wKzp/l13L50zg04QSG6KnJjfXDOYqqXBqGLOr8jztTHtPgAIGzNxSnF7wibgB2II92UpnQ9/xrI+5ro+TvTKOG5cwGx/G13TxHCaoGuaqKZU9mwYoxgbqWHPWB2+c2127/XH1UDwhVdlZs1eSslUBjcV9vdKjhzIKRo0lRYvprBhm+wJmCHPUwiRQ4BQYJpGiKJtxElf2sIMgsqdsTNey3FHg0AuMVxvCCGwZ3QE9++/G77r4vyFi1hcuYR2r4+N7S4WV6/g6eYKnlxq4snFZVze2HpFjmlzu4vF51fR2e5i9/iYZsvYikQ2rSPryAVZWtBw3xugGT9AgxMJfI611/TO+L28MOWBFAmc06VVVVYKNJDhwYsgx8ux9QurVp1JHS1WenDQJoPZQi7VcRk5CzUwu3qwmCQPtAce99CZNQ2e7FHZzyaZO/YMdPdqexNpHaPALKdnFEe4ooUN3n5iY+ViP+0+IEvBvGiGWmXNkXwMBjmvtlim5yFNn9X7gnM0V2qe6gQMi8kr/TNA1lEsjiphszoXAIwSTrTJZ25OXMJCvIQj2wROlFUMexQWkjVYoavLi2HhAaOj38cPF8EiitY0Re9CYjyXCTjB0aBLzqdK1WCVr2nQz7Ke7sPkhwKZ2IL+GSrPpi2c2NxSoJjBdsN/SNu1GD7df9IShvrvWrr0zeX1ZA1KqatEUh6UCXnWI2aOM43zrmS5JahkwQnfCyZ5JQY5Ae8j3W08HHTIVJuZ1zzAQrwEAKrXkQUtMymxmM1sXc3rkmHqKMfeKcVWzlsZqYg5RaR3Ssf9QfoAChvv6rfRyAWG00SLxUAZwo1c0EORVCY33IM4ku1BTxj45Ai1Q7y1t4Xzjo/hNMZj5To+OTKp7r1apYJdI0Nwbeva+5smU/9LXB/wXF2yvfb9ssIi225uHS4J6ceHl2TGnOc5spsYOecSACZZhDSnz5VlWrCUJ2CCPE9VD2AOA6bhwDDsm64/d+TYiY27LeOOBoE3G0IIDJV8HNq7B3smxtHp9vDMc8/j9FIT3zhzDr/7jT/GyW89hW89s4hTzy7iwlrrFWGXozjGVrcH0zTxD/7Oac12cKlRGfsW1JucqJH1dWmWBRThin5dsIijblsvVv4hXbrkUXpwIDWEti+BIINMFptkPe1JGG8M9iGxOS7bnMSrUMkdDCi5pFpMNQHkuUh2rCj+CM5pEQeXfpn1TNs0D0XRC6dxcOmtEF9Gpe2SUp3SccvzzUIJvnwptpDHV2QA1TXp6BI4p3mkPW0VI3sNAWhVKas55fkqYU9xrhhkcC9a1gerbqfdB3BsOyOGT+a3Ho77QLiMfVlKmbe5IHsgAMfCGk70ynisTGwbmS2XVKnwWHttkBHk2LX+GQ3S+ffS/oUU5FP6nPm+4wQbVg1LdbXy5QPUPU3AozNQpl0wDbom0vdReQuyGtfwCRzFG3h0eAjNZAUNONTCwMfNDwb8kCMHpWgUWiG43GzWlHiiAacA3F2wLQyriK81W7dpnpI1rb43a2iGZ/H3R+9DExH1B1odHQvH/Ytspm72NMMKqNxgVeJmcQkr7ouMdwGcK0W9yviN8bhXRSMXOO4GeKTbwmmHzkXZxNimLrFL8+omInzFr+Gi4+Jw3MfhuI+eMDBvm9gdhfjhrSv44a0rZAwuysoEP8tSxHEPSRJeVbK9ldrbC5dnBwCkeKH6ys22V+gxVL2J1zs+7kPkrHf9mjzPkWUZ0jRBlISIU1IFm8KEZdqKseR9mJYJwzSQZQKG6cFxKrAsd0cMsjNu+7iz70CBmzZkmKaB8doQDt29B/XaEC6ttfC1J8/gqcXnsLa5hX4YIs1SbPf6uLjWQrcf3nBbt3xIUrV85J/EBXVmf7BkqMqlfV2O9PYPZtQyi8eihWhV9w9yj5FUnVJPmbTzYEGH8v0r2KM4k4NsVrSqWUDuH5Ml3IY1pZlLYBDMMsjjY2NwxeXagtCiYYxqEMXMDJ8LM2+ck+wd0Pth8FjsiWPwCJl8YI1pk2HuHeTePzZSZgVtHsgSZgEs8eAYuyJwZaaSr1PW0cCZ1ZxFMUtxrorzxewbG4KDMl2PVksYTmO8e7uFH966QpYpABbiJUwkET6wsYqv+DVM2/vw2aFxBQgXREBN/WwKnJM1yIDIpJDwQaVFV7cPhMskhEhWlD8iXWtZ0jUmtPLZHiHA0j+jryGDpzwYAF7IY5UAophKLoUzU5cLNNyDVP52D6pUl2b/CZ3MwhnIgD6OrKPjA3mO5dwrFlWWk5t5VzGj0xiGSoXhnkoAA5F+DLjMmgZUwtbiGAbALIiS+6XytHxg4exq+bmeTjOlwG6GZ3X6SDGyjVNS5Lk0+09IABwowMql5iYiTBsT+Ns9OtYj3W3VDjGdmZS3DOh+XXmfHK+MYDhNMG9leHRkFLNBiKf9Co66bVTTBAvxEprhWWxsbeH5y2u40t5CP9S9brc2CFi9mJJtEQjqbbww0OSXs0/grY4bZ73LiLg0RJqnEABM04Jt2Op8hJB2YbYNy7KADOQlazmwTEeCwJ3YOAC4LcrgO3zKgTscBL5Qv54ARbfdPTGOb3vDPoyO1BDECYbKZbz53gP4tkMHcaCxByXfR3P1Ep5fa73sD7JhGMjyDB/5mUiDiqvVpyzKYADI8V5F02dAK07dvdqg2D+k0hFUWZQHl8eUobIEIGyLUnwtl395n1xaLYopAK1cBfSix555fH4DmcjSTFou6M1snUqmDEZkmVn5AzIgvno7WahBKZ8LR6JlHe19Fp5Fs/8ETvTKmNvY1ECBgZASamxIYCeBSrxEYCBcKaSc9PR8BIu6hOvtp+Pm5AdmUovCGR5FhkmKD0iYQqC8kQuyHjFK+Ipfw5NyUS6yXrN+C4+WulgQAb6/fRn7shTHyxUF+qYzsyBcCKE89dK2LkHK81QPCGmPhA0MrrnELmwtJIpXlSiFrqHsW+QUGwZkhdEwRtW9Mi826FgkYzsbyRKy7KlkwNbsP0HgSCaBTLsPUI8dhml7bH8Trmixi+yxbIiyBolKbCPLztYYGqJM7KoxOsDcERtLjN1MnGrVNM8DWzL1Tml2M+toxvVqhS+gPxfWGJWr3YOAUaIsXv8h+ZB2gOadgSMDQXuS/P74wcY/pBNahI383Mcw29+m88lMLMRL+PfuLiwZJr7i13CsQx5/CyLA415VnbNSzxtU0p5zIvIRjFPMiUuYy88DINUwAHz0+Di6/QCnzp7H2QuXECVQ8WjFweXYm/99fHVLc9fbtVboXm/fQpafjWtekyNHmieIskjZwgACpmFJWxgaluXCdYdg2z4sy4YwBLIsQ57ztkUBlO4gkp3x2o87GgTeaBT/WAkhUPZcvGHvHrzt/nvxtgfeQN/vO4A3Hbgb+/fsxkitis3ONp6/sn5DBfGt7xuIkwxJkg423Zu1wZ66AcsPnxZn7iXjfipWQOZxwbQ51kwcA0ROqVCLXUeXd3lxs0cI7BQiqgDoPjoWYDArKHufKCs20AttoQyqvltj2oeQI8z4vCXQUmAkXpWlK/le7kNUaSc2sVGA3heDOQYGarJjOv/Sg3i05uBzw7tV4kPRwJiZHbV4c55xuCx922yae7aTEd4g61q0X1HM3ojud0vbuvQnbK2kzXpA1iez4IIQ6HGPGNoF01DN/QMPBJI1PLG5hd+vDGMyjZQtDowq7o96mlEqlEKpZB7q8i8zo1kH8A5gwUiJHQOUH2EDjlLI6vaDtvKdXMAmOKpNXVNhU98bZIn26uvGEWiOFJOwgCVtE+D09ss2hBaBpvAp6nXMLumSr7w3KV4tVqkyisUsJrhcNRT4Y+BVFEWZNQlWO3T+XE6WQHXATgik/NVG1j0gbSng2xBlpQxG/4x6XUOUCRTKcv2CCAbteHjb/kME1iRgZPAGAOLAR/C4R/FzCyLAjLEHX6zUsS9LcX/Uw9GhmrJPambrWDJMNLN1nHd8iqsD9fs1jFG8sb+N4TQZrDyYJcwYe/AzP2WhXhvC5dYGVtY2keYWMVwFnwT6upVy8PVHnlMiE1nDcDznjXoHb7iVa157KxYtgz2MtF8uBcdphCSNVfKHKUyYwhoAlpblwnUqsEwXtu3ANA0kSYos2+kF3Bmvj7EDAq87Bv9gCCFQ8lwc3LMbbzu0Hwf27MZwpYSq72FsqIq7J3fBdR1cvLKGVmf7ZbGBOXLlOUXgQAJBVq+yGW4xN5SBWdrSwghAW5mwpQpvByj03y1rUQarP3m73O/G+1J+dYXSJwCVM1s07+XBaSD8Oi7pst8fZ/lKlXDDf0imZnga9HIPFJsBM+PHvnRq8qjh/Rrlb5Hx9A8VgI6tSo3IQiyIAHOeq+eABR38b55TLpMWzJQbuSC2KlmRYKGk49jY01ExnxuDpWCZJdxERMKDbJ3AgihjxjpIi3K4jMNxXyk5pzNTlU9P9MqY6/oEeAwfx3o2jiR1XHRcKuc5nvJ1g7Ax57kDxs3k59fTrBszlUUxSCZtddjnTv6M5jcmcUMWkocgtxpIwYQC1czISa86BOdwbKutgMuCKDBzgFbwWmMaWNqj9Houx/I1DZf1Aw+ntQBaNOEf0tvgvjoWvTBzqSL8qsp2R6l1Afp9MV6Qc3+5f5bfxyPeQDNbH4yxM+tSuEIsd7P/BP3OndLAWMbr7ctSVYZW+cTKvLulmdFkBTBKmLcyxViqY5fzuWo6WDANvKvfVg8RyDoERKWC+khfKEPpRi4wG2Z4OOjgi5U6MYDefrqv7RGc31zD5587hvzcx/Aj/3ALxz7cQxRFSLMcMIxifVcOCQmvab8pgsQbs2GcuUtq2msB3QuziEIeTn6VMOXWSsn6OHLqfUxDWQZOeOswDQuWYQ0cC5eDDcOAZZkwDBOpjBjVpfCbsZF30NgRhtyWsQMCrzeuagLJpbzMc2wMlXx4jq3+iJQ9F3t3jaNSKmHl0hUsrlx5Wbu2LROVkk+eW2lPm966e2kBTNYkyxTqMnDa1mKDAXFDSYtGWPnLIAwYLKVyygALUIDC4rgiveB6ujeMxSDBonxPT4NELvWmcoE3a0C8IRktbrYvqJdl6VdZdfTP6MUuXB6wQhmwvyl4uqnSZrSqG/mLjKc9osEf74+FD1yiDRah4tbiVbV/xBKAs70O5MLL5e/ifHHJ0y6AX0B7LMYburcyL4BVZhYLxs5NRLR4iwCz+QTmM7LqmEwjLBkmVk3Kcv39yjBmR6dwf9TDkaSOL1bqeKxcx1f82oBNSBOR9qRTfaAllaZCIhh5Ddm6h9nYYFErZONVBWwUAHE8wJ7EvJUBwTkCheFyAUR2riqJUqnzaJX+nR/8MlSkWqF3U/1MRs2pe+3qntWB1JK4cH/FGtSzElie47QxoRlaAA33oI5EAzSDKcHdjLGHgDYzf8VjM6rIz35Uz5dkTwci7YyS3iY/vPiH5MNbnfwX2XcR1HJwbKutj7FoFi7ZzkYuNCPJVjYyk7uRC/oyRlV/YjlNSUQkrWSa2TrlAecCj5XraptNkWPONXDaKeHd23L/rKjPQvxv9TfqeZMtH+3ONi6tbyKM4usYNF+tCH5x4AsC14gzbnXQvl/02657EHmeI05DhEkfSaH3UahS8PUU0gTwhBAwTCoBJ2mGNM1IXJKl0mdwpxy8M177sQMCrzOu7RW88YfTMg3UKiWMDdcQRhFW1tYRxC+mMXpwVEs+7r/nLhzat1f3vrHpszU2WErl0ky8rsUGPMwa/bxot2L49D7uMWRAmPYw17pCpT4Ge4AGeLa01uB+MFYXcwm6mH3L4JSBVu8UOLZrXhAD1oBD+2GVZDFfltkls0av8Q5gyTBxrL1GAfc29etNGxOyfLyhwYBZ0/2OAJ2nWRtUHzM4K+b8cu8g/3dRFc3nYo9qsQibLXP5O+0RKyNZomkMa0VytCpLl21dopfMbMMYlV57tPhO2/s0gDLrQNYh4YooE3vnHsTjXlWVgL+/fRlv7G9j1XQwEwWYc0jVydYxC0Yqe9R6CnyoZAs+bwnGFHDi/kdrjAAJgy9uNZBegGo7nFusUloCwJSgUJ6jEl8oKyLqa5uJAswkBk5srAOf+S1MZyZZmsjYNAZ4lK/LMX/MzHr0cCD77vojzwzehxK4AlI1y4yvNab+eyG7RCITCWIGASCxhCo/WHgEcPn+kMy8modkDWLPI0o9rczKmQGV9jIwSrrlgNswZK8n98LO9rfpocc9SKIdo0rvl8KihjFK18woETiNdL8k284URSH8uwYcPOlX9HnIeZxPzipV8Ac2VpUnIpegj9bGSJEuVeYnOgIL8RLEPf8In6n/KJrhWRzphWiuXsQfnHoaiyuXEb7kv4HXR2tCGMpm5UavuV6m7+B2r2bbxA1+fuOR5SniNEKcxiojGJBiD8OCYdx8O7ZtwjAEojCiPOE0RpImiNIEyZ1eIs5u09cdPnZA4K2MF0j9qHgeDt41iWqlgkuX17DS2nzJJeGK7+H+e+7Cn33zG/HffusQfvFf7NIAKVkbZLV4cE8WoNkozqwVnk65APR3HmYJMEuYHRLE9MSrBCY56qxYwgQ0O8ZChOAcVOwYlxK9/XpBZqDKDF4eSDuPlmYLGUxw76LM9p2JAkynVJI66rZx1L4oPQyl1x17uTGoYWsSqWJVMWAMdoWnwRkzh5ygwcwmoL32wmUpJAk1AI/XZa6vBJ0sDOFyn1GlhZhZU2b4rhbtpG1pzeEr1fFCdglwJnWfXxZSyVCCk6bISciSrOBw3Mej3hqO2pT3umo6xPiYBpDHeDjoyChAWT5lEMGgpDiynu4DZFaNS+8MZNIWgSeO1pNm0Jwqwwph5YXHJcnwLDjhYyYf0Q8BAOZtMh9+tL4b4s//PBZMg1JOZHm6AYe+jNHBLGJ5PpSLWwWyHvytd+pzZN9DKeQ5HPd1iZvLrIAuyRZ8FnXZtgaEy9KTsK32u5BdUgBNpdUAdH29/UDWUXY16r5nYClbNuZcQwtBAL1PaXxOSS/SFkaW6an3kB4IB5JLshDzjofZMKPPi2QqG3AIbLI/I4j9XTUdBW5ZKNTwH6LtCxuPjowqdXYzWaE5Tlt4V7+NC46HjmmhY1o4FtZwJPTwpWodR5I6Nk0bWZbhqbNL+OpTz+Jiq40kzW4h2UMUvt8IANLvDYNFGrj+a9kQ8IbjVtjHG7+GAWaGbAAACghYpgXTHCwFX28Y0k4njhMkcYQ8SyHyHKYArhu7vDN2xqs8dkDgLYwXUhE7joVd9RqqlQouXlnD2ecvIoyTl1S8sAwDFc/D7tFh7J/ajVKppP3jWH3KqkQ5VHwUm/FKo1wAGpzZIzpOC9ClTPmlLF043cI/pJkhtknh0qozqcGRd0D/PFrVoLFoK8PbYeGBzMVV1i5cxma7GclQzYsNLBkm7utvY6ApPTiHExvrmA0pYYLNdalnqab7JINFbSDNx3V1ekfagorak7Y6So3LYDslFo0866Y0Y5i2df9lsqYZUmZw+dw4zYSPIVyRAhhiVxv+Q7rszzFw8Wqh9Cf70NIW4B3AiQ7FmcE/BJQexONeFQtGSskYuQDyGHN+RYObtKWzoQEJLMiDbyZOdd8dg0Xlo0eiDBIohPrc5DFx7xqyUHkdqsQSo6Si7xCcw0wUEDsoGSoGnqo/UQKVk7ZPQFKaJTcR4XDcV+XM6czEdJqpBBROJ5ntb2u2GtDsG5dZhSfZsyoBO9lvOrfJrG9J9drpayu3pTwQe8RAB+cISMr7ipi5/Xq//FBWzC3muL9CjyT3+DVyoUqy0xmV+WfiFI1cULpH1qP9sfqXRSbqfqbrPW9lUp1NZfo5q6M9KMNlIN7Au7fpXlgyTMWsNvMuHum2qHQMRzGbMGvkIWkSyHvcq+KLlTqO1sZwwfFwvDKCk7aP846PTdNC+WNVpFmK5sWLeKa5gk4/uFkGCG69B47FGaZS1F73VUrEcYubvYVxLbsoYAoLpjDVumAaFsXEXbcUfO32CKymyGU/oWEYMIUA7nTj6NvSD7iDvHdA4CswDCFQ9jw0JsbheR6eX7mE5cvr+gP/EoZpGPBdB67r4MjPDOlfePuVkICAWZ+Yh3Bl0P8PUIsOANm/d25QvCHfD3tE97hxbyHby2QdzS4C+nvR3oXLrPx7BqPcM8hRYUohvKqFEwNiEXlsrOA1XDRFjo5p4UQwhrmuj2NhDcfCGj45MqmsLU7aPtmmCFv3kuWBzhZmA2e2bQG04pTL0VyqDJf1OTJQliVclW1s1rVoh9W1XAYsChZY+KHybWva49Dbr+xLmuFZnWFrjCqBAAFUMgjm+LGZKCC2hsUvzBgx28PGv2oOSDSk4umSNbmtEprJCuYtCaiSNS0WYSAor1czWwfMGvZlqVapFvtJeb6kt50SmvC94O7FvNnDbH8bc60raIgyAXhp4L0vS/G5K000coF9WarEHNMYBrIOgTiZFrIgAiyYBt63eRHTaUYK1lxgTxTomDU22GbTcuFpU/Cso3N2hYeP1ffoc5L9fDQ/pHQumjg3RJlY3qLgSNq7DJiry1LqtDGh+2cBwKwXGLhY9RM2s3UMpwmaIsdkGmEhfArz2QU80m3heLmCmcTA/RExo2zXAqNEwiD2WsyF/uwCOkFFso3T9j7A3YujtTEqE4dncay9RtfeKOF4uYJ9WUrX2BiVvoVtfLFSB7Ie5vwKHg6oPWG2v405v6K8JuetDPM2Wc/8n//yLqxeuozF51fRC4KX/PfvJQ0lRrnRwq5Lv4Pgrvi4PlgezgFk6nc5DCFgGzZc04VjunAtH75dhmO6kii4+fnmOXGIwhDIcuoHhBAyd3mnJ3BnvPZjBwS+QqPiuXjjvgamJifQXL2Ib509j3aPSqYvNa7INAzUqxVUygVLlGiVgFvWp8XF8AlMSdsMxapwvxyDG3uE3sN9eIAGbuzLF61qKxhmsrhkG29oqxVA7tvVLFvWKzBNnKIhhSnRqhY8FBfFgh8gwhUJkCSLmctFPTiHo7UxPFpz8LH6HhytjdFCJn3+FowUTUSYc+WtzF5+bBlj1qSX24gsb/cHS+kKFMpysD0CzkKezj1peVPXAAOQ/W89KOsb6W2neq/YG5GBQbIGZRbNIhCjpG1OpMp4OicRwbxtauGD7HlrJiuYzkx8/tF5OgZm7fJYl09zAZV9zAAyOEevlZY008YEfn5tWQkKpnOZo2y4ssyr96l6J+WDxEK8pAAnedpV9UNGgR1mG5mZtKTBjsyy/dzwbjRFTskVwsaRvsACNvHIe87gAxureFe/jZk4xcNBB5NphBPtSM976UE137P1cckOBmgiwtGhmiqTchoGC36mc09FzRXTQng08+4A86qEJIavGWx+nUml7QVDgiU4Usgk75+0Rdcx7xJgdPfSXMkEmMk0Uky3soQxRrFpWsif/Ul57YnxPm5cAPpnMJ9dwGmnpIRC8zb1Kc7bJhCv6lxody8dX/+MAuzNbB0NODRX4TKQtqhMLPsNJ9NI/c1YwKZ6uGiKHEdCmqvp3CPPQI/ukTnXUIAdgCo7T6ZUXvY8H0ma3jL+u3kv36s34iRCnITkxnDDXef8f+QA0ixDnCYADLiWD8/y4UhLnTxPb2Jfo4cQAnGaYCvYQifYQpImeHHM6M7YGa/c2AGBr9AwTQNjtSrefv9B7BofxZPPPIvf/dZpBBGxci/2D1yUpLiy2cHqlRZ6/QD/7v+/Txs+F9IjkPW1yIKVkOGyVgIXAVfxOyCB26gGcrIcemJzS3u2MdhzJmkhY6ZNgiP1mqLpsfDod9YYLYAMdvKAjpfLpgx0AHkcUjVqFqwyzJJavDmTlkEXN7Ar5rF/Rvf6MRtWSGXgbFlYY4PCDt4n9znKvjjVZB+c01Fi3PeoAG9hPuXvNYiQwJ3TIooei8E5HOluQ9ncWGO0UPOcmmzaSz1vMGtYMFKITz+iFvOislUpqxmYMZgzS5hbJ3X3NIaxYKR437ClANOSYSrArc2Ipd0Qz1Eea0CctsDxddqbrqp7DQ1X2cjMmz3NVEqRx5JBaSVLhql6OfMf+8/Av/8SdqUx9od93BP1qbzpeJRdK8o6vYOZOrZzYeaPDZmNEvWxFVS4C0Yq7VY8ZRbNJefDcV+npMgxbUwARhWz+YQG7+q61HQEIqD7OgH1+VmSZsEN9yCQrNH9IM2lqSdPsqxym01E+PwTPwVx78c1wPYOYK5fx6y4Byd6ZfJ2lPM3nZk40t2WAqvaACvcsKYA/xAWhGSuhafvR3cvZiOHWgWSFUynmRaJZD2aE47e653C8XKFmEnToFYDWXrnzxaXlNlW6aTtA2Yd//LEGMbrI7AtE7cKbK7++3htlnB+g6+XNtIsQatzBZfbq4iS8Iav4x7EJMsQxQm2em2srD2H5UtncXHjeWz3N5GmESC9DG+eBZzDMKhknaUZkAi4pg/bouQQ6im8g8ftSAzJdoD3Dgh8BYdjmdgzVsfUrnGEYYRzzzXxdHMFSZq+qO3keY7N7S6+/sw5nFtexl27J/C//a0lqOSOeB3KjNjwpTgjHPQVZGUsoBk3jtFie5Ji2ZB75QA8Wr3OH1dhE9jj3idA9zkB2iqFS7kyOUH1jbHdDA9OXFDmyZKVlFFgioXiwXYzXLIG9OInQRI35ivhBgAYsueMc3plKU71a8nzV7mrPB9X2+mwfQx7JLL3H4twhDfoI1fIMD6yXRDjyBL9sbCG41ZLiSSY1Zvt0+J+ZHuDfN+437PwGmXfwmVpoyrtcmLFMhVtSGaHxCDw4lgxVgvLeVFAlwfPUR5ItrAqUzw8zEQBZsMMn/+5z+LYVlv16gHUp0dlxiqlsMSrquTaFDn5HSLCTFrCpmkDY1sAgEc2fwVfLw1hdxTiWHtNzdsj3Rbet3mRAGeyRoDO3UsCh9zT9zHfC1lPx7Jxwgs2lQlzE5ES0KyaMne4UEJmYcSca+jsYnmvExie1L2N7EtYUOaTD2BJ+j32VFZvw5rSNjtmXX9++mcg3vIz4F6/w3EfM1GAj9X34HGvikdHRnHaKWEmIUHJkmHisXKdlNRS7PNw0NFlbektyL2yM/mIAslzfgWcELNgUFmZr/tkGmEmHyEBjztFbKMEiSqijudJXsuZKFD+pYpRNUoYqZThOs41GPBacEcVXAZHV7268L4iY4iXMK4FjnmeoR92EYT9G75LgNp9LMOAbVmoeFXUynUYwkS330E36CLJMgjTgmFaMMQLA18hANty4dpVGMIFcu5l3FmOd8ZrP3buuldwCCFQ8Vx8+30HMVqr4eKlyzh74RLi9GZPh9eOfhTj4vomWpttmIaJH/mHl3VfHffSFQGKtClRbAaXPKVdx4Awoqgujle10KRoiGu4mgWThr8IlzUbyP10RfEHL4KGL8vRo8oguWGM6n5A9jpkc18GhwzkipY2/B4ezCYCskzJIhdbs4Gshi5YfajmeGAQuHJPoFThDpTKvf0FJm9EG1YDg8fE6SBsyM3XQvWBlXDclSVjLnFnHfLH8w6o/U6nGZAHOO2UcDju47zj6wWa2S9AC0iKIgaOulMKXy12mMlHVN8aRcV5itGZzszBJBkuXRcVsqyeFjYQLlOKh7Ax73h43Kti70//GL5YqRNjhE1lPPyufhsQNj5W30P7T1a0KtjxVILJnigA1nTP6w90LqNjWrjgeCjLh6ev+DUsur7yIlwwUiDr4Mj2BoHTYl+kNEdWQgoGW0YVP7x1RTOGaUsD9dKDA2BIzUe0ioeDDvWbyrFkUAlWqW7lQ4wyxC4Ccb53kjUsYFNnCPPrpPfkrLhnAMCdtH2ctH3q3RM5pjMTS4aJk7aPBhzsy1I0s3UCdN4BIOsoIVBT5PJeImFVAw6+u9OifcsMYt5XA44G6PKa6gSaqjqvRi4wmUaaDQRUO8ZJ29cpKZIJ/9jP9RGnGdjx5PqMXnEUevAk0KP2vkE7mEG28OWVT4Uw4DtluJantnujag3nuZuGAdfxUB/ahT1j92BXbRK+WwKEAUam+U22w8fsODZGRoZQqVSQpTniAV/FO3jsGEXflrEDAl/hYQiBobKPSqWMtc1NbPWCF/3h7gYhli9fwXa3izfs26t/wX15gPQALCSDcFkzWCz43xV6/YqmxoDuxWNFLb+ev9sjGnjyYN/AtKcXXDYcZjaxaNkiRRHN8OygNY1U8E7nWnygkk1YaVw0reb3MPvlHVCeaQq4sKCDmUQ+PlYLMzhi0BOv633G6wO9bwN2OuGKBLGx6g1sGKMa8AEaVDOIdPfSMQK6p4wTJRDp1zJbJzyVRbwgApy0fWJgWBUsWacj2xu6v4zBWTHRJV7XCm25/fnsgi6TA1TukwzWgmmoXFoFqNk0nMufXGLk6DwuM7NljWSm5m1T9QKy8TAzeQ04mE3o3KdTSrWYdzwMpwmqaaKYwM/UfxTnTQ8TSUQ2KQAOx30sGSaOV0bAiljuMTzu54PgS84VzyMfP5tTf3ZoXLYQ6J7RhewSkMfEaHH6C7OvziTm/AolbEh7pmbeJZ/EZGXQVof3xe0IyZosOZOo6khfKKaP01co+7qFOSdCM1khs+k8RrP/hLS1KWE6JcXvI90WMX+A7CssqPBNEm8gbeNYe00xmUdCD02RY3Z0ikC3vE/ZeqYpcsAa020V8prOW5k6JxaL0N8FYin3ZSTcYWEI/zeLTPpBHytX1tAPg4FkDHmB8MLg7cZg7JXqmzOEgOt4gBCIkuhFxbhZpoWyX8XI0DiGK2NwbQ85gCTLEWcZ0hf4ey+EgGmZsB1L2sWkiOP4BUrJO2NnvDpjBwS+hJHnFO12vcE2BZbrIUlSbLY2ZCPxi92JgGma+Lt/93laeNl0OA+oxJjtGWCbFHCxpYCB2Sj+OatUGVxx6ZZLZgwwmckCCv10Hdq3yugtabaDGalCmZaOqabfz2CJ9yEFFZT56mn2bmAiPerNUmklbb3P4JzO8mUBCEfNMSPJQLQgAFDzIDwCv/6hQXDKIpqsD1a1wh6VZb027ReaBVFWKLL/Ue2vf0YLM8JlDQy4TKs8HdnSR4pEZAIKM5cz+QgBZQl+jrvSI04ykQTOJHNplGgOvQPa8Dnr0Pn6h5S/IkDsTv7WL6ORC9lrJplKVkkrj0cqJ6ootLStwWTWUSXCZt5VbFUzW1cpFOcdX8XcvbW3paxJDsd9TKcZ9kQBvlDbBfyvdN9cshxcshwsuj7e2N8euGyNXGAmMUgRrPrTqgOeeVzOnc7MAZaOWU7OyFX3Pbc4AAR8uGVA5KTSTowCozep5o5j31hBy8zaTGIoaxXVqyfn67ifD/TNLpiGfvCQ11Ac/BnaVulBFavH7Opj5TrmxCU0w7N45/YmGtYUptOMEkUYfFpjODqk763jlRF9/gA4qefI9oacn566bir9RJ4j9/4tGCmB/OQsGqKMeVteZ2hm8P6I4vMWjBTTaYZ/d2wUYUzA6mrgppNDbgbmrv0dMYNCfX/xQxS+6G94EPWw2bmC1fVlbHU3bulhvZglzAkhhjBgCAOmIWAJAeQ5Ov0tbG63EMXRNdvlHGJD5BAiRRT2EfT7SOLoJZzXn6Kx0xN4W8YOCHyJ42a+gYYQGPJdQAg8e34J/+Obp9ENwltmBC3TRMlzYJtywUrWaDHvnyEw4e6lRYVH2iNGh1k1VQaWXwzCmLkAoDKG43XaBydZcEpGuEJCCmNUMRtqcJmQVcPMSkgFKh1Te6A3L2/+a82OhSsa+LHYhEUiDJDSNi2inFaiwGuH9iMZLxIzBIOMJXCtKTaXYvNAl7S5xO1ODfZT+oe03YnhKjYH7t6rjHp7OilDMkUNY1R6LMoUk6LxMkf8Afr3bJLNJV0GskYJ87aJBRGQkCH3cCT0dLIEpIqVgXBxW4UsZghbexiymAERxNe/E/uylFiugnfdtDEBlW7BXnRZKM2Ka5qdhO7JnEkM5VMIUGLKvG1S2TcKMJlGmB320EREqS9yVOXD0d6Dn8Bn6j+KJ/0KnuSYOwBd08Q9UV8xUSdtn1S5ucAPb13BTJzi9y4/i5koGOitXMAmlK8jzy1QAMy+9vEzWWVN56LeI/eHTHrtScsbYtGIKaVSvav6KRWQZHAvhzIft8YIbIkyAbDc02VlaWDeFLmee+8AYNbV+c8YezBj7MEnRybVz45WS8pUW4ll5DlzbNxMnGI+OauuzfHKiFIUv3u7pUvI8r3qIQfATEzq+xnroO6BhGRjZTvCnGvg2Bb5Sb6r38a+LMVDB/ejVinfIujT48av1yAuz7NbUuEOjqt7AgUMw0SODEHYleKQW99eEQwKGSYgIJDlKVpbl3Duwik80/wWVtfPI0nja//2y/80TQGIHFvtDpafu/Aizmdn7IxXZuyAwJcwrslGv2o4toV3vvENeNMbH4Dvunh28Tl8/dnztwwEK56Lxq4xuJ6rS7uc4AHQH+JwBUrNWlSyAhoApT3dD1gUF9iTukTsTulkEPYHtKUpMrNAzCBy6RfQnoOsQGZAyOwGl5rlYij2/4Tu6fMP6d42QPYRSpUn26vYk3TOSkAS6rItg860N+jdB2glpzNZKLdKU1ypluTosIZ7ULN0bJaswJuc62IUWdFLj+ey6J/IymAGYvz+YkKHBAnKlFemWAC6r6whyqqvi02Fv7z4EewP+wQSpBckp3TwPaFKozx/bE3DyR9skC2PXSlIWSCS9bSylvN75XVuIsKxTk+lWsCsYzqn3r439rfxG1cuULlaAp7pjFTA90R0j55oRzi21cZEEmE4TXB/1MPTfgULpoHl3/wJAMTGDacJvuLX8NmhcWyaNh4r1wnUycFg74uVOk7aPr7jf3x2MAaN59woyR5I7m8kBX1T5IB3QMa2ret7mXtDRU6KXjbaNusSUBPjS3YqnmbfCuVgFQUH6BI6/84YVcBLbRvAb155WrcuxKuF+LiSAoMLgmxwTto+htNEl2flPg/HfbqOUnWvRDgybeak7avP8wI2gaxHKuPcI+Yw62EhuzQomsp6mIkC3BP10QDZ0syGGRAsEugNz2Iaw/il+Qn8x/m7Van9sXIdJ373TXjzwb0oew5e7qBeueuVlK95JfI8Q5alyLLshf/OCsAwTPoyDRjmy1sKCQBm2OpuYnV9Ga2tK9jqbWBjew3doHNtqVdiWsMU2O5t41tPPIHf/b2TL+sY/sSP29ETuNMXCJH/Ke9G3draQq1Ww6WLTQwNDb3wG16Bkec5kjTD8uU1nHziaaxcvIz6cA1vuf9e3L93CiXXuWlJI89zXGl3cPKJp/HUs4v42Q8+T79w5aLfPwNlS5H1dc5qMc7NHtXsGSdX8Ov5veyJB2i2BNDmylmf9hmuEKALFtHwH5JWLW1tpAzQa7hczL193F8my4yql4rfF65o1s0/BJXhWywlM4BJ2/R+ZikUyKJza7gHaSFk9kuaWA9k1xol1ceEPMZsmOFxj3rVGnB0TBfPARtBq16vngbTRpUYFunZps5ZRdJ1NADNOvpcw2U6Vhm9hrSl59co6f2rXGVWcNMxKENlk7zaWKE5LzY0a8nv530Cmt1jkHv1Pop9bWxfUny9PA+2mTm21cZnh8YBEKhpiDIeDjqY3t7AH/sV/Px//GfA7gjiL/5zzEQBhtMEm6aFYcn+3dffxqMjozixsY4/k3TwZ8fvUfOpWD2QMvixch2H4z6VSIGB8141nQJwtfU9xPcG34c8Bzy/EhxOZya9n1sMCuVuLudP2/uUgTUgGVi+R/n+vEqhzEBsX5YqEKvuRRnbNpmS7x8pr0ukqOeMZtliMZMY6h5riLK6R2cSQ4k4FDstrXIGwC/fs8XrKe8j9VmS98ax7QxHhyhyjlNzfu4Xynhg/17Uq1W4joVKyYdr2zANA6ZhwDCELK3GyPIMnuNgqOzDtSz1N+6llW/lKcnliaPjbvJKqc3I1ete6G9slAR47uIZrG9dwT2734Bdw1Myn/jWmcvi9sIkwIUr59G8fBaxtJ2plkZw98QbUK9NUOIJAENuPs8y9La7OHduCUvnm7AdG3/zb74X7Xb7NVurXg9jdXUVU1NTiD/3AKzXODvvv/xRBx/5nRF885vffE33+3oaO0zgqzCEELBMA3t3jeG73vog9uyewJXWBk4vPofzF6+gH12nPHDV+2tlH/ffcxcaU7vph7yY57EGcQAtGrwAunu1Uo+FIEVgwKVPACoGLlnTvXAK4EhfQGYI3Sn6nbefFgcu33L/HUdlsT0M75dTR6QSmJMn4EzSz9nSxfDpGJQhtS37rXraCNeeHChHKUsZKcSgRauqS2KclMELXWGRnolTYjWuM/JzHyNFZIHJUfYnHPsl49aG00QvtpJhVECEy+VSmUqWPlTKbuZdKUqRTKV/iHr/0lZh8S6IR9IWlHgBoF5KQLF486bs/zSqBcbXo3uhf0azgGZdX2tA9b2puDBAWq5UyVtQPiCotA3hkZgkM8mcuTC3h+M+Hveq+ODYXlI2fweAAw5m+9v47k6LVMBy7IkCvH/u15Gf/Sjev/5LOPxtlzDXuoJ7oj6VH0WOZt7F4biPr/jEFp+0fUynGWb726TY7W9jOE0KnoCy/86say9Hvib8uWE1deFeUO9noRK/VsbONdyDA0zkwEh7Kr1DtQVIAMgs3EJ2idjRgtqW1cLzjjSxZhDuH9KlYKOK2VD6+EnLF3VsRRsf6F7I2UAKVxhEy4cnso9qaVGPutmlv2LWQ8MYJVCfx8Q0ys9PlmUYqVZw4K4J3DO5C7vrNUyMDGHXyBBGaxWMVEuoD5UxOTqMPWN1jA6V4dmWysh9+QAwvwUASL8vxsZd325msIRsmTaGynU4totusIVufxNx0n9p5v7IkaYRorirAKAhDCRpjH7UBfIMphAkIMmBXEaWJWmKMIxgGCbGx8df9H53xs54uWMHBL5Kg4HgZH0Y3/Gm+7FnYheaKxdx6txzuNjaRJSkN/1j41gWGuOjeMeDh/CF//JufPznEwJJLL5gc2NpdTGdZiimVpCdS08zc+5eza6xbQyXizmTlFM7eD9sO8Ml2Dygn7GgIm1Lg1m5uBYj2jgOzp6UJeN2oYzL/YLB4LHK5Ixi/+H9kVSEMm2vMpJbGnQpuxmZlCIVmDOJQfYekgGcW1/BI90WTto+5sQlzIlLeDjo4MQGCRlOtC7iH9z1k2rfRUZqwTSUvUtT5JjPLmBOXFLRXQpUMoBIWwXVdeda6xsGwPKaLGSXdDmeGSYGbRLEMxMGd0r26MkyM/cRDkTWURm54T+ky5LShmcmLQHBIvZlxLyxtQiSNWX0PFsfl6xasfRNGb2TaYQj3W0CHRIIrpqOKlPeE/XxmfqPAl9P8AvVp/H1ErEa82YPv/oDX8LRoRo+Nfu/6kM9+jv43PBuHC9XqHyctnCs08NJ2ydrEqlA/cz605hzDTzuUfrInFew6pHCm+k0k6BsQx83PzhwnjALmri8L3sC2eRZ3W9ZT4pACDw1kxXqD2RxkzOpUjsa1pQ0tA5U9Br3Tzb7TwAgVrCZd3WLAwjI82eX+xgboozpzKRYRAamxXtS2LgnohIwz3kDDs1HUQgVLtO+1AOTre4ZVkkzi8h/N4pAuCHKMA2Bi+ubOP3cKr757Hn84ZPP4g+efBann1vBVjcAcrJOsUxTsoPmywJ+1xuDJeEXAmi3xuKR7YuBodIIym4FQdhHnCYQt+Dzd+O9GpRtLN9vGCbyPEU/7CBJQuU5aAgooOp4HkpDFfSDHr71rT9+0fv9UzVuhyjkT3Ud9NbGDgh8FQcBQRONXXW846H7MDE+iqXnL+Cbzy7hyuYWkiy74T0ohIDvOrh7YgwPHbgbDxzYPwgk2CJGLnYL2BxUCLNvHSd8cJRbFmqLF1bYcgnQHtWxZvYIAcdkbTB1w5mkxcXdC6Q9aThb1QCEwZw1BpVxzGCSQRsfY7hCX8EibY8zWq0p2fs2QsIFNuYVNi2S3DeljKZHNFNiVNXxzlsZ5lwDs/1tfKR1AZcsB7ujQd/AOXEJj5a6eOf2Jh4tSePkovhD2MpYWAOCnooD41LdnBPpRAUGgtLIl7YjVdAcn8eLNZcT43USArh76Wds/sxMljyn37zyNPL/3+9hX5ZiJgqIiVLgvqYBvAQ5Ki0CAHIyeJ7PLgDulDovMlbW6SMKGEnWk8HRke0NPO5VVRlyzq9QcoU0op5MCawdL7n43PBu7P2b/wwPxn8GgBSBCA/v/c33AAAeHRkFvp4g/86HAQCfWn8WEDbKaYoT7Qhd08QHNlaxajrKU/DL5jCxbJwcU2TEpCiGy+SwRwbPi0vt3CdpVDFtTJAVi/TrIwEIGYJzibvIok4bE9qih/v2uOcSFGGIeIPUskUVt/8QjnS3ab4BdV35PubP0ExiYF9GkXnv27yID2ysYkEEylaH7Vmm0wzHKyOYjRzq5ZPMKSWIcIoPxRGylQuAQs9hTzKQVV3KlubWC+FTWAifUg9ApmHgybOL+N0/+ia++fSzOPPc8/jGmbM4+a0ncfq557EdhMq8+cWKQG40NOgDUBCEvLxx4+1Qbi8AYcIwXmpqh4BtORgu78Lu+l5MjNyFWnkEWZYhiHroRz3keUZ+g0LAAJlDe66Hu/ZM4YEH7sP42OgL72Zn7IxXeOz0BL5GI4hjnHluBX9w6mlsdrZx37678e0P3ItdI0MwbvDkzOWQOM3Q2uriyuYWli9expmlZXz4x+Xizh51SqDANh+uZqS4TOvtp6xYzhFlRpAXSGZJGMgwgxKtDlqyMPvGoLTYNyZsKSYoadAJFAQJUnBg+FpUUjS+Tqk01xBlAjDx+mCvIZe2mRGViuOBHidgACDwAloEetf0RrLXYryB2XwCe6IAnx0ax8NBR/UNDvRN8lxd3UNW7G8sikrymPq7zF5hGwUwqDKZ27qXMlxRApXZpIrHvSr+1ZVzeM/3LuK9f/BnAQDv3N7E71eGNUvIvaFmaSAKbeDYi9db9skV+82O9EICGf1tAuHQwLiYFlGc34eDjvL2uyfqY3cU4pMjkzgc9/F3NlfwpdII9od9LLo+fnL4HIa+ZwXiv/4VfO5KE49s/grwH+v4zn/6AXx/+zIA4KJD98umaeO+/jYeSHo4b3r4UrWOVZNsSU47JdVXx7Yl6lpwf2YeUB+jKLY7VPX9y9dA9spNp1nBYzDQ968E5qqfU16rhkXtFc28S58tbNL+2Dib+2fNmprXI9sbOG5JkCbNtdU1kvfVke42vuLXcH/Uw5y4pO9X+X2u6+NLVQJ8DMoPx32smo7uNZQgfzoz6SGRz9s7oPsHOdIP0P8dnNMiEzj4iX8BxGmCseEaTs80cc+/24WNdgejwzW89f6D2LtrDFu9AOtb24iTBAICJd9FFMdI4gR5npHxsyyH+q6D8VoVw+USLNNQ5V5mEG+9D3BwvNj35TkBtK3eBgQMVPwaXMeHIYwXzWbmILPnKAzQC7ex1Wvh8sYFdPpbqJaHsXfXQdSr47Asm3lCOlBpEh0EAVZWVvHQm9565/YE/ruHXvuewK9v4SNfrN3RPYF3eFjhazdcy8KBPbvRjyJ84+mzePa5JmzLxNsOHcBYrQrDuNHNL2CbJsaHq6hXyxipllHyXABSHRz2Natm+ECmgQPSFoEbb7/q+VvI2kAGei+LSAoWGep9DPaSNW3J4h3QbAoPBpoMogANGOONQpJISTffs2q4KCwBJItH5dBmLNXQ/qFBAMOCB3dKlQC1qCMeBDhyHI77+O5OC7Plvgaexb7KeIPmwjwAhCuYMy4BLoD+RQxnewBA9iYSI7ZkmHpxV9Y2ch64zCuTOcgcmkDJvD0GQALmaJUAhbA1cMxjqbSWAIXPMV7HXGkS02mKvzd+AIf/YEoBn/kR8nibiQIybM5MLHA2s5qzWB+rPM6ZtIR5SxssN0WO/OCX8d6n3oH9YR+Ncp3ALwOUtIVpDCufv3nHI8Ak2a1N0yJWVNiYNh1MOgTIhtME37trP2aiAI+V6/j5tWVs9F08+PhfRQPAb9XG8QiA/P94JybTCI/Wd+NzV5oohRkuWcRGFS1RFkzyCtw0LSwZJhZMBr9RQTzhAVZVefYtgFsI2lQavSpzmQGwOp9M3q8Z0LBG6RpKYE1pHW1MGxNYMOneInPlAAuGDeQeloQJcFk1WAS8/TjW6VFKTLyK46UakNKDD/XJEphrwEEzpf/++dV/hr0HP4EFzwWSEo4kdZTjFBecCdzX28aXqsO4J6KeyQ9srOLR+m68sb+Nk0PjWDJ8YjiFPC7+nAKyjaRHzF8eoZE7dA+mLRxOS5i3MszmE5gDcGyrjaO1Mfynf5RhMo0xby5j2h/G5t/ewK8+/3H88n87jq1uH2cvXMTy6mWca66gG9DfkZLrwHEciDxHr99HnKbIJPwp+x7u2b0Lk7vG4HsuRiplTIzU4Lt0vV8MABsEfi92CNiWi4pfg2mYsC0PxkuMbuMSsOO4ME0TvbCDMAmR5RmyNEWapgByqVuRwhV54EII+L6Pen3kRpvfGTvjVRs75eDXaAghUPYc3HvXJO7fvxeeY+PZ55p44txzWO9sI7sOITtoTGrAtkzsrtdQrw3hF3/5Hnz0Fxoa8HEp1/C1SACAMj4uWrcYLr2Os4TzGCp7mJWELFwwa5jGMPkQFsEVx8mxvQaDOe4d5NSRaJW+FDtY0v2GAAE6LmMz4GTrGmAQAPL2vf1aABAu00LK8VcSCDQK0v/holm3tAWZMfbo+QGgMpgL4PBYvBvHrRY+sLGKJcPEu7dbWDANHVEmm+eVeEVdOALQ3AumDK2LTfn2iGauWBGaB5LZ7UPZ4qQ9dY0XTIP86ByPegghwWm8inmzhwYcYnmTNQWOpzOy9mhYU1ARasIjwMbzK0UT4pk/g5O2j88N78bhuI+PtC6gkQu0ra/hc60uvr99GY90W2o+J9MIR7Y3qLfQoXmYiQK8b/MiPv/3fwMf2FjFnijAidZFzNsmlv/FMTxy+Zdx9+b/hd9d+2Ms/43/hM8/8VM0RaUUn3/kcfzG5fPYNkzMjk6hmiaULQzqDV0wjQEAty9LtZCCwVyxjCt74aZzeY3Yt5J7KGUiDtkM9WRf5iqQB0qEo+bImcRsUqXXmDXJsgXE7PLnSz4cPRx0oGLo5APYFyt1LcgRZd03K7c/nWay5YEsZ8SBj9B9GqeANaaMn+f8Cp72Kzhp+zhermDBSFGSpdMn/YoC7fO2CaRtSioxqnQ+GbVlqM8H943K/tJVk/oNTzsEUL9YqWMmCrBgpHjn9iZOtCN8f/syhtMYnxr9MRy4awq1cgnLFy/j1LOLuLK+jjAM0drYwNJyE6uXLmO710eU5UgzIMsyRFGEC6uX8Ad//BR+5+RX8aU//Ab+8KlncP7iZfTDl2eW/KLL0QIwDQuO5cI0bcUAEkGXFfwICWwW7We4ZF20r+H8X8M0ASHg2B5q5RHYliNfV2Q6B2PiuEfxjh63pSfwtWUeX49jhwl8DYcQAiOVMu7buwdhFOPM0jKeWX4ermvjgXsaGK6U1J+v6z0N5zmwvrWN5y+vYbvbQ55dBRyZ0bJHB8uJDD44Uq4YC8eD1ZR5IPuJRlVZ+Mu/dQS/c/h/x8Ku/VKI0gNsKc5g1olZFkM23UsvO7iF8nS8AWBVs4Nc0uX/Tjd0ryMnKbBVi2LdpBlvvEolOmmsPI0MCyIH0g6agAI8DTjYNC1iAQE6/3iD+uJeYBx12zjRK+Oi42JflqJrmsqeBIAqoy4YuQYXAJQhtbdf91uycpetY8w6EJzDtL0PS4ZAk9+ftun8lfWIvC6SveGEiqY1RgpUQJWPuf9vJh/BfN5DU9hoZmtY8CeBdF2rQ4WnjbLVzUnH3hQ5Dsty4sfqe3A47qMm3g7UW5iNHFWCbeQCw2mi49xyGwCZOy+6Pj7zi9O46Grhxm9cuQD8pT7wH8eAv97C3Zv/l/yNfKh43x8Dk1fwyfm/hgXTwNz6Cj5W34Mf3rqCR9IY5x0fR7Y3cN4pYdWEZD3J/HhJmGjGK2jak0AWELPF7KgFVRaF4et+VkjmjVsdpP0RQBYw8ybQEKMKVDYR4XHPAUAPTTNRgJO2LPdKppdLw3P5E5jt30NlXO8AkNtYyAPAqANo0XvYjkYx1sTazUYO5lzZOmBHZP0j6LP02aFxTKdk8H047uOk7eORbguLro9GLvDO7U2gMlwox0/hMQuAyDHvyLQYvn/zGEe2t3G8MoJHtlsEKNHBkS5F/s3EEYbTEI97VeRnP4TP1H8Uf610CT9m3o/v/ldDuG/fXuybmkCUJOiHETa2tnDvR110TAvf/oVvw8bWNiplH5/9oY4qxTcMumenMY7DRzew3e2ivbWF7W4XZdfB+PCQYgOvNwZBE1AsIb/Qe65XIhYg+GYIA1meIssSGMK8Pq2Y5/QlchB3crP9UprIUGkYru0CECi5ZdV7mGUphIDsP9TbeaUFNTtjZ9zKuMMfPV77YRgC48NDuP+eBhqTEwjCEM+cb+L0c89jrd2RGZbXsoJZlqHV2caT55t49vwyTNNElCT45c/sJeBkjUmmzaf/jjck4FnXrJIEQAqQRauDPWnRqu4fLCRZiL/2z/C9uwjQNIxRXRZm0MPxW8E5DTI4pqzYn8iCkWCRAA1HmvEoloYBXTJmU+YsHASuBS+0ohcbMx8nNoj1uyfqDzKVNxvMDMp/P1rq4rjVwkK8hN1RqBrzG3AwnXsaELI1DSumzRoxLtIvjhnNaQwrS5GGe5CSNrjHLCKVacOaUgKFAaNpyeQ0kxUZR+dJg257IJVC9QcqMVChDxEy3oznl4GIFJcwuJtMIxyO+/j8O36PBChpSTFErAQeTmPV6zgbhJhMIzxWrmPTtLHo+iinVMJ9R7iFMcTAz70J+OuFUmxUsOn53ueA1XF8efEjyH/k3+Lv/9J/QjPv4mi1hE3Txnd3WjheGdG2MHk8oOYt9sRyggazYUBB6c0JLpzOIYFww3+I1L9S0NEwqAw8kxiSKexoi6K0jXmxobweG8YoiZlYZe0fwpwTacNytuUpeP/BKOFId1tfVwAw60rxzKwcCaxa6ni5X/G7O8RQ//zf+F0cL1fwgY1VxRCed3w8OjxEghGRKzEI980yy3ncJVHY8ZKrPtvHKyPqnt40LXzw0ybEvR/H7LCHxz/35/BDj78B73zzA3jjvgYqvoftXh/dXh9ZluFpv4KjQzW894e2cP7vrOP3HrmEd2+3MBtmmEmplA6jiiXDxM//3Ciu/MIu/Oov9LCxuYXL6y30+iGyqx9srxkvpYU9V+zdwE9zIM9TJGmIJAkRJwHSLAaQk8q32BsoWT4hCACKq/57cLsZLMuGZdpIsxQlr4KKPwRDWNDA9VrAJ27YErQzdsarN3ZA4G0YpmFgz9gIHjpwDybHxrCx1cE3Tj+Lr585h0sbbaQpG5/SiJMUzSstPHHuOZx6dhFBFKFWqyHLMlR8X/vsscEzABX95u2nBTLtySi4kmYCGRjlgVYRe/v1jovKYAli2JtOWbVwOdGZ1NtL27L3Ti74nKoQb0h2cIpAIgPQYn6xf0izYID0FOxo8QsrX60xVboDIPsJW3g46ODYVhvzVoYv1HbhI60L1ITPLCnPURHs3WhwI37Wx4leGU/7Fdwf9VTUFmelIm1pZiftKXDSTFakcS+DspAWcU7hYEWnVGfCmSR2LzxLPYXGqJ7DQgwZzBoBcQbBeUw9YAyEGKBzkkrBGgTCox42ZgHDZfoyXCphJiv41fmP46TtY9V0IL7xbgynCd65vYl39SnKj0vjj5XrQNbBcJpgzq9gOE3wcNDBcBorf7839bfxnva/wnec+lXgw1dZYDiFPz/jDmUIb8XAXVfwnUd/BBA25jY2MedX8PXSEGaiAKcdsvuZDTM80m0pQcg0hnX0GQr5zlKF20xWSHBkjErwLH39JBvdzLvU+pBmQBZSKV96ME5jWM6dTQDOnhwQ3ai4vNxTQgyyTmqrY6CcaUoy4VL8pqnFRQumIe9nuu+VyhmF2LlCa8SXqnXsSwJg+hnkP/2r+OQIXU+a/0TlHnPWMpenpzOK8yNFdE0/BMhs5ZkoQCMXmDfJosc0TXzhP0ziy198J975pvvwtvv2Y9fwENa3Oji9uIw/fOJpNFdWYVsWHveqSsl93vHxuFfFRBLhtFPCqkmRctwnyz2s8A9BGAY6vQBX2tvYDkKEUYykcC15aOD1Ikq+4FJuhjgJsdXdQC/YRpZnSLMEqWxtMIQJIYybujUI4ypgeJ395HmGMOqhF3QQxoEqCxsmmWcbhgHTtGCalgSQO0ON25IYcrtP+vaPnXLwbRqmYWDf5DiyPEeYxLhw8TKePLuEfhDizQf3Y2ykiopPZq2X21v42plzOLv0HPphhLc/eB/a232USyX84N86Q4BA5us2DJmcAeg+P6CQJVzTkW1FtW1BPAJANbQTG1cQioQrhR62eHChK6ZmcKk37WkBiFka7BdkVi5eJ8DFXncMZpjhBABb9rNhgxZUmeU6oDZ2JjHn2YBDEWdP+gZm/RZO9MZIFcz9fkVRCKDTSwx/8HeFfsFHvTXM9Uis8MVKHbP9bcx5rlaDCvLXm7b3YYGj7Ir2LtaY9g3keTCq0neupM+FxTQsjmGjblZxS+85igtLMS9Lm/NmT6s/AcDdi9mkitNGhgURD5Z/mR2zptA0u2p7zYyAkHjfP8KRsIVN08a7owAXHA+P1ndT+TrfhyW5Bv7w1hV0TRNf8Us40bqogEgTEfKf/mUCdf+xjuBtfwVRz8LQwucJ7N1sDNl47O/NYLIWAaaH2fo4eTw6JLCZjaq4H8BwGuOxch1NRJgNQsz5FWl6XWAHJUhu5pGyKVLlXUPe+2yDJOd/IbsE2JMk/Aiewox1ECdtLfSYt02caF3Eo8NDUAkkwsbyjz6Gf/DP/xcseK7qG9RxffSAcySp43jJlT2LxLQpMUseKSCOrAekLTQlqwmw+p2A5v1hB2/tbeGvtj+jTvWHP3AFnx0ax0daF7Do+pjzXJnl28KCnwNmXarTN4G8CpQelNvMZU/rMBZMA/PZKpBnONIXOF7JcWl9HZ5rY7w2hCTJsL7ZwYUr63hqcRkXr1zB6uUryAG86xNDKLnsF2rKKL8InxveTUC9/wQWyodwbOuKTJrpYzYIMZzG2PyFMWz8XBdPLj2HJEtRq5QxWq1gpFqG9TLj3MDeggJIsgS9oAPX9uFYLtq9FoAcQ/4wTMtWoOzlVGUpLSpGksaolGoYr03Cc0pXKY53GL+d8foZOxYxt3nEaYrFlUs489wFnL+wiq3tbezZPYE33bsfb7hrAt0gwhPnnsOT55Zw8coa3nz/fXj3296E3zt1Bs8snsdP/5QueSmlKgOBIujjXkEWZDDw4MHlYO4VLPbimbVrbV1kL54y3i3Y0CgAWLTgkD1wyo6F919UFUtAyj1Y6J/RAhFmAhlc8QLMfY78/iIQNUoq//R4ydXHxaNoE3O9/+afATgRjKEjLVCqaYJH67u1nYjMAi72CiJY1HF+RfsYnh9WUKsbYWOwHM5gsFiu575L7g8sRoJx2ZHVr0VrE7YeKQBE5DEdo3+Ijp1L0sLGsa02fuptT0I8exi/faVJimSpCKakDmL6imxVU+Q40bqIL9R2YcE0cKJ1EaU8w+zoFKbTDF8+8q+B2SXc8pCWMR9eP4+/N34AzbyL/G/+N3zqM4fJEoeV0EZKcXOsVhbkhTjnRCrrV8UJXm3pU7Q7YoBcSFNZPvshiIM/o64fR8xxDN5wSqXU6dzDZBophm86MynL292r79NoVc+7nGfan1S0py00jFHsy9KBMjdHwHFE3rv6bQV+87Mf1fP1qUPA4gjE//Nu2X83ig9srKrrMdvfxmmnhHf121pksr6C2ZFhZRC9EC+pz+xsmOG0U8J3/WwH3V4P1eoQHNeFyHNstDexvrEJYRjwHAeTY6PY+schymmKC443oBQv2t7wv490t9UxIOth5oeeQZblGKpWMTmxCxNjo7i3sQf7Jsexa7gKzyEgzIIKBlFXM3IvZBFTLAknaYznLj2DMO5j7657US0NvyI9eXmeIYwDRHEI1ynBtmxiEW8B+G1tbWFid+POtYj512957S1ivtnGR/5H5Y62iNnho2/zsE0T9+7ZjXc+eAhvesMBVEolLDUv4PTic3h6+Xn88bnn8MfPnEN7axtvf/CN+LY37EetWoLjWAijsGD9IY2CkzXN+gEaRHB/ICBLwZODyty0rePceJvMYEWr9H53L+2HVb/xKi2g8QaBJ3tUA8mi+IPLwEqRKcuyZp2Ok0uXskdRMZksYslCTBsTtJDbsjzMLKTKxvX0wmrWSBGbC9Ukf6wz2Ben5oeTV7if8urXSHbwUW8NR902qmmCi46r1aMSgDdFrku3eVAArxIg57FmW4sRZcpEunTtvgHZ8ycBuuwPU+pOVU5v0X6YaQwp97WYmduAI2MDCwbgpQcBYUuVbVsBoqPVEt771DuAPMb3jg6jiQi/lJ5Gf+j3cV+f+tgWTANHtuneaeZd9e/vb1/GidZFfF/SwuwozcGSYQJPTgD/L259/PUWvrz4EbznB09RqRvAex97GKU8UwbSS4ap++ogzZoLIA5Zj0qgspw7nZNtz2wQ6t5Mvi8B+m8WyPSfgGj8XXBeMrIO9Z1mPcxnFzC9vYHjfo5jnR4m04hi7TLKPV4yTDKVTtZ0idoeuQYAcvpHIxfKL3DBNNBEpL4AKAC4ZJj4il/DvixF/jf+8+B8vf8M8LHfpftKeGQbU83xrn4bM1GAOdnKcN7x6d7NY8yOTuFIL8SSYdI18g6QKXbu4XGvigUjxb/56DDSNMPSchNPPX0GzywuYrO9hcld4zD/+QTKP1vBhz9cQjlN8cVKHXN+BfNWpnswJQieiVOc2NxCAw6+4tdwrE1pLSc2t7B3agr14RrSNMHZpSV849ST+KPTz+CPnlnCxVYbaVZU6abI81T++2r+gkHi9QeXYznSzjQspFmKOI1v+J4XO4QQcG0f1dIwHMshBnCH+dsZr+OxAwJfB8MwDIzXqnhw/178mYceQGNyNxafv4Df/9bTeOKZRbQ223jwDQfxzocO4d49E7BNE7VqhawI0p4Ccg33oO7/Y8aPAYZZJ5CmgJ70tFMLoAsVC6eUvICKYmO2KW1DWWyYNZn0Icum8bpm+gDo6LgRAh7BolbNAgQiuSwNSObE0ypWZvQgWYpkTYpPQs16sT2HYh3o33MOCRvKaYqOaaFrmhrwAdorsPgdGOypTAvAUfYHPu1XsGnaOGn7WDBSzCZ0rI1caLYJUgASr9K8KbubQLGVC0L6HRaAq1JE81wKW5lhK0GDQcpQlV5SfA9ArJM7RWKFQoZsM1vXQh2+3r1TQHCOwBOzq9Koe942CVDInsLH+pPw/ui38P4P/E8cr4zgWHsNx/2ckkuk0OTR+m7Flt636wHMra9gbn0Fy2c/BHz7c5Qn/GLH/g3FsM2bPSy6Pu6PqF+taIfC+bkNY1QZXLNtzJJhUiSeLC3O+WStMgCkAQWwARKKNNyDgFmXUXqemucZYw8umyTGOVobw6rpKKDazNbxcNBROdn3Rz2KFFRm59q/UvkPgoB0IxcKoKkMakABwA9srKoYxed+5V7qnyyOJ2RvobBx0XExm1Rx3KKYxEYuiKFzPKyajro3zjv04KNMoiF9MFkMI3J86hd8vO2N9+HNhw7i8FvehM/88gFc+aCFYananokC+nwBmtkElbBn+9tATv1/j9Z3o9l/AkuGic8OjWNfluLR4SH8s5+zMPcvhvFrv1zD+OgobNtGv9fDWmsDF660sN0PFQuYZbmyabl63Eiocb1hGCaGq2NojB9ArTzygq+/9VHMMN4Bfy9q7PQE3paxUw5+HY08z7HdD7F08QpOLy3j3HNNbGx18Kb77sV3ve1NmKwPqx6Zdr+PL331j/Hs+WV89MMFe5GrS8LOpOwBLA2Cu2LSSNEYulg+LJasAP17TqTg8iwzUMX4smLJs1gK5XKt4QLhCqkyuYcOKPQDFsqhfG6FHqt88Z9D7P8JAAS4VPmteJzJmoqgm1tfwZeqdSoN+zmUB58c0/Y+2sZVZfO5ro+eMHDRcfFYuY6Hgw7m/IqakwYcVSq9xtMQ0GXHQiqFmtOifQzb+BSvSbHUDQyAzIFrLU2RFaAx6xpgA7p0rG40CUA52aRQPmdbncNxH/O2idkgxKOdZfxXq45H67vRyAW+Fnwdc1EDAJXG9yUB/urZTwPjDoK3/RW8of0ulbTy3J7fhfjy48DcvhdXDgaAH3sn3vub76G5zXqqNeHE5pZKFDnv+Oo4Wb28IIKBBBS+l9kepZELXf4GdBQdzyugPAavec9VaSuqHI4IM3GqRDL5sz8JXInw3rd/DPOOh0YusC9LB9J6ZpMq5pxIJ5rIbR5rr2EiiTBbHx8sdUufxGnZv1dMwgEoZWV/2MfssIeZVIsxNk1bGX8zM7lkmAMpMOrYAG1yDqiSO9+rvF0ui8+LDRwJPWyatrIPmrcySk8pxORNZ8Q27stSvHu7hWqa6B7SbF31GvM5nbR9/I0jq7j7rj343ne8Bf8fe38eJed1nwfCz3vfvaqrq7u6gWY3WCA2CeImy5Idm4hd/qxRJjPMonFy4naoM55JYqUz4zhjyU4QyTLsQNSC2BETOd9nt5XMlxzbPNPHkyh2HMaSNf6isg1StixZIkUIEoCmUEI3lt6qa3v3+/3xu7973wI3UKJIWOzL04dAo5Z3636fen7PcufsFKSUms3DLcTDvNCSHNyMZ4+Vv1Xr5lzAm9drfhz8b978KoyDd/C+/7Y3Dt5bt8myLAsTYYD7Dt2JH3zL/fjuN92P7/vut+DQnQvYPzU5JpKuhyFqkzVs7e4SYGJQABAo8OaNAaFc71bOhmMQJCPDrHGchQoQ1mBldN7UmTE7BRjwcTMAtCvme/FlAlbRJaPpUxmG1NdaApL6ddXz4zW1D2oMnKwDRQzr0E+A8/ba2KFt4r5d7mzlDmKZYqmxDytOgWqe43S/GGf5ALTjp591XE5mDXyuMome7ZAOy5LagMAuyE62RiCFu2z5eGUbatwXGCDLY+zoomFGWfzP4d4KWOtoGY73YYd13qVYEmfBPIfHvjw65vMgKuZcykiFdHfp9cLjxugDGO2achqzpuucV8Hx//3L+HI4gaVRHyfSET6SH8JcluBUfRYVWeANGAIR3eCC9/wh/s2Ni3jzcBeXl38W1js/T6//t7+Cl7z+8hcoKkUB3+VdCcgIH6/vB0Du2nWbArF3bEezZLpHWmkzW4VNLlkVjNwpNnXeon6sJOC4lNVwMmbQqcb7w6eUrlAZc/gDUrque3sX05y6qtX1AQDWAx/Cuu3p47YqbM3utsQcfZiwG+b7aj9PTdbx90/9HprwdCVcu7imAp4DrfEDiCV8YmIKFVngGS/Ew40DaIoZ3DvqYz5PcManUTBA3c9t7GijBmBqANu20KPyd+7eIB1iakBh06oCdoOCyrED5FtkRrLrOFOdwDmvorWMTauqI5v454FB53ye4GOT+3QLTCe+gKaYQcu/B4tJhA4IRHayNdy1sICpiSqAAmmRopDFywIAQa8wVlNn9ILfSk7k2TE1e2tvvdprDwTeZotCRC3sq9fwtu+8B3/9xHfi++59HXz32Ubu0PVQ8dVNnzV2wPhot5ytxwCPQaFmA2sm54/BGJso4svqxqVGuBxcrNoytDGBx8i80k2TUcisYXCEXn90fnwE65YMEGUg46ocQdYUipoBoHoft8zj9WibGDPNBKkbUdOqYmDb+NnrH8EjwyqW5BweGVZxOq4DIoTs/FucTu8AihFOx3WcERQo/bHJfTiRjnCyv63BxIpT0E2S8xT5uEDl8Cknqo5nybsqnsQ1ej8V5N2xJJ0bBnzCp+f6CwbglZ3bMtWGAYzOmxGvXaGbNRtHUgLMrNvULSmKJUW+RcYQx7CNTauKFXsI+Q8fRVNauDsZ4kcefRCPBTUshxO4d9THkXiEhxsH0MoLXPJD/KV99+Jr9/+v9ALn78QHZg7h73/PV4En7jHXw6QZg97yeuMO5vNEg65LfoiTI9qmO5IYO7aDtsjJ1eoFWPbp15kGfFYVi84xqpfDDlqFbSJ73Hk9gu3IAU6OLFz+h/8OO7ZDvclxYVjz8DhgBUYHKlMCT+48MWuiQmBNRrr54x/c+V4ApFNcDiew4gX6emRWj0fYHSQGaCkgaH30r431M8Ouo1Nsaj3oY0ENh4sc79i5irMugb/yiPxUnfIim84CTnc3cLjIyRwlagRow+OaAeRj9s7dG3gsqOFTE2SoWXHpuPGIG4DWL7YwZa5nmeq8y7NuqBjTGh0bbnKJL+B0dwMr1jbJGeQAbSvCojiAw0VODKJHE4nTvSGazgJ+8f+QqE9U4LkONXu4/gtGtNzqejbgkwCeO5/15VyWZfSIe+s5ViFe+S+5B4H2xsG3wTKutlv/5SClxP/vC+fwyT94HP/qA+rmxO5W/6AZLwLGjQuYES5g3L/5cNwtXHLitsScEsTHz/53ZqKYoSo3ezBALG8Dr/IomQFJeXTJr8mjVMCMTZnV4sWtKOURNLt1ubf3psDlpbjAG0Z99GwHn5po4IFRF9U8x1yW4JrjoZZn+t8AaOE/36w7ckDjLuyMu05Leq+x8WtJ30X73zAskzqGent53CsjM+ZWTmw9kiwfi/Kotzw6L5/b4CgBQj5nvC1lN/boSQI7PEov7UvZAdzKC8yrRpFPL/4n/MijD+JQMsKO7eJXvv5B/MCRh5WGjp5/bURM4P7P/8aLx8M81/oj4OD/8iG8b+uKHo/y+wHQ+r+OJVWLh9K4FZvgYOaV4ooxxKgQ74cGW5rdLUcg8diyU2ySWYOBvNJjlkelrKuj2sLtsRGvHtO783TeRk/q0T53MF++8B6qh2ODimZjzfXNhhGKgCqdc/X4P7z+Vbx35qhm2vhcHS5y1YNsRtdjf8638Eg3Qc92cKo+q68hduaf3u3iUxMNAmfWNrXQeMFYnR4f63fu3sCnJhpjZiF2j59UBhrOOix3NLPhpS3yserFdroKBEfRlBZ+9/HvwF3z+2DfgtbvxdzB44+TLzlv8Fu9XvPj4F/9rld+HPyFHbzv05W9cfDeenVXUeQolOPtVtfGbh+7vQFqlYpy9VXoJmNX9A1LAyjWyjHQSjdLY9yhiZJR4HBRTuNa8jXAmaXMMx7X2g262Wl2Kh0PlGb2kMfT7PrlbmHNQM6b14wvq05XNVIePmVcx4AZY/L75V3DFloBARfNKE7r8WcnW6NtY4auxNIthxN4V+MOfGxyH9q2wJkqNR083DiAU/VZfGR6nv5NkAN1Ks+MsUKttkUVXwBU2HVK252u0z4A4Jo3Dbrshtke/jMAZBu0vSUACKgRtX9QR4h0kCiApwKgy5E3OtQ7Ui5iBQQ9jpRhYF7SLVouICq0bxxnoxzkFJo81Jq4d+7eAHLqTl5x6CZ+8Df/JlZcWwOyf3Dne/GOnasAgE9cv4TFJMKjo3nMhd+JH/ief04xJi91/UXg8oX34O//6qMoDnwGb+1t4fGwjgNJhDcPd/XDuOmEmbDFvKINLk3/GBbTHIuSrr9OtoYzFZ+OeaFC1EUFsFxiviwJWIFmW/VYv+gZoK46qzvZmm7DaToLuvEDIDkC8i2cSEdUSaeMPG2bWkis132QzDfFUPcu6+tEscKdYhNNaZHRSLHZdD33sDTq42/vez3atiCDThJp09CqsDVQXEzzUnC7q/eZr3MMnxofjYPY71VBNYCw69p8s+IUWPECDQD5scxsckj4qrCBfIuMJ3ZjzOm8Kmz987gqjKN6VagIHkEs84l0BNd1IW75NvVSxrm3D/jbW2q9Gt3Bz84kf82tPRB4GywhbOqsfJHFyfeXb2zh0597Cn/yxafoE2N0cazBQN/smRmKLxNQ0qaMkAAEu3yZ4VMgccUeYi4gUNB0FkyzQDE0Tl9gnPlKN804ttxEkm6Ot10UIwJJzNwFR1WriYp/YSOEXVENJ41xx7HwS+0cCnwxUAJo/xgI8ciYH1sMVYgt3Yy0GaCcHweMjeE6SOjGziNmJBqk8fiRj5uufHNVw0NKNXAatOZbhuWJLppYFrtuInkYPAMqKFppDPVIXMXTlHubhQLxVmDiaJxZowlkHSD/WQHoVmEbB7MKoSYXdA9tW+B0b6hv3j/7I2f1ddW0qnp82ISHx4IaznkVTOUp7s3pmH5g5hAOJSP0bAfLm6Q7lB8vaUlfyvpSCoQjfOXPGliaWcAPda9TYHdjHx6Mejhc5DiRjvBYUNNMmD7PqRlTnnVDiolxFmgfxBydt/B+ILpIz1XZgkZLmepO5vEYIqqLW5TTJuKFgbxidykIvIF12zOMIvdeq4abthUBokLg2h5qwA93nrZTMYGrwibAjgRcVbfsE/iDTOn5rq0rA3XFneXiUDLSkTikK3TRDO8nTR4Sbc7iY9cqyMDRsSTOTExjMRPGaa5YSI5x0j9Dw6e08/dMdQKdbA0tTGnDVKsgpvJQMtKvs24Tq8qv8c7dG/jc9fOYyjPcnQzxP/7aPriO8xIYu1t7nHHu7gHBvbW39kDgbbBuJU4gV80hv/vHX8SnP/tF/MkXn8L8HfvxT37iGdO0YQUGXCkDha5w44w+wJhG8m6p2aN70ziz1K/K4zAGc9pQkpo8On9h3JwCQPcVl3t/3RkCGtElAoT5Fj0v21Ci+wA69zA4oljBNTPO5lE2116Vn8v/Fpdu2jz+LI2bm9LCirU9ZgrQTJvaL9Jv9QwIY10hPD3aIlamR/9XtXsdSxpArqrhNGjl7eGxdT40+8/MaD4cB828+HyJGlYyZaaRKQFz7mmOLhGgSdbp+BRDzdw2nQV6fwaHlksxKc6CGSfztWIFwPApnKpVNItpPfY/0j6XQrFP1Wk/2fTwaLWBX5pqogkPP9S9jiPxiEwOS0/g07/0AVinPjneFwyM//2PgOgtfx0A8Mn6j+HgsQ9R3/Bkgc8/9MN4w8wdWN5c0zE0j2xvYionPdqUqv8CaBTKY80VpzAmG5DBAiDwwuaFTkHRRmQY2TLxO8y2CtXywfl+VlWbjlbsoakH5POurpumfwxNaRHQk5HWAGoGnEFlMSRgr8DjYk56zo4c6Co3el0a5zLjx3VzTXj0b6Pz5lhaLlqSXMWPVmlUe7q7YaoK1VpMc33dn0hHePf2OubzZCywmsHag1FPs5C6yk4B02Z4PxAep5E0vNIUYWhGvTmxuJ1sDa280DVyLRngnbs38LPXP4Lv/N+/hB2b4mcOz8+hWmJWX2zdvuCO6uS+zZVX3/yS4pX/2oNAe0fgz8tKsgyf/coFtP/ks7h6YwOHmnfiH/+UTSxZ3gXSTTPScacVO6Z+gTLLlKwTyLBc6DxBQIU9l37ZKrCiby4AdKSK3Rh3BzNDZQU3ZRPWTSQNG080WzdS7F9oGEAGadwhXF7h8XG9YbIOHeysq9jqZh/8BQNaix6Qbo/dxPUNm0EUYEa7rJvi/l3ui1WrU2xSW0Orbb6nTBwdOSBAFl+m56hOVsjI3KBH58cZ03TbmGh4qdE8jQAjw+zldANG5T7DcjKbChgG0p2m4xtdoqw7BrUyUqzwlmaJ9PcBOg98rVTuM2C0pCXT3dHgKrOEgFCxiY4lMZVn+KUbqzos+uSgj0/+f94E/KUB8MYh4Ans3v03gH/0vcDnMuCnTwD/d4PYvt/5LvzKM4eAf/S9+MDMIXQsCev/+zdh/eCH8eb9x3G6X+D3a6TTvDsZ4uP1/XjGC402z5I6cJlz+/icHy5yZVjwx+JhGLzrfuCSfnQxzfW54tw8ZsG0/s4KtLFGB1crANlBQho4GRjQBNDPgX9QMfN0neqGDSgW05klthJT2vCxFBdaR7fiEZPL56BpVfVIvwlyVHPkC2ljhzhVq6AlAzoWxSbaIif2UaZYzCtY8QK8a3qGPmSAJAFNaRGYs1xixJXR6XCREwuprg12SOtwbJUmwDmNbSvS0Taw62iLnDSZcoAf6l6nsfQPvxU/8uiDmMoznPEjNGpVhO43YCi6LdftBkz31t6itWcM+XOyhlGM33niT/G5J7+Ef/WBxIxcGZyVu3gBA4jYFMKPiddMEweDNhbNl7tOFWvYkgExGYDJ6itn35Xfk/WFbPbgx5bNEzxKdufNCFJVnTXFDAno3Znx+jPel3K1Xfn75fw94NkmiPK+sv6xJJZfiinaQ9facTC2Yjy0y7jE0DWdBRUI3DDbzvVk5Uoyfo34wniNHu/PWG6g+j5n+AFKczk055BHwPFlNP1jBGiYzWVwycwtG1DK5pqbsyHVa2lgXsrJYwF/Ky/GMuQejHpmFK5Ae9M/prPmOGfw3lEftTxDRRb4+x/9D/iBUz+Opa0reNvEBrZ7Pv7SvnsBmPG7/Llfwg+c+nEAwCem/xjhzht1JuAzXoipPMMbRn18ZHoeJ9KRDlEu/1mbKLgyTnUFA8Ysoo0V6pg3xYxxW/PxUpWDZ92Qxrx8PfL5LRt6yqNe/tBUMgqVswTHTFDqvXkxOOWMw6a0lOawrn8m9b4obeJiJihGBxTzwj9nrOVEMdTuXH1tA3Stl3M8eZuHT9G1V8qwZJDNZhOdWVjKytTHQGVzlmOGdA7hTTWDbJjh0fSqsI12MM3xw//xIP7C3a/DzGT1NmT4ZMmIIm76PmDEZrTdt2L6e80bQ/7f3/vKG0O+uI33/ZG/ZwzZW7ffohiD8dGZBRtSWqYBBDDifx6BsukDoJtZmRHkerd0G7r/164YZrDoKX1ZQ5sG2iLX40P9mCKmm2ReMSye8CmChB/DizVqybpiPYZKJ6fCjO26BoOdYlOZW+p0k2KWrIhNXmDZ5cw3L4BeI7pYugkHZgQLqMo75UpmMKqMJsu+oBt8cJSaNtSNSsdpcDYcj6lVXEc5vFkbBBTI5VGxNhh48+a4smEGUGN812g0WbOZbZQMJQpYeyorUWU16nq94Oh4zzA/L103LKjSAup8QR6jq5YQ+AvjQDrfonHp8CkdZLyY5jpShK8P2A3AmycGToUKd5Dgn+1cws9e/wj25yn+crGJHzj147g7GaIvbJzC6/CGfa/DiXREhpNiiNPdDVg//w8wnydoixzBf0/Xc0X9DJx1QzwW1PCuuod3b69jxdrWuYArHn1Q6SAh9qoErMqjYACluj4GbbEZYSqQt5gJbYLoWFIxs8PxFhblJNb5gYphpZgXxfCl60AxRGf0pHaWw65DPnFqDHzp88hMtQLFHSTqfJmfSR49E9sX0b7bYsxsgXSdjitfm3KAlnuYri/VCoLgKHROZHwZKHo0dtY1jO6Yk7xjST3epfG2Yhzjy1oyshTF9OEovoCzboilKNbXQztd1TrSd2+vG4CrNMAMAJvwdD7iZreHJMtwe4G/8SVlAVk8l7uAR42377bvrb0F7IHA23yZXyCWZaEaBrAti8AIgyQeOXLLhQjNSDW6ZFy25T7fcpA0YLR4OpBYddGWbir6psCgik0WJVPFimsb7R+zgOFxNZYd0Ta508T2lUfUAHReYRnsMThhFk/UDIsFgGvC6N98A4SYOeG4DQamXM3Ghhf+f2KE+h1LmptsOV5GpsZcwYyaunnqcTq7cEHdszfnMzalpUaKkdl/uz7u3NQjegV+2eDCwI7PAbNSzF7xPvCNnd87ODrWhqENA4DWJJKMQD3XrtN7skPVX9CaybNuiHa6Sqwpt2Wo83+yv00O10xgKYrxhv334P37343fru/DL4d3om0LTOUpfmPqDrxh1MfJQR+HkhEGNtXTXVHjzXtHfSymOaz/+2+gJQMsTVrYsanf+KEBxZp8OZwA7DqWwwlq6khU0HMU6+5dZgE7liTHrCXJmZuuAoAeWzadBQP61Tk464Y4kY40GFzMxBgDxx8U2pZhwpv+MSBeU+xb6WdAVNDyKS+RtYrWAx+i6za+TEwlR9HweVE6zyY8Y0pRWjy486X4o5j2Q437Tw5jrTn82OQ+0uKpEOy2FREA9ua1DGIxzbFkHVJ1k7WxkTQfC2a4T/a3KXOwR7IO/kDQ9I/hdJc++Cx7idZXAhTfw/3I8A9iVdg45Xfx8fp+2n6XPhh14gta46jH+AAmqyEc274NWUBeFrGAYyzfeG3cXn3c3rrd1x4IfFnWy580f/MvD8e2cWh+Hw4emDeVasXIgDy7DtPhy07a0HyPAYxuDylpAHk8CpjQYlEjATw8FekyNI8p6/c066TeU3fw9krhyHXSK7HpoHIfARVmI4VPX9kGgdlyDI2oEYvHOj/AGCnyLt0kFaNT/j4AAsFW8CwjB+u19P5wrqKoEeAtuR/ZqYlkXd3US0CYt0+HVFcMmxcc0WzToqQxMIfo6ucB49sgU6PnZEYUMO+n8+pYW9kzzBSzhDKl5ypDgzaeMIvJDJ7w9XhQx54wY6vMBy0xB1gB6SWVDgzBUXBYMrexwHJxpuKjbUU4lIzwhlEfi0mET02QM/bRagNLoz6e8ahv+cvhBKp5jsfDOh4P63jHzlUcSCLM5wlO1SqkUyuGmM8TtMQcHgtq2nXKbSEclXJ6l851J1sjzVpJ67iY0chyxbV1bE/TPwaAIn4WU3IVM0hsihl97lesbaxY22T+cCgAmkeV+toAtISiIwca7LXEnNagNqWFd+xc1TEovDqW1NvSydYM0OTz4x+k60XlDPK1NVZ5Z9d1V3ArLygMWn0oPJGOiJm1Gxpg6ZVtAKKCFdfGskPu6sU019cSs3EohhRvI2Zwxo/QsSRp96KLWLG2iX2VAwxsqu07ObJwckQOa81mWhKnuxu6fYTBIOsZF5MI8A/q1h3uiT6RjnD3oTtRr5oomttrMcB7+cKf5Wu9yPZVCYveA+h7IPCbXFIWyPMMWZ5AvsSsv5eybFugua+Bu48ewkd/5RjdrDlOhVk/NksUo9LYNMSYaQMwDCAza9ElowFih6q6sXXkAI9sXTXmCFGhLx5fAvTcstlBZfl1sjUCVYnKz+O4GJmq9hCTS0YO4LrZft2l2zPGk/JS3a5kmNgyxpBy/RyPtgACYXHJVWu5xMQwGCxH0LBWiwFdMaQbtmbjKmZfmdmL10wEDDORauTMcSU8imQWSAPfcicws7E8zmZgxsdCAQFeHGrM7CTXe+lVxKbdpXw8+ZiXQ63jy+r8bWHFKTRoWXZK433FSHWKTbTygtgnKMesVcUzXkhMHci8wSPbx4IaVrwAS1GMx4Iarqj6sVVh4+HGAXxsch9lz4mK/gCy4tq4O6GYGj5PrE/lHt9T9VkCDs6sYr6I5WpKy2TZMSMNE1bctKqUeefaOOuGpSDum641pakzx98176/OT6uwgbxLx4ulDcxGWhJLMwv6Ocwyc0UaLBdNZ0Hr+rQZi8F+MTSRRTIiDZ1VNe0/arWtiH5GVUrAWTdU27Wl/6xDvO36mFO5bSnt4+hJ40pWhqEVl+JimDHlujlqGLoEWC4erTawLJ8BAHx4/Rcgv/peLI369Dxp4dRknRpTsjW6dkZPop2uohNf0NfE0qivfy7+zX++C+//QgsH988+Z1PSt+sq8m/d/WNv7a3nW3sg8JtcBAITFHmGovjWfZITloWq7+PeQ0384Hd9Bz71ybcC6TZ+4aNN9QDF+jHTB2gWkAJpR+MvaAVKpN5QQnACPk2rapyLggJ3n5iYwv/1tdOaAaLKrGnDfHH+HI9MhT/+ftqYoka3MlWg1dexJ3psLHxVp6Y0c6JmRrCiZr7P8TScy6aBbcXoBZkV4pYN1gQmxPYxE4NiaGJ2FNNHLthIs2c8ftOOYh28rcBj5b5xjWJhwBEsV4/kACXq9w/SsXdmlZ6sa0b7zGRmG3Rj9w8aQCpVvmER6/xBDW6FCkDOtwzryuPmcgZhtmG2m3MUAeMytkpZc5xByFowzQY30LYiPB7W0coLndW34gV4w6ivNXyPBTUCccUmljfXMJUT07YcTqCFKT2u5ZBjzrHjxaPnxTTXGs7HgtL5Zm0aYPSrMtLOXHM+FICLLppeW3WcO8UmgVoZmGtNjeE5aoZHo2XXOB0rV4+YtYlDvd9Dgy0dIM4uYYCAKFekQaY6Yocz8/R4nsPRATP+VzEsSDfJ0Rxd1KB23fa0I7czehLt+Gk9ap7PE3Msbh75KiMKKvcBzixdc1oi4tK2sWklvN88V33ofGiwpVnQg8c+BPwR0OobzSazfhxT1Azvp2vaI7PNsnyGrhNL4nd/9/+FNxxcwMLMFALPw8s3Bpb6P/0dpbsuivxVj3CRUiLNXuMgUFqvztdrfO2BwG9ycYAzXgHthxAWZus1HLvzDrzxdYdx4UvvwPEjh3DmX945/kDW0fkLgDttbnrlUSTfRPMtuomKGt65ewPv3L1BoyE1Qj2RjvDvZv+M9vXB/4oHo54eEY1pBXnUyCNT7glmjZk7bfRteVdVvTXo37MN1SfsG5DHq5yvx8CvXF/HI1LWNLKjmFd8ebxZg9tLABN3ogCvZuZ4rAyMgyQGkMm60QW608RcScuASGYK7brWdGlQyYYUdpKqETDl9fX08/j8MIto2l0a5tzZJUaSlzNrgLg2isTmuOk4mGkC3kVMo1IG8WwaUcdMByfz4jG/qi/jpodP/9XfwVk3xGISac3Xg1FPA6ilxMNSYx9FuogZnO5uaCMJs3HMPrM2k5msprQMaHLnSQeYVzQA7GRrdA1nG6QPLHXaQqYElhjAK0DdkQM6VqPz+vpaFTYQr2Exr9B7s0O+sInBii+UjmlP/9vJrGFC1VXwM+wGHq02aDSsWLT5PMFSFBs9orQ0IwkoFlBUNCPJRpIxx7HS6rb8e+j4BUep5UQONOgCQIAuOKKbblYs0g+f3qXzfLjIgWSdjp/6OWjlBZrwKFvRMUYhfuy7t9eJCSxG5mt0nqQAttBtIe//oXfjHbN34JxH12cZREJUSG+Z5oCM6Dz65Cb+v36tgcMLc5ieqMAWL/136bM7gUuXbSGRZQnSLKXf16XnFEWGQhmeXi0gmOc5omj04g/cW3vrZV57IPCbXJZlwbYd2MJ9RQXAFd/D/noN05OTqFYq+Of/SkWHKCctjS9jwxgFRwxIGZ2HDidWN7rTu12ccq/ilN/FW3tbeDDqoSktrNsegj/9bQrx/egT+J9767h31KfgWGfWGCgY4GQbBngxWGIQxc7icu1cmf2L18yYF4BuT0jWzfiLcwcZcLImEtBjaG2k4PBjzuMr6yChxrJq/Ih8y7y/ylDUppOy49iuKEZRZR+q8W05aJriZCh6hkfrbNZoiTkDuPjYFLECS4EBMJyfyGCG8xl157Cv9GiRYfx4DMxAkJ3BPA4uj7zZ2CJ8AoPuvAao1HqigLIlxzSVLUzRuVfHpVNs4in3T3DwsbcDIKcuV4Ete+aYLPukz1u3KT7mVJ2uHdai8fjx5DDWET2rwjaAjc9DvoWTg74GhR2QbvCduzcAm8aO79y9oQENM7Aa1LDmjo+rckXrmJPKfbh31McDIxMH9LY+xcYsigN69N4UM3rEeqbi0wcjq2pG9cqhy9E6v3Xjy1ixtjGVp5jPyczCTCWPm7n9g/M+xzIcGZBiCouZ0MdYM5Oigh3bga62U4Yffe4UED1VI2DWjp8mV/foSbQwhaUoNhEt3EyipANtm9joJyamDBMoQv21vL0DFEOsChsPDba0yUdH9oDqGjujJwGZ6vYWPXa3G1hxbbiui4rvwxYWXi4sxmxfkkXY3L2OjZ01RMkQDBTp38sA8uV8XyIIxr+e+33SLMMgip7jlV5Da08T+KqsPRD4TS7LErBtD7bt3pQX9a1ZUkpkeY4rm9v48uUruHLtOvqDATzPo1/KKcWsUIad0sl583Rj4RxA1hKqESELvpesQziZNfD7tQYOJBGNswBYh34CP3ntPvzAkYfxfftfBwA4kJTAHYMXBnfuNAElPcYsMRSabRtqZkc7KQFohy07oPn1nFnTHJJtEHulwWVsgrABA4bKrKFi7ADoqI9OtkbvwQyYCOnvyuwxFt3BQLfcCsGL41Y40DrvAt48aem4LSQ8DkSXCBQwMLw5FFuPrpVJI98ioBZdgu4/TreBdNuEG6fbNGZklzA/V/iArXqBOePQrpgPBmXjDceZKH2oztNL1o1WTnUMt4trBO4sF8i7aGEK9ey7xuq/yg5PffxAsoS7k6E2fnTiC9T3y6NGMYPHQ9KrMSjTkSucKakYtnKDS9sWBCoVmDpVq4wFJTetqtan6ddRYKuFKTPuFxWc7G/jVCWlztu8i4cGW1RRF1Nn7pi5B2rUaVW1/lBn8zkLBLhkSrmKtQNoiTns2FTjdq8yzwDQo/R2uorFNCeQrc8/Mcm8b22LYmE4sJoMQKQdXLFLMTbKyNMpNrEUxcbYokBwy7+H/ly5D20r0mN7NpmcHPTHA65Lrmke5zb9Y4B/EEvTU1iKC3SQ4PGQXNurwh7rMz7rhkBwhGJ15ECbVdgIcuYXgMFohN3hCFn+jYGx524MkciLHKN4iI3uVVzbvoJR3B97jhAOhLDxcnyGL4O/JE6w2+1ha2MbW5tb2NnuYtAfIE1S5FmOPM9RFDSGzvMcaZp+8xuwt/bWS1yvHdXty7BMOGg5ukW8LL88bvX9s7xA58YmvnjhGVy5dgNFkcMSAnctzAG4YIKg1WiKM0s72do4E1YKoEUxREdGeCyY0aGtAGWz0c1xFshiHRR7qj6r2wQOFzk6dgUdSPpwzdEwXI3lzRu2jz/5OzW68hiwAPTY4IjatgbdrHnMyaCuHGYsQqXNqxDwFSExZYot0g5q7YxVwCFZR8c/aAKSw+NahK/DlxVA6HCeII+a+e/5UI24Qcc4ulSKUhma7EV+XHzZOH5laraTe5jtumEGgXGjiNpXrU1TTuZ2cQ2IN9EM70e72KTzbDdM4HW8RscrWTdaSKCk2ewB/kGcHPRxphIAUIwxBwUrIEsgUo3Gy8cUW2g6C2jLAYAKgbaccgepL1ZpKEUNrbzAfC4AJMQIWorJ9Q9imfe7AE5kwlxzQEmPFwCC/n4iGSknqQlsPtnfxqPVBt65e0NX2aHooaN1oZ4KN6bcvQ4kffhxXHSKDTTFAgAPnXwTO7aH08McV7wMpxMXgPp5UKPNplVVrTFAxwp0A0fbFgT+UEUn76KjjMAtGWA5yDUQXg1UNqAlsag+aJ2pTqApQmA0wqFshB2bMveWgxpa/j1YtexSQ0kVHZko8D4cb+8pYnRs5djOe2iLGpqYwbI/MEHvMsXJQZ9G1QXQFhQ4veIMNMPZtgVWq+QabxU22qm6phQofGiwhR3bxXLoYmlE18Y5rwJYAncnfTyQpzgjrgDh/WgLZdaxJB7Z3sXH6wG9n0eVdjQqTvBffsrG3/hoF52rNzBVrWCqVn2Z1ID0KlmRknkPUn1Yt2BZgHULne0vtBj0aSZRAkmSYNAfYDQcYTiMkMQxYEnAAlzbRRAG8H0Pnu/DDwL4AWlaxR4rtbdehbXXGPISFoU3vzq5TwwAn7l2A589dwFfX78KKSWOHz6IH/lbn1VRKxXdBNC0qkpf1TUMFUe9AAYcAZr10YwhYOI/uIGAR3acvacAQdOqmnYAXjpQ2icwouqsUPSwmFfGWxiYmbm59YQ1htkGPU6mxr2absNUz1VMywM/HjBgFICpvKuY9+LF0SxaZ9cwukK7TseRAXTZNcrjRK3TijXYbOUFjdvYrMNgTLGCrcIm0MBg9XkCsPWIslylx40npZu6dgY7C+Ngv9wOwkC1fOzKo0ZtvOmhhSncnQzJlFG6BrRTueTqJlClImaiSyVQXTOPLzeZABqE6JFjuYWDtZLl48xrdF5/UGhaVVy+8B5Yx/6ZZkFbmMJ8nmAqzzCVE5un2zREPv5a6vHcOLJibY9pMZcSj9ix+AJOZg2KX5GRyk8cmp8Jbo0pKD9vadTXY/CmmNHh2m2RmxYdxbYB1PKxmJALd2yEmq6PH1s+/jdde+y2ZtczvyaAEitcMRE5JWOHNv4AKmh9BFTuo+vXivTvE26Dmc+pi3kxE7h31MfAtlHNc3xqooEHRl19jLiC7uYYIe0udmcAu05tRCLXOtMfPxOjXqviLXcfw7ED8wh9b2x0evPvXfOhHHghA0lR5NgdbuPa9hV4joe56SYCL3zu/EELsG4RfkopkaUZhsMholGkmL0ccRSjvzuA7dgIKyEgJQpI5FmmWUAAsG0bfuCjWptAtVbF9nYX99z7xtduY8hHWq98Y8hTm3jfH9uv6caQPRD452TlRYGrW1186rNfwI2NLbiOjX96UtDNM14zYdFAia2BqXBTwKHpLOh6LwYQujaLGaByzArfOPnfFFjjENmxujQGbHwTT9ZNzVn5RqbGV/oxwVFTY6V6kAEovVZg3pfDoFXoNIVLXzb7XDaJ8I2PgY/OR1TPsSuQf/1P8AO/81cBwNz0eFvLN09/wYBDBmnZhgZYGnDzKgMu3q7yMeBtLLN0ZfavbMTg41oGoXxcbwYHCtgv5py1Fz97G0sAYgxkclXdTa8FkA6tXVwjUMKPL7VJ6MVjZm1waRig6x8kEFe5D7pmr/xBQ41iz0xM6w8MY8eEzwVvIx879QGhVdgaAHKkzfKuxOcqkziQRPjY5D505AAnhzEB0PgCluSc0ipGY/WKy4MQv19rYCrPsGM7uru3XH/WygsyXJXCxFuFbb6nQCEv7vhdTHNiMkvRM+VqO67A44o1BoRjtXWqmo0z+D42uU+/j44MgmEbV5xCb0tTWgR67aE5h3YDi0lEx866Row4M8D8AUymWIoLnPMq9AEH0B9ylkcNXHM8fGqiocfAdydDeqwCuVzrB6j6ufhpNMP7dW0cR+f8gw8NcfzwQXzPPa/HbL2mgB4bOQjcMhg0H8qBFwKBgEScRuiPduHaLnw3RIEcFgAhXAhLAFLCEjb9ubSe7wO/lBJpmqK708XG9Q2MRiMCj5YFxxaoVCuYnpnBZH0Stm2yBPMsx2gUYdDvYzgYIhqNYDs2GrOzyAqJw4eP7oHAV3DtgcA9TeCfm5VmOc5/fR2XO1cQ+j4BwPgydKsDYIAOx6+w/o7z+QBdHK9Dhu1GSYcWgWvVWpLYI529pqNBStl+lsr+YqCSbqqw5ZJ7tVx/xuYOZhPzrmL21Og3WVdjbCU6Z4bKmTUNJ6KmjRmtwh5vPymHSedbZjTOQJRHwsFRIB/C+vi92t1K4HPdABAVJ6Jr9tJ1ev7oPP07my84skVp5PTi940uQVe95V3ohhEO7ha+cdvytnPjhGb/6obpLAd+q6gbbcBRho8Ve2jMIuoYdopNk3cnI2gnrqiQjiy8X29D06qSkULtRztdNX/nxYwrh2fz+6nrgp47VFmEpP9CcISYJf7gwHl4qpGkrPVbzCvmfCoWqeXfQ+ccMOxivqWvzRVbRZKIOZyMAyxVR1i2rmEuS5TOLiKQqa7N5XBC6wKb/jE0nQUsigNYauzDilNg2ade3nLmX1vkui2kKWZI16eOW9sWGrguZgJLo77+t8NFjpODPqbyTJs2OB6HsxY7ltRgqdz9y4y51oE6s8qpnOJUjQwkh4sc79u6gqaYwfu2ruBEOkIrJx0jRAWPbF3V27HiBYDdwMlBX11n6xQcHU5Qo48l6fts0lIg/ZxXwQOjLhadY9CZpCLEUnWEK16A+TzBO3dv4B07V/FYUEMbO2hKC9/b39EaTf4AerI4QM9Xv7s4TPpn3uOg4vtw7PKYloHBOF9hgppfDDhY8N0QM5P7UQ0nkRYpBkkf/biHUdLDKBlglA6R5ymFyOjYmOdyGxvN33AwwOb1G0jiGPv2z+KuY4fxuruP4/X33o2jrz+Gxsw0HMceA5K2Y2OiVsXc/BwOHzuM4/fejSOvO4bJ+uTz1M+9hlYBoLBe2a9vawrs1tYeCPxzsKSUyIsC3X4f3UEfP/3uLoGRMrvFN2A9elNmDXbecscvQCHJbHoohxFz/3DRI2YsPE7MhoqS0AxdeWTpLBhAEBwZDyZmY8pY+G6sx5d68evaKoiae345HqboGUcrN5DIVOez0YgtMM5hfqzdUPVrinkbPkXvzaMv0E2pg8TE2TAYyzYMwAyOmmMXHIF21qaKAWWgx/E3wRH68+i8YTNFzZgxvJJblxs7SrEyAOg1bQWEokvjOYxFrBicigGF/B58Hi1Xt39wxmBn9KTROOZdel01JqRrgcA75+Zps49/0GTucY8tn2cGcSj18oJGoS0Z0P4HR8xx9eaNEUTl4dF1WjNg2nKJveIPAep6bWNHjzrZ6LSUlDMCa1j2Be5OhjjjR2j6x7AoDuBzlUlyzpZDtJ1ZcujGF/Q+PzSgkGw2ezStqn6/hwZbNG5V7tuWpE5oHUgNaEMLd98+FtSwmOZa+/aMR49dSjz9eoeSkdYzIt9CW+QmHBsw43F3HvO56dalmrrLehTeTlexVB2hIwf4jak7cCgx5pzFJMK7piaxmERoixzyq+/FYhIR6AaB5sU0N/E6PCGQlgHZyv37aLWBs26I07GZFpzMyEi2bnv4UjiBa46npwMPRj28q3EHkG0QiFZZk9WcDDAnR2Q8WreJlf7Yr0zg2J13oFaha8m0ctgvQzuHBQsCwrJhwUKBAkmeIi0SABISFPyfpCOM4l2Mkj6yPDHOXskO3wxRPEKv10NeFJib34/mXU00pqcwUQ3he+6LbgkvIQDbJjbz23wot7du07VnDLlNF/9CKKREUUjsDobY7Q8Q+j6Bh8p9dHNwalpT08m7AAhcabG3FQD5NmAPzZhSa+O62j0MGelP5U0xYzpL7bqpsGINXrqOjvo3iqMYlsaxpUwzywXyyIyYlR4KACBKphDWp3H4MxtLyhEyyhxgenYDek/WnJXz26wAsAN6LAdUC8ojI+dvoLWEzIp2UBqt8nid91/rFpUOj/eFdYplwwqP5N15IAgM48n7UNKULYoDWOE8OAk6phxQzSNirtJj/WQ+JADrzowDbA455v7oouRMZrewDuuOTGYjYHRtPB7ksOhy7I1M0SmNFPVzUNGjzrbcQRMz6EBF5ggPQG1cP1k6Rwz6tBtZLeqb5dgYF/BrZjuGT+nxIbINLIfz+njyeV72h2jJOcynIwKTrjLCgFivjjtPxhJQ3A+FeAd4tFpFE0DbSsg0YUXEFMgIZ0KgBYDNLjQSBlYFdJcvj3V57MvaxBXnClruYQDAcuBjMc0JlALYsV104gsY2A00RWNMQ8dSBJJrGIDAodxN/5g6zjU0fTUClgNitsM6mYfg46w7A8QXsOJOo4kZ/MCRh7HqKu1h1kU7vaR/n7SKHB0BQNTw7u11PDExhbPCw4NxjHNerjWUpybrWEwncNYN8agPvHP3Bu5OhpjKU3xqooEmt82E6tyzKWUYA4hxyr0KWCEWvQM43evjUxMB/tnDBWYbUwg9/5Z1eS99SUDmgCTWzRY2Km4VruMhyzNE2RB5lqA/2EZWFKgENfhuqEfFpM2OMRwOMRwO4TguPD+AlPiGDIIUTwNkaYE8y17mff1ztqSgr1f6PV/jaw8E3oZLKuA3SlIMogijOMFXO2vYuLGJgwvzgJ8YF6gCdmNtBXYdK6yjYeAHmPEoM2/sxuXsNLU6xUBHzWjjBRsPZDKuYVP6Otrwkn4rXTexLu6MqbUrRvS67F5lMwdrF5nR0p3Em2Y7AaM748XNJWm3NCJUoCvd1l23OgZG6yO3NNhlQAtAaRRLpglxE2Au69HYbFLWUTILyefHbhDgVSPmVl6gLVwgvoyz/jFAtWlwyHRTqvYGlMbumoHlyJtpM9oum1JEDcC2OQ5aO0gu8KZT0uHpCryS7k7pw/S5Y1DPhiOlQzwsA3T4/fnvKTmgSVsaGXAHKODLgd6uupaoyULr23QunYsOg6DostF+8vNVsPCKa5sgZdZZsgZTVNAG6INAebG2Tl0LK1YKWOZaKgOwdkr7S4YoukbbYsdoHkUNbSsFLNK3LmYCh5IYj4cBIDycdYHDNoGmkwPgyOAqLvkhlnsjfK4yiTcPdzG0BD5e34+Towae8ZQrml3PMtUmjo4cYDEVih2lLmMeFy8mOWkILWXysCp4qE+j9aZYUPsEOnfxZRx2p/S+NqUFOAvocGRR3gVEQLpFaxsfr8/p7MDHgppqNqGMvyaAqbyHEzCM447tkElFDgCrQnpElRkIQAdKE4NPvwtWcAUnbdISHr1zHm88chcak1WIbyAs+sWWlKXWEEtAwIIFyiTMshRpniCXObIiR1Jk6A+72BlsAZaALWy4tgvLspHnGdI4RZEIVNwacYhFrmJmbn27pZSQhUScpIjjFHuDub31aqy9q+42XEUhsTMY4kvPdPDYZz6H3/3M5/Dl1csYxQl+4R+pB/EoODxuend1fVtkRoiAMSEAhhHyF9QvfTVyTNeh41UUa9YUMyb81pkloDk6T38vxYjQjVUxUcm6eg3FvjBjpdpLCPgFBhgWPQI58WWzD9mGZlw0ANSgTL0uj6AZcAGm6YIBoKdYItYlylQJ7El3px3Kzix0bRsD63TbAGBdnaZG2cFRPSbVTtyymYOZ0RLrxyNcdkPCrtD7Zxs00pQUMn1zMDLceRPmLGrqNWOjp7MbZn8t17B/nAuoqgG1y1kdqxamoN24ZdcsszaqmeLmnuSmVdVaL667a1sRFsUBAy61rECdQ3Zvl8xKOgjZnTea1LHavR69pqgpZjDQYJaMFTQmb1pVNOHR/rD2U7HRS6M+mtLC6S4dg5aY07V03M6B+LIOyV4a9U2jCwNANky56nxmG2MazqVRH7BcrNsedmw6ju/buoJ3b69jPqfqujuSGEvhFs44W1gKqSZtqTrCuyoDvK2/hTuSGG/tUXPPYl4xpp1SmPSKR+YezUqrczWVZyTZEBWdg/h4WDfXUfnx6ndGu7iGVl4YkB4cBYevrwqbHNXuvO5tZr0eJwB0LImHBltYDnycdUMcSkb42OQ+TOUZhcyr0Gw2wHBdImSKthXhkWEVS3IOLf8ePDKs4vGwjndvr6M2UUUY+hDipd6WZOnrRR4paawrLAFXePBsH5YF9T0bFa+KLMsRxRFs24XvB/B9H57rwXE8BH6IWrWOWrUO33WRpBF2BzsYxr1ben+zHRKyKBBFMeIohuMITEwEL/7Eb+f1SusBCwt7YdF7IPC2XP0owtPPdPBHn/8ivnz+AtbXr8EC8IH313TIqhbky5QAleUaQBCvGfZPhIa5itfGA4p51Mk332RdRYjQTbQjB+pTfWDYIsUmNq0qkA8hLz5sbjQ80lOdtiaTTun/iliDraajtGI82i67aNNNE6jMzSP8/HTbsJkMWLx5ej3hj8fMMBjisSnr6nikW67kEr5xX4bHDYBMt80ImhnI4VOm6q68j2XjCps29M15c9wAwo0fziy5WUWFOlt5dKoAU1NaWN66Qc9hRlOzdLF5PZujctQxZFG/Yi/1Dd+bp4Bl7BDbJC0CXAnFn2jDUBGrzmkVUi1qRrfHx5c/iORdU2+XbhODxSN9PkZqBL0UxcbRzTV//GFEO6fpWtatIJYE91RTv2+qr3HK7EtoBFoytrTyAssO6fdOTdJ5ZnMC0nWKbuGOZWWGovOgzFQcIA2ldeQgbiWB4J7hA8oY8rb+Fs55FcznCYbKYbqSXQCii3hXhYH9yPxMqnXK7+p/f2iwhbf2tvDI1lU8NNjSQcsA6fo6xSY1f6hu4FZhU49yWV+rgJw+bmwiUce7LXLAndfVdp1iU2kd6eetIwd4YNRFU1r02sB4rZ3alkerDSymOQ4XOXZsV/3f0c85kY5ovCwD09oCDy0Z4CPT89ixHbRFjicmptC2BY79/pvxxtcdQq1ijs3LvSwLEJYNR7iQUiLJIwzTPnbjHfSSLqJ8hCRPkRUZLCFUAYAN23LgOQF8N4CwbAAWMYKFjThO0Rt0MRz1dfXcra44yZAkGXzfQ3UigO18c5mFe2tvfSNrLyLmNlxrWzv41J98AV+5uIpjh+7C//a//umzQ6DzLQJ9w6ew6BxTAb2lMR8AHfHAbtzSCE+DI66RA4y2jUFNGTyVc/s4fBkY12MxO5duGgaQGTlgfEzL8R7ciiBCM/rjzLmyFg4wfy5vFy+7/uxgZMA8jgFcOUcw28DJOKDIEB7J3hx7wttTZvrKmsFyJp87PzY21QYYfoww+k0OCaZtdM05Kp87BfaYjR3LfSzH7NwcMl3e3/L+cFSM2tcmPAII/kHIf/9zwF8E/un8PzYZfuXzwOefQScIHLXTVWiNospVBDCeb3fTNuhIluAoAerKfQCAR7au4l11z1ynfL5Yf8kMWbaGlpgzrCofL74uGbTzaLt8jdwcb6MDpV0Tbl6OMho+ZeQB6ppnDSS/xmJe0QYPHaQsnzFgjwPNAfM9PmblzEp97kdYdI7paBoo3age4QLjxhEGv+XcQv45V7mUHNkynyfE6Knxuo4OStbRcg+bfy8vmdK5toX5HSNqODno4xkvpMfLVOshm/BM1E26CtgVOl/KFMJ5oeu2h7/2kQL3Hj2Cuw/didn6BGzxjeSwlm9hL/RcqojL8hSDpIckj579CCkxGPWRZzlsYUPKApZlwbEdHTINAFmSY7ATIR4lCCddzO6bxvTEPrjurbF5aZohiugcBoEHx7HR6/Uwd0fztRsRc+YH4divLC/1O09v4H1/ir2ImL11e62K7+GuuVnMzTTwv73zGXWDZUemO159Fd5PDkX+no4VMfllGiSk63qEp8EYGxtY/8djT2Dc1QvQYzkapRgS4NGVaqnRrAVHzONYk6ay/ppiRkej6G1m1pK3R0bGYcv6NKXjI2OE2r58SDdXDk9mAFhmHtkEodgdbepQbt5Hq1SvpXVYYgY68gRsUnBpTMfsK29b+Rg5s7StrEFUbFbTURmD8Zq+8XbkAGecrZKmbzxTzpg9UiC6iI4l6aafqGPBHwJ47M/bBeixnh7z6go9Gv124gtjIGtRHECrsHHwf/kQrNd9kAAgjxJlRNdeWYPJ7yEjYpzKJhUZkcZSGT60W1ixiGMA0Fa6UZUbiGKIJyamxllnPq6q0QUyJVBk1w2gsBvq9eqGWSyPldkAo9i+sWsj3TZgsDRK585hgMKVaQy7rZlTbtLgfVtxjfP3GS/EVJ6OsX1w59XPVwjYFcjOvzXXL7ODpXU6vQMrxRU8NNjCyf42lqIYD0Y9GuGqa+HkgEbX3JGsmT+LQpqp2YY+JK0KG8u+wHyu3MzMxHI/MYCWexhtkWPFHppYqPgyOO6mXVwDhk8Rk2sFQLaBM6HEij2kcbFFbCCKHrmsvcCMgd15Yp7V74oWpnDWDbEqbMzW67hzXwPTE5VvEAACBMz46/mXlDT2zYpUGe+e/fg0TVBkOYQl4NguXNeHY7soJJCkMeJ4iDSLUcgclm3B9V3Yjo1BNMTOYBNJGqEoMrzYeDrPChR5AdexnxUj85pdr8Y4+DWeygPsgcDbck2GAQ7Pz6FSVWyZ8AkoDJ8i1i4fatDCcR5aK+cp7Vi6buJR+KbIWrVc5ch580ZHBRhmCTBAQkZq9Fpy3+bMLFbGbthNMQPd46sZmhIL5E6bENryjbuI6WZoV0omEwUWnFnaZ2ZidLgyRcmUGxCeBQD1fqltZuDEN0Gb3JgEZmg7y8YGQDlnix6NxHhUyVl+DCysQGnMfMOMKsaRM+YQHje6PQYcvJ3agFHTBhE9znWnQXVkHnTenkwp207MEC7gc20AAQAASURBVADj7RqdN//XuYPEirUKW2u7GKR2LKlv1h0kWEwiytMTFWPSceeVezkyAJ33rdg0bC1nG7JBRum/9PFnZk3UsCTnALuORTk9ds2tZBfAGYZa96k0jci3aFwOmLG5GtE2/WPEZJUiavT51+N3+hloOgsEoFjTyWYVZg+zDXL6ckYfiIFdknMmWkntm87ts6gP+MGoh3tHppdWr+FTpqkl3YTV/Hvj/16MzBdoRLw8CPF4WMczXohzHmUavq2/pZnAR6sNLMppE5kjLTSlhcVM0DWspAYYndd5kCv2kMa0/kHo2jk2wmAHrcLGyZFlzltwlPSIxRX6MBMep3Gv5arfLaT55Jicdvz0WP/zyaH6ueYPV9kGEK9RDI4c4HCRY7vfw43uLuIsfc5GEAqE/uaHVfxaaRYjSodIi/g5XzfJYuRFrkOj0zTGKB5gt7+J69tXcG3769jevY5+tIXcGcCrA25gI8lj3OhexdrW1zCMB8963WdtC6TuOt4DgHvr1Vx7IPA2XEIIuI4Dx3bMzSlZV+aKGfPA6JK5+XJGHlBi5cKS+J8iJQAA7jSW4oIaRJTOh4wCCoA5s2PasDF3LoNHuzE2/uNAYn1zBQzbyNl96bbS2KmKODaSsFnFrpubSxEbY4OrwKUaBTfFjMr66xnWipk51voBhjXkxhBm+NTNn/RwQxqziRnDAvGfmRUENIDh46NH0opZfTDqGaarFImBbGO8TYSBWt41Y1sGKqPzxpiQrit2s0GALVM6T2UIaWOHXpcNI9mGMvtsmVy+UpyOZnncw3pEqDWBogKMzmMlu0ABygposBGB2LeGOe98HahrQL+Pun7kxYc180rguEavpUw6y4FP4ILHjnZDf8jgY6+zL51ZFdpdozDofIvAYunDRUcOAG+emiws5UYdiyQBsWaFjctPn9T5eHyNL0Wxyiqs6FDsVk4tGzyCP+dVzHWtgHw7XSWmLImwY7t4LKhhLktwRxLjkWEVJ7MGgaAyK1gKWR7TCJbHxACWqiO001U9Uj3ZJ4afx62dbA1n3RCtvNC6wU6xiRXXVqA9Jdauch8gI6X7i8n0wR9S+P8cdo0dApeZoJ/L6CJOpCP9e6NV2Pr9NfiHchqr7z0Y9bSjuHycO5ZES8xhyTpE+xdTNZ3ruID1QjDv5QFIUkqkWYI4GyErnjuKhd26lkW/g7MsQW+4g+3eDfRHO0jSCHEaYXe4g+3+BrrDTfRHZApJsxi5zDGIdrHT30Sapng+oVWeF8hzGjOXTTBF8W2tzHrxtWcMeVXWHgi8TZcQAp7r4j2npAEfuldXgSMeS7IWjke/2o06MoAiWTeBv+k2lgMakXENWLu4RjdpNk8A0AHIvPyDRv+nTAid0ZMYCypmwwRgAKNuNimzjnHpNQPzPgw4+e+pApauYTDJnKBuoDKCDjAuG0Lsumoj2TTbwgYEAMi7JpwYKgy4sHXXq87CY0BSDLG8dUMxcr1SGPJBMnf4QpleSkAQMKNUmdL2cO2ZS2YWDbbzbmmsmhoAlK4Do/NoiTnz2gz62TBjueNsXHSpxNwqZlYxe21bQJskymxhcIRY1eiiyp5T1waP5IdPGcZMaes0gGR3umLOrCM/rfejgwQmC9DVHzA4549Z0KYgx7pxRxPIa8IzGkvev8p9iu3eJreuVTUSAss1o2IAZ6oTOjR9Vdiw3vBP9CXYQYKmVdVmBj1ulqk5PqKkZ5OpdnI34SlHNB3ncx6NVi/5IZ6YmMITE1M4Eo/GwR0DP/4qg0NgXEOomPG7kyGW5BzOOFv4UjihgVhLzOmf57NuSNet3aB/lwPNmi6N+ljMSQt4ekjHZHlzzTTAOLPmOlJrxR4CwVE8MiSg/mDUQydbw6ogNpk/fHB4dtnVvhz42lHciS9gyTqEhwbEYLZtQR8A4NHPi6hgX2MK87PTCJ8jYHmcJbt1B3Be5EjSGGmWoJAFhe3LDHEeIckTyOeZAeZ5DkgJoUKpc5nTaxQ5YAk4tgfPDeDYHoRwYNtUOVcUFDKdZRnSLMUoHmCYPD8bmGUZ8iyH69IoGACSJMWNGxsvum97a2+93GsPBN6GK8ky7A6GGAyHlGnFY17AuGDTTWUOiM1okReDoMp9Rv/nH9TsUtM/Nj6mVSCsaVW1AUBXR5XjZXTUSmnMx3q+st4qPA7d3ysj1QBSN+/JGXss0C/fhNjskW6rfQyhI2yYPcy79B68hk+VDCOuFqlzrpxu1gDM+DGlGrWliLb5gWEXn770Prx78zLevV1yO5eMDQ83DqgxYWzaD8ohyGye0LVpPTP+Vev0bndM19kpNkv7rMwpHLfDjK6/YICN+vemf4z0h8XQxPuoa6Ll3/NsCQCbSdjswdpQtZ8nhzEBM/8gdPRMWdfI54G/j5L5wyUWjVy06jU1Y+gSk5du0xiWgSfHrqjricPJiTFUMTMM1PkaEf6YU5cZqk6xqRjmrj4fzGbqEThUR6/qyebmjY7KadQgtSyJULEx3JW7mAk8FtRwujfE4SKnMajdwKFkpCQFQ5wJJabyDIeSEX5j6g4syTkaJTMAZNavzAjy8g/S3/MhFp1jWJTTePNwFwC1ckzlmW4NeVt/C6e7G5jPyVwwnydAuk5dvZnAWTfEsi9wzqtgxaH6uFO1yth1rHWNUAysbfSxTWlRy0iaY9lLgJSO0Yq1TQBTRb+QVpbPPUkhlqIYKxYZwpbDCdKZlkwtAHC6N8S//VgVd83vx0xtAu5YTdw3uiSyPEV3sImr2x1s7V5HksbIixRxOkSax88LAOnpcoy9s20HruPqajpLWIAskOcJZJHDczz4bghXeJjwJzE9MYOKN4GJcBK+66sg6OcArRKwLMASApawkBcF1tbX8Qd/+IcvwzH4c7w4LPoV/dpjAvdA4G22pJTY7Pbx5MVn0N3t4cD+feYGB5gmj/A4gR+tz6ubF+HYjXSdbuAMzoRPERfxBQMSOIKFGTYAnFk3BuLY/apz6mKtCdJGhbIjNVHsUbxGgIPjZwACK968AYVco8adxyr2hUbEFbPtRaxZnTEQy4woGx4YPDAzBxi9Wt4lfZxzDJ1ik5ob8i28vfurAIC3d38VP/mOP6YaL1EhtgOg0WCxaUaffIy5C7mctRdd0gBKP18BuFPuVfq7M0tgRMzov2uWUJt6IgPEGUyydtGS6vx3jVkkPE43Z3Zx8ug7uqSO+zp9n9lWzuizXJyp+GN90sZ5rNgx/6DSfCrjgNomrYVkDWA+pHOuWLTFhMH3CGfEFZwcxjrmiDL7VL1h2ZBkN5SGctMwjUrH1raMS5dMLnW1XSOTAVmKd1mxh6aRRPU8s4uWPuhwtFLNAFRAm0N+5esfhDz379GSlE/YiS/gVIUiYbif9/GwrnS5FbQwhXNeBY+H9PN4zqPrd1EcwPKogbFVZgWLkXGuAxpIPtw4AIA0gDu2g7NuiHdvr+Njk/swsG18b38Hh4tcZ/stjfr6e02rqqJzaBzctKpop6sEAPOCWk8Km5pH5IAAr7p2OpbEUlxg3abswmZ4P7HfYg7rtjLOiIrRA6ar+kPJspfoKBtAjetVPSEf++l/P4ejd87j4P5ZVAP/RXRx1k1fz80ISikxjHrY2LmKzZ1r6A+7iJMhonSEKB0hYVbved/GUq0fFr8gGUnyFHmeoihyZHmKNM9QSEkAIhMoRhZc6WO2fgcWZu9Co7YftuUSs/iC+0QrSzNsb21jZ7v7Ao/fW3vrW7P2QOBttgpQTuCNrR3kRYGf+D+kGaOWgR6Pg93pEgsSjQM+4Svx/rzWZmlDBzNW3jwxKpxTx4wZgxs2LjizMJlxvukiZsDI28Q6PHd6nOXg8S3/nwOZ+b24c1cL+hWg4F5gtTQIZhCrAZJylTKryIYWBmelsOm2Te0LTTFDujRRw8FjHwL+CLh+59/Cb/37NwKAuSkqZmTMdWoF6vUDEzTN7J0OuFagohyh4y9Ax3cUPQUshxgznfDo82ZWMF3XfcPkRD5C25BtlPR/rmEnOQy5BPr0dirDCWREbJmomNiTdN3oxUbnwcaUTrZG49bimtI0bqmRcc2EL3vzSodG+37WDbEk52jU7C/gTHUCK65NrKDaXq5bgzuvtmForu8SeDBmI3W9qdrATrFp9JJsztERKQSitXaVPyAAJvuPH69Gy02rik58AR0kOHjsQzj45l8k8FmQlrXpLOBUJcWKtY27E+rUfaRLBqAHRl20bWG+RI7lcALrtoeHGwdIk+nNA+40lkcNLDrHsDxq4GRxAMiHOB3XsSTn8ObhLnZsV4cydyxJ/bqWpC5e0Kj7qudjPk90gPdjQQ3vmp7BfJ7gRDqi0WxewTt2rhL4cw8DMiVwmK6TKUgFdy97iQ7TZjDH66EBgd62Leg5GQH9TrFJz3GntY4SNjnMx9i/yn14aEDX6AfPhJishpidrKEa+BCWdRNj9nyjX/qe1IydvOnxir2zfMjIxqAbY2tnC93+FvrDHgaDXcRxhCJ/bjZQykIZNujvaZYiTROkWar1gFmRARIosgLD/gjdrR4GOyPksQXfqaAaTMJzA9i2DfsW405s20YYhvB875Yev7f21su59kDgLSz6pfPcWhRdQ/QyLQuA69hwXQc/9zOJis/oPYvxazoLBvTxuI9DlBWQ0ixTuq5/adPfN8dAA0U7DHEoGeF0n36RU7BxRO+Tb+nICQoQjonh0dEv6hMshzUzWGUgaFfG/x8coS9mAHm7dbCza8wcuj5u2xgyeCTJACzbMEAJMGYJwOgaNTiuEbBQ8RgMLjqWhPWj78O+owO8vfur+NREQ/e7AiBmRQHplpijb+rWFd8ANEHjMXbpalaOdZJlkMsNIPz9dJ2OHYNpPoesBXRmSYdWDGkfk3UzFi9H2vAxy7eUG7yrQPe6aWOxG/q8rVjb+thpVm503rSVMLBm0O/OG61lUhprc9ah+n9TWuhka1Qlpsw3PIY9U/G187olA+26pRzKirm+w+NAcERpC5U0gXWdomLCwdkAZY+zbewY1mwgO8vtBjjqhIEx19d1sjUCS8y6FmZflxJPg8iTcUD7hgRfDinz8czEtD6WrbzQHwDatsC7t9dJV5cJLO9EehuHlsAzXoimf0w1b6R4uHEA57wKmSvYuGELes2S1vLRKo2JYQXa1bwUkQGETSIrro2lxj608sIESWdKF6iPJTnTO5akDw7qGLVtgRXXpjgYa7sE9OpaG3siHYH7lOnaZk0xB7FTYPqZio+HBlt473tDOLaA69gQJc3frUfWPh9raAGFg3wkMNpJsHl1G1e/fhU3Nq6jP9zBKBpi2B8gSeKxZ/Hv9yxLkeWp6mvPkWYxxcEUOQpZoChy2sbcghzayHqATAA/CFGdmIBt21rHKISAEOKWnL+2bWN+fh733H3PLe7/t+naM4a8KmsPBN7CesFfThJ4XhvYN7CEZaEWBrhz/6xx1jIgiteMHoubG9gYwsyZv6BBmGY8OGdPxa40w/vpJpisU3uE+uX94fVfwKkajfBYG6S1gcJH01HaNOGryBT1y5Tz/5ix0xEqJV0aj+tYv8iMFGffAQasKcZFv350CeUKNADjI1hntgQC6IajHYy6xWTTaOJKbFwnWzP1eMk6xKV5WK/7IABQVZe0aNSJHQLSRY+OFwNVZirZFc1sqUyByn0ms01vJxs/Gobd49gbu672ta7bODrZmjmeRY9E+wDp7Lx5GCc43cw1YOFOYTaNlPP+8qHRUOpAcWIi2WnaDO/XoLHpHzMMbHnFa8SM8RiZdaEsL1BRJZ3Rk8DwKRrBjp7UT+cPKavCNteKCgTn0GOtW9NNIhX9AaasMdORMtFFaHOUqJDBI+8a1tkKlEZxXQNrZl51d/DNGZBWQCy5N0/smNLcnqlO6A8SDAaXRn19bbVFDgyfouiWJMKXwwkdovy5yiSuOR7uHfXxxMQUVlxbH/tqnuNEOsLb+lvq51CNlJMIbVtQ80ZhoyktPBj18FhA7uvTu9T0sRxO4O5ExduwGWx0Hm2Ra5MGbKqW42O4FMX6WDNbqK9lrh5kMwnngyoN4UpxxfwsKq0raXJdzQZ2ik20JAWzn3zvBtKsQJJlKCSzcuWbcXn0i2d93xhGrLHvZ1mG7nYXO5td5EUOL3Rhu0IzfHlRYHe7j952H2mcIU8L7cjNsgxxPESWJShkjgJSAblnZ/jJAnBFgH2NeRw6chQHD92F+vTUS6y7G2c6JyYmcPwNx5//4Xtrb32L1h4IvIX14p/mXt5PExNhiNcfPID/+J8eKLVwbJvoD0AxSX6J8YpNDIpieOTFh6FjTKBiYDylAyuGgF3ROXZLcQEkBb688QwOJSOtF9JRJaKmdUaamcoVI2UrvRxr2IBx3d6zYjIqpe5f0oehch/tAzOeADFu6bZxzQrf3MCZAWRQxSDAmR2PjbFcU6PHPcA8Oi56egQ5BnJSYmwApTtjQ4Y7r6vfCGROm+fouI3IjHSji/R8boXINuh1knXt2EY+VNE420p/qRgwDpfW7GfdMLt51xw3Zr84S5A1m6JGN202ofBxYra2vHj8nK5jxdrWzQ9wZokdGz2pGOGuudmHx3VvNY8c6XrZNOwjG4n8BaXbrAHuDL2eGrnCCgiIM4M5fAonY+M21zl4ikWEXTfdxLw4b9KZJV2abp25qAwwyhzDo3Ud9aKuVY4p4vMYr6kPO/TzsZgRG0Y6uNr46J8Bq3rucjgBJOs07rZc2l85wLpNQHHFKWhE7PTwscl9ANSHDXg4lIxwuMjxscl92shR7t1dcQoN2toWfVDjUXEHCb6k2EjIlNz/gP5A1PLvQauwcaZS2k+pRsH5lmG9i6Gp4BMVBaBp/zpIcHcyRNM/hlZh43R3wwSGq5/LkzH9bJ1IR8T6SkvV/hFT2EECYVnY7O5ie7ePJKW4lm8mL68oCuRZjt5uDxvXrmM0GsCvepjcV8VEI4QferAdB5ZlIU0ydDd62Lraxe5GH9EgQpaliOIBkjQmMlHmKIoctnDhOJ5qCuE3AyxpwfcDzO7bh/mFeUw3puH7/kvaZlnCgHmRoz8YoN9/jozJ19LaYwJflXXbg8Ber4ef/MmfxF133YUwDHHixAn8yZ/8ySu6DS/0C+pbEfbpuw7mZ6bxptcpLZd/cMwZq0OZOR8OMKwOO4MBWEffZ5o0VCAsAyx58WEdUfJvblzEr3z9g4AncLz763jjqI/T3Q26Abvzmilqi9zUVYma0ZUBY7o9PZq2AnoMO4h5XMhNIZxBmK4rgOYbjSObAJg55PGdfxC6KYRfQzFPGnhyrh6v4IgR//M2lAGrDr9VesV8qMDb1rjzOt/S0SYaaJYjcxhI5EPapuAo7U9wlBy7gGJVKobtc6fpseX9BAgUW0FptNtVTGRs/p3ZsXLlXEmfOWZkYfCijm3TWaC4Ex7xlvSmHUvq/LiOJc3IOR9q/aEOn3ZnNEBpi5y2K7qkY33YdaoDxO06RcFYEihGRgvIHdUipDq9bEPnOEJSmPXhIidGTmXf6fxCBt5sNuEPSv5BOq7BUXONxmtKA2mc5DpgXekPIUIzPofqzmXHvMpfPDmywKHeLUxRbAtrzYKjphLQmdXn5kQ6oi5deGg6C3hosEVAMCe93aNVGr8eLnI0pUWjbB7XKtD2YNTTGkpmBQFyQa/YQ63bLLeIdCyptXz6/ALk2O5vkzbWHpoPPurabuUFnS8+/+q4csD6xyb3oRNfwKJzTDP9Z8QVIFmnyrtik14rumic4TLFrz88i82dHXR7fWTZC5knnn/leYGiKNQYN0c0irCztY3haAA3dBBMeOBIRMuh39G2YyOs+ZCWxPbGNq5duY4bV69ja2sTw2EfsAAhHHrNNEORFxBw4NguHNuF5/hwRQgPVQRuFb7v61DpF19Sj52LQiJLU6RZhqIokGU5btzYwBe/+OSLv8ze2lsv83Je/CGv7vqxH/sxPPXUU/i1X/s1LCws4Nd//dfxtre9DU8//TQOHDjwam/et2wREJxC92v/M67v9JCk9AtDAsizFN/5fZxh55tRb3kVMeAa3dd/unEF/9P+Q/RvMiWAKCRQDPF/Ti3gvy899brtYmDb2kFImYCkn1qU01hxCfgs5hUK7vUXDBhiRkzn/KlRtn9Q6cxmDGDlDEAVrdKE0lu5SlfFQAqAzjAExrt5AVMtxn275TU6b/SIXC/Hj1fHAjKlG53W7SnmkntoWb/HoJs7gjmihQ0d/PqAGdUWMWCDzBTppqlJ01V+24alKmIAW2ZkyZpJBonlc8ymB83YRMSwhfej4ygXMcf0FAqAcV9vvoWOqNFoM49NOwyg9Vsd7nUuQIDLbhimGUA7v4alvAb4JbMSoMAwxck0xYzpZOY6PZlqo02HcwGzrmlIYde4XSfAnXfREnOYTxNM5bF2c491/loBfZyVKTp8PLhuUO2X7sgNj2O9sAGljdNAUJl2mvDQUccIdmN87M77BOAMt/wVQ7TtClBEaAsARYSWDLAqPHSY6hE1tJEDVgFYORbTBFN5Rq5iS9LPkVMAN8WoAGbk3bEkWpjCcki6wLf1bhAIU80mK14FkLZ2pBPgUz+L6SZdF8k6TmYNnPHVteofxJniPCDZWQ8DOmWKVcum1ygZnJb9FBg+hRPOMTJVudNYKbYBfwGtvMC8Q7E960WOjjpHLfcwHvVtYPQk6TvlAEUhkef5S9ABkiwnzwtkaYrRKIJlWQhCchZnRY4CObyKgAgEvIoD2EB55Go7AuGkD8d1MOrFiPoRet0Io5GNar2CsBZQPmCSIY0SyBywbQ8T/hSEY8EVHmzpwy58VCs1hJXwebf1efYAaZpie2cbW1vb8DwXMzMNVCoVVCohpur1F3+Jb+dVWMDLTKi8+Hu+sm93Oy5LvpSfwld4jUYj1Go1/NZv/Rb+yl/5K/r7b3rTm/BX/+pfxcMPP/yir7G7u4t6vY5rVzu3XMrNRg/rZR7zvpxrGCcYxjEGoxhfuPAMvnxxFT/3MybiQmfwlQOGAWI4giMaUDTFjNHtWBKnuxv4UjiBqTzTIbq6C7awKRssE5QXJqfJVMC6KgZC5aDicth0GdDw4m3jsRPnqfkL425cgEZ7nGOnXk+PLkvxHhrQlPe/fDw4XJtXqtylXO3Fo2veTt4v7TROx7+nQ5dv+h4bKspgcXR+vCvZnTb7yaNbblQpxZY0rWrJ3FAx4ERUDBPI+1g+1uXjVb42ygwmP54BLANABqjWOBAwoeRBCbzS+L4t8pIMIH72cePtBMYBCjPMfJ7LoBEARAWnuxsEfPixivljk8Oz2Fm+Xvj/5ffPNsCNN2yy0IaOwqb94NfnuKHSBwxuwVhMIjJMiDn6wKTMPWOvy3FL6hpg7d18nmDd9rAqKKS8bRGAvDsZ6miZVWGbSBcVYK0BrYrgWfECLCYRsW+WxNKo/6zna1DLx5Ovw5uvGdXxjeCoAZNc2ag+DDatqqnVUzrbpSgea5vR2Y2cb8rubLU6coD/8GgTb37DMeybrt+Sk1ZKiW53F5s3NjDoDyEsYGb/LKamSd6w09vARncNqUzg+yFs237uXEBJur50lCEeJsgiiXDSRzjpQaJA3E8Q9zI4IsDk1CSq9RCu58KzPTi2D0e4cFznlt2//KZ5nmN9/SrOf/Uidru7EEKg0ZjC0aNHMH/HHegPhti/fwHdbveW71XfDmt9fR0LCwtIT/0PcF7SMf3m1++cv4b3fSnDn/3Zn72i73s7rdt6HJxlGfI8RxAEY98PwxB/+DzBmnEcY3d3d+zrJS8p8TIafr8lq+J7mJ2s4a65WUyEAVzHUb/QS2PickYeAzOunVPjUY7k4Bvoqck6Bc0G/niWGhsi8q4Kya0Te5FujrNyN8fU8J85xqYYmWzCMgBk3Zw3TyA1XjOaMsCM7XipEWPZuUn76pru3CIeYzY0+GFN3M0AlYFhMTLjd9Y+so6RAWCZcSy7o3XIc8XsT6HGw5Y7Dm69ebOfasw4ptkrekB0ydz01X628sLo2jivkFnBcs2djhZSI2ZmMwGY3thAXQuKKWXdJWBYWACILtF4UjOGNZXrWANnO7ZFToBLNci0xJw65z3jwlXAlvMFm+H95hwq0Nf0jxGDVNhgk8diEuHUZF0DwFZhm9G3XTevweYfmZqGm3ImJY/YVTi6HvGCzBFGNqGMQ+r9ms6COU8yVU07KZkinFnjjHWJsWU3Pvf5ohhqs0Rb5GhjR5t8Oki0VKMtcuzYDtpWpM0dkKkxhMhAm4UWk4h+BgFTwSdTnPOoaaTcK7yUlMw72YbO/dNh2mw6E77+0MJAGEVMo/IiBvIuGVjSdTStKqUEFD1qAlEfJA8XOZYSz9RUWtQs1LEkRccoTehWr48bO7uI0/SWGEEpJXq7PVxdv4bhsI9+r4doOEKRF7AEIBwLhZUhTkfIsgQWAPFctzgLsATgVR1M7ptAfX+VmENLRdAICeEDE1MVzO7bh/2NecxM7sfkxDSqlQr8wHuJAJDeNI4TfP3ra7h29Tqq1Ql4noe1tXWsXVlDNIogXyjD8LWw5J4m8NVYtzUIrNVqeOCBB/D+978fa2tryPMcv/7rv47PfOYzWF9ff87nfOhDH0K9XtdfzWbzFd7qV35JWcDhxH3WxTEjx4CLF4Mt1UFbZpr4ptqJL5CGhx2VgGLJyMTwLL0dGxnKRhWOfinHxTizqv9YgRwW+DPwYVMEGyQYpKnYEJ17BxD44fGkTNWYU5kRRFhiJVMTKcP6STYRsI6Q90H4qm0jHGchbWJxdKRGGTzKtBSSHRuDB7t+2UTgzZsxJgN0jkBhfZqo4Vk90O7MuOnGnUZb5CWAFJixJxs3OOy56JlzzIyPzs9zDVhlJ2h0iQwY/jFtgNGPC47QSBsw+j6lFWthSp3Py4Y5zDa0k7w8puc8QXZlswu43ETD11fbipT+tUcfPErb07ZFKVomMtcqs1PKnNPKqSNbb6NUr5lum9ikhDSpy57KKNRj9J4+f1ylN8ZoqQ8U3NWrta2ADq5mNzC/xmISEZjDFGA3sCrssb9DptQJLFX8DJtmZKrZwkVJWYVn3RCLmSD2bXR+rPJuWZlEWBN4zlOueWkRa6p0gSsefQhYdI4prWQNrbwwgD++rME6mYOGdC7ceXSyNZ2zyXmP+v0D3zjb1XVsdI7EtPeGEdY2t9AdDJErfd/zLf63vMjh+R7umJ/HgYNN1Kem4Lg24nSIOB3qKJc8z2CB3L14zomOAnwoIAJAeIC0JCAsOIGNoO5hYjpEpRrCcZxS3Ms3DhqSOFHTrQm8/vWvx7Fjx1CpVDEaxYiT5MVfYG/trW/Buq1BIAD82q/9GqSUOHDgAHzfx0c/+lE89NBDsJ+nZug973kPut2u/up0Oi/5PS3r1vKdbpclhI0kU6XoDCJ0Dl1lTMulGS4GhipDrhNfMGxecJTyyXiMyTd3gB7D+i1uFFGCfo4x0Y8TvgJjDdomZokA2i4ei/Iqt5AABgwJ3wT7evPmcdql3IXOzrPrxECwy7jogXuOdQYfYAAFv4ZiRrkiTDMgokbPY9aRTS0MRsv5hHbdmAzYzVwGoZxL58xq9q4Jj/bTcg3osBXYZWBTHhcrJku7Rnmp8SZ3uZLjtWaANp8XPmc6nLoUMl25T4ckswSADQaaJWKGrfSabVvoKBkdz8KdtBxBU2bQFKDujJ40Y8Z0W7PCOoqkZPChlhsTD7M06qvMO9U4olhLDdJUTR4DUW2KEjUFPCu0jdmGyrZUxiPLpdfg0ae0NGOmQauksS1158Ymb9KuayC/mERoiTmsuLZhCYueDnymdhXaFzZaLCYRmlZV91d3LEnHiVlOtVY8+hk6XOQmMkjFEWnwlm9RXA2ge3sBGsOSwWiogWBTWjjrhjpXEAC5gJklsRvamNNyD+vntMQc5Js/DQC6kQTxZXqN0XmV/TnUOtpOtkbboVIJ3v3uDNe3tnH52ga2ewMkafacYFADwCxHlqZwHRfV6gTm5udQn67DEkCUDpFmBKQsi7RlwrIhLAfWc9zmpHrd5wKetrBhwVLGkxcGpy9l+b6PidoEojjGhYsXsLr6DLIsw0StCn8vKHpvvUrrtgeBR48exac//Wn0+310Oh388R//MdI0xeHDh5/z8b7vY3Jycuzr233Zto0ojlVO2qUSYEvHR7I8NrQb1BQiZswN164YUJJvGc0PYNgdwLwWx5wwiOJ+YAZNRWwASKp0gDojMBhzo46BLTZtsBEh21CjKrVt0SW6uSjdFYGIUkgxYMwlZUDJ+XHs1iyPbTmoucRu6ZEoj395251ZevzNMSOStJLIu+MATjVr6HGoXVf/TsYeanSZVjEupaw8drWWcuzKY2YNdhjQcRsIH3MegbrM6AXQ7mi+Bm42x+RbJSctadl0iPPoPD2HR/QKNJ8c9OlYcTSPAk567O6qcbhqtGlaVf0BpBneb0CoOp4tMUesG4/0uZXFm1duVQLUy9Y1xeRFJvKIHbzDp7SeT0cClcK0m2JGs6dNZ4H+zh8UFKDnTlx2uK54gdZkMqtIrRub+rrjYGpYLtZtz7h3iyG9HqByC7c088tB7R0kWHEKHC5yagBRDSVsCGnCIyDL54WBpBVoTe+DUY+YRWkBdoM0vfyzDOjMwaazoLe1bERhreLdyRA7tqOO6whLoz69v8jH8gdXhQ3r8cOame3IARAcpeNUuY++/IOGKXfnVc+3idS5urGFJ7+6inOrHaxtbGM4iqmS7aaVJAl2ez30+30ElQBhJYDjOLBtG2keIytSFJAoJCu6qfLtRTNen2NZwoK0pKqLe/lGtGElxIEDBzBZm8C1q1exvb2F2dkZHDiwgDAMn3+DXitLWq/O12t83fYgkFe1WsX8/Dy2t7fxiU98Am9/+9tf7U26bZbneebXRzmPDyqQlwECa9v4xguYCBB33mS3lZyXLakqt7INNcrxSQ/kHxuvZeO+YAYq3IXLYI9bK/jPzBLdvLjRgrfRmVUZcxW6yfgL5ESU1OOqg6XZCJGsmxFUPjQAihk6zupjkMY3JQbLMlXMUAXymV8aZzQB5Tb2zfiS389ukD6L2UA2dvCInEfTXNvnzkAbVcpjc66AUyYRGgVGZmRcBrq82E2cbdAx5xG03TCO5bw7zuqp49IUM3ReFKPblJZhc/g1WMvImsV4TcepnPEjmGgdOq9aZ2cF0KaVUv1f06fe5rG4IWYVmeHkNpbgiN5+zZ5ZLl1/7jyFnyutHQDFVNIHGxpHbhm2WF3vesSqau8OF7mRFahju+IqzaEC5kujvuqtJnbxbX0e+84Q+ERC/bnq+LZt0gF2Rk8CUmn3OPyaGeGihzZ2KKNTjaUZZHE3Lzv0O3JgzgVfiwyqiyFOpCPdzMKGlQ6SsVByDRABs31Kw1dey4GPFXuIpbhAM7wfy15CeaIcil1+fQXeNZhUH2aIJR0Co/OktQToXPgLJi5Jpjj1MwJXNzbwp+e+gnPPdLDdHyAvjJmDHME5tm5s4sbV67CFjZmZBsJKqKY1EmmWIM9zpFlC9W7JEIPRLkZxH4XMntNwasF63omPBQELFtI8QZyOkBfZs1/gG1hSSsw0ZvCm7/gOfM9f+G58//edwHd/15uxf9++l+X199be+kbWbQ8CP/GJT+B3f/d3sbq6it/7vd/DD/7gD+L48eP4O3/n77zam3bbrJlaFc25/Xj/GZU9JyraiNFBYkJzi5ERePOojRkwDr0NjhqQIFO0i2vERrDzEwCETwCsHF6t2EW+Qf3GxlXSGPH42J0HBGmYNOApR7ZogFSH7h8ug0R21yrw1ha5CgZmpkcxT978uDYRMONXHpnK1JhAgiNA5T5id7h9Jd0G8iGsIz9Nj9Fmi5rS8KkxaxFDt31wEHV5MRCyXGWiUNvqlrbx5mgf4UMHfLvzOlC5DFJamDLaNl7+wRI4LQGwEnNKTJY5t4Bycboz2jzSiS9QoLiqeRvLGQSgsx3ZYJQP6YMHs3bc6KHH7mb/2OBC+jr1QUP1DnNNodZuKmBMYMgfZ355lKmYyzFXsNZWEsunu5YVYEQxxKKc1pmLTatqGDZlwuEPPU2rSttmVbHs9KhOTmUBnppkres8FlPSaLbcwypWZ2hqFYMjxLhbVX3MH9nZpSBuMYPlnQg7tkMfsNxpLIcTpLkDgHzL1A6qpbMIU/oQxdmJHDSNYqjHu6d3GSymRsIBGNBXBplIxmvfRA3LvjCZgqCcQ3JKb+GsG441xXTkgBqInAUspqRdbFpVoHIfln2h3clNMaMbd5h5/MD7G9jY3kG3Rx8EOHuPx7VxFOHq2lXEUYy5uTnUJmtaoyclMXZZTv2+SRYjL3JkeYo0iyGL4rlVfBaet9ZNwIJneyiKHKNkiCxPX7A69FYW5RlmSOIEgR+i2bwT8/N33GR6fI2zUnth0a/Kuu1BYLfbxY//+I/jDW94A370R38U3/d934dPfvKTcFVW3d4C7tw3je84fgxTtQmlCVw3ocqj8yaUODyuGBb1fbsO3VbB4IPF7dpkUKebkVXSvomauuF1DSvBSwG8fzp7UIvGdehvMSI9k+WWnKt1A5IY9AVHjfmCtWvRJbXNNL5lJgf5FjlmC9uAqjKjByjQp27aN2f6KQaJR2u0TewSjjWg0DfR0XkzRtXbHxjGhVlOfh4zr8zQRpfUuFK5VNNtY+LR2X+RcRWXQsLHGjuswLBD/Nzy2B+g9+a2jrJhhB/DYzmOhOHzkqxT2wmHMWcbZiyvGGPNTPoHFQCtjFUWapaYt6kgEDXm4i5lQ3ZGT5rHMkjOu6a2kD/QqIgUGjkHRqMJmGtX5T3qUTtgjqUKMuaMSopaqWm2U+vv1PnuyAFtg/q7/iBkmUq0FXuINnZI16fGyGfdkMa4DHzlgEaqVoR3Tc9oAHXJD7HiBfS6wkQyMUu6NOobZpebbNx5bQ5ZFTYOJSOcmSDD0FJc4N3b6+ggwRUVHdOS9AGiA2L02iLXYLJdXMPSqI/Tu1208kK3AmnWWKbaJLTiUrbiUuKR21exg/paC46iY0nzMw7VWMLgXZ0TXcWYruqfz4/881nYtg3fdcZiQtIkxeaNLcRxjPpUXbdzMHgjsJdgGPUxivvIc/odxSFf3wiuKiAhLTKhjJIhomSEPM80EHypYJDDp0fDGEUh4QcuXNf5c6U731vfvuu2B4E//MM/jIsXLyKOY6yvr+Nf/+t/jfprPVTzphV6Hl535x34/re8Ef/hN4/g9IcnlVC9QrorwAAnXu6M0cbZlXFWSjFh7MotszR8Q2hbiuHjMR8zYSrDjrVkrcLWIzEERxQT2TPjYx5x+gvE3MjI6PEAo13zF0hjpMChDiFW0S5tkRvdmu4irhlm5+aOYmYdFQs6Nq7m6rMyEGXGNDiiNIEKTEeX6CvfMhVldsWAxWKoautUTh0Dcd43d9poNUsAj/7vau0dhI+WmNNAQv97MTRjQmeW3ovH/goYLmZsTBgaYMquaP5+OarGnYauAmPQmG7StkcXzfhUx8yY8bK+RrjRhGve2IkNGP0hm2sA4wYvu5nZiFI2IxU9GiWzK7icS8mvHx6HNuQw48hGKa5NLLPY2Qad35Ibnvtu9fFRzvgyINPRSup8sa4P0UV05EA3cAAm57FpVbEUxXoM+2i1geVNimc5OehrcwcbUZbDCWIV7QYW5TQOFzke2bqKe0d9nEhHOJESAFwa9bGYkiv4XY07AMvFgSQiY4rIiRXkD1SAGQ07szjnVfCxyX1o2wKrwsZDA2J/iclXFXBqu3ktWYfQhIcHox69tnKYn+yzS7unQac2A0mLjDnxBfpdVI58yjbG2D2oXL2d7S6urq+jOlHBVGMa4iZD4CgeoD/aRW+4g2HUR65YTltQ04cF8Q0r7SzLQpwMsdW7js3da+gNdxAloxfXGpYWMYAp+v0B0jSD77vwPO8l9gy/RtarwQTuhUXf/iBwb93aqvgeXn9gDgfv2Id6rYofPxOPx7m483RT445hNm8AJjbm5j8Ln2502ZpmrqgHVEVwRBdLYC7Qv+hl599qjV7bigzYiC4pLRwzPtPm+aJmbqjefEnPtqW0WDXt2KQ+3ZoCXV0z4g2OKANIqseKnWKTtt8/aPpplSZQMxR23QRVA7SN7GoujSZN8LRvjiODOh6XMovo8jZ3zesWPeOQZv1kvGbAKUfhMOBmtrPkwqVRKj1Gg3oev/Ix4DgaNaJdsYfjrmgGSHkXp/tcdXaEgCabG4IjtC+8v7z9wVGKiokuac0o0nUzah+dJ9ZLWvo8LzrHNKBt+scM2PXmdTdvU8yY8Xa2UXJfpzT+5n1kpzlnHrJEgPWVrLfj2jneX65ULOdZqq+WmIPOxysBOl6si2VGja5Hf+z7OlKHP1RZLuXpqefzCJa/t7y5hrf1qS7umuPhZH8bj4d1bQzhkXArLzCVZ2hKC1N5hlVh412VAQa2jXXb00HRHAmzNOprMHbFC9AqyPE7sIml1GHOckBgT+UWHi5ynOxvo2NJPFptoFNsUqexVcW67eGduzewHE7gke1N7NgOlsMJdOQAy+EETtUqWExpLH2mOoGylhKAzgRl8LcoDqjfLxWlaezhXe8FBqMIveEIqTJjpEmCjRvXAWFhvrmA+lQNQoyzZ0meYJQMaPTL/J9lwXN8+G4AIcRLZu74HYQQgAUMoh6ud9dwdfvr2N69gVE0QCFvHT1EowhxHMF2LDiu84qXYuytvfVCaw8Efpss7jBOswyDUYRcSgWufMPaMBvDN08GfOzCLWIqh3cPlxorCASwG7UpLdNqwWaLUqVZRw5gHfoJ46iNLikgVCNg4cwS48dAkLWERU89TgEPNeZFEY9HZLAbtuhhzJDAejA9yu0ZJy8AxJeJkWS2x53WBoamVTVAFYDuJi7Fzoy5o3mEm24rFmnb6AzzYUnX2INu/ygvHvdmG8YgAowHUKuAXb296bYBW4CJK+HtYkZMqGxCFf7LTLBmWXl0nNK1ccovjY5FTUV4NAxbyGxamTV051Wg92U1xvTVCNfE/lAMCzH2K8UVtd8UEUNBzzEgCDycdcNxc4JyR7P2Ue8/M4PBUegAao4NgjJT8OP5A5C+Luql0abSUyrHNGnU+GdEObb5OFtVzby2i2um2tBuoI0drUfsIMHJIV1rLTEHjoMBqBnkgVEXyzvU6rFsXcNSdYRT7lUAwCm/izPiCtrx03hbfwv3jvp4aLCl2cTlwMeJdESO3WwNTf8Y9QxjB628wIprY2nUx1SeYdm6hpPDGGfEFSzLZ9BOV/HQYAvVksuVPzycmZhGKy+wvHUD7XQVZ5wtYPgU5YSOLJzublA2Yfw0Tk0ILCYRPjI9jxWn0A5wHveedUOjZeRRMI+U/YP657xT0IcSiqRKtRHtkTN1rG9sYnX9OvqjGHleIE1TwLJQr9cRBhX1Ow5jY1TPCeDaHn1PYT1h2XAdD7btQKoswOdbN7dCkSmEjCHCsuEIF67jwnFcSBQYJLvoDjcRxX0UzxHuLCW5kpktzNIMRWHBD0IEoQdhv/xd83trb30zaw8EfputPCM3XOB7pnuWdWp8gxydp1/OYw0cdTJ8yMG4QBzQOWGwAuU4VON4GSk3a2mcKaOxnDeqY9skZkcBuI4cGIDG8SHM8BUlU4g3TyCK9XM8JgUImPAIsZz/p1mr2Iwj2bDAZgbuGVaByp3Rk6XjoHIVGfTwqJiPGb8+g1weU+pO4hGBIQajfIyZgWTgysYFZhUtl94j3yLwU5QAOhtQVM+yrjLjcxSvGaDN7KxyCetQZkuOszO8H/7BcXNKMaR95nOvjCHkwA10+4Xet9F5o83jDxrATSPtUotH3iXgqMxAU3mGzuhJtNNV0qOJmXEHa7qtdHDT9P6pMj9wvBFf1zp4vKYBcdNZGNOstQqbrt90G5cvvIeYvWzD7E90aWwUvZhXdD1bRw4ovobzE1lQXgpifzys4+TIwnxOrtxVYWun8ZnqBC75JbCrroOV7AJ0VaFijL+kWD2ICh0TeFi3PRxKRkarqOQQ83miWz92bKqCP+Nsjb3eGWcLc1mCQ8lojJ1sSot0hFMBTmYNjFUpAvjYpHKtVu6jbeVMwtLqZGvoyIEeTSO+rNnHw0Wur6PFJKLjazewmFewKA7QeLkUP7U7GGL9xgb6gyGyLIdt25ibm8P09Cxs2wFxdGUAJVENJjBV24eKX3vWqJjB2PMv9XpSAUgKDyTgaNH/YdGf6f8F8iJDnAwxjPtI8/Q5XzUvMs1MxkmGPC9QCUN4rn9bV5G+6qsQr/yX3INAe0fg221J+sWW57nOZkM+VGO4wLA6CnzpERxrplTTgtYB8ip6RmcGGGMHhyInhqXqZGrEySM9d6Yk0I+hq8RYm6cYsFZhm/EuO3oBZWLYNuaRsqmC2coyEOQaOh7fujS+00xbaQSr9z9ZL9XJ3QSW7LrJDxQ1xZL6+ljpoGJ45tgyA8vgjI9hcEQzh+TO3jZhygqktrFDx8O/h1iSnkWGDMWsUDNDZPbPXzD5ijxKB8BtJhwOjPiy+TfeJjajAATookvE/KoQ67FqMRmZejJ2QofHgWQdf7jdN0wcBy7zh4Sylk74JmtQ3fxb/j2AN681dNqRWgxNOLE6TyvFFXAtW0cOaH/TbSA4Qs/LNsANIhwH0ypsY6oAgGIE69g/o9d1FoxuNDhCwDC+jMW8oo0QnDdI5iFXg2v6WTpKjJzq1T4jrhBYKhTbpa6LJjw844WYzxO9T2WgVl7rtoc7klgHYh8ucrxj5yqe8UI8snUVD0Y9xWS6eiT8WFDDvaM+HhlW8ciwitPxuG76muPhjLOFQ8kID0Y9PDDq4sGoR4BNzKCa51jKaliyDuFk1sAzXqi1gQy6F/MKvbcKtCYzFhmEVryAGEk5RwxpsTmmXV3xApwsDuBkf1uzhsvhhMm7tFz4rotoGGHj+g0MBgM4roeJWg2VagDxHDVtUkoIS6DiV1EJJuDarop+saj58wVMHBasEktoHkPfyVHInP7/LBbRggSQFwUK+XwZgsq0kmUoihy2Y8NxbT2t2Vt763ZaeyDw22xN1SbQmJxElmaGsXOnjTOznG9n101rgJjRfa4AzAiWWR4OGuaRIjNbPC60KYRWA4r4sgkezofjFXTMfpWco4gukdaMo0A46JqBmTevtHpDfZMnp7ACg9p1qkberGdLt0vg77JySs/Qn5N1lXW2QGwMm0pY21UGWvFlo1XjVhZ+bL5Fx7Kc3ccgix+jY14iMz63VaQPH1c+X0UMyEi3l1RkoXtZdX4f9yJz0wVgAJ5i8hbTvNRkodjJdJ3YPDadWK66LoYE6MLjhjlkt6dTkKmhHEmjjEBNeIB/EN83M6O3vQnPMI/lij3AjNKVmWjZU8HIMjKGj+iiBo2rwibAhwQ6H1C1kOh8QHWuKUy6blhkBYLbFh1b6snuadNK24q0cYEjTt6xcxWL4oCuqdPjXyUb0IBY+Ka/2ApUM0nFMMjqAxS7g5mBW7c9ygIUIVCMsDwI9Z9Px3V8KZzAfJ7gXY07KOwZFN68NLOAFafAuxp3UCWbimqZz0m7eLjIMbBtXPV8vKvuoZZndFzsCk5mDQxsirA5E0oshxN4PKxjx3ZwdzLEg1EPXwonsGM7eCyo4dFqA+u2h8fD+pi5ZcULdGzMA6Mujcf5Q0J0EU14VL0naipeqGuYW2nhTMWnJiJAj4PfuXtDf7D88M+sw3UdDIcjjIYRikIClgXf9+G6Dm5eBPQAKDjHgM+2HTi2/byjYIuGveBn4llfz78KmSMvclhCwBbP3iYAcIQD1/aRZwWkpKmM+HPWQvWqrD1jyKuy9kDgt9man5nC0eYCXKf0C4qNDQyo2JUqIx3627GkbkTQo1eun3NJs9e0qtqk8Ug30W0IrL/TJhRd3aaMHOpmxP3CLKw3esV4TJNH2XiuAYoc58KgMN1Wrlo1nrIrJhKn3CPLoIgZQh53ObP0Z9YiWoFxLvNjGaByYLKnnNDutDK4TJt/Z3BXjj/h//MYnLVp2lxSU+YKYgu1/k3UlFGhpsdwS419urJOm2dKuW8apPJoXR2vFafQrRp8XiB8ivDQhomeGVkrhk6bIopScLE6HhR2bJpJDhf5uMuXwZYCUC1MQWfCKRaVg5ABGLDM1xsbbhS4P1yY0TE7g1tiDoAyWWQb9HcrMDIGZpiZbRQVOjcM4PMtinLJu8SEWVV9Tj9XmcRUnuFEOsJSXBjwqYDtWTcEhk9hMa+gXVwzNW0WVbUtZkIzqE3/mBqJRsTYuTba2KEeX/8YlqxD+P1aA8uDEM3wfnxsch89zinQygv6mUSCZS/RbGQrL6ilxXKxmFMUDY91d2wXdyQxriVfw09ufhTyPz4COLO4I4lxZoKu1xam0JQW7k6GWHFt7NgOznkVrHgB1m0a4XYsqUOrHxpsAdElHC5yCsy2qmjlBb2eO4+HBpQZyB8Y2CDDlXcrNjnVOxZplDujJ0sj8R5O1dXEQKb4+V+8C9P1SezbN4t6fRKe58LzHM2iPd/K8gxJSvmAsADHJg3f84VE25YDR7jwnQChN4HQn0DoTSDwqgi8CYRelb7vTSBwQ+UypheTIAZQ6jHzOIBkts+yLAKBhYTj2tibAu+t23XtgcBvs1XxXRzYN4N9jbrRSvFolcERh/SKmRJzoRyU5U5hBgfRRXBHKrMiH5meV8YKBWgU6wLLxWIm0IkvGOcpj3fVuFO7lPl9OGqFzQ3uNGmL2LXJrwHQ/nB/MHe+ljtg2V2snM36z6wZA5QL1zegjBszRKjAacVEm5TbS0rgR7NooqZGiGvq/V19UwMwXuGnQYk6Xiq/ryXmVGAxAXAeB5cjTJYSTx9fBhz63IgageDo0ri5hI+p6rI1TRNpyVDSMIacnOJmTAZjF1xpxuetHT8NbWQpKB+v6R8zulHW1SkwySPBVWFr9li7hxkAKjPLojhQ+pBAgLGcy8fgil9zJbsA5EMCf5zHyMeXY2mKIR2j4CiZniRJIs66IR13xQYy4F4OJ/BYUNPjSn7vDhKtxWz595ixOABtUgEIlPnHNMPeTlcBUaNIFhWK3bYFTqQjDb5+v9agIOZsjdhwdZ6a0qLYGC3ZoOvhTEiGphXXpucphng5nEDPdrD/L12jx7/Zgfz+/wdfDsmx+8CIXvdEOsKyL9AqbFNvp4DhqrABmWLHdrAqbDxabaAZ3o/5PMGbh7uk3xQ5RdnkBR6tNsZMPTxCPtnf1o0lrVw1ohQjIDhC50+ZRXT4dXQJdx8+iOOHmli4Yx8q1RC2LZ430BmABltFUcCyiJljU8fztYHYlg3X9hD6VUxWGpiuzmJ6Yh+mJvZhqjqL6YkZTFdn0Zigr+nqLCaCSbgOx2uR1CaKh0hS+h32QmNnKQvk+R7ddEtrLyz6VVl7IPBlXmow8aq9v2VZmKpVcMe+GTz84QAf/Ogxc9P2D5o4DTZoMBsVXx5nC915AxrcaQUkt3QuHgG5oYnGYH1ctkGf/v2DODUhSHeowmeZwYGomXzB8sg3umRAljtNN0RmzPh5nLHHLCIzWu68uVkyy1QOsw6OGCBZ7i3Ou6r6q2Q64QBi1hJqwLpF+jV/QeXKlQwU4XF6XLZhxr3cFwwYwAnoNgo+Zu2y3onBeSkiBXYdy77qoVWdunpfmd2UKXRzBwNrd0YFP18iwMSjUpmaKJ2U8hOb0tIjVA6J1ueLj5kV0Hswc6r2TTfPlBlBkBauJQNjztB6xMp4J7E6Jhwuzkyi3q9sQ+ktVS8tAz5/QTHCW5RPV+5Drtxn2NngqN4vBpXv3L1B40wVUaKXTHVfMGdaNqVlRtzRJQLpSut4dzJUETZD80FJhUh3LEmMXxSbvDy1VpxCZ/WddSkwelFOa7a2LXI8NNjCMx5pBilrr4e7k6EetcJyiYUrhtqEUcsz/NZ/fAPwX0Lg/3Hw+f94GAcSAs07tou39Ym5W97e0bmAALmbp/JUhXb3tNP3wYiMUyuujaWpAC3/Hpwc9Mk1rD6sMHBsSosiYpJ1YgpVjuWqsClLsHKfyay0XGorETl++udr+D9/43tw39FDuOuOfaiGwS3l6JVZt9CvoBJMwHM92MJWrSPjN3jt+LVdhF4Vvh1i4+oOvvyFr+H8F7+G809exvkvqq8vfA1f++o1DLopXCtA4IbwnQC+E8CxXWRFhjRP1Djauum9CIS6rgshbBR58axtKT92/Gtv7a1Xdj23qGFvfeNLaVRerTCo3ijCje1d7PYGyPMCNgOMfAigxJZFl+hG7pMwvqPaFLQbtVg3WrJydVjlPjPmRanDVsXIdFBmmwLADrSRoQMQyAuOaAaxaVXpxuPOGHDG28EMn78AXScGAHZg2DRAu587xYgeG5VNHgziYnIJV+6jm7u/APmJ98D6737KGFtUG4kuuveVxtGp6Zt+O1lFyz2Mtq00YMVQadpAr89dt9r93NOMRztVOsl8iA4U2JURMLyEln8P2oiU8UONY9UYlfVmnXRtDHyZ/VMgRgVPt8Qc2g5r13oApvXrjf2fwbLlolOUqtcK6o1dDnwApeMOkF7OCvFg1MOOnWPFawAxSQp0SHOyDhQjdLCGjjsDQMUSpRuqflDlFMpU6fMoVofBIo9geTWdBdNHzM8rG1sAnKkqdpRbUZgRDAh4tgobn770XlgHHgLcGVzxaliUEzgLKMkByLmaRFixYjrn/gIQr6Hjq8c4s2iG9xMQVSNq1u0hOIqlUR873BOsdK0dfowl0SpszGcjilixquggwSPbm/h4fT8g7NL3CUCfcbZIs1TQz2TTWcCytwkg0U76wzLAO/tDfGqCnNMfmZ7H4SLH//STPwuk62jNzGE+T7C8vYXfrzXw2OQ+PBj18LnKpHY4N6WFE0rr2Azvx0ODLTyq/BrLXoKmoJihh0YWzjirWK0eU20hMzhc5AQCLRcdSKBIiQmViWZ+Hxps0dgXpIlsWjY6xQCrogoghxAC1TBAfaKK0GfGzSwOj1YXqPrVOv771bVdeI6PLE8hhK1+Dctn4SqVJAjbdpCnEl/6/EV89omndK1bUUg4tg3bFphb2Ie3fM+9OHp3E5WgBs8NASmRFRlkIWEByPIEtnAghE3bJoTSG0rYrgsfgOM6ELYDsG5R0tgYlqXGzLSRoqS/3Ft765Vae0zgt2S9OgAwyTJcvraBpy5+DZfXr6ESBjhy5wGjaUs3jc4vOKKNBdyjqsNyy45fjs9gVovHjzd33kLdvMvMGT+GR8xFTMYD1haOztPNnZ23fOMPjhK7El+GzjUcnVeO3KFh99iR7MzS/oXHaf94XKwNCEN6THicgIIagVt/+UME+KzAOH55jFxe7GTOu4B/UIOypVHfOLABsx88ktVROqkZgfGImiv71DFh5ymzTuwg1ePQUn8sip42GrDhpClm6LWETwxNfFkdMwpVXsxLekiZ0uvrCrktw5oNnwLyLvW9KhZOH3dnFisuxawshxOYyjNiACv3jZ9D/yAdY50tGGvTURs7dDyHT2lTDRs82ABC5pdUj4n1+JgbUoreeF2Z0uy1MEUGBTYWlb7uToawjr5PO6mXvQQrnoo8UqC/KS0CcOy0LmIlEahpB7eu6lPRSIeLnByz0sKyL/SYuNy525ED7U5esYemPQQevhxO0EiadbAgDeaJdERjds7idGbHa/zU9dC2BT410SCNn7VtRrOKHWemb2lmQW/bY0ENB5IIJ9KR1gCueAHOTFB25pnqhHEGWxR03Sk28Wi1gUVxgP5Nptpl3Ck26TxKC8i7qiEo1fKGZzzSLTalRYHn8QX9AWQpilENA1QDH/YLsH9m5CpRnrwWRQ5ZFChUPl+WZ0izBGmWoJBSmUAM2JKyNKkRAp7vo1qtQAiBG1e38MxXv45edwDP9xBWArg+hU67Voh0CHQ3IuzeiBH1CsRxhigZESMIAnFZWmBzYwedy9eweX0bo2GM3u4AO9s9ZFkBIYSKshGIoxQbN3ZwpXMVV9duoNcbPe/+vybW3jj4VVmvaRD4rRjdvpoxANv9IVavXMXl9atIshwzU3UsvuOqNn8gPG4iRHjECoyDH1EhIMUaNw7W5fBk3bwRGwCkWxgUQ6ODi2tGW8h6RNUhS4AxNLl2HK4MELsWP230dJZL216OZ8k2TMcwA1TuSeY8P1Ex+8laPd4mNsBoEHKTw5bHzmz8KOLx8SgzPBxFo0wGxA6q/RAV87psDtFtKxyirQKQSxmKJ9IRfqh7nXRXbMQoegqwkjZupbhizquomPxGHicDaiRaGtFnG2qcHBEY07V9MQFFcUAdZ7+kk2RNpnICq5Hvohox6u3XAd7qS8XEtMQc4BI7RSaRwIyTATP+jS/TOBTKGJR3zf4r57AGhhwgzhVz8WUa9RbXgOAoAWQGzerYLfvCfBjhekG93UNi+NjYpBjHprNggtSji/ocNqVF8gNnAW0rotcGdNsKg9AmPCzFhT4OHTnQzuummCEwHfhYigvtpO9YEg8NtsaieFqFbbYr36LjxNpQ0Dh2OZww/cbx06SpVVq0dduj85Vt6M7fj03uw/f2d3B3MoT86ntNu4qqAjwTkimlaVVJSyhqeDCiMfGZUAJ5F+e8CgE81fbyYNQzH7YAILpEUTvZBRqHj56kY+0fA4ohaROdHhb2zWKuMQ2/5AAugz4AJY3f+O/WNIuRFSnyIicAmCdI0ghFnkFYAo5wYVsObMuBUAxdURTI8wyuY+O+N70Of+Vv/iC+/21/AfN37kcQ+nj9PYfxtr/yfWi97Xtw5NhBWJaNK1+7gc89cQ6f/uRn0f7EZ/Enf/glXPxyB7vdAQo1Eo7jDKsXv45Pf+oJfOK3/hs+/XtP4LOPfxFn/9uf4gt/+jR2tnchJQGPne0evvSFr+DTv/c4PvGfP41PPfYH+NxnnsTe2luv9LqlcfCb3/zml/SilmXht3/7t3HgwIFvaKNesfUqj25f7jWMEvQGQ8Rxgp87eR1weVQb0g0s79JobfikyqtbNyPMZJ3GnOm6cfNaAVoyQBuJGXPadXRylf2WlEbGzBqxk7esu2Ozh6hB/tZ7gXtdYmXY6ctuX8CMfXlkzDdrdVNvihm6mfAYEdTQMJ8mOBveT6yLHl8q3VgRK7A5IgDgL5jxr/D16zVllcZY5bEpa+ycWbRlBFgVY3xgQ4YKpW4jgo4cYNZURed0WL/IzJpLYccdJGgVNlZFFQ8NtvDhk78JfGEO7/8v31UatQk95mxaVXSCo2okz0HUQ6N9K4boCNd0FTNAtwIAsYrHWaNj4B8kUKdc0itWjCYWcBhTgD9lYk+KIeA20Mk3dT7kimujZXtooULHRbt8aSzbhEdgX3UOtwvF2GYEfBfzClacAotpTuybO42VYhutYg5t/yB935LoFNe0gQOA0Wuq66JV2Gh780AxpMcVQ6zYEWDVFMiPNCjuqG1v+fegzeYYKwBEBYfzHHAWdDg0oNg87ayf1++3KuiYdxhU+gcpZsYCUER0XcgUHeFi2RdYihQIVW0kTUFj1I6gft4d2wGii2i5h7EqLOzY6rqzPA22myLU4HHFlsRchvfjcJ6jLXIsJnQcHxjFaE/cR/IDK0ITBOLOhBJNsYAOywfEDD4yTdeP9boPYinq4ZxXQVvRAi0ZoF3soCNqOONHaKKBx4KytnNLsYweTqQjio+xrqGJY4qlFoBzjLSF7nF93P/yh2L8zE9dADxqHoGYx+vvuhPzs9PwNAhkxk+C9XXq4nrW77ysyFAUhQGNUkKqD+I0pnVgSfrAnxcZJCSyIkGUDCGEjcb+Sey7o4GgGuDzn5mA67mYnWvg6PG7MD1TBwpg9cLX8cQffB5f/fIqiryAsAWKCwXWO9dhSRtTUzOQ0sL1qzfwxB/8KT77xBfhuS5mZqdw4SsFNm9s464jd2KheQcaM1OIRjHOPfVVfOYPPo8b1zfhODaklLr3+DW7ildBF7nn2bk1EPhnf/Zn+Kmf+ilMTEy86GOllPjwhz+MOI6/6Y273ZfuqrxNBL2TlRAH9u9DkqYArptqMQYNUM5cdwY6l46ZHm8ebSHoRlFs6jiXtgUgXjeRLBy6HF9WIKpCIzj/GDoMAN15DYAYLDb9Y+gUmzj49l9UGYTqph4cHeszpTHbkABS3gWgxlLxGhAeJ5YoPK4NDZARuRVFiPdtXcHnKpM4583p7DkAqmu4BxQVEzfiKeNLoYBRdJF0kQoUAIB20TLbJSq6bg2AGRnadaOxBIwrlUEmZy6WA6nVeK8pPXz65K8CS6v41cY/BH7yPPDDB/CpiQZ+qHsdVz3KVmMndkfFhLTTbX3sdGiyyrLryETV2W2OjWkZdC7KaaxYhTkOybo2DXXsATqItAaulRdoFzR+b2EKbeRa1L8qbDJY1Ge1AxfDp+g8sTRAM36+BssAZc4BwIq1DoDG4otyGgpWYcXaBgoambeFAPKoZHiZVjmFNRqXKzK/LXIsb+3g92sNrMPGAyMyKpxIR8SsyZTAjRUBo0tKHkAGi7aV0uvwB4B0nY4XyyIUqCaQlAPJOhbFAdoP1iICtJ2KdV6Sc1j2BZl6VMDyqmIAO+hhMa1Q1ZvTw8msgTNepPelaVXxYNTDcuCb0bdMcbiw0RE5lkcNLFUkOrYAiggrDm37o9UqmlKxg1s7eLih6h7V+0LUCKCXHPpNZwEHkoiY7dHTOFkcIOCnmn8Oizm0FXh9UAHapcTDsrdJH27sCJA2HQ85ACBw1g2VwYc+iLZkgB98fw/HDx/Df/j4XfjJH7mBf/9fDmGuMYXp2gQmwuCmcbBUMSz2C35GZz2esAQ814OXBciLnAKd8wx5kWujSIECUlJsS5QOAEj4bojAr6rf4ONvJKVEvzfEha88g3NfvAApC9z7ncdQnQjxlae/hsuX1jA1Xcehw4fg7Q9wefUKnvzcOUTDCN/xF+/GwcMH8KUvfgXnvvgVTNZrSOIUsgA2b2zjC599Gs9c7ODg4QM4fu9R9Hb7+MzZzz3/ju6tvfUtWrdsDPnH//gfY//+/bf02H/xL/7FN7xBr+R6rvHCS1pGq3xbrOmJCu47chCT1RD/4eNTiNIM1zcKdHs9/Pz7YFg6XgyS2MgQXSRzhTtD7GERA/m2cbsyc2crgM+OYRVGvbwrsTRpKeZo2ryP6gxFEaMDlUWoxswdmaCjzBMoIq2V64yeNMaMSN2wix4BK2b6WA8oU3SQ4uHGAXXjKQFAoMT4AJAp5MWH6dsHHjJMoX9QAac1o5cEzFhRKpbPnR8zxsBtEABi8wozhwwUuU6v6NF7MBOpmMKOXcHBX/j7wC8A78MVRG/56wj+9Lfxafw+rt/5t/DoaB6HwxwdWyhQP8B8LozjlV8PoLEwM5nuvMpNNNqsjqgpF+4sII05QUealLfPrgNFD227AYBMP20MsJgKrLjAfJ7jgdEIA67qYkAaHjdOWjbksPaxfP0x4+sSi9d0FghAWLm5tiyXQLc6f01nBh0n0QxnEx6B2kwQGBs+haVqCBRXiMGpHkMTwIozQBMhOkgp20/Moc0GJ9WO0rGgt6cpLXTceZxIRjjrzqBjx9rkAJBpoxMcBZJIH9+mtNDJ1hSQLdD2D+IxeGQIyQu0oZhCCdpeK8aKE6Dp1tAqKni0ahNgEhWc8yic+7FgBq0iR9uWWBr1cc6rUE1cTho/AEAxxOnekIwXxRCwPB3p8xtTd+BwkZNTtxiYdg4QoJ+XpIt8qL+Fj03uU/rIGZyxfUBM699vxEY3AEkROkjXsRzMYjF1sJJdIMd8AazYPTStGZx1gb93ehf1yUncsW8BURzh7/y9Hv7R64/i9QcPYKISoP1nR1H1fVQC73m0gOz8fY5/Ki3HJgeuEDYqQQ2wLAxGu8jyFMO4j6Io4Lk+fC/Q8h8pc6R5ClkMUBQ5HMfXodPm3emvu7t9XL1yA1EU48ixg3jL974Rk1MTsCwbWze6uHL5KjY3tjE1PYkb17ewtbGDOw8t4LtPvAlHXn8XYAHnvviVkkRIYmd7F1+/vA4hBO5903F87/e/GRvXtvC11cvP3sHX0no1mMA9TeCtaQJXV1exb9++W37Rp59+Gnfdddc3vFF76xtbQlhoTFbxuuY83vKGY7j/6CEs7JtBJaS4h/JNgNyaSqeXkr6q5R6mMWs5KsY/CNMuEdDfhV/qxI21+WJpKiAHJWvsxmJXtlVXLjmCkW4TMMw2lE5vCzqnkDP7VHNGM7zfADnuAgbGnLFNq6prw5pWVYFKFTbN+XExtaZYR98H69BPGJDJr1PWM5WNGOXFANByTSaeGnVTGDHrEWtmJM5OVdVWsZhXjCmD9wXAw40DaF/Yj0/WfwwA8OhoHhVZ4G39LSyN+jRmExWs2x5aeUFaseCIYXSkRe/B8TUKvHM2nt5HFctCQdKpqZWTKR1rPkeiRq+ZbmtwveIFanS8jTMT0zjjR/Rew6dMbRtgmFpnFhAV0/ML0DUCj/Zd5RHqTl7WHXJ8DQAOKu8gob5ZNX5m5njFtdHKC5xO76CRfzEC7IoOW4bl4qHBFk4OyflNWXzEJMIK1P6bmJhOfAGtvKBxJaCvWzZksD6RW0UgyWTRdBZw1g0paDnboOORq7GpiitaigvSZ5Y6gNvY0WPoVl6gbQvqLVb/hmKIx4KaNnnw/p7sb2sA2JSWNpywhvCHutdpJKwMGwC0cWRV2OpcDvGMR6Pmk4O+ZteJdczRkQPS+pVXSqaWs24IVO5DGzu0nSorsjN6Eje2trB+/QaSJMHdhw7iS4+/GW95w+twYF8Dc1OTuGO6jlrlZvaPFwFAIV44JBqgoOhC5rCFgO8G8N0QQtiIkxEGox6iZIA0SyCVSQQghi/LU0TJUHf86rgZencNLPOsQBwnEMLGxOQEJien6Ks+Cdd3EUcJ0jiFlBJpkiHPclQnKqhNTSAIPExO1hCEASyh3htAmmaIRjGEbWGiVkGlGqJSDRCEwfPv6N66LdYv//Iv441vfCMmJycxOTmJBx54AP/1v/7XV3uzvql1SyDwrrvueklmh2azCfumMu9vx3W7dkFWAx9z03UcmJnG3HSdYheKmG40iiHSI6Yi1mwY3xwZAABQTRQ9c0NmZolz8NityyyhMn6MGU8UK9eRAxLxF0Zbpp205VaTIibxOH+f3zdZVw7dBQOwlFO5M3qSttGu0/sPnzKGFzaBcK4cLwapDBbZ1KDeT1e08UrWlb7wkqrFO2LMJoAxEfBrRZcUqE11Ryug+m8ZELkzGqx0LIkf23cUv1+Zxtem/jYAYnM+NdHQAcZNaWFVUGyM1sk5swSKuKrNnS8B0MCET6fbBEhL+k7aBg60jtBRUSb03FIUjWYUVU6dYsw4CPyRSDFR6rWazkKpfWVojg/3JAM6goUNL8zswT9I16AyX2hZgzLjULtKOmZcYZfs6fQOIDyOk3GAR7auApaLxZTYsDPVCTqv6jX1iJ8zK+26Nj/p2BOV+3dy0NfjUW5B6cQXCGDbDeMKRkLbWMrEZGZuKasRk2Y3NPhdzCv6+lka9QlAFkNM5RmaYgYnRwTuHhpsoTN6EveO+liKYrSxgzPVCZyarGMxiTRga4oZPDDq4uSgT5o/UcGJdKSNKZxJqd3Llksub5niTHVCu6wX01yHcJ/zKCaK8w9RuY80kMpI0xQzRrsLAMER/Pa/PATXEQh8F3PTk7hr/yzuaNRR8b1bygDELWTnFbJAlA6RZglQ+l0sZYE0SxCnI2R5BsAytW3Ka1IUlN3nuj58N6SGESEghAXHduDYLlzHRSUMMVGtwILEoDdAb2eA3Z0Bujt9ZEmGSjVEEPqwhEAQevB8D/3eAFub2+j3Buh2e4jjZCxM2nNdhJUAeVZge6OLjetb2NrcxqA/fM79fM2sV6U27qXdv++88058+MMfxmc/+1l89rOfxVvf+la8/e1vx5e+9KVv0UH51q9vKCdwZ2cHf/zHf4zr16+rHyazfvRHf/Rl2bC99Xyr7GZ+4Qs48BzUqhU4tjBaOKXd6hQDYkwAfSPl5opORnpApEo/yIxhXrqZWwGNQsWWuUmz0SA4ahgudtdyqDFr8bgmzKZYkzFHMd841ft1xKaJfuHRarKudXAADIPHurNy1ZzqoYXdoOw0MYW2iCA/eQrWX3qvMbkwgGGNItenMcvH7Gde+mXNx5A1knbdgKeSO7dt1wG4QN4zgFkd+8Uk0uxOu7iGM84QOxOH8VhQ03q2pWhIAIId3Jzflw9LJpDUmHQAo2XjrEe7YsA0j/g5b1FUAEnj7LuTGO3ARytXGYXsuFYAuaO0eR13WmvN3jWtHMnFEFCMlNZSRpcoIzI4ojSMlBnZFDPoBIHep066ZsaxckAmEmeBAA5r7iSHE8OAb2XUaYsa6RMB0lFOSCBdxwqfN/XYDghALiUeln11LhUIPVzkaFu5rlBswsODUY8cscUm6RARAZJ6jNvFJlAESq9Z09dNRwCtHGinl2nc7s7jMcdCK881eF/Kalj2hkBMxqjlsKE/fJzzcnSQ4PGQgPqZio+WvAdv7V/EeyeOYjF3gDxXQdNSA+3DRY4zFR8nhzEOFzlO5Anp8ywJREqbiwRN6ek4nnMemY8oI3ENJ+Q0VpwCj2xdxVVPgewqscLUv5zi5DDGjl3Dsj1Eh6+5UqzP4j9Zx9GDR3H84AFMVkMI8fJ/WM6yBFFMI11LsaRFkdOXzDXwEgr8Sct0DDvCRS2oY2piFqFfgeP0CJxaFoQtYNs2bNvB1HQddx6ax1fOXcKVy1fxmT/6PMJKgAvnV5HnBe48tICZfQ04ro19cw3Mzk3j2tp1fPbsF7B5fQfnnvwqdnf6mJunSZoFC1ONSdx15ACe/sJX8eTnv4x+f4Bhf4hr6xvPu6976/ZYf+2v/bWxv3/gAx/AL//yL+OJJ57Avffe+ypt1Te3XjII/M//+T/jHe94BwaDAWq12hgTZlnWHgi8jZYQAq7rQAL4pX/l4Sd+QmnqeKTJejjAuF/z2IQ0qyotYN0watElMlgg1mCiY0l9w+ywaD88rpyfgWHTGHxoBmrajJN5vCpCAlbM2qXbarQaG81dEdNjGJik2wC21b4ZQ4YGljwylhY6+RBtsQNYAaz/4Rcp6Dg8DrjTkF99L6wjP02AI99SLNWMAbFlQMsg01eMl27uKOkRGWCxoabsdgaP4rexgm0gBtqgMObvHVp417RPejbV87vsCw2gUMAweWzSUQC5KS3SWOptTs0xs+sqfJsdzeQ4XooL/PPaF1BPvwMAKCTacrEq6OZJPbvqXKpz2HQWVNTPZqnlZUaDQ6Tb5n0YDBc9dCxXO7w74XEaFUuLPpTwiFQOjJMdCd7Z76JdSYF0E4f9e9SxJWmDBuoA1etlNSz7gt5HemRWii4C7jQZWwqlQ5Qulr0ekGwbTSQDTEtoB29bSJWZCIqNkRZp+3g7ldECVpU+PCmmswkPbWugr4uT/W0CkmKGHObROpaDg2gVFaz6M7qBBwA6wkXHFmjlwAOjLtps0pA5vm/fISymCdZtFaytDBvQxhMbTVRxpgJACLQUu9qUHk6wcUNUAEkB2m1boiNyQBKgbBUezgobyNbw5ZCOJUQFy5truOZ4qOUZ3tW4A2eqBJqbACCBjjIlPTjqYdm6hjCcQV5IBJ4L95uYCpUZtPGpi8QoIRbQsgSEZamYmFSzfOXnkCEEgLTgOT5q4RTq1SkEXpUq52yB6kQFU9OTCNX4VkqJSjXE6+8+go1rW3jy81/GuSe/orfr0LEm3viWuzGzfxqOY+OuIwdw/5vegD/69Gdx7osXsLXRRa/bRyELwAJYgj4718Cb/8L9GA0ifG31CjZubFHrSeh/w8dpb33jS0qJ3d3dse/5vg/ff+Hzkec5fvM3fxODwQAPPPDAt3ITv6XrJYPAn/qpn8Lf/bt/Fx/84AdRqVS+Fdu0t17GJYRAXkh0BwOw41OPKlWXrx6XcpsHx5iwE5bZrfiyGeH5C9ABymq02WFQZ9eB0Xms+AsAlDbQDgwbeXNzBQMnjoUpKAuu6Syg4wWGZWPgYrnauADAMJMqzFmPCtmprPaDbrQjQChwkkcKCJPL1zr6PiC+BLiKnWQzCmBAX75tAB8fSzaLpNtmtJqum3Ezj76ZiXWnVRzPKn1fgd4WprBiRViZmjSjUamMCEK1enBwNptXVFTIu7fXdZ+zZmb5eKsGD7ogfGPIUMdl2QOW4yMkDtHGlQAdlUW3wlNhKwCCo1hMIry1dwVLjX2GdRSh2vd1E/nD4NMq5U/aMTrOrGmeKWLjKo8uUVSPVUXHhmIASyNpkM7tiYkpzOcY0+TBbgAixbID7X7tAPR9m0LR21qHuW4+iHjzqtEGBOSYJbMUOCoipXGt4nCuInvYkAR6L+0+tuskQ6jcR+eqZBA6E0qlmSPWjlo1BqCqEjq2rNntyETLNc5UfDQtYkE5OJxGzzlODvpYrc5o3SM5hamdB8o9vipstAqgbUvSOEaXAJ9igEhjKM21pt8jR9NZwGMOADnA6e4GPleZxHI4QQHpLJVQi/MEO/EFPBYcA6TAv/v5Kv7Bh7ewun4DtUqIejWEwM1A7tYWBcXc9D0padxb5NQQIkEh0XkCWGQYkVJCWBy/UsC2bYRuFZOVKUxU6vAcT29PvV7Dd594E173+rtw6GgTvu9BFgUsS+KOhf34/v/ue3DnoQVcXbuOLM0wNTWJu47eieahBXge3UZn9jXwlge+A9WJKvr9PibrNax9/RqudK7CdR24rgsLQKUS4A33HUNlIsTlS1ew2+3BcRxM1Cv4l//mgy/5+HzbrFfJGHLt2jXU6/Wxb//cz/0cfv7n///s/XmYXFd5LYyvM9ap6q6ebalblKwJZAsp/HBMwApp+zLbIQy5SRrsS/gIcTqGQDAfphkckYjJYrCTJ1+epHECl0AMfe9NCASEuTjGLkAmIRiDjI2xpJa7rG7L6nmoOvP5/fG+796nWmPLkie0/fQjd1fVqX32OVVnnfW+a60/P+ZL9u7di0svvRS+76O1tRVf+cpXsGXLlrM2xbNt0bdiEHjo0CG8853vfNoBQPGSMgxD3V1mGd2diTJMvhCein1+eqxsbtJ/U/cDDeasLlSK7J0Wj2tWSXrFAA3Cgn0qjkyLRZhBlJKxqFMBDS4E0ElJMl1oZgQFMIqKVhrvnV4AxMKJx5xm+NqbGTp5rZRW3V6dXytsXTShmThAx64JIGZQqoBTfrsChpWFipTHp5hlzIOcMsCN9qpXTVTNko9b6ONS+QSqdqJKc2g8CEQzqHpdAOhztT5JUMOC9kUERXqphBUBsQ7N+7p2F8iWAKPEIgtmVw2HAKeZ5AAbWHgxpdcEoG0KuJQbgGBcM8L+fvJ3s3yMtBka0Bc3A/EklRPtds0aM5sHgDwG5ZgDWgjE6mClZpZz0unFaEZy2h1lKjFW7D78wG5gwnLZAmhJK9tz5tC1dEkzrhJ5uKyHkPwvfd2LGI+jZvHfDQKFQ/WAUjQyOka10lYg0WVuAW0ERpc4frEbO+cmSa2r1hF6Pgwga/z8qpmhkgGDQYpZi/atZgLvnpnAdZ3dqCAn5uL9EJubXfY0Kuhik3Tu0zRaqDwrNkVGCwHBJEHVdFS0X9VIUGEAKiyo+P0BwPaQbhpGLB872tpVn6gYYwvw7E9S1NJJ1OweBWz7Mw/IEiRJgv21Q1jd2Yai68BzmwH94xlxEiJJItU1mKQxwqiBOCarH+rXNtV3uWO7aC22obXYhqLb0tSznmUpWsstuPgFW4Esg2mxqXQSU+nYstD3rFVY3Xc+wjBClqVwHAe2raPg0iTF4nwDSZxg/bMrKJYKSNIUhw9PAshQbmtBa7kE0zKQZSlaWovYsu3ZeM5F6xFHMQzDRMNvnLH1OTdOfaxatQq/+MUvmv52IhZw8+bNuPfeezE7O4t//ud/xpvf/GbcddddZw0Inm2LPiPL8+2nMH77t38bb3jDG/B7v/d7K3nZkzbm5+fR3t6OBx+4H909XSgWCzAMA0mSoF4PUCx68P0AcRyjWCyiUCBc/NQGgqc+HjkyjeqP92Js4jD+4s9szRIISOK+MJVRC2iQJswgA0My4z3cZDCtrFVY8VmLxzEUeJR7muvF6s88HYEGEOAQoAI0G00D+sIuJVjpa1Pgc0aDCvGOAzT7Jq8TAQZA+2z36H3NfPZDLGoGcbkXIKCVtSKIAXSPoryPrFvaUABYebMxmKRy5OHmbfOcRf1Kc5dkjHrzvuSNn+VxYZtkjswAKSPw4maouDWwijoez0XacV9g7jmqr1AsWgT8Su+k9HUCTSC+P7XQm4TEVMl65RSvdNzr6pgrBkrANoNC1XvG5wXlDSeKfVLMm5xH+X02C80ihdw5pPadzxdd8k30eSggPqIycdN7yXqIuhlQYgmyxNGvHTDXYMSYIcsYy0UVs0oYtD5NcFFYV7nD6rXQCn5R5F7YWMQPWjuwxymq1zV5B8rr5eZIemNBRtQjVl31tIrYSnoBqb+PbzSyJQzPzBK7y4x7JTOUmvjSxhx2lahNoD+1UE0Pq0znJp9PvvGQY7jzwz6evW4tLtnybKzqbIdtmmfku3V+aQZzS1NIM4qMW2rMY6E+izDylemyKIzLpXas6qygu+18FBwvZz6th2GYWO5Hk/F2MuRAZe4mPEOmmIQoSnHgFw9jT/W/cOTwNIpFD2EQ4JHao3BtGy9/dT+2X/4CtLR6SJNECVny25ubn8P55/dhbm4ObW1tj3uNni5jYmICfX19iK75PdinJBo6c+PrDx/CDRPzuPfee097Gy972cuwceNGDA8Pn7mJ5YZpmnj00UdP2aKvXC7jJz/5CTZs2HBKzz8lJvBrX/ua+v/f/M3fxPXXX4/7778f27Ztg+M039295jWvOaU3fqLH2NghzM4v4ryeTqxadR7qdR+/eOggyuUSGvUAURShWCpi08YLUCicuTvWJ3sUXAedbWVMz84BiJsBoFkiNimeRFWAlJTPRDUMqAv9qGkBVm8uFaSU63lboGZ/uw+7zCkAnU3q0mo2C2QaoFXMbg1G8t5xuT4+ujj5OcBRVj2EupwW6PkKWAE0yyX7YLGfn7lARsvSN2gWNYNYWMuef1y+VYbYZQ1YBYgJ6MyDL6cTCBrqeYpF5R7Lqp0AERthpzmxCzSzosBLWmc/uRndoyneeck0HTezDCR1Mn+2mM2UJReFsCpnkyimZvpNALAfHdQLyqCPgMO03jerXbN5wT7+e0n3Y1pdGGwsYthlT8FgH5AWc+yvQwbLqQ8VmSdldLNbg3/DYZBcRy3XDwirHVX/fmJBGRiOpIdQAbOoknmd1psBYONBfg1FwPUnKUYN0Hs7BHh1D51F7KGAU7MbKLCS26oDmadNuPk8rSVTWmHMgEzKxjXXw0h4CEgbGCkUANNCBfqGoGa1o9eym2xhRrnHcew3vonL7noFLq7P47Dt4ivt56Nq+OhnQDLshuzPt5f8+QCsB1DNsftADigbXVSi9nIXBMMhptmIeL2A7IGd+Op5f6zOP/I2nAX4c3qRRYCVElMs9GMVRgHtLQpw6g71kV61NI1dBR87/qwHn/z0JFb3dKHV89BW8k4KAo/fB6gfD0IfSUpZvHHUwJK/wL6AtE5iIm3AQJLECKIGkiQGnGO/d5alOG6CaJZxn2ECw1g+JwMGSFVcbm/BqtU9WJhbRH2pDtu2sO15F2Lzlo3Y8rznoFjykKUpwOAxy5rfUkDnufH0GlmWndVwjNOx6Ovr6zv5E3mcEgh83eted9Tfdu7cedTfhGF7Kg63YGN2dg5hFKK7pwthGGJi/FH4nW1YvXoV5ucXMfZwDT093TivpwOW9cxgAlsKBZzXVsYht0ClLGbDEIzpXjoEGlRxyU/MfCt2N8VjOZ30eOo3l1IFoLGYQgG7cAIolDUIkZ49q50u9sE+lUNcw5xWkqrttdP7CWADVNlL/NCaFMNZ1FSGVGAwz44IaykgmPujiIUDbUPeC2guX+ZFKVJWl97K4mYWrng5EDpDrKDFAEWAT2EtrZHdA7gCLpaaDxozcSN2BJi9GuAIQFQsZAR4GzHCHn81eVz1J3bqY8Vr2sTy+ROoYkaDqCzCiOMAKGurG6ud2DLMamaX83rluHYkOU9F2X9hAgFd5s+zc9EMah7l817pL2DWSqj3MAP1bxoZkCzQuVKgtoQBcw0pXQtrdeKF1c6sE59jMjenW5Vca+kSJd+kvu5/NTxmFy3V00agkBm+eFy3OnDcm1pDfq8aq4UVGxiPk/2M0UL9seCbKvB+ZZFiEUesKer3zAj8Ccv3vtteiNEWC4dtF4dctvcxu1AFq9aNLoxYQL+1BaOmpV5XLVKpSG4mOpIYYMX5KAPompGpfkhSOAPSfvDj896C1/72zzH47R50JAZubSHgSufbFIaLPRzldxiwelEzfACOMi2vwMWVjQXMWjZG0kPYVewEojrgOPD9JeyrjeO89jaUPBfu42R7kjRElARI0hhBFGOxMYcgbHDCCA3TtODaHkzDBGCgEdSx6C/AcTy4tnv8ja9wZFmGNI2RZUDPeV3of+kL8asv2oZGPYRlmyi3ldHW1gLbsZClyVFuGudGbjwpsXEre78PfOADuOKKK1CpVLCwsIAvf/nLuPPOO3HbbbedpQlCeS7HcYyPfvSj+IM/+ANUKpXjPv9Ejx1rnNKnMU3TU/p5qgJAAAijGEmSIgojRDHN0zRNtLWVccEFa1Cp9CHNMtTrdVJzPUOGsolxbC3yYNarYnYr0FVLp3SerjBDdg/1owlYVOVTFhdkvrZLEfNdMZv1NureO4D91IjlE9NbBGOcUtCrL5YSSyem0fw38o2jfj0Bh5XCJsUa6lIpU2FOL+D0cprBAoFbsH9dwiXJAnvQBfs4Wo/BKHsj9qNDs2kCYBSLFtH+co8VAJ2lLADJ6WZmxFd9h0gXFLMGw+EorxIxV2L2nDeqFkuYvDej0wn4B2hN6vfR8+R4mGVaSzGwFiPsXBkWAGXSOp06UtDMgV8B1GYBMEtUOs+Xo7OI1p5jA3e1dpKCWI4foMF4bs0qcJsEGUjr2B41MFxsJe/EdAHK1Dutk5jDYNFHYS1G4n0s4ohUW4CYhPdnXPoXpbSchwAf1xKraB0MJCVaOzF0Nhxc6S+gaiZYn9IP7B6ytOFjJmywMlxXoqZIl9FBDFyTtVA0QTdHDPQrcHHN/BEMhi4ByGAfgTgzwW6vjFtb6HOwo1zCbq+MitmN/iQFogmsTxP6f5CAQ0rGsxbdy4v330Do098MR7Vg7JyfA7IIA1mnYuKFyawZGXZ1XACj2o/hYquaw/aoQerj4jYgXcCInbJKWfdDwt8P8VPc7ZUJfHobqT3AWY+bpx/Fn73nURyZmcVDj4xjan4RcZIAYth3GmOhPo9GsITFxhym5w9jfmkGYeQ3MYhpGiNJIxKJ2A4siwykG8Ei0mzl1yntCXs0aEiSGPV6HWHoo6XVw6rVPbhgwxpULuhFZ2crLMs4BwCfIePw4cN405vehM2bN+OlL30p/uM//gO33XYbXv7yl5/197ZtG5/85CfPOM5a8S3ZP/7jPx6T+gzDEP/4j/94RiZ1NoZl2bAsUpFRaDT5QXnFIizLVOHlaZqc7nfTU3IYhgHHsanfJWWbFbeXLoDsxddvrlIlViRsBhxOsPK1W1/QoxkGYpyGYZaJXRNLkHhSMUhDizMMNHqJdUkPK5AirEq/s55sJrKcyMDwtFmxxLmZZc0wChhxOgm8qVKtp5infnMVpyRMM5NSVuVJxeiw+bGYE+t+uLJaOzLPnoNKMvEPaBPsZA5N3mhmgfsKGXikDcDpVTYiAJRgQwEZSchI61S6lLmJaXUyp7anLrpJXe1nLR7X5W4xPBYQaXjEnFpdysJF3otYxpSeIyrmtE7vIexmMK5KyKoMbnjIvvYhIJzQ2cD1+4BkGiOup3rD6MTLKbiTOQJCwb4mIIpkTlngSI8e/X8332BMA/4B9CcpBqIEleI2Lrk6WkSSLdFxtkzN4iZziu2TknIlMwg0pQu6x0/MoUFlVmQRqtEo94tGzcAYAMySMq2mffTUc+g4FzBisRG71YV8VnJ/5mEwSBVAnLVsep7Tid1eGUNLi83JHJlPhszZEp3DTi96k1AlgAz6AYa9AkZNC+vCBiWGZAaxjLx/AhgB4JY26vUbcT30o0OZYMNwMBD6JG4xHJVMsz5NuJxM51rF7CagzcdW+gorhU0EBBlMDtsLqGSG6hu8rqMNlcImfGDIRO3RIxifnMaSHyBhoR6xd01FURxvZFnG4G8eS/48FpZmUfcXECehynFXp1aaIAgbCKMABgxYpoUkixHEDcRpfNz3ONZQaSJHxdiJ/QylgIRhyKxgAgMpkKXatzAV4HtuPJ3HP/zDP+DgwYMIggCPPfYYbr/99icEAMp42ctehjvvvPOMbnPFIPAtb3kL5ubmjvr7wsIC3vKWt5yRSZ2N4XkujvUhtLhhXSKDnmnDMAwYpok0zbDzRhYAiHVKugA4nQrs1LIlMpI2MsX+VWwqh8HuYcDXy438ZNlSgctsSUOzR0kdt7Z0UT8VJyNIqgXAvnPeRlTNRF+MBEAajhaoCOOYLkD57AE578BcaVNsZvhCLmkGCMbVNipmN9vbcM9fns0BdNlUHrfaNXvq9hLgKvRphgtgIcAEAcXGg4BZxoC5hsUhufI2MyYwHA1kQGVAYbNUeoThaQEMAzgq83lsvcLWNtGUBqi8dsqb0HBUz1iluE1vwyxhMEiJDRJgaZa0MCUNiN30NjQLZKwuVIwWGL/1frV2FbNbbZu8/qYUaBj06UaxYnZrgCqm06IaFxsivnGgEvAc3ZRIrGGhD1XMYsSY0T2JOaZ0IDb5JmWazlWrRGyXKMZZTVvLljBsL6geTpqro8UezEQPmGtUz6Myrba6SFiRGeocrsBV/XykhiWQLABrIKR+y4HYBMwyepOQlLXpAna0mpiwyIR6MNRWMLPcJ6i8/wCVSIJkmhJj2Ipl1rIxEFFKyI2v+g9cM38E756ZoNI0XExYLvc7st1NPI6KScplMtuOFEhUoBjkEdmRxFrElQPCVZMMrIcWZ5rBvFXS/ZTsH1kN7qfj4R9QApTFpTr21Sbw2Ow84uT4rJhh4Bi9dzQWG3NY9OdQDxYRxv4JqzYUBwdYFkXAAdSulCQrA4EnG4ZBiSSmuoIQuNUA9xz4O6XxZKSFPM2yg6+44gq8//3vx3ve8x586Utfwte+9rWmn9MZKwaBYrOyfDzyyCNHee08lUYUJSi3tqJUKsIyDViWidbWFrgueUWZtoWW1lYUXPekoeVPt2HxHawfhs0eacquI5eAkUwTYIlmdB5vMEYXvXiSL4QFdeGsBfvoOaWtVD4FAKukIqzod36/xoNAPIl1YQNiHqzYCrsHKt3DcAhUyoXc8DRDl/l00QnGNEBhnz8FiBQgLeseNTBbI8xZ5mvrFik9S/YvwA3zXF4V8Cl5xAIOVfLJFCtOSeggNhsANJAVoQSgAEglM1C1TMp7TVISgUhJlBlUFPqay8PRjF6PQh89z+1V+c8KDKYLxI6ldSrpJ3O0v8k0sV7IRYdlkRamiPVN5mtQHIzpkmYw3hS9JyCJGLcudbzFcLpmZBiIEu4HJcVpxewmBon7FQm8tSsmUal1RfAj2xVPP4Beb3hNay2s34idUg425/Wq9gOrPXfTEuhzTfotwwk6Bsk0rYmATn6/WjpF+xJPqtzlquGjmh7mKDsflzbmUMkMjLgeLgrrxJByzq4CrFzmHnZDZbnSn3kK5PWjg0rSAqwyQ63x+jQBnE6MOBb2OEUM1QM8/JU1WLIsXNfRRj5+gFZjy+udXqxPE+xoa1dzv7QxR4BOngcXaDyIi+vzQDBGjHxEwHJ7JIKniFTCAJuFh1xijlRfJOweJeSpFLepNf/Je4AjM7N4eOIxzCwsIUmP5QAoY/nfCUxFSYR6YwF+2FAq4OMNxy6gxSvDc1tgmTYM0M1wmmYqPziMfcRxyKBt5WAtyzLEUQIDBtyCewzlcYaTAUFiRLPTev9z45drXHvttTh8+DBuuukmXH311Xjd616nfl7/+tef1jZP2Sfw+c9/vqLEX/rSl7JHEo0kSTA6OopXvepVpzWJJ2J0dbajo6MdSZLAti14nocLLngW2tsIXBQKDtavr6CjvXyK2ZZPn2HbNkpeAY5tE+zPfCDLKXG5L6xitJAIpLCWfNHYd06V2aIp1AR4ib+bVVLqw6oBIAmUdUQtXcJAUqILq1mgC0O2RGkGbAtStUzA388XWfbcA3LG0bmkkLylTDQFmGzrYnUB4J5EK2evItm1ecEIoFk2s6jNkc0y4KDZaiOaIe+/XIlYKXWTOiVnGC2oScqJxKhl4TLgOKHfR9mh1FmMQvOpmrPNoEvFvfnNIh4lbuHSeP0+zdypUjUrvUUVKsBXSvmyLpim48hRghQtRykiFbNbG0+L6MU/oI9LNNFs8pz3jpTBx2rCcgGzh5Sk0IBKVNI1s9xs3xKxslfsfJJpLcZhdXQNbHdT38vej57qVashJDW6WOQAiqkTsQjsHm05JMBXrG8YrEJZqmQ6ui7xMRjz+RAH2O2VMXbwIzA2/QWQEqOHbAkDEX2HDIQ+OpKY+h6tOobqBm5tYS8/vv+50l9QEYEAM3PxJIACqgDFynkbCdgbHmCUVcTdrS1duLvYzqwf0JFME1A0LeqVTFIubwMXhSlGvTLAPal3F3WutDz3SmMd7ikBsCijGimBSGEL5cZwsLGI4UI7W9U02HZpSZ3DNIdmG5sJy8X17zHxt39zBN3tZZQ8Fy2eBxP5Muvx1LtAnMSIkxBhHCDOi5GOMUzDhOd4KBZa4VgukAFJGiEKAliWScphAwhjHwYMFFCk5510NM8vTTNEUQIYJhzXOaHyWQtX6Dn0XOpPImD6S94z+KSYRT+xb/d4x9noKz1lECgK4XvvvRevfOUrm4wLXdfFunXr8N//+38/4xM8U6Ozsw3t7W3IsgyWbcK0HKxe1aPKwbZlYfWqbti2/YzxCJRRcG10tpXxWLEIpMvyKbmUBkCVgxFNNBtAmwViWXIpD0hz/ntmUYMep5dBEIBkDnucPlRQVL1QOxfquKXtPNRsUdfu1+8tQwQq4keYMwKWvkHFkIllCpArDS8TcSRzAJYBFGFBAS47lgmwWnXatoA2QIMmAYAAgTHD0bYhvM1ayspfiU3LIsUcVsxuwOSoLym/sn+b9AlWjBbUhDXMm2CL36EodEWdLMbRhqdtQNSx0CwognH0F7agapio2H3YHjWwxyyS1UlhE+1HNKPLz7zvNatL27U41Bc2arZQXJwIacQQ2yzyetfV8RtK12BXaycAs8mnDoBS10rCB61hg+eZAXBQFXAvx1eOneURU8dG1aK+rontTRrQeqRkXaSERDIYSFdsNuNmcNtvrgKSFFUz0X6SwQSqbi9ESTvshuqGpD9NcNmGj2AwrGO3183GyxH2OC6uTBZ0r2S6hH50YNYiMcyIVVc9hbs9+r7RJVwAcoycImqFsgbo3IdaMx3UMIuBiOZUNS0MRAmtdVonk+m0jqpVQiUjgD1c7AUksYRNpAFe/2gcMFdht8e53UYrfYadXko5yQDU70PN24CByMRur4yBqIEJi7wIBxKg3/JQ5Rvo0eVZwdEEqlY7KlkL5heX8NDYIURJgs5yKzpaW9DRUqSb1OOODH5Uhx82ELOJ84mGaVL2LwwgTsngOU5iRHGIOKGouVKhFUmaIE1jBchMw1LWMqdyHRAGzzRNdS053nOAPPAz+IL+Sw78zo3HPWZnZ9HR0XHar1+RWXSSJPjCF76AV77ylejt7T35C54CQ8yiDz9aO6kBZ/5O7ZkEBBtBiJ8/fAg/fnAf3v62IzqFQhiwXI5sk5k02CA6uF8nSYgYQgCA2ICwpUyTkbOYELNyeCBKMBJTie1mv4c80Lj3SD0mjBZHl6lIMOlPE7bJ6tIsWB4wCRsn/Wl5UKhKzTlTZAah+XKtLvmWgGhCm2TL/ipmktMmONGDtsmsIA/py6taplZQC9O3bF6qrw7Q+55fAxnsg6cGg7/s/+6A8fIP0PuiA1Uz0YbB+e3lmbv8EGZP2EHJcJb1V9F5dQxmqzBcbEWT6jhnMqxAvbyXADlhNfOMpPgfcqSeAjvH+pucY7nzTkfsRRocS2+kzMHpVrZGOp5tCUrxLkrxZUbK6vPBa3r17KMY7PCwczHFjsIcgXIxMufevYrZje0RpX+8bHEaO9raFdDt57g2ZfCcauac/AIt1c+qVOQ8NFAOtNdk/nwMJwBvI7F0XI6Xz6vaZ0mokc8XR/UhrQPhhEqxkTg82Ydb2s7T3oN5o3e5cZH0FvlsAkA0gaHAw6zlkHUMi4CGlhZhfDxBS6mE8zo7sPmCCjav7UN7SwnmcvDII81SzC9O49DUKCbnDiOM/GM+T4ZrF9BaakfRo2zgjIUoSRojy1K0tXahvUV/pkzThAETjuWi4HgwDeuk14A0TRGGMcIgguPYKJYKx3xelqYsXGm+rkjfoBhRz88vYHXv2l9es+g3vfGJN4uuPYIbpmYfl1n0Ezl27dqFdevWYWBgAADwu7/7u/jnf/5n9Pb2Yvfu3Xje85634m2uaMUty8If//Efw/dP/AF8Og1RqGWSIfcMHAXHRntriVTC4ItfaWvuYuvlgF2ZL9L0hVY1fK3WjFgxnPk5vzSnGQBKyRJQQGXnYgrEk9TzVNwGFDcTALRMek4WUcmw0EcXstJWxZIQ65jvWazTRTuaoHkJcHO5N07Ut8E4lH0MoJg08lrLgUEBbCoCLtfPxwxjEwCURnkWoZBCuUg/hT5dOmdWrBqN4urZR5uOB1nb8EU7n1QBQKmcpXQdTmiAm0wzcOB98jawRQ2JPIyXf4COqVlW4pqReB8D55LucyxtZaDPx9Du4di2OahoPqvE+yU2JzqdpFLYRCAjmiDgAFeX5bm/cKge6GPJaSJIF6hXLw2glLNmQQPatEH9gmKVA6hzabCxCKUKlt5PUbDL8ZO+TgBIF7TwpbhZMYXCwKqycBpQ3xqnh4iQQh0LsQIyPPQmIQY7O4A0wC1t56FS2ER9fvnzk8+fEYdMlXe09zT1mV7amMP6NFHCkaGAFMyDjUXqD82opNpvrkINIa5aonOQegS5NcHpxVVL07rnVsRGbLuz2+Mbjdy8RBzSn1r0GeQSPFko1UmA4m2kuUV0Y/bcxiJeP/cYDrkeao29pCjn41wxWlSvpzDb6nzy90OiAO8utmO4YGLEsdQxvLvYjiRJUZt4FPc9tB/37RvFI0em4EdHq3zzw4D+vj7ZUEwggAws0DAA0yJwF0Y+GsESoigEsgxplqIRLaEeLiGKaR5ZliKOQyw15jFfn0EQ+UjSGHHsIwzrCIMAURjDNA04rnXiCeUAoAaCEm1n5ixozo1flvGlL30JS0tLJ39ibgwPDysfwG9/+9u4/fbbcdttt+GKK67A9ddff1rzWDHs3rZtGw4cOHBab/ZUHwZElvZkz+TMDtM04dg2sszAR24sMrCYaH4SZ7Oqcms0A/GJUyKFPAMDUBIDX9wrdo5ZEqPhQh+Q1rGj1aSyUjqlLmpVM8FgY1GpS6sWN827vcTwCUun1KntUGkmclHPGfcC0AKPjIFrNEOv8Q+wcfICG16Tqhn+AQI6VkmzGP4B3Zsn+5xT6RJwZOYxbyEiQhZJKgEUEBzs7tN+fiyWAJCLunNIRWlkLEYpsaE3K5nThi55CyBkE2OVrCKskDwPoMeK28igO0l5PctUDixsak5qAVT2bL4HsgKXs5JLbKkSEPCNJ1mM0tAek2mdwEc8iV0FFvAk04DhoJoexlCD+8zYF3IgNun4eBvotcXNSmygBgPEYeMwPcftpZKttxGVwiYVeTZU53PP7SU7E3QwO+jTOZpFGjQJY8jnlTJShmRpT7NgpET71XgQMBxmVElIIkwnWe2IBySlvNTicTrXRKGeRZSpm6TKg2/CctGbhEpkMVxsVfOSVA4Yjnp+1TJpvUB9hrtKBfVZEjFIxWjRbQbeRnrveJLVyxEx2pap9zWdUtutRqPUPxjcjxGL0lRuaTsP62Nfn2+gjOP+JCULmXgfi3q69GPoQKWwiY5HWkc1GlVq+OGCCWQRRk0L//HRHhifPB//380V7Bt7BPc+uB8/f/gQ9h96FOOTM/DDY/T8ce77yYtXBizLhm05zPABMA0YpsFlWxtRHGFhaRZzS9OYr8+i3ljAUmMB84tTmJ4/jOm5RzE9/yim5idwZPYRTM6NY7ExiygOEEZLaDRmUa8vIokjWJbwB8cRgRhHA0BtOUNm1s+4i87pjF8ydfDg4CAOHz68otdMTEwoEPj1r38dv/d7v4dXvOIVeO9734sf/vCHpzWPFYPAj370o3jPe96Dr3/965iYmMD8/HzTz9NuGGgCfgaa8xyfKcPkzM6lRoMb4Ou6lMeAq9bYq+0fnE5SPIpaWEQagDaZTqaJJQvGWSXanrODYfAWTijgAasLN/79/6eYw91eWZeRBJSGEwSekmnNKAq4S6a1kjMYawZhoiYVixW2dalkBpeMWT3MbKdiQwtroQyqpa9OeRY6CjgQe1LS65D3FgQYyDCrKL1xgLaxKfQxOxlpNhKgx+r3MavJZVs5LrkcWFGVEtsTaBNjXnsFcLjHTkrINSMDzBKlYxQ20WNiBwQwkKvTnOr3EaAT4YnTSUDG26ABt1nQbKe3QYtNBHSo/W7XtkDJNGD3YFepoEua0YT2CGSLGlIhM5CU9gSHbX2UibmvWghqCGl+hoNd9jSdr7yuyuLE8IgVZdHMNfNHIPF4sjbin1jFLAYyOu/Fu7JS2KR7LXM3QGI7I68XAL/HKVJqiNndbJLNxs1X+gtKjDHieur14q1XgYtqcD/ePTMBZBGuWppW+b0izpiwXPRnHm5t6cLNs/Mqg/jdM/QZGvQDVvGTf6VYwlQtE0OLM0qRP5CQqGvETjGYEUDsL2whJhmzqCHEN8s9bDxNRtmzlo1R06L19TbgSn8BA6FPpt/sWwgAu1pa6f29jailUxhsLBKIZaa4avjEJoMEHw/sH0X1Rz/BXT/ai3se3I+Dh49gvt5AkmuEp3SO5IRsoQzTMGGZlsoEVqALgMHAMIwD1INFLDbmsNCYRxj6aPgLmF04jCOzNRyZqWF6bhwLS1NYqs9ifmkadX8BURwijEJEUYgMKUwzQ5YlqqK0HKTmfQZP5e/nxi/HOB01eGdnJ2q1GgDgtttuw8te9jK1rdM1kV4xCHzVq16Fn/zkJ3jNa16DZz3rWejs7ERnZyc6OjrQ2dl58g08xYaR+0+G9Go8kyT7jm2j3FJEwWGfNlFCZhFdpNkHb1dLK1+02OBZ/N3EIFoAhIAmsZfJ+EIrSkurS4MWKTUn0zD+9H10wTNXAWATZKeXGIU8qBPmLfc7JT5wqVSizgDdqwioUpaAOGXuK35/YkMTTnDZakGVMStGixZg8PbI4JgjwrjfS+0j0AxUAc0sOp3IvvwP+rniv2c4qDX2sqoSudfkRSzQjF48CRQ309z4bxW7j/oQg3EunTs0z8zHzvm5ZiZNEi0YHCkQxqVf5SFoZPT/AqClfzCaaj4u0QwxefkoOkD1lCmAGE7oHj6rSwNTMR+2tfXNQOjnYtlKbB9T1+VcUG8qgTyPQKKsvySieBu10lWAbDDGwMNXgGVHq0msnk2M1vDUOK6ZP0JsmVmmtgRZDzlGyRwBx9hULHc1GqX9OAaTQMp4bUpei8fJ7Bouht0QFbObgGmiS73r0wRVwycw6W3AdZ3dqMDFrS1dCrzlzxnx7PtK+/nqbzd1koWOgELpQa2lUxiIaRt3F9sJwGURgVA+J4eLrWpfyAOxrOYrRtIAMZ+1dIqFQCU84JYw4nqUJsL9sbJ2A6GPf33sIIYaBoa9grLzqcBFxWjB0NIiKpmBv7m5F5ZlYeLIFEYfGceBQxN44OAj2HfoURyZXUAQxUCWIYxJGZylJ/tezgkx6Fcg0715BgyYlgWLf2Dk+8FTJEmAKKojiuqIYx/IYmRphKXGHGYWp7DkNxAn5L9q2ST0yDg16ygW8Nw4N87g+O3f/m1cddVVePnLX46pqSlcccUVAEiwu2nTppO8+tjjlNXBMr7zne+c1hs9vUaGLFvuDv/0HsWCg1Wd7Xi0tQUwE92Tlb8wM5uk/NE4FgzRHF38JQouGGOg08tlVmbgipu10jPjBv28rx4ziTWrCzXMkvUFW5/UxNZFhrBpaaCABSWccNlW8nFFzcylzBGEAH+hU2oBKUn70YFqItT7tC5vAhrwCXhScXUMaIS1E1CZBgR+GQBWCpu0OCRtkGjCDWG84a343vwhvLhnDVR6BrON6r2SOWXJQ+KbQk4QImrYBdSCcWLFnC5ScipRD/fqcYbyDuknl8dU1Juj83UdLbKoWbS/lYw9IY2SbvZPpzRDKYIRp7NZrJGPnGObHKSBFkxkPpDW6fiKWCOtoyZg1+kFkJAy2wExm3JcAHXujJoWq1ZLgNtLghfX0ypsEQktU4aPmHUlYhguRADoXO/PPLx+7jG8IFnAXUY7Xj/3GHpbOzDiQCXWKLGJ0wtEE5iwVqEfxJhVbPLEq9nEavebq8jOBQRqRww670hkArJJkqQXI0N/6qFqkdl01TI5BSTFsBfploCM5tCfWKT6zUIup7qAQb2IKuuYWUl5jbDYyr8x8XHQLVLbRUYG5Vc2yJpGiVQYnFbQwmy4q6yCFLYxSwBKQInOoWo0BkSgTGz2C61kBmpGhj1OEXvOW4+xi7+NXT9+GTPgLercp1J4SOfhhzsxkh5CpVDBtbt8HHxkHFMzs5ivrMHWjRegs7UIP6wjjIJT6glUogu4sEwDSRIjjELAINGIaVowLcAEHWvmCGGkJkzDoPXNjTRLEcc+6g0gDlO4lodiwSIWEHmfv3PM3mmP5Ekoz64wO/hMjm9+85tYs2bNil5z8803Y926dajVavjEJz6hXFomJibwtre97bTmsSJ18NNxrEQdLIO+ZJY38T69R5wkODjxGPb89OcYvOagLtcqnzRd7gUAsTQRG4+mhAAOjK8F+5Tnm/beKzeBP6UcBDSwEKWqXMCluV/sQgSEur1Qhs2iJM3PNWFhR2mrmpeaJ7N2YtnR9JgMed+AS55iNA1o2xOAts8l6H5nPTFO0YwCXk1mzsIICkiKJpQqVa+frwGUqGmDfc0ZzYBWWcsxyg9Rweb6ISuFTbQdYSeld1FsZfI+f1JuTeaI7XO6teJUACcPpY4Gcv2SjlZOR6O0bt4GKLVusK/p+FXgaqCiRDAs0BElsgB/byP1sHFvXJN9kLw+r5wWlSsrxQdDVxliN6nXgzFVth5anMGNE5+kx37vJfjwnf8/3N5Kwo1Zy8Ga0KeeuDRRxsui3pa86QFzDQMXtr4RtXFeIZ3MKfWvMLL9qUVrZpWU5+CsZSuLmO1RA+vCBpVUlwuHmMEdiE0Cwcm0UoKr9eLPY7+5itoAWOm7xylqU3A5HxsPKmPn/GdEfAgFoNayJSCcUKrwnXOT2OE8SnY+zCxWjJYmz8MR1yOlsnEY8DaqeDplKL3sPfKjhhBDH5xD36rz8IItz8HqrnZMzR/E5OwjiJIQJxqGYaDFK6O9tRvFArHJYeRjsTGPLMtQ9FpgWTYLRnKvgwkkxPplWdwENrMsQ5plyFIbZlaEZdkotRTR0dqJolsE9SE6sCwbhpiTr3DMz89j1erKL686+A1XP/Hq4EOP4IbZ6bOuDr7jjjvQ39/f5K/8VBmnteKzs7P49Kc/jT/8wz/ENddcg5tvvvmYUXJP1/FMUGvpO1PC+JZpolgokJeVWaDSWhoQy5Ev/QEaABqZil0jxWadQE0wRo8V1tIXejCumb4msOhTXJXRosqc5JVXwlCD11bUyawYVc30AiDSQAPAJGdhAxBA8jawYlYEGxOUWRyM40p/QecSy3sB3Es3BqW2NIvaaFmUvllE/woAzCLAKtEFy+xmc+U5qIQPeX0uTUP1MArYlMg0w6O+LG6orxkZAYl8Skk+3k56LVVvpAg6GPxIlrKwi8GY6hdUMXPLS+0iVBFDZbuHLvSytiKIMQscK1gHoiklspC1zCdTiFK4lpL3IAkCPFUSpbVn4ClAF+C+zFwfZUr5u1XM6tfJPotoSM2TS59c1tSpJV1NNy8DUaL6OAdCHy25/pnP3L4FO9qIDQSAjiRSlijEnOXSMEDl28FsFTqSWB0jEVuIQITYcPIdXJ8mQDKtysnV4H4MZqsAuwcPuFRS3eMUm1Tkdxfb9VoDUDF/DMJHHEu1XYyaFgb9IBf1VgbsHrpZYdP3ETtVZtRI63SDE4w130DJyCKsTxPVSwjQDdyAuYai9wDsaO9hP0df9XVujxpYE/qKBaxkBh5wqS+wkhkkogGApK5uCqqGj4HQJzNuiZDkOez6WA8mHpvED356P/b89H48PDGFehAjjA0cL3XOMEzYlkuiEMOk78AMMA0bru3BdQqwTAvHLttmsO0CXLcFtl2EYTrIkwGmYQBZhiSJESURgthHlETqOc9wPuXsjydDGPIEMYEvf/nLMT2tRXsvetGLcOjQoVN+/be+9S288Y1vVKLct771rWdsbisGgf/1X/+FjRs34uabb8b09DQmJydx0003YePGjbjnnnvO2MTOjcc7mlVqhkFReYZp4oa/0CrNSmbohnppgAezGtKYn9RVE70uAXMih9OrlIMVu0/FguWzgmvxOKkwsyW13V3FTDNUElFmdbGVR4MYFLO7CYxQRqmnRQhmudlChfvZRhwLKG7GcMHUzAc4h1UAGaDZNLe3WdgBaFAnIpTMJyDk72+KE0M0w+vQzZYvbJFjlpu9/WRbLE6ppod1vx6rR5tMr51u1ZuJzKceOm+j7sMUS5TiZu6TG9cXcgGi3gYG6GUCT9w/SGVn7vMSY+yMMnZlLVQEYDSj2T+zqIFGMEYAUnwWGcTVEKoyZM3IWOhTUjmyCvwF40oQQcIZBrxiwi09dXaPtqYxWrRYRnoP0wWlfhULHVGhovEgHV+zhI4kJiBoOBhxPdze2oXPdP0Jvtr+R/ijj38D3zpSww9aO3DQLeKgW8RVS9NKuKI8/jjTeNS0MFxsxXDBpMficSXEUEplqwsDSQm9CYkgYHXR9hxa3+EilXFEZLE+TTDY3UeAzZjR54xYvRieZrXzvowM2HZ75ZxAJSJxiNmN/sIWyorOnfPKGsYqKWWxupHhGy5lVyNRh429GHEsFREnnoakJic/zT1OETvaNGNdQ4heZu3U94c8JuDecDDiWKpHciD09XyyCFmW4cAj47jvoVGMHprD+GMhjsymWPINpJkJy7TVj2lalOFrmsgAhFGIhr+ERlhHmqVwHU95AOIY4j8DJkzThm0X4bqtsO0WGKbb/FwjBQzqUUzjFEkaE2lgWpQ09TQmDs6NszeW3yD87Gc/QxAEx3n20eM973kPXv3qV+Mtb3kLHnnkEdx///1nbG4rBoHXXXcdXvOa1+DgwYP4l3/5F3zlK1/B6OgoXv3qV+Nd73rXGZvYufF4h5H7oWFbNlqKHkzTVEKHWjpFjIHhaGWv2oSDnXVH+Y8hmSYwEc0w+8R2LuxtV0Ooe+MUe0Y9Xf2ZRxdrAWSctaq8CYMx2lYueaKWTjUDKemXS+u6xFpYCziddKGTCDPJ0AXoX2Gt0sManLm9EHsV2naOKQPUHCpwue9wpvlxfz/76zHgkgxfFqlIXxltq0zzkzUTexsuoYl6VHkELrMhAfiiGU0QmyQsqeFhaIkv4mKyLeXjYFwDWQF7zOLSfHOMpdOtFMTwDxBINWj7KmWjsFaLfOT1ctNglQhAu73EEotwIJoACmsx2FgkMM59jINxGShtpZ46I9PlSWkNkDK89EVGU+r8UmAvmlKAsopZBcAHkhIGAxIpoLgZ4nM47BWIiQrGMBD6xJ519+FLHavxxx9+I155Pu3LiGOhI4lJIJUZqpQ6GLq0PukCMXsCfgF1gwMQY3ZrC5WD9zhFrQDODAKK0YT+PWdK3ZuEuuRrtaNqmaRWNtfosrmIZdRniwQ3wsZeM3+EtmGWMOzSZ7FqUbpHxWgh0Qu/x6hpAVY7hrODtD/pAnuHikCJbXKiGfpMm0UgXVAM5KWNOXVTV8kMwO7BlT4BRlXaNRzFCCKLAH8/+RCaa7QZezCmb7JAyucaQmU9tetjPfjqTWtxflcHksTAocMNPFxbwuHJCI3Agm0V0eK1oeAWYRom0ixFFIcIIh9B1CC2Lg6RJBEpeEFsoXlUxi+QIUWaJZwAYsO2C7AsBwaDRsMwYJqAYUoPoAHTtGHZLmzbhWk989KmntDxpFjEPNk7fWqjvb0dV199NT772c/immuuQRzHZ2zbp8UEDg0NNdW2bdvGe9/7XvzXf/3XGZvYkzmeCWHexypnewUHvd2d6Cy3Nff/Adzs38ueaJ7qodpRmMPwzCyG6gFZZxS3KVNmZdiczKE/84hpKW6mi4aUPvniXDV86oPKlxGZ+VOAyenWvWiSPCBZvtFM85yFCWOmYthjmxdJQmBzY5W6kPm6NCuMmwAL2X8pSbq9BGrSBu1LyiIQVZ4tcZmVAZEAZzHUTuYImCTTqidt2A1p/v5+xeaIzUgtHtf7k/nMYAX6d/ErtNqVL52wrLuKfJ6GE8zwlem53gYN0tK6/nue7QzGtLehv1+zhNIWEE7Q3BoPKq889V6s0h4w1zSxwYqhk4QOAMPZQfYVnAHSBQx7BWJ8oikNaAQQyBBDaEn7EGNtse0p9NGNhID6wlpUjBbscYokdgj2NR+fdEGJcEQBjLROub7GYRJzOOTNt9srK3a2li2pbcpNQzXgu3CzpEBsf0b9efIarcKmc62GENujBvtpEhCrZUsKxI9YdexcIJCnmE3DIxApZuzhhDa5Rq5HMTNQQ0gsnPhrWl1NIo1atqTsW2oIUQv2oT/zUCluo35CdPBnoKTPOZDoqVLcRjcD0Qx2ztNn/e5iu54roJTLg36AmpHRvjIYbFJag4BexWghIFzYROcQH8eqRexq1fDJwobX6t3XLeB91wfI3u8hjCLMzIaYmc8QxhZM01HsXpalSNMESRwiy1I4tgvPLcJ1vFyZ2KL+v2VsYIYMSZogTiOkWQrLNGHbHiynBMv2YBg2DIPAIiwTraVOlEudxECKHc0z0F7s3Hj8Y/n1eKXtZiIA2bhxI97+9ref0arrikFgW1sbxsbGjvp7rVZDuVw+xiuefiPNTs9v56k+iq6D1V3taG0pQhk/ixWL26tBHY8Bcw36nfX4p47V2NXaqRWaZgkqvcEsAE4vqulhHSklub6iEg0nNGAQcJhMq1JbNRplRq9XA5BoBiqtQZI4kroCH2TbIU3/niqNKaDIYEcBUnmevIb70pqsWoBmDzyzqNcjGIP4J8Lp1SBN3s/fr8rRtJ0uVcrtTy0NwmQ0HiQgHHIah1LYBsyYcY+l9AlKWgkLL9Q+mWUu03c2gWI1JO4P3K9W2trcvyiCjsJa5QdZKW7TimO7J+eT5+g1AAC7h465WNew3Y+yE5J+SW4pUDcP6YLOaAaAkPs4BaAKgHR7tTE4s9H9KceqSSqKJL9ISR3MIDudmmGMJ5t8+2QMBimBO28jzSeeBKIc0Mpo+wKi1LnjdOuWBO5fHDWtJlZZTKyFyR5aWlTgs5JTyN7a0qXslHa096BmZDmPQwc75yYV0wa3VwNAEVyJFySgehfh9lLPqayJJILIMUoXUClsUqBQ5t/vrEclMzDUMNCfEcuscp6zJVQKm3BL23m4a/N3cdf/eR+umT+Cly2Sj+E180cw7IbUM5hMq3jI9WmC7KEP0DzcXip/c6lZ+gD3OHTzpebMAFqsaYRhRDCOXaUC1vSVUSjYaPgxFutLWKjPwQ/rSFLNjmSgPmjPLaJYaEHB9eA6HhyrAMMwdIpI09D9f5QdbMGxCyi4LSi4ZThOCyyrAMM0YJmAa7tweXvnxrlxopFlGV760pfi4osvxsUXX4x6vY7f+q3fUr/Lz/HG3/3d3ykfwFe/+tVnlHBbsVRlYGAAb33rW/GpT30K27dvh2EY+N73vofrr78eb3zjG8/YxJ7MkWUp8Ay8qxNxiO3Y+POP2PjzG3wNcjgTFgCDnDpGXL4TNxwgmSWLEQE9cmGWi3BSBxxHN+P7+xWgqhQ2oRaPU69T1g6ldo0nUUsovYKUlTnvPfGCE6FEjt1TQgkBYSYU4CL7mDkWjMxx5B2xKhWjhQCE0wuYkb5ICtuU1DWwFfsZ8boDuDQ5o1XNAIsvuBQs6lurHYgmSBWazKFqJ4pFqmEG/ZmHqtMN1O8jZSanSVRlbUXwkevRVBmvWYRatqBBoaxzPsZPRanx+jAYqiECjBKBW1Gwep4COwJsatG49iKUUdysxSRON2DnetDY+kUpYNUxozzk7VknOrIyhgVEopTLZJ4F0gZGnDoqDqlUB5ISRnKG3WrtzRKqYk8jaSlZC2q8f0P1ALe2UOJJf2qhKkxqvsUBImbJtFm5UaJMX9tSCuYaMjpe0rvm9BLTJ+c+HztIJm88zt6HPpD49DxRYJsl7LKngdQHrF6lCpfzXWUGq/xgV63ljnIJFbDdERawPqP4uhHXA1Ifg42UPP7goiZfV+EEqm4vHWv2wawCQBYCwRiG4i7c2sI3SE43i8Mi1AJSCu8qFTAQhzTnYBrrnfXYnpjY4wBXLU3jDfe/EF+u/Bv+7LGbgCteCfzouViyLFTMLqwHq6lLXahlIWC6MNa9AxWb1klUw/APYLS4DUiXsD02sccpompS/+5g6GK3p4HysBvS+cSfh//3XR1AMo2PfzJBIwAKTj61gz8GhskMoZRoDQAZ0jRGnIZIlt3oU26wA8u0YXBusMElYCMzAY6hc5wCLMtHHGUIwxBhFMOzzHNA8EyMtLl96Yl7z7M/PvShDzX9/trXvnZFr1+3bl3T789//vMf75TUWDEI/NSnPgXDMPD7v//7qi7tOA6uvfZa3HjjjWdsYk/mMJ+BAFCGaZpwHQeNIARgEngIJzTDFbGJMqdtKD83YQ4dvrDlFa+ABkz5LF++UNcYYIqdDHmqSX9cpG1NRK0o5VqZVzCmPfnsPr5Qc7nYzCl/xVJF9kP6BtnEuGaBhQbTGjQCOCrhwywDqZRo2Scu2a/LlZICkvncK1XXwFPZv8xxT2O7mlvNJdFItXE/sWDeBsV6jJotQMQg3O6hdZA+TLNMF2t/P6+zo1kfBaDFMiXSilkAiMabrXqiCdXbVxMTb4uUqFULqtet5mQc+xfoFI+8D18WoeZz/6a3Ufsc5i1h4nHUAOxx+lBL96E/XY9qwMDXaqdzwOwCTALW280SRowZ7HH6gHhcn3M5S5umG4ZgHLUCFNu2qwSALY2qZgLEbM8Sj6Nm97CtiqPPU1aqVzIDVcyigm6tQgYI4LEfZCUzUBOfwywCCn0KIFbsPlTsPmyPGpiwOjRDCWbskil1I0QCkm5ctTitI+EMH/2ph5planYuM8hbMYtwzfwR3N5KaudRWKgG+wCLfSIRKDHFhOXionABuz22rAEDdAai0mu5q1TAQNTACCuqB0KfgFlpK70m4zSTlHpcqwD6mTG/tYWYx6FN1+D5//BvwNU/Rfk/N+OQ6yl7mAoTbFf6AXZ7bhMIH0kPAdgION240qfWgD0O2wfxTcOwVwCkH9Ys6fYUvjEYCH2M2B4ajTqmZhO4jo2Wogkr/5XN6SJRHCDLEpisCI7TCEkqTGvuY29asEwBgcu/+8X/z4JtW0hhIM1CpGmKOI6RZc45EHhunHAsB4GnO6amprBjxw585zvfwWOPPcYG5XrkFcinOk7bJ7Ber2P//v3IsgybNm1CqVQ6+YuehHFaPoEQt/ln1gc7yzIsNgL8eN8o7vnZg3j/e+ua7WCmQy76ctE66kLMoodqNNrs4xeMaWGEsIeSxsGgUlSETekYeW9BYcDMIpoi2KQUDDAoHNcABTlgCDSXaO0ezeJJ/m+u3K1zibs0g5VPKjGLygsO3sZmMcCxhjxH1kWGsHYAVLIGs27Ss9Vk0SGxbXmhjoAsYS0FvItptzCPwlzJvufXV1ha8VCUfkj+G+1zWV1sYTjMUB5mU2fdhyZA76qlacoJFs9GmaNZ1CIVWedgHAP2Ju0VJ+DUyLSfnFWiloBCHwaSUpOvnJoPe+zJca8YLSpaTUXEsWdgfp/FEkli00ZNKi0PBdTjlverqyHUfod5EU00Q58NNjlWAgdmKMWzT3ngmQkZWxszqj+1li1hIDbRkcTERiKk51h1DIYuHnBLuCis4wGX1MUTFos/GMzl/QrH9r0ff9n9TtzU2UvHoqVVpeZQ1jEx4IqBW/7ZrN/H7RZdGuCClPRVw1f/NimSc+d0f5LiorCufA5lXQFiDQXobo8a+nMk57rhKJNvYZWlv7Hp+ySLaH3slObD52MlM/Dmv3gE69e0oLPNhp3TYnluCR2t3Si4pabSb/5yl3EZ3YQJxyrAsd0ca4ij+sIJ57HxdBjASCy0tXSjvb0TBXeZB+lpjF96n8DXvfmJ9wmcqOGG+pGz7hOYH5OTkzh48CAMw8C6devQ3d198hfxuOKKK7B//3689a1vxapVq466+Xjzm9+84vmctnNhqVTCtm3bTvfl58aTNFzHxOquNnS0tQKoN8VbAVAAjcp8BX0XnswBBgGlKpdD6YubmtYVQyNDjIoBtnbJAQ0BWyb1JkqqghpOJxA09P8DHF9W1K8T1g/cAyYlWgEgVqmJQQSgAUpxM13Apccrrevyq5hG8xixUyAE+9MVdY9jfq4Aq3EZJIYT2v5GIu1Y2VkDaE6ZpJQASKMmU22YBQ0UhbUUGx4uH1eMFtSUlyKVsWt2qNlPToRRBt1pQGXW+EES76iYNgbA0QwBXosvZpwKM2r3ASio/a+5vSqurpaFdJGPx5UXXC1b0r1+Itrw97Owpg97zKJmSA2H99kh9icAl+Pp+HZkLmpuptoTYDgESNiIe32SACbtX00YS6dTrZFiRuNJMic2u7E+SUi0kwaomH2UaewIO+gDchwMh4FqicCjrKu3EbU6lVH7zVWoJodpjdnaZjQzgMxHDRHWwwOCMYw4nUAK5b23c6GOnxVbKZMXAKloXVRQxLAXAuksqsUuZa5M5yhZz9xd9JRo4o1To8A7XwSAlMGHXA875+ewo60dAxGJPS4K6tjtsRgjM1Bjv8EaM4Ti9TfYWKSyK4PG189OoNruAsixcGZJG6ubJSCZRtXqQpXtbuSGpj9JFBAUM+gR18PQYhd25Y3C0zpQ2spAcoEsncwS+hMLVaeTAF8yjaGGwWAyxKhhAUa7Yi+TJDmuwNMwqMRLPYDE5umRqVAA02B7l+VCkSzjPsOMc4hpn0zThGmZiJIIfuSjnDy9RYTnxhMzfvazn+Haa6/F97///aa/X3bZZfjbv/1bbN68+Tiv1ON73/sevve97+F5z3veGZvXimH30tIS/uzP/gzbt2/Hpk2bsGHDhqafZ8JYniX8VBmkWn58mcaObaO9tQVFz8ONn6Q+HeU7x2VMerNIsyjCKIUT3JvDvWNi7xFNHZXqQI34Jd3/J6VUVVamux9hpEjpeQybFunBy/8tbWjPwGhGlz+ziC5QTqfuWQS0qCOZIwAYjGmTbFEwF/qawZ1a9ByjlzZ0iVqYSm7qF981NcIJnffLXnU1I9M2OemCFqWw+ICOxZxeY38/K4oPqLlICkXNyLjJP6B/mWEZ9LkHkI9dLVuiC7fdQ/munBVMgpKyLmW7vcQcCQtYWJvzh2RxjggTvA30OjENZ7ayKbNYTL7r9+nWAFFjy3klIqF0gQVFOcAOEDMIqGi6gdDX52cyjSpmsT5NlOhjKKaS6fo0oeMkx5NZ5BpClXwykHVy392CYgYrRktzHyTvV8Xua+5PLG4GrHbltSms4UDoq57CoXrANiylJlFKLVvCjlYTI3aKEauu1L1K/MAMnVjMyOdqIDZxd7FdefON2Cm+1LEab/jqK7Bg2bi9tQu7vTJ+xoBsj1NE1fAxXGxFLZ3Soi4RkhiUhVw1yTtx2F5QRu4A5RCLql/WhtoP+vQ6CGvONzRizl5ND6OWTmFXwddJMwB2tXaSxVGutDvYWMRFYR1rQl/dMFWD+4FoBqOmhYGkRCXonGchQDdnx8ptliHfleSP6sBe9mNxv6B5VDCAkdsGRcUFwSKCsIEkiflvMZIkhmmZMGEgjgKkUmI+eia5n3PjhOMZbBHz6KOP4rLLLsORI0dw0003Yffu3fjGN76BT37yk5iYmMBv/MZv4LHHHjvpdi688EI0Go2TPm8lY8Xl4De+8Y2466678KY3vQm9vb1H0ZF/+qd/ekYn+HjH6ZSDn6pDJ4CcbppJhiwDZhaXcPsPf4r7frEPn/yora1YhPXjSDBVSpTeMS7JKQPdY0RNCYuixCEMxFRZiRmE5X0+qhwsApV8jBigf5d/JWLNPwAU+jDUMChmq/GgLm8JwGHWSfXx5UeueV817EcTuvwsoovlAFHmISWrY5WKc4+p8jrHZSkTa1HWSnlWSpgyV0ODxqayrqyXxJBxCVLi2io5RkuxLkedDrm1CMabe/6EMZWynFJYO7pkx0PeX3rO8lFiomZWJT4pBwqzBGaQGnsxlK6hC36wT63vgLlGWbeo91VipDnd/5lPuZFzVyXiMDMqNyQKxIwpVlbK0orNlPXJRcD1Z56OsZOybGMvMY8sDFmfJgo4yXkvUXAj6SHyTfQDMovO9VcimcNA1okRq64zvPl9+pNUi0Hk+bm1vyisk8oZUIISOf6KCZYbKfFilJYK8eHkNVKqZrkhy3/WAZ0II3OUNWvsBYqbsXN+Dre0nacFV2JTI+dLPKnbFjiusN9cpUCqlNHVmjmWOu+a1ss/gP7CFvzqUA3P6iujo91GyTPgOQZs00DJK6Or7XyUvFZm+YB8mTdNE8RJiDTL4NhiMUPPEVCYZSmSNEKapswW2vy6CI7lwrNbYKY2PK+I1nLrMb+TCRxmSmxyovFLXw5+zf/zxJeDHx3DDY2zXw4eGhrC7bffju9///vwPK/psUajgRe/+MV4xStegY9//OMn3M4Pf/hDvO9978OOHTuwdetWOE5zG8LpnDcrLgd/85vfxDe+8Q38+q//+orf7Nx4fEN6Uh7HFmAYJHyxHQdxmqqSmXz596cWqkZd9WUpZkJsLRjA1aDjpJSiMgubLh5aQTuGqtMJ+Aw00gAAZ5sG3OuWF2pIyTUP+CBlYd4VKQuzGGFXkVgdON28fQaaAlylF09AnfQOBtwTlRFTRWKYHAgVxTDQDETzF7e0fnSZWK1NSJFuImaJJ6kEzIIDKb+pNTM8BtMLzUbZYoNjeCqpZSD0MWJMomq1AxnomLBKuVbaClKH5spv+V4sYXpFOCPMbJ4N4/Knyvb1NlAMWX4nvQ2oWg4AUx0LEmVM6pIvMlQyKvkTYHiQhC/RBAEfxwK8DdhlOEAOACJtYCTdR6rhZAo1EZykLIQxCzqaz+qiMm1xsy4fm9LDuKCZT2a1K2Y31jvrUY0PN/VS1vJgElzKh0vej6YPFTcbzaHm9AIO99QmddQwDth9tO78OakaPhDPYcJaBVikar6wMYV+t4SqQUB4aGkRu1p7SREdB6iBS/XM1I6aLaiijkpWVBm+YuI9agKjXlkzyVw2ryFUvZI1w9NrKj6LRb7piCY0UA7GUTNnVBsCAT3NVlcyA+vTBFeGLnZ7UL2sNcNRfX23tJ2n3rvGpd5R0wKCMboRstqZkWwnQVLmsSVOwqB8E58/hzHi6BumocUZHHSL2OMUsT6zcHWjCx8pWnhpWwmTUz4OH4nQ1VHAed0taG2xUPQoHUm8+9I0RZwEiOIQGQCbE0ZsE0jTFH5URxSHKLhFeG6JXwcWi9B3JwBkSGEaJlq8VpTcMqIgyQHIY40nQfH6dB2El5/YcZz4wTM9vv3tb+N973vfUQAQAIrFIq6//np84hOfOCkI7OjowNzcHF7ykpc0/T3LMhiGoWxkVjJWDLs7OzvR1dV18ic+zcfjLbuenWHgTHypWKaJjpYSuttZoJEuEFsQTlDTvZRHpWeufh/nCI9B+eOxZ51SporZMKATAoRxkbKsxJaxUGDUtKiMCmjfP7PAoC1HeRu5D44ASwFj/gHo7OFAXVyUGCNd0EBIRAfJnBaPFERlCQKyCI9mIZvSNToh2cJKHCD7XdjUVCpWJSzF5jEzxSKLfImxFuxTvxPb5ekm/YQNooNxlR9byQyMuB4Gsk7sXCCjYbXeBTYkFrZMiWNEnML+fVImTxtNogWUtuosXoDNfIt0nKVv0iwyeGbPR38/nTcSX+f0KuAwEPoEDERQASiLmBFjRs8vH+Enx5jHYOjq+QlDKvnA0Ywq6Sp2lY9xLVsiMCNsIPtQ1tIpAhs2efPlzxvK/Y0gKnjyHeRjZnWhYnZzDN5+FlTVCThxcgh5HlKZXo7XRSGfg1mEmzp7SYTCJda7i+0U35haqgQ9kJSaPCwVU8xWPjWE9JNO0drKZ048PHne0psnazkQ+nj3DHshwmVbG44MLG2lTOPcTWENoVJj17IlVM0Ew16BSu45IYmANWHzZCjPQ/4M3Tw7D2XcbTisynbpPdk9YCBK1HeEzBOgEvf6lHo6B7vpfP37Pzsf3Z0usgx45NFFPHxoAbPzIYIoQ5ZmClRIAECp0IrOlm4U7ALSlMq6aZrADxuo+4sKJOa/a/NZ8qZhIQPQCOsIIh8wTOAExr9P9wz6c+PMjAMHDpzQB/CSSy5RucAnGldffTVc18Wtt96Kf//3f8cdd9yBO+64A9/5zndwxx13nNbcVgwCP/zhD2PHjh2o149RXjo3nhbDsS10t5XR1lLC8Ge6CJxIuSht6FIrAw/y3JvWYC5fQuJeL7HRAKD61tRzREGc1uk5AvbAak5mdRQjFoyxaIRBgH+A5pEGOlLMKmkBQjJHF3dRHQujyJmrqh8wmmIAU8j9MBsmGa2NB3U+rQxZG+lRlP1KF0ilCFcDSKtLl4mFdREwahYg1i79znrqlwvGaL3y5sYMBitwgbSuL6TFzcQ6xZOoGRl2zk1iJD2EHYU57CjMAcEYhmdmsXMx1WtptWumJ1+yjid16klxM2rBPrUfah0AwN9PZUy3l8EU3wCIlY5Z5mPT0AAumWsqI47YKZk8sxilUtymDMbh9AJWO/WKARoY5/oDa429bBsS0fP4/FO9fIVNdPMiI68Ol35LUbcXN1MSBaeXIJ7MJchQj+JAUsoBKo/bFIgZa+rfc0lRT2kaE1Qi5tSSfnMVATQjA+JJ8vIzu5sAkqSISAKJHOfB0FX9gMLMSv+ijEE/wM55Arqi0hYwRce9SwHnitFC/ZIgIPXzYisGgxTr0wRXLU0TU2+ZQBZRmbrxINaniTKM7s889KeWjqxrPEhz5T7f/iRtinpbnyZ0nrKRNgCVRX1d12rF0NP5VlZzrBnkzbgubLDZugOYJWyPGtQmwMB9IClh5xx9BmpGhvJbQvzHRysoOCYOH1lAbXwec/M+ojChBJGMrGGADC1eGZ3lHnS2nYeO1h64dgEh9/S5tgsTJpI4QhSFx+zzo2QQA1ESIopDiBVNGDcQxcFRzxcQeA4I/nKPhYWFE5Zqy+UyFhcXT7qd++67D5/73OcwMDCAyy+/HJdddlnTz+mMFYPAT3/60/jWt76FVatWYdu2bafseP20G4bxjGXxHctCT3srPM9FGIYETpxOLWwQti8Y0+kRadBsKB1x6VOa++NJXRoFciW53AUXnIHLrJ9SqEr2MKtYaQ4N/a8AQlGOAmzIPEPzk7g45WlYVmBlMGCGyCxoNksEJQD1QQlgEgFGU3xZo3ku8v/hBIEif39TYsNA6FPUVs5EWIGMNCCGRgQKwngJSJa8Vh61dEr/ni4wOC6gYvdhIPRxS9t5GF7KMZYABluYhQz2YSAmtkl85LRiuawFOoBi4iRdgp5TZKDb4LK1qGW5h1L8Dw2HFJ6FLcQmSQIKM0cVKaVilhg7AYNpXbFQCCeUPQoaDzaDGTn2zFqOWJrhrBo+lac5zULdFEg2s6TIsE+jsGUjVp0Z3TL6zVV6HbgnbsTijN5oQid0cA/c9qiBWcumY84iHmVhk9ZVHnLVMgHDQ3+S0nvI5wVQzN1AlFApvLQVADAQUV+n9PdJP1+luE0fQ4CykIut2NHWTqVshNhVKjSdh8giUvuCyra7WjsVsB62F/CAW9LxdwDdIARj9G9pK6rsWbirtRPVaBTVaBRX+gt0jLktQG50qsH9ui80DYjds/tQMVpwzfwR1IJ9lBIiZuLCeKdT6txbnyYKYN/aQufYQOgf1WtbgYsR16N955vOe0ptuCis45GP9KHo2Wg0YizUAyw05rFQn4UfLMKEgRavDcVCCxy7gFKhFe0tXegsn4ee9tVY3VVBV/tq2LaDJI2RpjGiOEAQNBAGDQRBHWHoI80S7hfMEMYh/NBHksYM8jJk6RNUX3wmjidDGPIEmUUDBATn5+eP+3MqlcdLLrkEtVrtpM9byVhxT+DrXve6MzqBp+p4KqqDz9QwTQMlz4XrOpicnlNsWHbwUzA2vEc/0e2lL+q8b6DTyeW2umbepAwrg1MTYHg6ZcLo1WwcM20Vo0UbRUs/nN2NWrJPl3vzQ/rTrBKLAjq1OCUYpwb9dEozgdEEht0CELD/nMWA1Cpp+xWz3KxqLfQxaG1wf+EyMAoor0IlYKjfRxfycAIj3kZUMujSnfj9Ob2AIaB4Qnv7cW9XLdino8jEUkX6HqUc7W2kWDMrY3YtwR3lLlScIrZHDawLG9jV2onbnRQwSpjIXNQae7GnuA1oUu4uaCGI4XD5f60GddKzxyyhEvmkDQI74lVoFgCf1NJVEenI61j5udtjH0cjox45+AB0eb8/tTjdwsFw0QHSDdx6MKHXXtZdALGUPKEtc2T7TT536Rxgc6lfmEURvDBTWcUU9aoyICfg7aHW2IsBexNGDCopShl6j9PNUYTd2p9SsomjGRVvh8xn5pQTNEwq865PE6yHhWo6jhGnR/Xg1qQtgM8b3W8aACZHqAWHgEIZA1kn9mQGtkcJ9ji0LpQowsdWmHpWY1cyl0QWdgoYLpDUUXXo/n+XeQhAUVn8XLU0jV18rKWnr8rHak3oY7hg6nXnz9qgsQ7DlolKZqHGVjqyHztaTQCdGAh99hH0gAxkTB7NoN9Zj96ogQnLVV6Pcqz3OC6AtRjJIvSnCWrRDGqFMgByLLgq8HBrSxeGjcPod9bTjdWuTuz8eAbPLaNc6kRHaxts24FrF+C5JRQcj5k5yvoteWV4bglpliJOIvhhA1lGfX9pmiDLiA/IsgxRHCJKQsRxhDD2sRTPw8xcdLb2oFQqws4bFZ4b50ZuZFmG5zznOSd8/FTY4ne84x340z/9U1x//fXYtm3bUcKQX/mVX1nx3E7bLPpk40tf+hJe85rXoKWl5Wxs/pTHM0kdfCbHfL2B2//rp7j3Zz/HJz90RHuricedsH5SGga0PQqgm+zFZFr84BioiPiiYvJFU8W49R79uKgRVVk2d/HPg6+8YES8/uQCbHh6fsJWAbnScKDza/0DStGJpE4XkJy6tel9j6FS3hmtpvIrP3ZzvQXXldjKw1wDgP0Fc8rd5rJ4TgktZtBSflyu4l2uapYLPANPYUMkfUGJYPKq3HyZGaDjxRdgnb+bUx1LZJ6klcjrBAgC2rAa0B6LYieUM+kejMsYLrYSmGAz5u180a9aZjNLCjR7G+atgXjt4RD4knQKUUAPRAmpZ2V7slZ5JbqK7gubVK5NJsXMTKr+RVEQG81ftso0W+aeU6ArsVQ4QepmPheQLmgDbNk/Bv79SUp+fUGKWcsmCxSJOWThizIWT+ucfuIps+aOJMKu1k56jpi/IxdJF4/jn2ZjXN2zGognMRiXMWvZdOPQ0qrPNRFQHWNUCpuUGGR55jYxo1Qyz5tEA7l4OkALtfgcvtnvoc8OC7akLUD8EcVUPN8/mzfLVjdwUio3y/jgjmms7jkPF1+4CRvXrEbJ81Q/n2ke3VMtl8Asyyg3XiwFs0zrFLIMURxgoTGH6fnHMFefQRD5sA0X3a196Ou5AOXWFrqQn2bp95deHfzKP3ji1cGPjeGG+PBZVwffddddp/S8k5V0zWOsjzDTpysMOWsgsK2tDffee++T7h14KiDw8VuvPP3GYsPHd3/6c+z50U/wqY9yCSMHkpoYKAF8ecC1LLlALsZ/+W8b8a7f2q+tIKSvSQCmt7GpJKSSOgTE5QEo0AzCrBLNgcu1TQbVmU9pDarHkPNjc3YdADTgEZGGANJkDj+fmcGFbYXm5zexj8yINvY2A8PckPLsgQL9u6vga8YoZ1eTt91QSloZvB4KDAk4k/QNATf894rZ3ZxskVcVq/Juqek16nlsAq0AIQ+lBs+vFdBsnyPnCit91dyWWfM0JW8IWyZpMWmgSppHmXsDUPZESQ4cC2O6LHli0FiHYXtB9Zsqk2d5jpSGxaxcTI85YlCOiUTeKZsZ7iUdDFIqsfL6CihTvbB8U6FYVQH1Airz5VoRw0jiiOwLH0+ASs8KDC0TXKj3kzVnoU1vEhLI5Oe/e2YCX2k/X4N9Odfks5hFZDDtPMqZ0PrzddQNkBxzENN6UVjXNx6AAqSSgqIYZ9lG/gYiqTf5albsPtw4OaZAqnqc2xayH+zA+37lg1TWVmbo+jiIrUwtW8LbrzuMlmILtj57I573nA2onN+NYqF57VY6xHdwsTGPiamH8djsIQSRD8f00FUiENjR3gbLPu38hXMg8BkMAs/UePjhh0/4+AUXXLDibZ61FX/qKWsf3xB12TNl2JaFnvY2dLa1aZFEYS1dcKW3CqAvcQFdcOn3ZI7KktzDp0pYcPGuK/5DlUGlp00BNatEoMM/oPu1RFjCqsfsD76GRvfD+gIhbFzaoItxPEmPub3YHgljSEkG6kJndQHpAqrpYW5mz5lCGw6XhNu1itUkcHlh92q6MErvnNure5KiKcAqUcO8KJrzPYI8BtsMDHZ42GVPY3VI4Gl71CBW0FylmusVIIgnOQ2lpEuz3CyvmKbGgxrQCCubi7erpVPN4CmaaFZoC9hWkXBa9U2WKp3UcB+bao2UEbhZVv1ukkwCp5PK2GZJXeD7zVVK/IPMVyrc/pT83wazVehHB71OAGA0o7z1AJAyNdfHp0BP/oYAoGPi74eYTFcygwCgG3LfKAlWKnYfKU3ZEHrn/JxmuZxu3fdnkxVSLdinexajKW3yzKXi4YKpGEvFuEnyi5HRGri9zSIKwyEREKDXMIuI8eS+OZXFHU9Sm0G2hFo8rtNCANw8M4Vr5o9QOTlNCHzafTTHtM553LMAgHfP6GN4XddqMl0Wk2a7h/r6WNSCxoMEAM0iHbPGg01M/GC2Sp9XnOIhLgIKAEYTnB5iUupHYy9tJ6/q5+1JSpAafGyvmT+Cqzvs5n5cuwfSn/yGSz6Cu4vtUGITuRFK61ifJuhNQuorNFrQ0daOpUYD+2uHMDp+GIv+0YKNlQ7DMGCaFjy3iHKpA55bgmXaKLgePM9DmqZYWvKxtNRAGEZPUXeJp/h4UnoCn+ydpnHPPffg1a9+9Umfd8EFF5zw53TGEwu7n6KDGHzjmCz+Mw38ybAtC6u72tHVIfYoZf0FzGpfYoC6FSii/r1c872UWJlhqCHkC2q9GdwByioDxc3NPV7MSskF3/iHV6A4dYFmVAD9fLPIoI0uIiOORRd1SQrJfF3SDdi7LWZVcRoQEyUla4Cem0zTj4AjxeA0aHveRpoHz0Ga5NV8ljMlSZ3LgyUsWLbqhZL92x41FPhAukBr4m3QNjBOJ/09nGCFpKcFJOkCA9ooJ9zgfRM/R7Mb2cG/1jYn8jr/gCpVKqBZ2kprwLYuI8aMjvir36dfL2AymVMpMIoBc0l5rFjEnAq3P/OUBchwsZWYGiMjRbXZrY4viSjEwHlciXq2Rw1dBs+fB7kxkJRQC/YRQAvGsTNoVyCyhlCZL1ctEzva2uk9rS5K+mDvRvEIrIhHHSfaCKggscsczYUza2sIFTsqNzlVzNI+R6PEkIOOe9UyUYvHMRCbBKLMktov8dSD1UWfHaebbqiYHRWhyU2dvWqtRk1LCU3kBuzSxpwqNV/X2a3WR1jKEauOocUZfUNntJAKejlLJ+vMNzgqtQUA0kDlNst5MbQ4o8Go2AQ53bQNEVrl+2qdTqVaJhaTGPZb2s7T7yOsczCmQOKE5Sq7m1q2pFwGdi7UlZG2gODv/nkHOtvasFCvY3ZxEXG88hLZ8YZtuWgrdaKnfTV62lbjvI7V6Gyj7OAsA+Iogd8I0GiESJJzQPDc0OPb3/42rr/+enzgAx9QdjA///nP8brXvQ4veMELEMfxSbfx8Y9/HJ/97GeP+vtnP/tZ7Nq167TmdQ4EAsAJ/ffYNer0Wz2eksMyDbS1FFEqefjIjQViIdIG25j4OXUm/2610wU/b5Hi9Gp7DP6buqjJiOgCKtYmFNnWqVkjQDNP7E+mehFl5MtS9ftoDorR6SSAJWpdp5ue422AEjKYBQ1a04YuVxY3a5sTURaLCEJ8EqMJrZJldksNb6O6wA1mq1ApbCLGy1yFnXUHt7d2UXyXmeDdMxMYNS1MWK7OzhV/QsNBb8Jeb/I3ERgAOdXyOM1JlJmA9rcLSIVcMzK84YIdqpdPsSaFPl2Wz1/wBdSLf2M0RapMUYAKqObyZcXuo7WMJjhSjvzsiNFaUL1rMBzygUQHvSczx5XMIEU1lwtFKYxogpglp1uB8ZH0kAaL+TnL/0czZF8jfpFmkYCeWdLxfIDyuZMbjqHFmSYrFZgFPc9cOk7V8NkjkM9FnpdiAIWt5JKytCNUCpvIvJo9/JBFyoexillSkOf72XiQVVCvVtoDgFlQyuBb2s7TfYFOLwFxBpq7SgXsYYGQ8t1joYd4Je4q+Aro1rIl7HEokaW/sCXH0hUJmJW2Nrdh8LmmmEGL7HAk4aWGkM5Jp1Mzt/ltymc4mqGSPa/p4fhREngJ6y22RSLk4njIKmZ1VCKg/v9nxVbscYqoZIbq76waPqp/3g7DNMkr8HE7EGfqxzRNFNwSuttWo7ergp7y+WgtllEslVBq8VAsFWBaFsIggd8IEYbxcYBgliMYzgHFZ/r4/Oc/j1e+8pX43Oc+hxtvvBEvetGL8MUvfhG/9mu/hs7OTvzkJz/BbbfddtLtDA8P48ILLzzq78997nPxd3/3d6c1t3Mg8CRDM4THA4lPz2EYBmzLgusUsFj36cLudBOYEKAXsWWLiBgyn1mxAoGwiExnCdAwWEwXmj3Nkrou/0RTDG4CiAcYohm2Eck19MtzZOQZoPz/B2NKASkXkordR7YxhqOtRQBVoiZlKKdN5EtPymMwBw64fKa2lR9pQxsUpw0MF1txpb+AjoRef3trFzFCXFb9Svv55HNm+No7UPrUQEyNWre8GCPXpN+0X1LiBnQJn/3sRmyeF9unCMtZC/bR+zrdDPrrdLxLW7VnW3Gzfr1ZpOcKCJWM6GBMA+K0rg2F+f0V6IvHiQk0WhTopUb/XA+cHBvp3Vt2HLRB8oaj+wXz54SAF163SxtzOntZ3oPTWHa1tHJyiPgBlklZKmbauT5C6c+jOfnqPFJghG11JPpMxbVlBvrRgaGlRYi9zoidomJ2oyOJGfwuqHaJSmawkXJdnXPCHo+4njJilrUZCH3di8jHdXvUoPOIgef2qEElVMOhkns0pYEji05G0kPE7rm9JGpiZi4f+Sigrj/zyL5GbjzkvCxsouxk8Xo8RpuE+rtsjxnsVe4FOh88qdO/klUux8IsqVaGq5amke3/CO23keG5jcXmtWFbn6rhwzxDd+1ZJhUh+t2yLBQLrSi3dMIrlGDbNmzbhuPQT7Howiu6SNIUjUaAMDg+EDwHAHPjSckOfmKu6TfffDM+9rGPYXJyEl/+8pcxOTmJm2++GT/+8Y/xuc99Dlu3bj2l7Tz66KPo7e096u/nnXceJiaOLeg62TgHAk86Vgb+pIH46TAMAIZpwg+DXG8agx1hxiK2XFFf3DmjXIlfAwg0yY/0nxkO5+cyu8V+aCLIaLT9ANkf/1CbLKcLlMFqtHBTvjbHVQAgX1oCOKViTIHXWrBPAx+3V0WzqZKmxKUZHpc2+T0EVOVLoJKsIUxg/n0LfXTxZABSyQwMF0zc2tJFgALQSum0TqUqAZaAYr/o/1lsI+bWopLOfGZXunX50nCUrUzF7FYMnv7/MiuoF/SxlH1yWQiTN9Z2qKeMbE+aFbB07AoYsDdpdkei9wDlayhegAOxqY+73aPA1JV+bh3lhkGMmFM+9+JJetw/oPsYuTSuPPLYRLq/sOXYQIPBSyUzsKu1k3rxBNBxr6Iqk/P+D0SJXp9kWp3PYnws5+ZA1qnWUolmgjFiHEFl2lq2hL8/sh8DsanSNXa1dgLJNPULZpScstsrU0mUe+bEKPm6Uk4lz+A6n3bSn1pqbgIMAU6qySJSR1tdGOQeuD1OUZXpR02L2OB8NjIz+apnUdZQhtyA8PG+evZRfHfyp2h0/BTDM7OoBfuoPzGdUv25io0vbW3+zORbJ9IGvY/doy2blh9HEUHFk3TOBmNotP8IN058EsaG92CwsYjsoQ9gR3sPAW1A2fXUsiUMBmevFGsYJmzLhusU4DhFWJajBIXUO2jCdW2USi5ME2g0AgQBZRDrOeVNpJ855MK5ceyxf/9+DAwMAAB+53d+B5Zl4aabbsLGjRtXtJ1KpYLvf//7R/39+9//Pvr6+o7xipOPswYCL7jggqM8bH5ZxtPJMNQwQD0zZkHbOAgDIL09ApjYoFkxg9xbVjFaclYfdeR93ADu93N6tWcgAERTeM7cpcCii0E/IFaNRQgqNi1vERKMMSjJlZaWA7OmvqaS7hcUoCr/L4BQ2AYBhgLSFOBkFimZIyZK1gPgcja9n7qIZr4q1Y2alhaeSH+f5LoqRq5XbyucUL1w6hhYXfp3EVwk01xOpjIcHURPAURiqghgCVhsYg3NglbFhqSKVXFwIlAQxovHiJ0SoC1uVsCQLvKB3h+7h0CIAs0LShyg+sryZt4pGTIPxmRcXbH7NOMn4hAAsLqaBBIAp8xIb+lyAMFjIPRRTQ8TyJO1TQNK7eA4t0pmkHE0oMvzwTj18XFvYAUupaY4li4Hc+my31lPx1n2OZzAK8/fQOsga5jWqUxsmSoxpGZkJGJhUYWIhATMVYwWiF/jV4/8XLG0VcNX4BLJNAai5KiSMgBK/WAz5orRokChiLjEQF3i/AQojrjeUdvKj490rcGDWQv+Zf8afKRrDeD2EtNrdmPEsVTKCax27JyTKMAGjuo7lM+utBoI8JTyr9vLZvOBbuUA8Jy5S2Fs+gs6p9wQxqa/wNDiDHaVSKCixDjhBHZ7ZRgAW2o8PpBFYM3UQC/3N1PlEy9/PmDbNjyvQDfafoggiJYB03MAsGmkT8LPE0TELi0tKbs80zTheR4qlcqKt/OHf/iHeNe73oXPfe5zePjhh/Hwww/js5/9LK677jpcc801pzW3FevZa7UaDMPAs571LADAf/7nf+LWW2/Fli1b8Ed/9Efqeffdd9/xNvGMH4bkdT7Vh2HANA1EEYsinC7AnNYWMW4vfUHn2R829qVUhojZEmhwKEpU8cBL5lCzHQAOgSjx8iuQ15vxv38LKNJrKiDzaLJ+WTh6vgrI5IQix2pol/dwe/VrlFcemxoX+qCELWxbQ95xbInCJa9KZqAmrAWg30+i7dxeVE0TSKkcKkzL+sxDzXKwc24SO8q92q8uZcGL/C5ry3YdyrImb9OjvNU0AzcQ+hgprKULqQhH2KetJnOVNRO7mVgUxYEGixKTJ6CLy8PKE1Aey5dvzTLtp91D/nYCmvOWLWYJ8DzNBjdZDDkEmM0Shu0F9GMVqkYGpJE+NmIXlNYBo6XZoDonOGpiryWzOdiHEZ5qR1YGitq7UkDTQJQQuGUzZuknQ3EzsVsWiZZqyzzzdi7Uccj1AARq7jWwTQ/Pl5g9j3sjW4AswdDiDA66RQW01PvJjUBaR80sAckCamxvNFrchtcWuf8tc7E+s7S4xvAwEu8DrD7A7EaTB6HYs1hdQMag0N9HnoXpAobtAMhMdCQphsIGdhV8UhdHE7SG3oamnlukARnHx+N4Zc9qzqPmcympowa6WatxNneluA23tLUAcXR0H23+swpQbyErxKvpYfo85kFhNANYJLTSdlP03SDMKDIflYyTXYwW1Lg1ZHVPN7ray3Acqwl8nR0bMF0upvegfx3HhmmaaDQIBJqmCdcxYJiGet258csxvvWtb6G9nSoQaZri3//934/CSa95zWtOuI33vve9mJ6extve9jZK+wLgeR6Ghobw/ve//7TmtWKfwN/4jd/AH/3RH+FNb3oTHn30UWzevBnPfe5z8Ytf/ALvfOc7sWPHjtOayNka58yijz/qQYg7770f//e7ezB8M38py4W6qSevgCb1sPjDCXMIaM+9nN9aU/JBMIafzwe48PwtGGxQ+Wa42KoZLikZi7+gsFwnGvkLVt5IWvrjxH/QLBFjIKa4gC49sumxKvEBej9FEKAYwWVGzkCzJxyDoIGI1Igjdtpk6qsygKX8q+bia3Y1n38sfn/JdHPCB6/ZQFIiRa+sv+T15j0J89vMeeIpf0Ex4+X3rJjdukkfUGwsAYhDep8bD2rDaMNRTG1/5qn97E8tXNqYw65SQa1vBZRioszJxd8Rs/Svmaj1kTKpHC8F3PJzzZ8nxzD2hlnk9JUxbQqeN86WIf55mU/7LMBW+tPEK5F9FeW4ixpYwIxk6IpnnSoXB/cDpa0E3u1Ur1POXDovepAhHniXNuZwd7Edo6ZFxuBiwM22SOq4y2eg1NxjlP8cqr4/Po79hS0YNS3qKUwP6fQNGct8BXX5fE6LuOSG6nhjefpLfnBayZX+Aqm8hTEGmgHhsr/1O+tV5jGyCJ+6qYDnVPqwqqcDUZzBtmys7m5HV7kVppEhSWOYhgnTtM9Cnm+z0MNURAC9RxTFqNfpe6RUKsBxLH5MH+v5+YVfbp/Ay6554n0CJx/GDebEWfcJPJbJ8/KxErPnxcVFPPDAAygWi3j2s5+NQqFw+nNb6Qvuu+8+/Nqv/RoA4H/9r/+FrVu3Ys+ePbj11lvxP//n/zztiZwbT/wwDMAqOPA8jy5wAgCB5uZvASxOJydJsBDBatc5rVIOlsgoQPc1wcXOoB2bXzmO4alxXFyfx26vzCVg6Q0jz7eBjJWCYuNyjEE5sWtV/ByA5pQDVvtSPxWVf3cVM/SnlvqByQpIu0fH1wk4YCsLMgqe0eyEXIi8jTQH1Tg/p0AKAFUaqxgtXBqMqCdQypyiRg4n9LzFW09Kt5LAwn2CleI2fQHmRvkR19Nq3fp9pCpNp7QPX44FVbY0AMTEV4l65HEeA0nugut0AoW1BDbz1joCAKXk7nQChsNm3bSOVczioEsilvVprveutFWzkobHQMZTWcAKAGZLxG6KzYmUK7n3sYZQl7wBzQQvBxxsQl01E5VBrNI98gbMhkNg2+2l54mhs8qzrtM2ZR0kv5hvFmoxlZJHTUt5H1YNn4AK3zBJqbhqJk1iiv7Mw5U+9yCyZZFSAoNMx6uYRS1bwrBXQCUzlBAFgP7Mub3qXFFekTkVfr+zXpmeS/ldEkUEYFcxy0lAfN6zNVD20AeQ7fsQhurB0QAQ0Gt/rDaN5eAvD+qiCXz1yM/xd498DIeDB7Gz7lAPZv4zJ2CQ/x0w1/ANQ119Jjas6cWWDWvxnGetwXPXPwsXru1FT3sZlmkgjHzML81gyV9AHIenlaxw4mHAgEEg0xCAp0GmbVuwbRNZmnBvoH7dubLwM3+kaXrSnxOdk319fbj22mvxzW9+E2EYorW1FS94wQuwdevWxwUAgdMAgVEUqTe9/fbbFX154YUXnrY65dw4u+P4XocGLNNC0XUJRAgDFs3wl/ycvtCLalWSIQACGcEYPY+THxSYkJIgqGH79tYu3Pp/N+OfOlbjnzpWo2Zk6E1Cel/xrYtmOGLL0ybN3sbmxvW0kUsjGNMgSi4+OR9DHetFwLaaHkbVTKiPKTPYbHaBwIYwP2IvY3jUzJ8fciGq36dYLOX1l0XUN5Yrm0rEFwDN6pklLcIREGl4ugxreEoJqeYkhtvCuImvofQHyns6vehHhz4+sg+yj04v+k0ybVYl5JxCGYZHbBCzi2SW3MW2Pr1KbNNf2KKTLmREM7rUa7IpuOFRP59ZpmNtkqcfkmldBhVGzj9Aryv00fNkfWUd5XnJHAaiRNmg1NKpo4HgMdgmEQ8I+BkIKaJNnUt8DFW8odtL5zP/AFRqVJZIcgzl/GMhzPqU7FdGTbrR2LlAIKVi96E/SbWiPBhDLZ2i8q2RoWomqk+wHx3oT4mZQ1onEGm1A4aHgdhUfYW1YB+u9BdoLdIFDAapYlwHokTZxVSMFmyPGpwDPIub61w6zQxq10inuDeT+vEqZjc95m2kH7sH/zqjKwM3fvKLZHxe2NTMkuctYeRYNGVu5yoHUibmFKDnz30eAHD+57+CjWEDz20s5qxplgFBt5fOq3hS9U9+9X/14aJ1FXS3t6HgOvBcFwXXgWVSL5/reGhr6UTJK8OybI6Pezwjy/3wEB+xYzCMhmHAdW1YlokwiJDEyTkPwXPjlMett96KUqmEd77znejp6cHv/u7v4gtf+AKmp6dP/uKTjBWDQPGj+e53v4tvf/vbeNWrXgUAGB8fR3d390le/dQZz1QT6OOPo/fVAFC0LBS9AikHC5sIhIjy1yxoexCgGSQKO+hqxkCSDJQBdGagP7UwPDOLuw7cgOGuNWS2zOVCAgg5tkb6+cAXa6cT2cc/hYvCXJmpuFltv99Z38w8AFBqU0DHSpndkAQJSRRRcWxWl24oB5rSUqrB/bntNnTTOhshK5WxgB9Wi6oLMPvl0fKzsXMWAWYBg8Y6KmnmGBmlTs3HigljJeDa7dVrb3h6H4vbaM5mwn1upNIVg10pzSuzYSVcWNBMqH+ADaPbczZBVAYcCH3FGFYNXwkrKNqrxAkiZWX3UyluI4DBJcgRl/sh5VjV72sqoQsoJZ/IaWKbrC7al7Su+iBh96AjiRXTJmsxFDPIPo5QZJc9TcCLmbURO1UCCqXAzXz0Z8SuShlX7G+UebOR0efCatdl4TTgpI0FBf7E9/L21i5IQsyoaaGaHiZlMIOtvO2LgH85ZiOup85NEbMA0iNooFLYhGHjMGrxOPrRQXFtbAEjrGktW8LYvveTUtgyMRi6zWbSdh/dFAB042VSKo4AUBEzjdq6fcH48z9WrKT6nsh/TvL/5gF5ntkTQMguAMazP0bLsPMVeF/PWvZ7LDT3CMp2eX2/8E/n4//8ex8O3rsd27c+B2vO60LBsY8q80rah2O7sC0blmVxee7Mff/L9UT7/h0NEsVKJklTxPFykci5geyZaxEjY2pKt9rUajXs2LED119/ParV6glfd/nll+PTn/40HnroIdx99924+OKL8Td/8zfo7e3F5Zdfjptvvhn79+8/rTmtGATu2rULw8PDuPzyy/HGN74Rz3ve8wAAX/va11SZ+Kk+9IfvmfchPBa4FSXb8mGaBlpKHjzXxV/9zXm5C5KvGY5Cn/7iThtcJi4p9k+AjEpbSKbVRWVsHzWqDnZ2wHj2x4jRKKxtYnGaJ8TMgVh5WF0wht5G3mSFtbn+u7IuH+ZZB7NIZSSJhGOrmhpCDaokIQRoLgUy80kgRJTPuQuYt0GVjlXZU1gvAWXeRlSjUawLG2ThwUCgyeoGANKAWB9TX7QVWDTLUObcwRiVrkV1nFfu8r+qpA5mdoS14/K6fs8FBR5qRqb92Dj9YzBbRUyk1U4ASI45M2RiyJs/ZmJ6rSLUmHEUcKNAN5dLK0YLv0cXgUR/v/aflG0aGWCWsau1k4COsMtWF0YM8pTc7ZVRtSh9YyA2cdXSNHYVM/K5kxQKtd/LbhLq99HxF7Yyz+rmhkqFSRcIdHACCJJppSKvFDbp9RbjcYD2ixNXLm2I1dIE2820E/jkbSKLMNhYJMaQj1cNIfXk+fsJnAdjKi5O2guu9PWx7TdXKYVvJTOUXcuIYwH+ARjr3qHPDwA75+d0Gkk8jmo0ilnLVr15VTNRSm8Bodd1tMHYeAO+2v5HGFpapM+4VAs4IYfO32XsX/67A2gGgpw+Q/2E08BfbsaR/S24YfqQvmlyOqnfkq1sKsVtqGQGPneLh81rn43K6mehp70dLcUCbIu+4070HWgY5lG+f3kAt/zn+ONYZdwT+/4pNtDI4DcCRNHx/APPjWfa2Lt3L9atW4fzzz8fF154Ie6991684AUvwM0334zPfOYzeMlLXoJ//dd/PaVtPfe5z8X73/9+/OAHP8DY2Biuvvpq3HHHHdi2bRu2bt2Kb3zjGyua24qFIQCQJAnm5+fR2dmp/nbw4EGUSiWcf/75K93cWR3HEoZkWYYMGXVxPJNiQAD2KDy1/YriBAcePYLv/PDHsGwH73zrvVwK5Ti3aIaZPu7/EbVtMK5j2iTTNpe0IOUqpVbNtP9Z/jHV9yZDGtql5CziDrGKkNKTPJbMce/StG5Mz29DVLalrdofLS/C4KSIqmWiP0mpNyqdUiyYWIA02XCIaEbEMlImzwsIkjoJKVyPhACO9neTaKuK2a1D73NCAAIoLMLxNiJ76AMw1lzVLHbJ5QYDIBZXBB1SdgZUD2DF7mPgJ4rP3iYz4IrRonKgEU1p5TSAgawTExaB5aplQqlfg326N46P6/aoQeV8FldUCpv0nEQNDUBiBlVJOa1rQYNZpIZ/8VUUpbmstxwD7htcnya468ANwPcB/Do9/JmuP8FgZ4fepozlZWJvI6m329r1TQJ7Lqr14PW70l/AsFegYxjcj/7CFgW8Pv+NC7HnZfezCne/KnEO+gGxcwj1/wsDzcdXBEsDEQMv+TzkgZTbq4+R1aVsUUQ4I6IPtQ2ASr+WqS1Uwomc9VFOFJQzxtbemFp93Z9aeP3cY7ips1cbdyfT2t8vL9xYLgxJG7ROAqjleQCQ1DGYraKboWimWYQlzCL/vxJAsZL/hj+fwyte9Ku4cG0fPNeGadowDQNZmiBLUximCcO0jvsdmGUZIN+TptkE+AwDUOgwZwtzspFP/jj6Nfr3LE1Rr/sIgwjFootCsaBu0Ofn53+5hSEvHoR9DLLibI6vTx3EDc74WReGXHHFFbBtG0NDQ/jiF7+Ir3/963jFK16Bv//7vwcAvOMd78CPfvQj/OAHPzjt96jX6/jWt76FcrmMl73sZaf8utMCgXEc484778T+/ftx1VVXoVwuY3x8HG1tbWhtbT35Bp7AISDw0YkxtLWV+U4w94E/Cw25YhhtnsQqJk1TbiE5cye+3reT71cjCPH9n/0CP/zJ/ejq6sC7/mTyGJPMAbBcrxm9md98wTQL+sKdt5UxC/RF723U4E9NOMeUCagSsCPvJf+fv1jI8/NqRwDK1mT5NgWs5ocobVn52KSgLKylCz6nKSgFs6iXpUcP0MpMUWnmGU7ZV/FPFCPowloMRAn1hIlCl3swlShC2dowSyglcwGEoopO5lTfmupDzItLvI3ETImYI1+GVcc5zxouA/bHO+5iVsyM6vo0ofVisDG0tKgYPWXvIaAwpzJVKmC5aRCgBAbO6WEFAgXoCGj/Rfvd8H5lFvidHwK/2QCOhFh76ae1QlpuDNQ5c7RAYTAukyo1JxjJ39QMRInu98y1K9SMjEB+ekgZgytWTsBt/hxhkRQApSIWNbRSRssxNosYiruwyzykbXpY3a3OP2aA1Q2M3EykdQwGKR5wS003MXK+yfsDUBZB/amF3iTEupBSRgTwH+t4Dy0tUnl9ea8egBOKQMTOx+lE9n9uBC62YWy8YZkBOTOF8l0C6PYI/mzc+HkPz3/OBrS3FGCaFoqFFpiGqb5zLYuEGScEgTwMwzgGG5cREFwxCNTbPNHzgiBCFMZwCzZcV8rXxjkQ+AwGgT09PbjjjjvwK7/yK1hcXERbWxv+8z//E5dccgkAyhB+0YtehNnZ2WO+/sUvfjFe8pKX4PLLL8f27dtJzHmGxopX/OGHH8a2bdvw2te+Fm9/+9tx5MgRAMAnPvEJvOc97zljEzs7gz6cT4xT+8m3fTbmcKrWB/UgxD0PjeKBfaOwLRPndXZAzHRFpEF3++3NYgOrK5ckwL11hqcBVi6dYjAu679LJmg0o0uy0QRdhKIZqCi5NAD8A5yA4em/mWVWoOb64eJJAlNZZzM4DMZ0v5/EoQFc/lwgICelvcxXc1PAy9sIBGPERokvIvdrVew+1Bp7qWTKYCF/QSUj6DJglnWvFaB76GQt4kkqGcfjWsnLSRpqHtJryGkR/c56umCjQ/cTMkirxeOU+iGG2JI84vZqdkmMq0XJLUrZfFReLs8YhsMlXU/Hp3FGcy1bojVsPKgyclX/IZeid5UKuvzsH2ARRpATorBfYLCPAIfVpdMs4kkCSZZJ82YTZzF3rnLprzj3q3jDHZfjw2+5Fms3fRyXvfATuGqJegqH5zPqFVyeYZsfTi9lFnMGshJ9GA4lanB/nTKdFi/Cxl6gfp+2zfH3A0md+leTOcDfj/7M07FxRoZBP2gq446aljaCtsycNVE3kJJ/HwF+R/V0wiFGbiBmVpZVwuvThHomeW0fcEuUEczAcNAPyFeQ5y7imkpxGwb9AKMmKdpvbemins/M4HNlDgNJCVctafX/rOUcGwACzWvsdEKlg8hj8jm92Ibx7I/RfshNXH5b8j3BBuZ/8I55fHRXghu/WMaFF6wFUEcQ+3AdD6ZhIEpCREmELEsAZCfNec+yRCU7yXdm03XhOGAkyzLFOOZLv82vP/4wDANQzOM5VXDTSIwn/id9YtZ/enoaq1evBgC0traipaUFXV2aDOns7MTCwjG8cXls3rwZt956K172spehs7MTl19+OXbu3Invfve75PP7OMaKQeCf/umf4pJLLsHMzAyKRX3H9/rXvx7//u///rgmczbHmfeFOvn7nfw5xxSSnfWx2PDxXw8ewE9+vg9xFGN9ZQ2u/r0fEphIp+giKF/WyZz2DJMypKhapbzoHyAwJ0CJm9iHvQL9LipT6Q+TfGKzoC8MUta12oFCn/ZYy9hwNouAYJz+Juwg9/6NxPtypWI+J6VsBQBZhIOzUu4rk2lwPK6Bjahx+eIt7JmKYpPyJV/MUegj1iac0OBBxB0CdoMxAkXcXF9LOXc3nlTgWqlG0aHBdy66TKL0EIyTqACzQBYpYY0IFgDQ+nkbaC6y1nl2T4Qn0oeVj6+T9+IYOABK1CKAQxS6qsTLXm6UZ+xpYCcAgP0ZFVsotiV2n+oJVWa/wrQKgI1mAKeXbFQyg+ZS2qr6DfPzrsDFiJ2SAANAbxKiJUlwa0sX/qljNVnUHMs2Rv7m71fJFTUjo3YGmaP8LZkmIGiuad5HATyFtayUbVA6SqKB6i57Wu3Dbq+MYZuOiaR4bI8aBMjkBsHbqD8XCdkDDYQ+KnAJiLElykhMQp7tUQO1mM6PETtVauCqZer1BXBhYxEobaV+u+JmjBgcsdjYi+GCiVpjrxLbDMQmgVVOCdrjFImR5M/6cLFVW8gsH3km0PC0ACTfCxjN4I+f9QH862MH8eWrdus+4/xY9ntrycXk1CyOTM3BtBz0tK9GZ7kHBacAy7RhmTYA8llLklNR3h4fgB0P0GVZhjRNkMQR4jhEHIVI0xgr7S3PICXpLEcEPH3iRs+N0xvHEiyd6viHf/gH7Nu3D2NjYxgeHsbGjRvx+c9/Hpdddhk6Ojrw8pe/HB//+MdPb14rLQf39PTg+9//PjZv3oxyuYyf/OQn2LBhAw4ePIgtW7agXj+BYeiTMJ6uZtHSt2guuyOVUrOxglJFfszXG7j3oYPY+9ABvOdPDlL/leFrO5hlDfL5EqDqGXO6c+kPOVNm+TecILAgXnB5A+R8FJz0lOXKTgD0c7yNdJEWQUg4oY1spXcLoS6VSZ+b4WhjYS4JqvnIxUguYIW1SNf8B8wDveqi19SzxmVgVZYUk10BmcJWSg8V23AoYMlDlXgBlWjSNH/F/HlNRsKqrJgrjzdtK19CFiFKbi5SJlSlbulhFGYJJPCQHrF+c5V+by4zq14wKW8y0FcpDywm6U1C6knL9yIG+5rNpaVnVObPa6fWDeRTOGLV1Tk1kJQw4lhHlYJlvwDo0qxjaQZRjkdw/9ElyvzIxxBKTyzbyIy4nr6ZkBJ8/jV8zuT9+tT7883EQOgrKxiZ49DSImYth26U0FxSf/3cY7iutEQ9c/bCccutyvyaX18zMupxbDVVz2nVMnULRt7LMj2EobgLB90i1oUN3NrShfVpgqtnH6V+SrPUvN+Go8vXEuGYzxY+WUkYaOpJzDbvhfHQdhz278O9C+34l/L5xF6mh5usmarpYQwFHm5t6cJVN0ygo70Hr3zh87FpzSqYBpClCQzTRJLGSJOEy8HOMePcZJxuekiWpUiTBGnCgg7DgGVbME3rqDYc/d5Hb79RDxD4EYolFwVPxGkZ5ubmsLr3gl/ecvAL//iJLwfPHMQN3qEnxCz6iiuuUPZ6//Zv/4aXvOQlKkouCALcdtttK/avrNVqGB4exl//9V9jcXHxtPwvVxwbdzxTw0ceeQTlcnnFEzg3jj+ME9ypnmhMzS9hfGoG80t1pFlKAhiT1HGLS3XsG3sE77lujrM/GVyYBQ3eJLpNAIo0lTOLBiDXc1cCZTAySAQp+kQdepQFBmaamUTpFyysbb7wALqMKZFjTif3WxVyjNBCM7PFAGvEKaOCImpOCUhYZckqw7zlBwACgMLuWO10Qbb7mnwGq6rnUfa/jqGGgV0lNAleqtEol8Ga+xAVkFIH0dP7JmKMYBwwi6i6vYCR69vLeeRVbN5v7tOCzWAsYcBt99C6RlOoehswEJnsvUhfNv3oQDWdBeUNc9+gzMXuQbVxPyvCu3QPXxPTRyCyli2hZjoACpSKYvv0bZJFGMg6dY6srIWIc4wMNX8fAZhAvxeVkql/cyQ9BDhr1XuOWHUgBUaMAMh6ULUcVDI6P2qFtWpOI67H5VGgkoFUwy2tgFlEpbBJJWIcNfI+dnyuVzKjOeItJw5SwpVohvbVKDZlN1eNOhDN0TmVRRhxPQw2FkjlzuPWli7dv8nHt2ZkqJkJ0H4+KqaF3QBgtALJfg2scurbanC/SsypFdYC9QdxS9s2oLEXtWIZNSMCUGLmmVojRhz+TKMXB02TGMWWzUBjL7bbmzDYQTchvaGPjsTVqT6AApwD5hqMINXCqWxJ914um6P6VyoL/D1g7LsMSKexytsKuAsYSGzujyQGVW5asst+gg9/4xL89ZFRvO7PC/iLXSGWgkWEUTs8p0ApILAUG6hvjo//HXn6FSGymoEBLgeL64IJg8vuWZrSd65BqSHHfCtVbT6+gOTceGaNN7/5zU2//4//8T+Oes7v//7vn9K29u/fjzvvvFP9zM7O4tJLL8Vll112WnNbMRM4MDCA9vZ2fOYzn0G5XMZPf/pTnHfeeXjta1+LtWvX4nOf+9xpTeRsjSeCCSTWjr4UljN3Z+Hdcv9/7C+Nn9cmcPdP7sfY+ATiJKbnGYAJA5Zl4eMfadPqX+mzk8xWFlI0sVQ5hk+xcgBunp3Hu759E4yBT2ibkHwEm+SXCmOWzBHgKW7Wgg4BgTKczubfl7MK3kb0Jyn+rXAP2qPnaSGGiEQEzJW2ajGGv19tVy5cAJrVuQI4WdnZxPTJ2gCa4TNL+N5jD+EL5V484JaIBbNTDdiEkRNGUXrvJFNZ1KgiwMgzsCKcADRzl3HMXXFz82vjScDpVXFkeVGJYm7QLLA4ShnK85V8YaUmzotZZD4CHEXQk+u3VKIIuSHgeQHQcW9iMJ1jmfIsmhxPla2bRdg5P4cd7T0KGEgpdbhgqnVTKvQcU9kkfhBPP6BJfKGO+fLSJkekCWup1lXOp9zzZO0VA81gVFjBi8I6sVwGGVTPWjapXaXP1ixj0A8IcPF5IzFqu70y9R8KoHK6cfOCgR+0dmiRR2Nv89wZ9Mr53cQIyjnMx24gShh0d+p2j5xCv2J2Y3vUwITlKnZV9m14+ohmDdO6jtADtEArnjyafXc6m0VgEhPn9OqyOI9asE+powHgDz58BL+27QJsW/9sdJW7kSQxDMOAZTmKfTtbgj8AWgUsPX2GoYAeXUkzZCn1JGYwVDUnPye/ESAIY3iei0JBbgzPMYHPZCZwpeORRx5BX1+fipv73Oc+h+985zu48847MTc3h1//9V/HZZddhssuuwyXXHIJbHvFfJ4aK17xm2++GXfddRe2bNkC3/dx1VVXYd26dTh06BB27dp12hN5+g/q63hi3uf4d7oPH57E3ocO4KGDD2NhqQ7HcRDGISYOH8FjU9OwTFOzVG6vBlwCABsPAmlAFzz2SFP9di77z3Ev3PrYx9rf+6QWR/BFjRr9mSnMIv1Fb7UT2yIxY3IRzIs68pnFQHMPF/fbVc0EvxVcrO1mpAeusFYzEdGEBhyyn26vsvWopVPUOJ8t5YQRJTXnSmZotrG4md7D6qKLWuYD0QTeeN5zMGvZ6E1CdUFuAnuGw31d9Dfy32MmUVhFWSdJChFQ1XgQyitNjoO3gf7f6YWY7Kq0EjvNAay5pn7AgSjhkn9OfGG1U88Yi05gOOQvZ/c0A0DuExyITeUJV8kM3XsoANFqV0bJFbNbJYLscYpkMSOlQwEiOYW4+NpJMooCdJzockvbedqjMJ7ErGVrNS+ofEy9e3NKXKFuQuQcSqn3DumCPk9kHKu3jRN0BACKoKOSGeSpKCOtq2Pfn1psZTLddF4NF0wV8TZcbKX1sHsAs4ydiwSOd3vlJgBUMzI84JJIqFLcplNRkjqua3fx3MaiNszO7wv//5X+Ap3fCOlGIJpoEktVzG5iBmMq1/ejA5XiNkqDSevoN1dhMKTP14jr0fw5ZUfaPAbbDLUmALgHVkQh3fpmRYbyDAwYiAe586KOgZD8MNV+8ejPPJXEUvRShNE8/GAJaZpy6ddRDODZFvzpfkF5P/WIem/DNIXq45loT0L6DYwYl18vfsmZwCfaKFp+noJjy5YtOHjwoPr9rW99K6rVKj74wQ9icnISu3fvxtDQEF70ohc9LgAInAYTCACNRgNf+tKXcM899yBNU1x88cW4+uqrm4QiT5XxRPUErsSa5WyNOE7wXz/fj7t+dC9m5hfwVx/1NbMlTI1YnggjZTg59SiDMSkPAs19fNxvJwxTf2ppOwyxrlAl1ED31DEr1AQApM8tmmlmZfK+hMcaotZllnEg9ImlEF+5vM8aoPu2JPZMGL68/UQwpsvfUnpmhi3P6ABQaRkAjmaIhA3Jhdo32Y4sZ/9yvYRNzFqeRZSR609Uz5d+Qf+AjoHLs7bCqjapqpstS/JM4h6nqMq/ikkTVk1sgGTugH6O2OZIyV3saqSULPPi4658Brm3Mm8hA0B5EOazcxUolcHnGwD9nBx7JVY0Tdvw92Nn0K59AcWyJH/+Haufjf8mtjByzohQROxjhuqB8u+70l8gkQiboyvmVY4tM+Fi95Lt/whu7bgWV59XwWBjkZjDXFl0IEqUuled1yca3G87tDiDg26RjLbtPmIFObdY7UvjQcWcq35UAGg8iAF7E32+5DV5lpbXVFk/yXkT5OYprR/8HXEU858f0pObO6/7C1sUi1kxu/Fnn5nBBau68OxnbcZ5Hb2wLN1iceLv3pNXUE59HOuSebSIRD9XhB8ZDAB+ECEMYnjFQo4JPOcTGL3g2ieHCSw98pRjAvN6CwD427/9W9x1112466674Ps+XvziF+Pyyy/HZZddhl/91V99XLjjtEDg02ksB4FPBlhTfXln+T0ffnQS37v3Pty/fxQtpRI+vCNBk3+ffAnn/e6YMVEXTgBN3oDiXycjZ+K8vFdKAai8t93ytAwRkAjYWS4WcXs1A3W8iwVfdIYaBvVWSTlYSqZygRThiQwRoMhFOP9+Ak7yQg0p5cprhDHMJXSsTxMtBDEcWmMRP4j/n+yjAFjZngCbvDBGjpPdozzcmgQ4bEat+rEEaAkQzPkDSn+n8gmUx2Vwqb6pPMz7royH83MRE2m5UC9n9WQNsyXqExRRheyTgGoxC2cFMQDkk2YuCuvYiYewA88mxk9K0nmQnPdBFJGCAI5wgkQVBZPmwQBI9brmPR3zgAXAUSri41mh5Ie8vwiZGMACxHKOWHVa48ZeLapqes8F/OvUPL5Z7tH7CzT1miKZBoJx7IxWY4fzaDMIlPfnEmwFrgJ76qYnDZToR90AyHuIqAgspJEbPAGhrNSvBvejUtxGz63fR8BRQCTfbKkbQQH/ecGZnMNy4+d0K6GVOhZpQ0UgShm8UtiEd35qHh1tQEcZ2NC7AWtXbULJK3MG8Kl8r54tEHg0+KP2IK7XMHMoamAgg+9HCMIYRS8vDAGXg9f+8oLAX33bEw8CZ0dxQ8tTHwTmx/3334+77roLd955pwKFv/7rv47/9t/+22nZ9J3Win/hC1/Ai1/8YvT19eHhhx8GQGXir371q6ezuWf8OFPQL8sypFl6XPuD6Xod0wuLcBwbH76hrr6IKeJpmi4+YjtiteuSr1zEzbIGgOL9JyVNKUEK2FE7x4BKypQAXZAUE8YXgzSgeUhWK6DBoNPZdAFH/T4uv+aYn7y/m78fiGawy55m6xLt49Zf2EIXY7cXKvtU/MYkDo4tQWifSwqMKWYErNZk3z4V1ZZnokBMYNUysXORrDkGQl+XWUHqWPWa3L4oj0JhRyQGziwTkLL7aD29DVpQ4x+gtbTagcJaVC1T++6FE5oJNBh4FdYye9eAZPlSObqLXmNogKZU01LqbjxI7JaAUxZ2IA10rm5ab7Zr4f2ppVPozzyVkgKD1LykJq/zexHgU5nNnJJStUxUDR9/9/LvASCvu7zp8kBSgmQdq+FtxGCQEnjgSL8Bcw2pbpM56ndL6gpgiNWNGiwWahp5r7u8CXn+XMzbzki+trDQ/n7UGntRC/ZRf6AwZ6WtVPaMEn2TwZ+H152/Dru9ssosrmQGJOpvIPSVaGhHYQ6SqqI/DwegTMRBwHPUtJoAIOwe6gmNJzUANBz0Zx71WTYWm85P6ZvdHtG6jpoW+gtbdJm+tJWOaxZhwN5EfozRFJVymREciE36DEm0nH9A39iJBU5hLZXdG3sJPBe3KTslKk03UAv2IclCtJYMeAULraUOeIXSCku/J26jOXqQC0N23LLtibe1/FWGQeK84/kPnhvnxqmOLVu24Nprr8XIyAjuuece/Mmf/Am+973vYWho6LS2t+Iz8m//9m/x7ne/G1dccQVmZmaUUrizsxN/+Zd/eVqTeCLHE+0XSO95enYuKx1dbWWc19WBguPqu2+rXTV0A4Dy7csPMUpmdlDdsQuQczo165MuUCksYVNjickKxulizWkYAKCyRYNxUquKv50wjsubwwtrcXChzhfhOpXrADQpDZcPzp8dcSzK7jV8qBSQfLlVMZPLSn/JNIHHJNUXccNhFi8HjrNIMV2VzMBA6GMgNjEQ+thRmEMt2Ef5uuzRVjMyvZ/RTFM8F/XcBXpNGw/ShRMukPncs9elwSfEj4+zXIMxBYxg9xDoNRy13tmBTzErOUPAIJpBLVvSvoUONdpXzG76nZXXyppDGJ5wQp8P/n70m6sI+GIWSObogp9jayuZAVhkNqw86jIf1fQwAR/xduTcZ5WgYXVxfyKBceM7z8Ml3sWKiRqIqbw+4liafeZ+xEpmUPRYaavKLx6xU53p622k89PtxaCxTq9bMKaOj7KrWZ4s4rJqPKkf3Xd3jD48NXLnqwg86Dwgtk5UxzJo3gQ2Lwrr2s6HS/8TFpk6k4XNRvW8fme9+qz1F7ZgqGFg5/yc2qf+JNVG7+zRKAkoAAB/P+46cAMGooRK13z+izG0st8J9tFxNxMMxGQ/IxnDFaMFIy5ZuKDQR/PncjjlD3sYCjy9TrLGAqL5hkx8JGsI2TOz1LS2URQhzYAsM3Lg7Kk0CPaR96sB80TXGXnsKN+4sz/Lp/RIn4Sfp9ppdJJx+PBhjIyM4Nprr8VFF12ESqWCT3/603j+85+PHTt2nNY2VwwC//qv/xq33HILPvjBDzY1JF5yySXYu3fvCV55bpzOEF/AlB3qzRMAytUdZazp6cbOHfwlH4znenHKSmwgdiUDsQll/xFS2a8JuChPtECnejBzN2LM0EXd7WUgQkxUpbCJLrLhBJeS61T2EXVtMEbvmS5o4YPh0HODMawrlzjl4oDeMbnI5i+2YtALaJEEoIGSMIvyfo0H9cU8x+JUzG5UCpsIPFolzTKJmbM064uNB0LUEGLCctGRxHjJgra0kYulJDfIxVIZSCdzELNfYlk9mru3AUjmuEzJgFgYHE7OWJ8mGPQDApCybwLS/f1KnAGzAGPdOxiQiUijUyd28LrW0iku2znKo65q+ArwDcQmWf0E+5R1kIhq+tFBNxeY5RuEOfSjg3onExI6jJqWPr52D0bslJg8UC9hf+YRK8VlSNVbCqhUDDlX9zhFxdAq9jqZpseNDDDL6E9SSo4xPGIGvY18IzHBWckHMJwdpONYv0/5NMqoFDZR6b24mV/boPnI726vXnf5/9z52O+sJ7CZb0Ewi6gF+zBcIDBbsfsIYAM0N6udyvZ2H4H/dArDbqjBMbcgyE2F2OzA6cRur4zXzz2G/tRCpbgNVTPBrtZO7Ghrx3Mbi6gYLbgorDMjmAOdwRiBs2AMO4N2rN30cexxiri53kIWTJaJXS2tdJ5nSyRiEV9MkF3P9qihjs/2qNF0HHZ7ZB80XGwlBtpowa5iRsdACUNyN2Klreh31tPrRdTDwpOqmZAIx+1VzFqSJgjjgF0PTm2oEu2KgKOB49vNZCesyhgGYPLPcYHgMRnGc+PcoLH8vHn729+OLVu2oK+vD7//+7+PvXv34nd+53fw7W9/GzMzM7jzzjvxoQ996LTea8UgcHR0FM9//vOP+nuhUMDS0tJpTeKZNgS4nc5r0jRlD6r8YwBA5tEnGq5tY835uXQOU1880XhQgQ3aaIQRq47szj+ji12+X02i1JxODQSdTgJRkgwiICY/zBKVdcTg2SxR87zqI4yaUgPoX1J8wixpYUo4QRdfJ8dYLmcQIArQhi5xNvVQsULWKjWX/7yNTUxODSGBocwHoikqv0XEcCjQJa83SxhaWsSgH+Avpx7Cbq+MO8pddAH1NvK+lrDHKaI/pcxWpV42WaCT+VTSZOClyqIcHUcxWu2ahbTaUTXJlPkBl+xJVKlNehcLa5tYQ0QE8FSaiDCCwRidA3JTwGBcsU7+Adq2uUaxbiisxYC5htWufpNwoGJ2ox8dGAq0NUgVs+RbJ+smCuiMhCfChFbNhEQceUsQZltFkSzJIjWExFzCZdU1K6kzX4FBMZpWSTX1+/jxOp2PAjpkDcA9Z3YPAWQVucefF87rHfQDKpX6B3RucL4cDQBWiQExW5wsZ635dQKS+5MUg0FKQLiwFjUjY8aurBhOOicj3brANw/r00QpvK/raCNGVZjMaAJDS4u4pe08AKRKlnLuQKy/6vuTFHA6cXtrl1LifqX9fAwkJWXpk08bQTDW1N4xYblqv0bslJ7LCTDvnplQ56aA/n50aBDsbWgS4wijOBD6mtU0V6njMOyGGLphEZZpwjIJWCVJhDRLTvp92DROGQBmuZ8TPUuA4Moj4ORZWYomAclTjtw8N560sfzm4p577sHrXvc63HbbbZiZmcH3vvc9fPjDH8ZLXvKSx50jvGIQuH79+mM2UX7zm9/Eli1bHtdknkljpZ/nDBmSNEGShEiSGGmagMoLRs79/sRfMgaAted35xr2S8yaMBunynHc32Z1wbj8wyoi7KhhlrViLw3o/0WoEE/ShTGZ071kUk6VhIhkmox+g3HN0CUshhDGpLiZLsQiFMjPW+KknM6jym8CEACokqbydMsMBVKJZYkIBDmd9JiUq3P7SSWoIuDvp0zfdEqZ+w6ElKU62FjEpfU5/N21X8fz7/sMAOBFi7NqM2IVonzZpCdL+t6yCJLPS71TDl3EWckKq4viyWJJeciJUuweyqUFMY7rwgb6M09dgFV51OxWUW5iq0HlYo/YrpDFQbJdsaCJJwGnm/rY4n0aiIDNmlmIUU0Pq14ygEDf3cX2Jv9IMoiuExADoDKpAa145jYAAvJ0Tgz6gRZ8cNRexWghoJotKQNy6SVUUXs8RowZ3dfpdPO+8U2D3GCIEMjwuMS6QP9KRi8DywpcKpMWTAy7IZWSC2sBt5fYr9znpd9cpfo5a0Z2tCAJ3FsHUrFXo1EMF0x9jgBaxMFCDdUeUNyMSmYo5lSV9CUVJhP1NTHBdxfbqRWBGdwRYwbr04SU3+wnOGpa2LmYojcJUU0PoxaPo2r4GLHqWBc2dE+gSf6XdONE/ZkVowWXNub0zYdZwkVhXeUP/6C1A+tCKvNOWCRAEaB61RIxgyrPmXs0+1OLzrF4Emg8qMQrlOU8g107FuDaBaQJYbkgqiMI60jTU4mHk368M9mSY7CRv4EMQJql/J0dq8ePDwozmKYB0zQQJwmSJG167Jd5ZKnxpPw8Fcf999+PCy64QP1+991342Mf+xhe/vKXo1QqneCVKx8rBoHXX3893v72t2NkZARZluE///M/8dGPfhQf+MAHcP3115/RyT1dB/WErHBpswwZRxIlacQgcOXbtC1LlRGVkMPtJUARzWj2RMQSWY5JUH1/gWbuuH9M+drFk7RNswAU+jA8z6Uew2PA1g0lajDLBAD5Altr7KXnRBPqvQTMDYbUD0c70cM9c2xjI6xhrpxUC/bR84ub6W/xpGL0FIvCvnNKdGGWtbWFDPHjazoWum+yP0mxxylie9TAbq+M1859BvjgT/GGF38UN0wfwoJl47qu1RgIfaxPKQO2apmqJIw0IGbR7KZ+qszAoB+gapkYWlpEf0bCAXU80jr1tOX8EgWk7/bKqBQ2YcBcQ5m4AKrRqM5Y5nGf80MM1QO6gOdeD0AnvwAQMY+ocmH30LlS3AyYJWQ//4Rif+j53D/o7yfwwOVrFSVmOJphNBwCV8mcKu82ZR2zMXEFLq1BZmDYXtAldLOkwbJZpt+5fFxr7KVjm06prFxqfSjo84r731Do4/PPo38zX+ciB/uIVUNI5x+g0jVq2RIBExDjOWwcVuzYiEWgR/KCq5jVNzkipiltpVImg9CR9JDyQFQtE2ldiSsU8xaMNafL8L+jpqUsXpQHJfdbAiAQHZCy9+bpR5t8BZWISNjvYB92FEg0c/OCgaHAQ7b/I8j++m+wq1Sgcm+wD4ONRWV8LaOWTmFXK91MSebxA26Jyr+8NrtaWjGUrlHlahFX7SqQD+CullbNyEcTdHMjQjTuRxVhjQh3DNio+wbiBJhbmsH80izieNnn9oyMUxOQ0M25AcswgCxDnESIkyhXBToOm5gBtmPBcSwkSYIwiHJA8KkJSM6NMzO+853v4NOf/jS+//3vAwCGh4exdu1anHfeebjmmmvQaOjqQaVSgWVZx9zOL37xC3zmM5/BRz7yEezcubPp53TGil0G3/KWtyCOY7z3ve9FvV7HVVddhTVr1uCv/uqv8IY3vOG0JnFuyHh8d4JpmiKIYp34IOyTWItYxIBQv14JQKAFC3kglLfDSOZQk79JT5QwSAAlBsiFT0Anl/8A6BK0GWl7DGHI1G77GNZOCc3ZpI6jLU5kCCsYzQDSZO/0aruQfKqDiq0CAYXSVp4/f+CkVxFQfWKUtEB/IiDl4o2zj+LLc59RT10X0uuXLIvyWp1HAXcrAJ0Pi3QBO+sODrkxak6IkfQQhqeL+KeO1RhsLKrosOyh98PYeINab/JSm1KWLcJu1XjtR1yPgQPNmfq+TMXe/VF9K/a0FHHN/BHcnMS4qZNVuIary+VpXfnoVTGr/OryZeW1W3YB2VSzpQfQHCkox9kqqd5SyqNOuBTe3nSsawCd5qwurSbjFNFnZIBZUIkl0hNZtdoBOIrpItGEZOV6ZMFipzQ3Ob5NCm/O0E0OA2aBYvM4hQKuJFS4GC5Q6XfYW6v2S1S9tZRuki4K6xj1yqgB2O2JP2SR1scs40o/IIEFe3NS7q9msFXecjRKa2g6qEYT6Af7d0YgtXNjEcNuiCtDF8NeATXo8mzVMjEYlrHbNrA9KQEocWxdiFnLRgUurutaDfj79LmfTzhxOjEYuhg2DmMwW4XrulqR9pEaG7/ZwNx77sfXp1bhRVYLvtJeUj2eV4Z1XNhYxM+LrXjATXVOdLqE9SCl+Xp0oJYG2LmYYkdhDv3F9fT5SWfo85lOqGNDXoj0+AOuC8DHoB/gAdfCRWGK4dJWDC3OYJfXCWTAe/5fAzf9VYTWFhNhHCBJE5x50HRi6xf1iOQDgyo4MAyYhgUY+nlHs45c7uWbebdgIM0yRGFEzKDnPqkes0+FkaUGsid4DbLsiXm/W265Bddeey3WrVuHD37wg/jQhz6Ej370o3jTm94E0zTxxS9+Ed3d3bjxxhtPaTs9PT1YvXp10zljGMZpiUNW5BMYxzH+6Z/+Ca985SuxevVqTE5OIk1TnH/++St+4ydqPFFm0Y93ZFmCOKZSsGlYsGyX7wSOf5L6UYQwipEk1KDsBwEOz8zj87/xI/zdIx+D8eyPKfsN5XOXT6iQODTJ7j2Wp18+Tk4ioNxeNPl+id9bxD1T4hWWN4wOxrVPnfx/3tsOOPr5otBkNkmBTUD3KkrTuoBE7uVSjwMK3IlNyPIYuqZeMNDFOh+V1Z+kuOuy/wt8rqpf95Z+rP3uFbhm/giWLAuzbForJr9iZrw9amCPU8SV/gI6kgi77GnA6cTNcyEWLBtLloWDbpHKdQLcZa25dK+i8XLrLQbOkq7Rn3lKuJHfD8Uq5f36csbT/amlI++EeRXFNqCPTd6fTwZbxtQaezForKNePHltzhxYJYAAyMfQqf5CMb7O93RKyVPMzDk6TEXLCQjNewhGMypWsJoeVjcc4nWXLzXDLOm4N1krWeN8tF1+v3m91JxZZVwpbNJelYAGoRzD13RTlTbIAJmBoMozlli1vBI+7/mXHtZAPW9VJHMEmrz9BGwe5XvIghnpa7zSX8CsZePLX9kB/PVL8OC/rMWF52/BQOjjJQvTuKNMLQr9SYpLG3O4u9iu4u8A4MLGIh51C+rv0nPcb67CpY05Yv0MRwHbJm9K9pPsSGISz4jxev4cj8lZAKWt+MjHHsPGShHtrQVsWrMVvd0V2Py50+ALOH1weDIQSL1/+Quv9gXMIBkhxjG9C3XvoLw+DCL4jQCWbcIrUk/9L7NZdLDtT554n8D5UexoHzvrPoFbt27F4OAg3vGOd+C2227Db/3Wb+Hv//7vVabw//7f/xvvf//7sW/fvhNu54ILLsDb3vZ5XafAAAEAAElEQVS207aDOdZY0Yrbto1rr70WQUAsUE9Pz1MaAD69hgnDINBnGAZ3mxx/+GGEfeOHcceP78PuH9yDNc/9Gja+4IfY/ooHMeyRQrQ/SZu93ADVkwaA2BOrSwMhUQHLjyh0ubwHQIsQBFjKtqIJjiVrpy/uvFkswAxNM0gh3zRu9BcblWXWEKJaphK2LoM1eQty47+YzDYpi1k4ohIq5G/yryhrcz6AtWAfRuxUgareJMSD/6L7CLPLrsTa716Bd89M4JDrYVcxoygzLompJnhoNeWwcZgAIABEM7iutIQdzqPYVSpQqTAeJ1YqGCcLj/xaAFpZy8dTQFUt2AeYJQIJfGGvGC1anJEuKCZosLGYs6ohNrFqsim04bC61tHld8NRx2YgSppMwysmsbq1eByV4jbqn0wXgGCc1L9S4jLL9ByjRaujc31wIpAR4UPeqxFZRFY8nMyhLF14v9T7xJOa6c4iOm5Or7rxkf7Litmte+5APZyDQcpsd6gBYLYsNtA/oHonq8H9uvQLAN5GbnPIJdDw2tWyJW3hkzZofmZRiWhqjb0EAAENFJ1uei4z1hL7JqVgsShS5y332w5ECXoT7fdXDe7X2+HP0oC5Rim/pW9wt1dGRxLjw696Ly676xX4pt1FZWAGx3ucIoYWZ9CbhLi7SNGAA7GJ4YKJ3V4ZP2jtwN3FdirpmtQ/LFZDdxfb1Q3arGXTetbvIyW5kaFitBAALLaqY6AdC4Rhbld+mTHbkTl2AY7lcF+e+lTi8ffUHb8UnI+KO/oxYQWBlczBcW24BQdxnCDwo6eg7c0TO56cnsAnZt8OHDiA17zmNQCAV73qVTAMA7/2a7+mHn/hC1+IWq120u3MzMzgd3/3d8/o3FYMu1/4whfixz/+8RmdxIlGHMe44YYbsH79ehSLRWzYsAE7d+5ky5QzP1ZuJXDG3hmGYcJxCrBsBzCPzQJmWYYoSfDA2AR+dN8v8MY31vCHb/opBkOXLg6ZjidT1hL58phYlIhy09+vy3VmgYBSYS1duJxubUKcTNPj8aQCCeoC3lQS9KEMYlVObplUrWa3VqoKUyfPBWjbwug5ndrjLZ6EslMRYYGAzHiSWCKJ9MqzmWKgy+bJy7Nk///svXucXVV9N/zde599bjMnM3MmFybxhEwSDFfrpVWJ9lBblEdsvbRPn9HYV1GLY1tvUGDAQpAYwbEWKPV5X0astlXAaStgrSiKKEcNUBXQACGQZEI2mcll5sz1XPfZe71//NZvrbXPzCSZkAQUFp8hyZlz9v3s9d2/3/dCCRgVmbYgLWuquxTo4LHFTaFruZyk33oe9vyqDVcWafK+O0mikvaggZywMGSTnYuHOrrDAD0BqYUjebM8kqsxMD6hbHa8BvEnOYaM9pPUtFvcFNjQmkEeAFmV9amVGo4R+ENdVlCLBBLiXUBYI3WxzH6myVYqcP0RTc4H2Z2InZtp+dIeZtAikN4TkKCI+Xhwu5S5b87uJEPh2g6qhrpdyq/PawxLw3FtEwNAcv7SxAtk82her9WCQdfRatSwpgVBdobyny2+3sqqfZ6zWuihRHLthmxH29GE0wpwe6hjIF4n0MLGzTIX2atspX1CnEyL+VqW9AEvHCM+aXWnbkGzyl1+N3proQKU9B0yKoJ8HfJ1aphT91qr6HsQlskCRm5PIdxPx9oSivPHDz6D4V4MNnZgwiGGTz5xOnKps9BbmUEusRa5xFqiMIQVEv4ERbJmQR0DqVbc25pVwg42rb4vk8X51Wm0BAHag4a6tkecOF2LooTBeBJnVyap9S0rrEO2g0K4H+fOFIkbm1yN9qBB5zp9JgFUec8ZSCboPUbWNPNkFSjkr7OcsVPxNOJuAuAkjudRUMEWMsKyICzKDJ57+pgNIi3LghNzYNsxBKFAo3GCEMlL44SParUaidVNJBJIJBKRfzcah7c9+vM//3N8//vfP6bbtmBO4F//9V/jb//2b/Hss8/iNa95DVpaonYJr3jFK47ZxgFAf38/br75Zvzrv/4rzjjjDPziF7/ABz7wAbS1teETn/jEMV0XAAiEsObAxscqbs5cjvl3y7LhOIfH5ALA0yMHsP4Pf0FVAasFSKzFgCVvhsJox7LXnJzAVKuFX7Ncw3NOAjlun/nDOkbMbP1KZWlfaQb96YTBL4RKFumbGUd/Avr94TRVTPxhVY3rsdMYrO7U7S/OH2WOnmrbJfS6OYOYuX/S1gX+GHHN7FRUSWynAIcqGwOxUV0Fk602AhMSEDqyGppcjUFRBqyMbDsKeKjjw+Uz8Y2PD+NLD52CXakUJhwXE05MKYGpCigUN8oUEcBKYls8jd76Mkw4MbQHDbQHPm5LtGBztgU5SLsbzlfmFBbmNzIfEC61MMO9BHorW3XEllQHIy49GJ0s4E8CqXXUJoy5KIgqABLwDDohUNkBL7EcsBMkbqgNAwlgyO6EtfYaeTzWwAvG1HEfdDsAQftGAM7B+iAtFdUlrA9sGc1WJ1DE1Ve3i9q0slXuuV2AP4pCbDEgAhQcFwhLULnQvF4ABTtDF35ssTQolzQC6amYiy2HF0+qHGQIKPpAwQYAaWkjLHjShsULxtSDBClz5XdEetTR9TwJxFoIaHKOrWwFE0iR13Ooq2AkOqH83AFRAaqAZ6cIKPL1znFpcvTECKD120UgrGDA3g8kVsvoPRs5yaFU5s0MeiwXHgR6KzOYcFZg0BnHllhKikCorT5g7UdvFVrpHluL9qCBiSCGLa7kkoZlDNl0H6fWb4Ah28GQ5NJ2x9MoWFX0SIrEuyYPoNDRid5aiIEUcFtLFvkwAARQCIrwrCTy9jJsTAyBfF2yGBCPAfY6ALbKKfZQR2+1Rg9SAvCEj25B9IQCytpiRiRx/84r8e6TN2Ld7T5SiRbE40lw9U8IC3P7+Z24wfzAEFBt4dlD28DwPBKLxZBICNRqdfhHAAJ+m4cIgRNE0TNWemJWY1kWpqenkUwmKUPasjAzM4OpqSkAUH8ebqxduxZXXXUVHnzwQZx11llw3airx8c//vGFb9tCs4NtezZQYUBjWZZKEDlW44//+I+xbNky/PM//7N67c/+7M+QTqfxta99bdb7a7WaalcDdHBzudxz5gRS/i+kVcvRj1AEsEBPhEe6TPMUpVf9t+b3mRwt5i4Bs7hPrAKeNx/YHJJ/o3KGeZjtrllqWs3pU6IUf4SWxRMe+xCyabLbRdUOBmymTyGg8khzibWaV5VcozltJuePq3zNWcNGlJYSxLgdBHbMDFfO8eVhctGSa9BTr2LEieP+dT/BOdt/X6luR5y4svbg95BSlMAFV7sUv9Ai0YUi+WNCVQo5HkylSchjnA8dnDtTxOOpVqyqV9ASBLi3lc4FV2YKdhDhes7iAvJrJp/M3F8FqlydEWyeT8nDu3DqIDa22ko8A0iTZ87NlZw+EtY4Op6Mt42vIUCJZ3KIq+PTFZAxtIe6yk1WGcz+mN4uk6dn8CN5//MiSWCTq3N8HXKGtqwQKoNqjhRU1jnGMiSXUp0b4Sse4PnVaQykWvXvgqI+n82ZxPOMXrEMA/G6bvPz5zhPV1bymQfZ41NVjk2Z+RrzwjGl8ubIN0DbFW2aHMXjqVZqPydW6v0Hgawh21H81QunDmLjIoo/ZO4iAFw8PoI725YSh9QpE03AXqEqtZxl3VexyCDaiJjsrcxQLnJ1V9Qw29behKaNDZ97HiSg+hQ+8rJP4d0/WolTV56CTEpnB58IEDi3MbSlfsd1PGfeQsFsXiAANBoBKpU6pqamsPaUl79oOYGV0z52wjmB35nehauzx58TaDdZFDFeav734fBTd3f3vL+zLAu7du2a9/fzjQVXAoeGhha8kucy3vjGN+Lmm2/GU089hZe//OX41a9+hZ/+9KfzRtRdd911uOaaa479hoQhhGU952gfs8poHeFN6wMrvkUgItyv83llxJsnJ+B8EKJgybav3UlVNx6Sw6eI78r8WHusaY8+2SJ2O1SlZZYog4UbLBgxJlCyDUlLpXCKJmDzhm7F4blSNMCfr+2JAAmE09rOgnlVrqvangBU5igA/ac5wooGNqZQxErqdBMJWIAQBdvV7wWUyCUfhGryX/n0H8jHfBKM9FZmUEjY6PElry4sA0gqEMnVVPYPhJVW1TCy2EhL8EDn5YxKGb1BQ4pLJJne2o9CAsi5S6glayeAcD8GpoQi7SOskupVghpPVoS5bRp5OEBa/5sBUGqdIu/DWoUBf79UAI+p47Ter+CWRUuQA4FarnDCcvX1Z1MlzbMTyKEzIkghqgKw55Qf41tbTsbt7Sdh09QkNrYREOfKE10/LpBYHgWA6TO1uEUC29563FDpZpRQpBAU0VNP0zY6bVrsUhtGLtUJT64vHyZRYCpEbLG2VQomUbCr6Jux0N+a1QISXn+cLG8mnBggfAzGQhJjoB2D4RDAz1XNEYV2SlokjakK9N2pDNAYpmNtRvApqoWvKn45EcdgXMjrMgDsFniVrdSCtzMoyKpePkwqUYYXjgJOF6nX3XVApQLU9uDcWhsgW8BDFp23QYeq7rcsWoIev4JBF0ByDdbXCaTf2baUrI0qFWwKQmxsW4MtwlLV05y9HDm7Ew+kAuQBIAQK/k4gsRJ3JzPorU7j7tRZ8MpUwfY4hcQa190LtnyyXFw5the7Einc1pLFpslRfGbpxfidr4dIujZiR+ideiyH7/soTZdQLlVgOzYWtWXQ0tpy+A8eZjiODcexMD4+8dw38qXxghw/+tGPjslyjgf+WnAl8EQPIQQ+9alPob+/H45D3kqf/exnccUVV8z5/uNVCTxW7eCFjPNyd6uJfTL2C7T5v6MMkQHDcqI5G9h4j+k3RkCxqltuJkBgIMdgsD6iKmmqgshtWa4yAtH2Mi+HW80MznjiA3QVICjOXbnj1rDcF6WSZRWooZrliT0y0fKQwOaG4j5c30HAmYyJDfWqPFYAIgC5xw80YV+qKblawtWtHj/A62cmcH1HV1TMYAJJ8++Sq+ZZQmfDcgXSVKMCkWpeDnFcWdyL1jDAua2jWPrsf1CrtjGK3kYG2+JpVcVhW5o82rX5MFMCuOrrtOlzxApexd1MK+EGVyu5Ond+dVpVcnKps7T6mykDvEwWDZnXHCYkYMtgz+f+Hts/dD7evOQMVXlSx4SPYzitW/98XPhhwUmr1jJAlUhV+WxW5QJRSoOp3rXT+jwA+rpobsWzkIVbzeXH1LXFFXY6dhldjW5W5MrR18hida2C3hYSifQ2MhiITdOf1v65vwO8vXL0+IHyrTRVu7vjKTr/TOeQx3RDqYgJx9XKdDl6xTJSc/M5cuyIaAfArHuNJ0roK9eUQITXcWVxLx5OL1ItZ3OoCrdT1tVO2SlgsUvBoqQc8z3m53srM5HK5+3fb0F31zq0tWbhGFXPhY4wDDE1MYXdO4cghMDK7pPRnm1HoxFg9OAoiqNjKJfKaNTrCBoN+L4PWBZisRgavo8gaCCzaBE6lyxB59JOtCxaBCcWg21Z81QDBcKQck7KpRL27RvG2MFRlGcq8GsNVCo+3nPBX7xoK4GldR8/8ZXAmV24pvOZ414JfCGPBYPA//qv/5p7QZaFZDKJtWvXHrJkudDxjW98A5deein+/u//HmeccQYeffRRfPKTn8T111+v5NWHGgu1iDHbtc9lCCEQhgFs21nwslK526JAC/ImXNtBFRrZMsol1qq2XKT9ZgAOJQLh6l5Yi3r+MYhjkGBWRPxx+gzz6pIJbVfSZIfB4g5lY8EKXXMiZDDIQNBMGKntiVZOOOEB0MAUUBOz2j/mWZmDJ1EDgCmrleZjxGAZwJOju3HqklOgLGdS63RsV2odHReuKnGry7AyyQlLp3+Y7Xr+twlg2d6EBwMK2TLliTwfhKrt2xXUcUaFYsEiLXIA8Edww7SFB1vbVUtVtRPl8tVDg1UFhKweYkIBLLY64XYv89/M1mge7Ti7Mqk4kQBUK1Rds01GxxFhEqiSyLzI/nSCAIAEMPkgJPUs0wOY32g+dJhm17J1y61IZXfE17ABJtkqhkFij+jAFjeFi8dHcFH2JOSEpaucsnqpjl91p+Q6ljRdgM+bpfOXvcrWKP+POacsHjEAqQJZJrWBh3n9Avr7wf6Kspp8fnWaABI/VPBn+Brl8yCpFyygMq8vXpZX20GRgRJcRugGgOo+POb+HB8un4kRJ47T6mUF/jzU1cMD3496fPost/4jZu2q6p+J3LPIQzCt6BJsocNUk8J3O3HqylPQklo0Jz3pSIYQAvW6j6ef3I6hp3cCQsCNu3BcF7GES52fEIjHE7DdGAAL6ZZWLF7SiXQqhdLMNMZGx1AtV+D7Php+HelMKxYvXQrXjSMIGnBjdI3YdgypdAtS6Thc14Ft26hWqpiamkYYhGTwD2BiahqveOWrXgKBJ3D8JoDAiy++GJ/5zGdm6S/mG1dccQUuvfRSZLPZw78ZR8kJNEUNakEGL/CNb3wj7rrrLnR0dMyzlCMfuVwOl19+Of7mb/5GvbZ582Z8/etfx5NPPnnYzy8UBB5rAchCl1Wp+8h2f11XbIKyFDvISoic9JlHw9Uo5mExKAQQ5TwBurVrVJx4KF4Ve8kBuvXKVQ4TJAK6gsReggBV5pToYnalKVJ9ATQwYw9Cnjh5Ipe8vV424jXbwMCcVZeIb5tSBGc0IDa335iQAWhgCSggorzhmtqbXmMYcNokgT8ZSVxR7S0GiyY3z/QDBCLczpzdqapuEV88+RltZu3oKkssVN6GarKVEzBzDJWooMmDjyd7de7l73r8IFpZkpW2Zr5hHu3EEWNFswl65TWTt5cpQNlbC/XDBPsbSv5eM0jvrYWkOmUTcnOYfpfNoMy8nk2rIlnJy6XOilyDJj/OBOLwR6Jm6pKywPxPBZIkiOLKJkDcPpPvF6kAm/vAXFW+lpuqh/x9N6t7inNrglvzmpLnrDsMcFq9HK0ystofoO+n6SMKqG7BwPgEerNLIiA8L5IohPvRIzqoPS6POwnBpEhLLr+nYeMbz1CCgXXKteo6AxB5iGRvQ8WplfzWPNrV66xa507ED7+7GmesWodMum1eEBiG5J1q25biXAsRol6rY3JyEjMzZWQWZRD6PkqlCqanZnDgwD4IIdDS0oLFSxajc3EWiWQSlk1tZ8dx4Lox2JaNIAjQaDTIoL9Ww4EDB3Dw4AGIIIRjxeDEYgiFQBD4aOvowJLFXUimk0il4ojH6eEpDEIIALZlUfVxdAxrX37qixYEzpzyiRMOAu+e2YVrluw+4ZzAuYZlWXMqhB3Hwb59+7BkyZIjWteiRYvw6KOPYvXq1Yd/M46CE/iDH/wAf/d3f4fPfvazyufmf/7nf3DllVfiqquuQltbG3p7e3HJJZdExBxHO8rl8qwvuuM4x80iZqHgTxmFNl28RwsiZypVo/1Z1apKqXDkisQ3nv40EKd1fuQ1b0dq4hXYNFXG46lW1b4rpFrlTR26XceThz8CxDJqIlI+aUGRJr7aHg1EraScTGtNYE22jzmnNbZYZhQbFQw7EakIeabaGIAHX7eepdefAj7+mHr6H0j4gCUJ7ck10UoLEKkGUvqE0ermCDwGxFzljC1W1UAP8r01mpDNVIwhO47eahl3JymlgknufbUkbmtpwaAzBgiHJq5wP3klWgIqfs8w2fZQB8rbJSdKTupi2jgeZFsCK6OAmalk9UQJnpMmHiGALW4nIKuZg04ZCCGTJEi4wuIWrhgxiM0HIU6rz+DmZ6/Fl7Ifxa3tJ2FIWNhQrqG/NY1BaxQQbXTO7DQAqnYxQCXglMSQ5aAgLVio9VpVQCyPdhRcG0PCAuT3Y1vcARBIwOoSd1E+dKwXHbQPEpQMpFzkREbFAOZFktJNbOL1qUq1AaDXN2wMxkK5v7L9GI7JhykYQiFZxa2PoJBYCTQkSBRadKXaldKoudvtRiEsY4vbgg2lIoZaiFOXk897W9yUEmh4iZW4G3HkwwBDgHpoyMWW4/zqtOR9ZtUDR4+9Au2igQHsj9wPzGpkBAi6lHZy4dRB9Z1fH6SxxY7DC8bg1Ybhpc9EgQGg24GcvVZ/t8IxIJBVVVk1zdmdJHqKp3FrexKsqiYRj4uuRh1wF2ML4nTNSYC4O55C3m5DIaUtes6oHMTKtdcpwDoUW65sgvJoxxDoIaYQjoCU2baMwKN7SgHEXx10HQAZegiMkRI8HosjFovNyc+u1+ooFsdxYN9+VEolxFwXsTg94AWNBqrVCkIRIJlMwXUT6FycRUdnJxqNACevXglASLAXhxt35xZCSkPomEvTZzKVQroljeXLu5SXoeM4gKD5IebG4Lpx2LYDx9GiECemW9mOELCPwB3ipfGbOe688855f7dlyxb80z/907zWdEIIvPzlLz9iTFEqlQ7/JmMsGAR+4hOfwJe+9CWsX79evfZHf/RHSCaT+PCHP4zHH38cN954Iz74wQ8udNFzjj/5kz/BZz/7WaxcuRJnnHEGHnnkEVx//fXHbPnHYhypwONIRi0IjHYhTdoFAKiNK57S+ZVpVM9+J5K//C9gykfyw1uBL7wemUDLzAeSCR0JZnUCMVkZsRMaCNX2aAsPIJoY4XZEvf4sVz3p5+1lOrMU0G039h5kJbKo60oMt0J5HVyVM7z7lNef4GpBahb37LR6TUV3qWG23eyUwYs0ki/koEoWlCWNWo4TLZ3TZBuHBx8e6tRyk4bTA2I7YK1Df2sa8GliywkLBbsO+GUyihaAZyc0mOfjCACuTC9xO2QUXFKfc668SC5fHiFZpEiwTqC1rrbZC0tKDJKzO7GhVER/OpTVvDrumbLwlocvgfX6TejxK9jidsKDIC+3hI27114HZKlFC8Qx4cjKH8f7QYIAaxxebDHxAi0XBdsGqiM4XyyjqiWrwvk6shMoOGmtCrWkkbOc50acOGDZKFhlJTwaFGV9HmQ73mMuHkBgEpno+eLza6fRLf3s8k4aAzECFDnE6b3G+z1RAmojpGx1u1EIJ7S9i6y65kMHBZTg2S5Y9slK6PPFMvS3tJK1D7eHua3pZAE2sI4tlxXQqrKy6Q4Dupa4IgtIf02QzVB5d8RChmydAE9+3lSQe5YgxW8sBCBj3OR10J1oRwFQyt7uMMC5Uwdxy6Il0tqnU6uwJT3DC8YwaNWAIIGCk0XfzCT6U1D5we3BNHKy0pmzWrC+YQOBjEgUVfT4NgadKjzLxd64fLAMfeTtZbh/h4xGDMv0UFohRTqbqm9xIavQSU2TED76SjN4INUmryGyCPL9xTIlCbOAIM2jFlKpNGKO5O41AuLyuS6WdXQgs6gFiXgciUQS8UQClgW4cRepdPReAcz/MG/e821b+75xUQCwYM/5WRIX6oxhkH+gbcN6DvzG34bxfFjEnChFxDve8Y5Zrz355JO44oor8O1vfxvvfe978ZnPfGbOz371q19d8PqWLZvDl3aeseB2cCqVws9//nOceeaZkde3bt2K1772tahUKnjmmWdw2mmnoVwuz7OUIx/T09O46qqrcOedd+LAgQNYvnw53vOe92Djxo2Ix+OH/fwLNTaObgDWrJtM6uRvR1tbDKjYOsFOIe92456O/8Hfe2txb2sWp9XLaA98im7itqX8fG8tVKRqxYtjq5AmjlIkFo5tQ8x4NkDxgkzOGAANGA3gGLHuMFuzhsJTbStz0uR29vgBqWG5KsotTG4Vhftnx2yZf/IwvPbUsFzd6jOqlNyaQliOxuUxMAOUT5/i4plcNbP1aNrPmO/j1/hYm+1tjsBjsYh5jEyxCfPdTODabN0jqqpSplq28aRWuvIyZbs7wv8yuY5ynRHxgGzzK+AnX4u0lptFNkbsmxL0uJ2y+uZHrw2T88nrka13tf9MS5grWk9eJzm7U31O8QYbhv+lyjmuzq+C5za0IUrhtn/EcknayKj4PyOajbdBCVa40p5co9v0ZrycoSTmB65NZTdS5WceIPvsMc9yIJnQbXuOSeRhp4jzJ88HjwgVxLyeDBoDH5+cMUub4jPVUpct4k2To9iYmATiXeTzt+tKirGU3Ni8vUzTCOR1xss2LYZMmximunz43zJ43Zmn4aRsh+LT8Wg0Avi+T50iIRCGIcJQABa15FzXRTzu6vxfSWOizpIw2nZHh0bmoknN/z7+ARoNgYOjY1iz5sVrETO95nloB5d2YdPS498ONsfw8DCuvvpq/Ou//ivOO+88XHfddbPw1IkcCz7ir3nNa3DppZfi4MGD6rWDBw/isssuw+/93u8BAJ5++mm87GUvOyYbmMlkcOONN+KZZ55BpVLBzp07sXnz5iMCgC/sYXoEheqpkCKwyrp9yZOQnQKbId+/7if4t6GVuGXREgzZDrbF0woA5kMnwoviySJntVBqAuo0uUm/M2X3Ek7LSZAmjXzidFovTyIMMpw27Hn4Eiku0BFcil/HwEpUtUIzrGkeXljT3DlR1QDI7dBKRMSpquG0UeqCP0JgtLYHsDMkHJgrfcEEgMk1UXEJb39jVHsgSuChlKac+Wu1aDNiQAJBWt+g6xBY430A6DyZAJDBCkDrMgCBSidx2lTMGRIrAbcDYsfVVAETVc3LNEy8Oa9V7TtzF3nCluecKnEZmbhCLctBp0xmz9Y4cTMRV6khPOFyjFtOWHp7JVgs+EPoqVeRF5oywPw2jjIr2IG2a+HzaFEFu7cWRkQB+cTpVFmWVduc3UnK0KBIlc1wjECB0ybNj7VnZS62XFb42iJAK2dLW5rKdkVxyMWWI2eR4bNnCf1ZAIh3oVB7ghIqYsv1QxebsAOyAutS6kZsOV0ftqQ/gFreObsTOWHRvvL5CCaxoVTU2ysBcN5eBoTTlEojfHiiRODGrBSzlUxQRldAn9nYtlhVAAfidQJttT0qqnAwFiq1b0/DpmXy94F/QC3rXGItehrEOVUJJ3YnfQ+Cooqeo+OfpXMuoxuJOkFpOL21EHmRRI8fGPzjafTUq9iYSaOvkUVfWTs1iKc/Rccmtlh3EsJp5IMQmyYp0cULx+h6lA+DHur0uiiRibRVxYHxGezxRrBrxy7senonDuw/iGq1BiEEHMdGIpFAOk0t2tZMKxa1ZbBoUQatrS1IJOIK6JkATXMHn1spipfbvHw9zAqgBcCGEBaBVY5afGn8Vo7JyUn09fVh7dq1ePzxx/HDH/4Q3/72t59XAAgcBQj853/+ZwwNDeFlL3sZ1q5di1NOOQUve9nLsHv3bnz5y18GAMzMzOCqq6465hv7Qh5CCIQiVNFGh34vvadWr6BcnYYf+BCQVUAZraUmqtoeXW0ATTpTu1uwOaujzQpWlUjXlksTuYzN6g6DyGcRlDUYY/DhZAnwMNiUxO4CJghMJJYj73bT5FrdBYgqrFdfK6skaZVdC8tVPLx86NDfY4uphRlbritjzCO0M/Qnp41wG0je+LlCefOz12rAJI9HZDD447+b1hqR98ltDMoyZWQcvfU4EJZx/64rNWhjWxJRpQlMVrN6GrZMgzAVmGVVLVETKmf+cnWL23oc98b+i0brnMGotepjcrmy/V0bVnm3qGynlhggK4ZJGQdXlspRo30oAUU+oNgyVeWJd9G+lx+j3FprXAtcKtuBcJomXDkZq30VPhDvwqArI9jCGp1j+TsPdVpvY5SAQehEFLg5q0Xmw2pBUsGxqdJquSp2br1f0aISbtuKKlDZLgHipFrf+VUCZ6ody/sufKowQluc8HLyQUg+hgxGLRdIrdPq1+ouSWMo6Rg8tKvz7aGOHtFB2ylBKX/WC8d09J8E+f0trRrEVLZStSzcD4Q1yXUjAF1wbALkZtUu0A8dygJKpmxQtbRGhtLMGbTTdNyFhS1uSmb50nejx16h2sIbSkVsKBUx6JRpW8uPwavtgCdKFOfmZMkA2ydA31OvomBV6XxLOoI5CnYgPSPpWsnZnbRvdhon1WvoTwmqAq6+RH2venwCvVvcFFAbRqH2BDZm0iqveb1fIWAuI/z4OBGFwMVFf/J3mClVMDU1g6mZMsqVGnw/QCB54gTo5v9pHpzY9FyrgEc+LPVnc4zci3k8P9nBJ+aYf/7zn8fq1avx3//937j99tuxZcsW/P7v//4JWffhxlH5BAohcM899+Cpp56CEAKnnnoq3vzmNx+1XP94jhPVDjYzLA+XABKGAQQEGo066o063FgcCTeJ9KrvRFW43CLltk5iuWo7qTxVOVhhOVA8iP2xOF5Rm8Ht7ScpuwudD5yJ8s8MAUVvLdRAg/N8ZTXObCk3+99FvAONdp1pCaLMlOsjurUsW3YAIm01VaV00rPTQSIHskkZzCpq0y+OAaXpWwgi4ivVoT+uOILidx/Gux96o/Ji+8Yzm3Bj58dxUfYkWqZpG2K0MVVr0FSxmvw+Vl0z8DNfB2Yrts2WsbT2Yf6UItgHoRKi5EWSAEltz6zjYCrEGZzl7WXaVog/w8Mf16CbW6fcnjaVz3Ptg5PFwNgw7stkVbIFIJMrpKhD/VtWrlXqCLfuWbFqtKtZgas+KytJ6pjUdlBrFxMkPOC2tDn8cXqPrPjSsUko4ME+dczXZAudiL+dcRzN/VDKZrOdz9eHP64tbxgsSQPu9qCh1btzjLzbHVVfG1ZH/CcfQ1Za91ZmMCB2q4eivpnxiEegUgmb36uwgr5wBSYclyqKgBICTTgxpUAHoNdtJpaY6mTzniC5nWLH1Vi59jr1XlYvK3sauawNpSJ1NXg/YtPqPHvhGMSuL2Dl2uvwte+swsrFHXBjMcTjCSSTccRizrxAT7s+AMcf5AE8FzQnhAhBbWpYOulECAHfb2BstIjVa1+87eCp7k8+L+3gz5w0dELUwalUCueeey6JhuYZd9xxx3HdjrnGczKLrlarSCQSL+gnmOMJAhn4LTRKLgwDlGsl1PwywlCgJZlBKtGiI+EAVWWJcHuSqzVHkLlFgLaaMGw/2AtuFsdK/v2ptgeQmnhF1MBYqhe9yladtsHL5zEHyIpYbJjed1xFMojeDIwUwV1uz5XFvehNFaNq32a7jEOMvkYWn/v0f+Ijn3kP7k5moiDDDijruIVaZ6jtwaZaGzYuaosuRCpQAaqu9pVr+EB5BN+NZfFkqpV87VpaZ/nvKeubJk++CADlwTw2IJq7zHw0yUMzzZoHXUdx6xjoqAk2uTpqjswgk429a8OkRJbAEeXHVA4tgxbFSzMn9cpWsvpptnkBDDFPJnK9mlY2AFRVTbUcuerI6mz2fmPvPtPWx+RCmlF3bDsE0DaxWTQvl/lrQTnie8hcRDNZxbw+TSDCx6K3FkYsXpTIRX4H+X3mNcPntLdB4Fd5KUoepqoGyizmyDZyZFzztW96BnJSkMGX43OVDyl3tz1oUOXV5IhWtgNuJx2z2hNKiLXer+gsavZZlN6g6tplRwHjWgegrnf+LjMnlB/61He8ulP5D6rzCBhqfc3ZzSGu/FAV2Of7HABYLu4Y7MK6lV3ILckqTuDh5qBmEKjv3cer8scgEJHtmwsEAgJ+vYGDB4tY8yKOjZs8+aITDgK/W96Jz3QdfxB4wQUXHBFOOhoRyHMdCwaBYRjis5/9LG6++Wbs378fTz31FFavXo2rrroKq1atwoc+9KHjta1HNV6IILBSL2G6PImZ8gQEBDpalyDmxLDs1O9FKj7dYaBu2MpCRYonzKdyrnD12CuoYmCmbMgbuAKGptkyt9uMNo/ZilUJE1y941xZg/PFY71fwap6BbvjNHmxj5rpbzdn6ggnlcikhZ7YWvzhdJFSFZJrovnCQPQ4mJOmjKYzE1QiJHY5sajjaianmBOerGbkEMeeH12MG195qfJh5MzgwVioK2/QbcfeWqjanqaYJ584nYAbGxmbhHsGbM2AO6wB/hh6rVUK1L5r8gCmnRjubc0qYHtbSza6P2ylYlQF1bE3TJfnBI6Aruop9XZZKVuVUtvM8eXUFyetVOK52HJSKSeq6G1kMOHEdCYwp3GAvOSUSMWsSpvpMCwcMVTCET6mycU0s7BZ5W7kH0fSYsxrz0qqxArUhjWwrmxVAJpFMH0z4/QwIcGRMkfnCh2Dbb4GTLAmhRzb4gRqlW8ebxunjcz18COFNXwdsmJ3TkNmw7Cc838RViKqYwBaJMJm1nzeuRvBDytK7V/SXQHTs7C6U1dYDf7rhlIR/S2t0t6F/B5763HFY0RQpOMt181AnK9P0w+TvhO07T/+zplYtqQTS9szSCbcOVW40c7MbKB34iuDhx71uo8D+0dxyroXr0/gbzMIPN5j27ZteNvb3nZU2cELPuKbN2/Gv/zLv+Dzn/98RJxx1llnKU7gi2Uwl2QhoxE0UK/X4DpxxN0kqvUKilP7UZw6QDduO0G8pXCMbt5MEk+uBpJrsKFUjKpuG6NAYmW0vck377CMvL0MNxT34V2TBwyOV5UAFAOPYFLzuszKlZ0gcBDvogpE6iyaVBEHhI/1fgUXj4/AawyjPWjgcyN/j288swkjThxnVyaJOyV89ARpSe7PyAm4pttxThtNzMk1QGodBl0H92WyNDFVdyp+lxoSECtQ53YAqXWKwzRkR7lq51enaTsSKxU/K1LRkjY8ep8J4HqNYVz+2itV5FzBprgusuMAVSjksfJQR14kqa1Xfow+X9mqCPkFi0Bv3u2mz5Qfo8mvuitaTZPCF9gZAhLpMzGQTBBfy7FxUfsibGyTpPpwGv2tJKYphPtJzCDBBrcnmTtI4Iv4X7Bcw7C6TD+WG+Ef5oSlwaj0qvRQJw6lnaBr0cnSeZOiFj6PPaIDniVwW0sWudhyDCQIXKlWabxL8Um3uCld5WNxUjCJ3soMbb98eMkhDrH7n+g8Sb4giUCM1jkLRxgoVrbTMqHblzm7UwFArt71SE/FLW4KPUEaudRZCiDnUmdJnqJUuwuL9gtx5IMQeXsZgT4jMYQrZmb1MRJNB6JudAUk7ugOqVqdR7sGauYIK+rhxUNdi3zkv2G5GIwn6bqU1zwLVXp8+RAJIJc6Cz1Ct/x77BX0GaZUlB+T+c4+VKqQnaYfJ6vEZSoaLizDEyVsmqT7T8Gx6ZiIJDaUivDCMfS3diAfOlQ9ddqIKiDbu0pgk1ytuauWwKZpoozw/c+rbKXtqu5UoicrCBCGIfwgnNdb7XBDt42ffwBIYz4hyYtniPB5+DlBFjGR/RQCo6OjGBsbO/ybj3DU63U888wzR/XZBYPAf/u3f8OXvvQlvPe97430tl/xilccUYLHi30IESLhJpFJt6OtJYuY46I4NYr94xPoqcs2k9NGf7KNQyAtS/wR3NaSVQrM86vTdGO3XEnOTqoWMgshCo6Ni9riuKgtHm1LSmAHK6mrJsJokwFQJtGWS6R3+ZTOlcjXz0zgogx9iwbidbKA+BlNcifVa1hVpwlGt4HkBBBbTNVOy1UTjQIe4bQklqf0vgMEhMOKbovHu5Qxbz50qDJipFnwpDyQsAlsSJUn7Re1zXN2p/aRAzQwlRYst7Vk4YVj0kNPVhNZOcoqaKnkLjg2gaH0mXTMUuvUoebKSAETSowAQLb3ZZUrnNZVQuHLSlVRcw65qqnAc1afa9ku88IxrQJvDEuwLit86TMJxLNC3Jet6MRKapMmTlfiDq+ylapSEtAy+BpItUayXXNWi6pCUQt2UoMRtg+p7iLQJh8cACi1NZtAE+DrVGKibXH50BAUUag9AU+U8O6TN2q+ZX0EF49LFbeR3au2zWmjSmViuQKHXjgGLxyjpB35vQCkX6EEooOxkACMrDx1h5SawoCxOwzoAU2UULAln02qjfkBgyrXaaz3Kwp4cms/Z3cqw+7BeFJt75At6RR2StseAepP84FNAXp+cPFHCPA1bCUoW+9X4FkCg05Zq/wBrV4OKVlGKXdT68iT0RLquw5HCjWERarwUFfkuIKcs1pwy6Il6rosYAIA0J8SdK7Kj9GDLH8HqjtJHQ0omylWbvdWa0BYxsaM/J5bSfSKZRGXAk+U0CM68Bfv2INUPI6kG5vHi08/oB+J4pc8+/TPsR9HuOwXNwb8rR/79u3D+973PnR0dGDZsmVYunQpOjo68MEPfhD798/PCz7eY8Fm0Xv37sXatWtnvR6GIQVsvzQOOdxYHG4srv7ekszg4MQU3vy2YeRciv4acZIo2AIUcUCDkzTMKLKBJKTatwuwM7hhfAzTTgwlh1R5AE083eyrF0pvvLAGOEmj3SOf/u0EBsaG0due1Nys5vafnaAn9eQa3Nm2FMAEBiaq6F1UA/yduPx/X4qBGgkDqNJgmBzLuLUNpRn0t3YAgW7FepXtYAucWQpgQFYmZFuc29P1ERTCYXrdBxkvx7ukylW2uK24As0RLz1p+jvhxNAeUFTPQHJxJKqO9jeDQUwDjRrZ2Jjij8p2AnLBpAYjvHzeB04JEUAkPUSqsInMj+hnAV2xk8BOrVcKNZSxsawIrw/SGHS0ShWQnC0rqc6j57RpIYUS3JBavODagC/FQKl1tP0yOzmXOkvys8rwDN9Drz6CQW43W1HRkALkcl8AaJpChRNTXFm98qUARtrRyOgw2BkC1UERg64hdIl34foEAWszfYJMtOm4dXMcHfPPpDhjMBYihxQg6HqhqrCtWrr9sRHkRBZebDEKooocWjBk07H0VFu1S7Yu63QOjBi9XmsV7haWXA8NApxCZf0OJGlfvNoeeMk1lDhiijSafS+hKQd95Rp2x9di0HaQD0J0iQ4Mmu1Sq4VavFgD+OMogICfok4Aiu9LYpEU8qGD907sQ29He6RK3G0HKhtYtX9rOyIcxe4wQDccDBnpKsTVtHU8H583R3NDdcQhgeyBlK2zt1PrAMvF3UktBIJM2Bl0iih8ax2S8RjcmG1w7Z5bezcIfdTqVYRBQF9Vy4LrJhCPUdLHcx4iBCxL0gHn2b7noSr1QhphaCE8wdXQ8ASpg6emprB+/XrMzMzgAx/4AE499VQIIfDEE0/g9ttvx09/+lM8/PDDaG1tPSHbY44FVwLPOOMM/OQnP5n1+n/8x3/gVa961THZqBfLEELADxyMTzn49GaqMgy6sioQlqVtB1k80Ad8ElX4AZQ1SGwx/b0xijvblmJjq00ASw6vspUmOjuhDXbthFb/Wq7ytsvZnejtaKcWmVyXNrCtqfZbLrGWnvztQFUzehsZ9IplmHBc9HYux2AsJFsV2YLzRImAgyUIoJYfi9if5FJnSePkYfozuUYCOsM2A1AVwh4/oPckV2u1MVfSjNQBZXUSTquKDEQVSKzEq8tT5K+WaiWeEtu2yOqbthIxkgRqw5o3lVoXMYZWVR+5fNreNFU5WNkZW67aexBVeW7SBAKYGwdEzI+7w0Bvg+HNSMCFALuOWzNapMyvY5seuU+KCxrvokqy5N3lYrJyJi1h0BhVFULFOaxsl1GCDAZrMoJsUoLNMlWNGBglV1N10RL0MCFthyKimeourU5WYg0Sx+SDELAzdL4tF6iP6P2XnnI8uE3roU5gJAgBQVUsdcwtl44B6hE/x5zVAk7K4Soq+zJ6qMtKtVToy+tYnwNNJRiI17UvJ4gXx+1MjotT5yexEvBHcH51Gn2NrP6eG9c5/+mhjt5aiNtasnSuG6OKoqCV+vJBJLmG2rSAqp73iqYEgfJjEtB2UCUuVdQiNOk/eXZlkqqyXNUFaDnCx6Ypun8M2aTc5lZ1byOjKoLq+2OnqeoXW04cv9oOEjnJ72PBDrBpcpSqp1ydhwSYBseXh2PbsgJ47Cbwcq2E/cW98A7swrP7d2J/8VlMVyYRGFnsz21YL3qQ92Ie//iP/wjHcfD444/jhhtuQG9vLz7ykY/gpptuwuOPPw4hBG666abnZdsWDAKvvvpqfPSjH0V/fz/CMMQdd9yBCy+8ENdeey02btx4PLbxuI7j0QY40uWlEi0YnxF46pn9CIJAtUrIJmOSgJGd0p5e0uSZbvxVmthqe4hHE1tMgIKJ+gCBgsRyzTULp+VE32RjEhBJ3msQT035foVlAgOJ5br9ySBDgqXuMEBvRzsG4nUCUwlp5WFT7ieJCQx+keR0wSXFJRqj1IpCXZL/5SRQ3UnAyCDJ9zWyygR6i5uSps/S/4+rE+G0nNAlD03G2fXW4zoNQ7Z/ezvaacGypaZjvLK6dV3bI/39uiTgSknAJtvkrm6rK7BkiiWEL7OAJYCCCUxrsg3v07k0q6Ys2rDTGujU9oC9GUkNm1YtQGWUzNYy1Z26BSuq2iRcmjFHxBDsgyerisy9ysWW0wTMVSrhE6iLLVb7QnQEw1TbTisQwNcBAKVkJp/GcbUvRAlIKSoDqruUH2DBsRUAGIwnFf/VC8fIJ5D5m+GYapMXMKGMpAsOPYQwSOG2biQVpLpTC03CGi1TZj8r/prl0vFOn0mcWKsFCIr6oaL8mL72WDUsDZX7U+S52NcgPlwE0MiHAgDob+1QRs4KsDL9AUA+dHTcnJMlviS3aC0XI05ci5GqO7ExMYkeewW1U9Nn0r4wvURUFV+VHsSqBMxlLCLiXUByDfpTQlpPVclPMBwjtbPwsTeexPnVaZXiwcrwCSeGGybr1HaXgL6nXlWqYc8SistbsKoKRD+easUZlRm1PPYnfNfkAU2FCOlBx03GYTk24Sp5r7WsuQUgRzoaQQPCCuG4LtxEEqlUK1KJ9LGpAsKSsXDRquUcb3tp/JaO73znO/jUpz6FJUuWzPrd0qVLVXzcfKOjowPZbHben+fiObjgdvCf/MmfYHBwENdeey0sy8LGjRvx6le/Gt/+9rfx5je/+ag35PkYQj6aBaIBx3IOXapf8LJDWDj0DYRd4mt1H2EodAybTO/wyqQu7QlWUOar5FB5FjThP96Fja42HCarh5JUomY0IJHVle4wgOe46G1kMOBAqynNlAtuIRrxbsr+Q5LPVT6sHQBwqa0pfQKVQpJbeuE0hdUDWgghK5isriSlKG2DElXwkFW1fuwBqkVqsYoScrHlWF+vaIWpnQb8SXiO0Uq3E0B1JwbiHUCDFIoK5DF4cbtUBi+EL5XUuup58fgIru/ogseWLobwZlZcnsm7jEXby/nE6ShwVcXgx0UsZ4JJeP4urcIWfjQnOSgqHh/8ESAow+NqqdmylwKjSPazHNTKrGLQQUTAgLAmRSBCxpVJNTfb2LCSubaHAJHwMSiPg1LJhtPoCdIYtKFVtU4bbUd1l+JDUntT+s1Jj0YAEmjJh4agqD0chU/LkC3lgaSMpIsLsn1xqgr0e7YEfEFI1WoRBxDHkC33QYLaXGItIPOqN8wUsTvegXap3h0SFjy3i7ZRxHF+I4OBGG0DmbDXUIgFyKEFHnM87Yy6lkecOJlA19MYjCfR3yqPO+g7xLZK3SKJu5MZaglDq/M31dqwUYekSD893UoFiM/YU5fZvZDVV8P+p71akyA/gx7RgcH63qiqHlD7whV/2i7JSbXY9qUTXgKAlZQcShvb4qHyJs0JSvjo8Wm/H2xtp06AD2xxW+gcBbJqGZawvmFjsDGsBF3f+MPv4ft3vBz3pTvQFdTRWzyIGdvBSPtJ2Bev0XXFFJBwGg3LRj1oIAxdOPZzrwhaloVsZgmymdkT9LEf5Bv40pg9RGhBnGhxzAkKK37qqaewfv36eX+/fv16XHLJJfP+/sYbbzwOW0VjwSAQAM477zycd955x3pbnpchIBA0GoAt4Dju4T9wBMOyrCMAgAITU2UUx6cAIdDaktbApDYMJKCUgu2NBtajgkFHcshsO5qVCuJGqdgurtwY3LreWohtcZn4EIxhIJGMqioBBSSJp5amKomsHkSyW4WvPyetOwooAlaG1tkcq2bkuUaMZBuj8BwAokrB9ZCAJX2makndUG7BRUmX/s1WFhKYepZQJrYsJOB4K73Oms6ttSTQ49xgBmLSBJltcbpEB2BNUtXNEriofRHxu9g/TZpekyI7YYDaad3mk/57HgMXOwGgXduSGBF7XlgCaiNa9CJtS1TOs2rZp7UghHl4dgJAhwL7PUGaAIgdQOVBA4DtK/sT5QNZH4GXyGjA70Dl35LPJKQlyHLlw0fHGsoEmEQRWizk1UeoaicFRyoTN7FScQyRPhNeldTdbDGCeJfmVjpZmVWcJZAsLA2E+TjbaYw4lJAxZDsExixBtAbEUbCJj0gWKdpIOmd3wpPnxwvlsRVAf6KKXCwLL1ZCzpLfXeVhB6qkCRJfFISPnK3b6zkRVxw31EewRe5Xb2VG+/WF01gvlciDEmQirKJgAfkwqY27pan5va3dmqMZVhSf8E+nD+COzFJMODGcVi9jRb0KWD5Oa2RQiE3rTF5rHAOJNqBKnNlBefiU56idotg8KwD8snrt3JkiColJlbxTAJAPAnX8qSotlOF2j+jAYJweugbjsnvgVAEkpY0NHceCBeRAFebBxhh6YmsxCAKyK3/yVlyYOIjbWrK4cOogLl9MD31fPrgT96U7qNqdWIsLpw7i8VQr7n3oFzj7FafhzNU5LEq3wLKgrfde0EP7AmoO4wt+o18ax2BMTU2hvb193t+3t7djampq3t93d3dj/fr1iMWOCrIdcrzwIj5O4LDkf64bX7DVy3MdM9UaHt6xC7/cth2pZAK/d+ap0ppB3vj9cZrg/TEMxMkXDHZGxnaVqR3mZFWLtmBV5xZUAEC8CwPxuk5RkIAnh7g0h+2iKk2NJvqCVSVlYGKtak0rKxEGOmZbmDNsZYtQ8/IMEMIAV5ohwx8hQ122SWEFNKL+ftNOTGX7quqgbOdyjJsXjskoKqny5ePIeciSB8ZtYsX741YlK6Qld24wLjl0QVFW2yb1cjkVJblG8fAor1nuX2NUij+Kmnsn/euGbEetR7XnOYrO7aBKnhKYVOlcMaCPLZbLKZPwhcEhtzAlp27QGpfXiKwMx5ZTokjoaA4jp0WEFV2tlW3RQWtcqaBhJZUlCC0nq9t5MvKtOwx0dRdQgh1Ud9I5iS2O8v2kIIbbukw5oKjDMXWMyVdxRANhM6FGto5VOxHQimcrGiU3ZDuASxUmRYNojNJymNsoQXx3GKjWOYkjqC3dHQY6DtBsJYNAc3cYqGq0Ml0OihHD5pzdiVV1CRSDogR8ZGxdcGx4lqB4wjqdf7Z24eveq+3A3ckM3vL5H+LmS76J90zsw7Z4GrcsWoJcbDkmnJji3G1xU6rNPOeQ36Oc1aK/sxIUquGPoG+GFOIFx1atfsokLiMfhOhtZHSSCV/LADbNEBdTPP0pTWvg8+J2IZc6C+1BQyXBrPcruLeV/C4fT7WSktsS+GznKjyQaiOepyhhY9tibHFTeHZ4H3719G4Mj03BbzTwvPh8POfBZtLHS5H8mzeeF4uY8ATtmxCHTFTj5Jj5xpve9CYUi8V5f/9cxhEhn8P1o82f37RhWRZsy4HjxE7oU9nw2Dh2ecNIJRP4nXVrcO5bf6nFGwkpHqgNa+BjTv6iGk0EkIR58tbbhWaLiZzVYqQ3SIWpQ/YnPfYKVdVRhrH1ERUUv2lylLiKboeqQKl1MthKrKTlJlfT+4KizBn2pXHupFoue7fB7aJ4Kpl0oEZtD1Wq4l3IJdbilkVLlM1E3u2m90jBgydKBGTtjMpiFR+9DTdMW7IdXdOTNrexedIPa7SdTYIM5iSpY2UntNkwG3CH0zoiy3K1QKYukxVii6O8S4B4ZgxmJPhQ5wRUyVX+d+wVyD58pqqZQWIwqSdwFvEwnw11lXnL+1yoPaG4cjmrRYpvVquWM4l9xgF/jICMFDd44RiBospWsB2OZwnlRQeAhC+WiwunDgLCR18ji1xirfattJIyT5ofKOTNjMEj81EZIHK71jBi5n3PC6rwsgAnkmUrq4CwKDWHBSoqz1Z+f3Kx5Sp5g21QEE4TYJQV6pywFKXhxrGnaR+DIlmxSPDrWQKr6hWcVieDZD4eObuTREIBAcMeP8A/HRzC2WV93mG50tYloY7HoEsADsk1UTqEOe56Ob519Tl4IN2GIdvBxeMjKqFjvV9ROcB8/nKps6KfN4RWEcVwYiV6ayE2ttq0fn+M1MN2CjcU99HxDorK5mjIdkjkIjsDPQEBxL5yDZmgAdSGYZ1yLR1jPkd2WtkODSQTBMyFj9fPTOC0OgF/5jbeUNyHsysEkM3ju6FUxOSNK+DwhGrZxLf7jauoUUUw+vPS+G0dQgi8/OUvnxc3nXrqqYf9/PEaR1RbNPvRY2Nj2Lx5M8477zycffbZAIAHHngA99xzD6666qrjspEv5HE0ZX0hBMp1H9OVCmKxGN72zqcVUX+LHYfnZOFVjRt0WANiGeRFEkOWAw+SX8RVHK4AmtYS/G8YN3vzSV9yBAdtAPEzFb8MyTUa3NkJbEz7ACYiJHyO0Yp45amsVJk0YKf05M1xXqze5fVLMFfwd0a2N584HQXb1sfASRNHzbENDlTTkMs956b/B4WsnCBiiyVvzI3k9t5aLOHyxWQenXfbUQgnVJWy4KS1iEECw/Or01LckdQARtrdeAFVr4j3ZngsKiPqyUjyAiDBjT8ML7ZYVVkLyTXEm7RadJYviyW4fY60jmRjrt1cx8FyUbB9IKzqKq7ygUtLXhqg4tLqe+C5HYDbgd76MtwNUKs+tljm5wb0kMDnrDFK6w4mgdhyFOI0mW9sW4xNk6PYmJgE0IqeII0tdhzn12oYSFRp+9l+hyvETps+T/W9dI3E6PpQqlQJNDjLF40aCm4XgCy6g0DmzMpUihipfAuAqrZ6DMjlOTu/Ok2tUnk99wRpDFo1/NPYED62pBuerAquD+oYcdrR354mz0v5fVGVaeHjgVRbNNUCRr607SAnyH9wpHMl7t/0fyGeWQLsT+Mz31iPWxYtwaapGSxr1HFre4iugDiOkfa38X32LAFrxznAYh0DOS1j6fJBSACyBnWfuHh8BA+2tqNdLKMsYf6ONWduA0BlOwYAwE9FxWVhBRelAWACfRVL+ZR6FnDlxEGcll6EbfE0BuNkFv1Aqg1IAbAWyZa+rePxIEgQxibXje3oDVYBID/PnNWJQjiGHDqxL55Af2sHcsLCQGwaOWSkATWdw993Y7At+zeYXUfcQLMCJIIXNxB8PixiTlQR9ljEwR2vB50Fx8b92Z/9Gd70pjfhox/9aOT1L37xi7j33ntx1113Hcvte87jeMbGAYAQIQQEbGsOYDLPqFR9PPDEU3jgkV+jtbUV//eyuI5IYpI+5+vGQrLFMFIDFPCSpsgK5LkdUL5+wKwbvilyUBwmIAo0zLgwgCp6LFKQ5rRqBGUNVpi4zfFezMurjwBuB020Mm1DKVjthI40k3y1iKFzUIR49Do8s/J9eF/2DJWjG8mAVVYl09F4NBbYWEnaB5m7bMaiRTh30DF4StBgJj0wkGjy8ou0uZWNS1UJblQWswRRpqG12gYjlgxBUe+bYYSM2h6DM5jWbWmOG4t3QezcDGv1JRqgmpm8gDo+qgIpz4Oyj+H2tXwvj/U+iW9umJjCk2ynI6+PnoZNxsOlGXzu3mvxmTf1YWPbYopXa+1Q1xOLFdhYWcXHsXE3e9Cpyqfc9+ZIPXlue6s1FacHIGIVw/FsZu6vOl58ro3s5EjmrVMm70HbIXsSf0hxFxn8FSwJrjmdRAqEehsZEpVI2gVnfJtZvxw9N+G4mHBiWFWvqOg/Hl1BHYONHaqKx/m+kcG5yybHz3wAdDs0aDZAXd7txrkzRYoelBV22ofofYL3HQCQXKOOkXm8WaAyaI2jt5HB3ckM9uy4AtYp16q29qCj01MiAigZubehVMTueErHTPI12xhGjyDFdPM59iyBu+9cibO6c+hY1KKrgr8xQ0QyhYUQqNV97N+3H6eeduaLNjbuwJJLTnhs3D21Hfjcqp0vuNi422+/HW9/+9vR0kJVdNu28eEPfxjpdPqQn7v++usXvK4Fg8DW1lY8+uijswyjn376abzqVa/CzMzMgjfieI7jDwIXXgn8xVO7cf8vHoZjO1h/1hk45207dG6mnNiVatOMcZPAKMKtk9W03soMbv7Xz8P6yCZd1QP0xJBcgxuK+0jlKm+wDKgi3D2u8DCQ498FZZ0PC2jVrz+uXzeBEm+zBC+cwarsRaSoAEAEHPBrPDncvuoXsIffiIGxYexKpAhYmPm3xqTC299XrlG+K5sT8/4wMOR94sxczpcVJV25Y8Boti4NAKjAHFvJMFCTAgcT1KE2rAxwTeCnTIdl/qvK14XhE2jkNJPX3ojiGLJQJx86ZAbutBEoa+yQ1dRAbzMfA1Y0AxrE87mU+2GCYwXaWBDEQFZO1hdOHcQf1sbxhju+BvxRA9Yp1+KG4j482NpO+2O2cyXgKoT7dUXQBNV8jZt/D8sws2v5gUjFJkqhDp+PHj/AqnoFn2rfiQ+Xz1Qggk2M2acOyTX6ISuY1IKKeDKyTgAREKJMkw2Abbb11TVpXqOipPinDHZzibXSGD6uANUfThfxcFrfowZSrfq7zKIoyb/NJdbqh4vaHvoOmt95QANDt1MDffOadbKazwspwkqXZoHKXrGMot8M70l17LiaLJ0DxI6rYa29Rp3HnnoVg/EkeupVDfSMHG8e3aE2pt5QKiqv03wQ4uzKJPrTCXWO//mWdrzhd07H8s52xJzfxFZwdAgh4PsNHDgwilNe/uLNDn4JBOqxaNEiPProo1i9migytm3j7LPPjkT1Ng/LsnDfffcteF0Llpp0dnbizjvvxKWXXhp5/a677kJnZ+c8n/rtGUIySVlIstAbUBCGmJyehggFOrNtuP+NDwKZNNkmxNO468Bu3N5+EgYxJhW/9DkCBSU1SYMrPLVhwO3EQAwYuOD9AHZGVyhv5jlh4aKMIJVrbDEGw2kAknfGXoGJlQQoMKnapznE4dkJmdghASB/hgFgYIgtePBk7nYA9kqtEg320DbV9pA9hyghL5LoCipoDxoYSLmYjP0CW8tteMP2LwGLXAjcjS9lP4rd8RQpLpNSkcuPL2wfIjli/SlZRWKg4bQpMKcSJriVamdU1Y588xKqeglfcvz8ETruRnKH9jXU1SDm0mn+n1w+W4iYgIdNvq0Wir1zpsE+aGqENQVQu8MAHiY0p8/WE3pBCVtcDDpFwFmu85H5YcFUgTPI5Ta9EltUdasXQF9pBv3phK481kfQK5bh7iSr1AXubc3iE5271aLF1f8Ea+N70VtvoNsJAJtScNqDBu5OxvX61Rdi0kjgKCmQ2R0GKFiyeieqUjhhYzC5Bh6E9uMTdZmiQRXJESeOwdYk+murkZMA8OzKJArpNqJSWEJajZQxyMbNdprsjVxXCnVa4NlpmQgCeI5RyRRxmZKRRAElBQAZ/CkLGJHU50B+FxjQTDjLsC2UoN8SyAnKLv5DgPKnQRW7TZOjuGXRcngxejjaMFNEfwxASH57bNNDJutziMLcDsDqAkRVVe3agwYGYjUt6EquUUkdFyWHAZMoL6uKA2I3UKcKIaw4zq+Q6XXOcmibUnw+4rBWfQxwfPUwt8VNIR9Q/B5qQ5HN4+4HQMbUD6TouritJYt8oIH3aY6rrgnPcRGKEGEYKG9AfU8+tF0MPbCL5z0zOBRCGcWEYQNBUIcQQMz9TatoHtvxfFjEiBNkEbPQMVdt7s4778TSpUuP+boWDAKvueYafOhDH8KPf/xjxQl88MEH8b3vfQ9f/vKXj/kGvvDGc7tont67H0PPDiOdSuHDHy4CrTZyVgsG3ToQlnF950ppeZHCadVpFJIJWSWCapF5wahWmSaWq3YgAF0N4BFWyI4hHAPshK4ucQKInUY+SGIo0SkTGDoBp0uBJq+2gyYTxVEz2pTcflaZt7I9yYIW9pezkhJMySxat5P87VSFSecL54SFRV/4Lt7wtgrM2LxlQR3feMf38e5vvQUDxYPYnNXpCgRUaf2eKOl2MLcVmZtnJ0h1mT6Tlh1Oq8SP9X6FOFVw0GOnMWiFgCvtYDh/VpQirS3Elisg6kkrkRzi6BYOAYDKdjo/Tla1vwCZpMCfC8ciPoA8eQKgtn5ytTxnncihk4j/cuJWHoSGUbEHqKplT8PGYDyrfA8Z4ACAx559hsExgR8dgXZbSycgSrLSQwrmATuBHGRLNAQKFnDZ9Km48bIGkr/8L+DWVwBOFtviIU6rl4F4mlqZKYpH4xZ+jx9Qli1H3BlVWA91eI6+nnrrcWyLh7ScsIs4bxI83HPQw3lLV8tWrTYaBtIYdAQ8q4qhlizArX15XeRFkniDQVEdt3zoUEQcKH6O+KQEktfL7fXsBB1jSXXwEisJpDIdQgp/CnYCCCmajgyZgUK4H2cjSRw3O6NazAWH+HSbsysASe0o+EMoLFqp/u0B6LcrIMId7Qepa92oHROg1b82XS+Id2kVr5sgv0z+/vojBPrZF1O2oCOiEYNWst6vUFXQtoHyVtzWchZ6/ApGQGB7d7wDg3YSXjCm6AdeE8eQt09xKYWPk+o1IAVcOHWQWtV2gL7SDAqtHZRZLej9OQHsL46jXKsjVBPlQu7JljKXPpp7uRCC/F2FgCWTS+bLL55rBGGIsVoN03Ufi9wYEmEV9do4Gn4d4xOlBW/PS+PFMY5ntXvBjx4XXHABtmzZgvb2dtxxxx345je/iba2NvzsZz/DBRdccBw28YU1KJg8ekKEEAiPQGsehgIjo0XsGx1DLBajig7bbiBOk4dVVe2nu5PUpht0nUgOq2n/kEe7Us2qxBFA23IklpNK08lKVWJSVbDyIgkxeJm+GTtZeI1hmlCdLLU1E2tJaQpo8OeP64oVm0LL6LpIJUuS/nVVsBNIrqaUCelDBtDNPR+EyAch1vsVfOYDfwVMyaqZVwM+/nq8c8kKWN85F6vqFWzOrlDpAz31qo71kukevZUZvb1OViqIEwZoHiEunN0pW6vTGGzsoNYe4lrVGhSjywC0Ihk0UXqoR/JRPdSJhxVOSxsVaoUxf+v8KllpDBQPUiyZlURvPY6eIK0Apoo1SyynKhyLcqQ5uLKfMZI74I+r1iQsVz5Y0MTPKRWsaPXCMcDtlPGDNaUm9RrDmnIgVdw9DVtfe8q8Wl+LeZHEzfdcg+S//ydu7Pw4rKd+DwiKGLIdvLo8RRN3Yq22RbHZKy+pq6iq5Z6ItoOleGkgIZNDEisBO413TR6AF45hz/nfQn7tAYj/fQfOrpAlUMEO8PqZCayqV3BDcR9yVgs2lIpK0ZsPHfSVa9J82TJU82l1jOm7WMRgLERvZYauiXAv8vYyOr5Olt4vFfNwssrQ3EyXydmdyKNdR/UFZeyOpxRPtG9mHF1BHX0z4yj4Q1HgFVZmV/fcTkm9SKnf9VZmZgk5+OHLq2xFXyOLvEgq1XQOcfr+1UeUGhz1EZXOo9Jo+AGOh02tfZUmFBSV2GiLm8KQ7WDC0RVP2Bm5nGx0WXYKPfYKOiYSBPdWazi9UcaQ7WDjojacO1PETw/uxoSswPbUq8pqxkMdDb+Bcq0OPwgkoLPmre6RBUsIXQHEnO9byLBtGzHHgWNZC16SbVloj7tY3pJGxnUANNAIaqj7Zfh+5bCf/20ev80WMc91HE918FHVn1/3utfh1ltvxcMPP4xHHnkEt956K173utcd6237DRsCYRggPETW5IGJSew7OIqWVBqf+NgMTU6AbhNKTzuO3dpQKiqrDwWwuOWqKg7Ed0J9JEr0rg0DYYU8u6RVCiWOyDYgr/M/Xq/zTYVP8XNWVbVYPdRl9SapQSQnVtgZLSCpj+hJPLlak/6FrycztysCTnqrNcV1MyPCNrbauLH7b9WunPPff6yqeqtrFWwoFclKQljk6ce8NbcDHuraPsdKUqVD2oTkrBb0VSwFTpXZNtvb2BmaiJWqNws4WfRynJUEKOv9CrrDAOLMZ9HjE7AwK3gMFHqCNO1vnNJdesUyDMSm4TWG0dtSIcWxncbdyQy9h/lzEqTyuVdZvMIH6iPSTobFNSk6p1LV7TWG1T6jsl1eJ2RtQpF21NpGbDFN6Ox/ZxqAA8quhXNqm7l6eZEkEAngmTe8D7e95hO4vqMLPQ0bAxP0sNDbuZzAOot1ansIePGxihiKSwDBnouG8Cl82cN0XCU4u76jCz1BGuf89x/j5ZNn4yNfewtaArLp6SvN4M62pehv7cCDre0AKJIN1Z2Uc2sHeCDVFkne4HZ3wQ70teRkAVGlqDZRIrNpO1AcVLKVqekoOuPaABC1rik/RhYnibUYDPfCQx03VBdj1jBzspstYsKKjNwbo78nVqLgD2EgmYjy6+yU4hD2xNaiv6UVhdoTdF3X9ijQNiuT2/x3UJ7VUcgl1tK+cnY5C6ygM4IHkgkMug4Bcr6/VHdGryuAKrrVneitzJBNDIA7Mkux3q9g09QkSo6D+xIdWFGv4sKpg9jiprCp7NJ9CnGUyyUMHziI8akZBOGRzOIaqh0KMB7J4M+bPwv7PODaDpKOA8cGBAJKrrIt2LH5+V4vjRf3+OpXv4q2tjncII7BOCIQeCgn67nG9PT04d/0Wzc0N2WuIYTAjuH92PXsCBLJhOSuCSWi8Go7NBCToz9RVYCQeVR5tOuAemmtMVcLmCeRjYvaaOKwXAKGVlJ5oRXsAO++7Xz0t7TSUzmDGaFj6FTLVG6jMmHm35ncP9VyNNScokqgUQo31vsVNbkPJOxIFS0nLAyGe5GzO/FkqhW44nfxpd/5W5xWL6O3FqK3Hkdv53L0pxOab1XdSQT52h6gNqzzcu10BJiyAW1/OqENmLmiw8bRnPYRTivOVE5Y2BZPK4CA+ggGw70oYALWjnMoncOqqsqGaW3CQo/eygzyoYNTKzMQF95Py+bqSFAk429/BL21kI6f00YpLBLUq2sAkCkPBucxuQYc74XYYuRiy6kiXNujTaFrw0Z1UwoWENdqZgDK4FtQsoiqAMpIMQXepBCATYnfNXkAz4okBrIr0B0GGHHi2JxdQSINmT7CqR95t1tXxYRPlSi+liwXebRTC1kaE/MDwsl7fx8AlP+hqkSCAMhAqhW3LFoCgPhk3CoejIVadZtYCa+yFT1+oLKEV9Ur6pzxNcHXY9/MuF6X5Wolumwne5agbGU+N9WdQGOU1LCSZ+RVtpIgJXE6vNoOrPcr6BV0bi7KnoQJx8XrZyZIxCQr93m3W5pxr5wN1ACq4MbWApZLyxK+NmQ2/UFtUtxC+BQll1iLG8ot2t4muZrWw96g3PJtWmevoO6C1xhW190WN4WBsWGl6qZ2eUWpr3fHU9qaCJhdqZTruDuZwap6hfKIQdXhWxYtwUn1Gu5tzeLe1iweT7Xi/Oo0blm0BCu+ugR/e5OF2687CalU6ogA2HMFfcd+GAASNmJOEqnEIrSmO5Fp+c3z2T2WIwytE/7zQuUENo/u7m489NBDKBQKh/w5mnFE6mDHcTAyMnLEpMRmZcvzOY63OpiHEAKcXTTXzalUruCen/8KT+/28M8baTuaVbFEhq+itxZqGw5WRrIQQQo4IlYbzWpAHhII9tgrqPrGHDVAVxUNhTFX9YgvNaE5gGGNAAerEE1if/PvuQIIRNSdcLIQ37sEuHcdPvKZ95C4A1D7zfYTZ1cmcVtLFudXp7EJT+Pjzmk4ozKDx1OtSl0IQE/eXGU0gG+PvYII8AlbV7nYhoQnTLkPPx3di/cseTktk/mSvN3BJHpEB0acOFU3ALQEAUoObYNp7TFkOzi/Oq0SNiJKVgkkcsLClcW92JVIYXWtgt6OdqA+ghvKLbizjb5bzA8rWFWoiDsz/9ewhIGoajsZIKJKVhYokNFp8nwqtarkQiolt2HZw0PxQeX1olTNscXIIY6Lx0dwUfsixdFjKxmlkDU9E5mnydeQpAlErGG4zRjWwBnPbE2iYuuM9q0Sk9hGu1H4im+Yiy3XLXLoihVXoSecGAYbOzRY5oxigJYhE2FQ2U7qdm7XsoCKz1F1p+bMVnfReytbCbCxCh+YU7yh7FjC/QS2OdvXtHsx/y7X3+MHtO2mNYz53Xc7tQAIUOceIFpAwQ6oMssq47nuHfI+w3YxA6UUejuXq2NoCl4KNlXKWQUc6UrwPvBym/b//CoJTc6dKeKWRUvU9+jCqYMoOQ4eSLWhZyCB15z6cmQzaQAWkm4MrekkEq67IE7eC2cQt1BIkUsYhigWJ7F6zYtXHTzcdtkJVwd/39+Bv1/79AtOHXzmmWfiu9/9LnK5HACiIMyXKsJ4w7IsNBqNBa/riECgbdvYvHkzWltbj2ihfX19ePzxx19UIPBw49Edz+DHP38E8Xgcf3txU8uYQRjbv0jPsRX1KjamfTJK5kqEAdwUWDOftM3RPHkAkdaRaj/K1rLytGOgyB5tqrJX1tupIto4FcLwzKuP6Imet9dyIS74Bi7/4nloCQLsjetIMq8xrPiMbAi9xU3hyuJe3Jeh9ZBoQwITJ60tX+ZSRfJ+8/uAqK2HCVB42/k8cKJHkxE2T25nVyaxulbBfZksXj8zges7ulSm60OJRaoipQCH4aen1aCWMvJlGxVWPyovRKmSVcsy4srYR03Z3wD6WPN5k4IYZfdigPzeWohTK9Q2VZYpUtRAudG2PteRuDZd4e2rWLOMkhUok+CZxT4Rax42fpYpMZEKmxSGmF6KOWHBq2xFr7WKWrOSB7rFTanrhqu051enI1UlBEX01uNSWGCcf77uzfMOaFDE1WkWFUlw2lfRYKO/pTXyeRaRmJGHc4I5YHar1xjsSajAcbxLA025jFzqLHpgme97by6LLWEkCGQBlDoWvI1SrKW2k71BAbC1z7kzRfW9jbTF5dhQKqoHOFY5q+WZ+zwHwOX7Ei+jefzjvy/D7526Fp2LWn7jLWFoRL0C/XoDBw6OYe0pL38JBJ7A8UIFgc1jcnJyztfL5TL+8R//ETfddBNWr16Nxx57bMHLPiIQuGrVqgV/8QqFgkKxz+d4IYDARhDgu//zKH71xFNYvfJl+NCFJaUW7Q4DPelymxKY5SMWMf7lNh5P7NVdh7zJqsqE+R6Z16oMghk4+ONRJbD0YVPACIiCVrOSCFDlKrZYVZbUcgDD1oPapWQNU1cAz6ykdYcBvjT2JE5dvEpNXhHD3ObJcY7Bx5DBl0rbkAbCbI0RMZnmdIOQLHoUKOPWF7S1BS+TkxSajXR5vfkgRFdQpwoJ884kmBmMJ3W1j0GFaeBstD7VsQeU2llVdGU1VlWImw2X+VzK47Wp1oZM0MCdbUuVPQf/2RXUpaVLho47V9UMI3P4IwT0pFccq2x5m5WJuawm8VDXrwmwACAsz7JV0bYxstps+jcax0JV5QBVIeRzEQGZ9RF93QgfA8WDuC+TVecFjVGVTIPyY/S9kQ8MplJYXV/yPJr8QuW9OY8i9nAj73ar4z9g7dcWLrKyrKqA5ndhvqohg042YZcgF4A2i+fuAgNBaTSfS52l1fv8nQaA2h4lRCvYAZlyM8jmBx+u5po0lUNVNqErggDU8nh4jWHc/e3X4lWndKOt9cjawHMNtoghMckLwV+QgaCAXw8wOlrEmhcxCNzb+jyAwMYOfOHlxxcEdnR0HPG1dqT5wGEY4itf+QquueYa2LaNT3/603j/+99/yHzi+cYRWcTs3r17wQt+aejxzIEx7B05gExrKz70oYP0orRr8ewMIIIIAASITzRop9BXz+I0xyVemsU2F1WK5HItsqYAolWGptYOiR2MtpHkvXmATvqwXIotMwFgWAOgb+i5mJ7YFamfrUkCA5wCgNslPf2kaWzDxqBd15xDiytO48ghpQUdPrUbPcfFm5ecgRvGR3B9R4tMTtGLp8qajNeKd0WPn7SuYRDdHQa4ePIApp0Y9saTmHAq+MZ9V+KcN38enkPRYxsqFnbHq9jClVIriYIVAJaUkFluFJSjDgS077e1SLBm68SRLS6BuJywjKSTCbJ5kYBz0HXoOMqqZo8fSFCViBhFKyPv2GINqNmMOixLnidVbT1R1y1XfyxiA+OJukqS2Oho8+SCTPY4NzBSIiygr+QTvyu2mAx8U0K1aAtOG9prDeTcDDxRV0CarktpEs20BdnK5ePK1UviAM5QZQkyEUJU9cON1WKAxaS67tvr5BXJgPe0ehmF2LS6LgBKscjbyyJ0APXgE9Dx780uUUCut1LG3cnlKKAOwAbSZ9LxkrY/g3Fp52JDVVc921Xfr0F56fWVsuiPGf6ZAHpia7GqXlExaLMqZTwSK4EQ+sEggBT5ALAT5NGIOAbDHfo7b6eiVTwTXPF33aiYcyV90F1sCNI6kEc3nXt5n1A2RkJ2IhBI38gu+b1wgWAC2+LtgPCxoTSDB1JtuH/XlQCAy7suRX8qcdhqJe+DV9uBFfU2bGxbjHwQKuPo9X4Fr71pCbkvHAPMxkAQyqnvyD4TVSEf2xGGggQuzzsofWkcj3GsY3fvuOMOfOpTn8LBgwdxxRVX4GMf+xgSicThPzjPWHBiyG/aeD4rgWQdI/D9X2zFQ4/8GqtWvgzXfqSuqiuKA8RP+U2jx15BVYraE9q/yxKag+SPz3qqVhwfc2JIrCQ+oJE4oDz+AN1WjBkTQ3MViSuEgOZsmVVAnmjN9iHztsxYNP4d/8mfMaLbuLoCQPGFZnGMmoGfOZToooy+RhYTjktKXEDZ3TAwU0kcRkuwx15BlRYJYtb7FQzGkwRqE7ZuwwNR3hovh5MxmhI7crHlqoXJ0WIIa1GrFJlS0sz14+PNAEQZKvN2GK27SCoJn1NZBTM99lQVVFYON02XZe6vHlyZGnHiKIT7VZSXJ0pUgU6fObtSbIBWMx0FQJQ/x8eEW/w8OBGFE06AKPdUDnXuODGEOYx2hqqDsuqqqoJSfa5a3fKYq0hDg2eoWvGo60qj+cAkfPSVyIqoP8YPRBXM4uiZvNxwL/EOuYIugRn/rsdeoarivG7FZzXOe6Sqf6gKm3wQzKXOisbASarGDeNjeLC1XVlIobpzdmvYWJZZGeXt6a2FWFGv4pZFS3Dh1EFszKT1tdCcZALQ+WEfUT6PsmJ/zcQuXN2+GoPxZCSm7o//IcDalS/Da08nTuBzqQSyR+BCxCL1ehWNoAHXjcM9DgrearWGvXv3YWj3bvzJn7z9RVsJfDbd9zxUAp/GP5x64trBzyV29/7770dfXx+2bt2KT3ziE+jr6zsmiuEXt0X5CRj7xiYwcuAgEvE4Hr1gDB7qdNOVN0avtkNz6JrGYDypns4vHh+h9zKIkxYw6maaXAM4aZogkqujN97GKE3WvlxPWCFQJ9WkAGSrTQKW+giUdUp1F3rrcX3ztpJaqNAYpcnSH5FqT7I2MYEht3i8xjDYrgS1PUppy552SnUpSsgHofLKG4jXZSRaGj32CgJ/DlmvmF6DtA9pdRz7akmlbDy1MgPx0LUIc0/g7Mok7l/3E5xRmUFvlUCwaj3J9IVB11EVFM8SpLIMiio6a8h2JBDOAEERBcfGer+ilJJK2KFsMnbpdmpAViSK0yWVtwrs+CPI2Z0oWFWZDEIZscorkIEAW/ew8Xc4TTy7oEhV3nBMJb6Qdx0B+IiSmZNPwmnkrBZsXNSGTbU29IplpCSVAHCLm8Jp9TJumLawql7B+dVp8jhMn4m+GVnpcQ1BkJ1Q/yZPQvI2zAehrlCLasTXMhdbTvsZlOk6C8qaqyr9NNU1WtsT5YLaaRVFxi1p1VYGVRjZFzACAAGqyMp8buWBaCqFK9vps1YLkFhJtkZSKd0fK2oACKjv4g3VxSSisFahx16BXrGM1sEPUbVhuvYSK6kqF08il1iLESeuzw0PUZ3Ne22u9s0lDON7g6yyRR6igjLyoUMA0HXAVkrEoe1U7eG82x1R8/J3Mx+SCIoruhvbFuPi8RFsTEsKAvN1Eyt1q5mHCQDl691hgPaggQ93nkrfNXnOvMpWFBwblWoNkzMl1P2miMEFDsuyJMHexkLKisL4//EYMzMlPPb44/hJ4SfHbR0vjRfGuOeee/C//tf/mvX6eeedh3vvvXfez51//vl4y1vegle+8pXYuXMnrr322mNmGfMSCDxOg586n9j9LEb2H0DXMhIM5BCnalSz/UPzk7cT5btdlKb2Wo+9QlY7Ulr8EFZkNaZMhO76CJRpbLyLJlfmncUWK1sIxdsCZIuW/N9UtcNyKZIuLq1C3E56n/LQa1MxacTVatN/D4rIhw4G4nWa7NmaxO4kuw4jwUGbEac1yOIKiN0pW9GyvWq16KqiygtOq/zivloSfbUk/qryLNoDHy1BgE/+2y3Akjis++/G6loFlz/6CpQcB+2BTwbK4ZgSYpCBsgRUEgwM2Q7YtgSWS+s2QU9Q1Lm/trSTsVro9zZNrLwOUvVKg+HkGiC5hn5nCDwYBDDnUHEoQwew003+dtPy/I5Lxeew9BFMRo2e2Q7HsPXQdjoZ5YN4y6IlmHBiuKijU1UA1TXY0YnbWrIYSLViIEGgqj8mDbXDMgFY5v9Vd9L5CWv0pz9OYF4CgDzaUcCEBIkd8BrD8rh2UNU7rND+upR1jepO/dCQWKu4bWwmzNeU1yCbIDZH9hrD6th3h4Ha1nwQ6u9XMBmJXmPFbg5xeqDy5QNYZTvZGlkCF04dpIcM+f3rFcvou5ZYi4uSo7i1/SQMJGwMxpMkVrFcsFUOUuuwLS4tiYIyEJaVVybvEwBtaK6Sd6QaV3Ly1GhW9prDfN0AdAVMyASWaTqu7EHI9yG3U1WMeR29NeK2FuyA1P2xxcThFT5ZOsmWP11fBng1QZ/bGdmuXGItzq5MYiDVirMrk2QHJc3e84nT0VuZQaPhQ1hAeByB2KFGIp5EOpU5LlXAMBQoFicwvHf4RWqtpkcYWCf8R4QntgXPsbvN43Cxu9/73vcghMDg4CBOP/10ZLPZOX+OZiw4Nu6lceTDDwIMj46hEQS49q98dMepYuHNZenQTBwPytHqYFAGanuIexRCW7XUR4j3JSdH1VoLK+r3HlfMGMBxFdIQaABJFEQVBUzT8qUymPhAE6r6x1FkDJq0RYehbpaE/wIAhEkUILmGtT20LT4JHzzVXp7WAhQAsGgS94IxeLJywLyrHn8FcaZkW1H8/B9w46mXYNqJYWMmic/9+b2o/mwpzht/Ld41eQDnNCaBt1Ugzjkf79n9uzgjRhPM7jj5qFGFqJNaWYtcqcyV2xzvAvwRdNvLADsOT8jWIAt5LFeJFLyybMG7XXo/IdXF/pgC7D2igyrBITSIdLKAA2prcka09GYkQQQZYhdqW4HUOk3ol+eEzyMsF/nE6XLydrHFjQOWgFfdYajC5URmbCNxEX0gqMJzshh0yuitxrEtTukc13d0YVs8jXwInF0por+lVams8263bm3bCeK7pbLqGuipV4n6wPQFKcwgR6us8q0ruPKYOll4VbJtGbIcICzRMXWhHgzW10kk1NfIor+1g5YvSFW8XnRgMBwjVXDCBpw24o/acQCB4q0W7IC2qboTSKwkvlsrfU94+ephKLYYcAzKgrCwsW2xrAhmcH4jE1EgI7kahWC/qlwOOmVAUETjhZMHsXFRm4rdU+soP4Z84nSqEkuBiuePwZPVeqZ4eLHFxD11O6iNzdvJyTF8H5mnKqhe44ocU0rMz0jDaS/Yoaub5Rbc2ZZGwbHRW5E8zspWnG+twoC1HwOxNO1PUIbnQlNNmtffVBn0wjH0t9J3n1XBlNxDVeuhZAZXdyWwZkUX0gl57Uorrt+GUa1UcfDgQYRCIJdb+XxvzkvjOI+jjd396le/ety26SVO4HEaoRAYnZ7GHff+FACQfv8+MtGtGaRuYH7VYLwrariqFmx8jidW+Xqzl5lZ2TCtIpS/nD+kl8ft4qCseFU86SrPNOYFml56RpIE87CUMpVFAM0+d0a0nFKz8rZJOxaVddrE+8sl1lLiRiODAWs/xJnPAlfeA4xkcc5lF+P+j38NePNjwLZlwNtHgUvWAzc9CLz1PLz7idfh9TMTKkmCFbAAlBIyH4QS9GaVqncwnlT7OotDKI+Dsp6R7UZWHkfEMoA+Ls0UAOZYMkeSQZ48ZkrBLNXAijM4h3cgLU+fP3WcDT5X82B7GlXRlOdT8QGtKgbGJwAAvamirkJz68+4DhQYAmbzQg2Vu5nDvN6v0DVWGwbcTt0+N3mmrN6VnnS8np6GjTMqM9jYZvgehmQwTqksmYi6e5afIaDAIABptL1GURRm2cowJ44V5qJEfMpMWimcCcxLzqc/Rt9NuQzmGDKPUX0/zWG5Gmzx72p7tJm5/K6o7+yRDmn/onKFWUAEzOYWGveXHpuyupUavPzY7HsXcz3l9kcESnMloNgp9DWyCvyt9ytYVa8oC6nXfm0pVi0/CSd1ZnFSxyIk4w4sWJjPi3X+YU5xLyTwaGFkeB8KP/kJPG8vkskkLr3sshctJ/AZ9/ITzgn8Qfg0bjjjqRNqEfPQQw/hpptuwrZt2yCEwOmnn46Pf/zjxzR17fbbb8fb3/52tLS0HPa9RwUCf/KTn2BgYAA7d+7Ef/7nf2LFihX42te+hu7ubrzxjW88qo0+XoNB4L6RPVi0aNEJswUIwhBP7d2Pe376IK64ZEJbfvCNd76UD4c4YHt2XIHtbX+BU5ecErVxmIP4zRFfiqjPFTkmsgNRIMFh8Ww506zg45u5mfzhj9PEWH6MKl6miIQnalZ1mh51BjBSVhOGzUjEsNgUmZgA0PASi3jSyUk2by/Df9R/haXP/se85+ORtvfjk52noGBVsWmajr3pVRgBBtKXDqAoLBPUsrBCZcwCGsSaQhkWd5hRZOZ++2N03gywzMIRuF0UqyWWRdJKPNTJkiM2DTZTvqG4L+I3qEAgoEQmEUBoAggG+fWqntzlsVWehdJvLyJgqe7EDeUWPJlqjVj6KMGJ6eUo369MkWUVVV178oFA+RkChjrYAMCmqMj08OPX7DQB+NoT+vvAYEWCSnWu+DNScJOzO6nSlloHNEbpASNhaz9GM/9aXt99FUvxAdmMnYGfCW6VDx+gzKOVwpyFLIaR83wisV6xTB1rHuqBb677SXKNPq9yMJilan5SeTDSsWoCgGGFkkb4PXaKovNqT8wSvcBJq4cytS2GOOtQo1csw4QTUx6cE46LP/jPlTipswNL29vQ1dmOZJyOfRg0yNrFXqi9ywsTBAZBiCeeeBLfu+cHODg6itaWVlx33bUvgcATOJ4PEHgixkICOxZ8xL/5zW/ivPPOQyqVwiOPPIJajcr+09PTuPbaaxe+tSdwiBPIKRECKFVrKFeIKO2hbnDfpJzbSWt+Dz95G2Pd5NeJo2YndHA8D74JM5Bgr8DqTg3gTOGEJbNpw5rkAE3ObzjLADKcVpMwVSaL0kQ2oSdRQINBBnt2Br3VGlV9OEYuLEfNo4WvhAucWJEXNDHlQ0dnsvKxAU16PfWqNtKV214I92MjToG19hq8++SNc56PV03+K+7p+B8SQGTS2BtP4qLpPdhQoti2ESeuFLdIrcOEE9MAkLmJFuU6r/crap89UaJ98McpWcJqkfust1+DGwaJCTqOKqqtCtgJmmylICKXWIuB2DRNuuG0SjqhibZNkfkvaotj0CUVJQlJMgTAOfmjGczzdjGfMigSUGA/OFA7TnHG5HbnYss1Vy3ehYuyJynTYM8SSh3tWYKuldhiICwTXy9OYLCACWr/SiEHasNaEFTbQdsfTOrrqLJdq5eZx8dRhU6WOIOSd5kTFlVGU+uQF0l1/eQTp6NHdGBDqUjXj8x6HhifUEDaEyVFqcjby+i8Wy69zpGLwidAKUH7Aymqbufdbm1kLgGVAoCNYdr31DoCVLHlGHTKWvUN4sj21kJ4INeACAA02qYD1n6iklS2Uh6zJSi5xO3WYNv8THUnJYrUR2ib6yMq2m2Lm0JPvWpcl3NU6QD0VmZIAJJcTVnFBqfTBICwE7L1boBRM394Pr4igAGxG1vcFIZsB87nBF5/60n4vdNPwWtPXYPVy5ciJVvAIgwhwhBzCTSYf23WM/S/2QpmfjWw+fn5ayKmtczRDSEoJYSSQoCZmTL27T8AJxbDK1/5auTz5xz1sl8avzlj586duPLKK7FhwwYcOHAAAHH+Hn/88WO2joXU9hYMAjdv3oybb74Zt9xyC1xXt4DWr1+Phx9+eKGLO2HDsizYJ/QpQ2CmUkWtXicjXSarJ1ZqHk5Qnm194rRhz6dvor8/7qM9aMjKzRw+QG6HrojYKaWcBQCE00SwDqe1ire6Syo3O+QkXaM2MvPFnLQGogwg7QxNZgyE7IyMAKvKG/2krCpVdcvNcmlSEFVZeXS1iMHuRF9JK3NVHJ7MyvVqO1CoPUEtvzmyTAfDvbp6AaiJZiBOrcObgm3AFb87+1j9DEi+YkLuUxoTTgwf7jxVCR0A4J8ODuG9E/vURMnKWqUiRhw9QRo3Bdtww8QUNpSK6CvL3yXWKgsNrzGMnNVCoCd0otuhqqdJBWhydicdWznZskoagE5v4dawk9bHE1BxbJyHy+vwGsME6jiKDQQ4clYLKXtjixXIYhCeiy0nAFYbpvOcXKN4mqzWzglLVXUVGA7LWqzC5uUAUN0l+XDaLFypduNdVBlryGi/sEL77LSpSiqSq+n6aYwCwSRVRO1OUpcLS9nj9NSrWmVvuSg4NlUchY+CTfFq/a0dQHINBp0yuoI6ejvadQIIH8vyY/S5Jtsis4WeRztQ3aVznf0huh4r2zXHrrZHA3p+mCo/Jv06Jf0gHCNRUG0HAfvK9qgBNBAFZ/y9Zk4oQMrl2hPYNDk692fYJ7BGDxCDjR3q2lCK6LmGnUJPbC0G4uTdmRdJau3OJV4DcM/YhK5AGwp9uB3Rh1e+Pxk0iHzidBJnWQJf+0wnkok4YrY92/TWAmzHgTWXGS5Hds7+xdz7N9eYZxnNALH5LYcHjzTCMEStVsf09AxKpTJ838fMzAz8uo9T1qzB77/hdfjd17ziyLf3t3A8L9nBJ1gYcv/99+Oss87CQw89hG9+85uYmSGO+q9//WtcffXVJ3RbeCwYFW3fvh35fH7W64sWLcLExMSx2KbfmHGoJ0ghgJlqDTPlClXhZJWkxw8Mv70mkOOPA6IK69MfAR73gUUhqQjNFh8PO6XBg5kfDEhlapKAmD9OKt4Gca1M4QYR7mWlJbkGCMroCdJK3Qs7QxNwbDHyocxvDadpgjQJ5VJhCuFHAVqEHF5Wx6E/USXQxpOQ06ZFIWabicnk5mi2xUmugUomAaglfN0vZh+vNwBYOwEAGBgbxh9OF/GuyQNkd1KZQcGx8c7ORdicXYGeelWphr3GMClCUcfF4yNoDxpY+ux/4JMX/xgfKI+gJQhw4dRBbChJoCUszWezMxiyqaqZQ5yOXTBJx4pteGQVTHHOGqNg25xcbLkEaUlto+N2aR8+6aOnfsfDcgnQceVVtpt5sr07Kc9/+kxVtcrbyzSITK2T1+MILbsxSgkasrpF1bwEtYpre5CzWrRYR1SJkiB8oy2b0aAWlDVLlccxAttSMas4d6qFzfzGBO1PbY+qgHHbNR+EUuVK12JP3fiuyGOZT5yuzc2tJAbjpJzuT0nPzepODfjKj0k6hYu+0gxyqbN0W1ftT9M12XSd9opl0faqWW2v7VHX/cDYcHQZ/P65hqSDqMq58NV6S45DD3LxruhnwgqBU3O7q7u0oMxJK9qDehCU2zHixLXdTvODamTfEzhvSS76XZdg8a6xqejDK3Ocm8BkwaqitzKjDKptmZFq3lctyyIQOAcf0LJnt4jpfQuwgpmnUEherwEaQYNUyiJQ28SVxlCEhwSDQgiUSiUM7RrCo4/+Glu3Pg7P2wvAxqmnnorf+93XYNmyJQjDYNZnXxq/XePyyy/H5s2b8YMf/ADxuOZmv+lNb8IDDzzwvGzTgkFgV1cXduzYMev1n/70py+IrOATO4RqMQuEs35Tq9WpHcyTWVDUAgtgbpDjjwONUVhvuxjnnPP3OhvYEIDw8CwhJ6c1euKOLZYms3K9iZWKb6Ru/rJ6Q5NtQnL+yFaGuGEG10r+WXDsiD8g4l002fPnQcrhXOosNYkq09+gqCqFSi2rhAxEvL9hYkofE7cjCmrYsyyxkpafWKmVndLm4+FRD+LpT81/qr6Tgvj+yygdIrsEt7afhGknhhX1qmr75tGu4t4KFolnOHWit1rDvngCNz9xDS3v736NdZNfx6W5Hbi3NYuT6jVcOHVQtepuGB9TnMiuwLBpcdqoOmhM2Hm3W1vKSP6ZF45FOHL89556lQBR+THkg1C3sFlMIs+XEoFwWzi2WFZXy6q9Ssd2muxJwv261crbxT5+0laIOWgFTCgAi+QaAv6RCmdZtyEBpVz1REmrq4WvxBKqpS6r1vwd4Kozc1lzibVKQc3AcsiWno7J1egVy6g1a+QsIyxLIYlsg9dHkBOW9scDNNXB7ZRt+iRQ2Y7+llYF7pFcA9RH5gdETa1bNZrapwMl+W9/HL0tTYDvCOLlvMpWAs384BdW8ECqjY6P1aKvK1NAZlb87BTYSQBOG3EfE2v1frKFDFdszVjGZi/ToKyug3vGK/o1+d533PEVuv64Imj8Tq3HHwJElXiu1Z2UDAJAiBCNwJfASBiA7tCgLtoGnvVb40cPBoyzo+QEwrCBer2Maq2EWqOKRuAD0KDPb/io1sqo1EqoN+oQIjoPAEDQCPD4E0/i3vvux7Ynn8IvH34EP/pRAQf2H0DXSUux7KQlcGMxiBc5CBTh8/BzgmWxW7duxbve9a5Zry9ZsgRjY2MndmPkWDAI7O3txSc+8Qk89NBDsCwLw8PDuPXWW3HJJZfgr//6r4/HNr5gh2XZsOWNw7acWb8XEGgEAVXXADWh9dgraLIxLRzMIdV6BUxEn7ABTcoGqGrBg6tMgMHRq6HHD5RxsJqUmUPoj0sfsqzmqYlqlDumdsaX7eRM5Ole7RsoN9WzhP6s5JKprFfDexCJlaoV6KGO6zu66LiEFe1p53bQBG/4GgKgCZBBsZMGwhpevTgHvPU84AN5fKvtw6i+5u1627+TQnXjm3H7r07GpslR5EMHp9XLuLc1i42LyMajxw/UPlxZ3Avx/Y340tiTOK1eVsfzc7/+LLDIBb7eBQx048DL/hwvnzwbBTvAnW1L8XiqFYOxEPkgxIOt7apdOmiNEyG/TsCcVb05q4XaxlZVm2lLs+k82pV6NScsaskJXwtAkqvJTkSUaMK207Iiqr0LlVmzVDXz8esrzaCvXENvZYbam/6IrCrWIu1rsiuR1aqwrCvYdkZtj+IWSmCh2rvxLtkaHdaVKFHFkO3oljJfE5C0AL4OeT2V7ZFrnH0YASgfR51XO4kJJ6a4hTlh6RZ6bY/RYl6jPRsBut4M4EvJGbtomxujuK0lS+ttzqhu/s4yeFNCrLkregr4zUF1MAFg3u1WRtP83k3+SepYmpW7AibQE6Qj1dY5K4v898YoAXc2agdIoRvvUp9TQh0GfnOJTwAFMM/rSEV/H5RhXfB+zd01xSJ2gu4B3B72x9U9z7FtCIQoVadxcHIEM5XJOYHV/OO58faaB93fHcCyFDD1Gz6CMEAj9FFvVFCpz2C6MoHpchGNwJ/VIRofH8f4WBGnrF2L97y7B29729vQke3A+EQR09OTCMMGYGHuVvdL47dqtLe3Y2RkNg3jkUcewYoVK56HLToKEHjZZZfhne98J970pjdhZmYG+Xwef/mXf4ne3t5ZUSgv9tFohGhJJaldVd2pKjSDTlnz+KQKb9bgahmrgk3AyIarbNPBamCnTVeDAMDt0pU95g4m18iWsCSzo6682mAladL2xwlQSsECrVcSxIUPWEnilZUfo30xR3WnJPdPK2ClhBKmPUk4jcEGCT1MAEZZt2UVoZYPCTQM2Y5KH1HHAdDtpWASn/nlGfjSt16Bdy5ZgfPGX0tg7bOvAL6Yx78NrcR7l+SwrFHHuTNFbIundYXOIn9ANuvdnF2Bj5zzaZzaeZJsx/tULbzsXGxv+wucs/FvYH3hQtxVpkpZX2kGp9XLSlxyWr2MQdchBSbiVEmzKZqMeJVp9PjURjbPFSd3FDBBwFDGhnmipFTNHuoqH1dV7pRdD8Vt8bnurdaIMiCVxdrTEfjD8ji2xdM4uzKpz1FQpsoap75wZZI96KykfkAJ9wPBJFULpb2Q1xiWHohlLUxi0CJTPzzUCYSB/eCM9iZfx7Vhuu5S64iuYAn01uMkGApCrPcrGLId9NgrqBqKOGAnyNg6uYaqi2wvU9tDgCkoypQdWYmv7qKfxHJddeTr106p1iUJWKTpccTSJzUbxHH7tfka5e9vsy/oIYBawR/CiBOnqqJN6SMbE8S/9SpbdXRcco32Cwwm5T6tnCUyi1QZgzKdM4vysL3aDs2plOPCqYO0LFPoMdfg9B4Wr82RfMRcY7H7n4B4F0TPj5GLLYfIF6QHo+YNxpwYfL+O8emDmClPyUrgQnhbRx4HdyRDwIIAUKmVMDEzhnKtBCFCiLABGwJJN41UohWpRBqtqTa4sdncbce2YVsWarUqJiYmMD01haDRkOklgAiDBQLd384RCuuE/whx7K6VIxkbNmxAX18f9u3bB8uyEIYhfvazn+GSSy7B+973vmO2npNPPjmi2TjUOGqfwHK5jCeeeAJhGOL0009Ha2vr0SzmuI/j6RMYhiEEQjj2bM/tut/Af/z4Qfx62zbcdK0EG3yzT63TbTE2iTXbTIfKA20ayiDaBJPKtFlaZCRXa0804Ws/v8p27S3IQpCgqK1kjPxWZZfB1RXTpkNWUnrqVeKGGaR69VpYJg81QxlJB0pOPNI0N2d8KZUfn2wZbygV8UCqbe5jJSefHkGT38cmPPw8RhP7tEPnp+Q4eCDVpqxP8kGoW5MSnLLAQVloSJ4c/56tUzhJg4GjygqWHEqV7iB9B3vrcUpPkbYxDE66wwCn1cvUDjOtSFQaivZY7PEDqgTWdigfyby9jPaHFb6s5gblLqus43A/eexZVbouqjuV8MOsOKqMWfaZTKxUwh22evHCMQJUqXX0Hs5xZg/JxmjUAodV0QBUrixXm9l70bRi4X2XXFS25GErGHVeTGshXq5h6KyqmLHFSviiwKHBEVQJO9wKblboHqZFO+u9830m3kXehWa7uHkkVtL30x/CplobSo4zO5v4SLZtrm1p5tPy8ZPVVr4XsGPBvK1vrgpy1bMxqqkfPMzWr0oh6VD3FPH0p4CDdXxp3cXozS4Bwml84fo2nLx8GX7v9FOwpK0VAoIg3aw27UIn7maLmCO0jBECQdjAVHkC5eo0EvEkWpOLYFsOGg0fgQgQc2KIOXEAArbtwLZjCMMGgqABhAK2EwMsC48//iQe+p9folarIgxDZDs68DuvOBOrTs4hmYzDdmIolco4afnJL1qLmB341Am3iPmheBo3/c6TJ8wixvd9XHDBBfjGN74BIQRisRiCIMCGDRvwL//yL3Cc2R3F4z1eMos+yiGEwHRlAuXqDLKZZXBjbuRGVfcb+MYPf4Znh4fxmU8VI59lX7Heao1sNmpNHMu5bu480RpVg3zidAVilKEzW4KwyW1jGD2iA+1BQ6UaAIa3HXvJ+ePEuWNPO57c2U/ObBGbXn7y3woEWS76ZsYJrBn5rQCoSpJap82BG5RIkHe7VYu0xw8iAIx5dSpZQgKouQaDKgA4rV5W/mMM2tgMGYDyqFNef+xnKCtryrA6nNZgmO1iJFhSvngywk6BLAYmXGkyvfBYfGGAEm5Ps6IagAJyJhBWbUreXzYxBqW+cD4ubxsfP/bnywlL76dp5q0si7IaFLJQhbebK0/GRK485BLLowBAZgWzt6T45aWwXnUNIKqao2heg7w/dqdeb5OPn3q/CQQN8+tZ/nxs5Mx/8mdFlbY1tphWahqbz2eCfKhxJCBRGrmrfbBc3V4+1OelL2c+cToAKBse9V0DVaH7W1q1lygv0xycB2wu1x8BW+So6wGIAvbDgWE2k2YVuXy/+j43q4+5ShhbjHDFQ7DuvxvnrN6seM+XXdOGM9auwjmvPgvLOtqaLF9CgmuWLcNCnotP4JGBwDBooFqvohHU4TgxuE4clmwLCwC27cDhFq7QJtYiDNFo1AEIxGJxWLaDRqOB0dExHDxwEK4bQ0dHO+IxF45jwU3EEU8kCAR2vQQCT+Q40SCQx86dO/HII48gDEO86lWvwimnnDLvezs6Oo7YF7NYLB7+TU3jiGLj/vRP//SIF3jHHXcseCN+E0cQNjA5U8Te0SGUqzNYufQUOI6DIGwgCAPUGwL1eg3pFE2cvfW4qgAMhnsBaw0GUi4AoW+wzSkfltCTBfsAAuoJv+APAVYX8iKJQRfIQU6iEgACoJZwdSd6HM03UBOR5AR6zK8TPjxI8MhWJKzUBPTkzMR72VrsqVcj9hb9dgV9FeA0h0CESuUwzGcHjXbYkO0AIfHltridAATtRzAJT05UBccmIMhWHICqfvbNjFMMnKzSmevkyh5Zf4TIMyCSgIETG0wACOFrk2Qni5xtoTsIUHBcBSiunDiI+zJZdT45Pg2hrLRx+7w+AsQJbK0XHapix/nHORFHwSqhEK8DdhY50aLamTnEacL3qSKXT5yOroYBZI2WZyGxEgir8AB44SRgLzYqbMuRDwKZ5iLBIxuLGybdlH5RhWengbAaMcZWKRMyHg5hGR4rgRk4sShBRvohuQY5YcF65RUAqjoSLk7XrGf5+iHESqo2sfL+kxVKLywpoJazWuAFY4AEhpS+UZJZxHXDmNuHZ7mAPwqPDaFBQhnPriugQ9VpRKuDYUUZR2txUzna6mRQZVbb5vtTXq97dlyBlWuvg2eCkLnM3/k1f4Q4f1y9DUtAWEWhplXF/bEUEAqdC17bM7vNzIkdvD3VnXSu5D6TAr1FP/zNtS3mdqoH0poypT6jUgbQho2tNu7/z8th/fmn6b2mabQ8hrtHn4T1wF2wTvkCYJWBOt1/an4dM+UyKtUaGmGImARYQrAw5FDjUMDOMt4j5nnPHEu0bAQIEUIg7sQQi7kALJVYR64yIYQIYduOmqgt24arlJ+03a4bw9KlS9DZmVXvq1dr8H0flkUVxGPZxv5NHCHoUj7R63w+xpo1a7BmzZrDvxHAjTfeqP4+NjaGzZs347zzzlOxcw888ADuueceXHXVVUe1LUcEAtva2tTfhRC488470dbWht/9XfJj++Uvf4mJiYkFgcUTPcJjzLlw7BhSiTRidgwzlUn4AU3IEzOj2D++D7VGB6ZmZtDa0gJAtvu4MJZYSfYbMkZLDeFHJhpqpcob7lyTC0CKRYC4UBDIoYWqbHGqGKwP6jij1oaNixxVGempBwACrGpk0R9ujSwLyTVykk3o1iZXw+yMqgLmQwdDwqKWY3N7y06h39ZPJJumqtgbT2IgmYBnTlJyeLUdqh3sQVY6wklKV0Acp1VmMBCvY8jujH7WTiEfhNgdT+mWs5NEV1CXxyCp2tM5YcHjzNqwDEhbFRXZZYoDuLrkZNUx27PrSjzS9n4MZFZgINWK+zJZlfwAaw2GZIW1J0hj0PZ1lVES+D0HGBFxwLaJP+e0AQJY37AxGINKEvGCstomT5TgOWn0BCswKHwUbCBnp1Q1T8WvmZnRbpcWXQiQPRDqBLjgSrFIiapDTA1wXMk9JIX0kLDgWTI/ubJL0QwU7YDtXCArwqxMByKcVNXa98dpG4MxJWgoWHW6VusVDDaGpceiPAcSmHoAUJYcO7cTcJJ0vXFyRlgGQBW8AoDeShkDSVkda+2gYyTBNgRd3x7HMcqYvkJ9iECNrFKrUdmuLJVysU54wQ6d6ALMLZRo/m4a/76yuBeXd12K9fEKVeXjHTq6zfw85AOgrIjmYjJ+DhIU22kglYnYQilD7Xkq5HPdO9RDokxjyQkryieei/PIoz4CxLvQ07Dx9oMeNkz8f/T6W8/D40+8Dtb/vpzwzFzHKCjj5Fvvwsqz/wFoEPcz73aj4A/hHzdXcMnVI3j6pGVoz7SivZWu4xOV8tQ8LNmOFiJEENQRWDZsO6aUxIAg0QhIuay3U4DBn5D+gwI2HMdR7b5GowFYNpxYHI7sIj1f+/nSOL7j4osvPuL3Xn/99bNee//736/+/md/9mfYtGlTRH/x8Y9/HF/84hdx77334qKLLlrw9h0RCDTDi/v6+vB//s//wc0336wu6CAI8Nd//dcvqhI2LCDhptGaakfVL2O6PIGEm0LNr6I4NYp94zWMHBjFK89cBvjGjT6sKD6YIuqbIAwgIOYPYzAsIxIpOtdTOd9oZfapB+AbH74Lf/gP2suxNQwAazEunDyIx1OtOKMyg0zQwJ1tSwFfgzWeqBXPz+L2ktHqk1YkhdhiQFTJaLm8O7JNwvtnWLkPqQlnY2ISA6U6IIxStRK1ELeorzRDSszaDgJqAAYTiwHLRiFhA3YWXjkacdXXyKI/XgVcbe5bsALkVCVE5tRCpnaEVRlB5qq2rBld1lutyeqsbvF6IKuUlWuvw+esPTi1MoPJzJNo81cgZ0sQb6WVSnXEiSMHmZ4hNJ8wZ7Xg7HIRZwN4ILUMBZva+COOg5zlwPOJb6keDNgQuvwYBt1O5KzlKnWmt1LDQLyObpEkoATZgrMD5ZN3RmUGV/3Bo3j3Q2/EFjcOT0zrtifb90C214MJldlbiLmAZQOQnM7YWroOrSSdLwnWuXrH+beId0mQktA8Rj6Oboe81jNRLh8gwXsqEsMHAXgAevwAI4nTIzzSCSemKtaoj6AQ7wIE5fFSO92nNA+mQ5jt03gXVdTdTtnGzOqqlp3SVWYnre2UAHiYRK9YhgHUcdd4De/sXBT1/ms2aOaRWEnLjHfhw9+7Gtb/+ggQgqryTmukeMURgV1BHVsAQFRlDnFdtsnrBJJZLW0CRga5JmhLLAcMl6Xme4dX20G0lHAv4KTRbS+ja8msAM51nwGoyhtMAujAH3fth7XmSkBUIT70fYxsjwNWCGUgzxVUgyNofWQDgB1K2V8INPewNZ1GIp44CkB0JO9f2DIty0I8loBj2XBsB44dkwpeS/1+7uU2/XuOfbEsmx4IZXHiJQDIIpzfvuPwyCOPHNH7juQauOeee9Df3z/r9fPOOw+XX375grcNwMLVwV/5yldwySWXRAiMjuPg4osvxle+8pWj2ogTMaxjeHE1Ah+1ehU1v4yaX8ZUqYhdw09gx96tGJ3ch0SsFdMzJWRaWvCXf/HonMuYVX0CmtSDidmvN6sMwwr2N/YRJyfeRe3D0MFn/vFc3JfJ4sN/8Qs8nF6EFhHgrgO7cdX3Po/+yadx1bNfwEXZk7Q6Vo4NpaIGgCEpbnOIU3WJW01qm6ZVxaYvXBHZTiv3IbkPWrDR21KZPbEoDtM0AUDLmBXDimo966pF9PP9KQFYBADQIOuXSJ6v5aq0E07miAg9OLZNnoeBVCu1nDm6TLbYCnaA9X4F712Sw754Am0zHZpTJtuoED566tVocgfbnzSG4VkCu+Mp9KcTOK1eJnuW0MG7Jg/QezkpA9Dmz8KnyZzXJZc5kGoFLGrVws5onz+QwppFKysffjNGHOJfKisgte9Jqvw0RunvieUyMURy9OTvtrgpIJgkRXJQVsKNnN2pkkFyibWAnSY+ZlhTAKA7DGRLM6MEIAzOFODzR1RrkpXDXm0H0BjFYCzUAFCew0FrXB6fqgKevdUauoI6bpiYQs5qwbkzRbJGEiUgKKrs5bxIEjfPThBPT1iaC8cVTvVQtUv/PbaYzM1re/DO1hk6Xm7H3ApcHm4HfV/SZwLBJAHA5vcbnxuw9pPAJ9xL34PasPR1nNapO7LtnkudRctKrSNOZliWIp7lkoOaom00t4e9+fgnuYY4uck1dI2zDyh/x5rtq+ZQB39wYhiLVpUgdm4GAHzpH/I4d6Zo2AeN68+a9jDmaFpuS0saoSBrred3kL2LYzuIu0nEYglYtjOHSOXQgyt8zZ+xbYvscEKB8ET3QF8aJ3T86Ec/OqKf++6777DL6uzsxJ133jnr9bvuugudnZ1zfOLw44gqgeZoNBrYtm0b1q1bF3l927ZtCMMXrsz9WD1pCSEwVRrHxMwYyfotC44dQ7k2g1jDxeL2l6FUtjE+MYLrrpqIPgVzK0Y9vUcNkZnAnQ9C4v2YbRy3Qz3Zq/afncIypCD+5l/xkS/8GdqDIiYcF3vjSbx+ZgLY/BPcfNODxtbHcPLE7Thn9bW4YXIfLmqLA5bevv5YEbDYCy6tQMwNxX24qEOavobTusUGalnf1pJFb9XF3anM7PYwW9zMlfwB0Ov+OJDoRG9lBgPyNPXE1mLQJiGKV51HOGNEpsHpwpCw8Ivqw7it0oV98QS1iZ2EArQegynZdgZkQgdXyMJpFOwMYOv3cY7tYIwAaX86AaCL0iuYEC+Nnre4cUBW/0yhDJw2MiiOUYVkWzwkPqcP3P/o/4vp11yBe1uzKAgfYCFMmKRqYfP2Sp4i7Y98iJAcL1bSDtnALYuWyKi3CcABlImz9A7Mo11W/TgazXhd+IoG4KGOHtGBQWucqo0y85liz1YbAhJXctcSCgAUXGjFblCEB2pdslBF5Siz0Ej+3guHVduYW9C91ioSNnFLloU6IPDeNzOOB1vbAQB740kCr6KEniCNLTa1VD07gxwcCYaHadkM5ix6iPKCsq4OGgCltx7HinobNrbJc+6PzwZ15jXOAMj0F5SvDTZ2AA3AS61TvEk2KUdFfi/SZ2pxTVgBQJVa2AmtzuZ1yuqmEtAkMpIbaXxfmrev/JisiI4Q+GMhWBOPMQII+TUrCThJvGXL9cA158E65VqIJy/HytP7cX51mh4urVCLiOyEYXZvdBVMABhWcOlnTkIjCFGqVuE3Gng+hwiFtG2xpJXLsRUsWBaXJahd/NIAQlgIT3Al8ESv77mOa665Bh/60Ifw4x//WHECH3zwQXzve9/Dl7/85aNa5oJB4Ac+8AF88IMfxI4dO/D6179ebcTnPvc5fOADHziqjfhNGwk3hUUt7XDsGNpbOzFdHsfY1EHUG1WkEhnsb1RQLtMNLm8vo3YHVxrMwXYYbAthB4DrohAUiSPFikxATwapdZpHFO9CX7mGlV+8AF6cJvCLx/bgY0u68fnMk9RTO6Np47/ehSHbQXoujqSsvqlqWjgNz0ri+o4uwBLqhu6hDgRkRTLoOsiHAQbEbvSVVqAlCLAJbdiYmERfgypPsywu5iDDe5agaotPr7WLhgYGDHp5yM8Td3BUtR/XN2ws/VMP19/9asVzykFy6AzRh7LBaQzT+Qn3A5CKUW5VmmroiHCipLcJArDT8KokLjm/Ok1qb1Gi7bLapFLV1aKHoIouabA9UErh8tdeid2pFE6rlzGUzKhlUBVItq/Dkl4/qzedNq1Wlg8V7yruw51tSwmMCW59630weWAFSwAiMM43cSCpFW/LtnIaqyoz6E8nkLOWo2DwDvNBEkOWQ4AOVXWMUB2hTnJzhJlU31Jb00dOtNA6TVNy4cMLRmWcnZwYZft5gM8DV6aliMOzMwBc3NaSxYVTB3FGZQaPp1qx3q/g9TNTuCh7EgFzuR4F/JjXyO3V9JmabgBERSDhNAZiNSDRplXLAGYZuav3z6P45QdCtxM9ogNbEIcHymSmjOVQtnGlcrc2rB0A/BHl0ThrXW4n4I/B88ekz+Y0PDZoB+beFgCILTa+6xXNJT3cvkg7nnP+pB9dQR1iwx3Av6/AhVMH6WHGDoCGUQXkwWriefiUizItuOITe/AvX+9AIwilIMRSCSDzt1+PdjSDL2O5lgUbzuzXj/GYN/b4pfFbM46lsPaCCy7Aaaedhptuugl33HEHhBA4/fTT8bOf/Qyve93rjmr7FgwCv/CFL+Ckk07CDTfcoJyvu7q6cNlll+Fv//Zvj2ojfpOGZVlIJVuQSqTVDSruJlH16yhPzGBiehQVP46a7+OGcgsuSke9tpQTPxiQlAHHR8HyqSonfCCswcOY9i1jXzc7Fake5qwW9KeB3uo0BuLA/buuBAAsbvsAtqINb/jCHwFfLUTWj66D+MHBx3Hq0tO1GlKOXmsVBiwX3bIV4wGAqMKTk57iqxledGqk1mGiWkN/rIhesQx9DWe2p9881cB84nRZYcqqhIkBAGxh44l6dDJiQ93aE+iJrcWqcgX9rR0YdH203/GHWO9UKL1E+cjxcZdtWidLwMppI2EA+9sp78O0jipj2xKAlieTJzyDv8nbQ5y0EnG5/F0SMENPrrJyOei4ANag1y0iZ2dxfnUa2+LEKxxI2AS44Sp7F882LGvMa0l5PxoiDPW69CkUSeVf6LGtSzim+Hw8VGVaVj8HnSpN2C0rdevWlWIGfxgFpw2ACw/TgC0VvsLVFbzKVlJH87VitWiVL6DVqHY6oszO28tQQFMl1bAo8mxWMxu0BcvFhlIRyxp1oh2Ek4CTxmCGKtVb3BS6hYOuRh2DDO6ET3y9xHK65sqPaWDYHJXGYK/Z8qSpkjUnZ7fZpFn+uSVBHM9Nk5NSNCWrd3aaKrdScFOoDQE1CfQk2FOWPL5xj2AFMIu5guL84A9AX7gC/Y1RdMtoQBLhPDa78jffMliRjjIGB/+ArotMCRATJLk0q39BWUbHZaF8JPnYGsfwqoupulmt1zExU0JnWwapOF3HQgD1RoAgDIir5ziyQnd8AJplWXNy+Y7VUPF2EuD+lju1HdE4tlkvL5xhCmuPxXjd616HW2+99Zgtb8Eg0LZtXHbZZbjsssswNUV5ry8qQQgA27LVw6FlAalEC9pbsyhO7cPY1AFMTnegXKnizraTATsg7ztoCxVUdxGvx4oroAUrqa01OOItrBFrU06uXmWrnojCCrXF7AQGrHEAHfhS9qPYlUgBaYqB2vO2b83e+D9q4OS1U4CM6iUeENlg3B3LABAYsh2yVnGlwtUmAYUnwQlE1ai0kcVJPkxSDqm1FtukAfKcZrNzTJbnzhQxtGgJgbTk6oh6s6delW3U2W2pXGIt4FN2Klm3SOEAoLiCBZBvH4EpCQZDw4uOhQ4M8JCmdVrjuu0dViWwggYgCQKN+SBEIbEce87/FqzvnAsAyj8QrC4WRO7vDgJS+LIps5OFB0FpJJatLWnYAw+Q/n4ORpxAAVRuUa+vVzDixFFwbGyaHKWKLQ/LJeWtK3mSseXS5sbW65CimB4/oDQTi9S6W9wWrJfxb4OQ/EoJLpSSG4jSGfxxIByGxwbRieW6+goS5uQsWi4ptqFV2EaVljiAaWnCbUPbEWXUOvtKM7ItT4D3/Mo08S0T9FkAQFAmMUecKmwbKjWKRhO0n15lq265AgSwDM9CNUzT40MNvj6bPfnmAFF5txuFkBKBHk+tkBzOABtKRfS3tOrKLOrKK1ANBq0MCmvDtB/q9Q7d2k2uibaUTT5trAg4XSiICR39OBeI5dEMZp20ttABtNm3qOpqX/NxM/0IWaXN7zGO2d79B7GotQXtmRac1NEGIYByvQbvQBFjk1NoSSawYnEWba0tiMdicOyjVdY+v61A27Zh2zZVA1/iBf5GjOuuuw533HEHnnzySaRSKaxfvx79/f2z6HHmMIW1x2Ls3LkTX/3qV7Fr1y7ceOONWLp0Kb73ve8hl8vhjDOaW3+HH8+J6LBo0aIXHQCca8QcF5lUO1qSiwBhoVytwbZtvHdiH3qrsorgpIlHBgI6XmUrTcLMK7JcMmu2O+nm6GS1IIAnJ7dTE7u5tWxnpOXMOO7LZDHhuHgg1YbH3J/jxt6/wG3tfwXs1AKQ7W1/gdTU61XFEcEk4I8jby/DhVMHVSzXoOsQf8wSRPC3kgr0wc4A1Z3EOZNg5bQ6AZMNpSIKjk3iheYxV0scwMaMFEQgTiAnthgcMzcYC/VnmyoTXm0HBp2ySu3o8QN843U/xWAsxKbJUZxdmUReJFU6Sz50lGBECUMaozo2D6B1NnYAbpdWsoa1iHkyanuoiiSq1Eq2krC++3badpsqernUWQrsmdFvaIzqvwtfxQkCiFZXqzvhVbZqwCjzgXvqVfTWKJ94i5vC2ZVJ3HNgF0pOU6wegC1uSkXyAQROKVbOJzWuXF970ADqIyQMAgG2QYei71TFjBW/yTVGa51FFRIUpNZJLmmSgKbMKzZtkAZdB30zskJkp6M5vo1RLY6Rlc28kO3iynb6fThN5siiSuczHMNAqhWD8SRumLZI3BKUgeQasmVyskB9BP2xIi4eH6EHmMYwgSaAAIudkqKXJH0n5hJwzBebZr63GQDOY7FCfFDNDyw4NnKIk9BJ+PAqW+m6qWwnEJc+U7eCw5pBERnT3QGOgjS3v/xYlDvYPOojQG0Yg9b43GIQ/vu87e02Wh/7KHKFL96lqn8Pj0/J2ERZuXWyED/8BxKTuF1NIJHWNTE1he1Dz+CJ3c9iX3ESzx4s4tc79uCBXz+Bwi9+hQd/9QR+sW0ntnvDmJgpITgsF10YPy+MYVkWnJiDmBtDGAo0Gi9cPv1LQ4/7778ff/M3f4MHH3wQP/jBD9BoNPCWt7wFpVLp8B8+Rus/66yz8NBDD+Gb3/wmZmZmAAC//vWvcfXVVx/VMhecGNLd3X3Ip65du3Yd1YYcr3F8EkNmG47W/CoOTozg4MQEfrltFGPj4/h030FwWoCZ28pCBebkcEVPtSSZkyZbJ6oNa7ajEiupguM6pI4FVY04raMrqNPkDmBFvYqNbYshLvgG3v2ldxKw4kqjnLQ21dpwb2sW147txKc616h0jYgnnazmcLRUwSHuGPvlrfd1ZUoZSM8XPA+oNmw+dFSG7W0tWZWioVIu5ktUcTvQV7EIFMikks+N/L2Ko7ovk0V70FDVQd4fMzWFqoUTyKNdp3YYQgXdumpTqRxcsc1JjzUydB7SFbLK9oiJNQAFqtliR0WYcQWSq2IGYGIfQDPFgVu4fKy7gjreM7EPQ7GkEkZw4goP1eqVMXAsIOHfkRDpichEz5YlnICito2PDaeqcHa0bHXPGckmj4uKvePUEjMCDgAsF72VGcWrVBU7O6VTKfgzLA4JiuTNGAuRF0mcO1PExrbFmldnZ9BXmkFLECixTCRBhOPuTMuXQ42FxMgdyTLCiop1jCS7VAw7JI505MGVQW4PN1u58GvJNUeWTLLQbXY7kEc7vp14GG3103VFD4j6igKzkkrEv3wKeAP985n29+B92TMoMcS4FyGs4IrPdqEz24FVy5ehWq1j9/B+VGsVhEGIuu9DWBZWLu/CG37ndKxZvgzJeJPTQmQcyki66X3q1n5iqoS1mo9atQ7XjcFv1LDspNyLNjHkMVyF2HOrSy14/AhP4f97xeP4yU9+Enk9kUggkUjM8yk9Dh48iKVLl+L+++9HPp+f8z2vfvWr8cMf/hAdHR141atedUj89PDDDx9yfWeffTb+/M//HBdffDEymQx+9atfYfXq1fj5z3+Od77zndi7d+8hPz/XWHA7+JOf/GTk377v45FHHsH3vvc9XHrppQvegN/EwbDZPJduLI6OzDJMlGyUyx4629uAhPTk4gmL2yF2Jmr74bSp6h+15iQAkSpN1WqRgz0GB2MAGuMosFJSBOhv7VCVrYF4nZbpxICwDOuWcwBrHKgb3l3yz41ttPw3bPkS7j+DbqgHXvbnGKjnUHIcrK5NoHeRBQ+TQLwL505TC5dAKG3XiBPHafUyTuN1W4dpoQEQ538X5/z3HwOQAJA5dXYAiIB4ePNNYP44+lMdYNPjCcfF99v+Em+Z/DI+XPwizmn7C5y65BT0VmvEuZMZycz1owprOyWSlB9DgbOXJdggHp7Ooy0ERQBZ9NgrsMVOKYFMIaxJZeW0TK6gZfSnBGA7UoGshRxK4cnxZZLz5tmZ2Tw9aWHDwiGOhGOA//bJg9jvxHFn21IM2Y6uPNb2AG4HqWPdFEj4kQbCaTLdhmzzwiUQbORX94plKnFFtcKF5PMJV/ErabmOVNVSpaonSGPQzWgBhduhYty2uMRxhO3As1wCn1ZVvo/4igOpViAY07xNTiqBoPeJKolB7ARywsL59TgGEqEC6F2pVqC6Ez32CowgjgICZT/UU6+o69STaTYIK1E/PdNUGZh93R0NkOLvGreLedlcBauPwHPSZCBeHcF6ewUGuVIJRDmK5nY5bTKjeY1W+XK0IINlXvd8PMXm0bz/cwDNh8cOIo192Io2YCm33ycliDPi65pb6EERU3/5p1i0jcjvJ996F4Y+8QpAJKknZQDG666awI3/bydGDowhCALEHBubm+I3L988iulSGUGoRSRzjyMDdIqjZ1mAOHaOEocaZgLeC6dO+eIa+/fvn8Xbu/rqq/HpT3/6sJ+dnKQHoGw2O+973vGOdyhA+c53vvOotxMAtm7dittuu23W60uWLMHY2BzCsSMYxyw7+P/+3/+LX/ziF8e8//1cx/GoBPIha75JTFeq+MnWJ/E/D29F/6entKqVjXRlVYONfbnNm0d7NGeX/fikfYRqRXJKgJm/G9fqyua8XVXxmC9JwBxGhWjPB27HbX//Bvw61YoJR/rSMXkfgPjHzwGnTgKbz4X10/+l2nuraxU8nF6E9sBHf2sH+mbGCQhJjlBvI0MtOj6OX7gV+N90Y7+x8+MAgOs7ugj8sIK3uQrIw7DbYXuN7jBAwaoq3zIAmDrtT/GN/cuxK5FSohXOUI7kBbO5MB8/GVunMnK5CsZAnjNXubpn8N+ac5XZWFlxHf1xbdTLhHm27ABoMufqW2M4YskzMEbtvXOCCayb/Dqws44D57wXv5t8NS6cIjNwlSHNDxwsFjATYJwsgTBp1cIiFFUhlJUyJT7h82FmTst9jVQwRVVV5pRC2fgdasNazGAO8xxwXCJHm3EurmlUXRum9rM0XgeAz43uQaG1Azc/ey3OWb0ZZ1cmiQfI+yMroUr80ZR5O9f1NatqN5e46VC/Bw5dDW+q1vXE1uprWWbqqgxvU8jFKSyNYQJppmiE83zl+cmHzqxK75xjDvHVrGNg7o/p/ceVVI6+nGuf3Q7ASuLJ0d1YN/l1vPvkjborwZ83AfNc6zZa1Zd/tgt/8JpX4pWndCPTkoJtPzfQJsIAAnxfPxqe4ZFUHKPvqdd91Gs+nJiDer2Kk7pWvmgrgb9+HiqBP8ZTuPkoK4FCCLzjHe/A+Pj4rM83j6985St473vfe0TVxUONl73sZfj3f/93rF+/PlIJvPPOO3HJJZdg586dh19I0zhmR/ytb30rvvnNbx6rxb2gx3wRP41GgLGJaUyXSyTcYABjucrXT2X+ypGzO+lmL0FEb1VWldwOxQtTHLZ4lxHZBSLzS6Ni+CNKuQtAt8zMMQ9HqVcsQw5xZR698qvvweWLV6I/USXQ5o/oyVj4uPwvP4rtr/4g8LH7IN76X/iryrP43NdvwIeLX8TNl3wTn16+HTcU9+Gkeo1AiNuBHtGh/QPtBBBbDPFPr8f2tr/A5V2XIi1C3Nm2VIHXPNoPfRLsFHrsFcp6xUMdBYtSFt598kZYqz4Ga/UlaKutxruXDRMYddKKq+iJkm6ZGuIFNEZlC1ZXMRSIUSpWCWCkmbYyxwXQW5mhcyCkTYuw0FtndW2XmtQHHelHZyXp+CZXy/alvEkIn7YjtlhWsWhZD6cX4X3dewgAAsCaOJa+eb/KSD6jMoNNMyH6yjXk0U5UAenVl4stJ56eTZFxXUFdAXgGmZ4laFmNUbpu+TjZskUrOaE5YUlwS9d2zmpRYIpFJmq51V3orYX0udRZBkBN02equ2g7RZXWXd0JhBU6ruE0HRMzy5oBYGOUKru1HfAaw3hvewz5mXF8v+0vUcAE+ltalVE3GqMEFivbJeDuoONebaKvzFcB5NeYI+d2zK50NQMlHvMBwLASrfLZKWUWXXBsum6Sa1RVD6AHRub5kbpaXi/MGawN03LLj9FPZTuGbAc9sbXR/ZOjx16hQPQsMNssFGk2juY8YLOVzg+cc+2zPw4Ekzi1owPW6kuIiyg5ybOOVXNsnTzm4i3Pqm2zYCEIQjTCEOIY1NEsKdQ4kRFux1uF/NI4/LAsS+kb+OdIwNpHP/pR/PrXv8btt99+2PdeeOGFqmoIAMuXL8fu3bsXvK0bNmxAX18f9u3bB8uyEIYhfvazn+GSSy7B+973vgUvDziGIPA///M/D1kSfSENJc8/xssMQuKrtKSarBUsVz+Zy5sbT8Ycp8VAbiBhRysTydUkKJFgJ4e4rvAZ8WfKlNdKkpI3HJPEbUMsMA/5mzlYg/EkLh4fISVtbYe+yQN0cw/KyIskHki14d8TS/GzN10I3PQglq0pAd+iHGl8cjsSrQ28tVGkWDoDsBIHUH65GqP4A289Tu3owG0tWWzOrtB8KCmcoEpd0/Y2A1lL5gNLoUIh3E/rCspAWENvPY7Lpk8F/HH0NjJRrhxX+2T7lyp8bQSSuL0GaAGEndbHMyyTeCQcI9GJBIKc5pGzOxVncCCZkBxMUqxyhQyWS2DJTsg2cUbz6OS/86EDhCTS8CyBCSeG5F3/off/hzF86VuvwBY3hZLjIBM0cG9rFre1ZNEV1EkMEjrorczAEyUFFhFOYzCeJM5iOE1VQUwA/ghNzk6birsDiM+nrjfh6+UE/z975x5nR13e//fMnJlz2ftuks3u5iTZJBCSgAgqStTFokVNrZdWXQu2WqwurWJBWwOKQSMVIv7Ael/R2iqgW9uqWOOlCnK0ASuCSiBEkmzIIbu57J69n/vM/P74XmbO2XM2FzGK8OS1r5zL3GfOzOf7PM/n88kIIGb49Js98lrOi+lUn2BslRhMhGRrgu9Wi1K06YLVLkg5Xo6+6HrtiKLL5vm94vjEVgkAaHeJ8xSKS9ob+JfWbgGW/BJ9ZqcAQ6qtAjQQTUZCJdeFCBDhUOCoNFEf3EGQzaoXsjT8k+kqQkB0uc4kb4816deqR3DYtMT2K79jRfywOwQwjq0S7xVj2O6QrSO1iQeipH+ccTyl8IVY1Oo7+dusOU/YEalaoqY0ISSvrARYCRLxGFbECgkv/6ZhhP5+W/NXTuN5Pp7rnbLy8+9zSDXIU/x3cnH55Zdzxx13cNddd7Fs2bJj71sV3piZmTkpc41/+qd/Yvny5fT09DA7O8v69evp6+tj48aNXHPNNSe8PDiJnsDqxkbf9zl06BBHjx7l05/+9EltxKmIeaBP9X48QeH5PvlSEbdUYuniDkCwdkT/XjEoD6pyCQR9ViBG+4osoMrATEiSSI5+t4chY4K0Kxvt1UNQARjlJAEBsURJz0Dt0b38LFxyvbexJ7DqqnooJqNrOH8uQ3/2COfc9QV4OAlA7Od3VBwL4+7trH2oJHoL3/k83vDNi/i4u4vO2JloLT4g5R0mGekWfWLApmKWSSvCkCP7mcJOITUeQEPeQZLGGtE75k6J42fJMrgssw1K/+M+u5dBI08SmSXVUivRoIwr5VI25I6ypUUeW01ykNOECRDKUxdBysGdFN9LVrU+J36JrbMeW6KjbI+tAX9O9sY5FfsjdOJsze7s8yyRNbbbpFWamO6CC24UzPP2xQxmjnJnUzu9nst+J87tDeK1Io70ei5dbpHtsSb6S7mgVGy1a+JKH60iC2xLwGV3SVA4R3/ZZNRyBDAsI5meCYYcwM2SNDuEFI0xwQ67G/y5oGwsAUzSaCBtBdI4IuOc1YOflFFCeRUn42cJYM0kfV4raW9Mg7W0AkjShUWUs1tkabJFgGerRZBPKEJuH6nYKgGQ/JK4Ptys1kmsJUBeFwieSCk49Fs77E/TaTSDleDmGYMrE3PB+twsL2gsAHF9jaYKw1KIvFhFDhF9funsg4EcDASMZDVgUddpdic35xdxZVuo/G/3it92aJCZ9udENrQ62xfex+pjVCtquKxUHJNq72HZHuHf9gmMv7qmMgNYK+TnwpJSTNsQ72RqZpaZbI7GRBTHrM5pHC8h5Ol4Oo4vfN/n8ssv5+tf/zo/+tGP6O3tPaXrt22b2267jQ996EPcf//9eJ7HOeecw2mnnXbSyzzhTOCrXvWqir8/+7M/49prr2Xnzp287W1vO+kN+W2H57oVQPCJzgQWy2WOTEyRzeV49zseE9kMW14ghQP6xtvnWRVuCkmzQzMuVT8aQK/nijJNeUyUiays7PmRDNTIIpK+QX9ZaMQpMKKlT7yC0P9SZc3qLGCdh9qQdzB4SCg9vki33pfbG9pJ4MK/vgDeWKOXSoUkl/Dxe/nqfdew5PGvcdvYoZBrRVTf+LtcUcodjEV1j6POcNZrzPdyDPidAmyZCZ2V032RvlFxnNcVs7rfTLFl+8smW2e9oIfPsBmysmxpEiB0c1aWs0sT4kGa3SnKpwoA+pI56xtifVa7LpGS36vf95dNHoo3gpfj4jnxfl1R7LvYfgGGtHeylMdRfaIqY5wuj7DDjjNsWtzWupQkDte19+jPQDzUh01LZ3hShtA8VJleVQrGzQhbPSfGumJWE036pHiwGggM2ZJJbLXQZ4q2AUqj4GbYOuuR9sb1utLlkRCJJHCegYDVPGxa4hxLsEx5LPAS9rLiGFjtYMREed/sFPsuAZuWjPHzpJhkoOCJ7Kq8ZgcKnlh/brcESFO6xzKdezAQfw5f4wsBnYW082pNV/W601cDjChX/M9N4nWd9aWMfGApWR6TkjuCBY+fD1jBSicQxD3By0m5lwOyRL6KAWMlV7Y2019y9TWe8g5XMnlBZpyrtr1WWbiO0LuKrTPZ+d9XZPGCpnX/gv/T22G84S3zezKry8C1wsvxrrcPMzGXZTqXw3VPPKsit6bq7zcLVWU6nmqTckJ5Op488fa3v51bb72V22+/naamJg4dOsShQ4fI5epcpzKqWwxOtuVg69atZLNZVq1axWtf+1pe//rXc9ppp5HL5di6desJLw+eQGLI72soYsivdz1IT3IZ5rzR4hMTE7Nz3P2Lh3lg5y4+8iF3fqkoXOIIie2GpVcg6M0KBIXNQMkf9ENCSaf0m0JsNsWkLJ3NBODDTQhpEtWnczyswFCEiS0qwzCQLzBpRbhwJsPbMp88oWN02bL3SvZnBrwCmwsxLWczZGXpo5Vh0wr2L2ybF95G9b/M9qljoOYFJFDJalLOxXMZnSVLma4mwfRKYevBWBTlbqFAYp9niQenHQLtspysyCgqq6Szr4URnc0S51v5uAayNwO5WSatCK1umc+e9XOWP/oice4V8AUoHBCZm9KwOP6SjKLlbULXiXY2CZGBtk5PCUkUSSpS26AEflX2b8i2wJsR14oj/IX7y6b2Oe5zPXFcFcNdHVslaA4BEURlY0PSO2r/VSgnkf6yqcHjRpmh7HcTUjg5yBJreRsl1SO3QYuIh0kF6pqlGLiBKAKFErlW4FBlDp8IyZd6oTL2tazTasTWQgtbGuX9yWoP9lH2LSbjZwEEGUIIMoHVwFK9T5wZkKDUbwLENVWdAax3HMKyM2q6KnWBulHr++rPjodcUx1SemvzpyI88/RVnLG8m4bYiTTd13vsHc+DuX6GUTCMJSA1FnY08X2PfL5AsVDGcWxK5eJTWiLmAd5PRFv1nZq4m93ccvbD/OIXvziu6eudzy9+8Yu8+c1vrjufaZq0tLTo+ScnJ2lubp6HRzKZTK3ZdViWxejoKEuWLKn4fHx8nCVLluC6bp0568cJl4N/GxtxKuLgwYMs7lxCLBY79sQnEa7rMZ3NMjuXBXUMqt0xnC7xgJUPXTAZcnzw8sI5xLBJ+k6FW0SFWwASKHglMBqENVbEIolFkg4tACws0doZ8kbBix77Rq22DwLWKrJUpIRnpZ7d9phgJd+faIaiB84CoPrbccEifsefcvs9qxhcLFnGMhQoU1pzw6YQc+4vugKQHCsrIx0/hvwSkCdJA0nfkKzpLoiI7N7FswIAKns2AUrEOUoVHtbSMP1uAtycJjYMm4C5qLKsKfsId9jdOou3eW6WbY3Cam5jJMFQ7kEtbaLPmWEzbBr0ua7owaRI0o5j7D6LflcAys1zs5rNSnQNeK4eMPT5MYbD1nCh15hN0hHFJS1lam5pXhzYsgHKoUOBqGHfYNiMgwSQQ6qMbiYYsjJQFOBJaLghvG61y0hU9zOmKTJkwua5HLc3yGNSGhOyRZ7IaKb9kM2gZLaPWq4GZkNOjP4i0klEWsRpoXTRh5qKLBLySVKzctRywJVAMdqkSSO6zxM0E1n3lqrBkJJSOZZsSj2Gqox+s4evPvcnGPdUlYTU702x+av72mqF3cYt0Q6Q1wpuhiELQPZA+nlxvMJgL742ZH2XCwCh3QaeBG6lUdKKWW21iPOf3yvuQ+F9CwO76qj32UL3FS8XMJXn7WsXEAKkdbKoOsK9hKHpNpZyzGYtSuXyCSbUfCnz5XNyLOBjhGFwLENg3/cFqaVcxvPcoIz/dPxex8nmzJ4o1ZR6Uki//OUvT5qTccIgsN5BKBQKOI5T87vfh7CMCPlcoQYIfGL6Rjzfp1gqUyyXwcvrG6uWgykcoM+PMRTJkzQ6GDJl6dcvVjhFCAZmg9a0C/fU3D8xzWBTgVa3xPWn34958Lkyu+QHDeRFKc8gSQ4VpZbwTb+aBSlFa4cMCxDAQ0h/hMWCi4En7ewE7PTg3AVA4Cf72L1jMW/rOIPhRRb4RbRItYx1xSypWJAtSuIIYBxmTartCz8g7DbxAAxrokk5FcWaTkvZkXviLRzYczUAV3X9I8jsY8qKiQZ6EISI8rh4Lx0+dHZP9i+lTZl1stskE1vsy7bGIFMoCDBrRfnRHdcEEP/ld0hXESvIlJlFMJvYYQrgvy0RBSlFk/QN6SqCKH1a7SR9dE/dkDFBv9+mNe9SFiR9i01Fh10OgdSNK/vflFyMZDinZTl8yJZ6gG5G6O+VxiShKFeR5dxhOoFepczKpVUG1LCFYDdFKEkhbC8kju7mg2WZCXpdaStoIM6hGafVF2XogXyBwVgTW6en2JIogRklVRDad0O2JD75RdKlA4KQggCdApjK37YqPSpbtXhTpZuHOyWyteGMWnXvWvUArkYMeQcZ+t+l85tqwtm26lKn3UaFMHL4MxOZoTbEuQj39ZpNEGsPPI5BgEw7uHeozLcmGUk7SJ0JtRI6+zlkTczft1rVi+oeYhW1CCBqerXf1XZ16nX1b7teqOlDItI6zDg77Dij73Y57zvhsmqt51Ot+3pIEzD8aej5djK6g0pe5ngeJeWSS7nkYVkR7EiEUql47Jn+gMPDwDvFvZunan1vetObTmj6r3zlK7zyla+koUFUCNva2nQJ+fTTT6+4Nl3XZXZ2lssuu+yktu24QeDHP/5xQFzkn//852lsDGzBXNcllUpxxhlnnNRGnIpY3N2NZZ0w5j3u8H0fz/OJOQ6E9KqGTQsMU7/uL5nssNXNHun6UQzKdX6etJlgc7mdbVIqQ/QFdXHu4kXa/cD48Hb8pd/gsgs+QCoWBb/EQMFj0IAK9xEV4RF/jcxGX3Q9KX8yAHyGLwCEfBilFUMTIbabamzj+Rf+JSvu/DKcW+e4PnOctgebJUs1Xrk9iDLgLieBysotGOHtVeX0aDdKuy/t58Huotd1hfAuvhTNFmXfDy15F+8/chMXZidYWizwiJSK0Vp5ZlQcA9DABghKvcrdJaoYm1IrkEwAwJVQr9LjM2IamPLxe9nf2stn4svYloiS8saAqPAUllk8tcw+1xNlaDMqS/t52S9n883xfZy7ZC1Jv5tRqeuXlM8tnUE28mAk9PNQe/Z6gVNJ0mhgKDIHiJJ4WvYhal1EJcFiyR5Nf05sj18SzGHlcIGwwuszO6W1XVQvP11S5AUJkiXRZtjsIOUU6aOX83NTbEu0sd032DybYVvcp89LaPFysjs10O9zPVKm1CVUEi+lcaGtZ8a1vqAGeAo8lMcCYCizU2k3kGyq2XdWnRk7mbJxcVQDIiXAfU3mIAMNucply2xZ2ppjo2uSKh0UwM1qD/QMQy0hQUk7Ia6zsA6oyoJKAEhkkQDgqhSus34tJ7dvajqVcQwPNNV39QaeC2Re/Xf/BONjF83L9tVcN0B0Ob2ey2umjmBap58Eya+eNIsffP9bDsMwME2DSMTEtE6tPt7T8fsdAwMDPPe5z2XVKsH2/9jHPobv+1x66aV88IMfrBC3dhyHlStXcv7555/Uuo67J1CxYB577DGWLVuGZQW1e7URW7du5bnPfe5JbchvK1RP4O5dD9Pa2kJzS6WnbdCc+5uVBQ5PTHHHT/6Px0cO8dgHmxi1HPGAa2gUQE/2vJ2fm2JpsUDC92j0XH4Vb+SeeItu7Ne9ZmrkLn1QVY/gsCn8Uv0vfxT++UJu//5aUo1tglUry7haXFb1ANUSXK1+HxbwDbkOVLicyBjIF7S9WtI3RJbtoRL5v/pzYh/ZDi8uVxyb3S1v5NrWVRX9ZyA8awdjUZ0FFLI27Vonrj+yRpQIVfajRuavz+wMLO6UC0f4wSSPRdI32JSfYTAq5FyUVmNYbFr35IXEkLVQdNjmL2TtpkW8lehzfm/wcJYEEkVIuTlziK+3LAm8jqXlnpLGAXTJetgUXsDKuUPZx6n169K0ivw+AWKNvO630x7QoMvZG0s56RUbrehXVOV+DYpDzOaKfXUz4lpQwsshlnrFNoWs5sIC0P1mT3CsJakm7Y0H/atyHVo+KQyMTXdeb6AuHyuwHj5/EiTqiK2SunQhB4wT6ZM9GSAYW02f63H3K/4b4+sbgp7AqnKpsmEEdM+lFpiHQAxaRbgXUAFWBQjD26ncRNTxUu0l1VWB42FHq5DZPv/134Wr78E498PimNcq/S6kuxgKLXxdq1ewVjnYStBndvLnn7R44TlnsaprMVHbDsqwFbfy47+vH18m8ImJYrFMIV/EiphEYw5zs7NP6Z7An7HllPcEptjNv5z90HH3BJ6qCAtBh+Puu+/m+c9/PpHIE5fQOu7hx/DwMMPDw1xwwQX88pe/1O+Hh4fZvXs33/ve937vAGBF+P5CSfwnYPliOU4kwrapRxk2LbY1tmm/VKx2Lpk8xA2f+AJXvPIXvO3j/8nF/3kL2xrb6HKLWiZlyInp17hZktE1urE7xSRvnT4qHsKf7+NzP1hPqrFNz6ciaTTIrEsN4dV6WQ9ZqsOwA1alYrrK6PMs+kuuyN75efBL7LR/xhtWbOGyl17LB0bWzgOAAGvTX+SrD74f/4Z/5uapIhtys7S6ZbbLMvDGUo5N+VDfWHS5fmgkfUM8LL0Z8RCXJd604YPdJdivES8gYtgS9EXX6B5MBWQGHZGh0hI4VoKL5zIClEhG60C+oDXmcDNSykWwj7X0C4jjI+3ccLqkDZ3Mjqh+ttKoyOyWR8DLcmVsTDN++4t5hhxpj+dlheCxP8dgZEYTVgYjM6SlnEzS7KDPs3SfnyBMCEu3pNHAgLFSLKs4ypAt5t9hx3VJWwExpaHY70pGemEPWvvQLwkgEpK+wZsJiB1eNgCGSq5F2rcFgujBtZE2/IAN7mZEv6kdusmr82g2BQBQrUNex0mzo7Iv1u7SEja6v1SJT6vrX82jZFMSZ4rrqTgqJW6qetDqMVCrM4XHAwCry6T5vaRKw1z1tReK9woo2R0VbREp0xXHMbsTSuOBb7TdUVnKBgkex3ULh2bB53YHr9U2y9Jr0jeCMmy4xGslmGoOjl3d4xFmCSs28lwEmm2hISlF4SviWAA7FFqXtHqdgL//E0zFA0/UzWVxfbzoulnWr1pJz6I2bPlQFKxcT2LBepp99Vm5quR2SizjDDBMA8El+YPmZz4dT1DMzc3xwx/+cN7n3/ve9/jOd75zUss84Rz0XXfdRVtb27En/H0L08CokXI/sR/9ApR+A0zDIPWBFja3nCZAhRSyFSNcyfo555AQPH3jKLy4jP/QVVw+mSZlmaQNn4HcbIWjSNrwBQjwDZJmB1sSJfxz78b48Yu5rr2HXY50wQhlbNKFPSKbV+sBFr6RV2x/KIsiQ4My+VBOGXmGrKzYPq8A3gwtpbMZingMRk1ub2jnsda/EPN8O873W/4G/4JNPJD8G4hZkDqdm9q62NJockZulk35GTblZxiyLUGWCNm4JaNrBLgzfAFYjJjUypOZHy8baMaByGqp7ZVyOxi2kD4pHBDvSxPaDaTf7AE3y7ZIhndNCLDWXzYZjJoiK1s4AIUR8VqdOy8bEDIkwEhZQtw7XR7RTFUFlpMRQQ7RosTxtXrbBbO1JB7cvpAGIb9Pl2tTpWEt16KyxMOmJftIS/QXRXZWZS8HJTOy3+wBQ/gBa8BqtQfOH9LPV7F/k9E1gXC1FCIXxzOhr7m0N14BBMUgIyRCDpKgsFx8r2SP5PUrzkVMgFJvJsg8qqyeBPYDuVmUy4p2MPHnIHGmyJZKGRl9TJRln3KdUB7M5RFNpgACh5AwOUTFQrp41S0U9aYJh5ulz+7le9OGlKPJgd0mPL2VZJScrsJ6rXBADITiZ0HiTHG+zA5xDVRnAJVGIIjfeX6fWFa0W4CzaHewzdUlbZA+1zm9HS2zIfeTWtnP6n2U3xt3PAdj5eVSQ3JsfiZwIdAc7eawP10JmusITRur/kFso9z2Sctma9YmGo0RjzrYlhVAPYGsaiwlkIEJ5Ft+t8BLiFxLEPg0BvwdCEWLvydTXHXVVTXJt77vc9VVV53UMo+rHPyud72LD33oQzQ0NPCud71rwWlvuummk9qQ31aocvBDv/olixZ30NzSdOyZ6oTve9QrG0/NZdmx89f84uHdHL7KCizSQqNj/y3fh/f9qsZGlrjgmdtEhkobsYsR76Rlc0ZuVmh+lU2GnBj+o+/lqq5/ZL8TDyQ1QsDxuARva9zslW+pBg8hv2ANMqt9PgHtAiKBWoV8iRFcXv7P/5FvJt/OYcthXzQeMGFDkS7s0f6+KlumtmXrjNDwq2DSSSCgMq6qBHrzhHhw3tTWFcjcaKJCpS9xMrqGA6f9iMsefJYuT6dzDwakEW0XZweSKUqWRRFIpPSKZgQrsWiVUQt746p5lQ+vERPsX9PS5dQ+PyaYuSBJA1V9nobIwAwZExBZJDKSoK3/dthx3jUxyr2NrYDQ+xP9p1bluVQEBJWVUmVsvyQAk3S60S41of0MBKHFcpS49eBcnDub2oMMq9TBVNutl6UAXKh/rcKHOcQkrzgeIICQJPFoUW0VCvio3570rtYet8cqf55I2bde36CXY8BYGdwHQNie7fuoFDyumleFchZSPYCq/xUE0AbRJlEO9TRKJrqS39HSN6r8XbUOXXqF4+sLPNbxWEjyZaF5wuuvt8wax0jdF0/7bCPPP+sM1ia7iTn2MQbyofuQqhgbcCp6/+qF63oUCiU8zyfqRMjls0/pcvD/ce3vpBz8xbN3PmnKwfF4nF27drFy5cqKz/fv38+GDRuYm5vjROO4CssPPPAApZK4id9///1PSnubzPg4th2hsanhN9AKrL/fDbEYZ/YmOTSWIfeBNHxQfhFiAhqffQ5b//klPKMwyxlkeVuHINK8ZDbD+dYUqXhwo+qze7nHhvNzU7zGPcqVRgfggpvhsmXvZVdc3EQrHADqNWDXinAvkGxeH7WcQIJGPZzV/9raLjTaVzdpXdYqCAatjLQCLwjP06vWvhcSsK2hEf8dt7P/5n5GrcCzWPU0Kn9fJRkiSDQN3NLcAIr1qrKGEkQNRSAJQm6mMMGVOqlQhOhyUXYuSscMr0C6tEcf52Fg+aMvIi2P/6bcDIPxtbofUAHbpG/Icql0xVBsWSVposqbfkk8c7wCyUiHLjXr0qgRlO51ltXLArbOwKVMH3whfdLv5hkyLcmcjUrA60hCUbfOBqZMl35XAMBN+Rm+3rKELrdIq1umz3IYtSz6PEhZNgO5WQbjstfOagcjWwlQvRkBomQWNK0AvtUimdLFACT6ttZU7LN7ua1V7Fqv59JLDFyPYdPh4rkM28yDpBNngjsTAsgxcZyUg4fqY1OMX3eKlJkPtPNsCxJnSleTGVJhLUArIbK0UiBaAScdUluy5u9A/V6OBxRWM1erw4wz6JhQRAOZrbMeRvIt9Js9rCzm2Gb78+cPb5uXq6Ez2MGQvHZ1XyGy2mDGJftesXBlb29YR9CM12ZF1+t9rPU6XF04EQAYnlb+r89bdZTGK5nPodjvCGbw35UKFbk8X+nz1Ryoh4V6a2/ebyNUeVqst4ZuoCG223s6Ffh0HEe0tLSwb9++eSBwz549mkl8onFcaOiuu+6itbUVgB/96Efcdddddf9+X8P1PCYzGWZnZk9ay3ChsrFlGrQ0Jljc0SpApurNqbrJz1kWly/u5drWVXS5Rc7PTfGDRpkRq5KO6HKL7HfirFx8FvglkfUrTTAYiwqJE9lftqBfJ1T281R/LkNrwoHsC+ySzFS5PSHXk4pQZa0w09ErBMBQvj4/N8V+J8498Rb6Sy4f+9BLdX/YqOWIsm249ORldSYoVRoWPXOy708BsoChi84O9tEq5xfLURmyNFIYOewZ6+VIGfmgB1OyfAejZlA2NGwN4vR63amAfapICdL5Ai+rS7a6J81MMFAIORpo7b6SFM7O6nWpcmx/Ma+nGTImZGlbAGKdrVWlVULlUUQ2ddDfz/m5KVYWc7S6JSHJYgqhbAEAGwWIMvKiv85MaGKNIqGoErsqF/d6ksGsMnYgwJo3I4B8ZBHDpqUdYFJGnpRl6szptsY2Ue6Umdik0RAcIxBgPbpGvLZaNAAUx6xJuLWALgsrIoXObCkAqMrAqr8VxO+xNB6wbVXUk0xS39UDNVWfbS20zJ9O/V7kYGlLVJbivYNsi2SEn7WUxgn/hvvsXrHdKhNtJWQmOx6QWlSvYGFE/Mn+YZE1jgfTh7fXjFfKToXB3UKDxfDr8PFQItLh7a91rOoQO27Oyr5H9b2VCLK3dkfQW6tCbuOG3CzXZA5iWxFMCayENN/xeML7ob/ffnieR6mcp1wuVDiJeJ6H75fBd38rXvZPxvB+B3+/r0d9xYoV2PZ87chXvvKVXHHFFezdGwwW9+zZw7vf/W5e+cpXntS6TjgldumllzIzMzPv87m5OS699NKT2ohTEa1tLZRLZR4/8Dhzs8cQTq4Kv+pfrSi7HpnpWcYykwDc+qVubXQevsGrEugOW5Ryb29oJ2WZ4qEgb5Kqd2jIUX1UARhS5aEhKysbshMBqKnV67cQ0y+2WrAX/Zgsa8aCh7uXFSUpLxeU0MLz1orwKD90w+/327i9oZ2VxZzOTF3ZvlR/v66YFdm/2CohJiyJBjpzZreJ/VYMUNXzJ0kKfb74PF0ekUSL4EGlNBqTOGydnqooV/dH1oCf10QM/FKFtV1FubNwQErOULFvfbSCKZiKaW9cMzoV6NuUnyHpG3x233Wi9xAq++5k+VjvK4IJPBTxgrK31ULSN9jvxFlXzAbbJUORawZys6JM6OXwD97OtkiGbZEMqwo5wTKWJeRwD6lar+r/01lfb0aATGmz1+cJcIfVLkCY7C1MRrrBKwhLOhzeOn1UZFv9PGFWNqUJ+tyAwJOmqI+XzrTKvsM+19OfY7XobOu2RDRggctlV2RVQ1lnTWwC6R0c8sNWRJNqdmytXr/jLAtviU4t+P3NMxLcu6IPc8DvpM/updUtid9hKFuXKg2L4+pmxP9mVGy/Kg17OSkErVxpxLZrcoVyA1F6faH7T38xzzxgGwaDx9rn8HFys8G0tVxBwuCveqBqRrmyyQ8Gi7Jc7//HDeL3bkbFQCy03M1eDwC3NC/mttalLG5tpTEexZQDc5Fp+11JrfgVWb/w5+FHhpjGxXULFArTFAvTuOXi0yDwKRb33XcfX/7yl7n11lu577775n2/c+dOksnkvM9vvPFGGhoaOOOMM+jt7aW3t5d169bR0dHBRz/60ZPalhP+xfzbv/1bTZ+8XC7Hl770pZPaiFMRbW1tLOpcRKlUZHKihpRBjdAjtIq/+dN5nsfUXJaH96cZPXKU5d1dvPENPxdfhm+OMgOhyB4afFRFyjKF1EcxKK2qPp8gy9QuMkTKJaGW+LP6P/wXmibpG1Aa1bIiOgxbPESi3SIbEX441inR1Aw3y+aCeEjvtH/GDbferD1qw/HZxz/M1qnAQ1ZludSxSZodUDggtlESQhRg2Do9JTJCfkkQMXB0mermbIMAyl6OtOHzULxRABoJ5oacGBixwJ7Pz3NHy2KxUbKELIBIO0SXkzLdoHSlQCaTkN/LS2YzbM4Z+rtB4zD4eQYdkam7asVm0Z8oz33anwuYm0aDJg+pcqxi2PZ5ls7S7bDjbI+J3jvhER3TGcohJ8b2WJMAtmYco+difXwHGnIic5nfK0ruclDR5RYFCcUyg+tQLrOPVu0zrORZhgypZ6dcQyThBFeck7Q3zsEwS12C3cFYlGR0jQCRXiEAmUaMtDculieZ2GmKpLzDwi9Y9RNKL2zMBBtLOfG6JMk4krGtBkJJo4FU4WGxTYWRQA8vJHGkr+F6TNgTYLVWR7/ZE7wJkS2uTMwJspN3kHRhD9tjTaQss7IvNrTOtDcuiEyGH2T7FBknvP12B7r/T/3GFTlEAcDQPWjUcupnNhdqI6mWiAkfuzDgs9sq11mL+KH/b6kcOHoFeN+fBMA+urxi/qXFgpZ0SpkuPYvb6WhuJGKZiHLv8WT4jNDfEx3z120aJpFIlIjl6CqS73uUy3kBAkuzeN6JOp78YYYSiz7Vf6cyHn/8cV74whdy3nnn8fd///e8853v5LzzzuMFL3gB6XT6mPO3tLSwY8cOvv3tb/N3f/d3vPvd7+aHP/whd955p67WnmgcNwicnp5mamoK3/eZmZlhenpa/01MTLB9+/Z5VnK/T+FEbZpamonYNrls7jhHXkGPSb0bh+/75AolHjt0lP0jh3DsCG9/yy/El6XxipuYbojP79U+tynTDTITlsgS9BfzDBQ8dthx8XAOibFq2Q0vG5TMiqNBf074phsGfWFwaAXMTZVN2GHHZfZkKpBlMWIiGyE9S4HargILxLaGRoacGO+ZEf2Pg/FGYd3mG2yemwVg+Zrrhc2ZbFYX5Un50JYZPr2NCJJAmiJ9rsctzYs1MAT0tMlIN1eMf5wPTu7TfVND3sFAB09JnLhTGsglzQ7BSPbnGMiLDIWwscuzeW5WAK/o8sp9NmIQW80tzYtFNhdRnkxG19BHKwNF0We5Le7LTE0mKN1GlwuwU9gTkCOQjFirXbB8pYZg0uwQGTUE8FTsZ3EOROlcAbkBv5MBYyV9di/9Zg+by+3iHNptomQoy9E62+iXBMCVGTb8vACIIfHpgXxBllpLgrVKqwCxhh2U8Kx2AfhkCTntzwnQVh4TQNXKiv3M7RbnN79P7LMRC3pNpewMZkJcj15WXA9Si3DImAjsz0rjYnsk2OyjVWxzbJUsLXaIddhtYjvja4OSamx1APbC5dEwADyOMrAOCcC0VidUSjRBYPsWW60JQBtLuUoLQHn9qGUmfSMAeyD2oTQO0W5Rgpav5/sAN2mruKDEnqgk0Khpq/+vBYIXAojV7SBhYGdG6bN7NdM9KBtLqz/VNqOklV4winYVUplAub4rE3O8dfooG3KzfHibT2NDnLjjYJpmSBrmVKApv6K0q4wCYL62oGGaWFYE04pUlK3LbomyW8LzvbrVpafjDy8uvfRSSqUSu3btIpPJkMlk2LVrF77v85a3vOW4lmEYBhdddBGXX345b3/72+nr6/uNtum4QWBrayvt7e3atqStrU3/LVq0iEsvvZS3v/3tv9HG/LbDNE0M06RQyJGdy1IsFvG86vR9OFSZwagrJVMqu4yMTfDwvseYmZmld1m37NdpCx448kYWbsjWkh1hpqsrSn1KQy9t+IGALEhph6wuo1U4W0CwroqdrtEXpBmBWfFQKY7q3rJkpFs8rELiuwIcLFAiqlMqTkbXSNmOLNtjTRhvfhMgiDBpw+eeeIvuQ0wbvnA3MHyGTYut01N0uUWSviEeILHVWiNvWJIklN6fkI4R1mTJSDf9Zg9pf47vt/wNa2//T3lsRCb1/NxUpbSM7H3cWmjR2nt9fkyLNIMAn9ukHiOFA5XHojiqBY9xugSoo0i6PEKXWxSZQMMWwEjKsQTkEUnAUQ9C2R+XNBrEwMDNQH6vBgwqq5g0O2Rf3Ax9vpTOkcBuQ04A68GoScp0aXXL3BNvkXqHTVw8lxFSLIYtyugy+jxLawcmzQ6GnJiYTm7PYLxRl90B4WgSXY62KFOyPaqELEHqkBOTMiejYDaJddgdgvAQ7Raaf74A0inLlAOcgsxSjyM8ly1NrElGunUJuz+yhoGCpzOrukdWludxs/RF18t2BjlQkMc66RtB9qzGtXtCUQ0mF1pW4kw2z07oczzkHSTtz1XIx4jB2URgDxfuvSuPaUC4JToVrDO+NriOQADt8pj4bavs9UI+v7XKw8fal2Mxhq0EmE2sK2Z5zdQRAfIkaSeJI7PZth4A+S/8If73l4nryWqZN6h9ZFoMkg46MRoTMWJRB0O5M8kqTfUw/bcHDoOso1h+uLevqu8wXEnCAEwMLCzLwTIdTOPUMmJ/X+Op0BP44x//mM985jOsXbtWf7Z27Vo+8YlP8OMf//iY83uex4c+9CF6enpobGxkeFgM6t7//vfzhS984aS26bhB4F133cUPf/hDfN/nP/7jP7jzzjv1309+8hMOHDjA+973vpPaiFMRhmEQidgkEgnKZZfH048zdnSMUrGM64qbRPWIrCabKxRl1+XwxBQP7t3PwSNHWbKonUv67w9KGzD/5loek6zLKfFgzu/VN/UBv5OBfIHtsSbxnbTZ0pHfJ7J+RiyQ61AEhlo38oUeSlpUdkY8gAoHBAjz54LGefmA76N1vhBseD211o/qqRNZzbQ/p0HhliYBNoZNC7xCAIjLY+CX6PVcHoo3srKY43+OPsRLZjPcnDmkdew2lnJMWhFuGx9nU17owmkCAzJjWBzlpc0+xmUXM1B0dP/S7Q2BC4YiGPS5HluaW3SPmcrSbizl9PYox5ZkdI1+YKsMS9rwUYLFGpwjys1KRFqXgJEAxEyIv8giDeCAgOgSXytKstE1olxc2ANmk84cphGe01pWRh7PLYkSg05RACtPOI6kvMN6MLGtoZHBqKm9iZO+Ad4MKdMVpUIlII3UHpRlXpUt7C/mAws5byYQFDebxP6bHSFdRQEMlZ0c5TFxTCLdEhC0Bx7JCvCGS7vxs3QmWLmPKICNX2LIiTFoHGZdMRtoSILYViZ1CV9fyzLTTbQ7yKjXY8VCZU9vPa/c8G+g1m8iHFYC/7X/xbaGRnk+44IYYibEuYiuEdk9N6PbESrs7yQBBDdbydL3CmL/iqOVGUMFpMIyM8e77fXeV39W79go2ShvhnOz01yZmIPCAQYnJsFMCOa454Z0PqMYd52N+dhqeV1NBS4n0iLvO5F2DjoxJq0I3Ys7aG5IYKoeQEPcrzHMKvbvQpqANQDbcUdlZUh7Bs+HoeKfL54uhgGmaWE7CaLRFhy7EUOCwKf7Av/wY/ny5VppJRzlcpmenp4ac1TGddddx7/+67/ykY98BMdx9OdnnXUWn//8509qm44bBF5wwQW86EUvYnh4mFe96lVccMEF+u/888+nu7v7pDbgVEY06tDR0UH7okXksjmmJidxPY98vigo+v7x/xBdz2N8epaHH3ucx0YP0dLUyN+9ZXdogtqyCd+YkMxZMxqUZuQof3usiV1OQmc1kkaDuNnrMp4oVyWNBu3XWhHV/TfhG3044xFbHTwQvYLYDish+7RsmbVJ6OyJ+H6+pl8FI7D6YeF06d5FJfmiM2AQsG6lDI1wRxA3/WHT0qXftVO38v6fXw/AuyZGuXguw6jlMOTEuHjyMwzGG3XTvcpmpnMPBmUtCLTanC4J2IQGncospkrDgaC0n9egdMgRpfZUaVhnZdOFPaLnLJzZze4Uy1Q9cn5JNu6LvrWk0SDAiDtFujyiWca6DOiJh/rmbCHoE0TYyaVzD4qHZWx1ZdY3RNpQziUqE0phRIAgs0kAWbtLAzPRM5nQ86X9OZ0BHDYtkkaDALml0QA4aab3jD4vWO1icGC16wygPseFkaBnUQFcdf3ITLZ+Lfv+NucMAVbcDOnyiADNslcw7HeMX9Ks0f5inj67l8GoqaV8dB+t6iuT2b8kjjg2qoUiu1OcB1UqVWxbBWoUOcHNSqAeDfrdVByLNFL9vZvFuPXsYOBmJYKMs+z7POjExHEtHBBAMdyTW53tA/GdKweLijACIhOoNALDA8Va5d5jZfSOEf7V/13DLUQNgpu4s6ldH9NXJw4zkJvl7k/8E3f/z3u06Lk+XwrgulnxW5Cgd3MhxhWDt9JTzPPsj9t0L2qnOR7HMkOkENOo0P6ryMw9ofiqsjJkmhamGRGVpgowGAaEwQaYpokdiRKLNmHbcUzTkpM+DQL/0OMjH/kIl19+Offdd5/GGvfddx9///d/f1zEji996Ut87nOf45JLLqmw7n3GM57BI488clLbdNzewdWRzWY5cOAAxWKx4vNnPOMZJ7Uhv61QYtGHD6VpamrC832KxSJTk5P4nktb+yKKhTJO1MG2LSE4fwwHEd/3mZrL8tD+x/nl7r2Uy2U2/32oqfMEmYV6HmWLprxoSxPaezRlmYGGWC3j+GqmY/Wy1WfK41YJICtQVhwVD2Gl/aZ8V1VJqnAgKEst1BelZChC5c5kpHue/+4NYwe4ZNFSDciq7emGTYsDN9wIr83AdInl536Ui+cyNLguP2hs5yWzAtTMWRbbElFd2lxXzAagr7qZHSE0u60h5B8d0mFTgGBjKSf65ZTobmj+hSIZXaOJHdrnOSycHRJI1sck7Muszkf4f+nhq+cPycgoUK2tCdVngPZ8lue6v2zKnrwmvd99Zqco69pdlcLe0smkP7JGi1GLZc6wddZjS8uiQGpFeQarHkXNLpckBrXtEviGezZB9j8WRwNwIxnMGmwi9AZTTNLvJvTn4eOrlquPqTqWYdFrp0uyvEdEGVr9r/QPKVb4IScj3WJb7S62To2xJTolrp2oBJn1SqsnGvL3PWxalXp5Xo6b84u4MjYmgKDKrkpGvM4SKk/ham9hdb2q33Q4jiXmXP39AtP7N3+dC97zrkDoHgI2sMwGqv7QzdkCk5bNZ7/3Qdggf+/TJYhZvOG0D4jfHGjwurnczu0N7bxrYpRH4o1sj4lBzZ/e3smz151Gz6I2IvpBqABfAARVKVi8X7iq89uN2o9Yz/Mo5IuUSmUcx6FQzLO0a/lTViw6xQdPuVj0//IIt5794CkTi25rayObzVIul7X/r3pdrfOXyWTmzR+Px3nkkUdYsWJFhaD0ww8/zHnnncfs7OwJb9MJuxAfPXqUv/7rv67rU3eyGnynLnwiEZO2jhYsI4LvQTRmUyqUMC2DfDZHoiGOZVl1bxqlUpnR8Qn2HDhILpdj1fJlQLqyNyiceTueG6oZDwggdpsYGXs5mZWrzvi1BA/Z4+llUusLC+Va7VpsF7NJ+LqigMxcUM7J7Q7mD0tCVK87xBoWIMUhbYq+s5Thk6SBdET5/iIAIMiS91QANAyblAVJHy674jI++9oPw/XnA4FI7Kb8DE1uWbthgADJ/cU8k1YEzeep3n8vx+0N7SjivbCSC2Q2ej2XVOFhhsw45Kv6vFQo5mOt8rcqCyOlafw8IPsqDRsQ1mxEpEyNTwDIIZCjkaQQ3Ax9tJLysnJ+MU1aHicBrmzAJV0eETI1kkiC0SCmczMIb17o81pJyZJ12ozKUmlUTiPPX2lUALT4WQwZPviLBFC2WsBsYkuTBPex1VK42RbZRmDIphIIymMh2Ot5NroJdtgiq6edVqRFoAZvfokNuazIwnpZyO8jHV8LNDHEDPhS09DIk0T2TsbPAruLND4URoNBjNUi9lURQwxbnLOQ2wi53aQTZ9LnWqTUOVDXhpvl/ond/HdUHJsbPvAfbLv+FQsDwHq/7wWAVKo0LAYgsdUB2C8c4JF4I/1WK0OyT1Ncr+Iekdb6fJIcYrXojGk400jhQOUAEY4/g3msAaWV4A3vfgcpaxJcmfkLy8HIiocYXNhMWp6QxNkQDPhoFq+/uv39DL36RvGZn5fZ/QJvdY9yxeCtXHX5W/QgcNmS9bSFRP8ry70CCKrPggH9qQSA1aDPqPm554k2QcMwMc1T41f8dPxu42Mf+9hvNP+GDRv48Y9/zIoVKyo+/9rXvsY555xzUss8YRB4xRVXMDExwb333ssf/dEf8fWvf53Dhw9z3XXX8f/+3/87qY04teHLJl4PDI+I7QjF9rKHWy4zevAgS5Z20tzSHErvh+b2faZzefaPHOHI+ASL21u5+PVS56dWieV4HwhK0wsq+31K46TMLJRC85kJyAeM4YqodQMPCzBL+zTtflEqSJAgRZXLUlajMCIyk2YiAI52G1rQunr5oc/0A708RSqyCLw8qFKen9eZH6EPh2adhrNiacNmMGoyuPJyMKMMFAXo3eTO8Nmzfs7yR18EIPuKxMBjyMqK0madYyFsvHzd35cON0N4OVEWXui8wTzGZ/jB2l/MsyGX5QeNMTa6LkNOFTPcnyOtjmfoPGA0BJktAmmVXloFUDMSDORm2eUktKxQqrSXXruXTUVBukkSJyVdVNIq46qAoF+SmcAZMEQ2ZdQSgBCzSWSVKNJfdBnysqRtP8j0GTZEFgm3kngouyZ78vT/bgaMoN8Sq12IUsfkuo0CQ5GYAOAKVBq2AJLWOANFR1v2bWnMQ2lUZCpVJjpMQHHzAhz74yTjZwXi1n5JWA6GGcbquevNCHCte2GzkjksejZT3lSQLVQuME4X21pNIWvkJDCOBQAXum4SZwoAV2P+ZHSNBHhjpEHst9PFYH4feHEoJ0hHFgVZayshMvSFA+K4JM4U513ZxlkJ+v02hiIWuAfmX9P1Bqb1qgkLlI6/+thWhlb9A9qST0UFGMyCmWDScvnM6l/UPj6H4tycOcQj8UYGozESfp6sYQoh/b97M0vdAkdvcljZ28uKzsU0xAJ9QF3uNcDAkG09ou3/1APA4w3hGez5BoYkLD7VQ5E1TvU6T2W86U1v+o3mv/baa/nLv/xLDh48iOd5/Nd//Re7d+/mS1/6Ev/93/99Uss84Svvzjvv5Oabb+Y5z3kOpmmyYsUK3vjGN/KRj3yE66+//qQ24pSG1v6DoLfDIpaI4bs+M5MzjB4cJbuAjMx0Ls/BsXHKbpm/fUuNOnxYk6/6s3qZNFVKCUetTBTMt5aq9X8Nkohmg6oHhl8S/WIyS9JfcnX2RJemw+sqTVSWnML7ZCWCdRZHwZ2i3xd9QkmjIcj8UFl2VT1qFfuvplMCyqUJdjkJJq0Ig/FGjEc3auFlkK4gXlZLvMw79nK7Bv39unSoRKT1MT5WdiS6XICE2OoawrdxvU/vP3IT5+emBAGiSvoDPy8YtxIAqwxgr+dyd/83OLDpmxWM3TAzfNKKCCKN/Fzp7u1yhHaeIm8kjQb6zE6SOFpSBsMWIN8raMcRAS7FeVdl6iHbCkCS7M/TWn9RM3A3kaXqPtdjIF/QhBq9v1K2RbGZW92yuM7MhFhXZJG4RrI79eBDezYrEXBLMsdDotjifAknk5R3GMymQFdRHt9Bpyiuh8JIqIQeE/OVRlHsb8yEKAeXxqmwSAQBtiTRZyjiac3Hhdi1048P1L10QIpxK1F3OQ8gehMLe4J2iNK42DcV6nzIEjWAFlKOrRaZetVOkThTXFduVpTNqy3zVBwvGaRWFrDqt/VAy5uCfr6w40c4Gyg1LwF+8YvF8zbngZY3cdmb3sMVg7fq/uGBtlZmrAjn56aYsyyubF9KR2sLpye7aW1sCAFANAAUL6tdOXxOLd+iHgEFKvsE/YpytWn+PgLVp+O3GblcrkJqb3p6+pjz/Omf/ilDQ0Ns374dwzDYsmULu3bt4lvf+hZ//Md/fFLbccIgcG5uTusBtre3c/ToUUCwU+6///6T2ohTFYZkkBkY4PmiIVd/DrFElJ4Vy5idnuHI4SMUCoWaQLBYLjOby1EslWuXY+sBinp6ZFAprlqvxFtLqLn6hl3rxi0jZeTRThxSO09kRATQU/ZkSiql4gEcXl+47K3eh43ovRxYLUF2sbBHspptwWyWvWfKqzjpGwyUm0IEhJDunVxuqjSsl4dh8/WWJYFnrpKZUeLC1eX4EDBOG35ls3w1oAsJ/IY/81/3Lfy916F17KpsstKFPQw5MS5b9l7uibcE7iIgWK+FPZok0+fHhJOI0aCFb5d/7c95wzcv0rNo8ogUxdaakQgdxbQ/x5BtBSQamSVTEjtpwxekAyW2bNhgtchso5SawQkIIGYiAOQqvIJ28tDgVE6LmyFlugzGogEhR7J29TVkNgmHkqi8zbgZfU0pa7Q+z9Ki1MqZhPxeeR6bgu1RJXNvBvwSfWYn/SVXaANK9rAGiJZJX3S9AMblsSB7WRICzBpcKou1itKqJCW4U/xkfFwet0RwbdYKM07zssH6Az8EWanas7ff7BEMaC8n9zkqfpduNnByMRq0tEra8AVJTMoNkd0pBmv5fXof04U9YLeJc6JIJeHtOp7X4W2v+v1U31/OXbwqaGFQpBtZmhbZ2ChhJ6Jz3vNAxfyPtf4FQwnxPDGu/gfwstw8Oc3gxCRbGk1WFcS6B8dHMCyPsl+mXCXrZZjVTiFheRaoDcx+G+FLJRj1PzVAaPDG9318z8c0kKD2qU0M8TF+J3+nMubm5njHO97BkiVLaGxsrJDaa2uro8Aho1wu88EPfpD169dz9913Mzs7Szab5Sc/+QkXXXTRgvMuFCcMAteuXcvu3WKE+cxnPpPBwUEOHjzIZz/7Wbq6uk56Q05NGBiGiWXaGJgaBKowTZPOrk46u7s4cugIR48cpVicb+njui6lUlmM3o4F+MLvaxAV5oXqu6u+QYeBVnWoaesJRav5JelENecHPWgJ2Rcm+wDze8VDTxEjjvXgUJlA9dqMa/cPCInfqvXJzMWwaWkh4cFYNMh0SNCi5T1C+9bneuBlBZMVR/xvdjBQ8Ogvi75AnZWs1m9T+xY+puHMpjr+4eMmPzOGXiTnm6HC6qoqBuONDJtW4Aajrcva9Lq73KLQgVR+xoUDgozixEhZJm+dPoqSpoGglNzlFrl4TohN95dNMGwunhNOG4OZo/TRKiRcJMjWriQqe6cycQoYgewvzQZah9md4hgr/2gJzsS07Vrge3NOalxKezlAy90MZo5yc+ZQkIHU62rX10HKMiGyiJSRF9ejKo1DpbevmxHAUAkLSyJHynQZinh6ANDruYGTCjKLqtZXHgM/L9xUVGYtt1tsb3Q5/sHbBSNXCV9LD+IXtDWKeSEA/rXYsloTr8ZvPjw4q/p+ZTHHxlKOvuh6Kfw8IRnX0sc5tirY/pCHsmKYi+MjtQJlfyMggKxfksAyHgwea7WI1NrW8PvqHueKeaJaAcD/xj/i770Ovy+F/yc/4MCeq3Vrh7Ls22HHecPnXi0+e/lLObLsdVzf2MvtDUJkXAwS8sxYEQ5HHLbOehyOONzwzF/xtuu/zdT0JAcOHWFiZk6oOdSU9BKlVcHYNeEYJD8IWMSn3MNX7YNkNj8df/jxnve8hzvvvJNPf/rTRKNRPv/5z/PBD36Q7u7uYzquRSIRbrzxxiecd3HCIPCKK65gdFSU4q699lq++93vsnz5cj7+8Y/z4Q9/+AnduCcylO+vYRiYloUTi9WczjRNlnYvJd4Q59DBUTJjGcqlsr45+IDrekQsi8Z4KGtXS3S2Tlmy7vcLTVuvtzD8XUhdvyJraMYDM3r1gA3baEUWid4wMzRPGAxVPzjsjvkG9Wr6kKOGYoymKWqtMm2JprJFgBYZ9ucCWzyZ8QnW2aVlU1QoANTrCT9cJR1TcRyqj1U4au1b9fcqShMYybcEPZFV/siABlwbSzmdkdPH1Cto2ZwddrzK8SPHkJXVIOiW5sUkcbRrh8iqCWbspBXSIPQN7omL7N6+aJxUaZgLZzJsnp2QrisJfb6VxiIQkHBAZwrT/pzY1tgqUkwKkW7X01qKAPgltkWFtuC2uC8Ad2lCgC1t75bluvYermxtDjLJYZ9jo0EAl/xebYmHGdV9msJaLjgWSbMjGAwoUos/J8qj2lu6ixSTQZZTla29bDCwKIwIQFocFfsZ7RbgqjyG0XOxlP2ZCUmVTFWeZ50hzM4Hg7WuhYXuB/L/bZGMAP7eYba0LCIZXSMsHP02fUw1Y7g0Lq4vvxTIp5jxkIagzGxLP3DdX6y2D45/IFpr28MDPfn/VHQf/ntuI+kbLH+VlLfY+j+84ZsXsXzN9WDY3DxV1GC813P56mNbAfjcT0/jdc7ZWhJrMHOUgaIjpgea3DI/aGznoXgjlz34LD70/tdQLFo8NjLG9Fw25NFbH7QFXsILASwxv+e5eL64zk4eCKr2IjMkIVPdVy5KwqojSa1KZQ2fjj/s+Na3vsWnP/1pXvva1xKJRHjhC1/INddcw4c//GFuu+22Y87/kpe8hB/96EdP6DadMDHkkksu0a/POecc9u/fzyOPPMLy5ctZtGjRAnP+jkMNHKUETK0bgxKLdhybFcuXs/fRPRw6OIpt27S2tWJYJsVymUKxhB2J0BCLCkAUZs1Wl3oXYtjVA4XVTL56y1qojy0k5SJEmkGL2Cgihpkg6TfonrA0JT1qr7vtMP+hFzKK7/MshmWzvgB8gPQD1iDEiAXAQmab+vwYw4al9d6QD/i0XL8qr6alq0Sv57KqkGNpscAj8UaGY00is5jfU7v3svoY1iB21Jy+ygdVMDBH6mdl8/vYET8LkOAtvzdYhiuJOYYTsHu9GXENhXXtZDYr3FeoMoVKJmPUcnSPICBZz+1cFw2kYwZygjSCLDu3umUGnaJkmvqaDCJAaUkD0z4/xjAym+YJGZuUAeT2QWyVOJdmB0OWD6WE3m7R0xeyR4t2g9UuJV9EL2baamFw2mcgHgCMPlpBEmNSpgW+J2wBPYuUpZr+bVmeloLbUsJloNzEYKykj58oC0smrTcjiDiqzFoeE1k2f06AuujyIIsZWyWzbQV9LVec+9A10e+3aR/lighfN7Wup1q/pexOkTmPSPmcyCKGvAMQ+hkmI92k1XaEwZ2SYVGEDDPOQG6WVrfEtkhovbW2ayEAWG+asB0c0JLrgRvPhlC/7wUX3EjKdsVnXp4rm3wJygukLOCfnsHtNz6f6xb16PvOzZPTDDQbbC6UuLLJZ2sWZqzg0TRpRdjevBiug0vedxS37B6jz+/4mba+LBeXSqIH3HEC1nElwDzRTN3xzWsYhnA99k81ReH3L34XxJBTDbszmQy9vcJsoLm5WcvAvOAFL+Bv//Zvjzn/y1/+cq6++mp27tzJs571rHmyMq985StPeJtOGARWRyKR4Nxzz/1NF3OKwpeU/Do/Sm3rA63trSxbuYL9e/Yy+vgI2VIZPxJhejZL+tAR3HKZ5oY28UCwo0GGCOYDtVplmHqae0rv63geIl4uAKH11iG3SVhRjWlrMlVeEuxR4fSgWZYED5WKCL8PmcD7X/sAxmuvqhSvttr1L0xkZ2ZIKys6d0qzQ5We3bDUEhsoeAxGA623frOHIe8gqdKw8MIt5hm1HO7ed404ZRdswhx5AZulbuC2xtXzWZjh7Q5rMVZHrWxg+Ni6WdKMcLh8iM7I0uD7qmOkQFgSh3QVeabPj5EyxYHZWMox5E1ouZUdNuwfe4SVi84giRMIHwNffdX3+cov2/mL/c9mKOKRNEIkEZ8KYChcVVwhlyOP/w47Ttou0ucl+NzRh/jjxRtII0p06cIewVBVXsGmGAwkaRAgSt2Z7Y6g98ybEQxdNaAoHCBtJTSzVeynS5/rid5PCXAwbA5HgkFT0jfEdJ4on6cRoCxpNJAy5oCEBmrJSLfs6cyAtJAbtGT22HAEa9p00XZ8ZlTrLOqyvCr/223BNWDGg8xfWAIo/PsKXUMV/sDha6fWwKJ68BH+X00TW006LzN+5kwl+IRK/UAVSk1AWQ1KmZ3tcoBEKbMwIK3eThXHGsQqcG/EwJ3icH4nndG14pi//KVyYBJu42gJzgVg/MsroT0P5REt8n5lk8/gtM+dTXEgz5ZGE9FPWmTUcqT8k9jWtrZWovHoE8v69cH3SjIJ4HISBbL5CzxGeJ4gruhn0akuRT8dv5NYtWoV+/fvZ8WKFaxfv55///d/57zzzuNb3/oWra2tx5xfAcWbbrpp3neGYZxUqfi4QOC73vWu415grY37/QnVfFv75iGYWpaeZsmSRRzJTDAycpidh8aYLpYplUrk8jlMy6K9uYkha38lAAxHvRuq6kWrvrnCfC0+tZx6sRDwVADQnwNDZg2UObu6OYPQWPOLQhZmoQxm9bZaCfDzGK/7AJg2KW+SgaJDKt5YIRCs3DSCcmS3BC0Ww6bDgffcxvIb30bSaGCX49LnqyxUVsis+ELw9u61P+ayB5/FqOWwu+WNrJ26FWPjEfpvz9PgunSWixDJVG5n9T74+cps50KZ1TqgsDN+TgA0q8D8gN/JLtcjZdnimFYA5xZSpuhbHPIOMqQ+z+9l1O4lTZHrG3ulWLYgzpyfm+K9rXvh4/diABe2r2KorZVrMge5s6ldZPdkKVwBwrQ3TqvrMGlFdAZwe8wRmTXT5Ywl6wGfpO8IIBpbLTT2lMC3Yg1LyRldgg05j+AVSNlmABClj3AK6HOF9R6GSYpMIDcky/xbWhbR5wYONEkc1hWFxR3lAkl5fQxFkLaKbSgmsPCVbSftF+kvuQzZtmaep40SlCXgkH604rxKnT1LkoJK45W+wSoLGNbRrNcHVy/qXUfVA7hawMwvaVZtH63iuLohVn51yN9dn91LynDps3sZBiiOssnvFGzmetnwha53BT7rgUL1v3QxwowKAKiIN5+7g94LXiikl5QGJI7QB/Vm0C5EMm5q62JjKcfW7CyHI/C82Ula400MRk38F/6Qz31TGA+cHxV2j5vyM5yxajWtjQ1PrKaeYRCLt6o3T9xyFwjP83BdDwywIhaGaVWRW5564WPgnWKixqkmhvz1X/81v/zlL7ngggu4+uqr+ZM/+RM+8YlPUC6Xjws7ed4Tnys9LseQP/qjPzq+hRkGd95552+8UU9kVDqGNOL7HqZZG/t6bhkjVGKbnMty70O/ZuToOBNT03iuR/fiDha3t3L564/UHqHrhS0AohaavtboXH1f6/NwVGUQAPFwVg92CGQ4lBsF6ExJ0uyQLNbE/HJYvZDC1puzBW4YvRGmS1y2/lomrQhD3kGh2yZBIaA1BPvLZkW5s9dzhX+qcm/wZsT2GL4QtVaSJl6WPj/G+bkpbnjdj6Ezi/HFP2fz3Cz3xFsCK75Q9Nm9Qnaj1r4slBmp9yBd4Lj0mz0amFXI61RHVU9Zv9nDkBOjv5in1S3T6pZYVcgx0NGN/4LvwhdTwfSDvRgfuYTBiUnuTzTT6pb0Q1JLrchsZJ9nCfKEsnCTDiNDjup9C8678kR+yWyGh+KNtLplJq2IAJimKx7khRGS8bN418QoV7YvDa6t8DUmiSzqvXIAUYLWgC5lp71xMGJSS3AiEDxW9oV2lz7/fZ4lGO4hJxSKo7rvUYifT4rvlOg1VGwLud0Bo1b93uyOoKxaq4RaHbWyeseap9b84Yit1qXhimtEbddCv0X5nXKsASo1++qts94+wTEHg312rx6oiR7fGIrc0+u5wrkn3ogWg1egPAzO3Sx9di+XTB7ibc99lM/99DT2ReOsKuS4s6mdUcvhNVNHuLexlZXFHE0fj/Onfc9lVVcnVh1xZfU4E6Yhx/uAr34EnggwCMu/HP/ySuUy+bzof4xFHWw7wvT0FJ1Ln7qOIT/gQ1in2DHkHh5h6OxfnjLHkOo4cOAA9913H6tXr+bss89ecNpyuUwsFuMXv/gFZ5555hO2DceVCbzrrruesBX+bsNYcLRlaMkYg5Lr8ujjhxhOj1AolVjZ08Vfvv5/gf1CqDXs4wpCRuQLn8F4i6zrH28WoVamoB4DNzx99WvAX/drjJ3LKhaflM4dOqMT6tVLS6YlPrx11mNLQrKGq3p/wvtYkcEM+YX2Z4+IF594Fj3FPDgxkrE1bEe4f4Agctze0C7LjiIbl/bnRA+aaQkHCJC9YO3z76Uyzs9NcWF2AlZNYHzqTWydHuOW5vn6YypqAUMdtbIeMP+hWD1tnYfyDjsuTEKqexNrkXiUM4wZZUiWcVvdsgRyTWx0cvS5HsZPXoZPCAT+2W6SNzYAk+JYA2+dPspBJ0Z/yWVlMcO2xjbJsC6RROnoQdqbYciboM/tFWSI+FoBumKrWScFqQecNEueO87y+8O6U64AV6KqJ3q9pB0duBL42joDjJHQYHAogugRc7O8JJsRJAhZwm51HQbjCUYtD6wuel2XtCcYuf1+G0NICSCjXe6L6BdNe9KGUHlUK7Y5TZqIEljZIfoB7S5BkMrurLRZU/aIsXZJ7jlOUFcvu6csH1Us1Murso/ZnZXTqsGb3se8aEOInVmzlWHA72SylGOH3TF/cHoiILVe6ViFHLykLDMYRMpI+gYH9lxN/lmv5Mb0GpCaf9hdAgyaEJba6Td7GAVua13K4Z873NK+WLvPgJC0eokVEYNFO87brQL4vrb2rBmScesb5glAuZPNBtXLnxx7eaZhYhoG5VIZL+KCHfkNtuMPIzxO/RE4VT2IuVyOH/7wh7ziFa8A4Oqrr6ZQCH4L9957L2vXriVWh7AKgh28YsWK3z07+Mkfx2jSNQw83+fQxBSPpg8ync2S7FrCX77h/uCGWDhQmeWRgMB485sCAkA1oKjFuIP5N91jkRgWuIkbu06veK+lWaQWXJqiKKv5c7IpO0/an6PXc9kSnTq2BI3aLykKmzQ7hPbdxCTnvGk3n2t/B1d98qU8FG8UrD8juEmm/Tm2NTSSNnwGcrOCqRlijaYNn40lIZkxbFpsnRrT3yk5GMV43Rb3eTiS4PvXvlBPpxi5Nbf7WJ/Vmmah8t0CGZlN+ZlApLn6wV917vx9H8U//WdgtTNl/1Jr+/V5liaCAGyeDQGKf3oG/Fpkc9/23EdF/xTCQ3l7rImVRUGW2Tw7wUBulv6Sq7dnU16yX6PLxUM8vlYKbc9AdieDTpEUk7zTWodx/wWkvXHBTlZixlIOZGMpJ/r7/DxDVpah8h4GjcMkfYNN+ZmAxGP4JI0G+suCzIPTxZaWRULGprBHz9fnesILWmoPYndBZJEA1F62gkgUZksPlJvYnC1ICZWM0JyUpBoBPATDPCn7B/FLAmwpkWgQYDDaHUiqLESMCJ9LdZ1Uh5ebn4VbKLI7a5dqCwfAz+P/+p/x917HI+OHeJ1zNlunhYfx1kIL/WaPmNbNapHlNMXgd38iEZaRUf/Xa1dRfaBV8eOxXwEQ++5/8P4vfgZ/6D30+TH8l98hNDbNJtmGIs6lanfocotsaW7hmsxBRi2He+Kyb9mwOejEhC6m/G3nCgXKZbdG/5zsETQNIblykj2Dvi8kwFzXE01B89i9x7scn1KpVFNizJdA1jJFe5L3dC/gH3x86UtfYnBwUL//5Cc/yY4dO3jggQd44IEH+PKXv8xnPvOZYy7nmmuu4eqrr67pK3yy8RsTQ54soeRhjme6XD7PQ/sOkD54iEXtrTxj9Urggcoboxrt1zJoV1Eru7cQoKsH/qq/r/e+CpxoH1ErIcpgoYZuMX8UzATD1c4W1Vmu8HpkfxbAge+9m/zrX0u0u8wbvnkRK6NiH1vdMjvsuOhPUw9mWSpKe3PS5kyG4YDvkvQNLYi8sZRjS3MLfZ5L2sizsSyAzlDEE2xmq52b2gy9j5vnZllZzIE1n6QxL46V6TiREn5V9JmdfHbjnfDiYQa3/fnCYMBKYKz6B3E+/Awfnl1Nv5Nnhx1nXTHLpBUh6Rt0uUVu+MQXxDz/C7zvVzDYSxKHx+5pZ9AUmcCB5sVg+Ox34mxLRCtKc0JkW2gT9pdyDDkyY4fIsvW7CYZkdjvpG+wwoc9zSYWdIKS2Y9I3GLUc+ktFhpx20d8oWcBpXziYANIOLgtmhygFK/9od5wddgeb59rZJvs3XzN1hENOlH43zobZKbY0JcBMsCk3E7CZZUlX6Rn20aq1FkFmnAybtCvKy9rz2oaNbkI4yRRHRSm4OArRbr1c4W/tBmSL420LUAOikP/0cRErwstWr6t/81ZCyBKt/xD+nmtZu/MLDP/RTeLYFEcZsDorCCoDOWkcX96jGfXzdENrZQN1n1+VXmbVtVrRImIm8F/7Xxj//jLxveyxXbn4LA4vK/M6R5S1hGj5HMZ3XonPvTxy9FHRjyorCOI6t1lZzLE155I1TK2vuSE3C5EEu5yEEP92PTzXo1ByKbseTqgQky8UyWXz2HaEeDxGsVQil80Tidg0NMSwrOPPdeTyeQ4fPoLjOCTiCcqui+M4NCTiRCLVyxH3IAHyxMDHMIT8y+xclscfP0gsGiOZ7CESCcqcwrFKTX8sCZunTngYwsjhFMapgt+33XYbV155ZcVnt99+O6tWCS3QW2+9lU996lPzpqmOj3/84+zZs4fu7m5WrFgxjx18MoYdv/cgcOXKlTz22GPzPv+7v/s7PvWpTx3/go5ztOV5PgcOH+Gxg6PEYzFOS3Zz9nO+Lr5UN32rBX/vdRhrPqhlJ2pJScxfeBhEhli96nX1NCfbY6Te+6WA9ama+pWeG1SO5tU+KHBbJY0CBO8Nm1zzveRf/1piP78DgK/+x73w7TMxfvxinX0SYE8KRofKhOFfnhJE3ljK8bzZSa5sX8rW2Vm25qCzXOT8qNDGExkyl2EDCUikowKO1srD8EXJUpXWjtVjeSxAqMKMV3o7ayA8po+JKm0tv/+PSd+zB5hY+LoIy+xYCfY7bawsChIHwIbcLENOjA25WR54y59yzhcOsfzRF3Fg0ze57L8uhBh8z+zgbVv+h89t/WMG8gVa3VkaXJdk82LSiMzqDjuuWZbDJvPAeS+t7LAtyD1IX3Q9IMpwafL0lxNC2kVaCYrMYIw0ebAg6ccZMiboo5NhyUjeYQuW7qjlgDdBL67WdtyUn2HSSjBk+dwTb6HfjbPDjnNTVGxPf8llS6KkWxSEvI0vSr8E573fTTBkTYLRDtndopQLIuMN4E6Isq/sdxwyhOxQOrZaLMMWOny9rkvatEmZJmQfFgBRDerqZYzDYKoGc3jB62mhFoN5ZdcWMUgrj2Ek36L7/frdBEPR5UyW3KCWZSUYtBuFrqN5lnAmMePzVQOq11Od9az1Xi5fk23MJvzX/heXffki/I99mt1v2cQZi08Lzo8MLS/kTgny2Kp/gLYClEYZnPa5rXUpuxzR2rHfibMhN8u9ja26n3DOshgoeExaRbbOzrIlOsVLjWU0JeI4tnhsqUzdkSNj7Nu7j/b2Nrq7uzl06DCHjxyhq6uLVb0ridiRinuOr4Wm5/cVTk5Oc9/Pf0FLczPd3V3k83laW1txerqxbZv5sEGwel23hOd5WBEb04hw9Og4e/bsY+WKFVSDPMMwwLAwTE/3LT7NDP7Djl//+tecfnpQqYvFYiEpIjjvvPN4+9vffszlvPrVr37Ct+33HgT+7Gc/q6iB79y5kz/+4z/mda973Qku6TiygL7P9FyORw6MMj4xSWdHOy97+d2VE0kAWBHVWbOFSrrV80S7KzNG9XrUqr8LRxhEhqYTzfYjgSyMyux4MwLEuFNgJoKHBoQ0x6LBMiOL5DxRvYrYlT+DN44G6/z2mXAoDobN82bHOeSIaZUA8KjlkDaUSLQAoSp70eqWuDA7wUVTn+cKgP8F480f1t9PWhFZynZ0RgnQJaJNxSwvKeaZsyxBDqn30AvHQlmRcKjPtOtFolJyRMaQLFtVRPicJM6sdCsJrScZ6WaosAfibWDJrFZcPNSb3DJDiSWc++gqNs9l4OP38tmBH8PgC/n+v51J/strGejoZvPsBDfceCv/+/aX0Zkpcn+imUGnyEBekFQ2z06QamiUjFpRik8XD5COLgdvEuyOQGzZB8wmdpiOyMD5eSHJYnYEbjNmVGTRzE6dvRkq76GfNYHFnbxeBnKzbI81CVAHUBohZXeRlMdAsMgdRi0XSlnS5jhY7aIMqLI4hi16RX2RSdTXcrRbZP0SZ4qBTn6vAOyy7Kvlb9R2y23Hy5IybTGIiywS9m0I67s+W/RLDs7FGWjIBYO/aj3QekSjWtdTrTLzQllCMwH5UQFY7S7SrujlHWIcPMQxyAXrSkYMkdUtJRiql2UMr7Ma5NbqQ67YVsHaPrDpm3D9fWz9ci/ko6yduhXWfFCfo87YmYAL7mRABJHzb83abEmUOBxxWFcUx67BFc4vmy2LDblZVloW2xJRbp4s0GC5bG9eLAlTjbS3NNMYj2OZpnSDE8ZfMzMzpNOPk83lmJqeYWRkhHg8TjweI58vMDY2Tj6fx/Vcoo7D4sWLSCTiTE5Nk8lkKOTzxOMJFi9ZTKlUYnp6Gsu0sEyLeDxONOqQy+XIZDIUCwX5PDKIxaKUXZfs3Cy2Y9DS2kRjQxO5bJn0449TLBUxLYtSqYRlRTVPRQFP0zIxLRPX9SiXn9YJ/EOOqakpIpEAbim7XRWe51X0CNaLa6+99gnftt97ELh4cWXD/w033MDq1au54IILak5fKBQqDqYyZT6eUnDZ83h05DAHRg7T3NTEOwZqNFgXRzFWXi4eOOXR+tIwxwr1UKlXMqwHHmtNF/5fTR9bzZCXJWl0a1FWIJDckKBOlQUr1gmV2xW2zpKl4Nvf8WoufuNn4IcReHA1H/r2s9nSsojNsxMaACoiSMpSLGDxIF9XFKDgjNwsM1aE9x+R1PjBXoyPvpXB8RFuNg5xyIlyT7xFuEj4JXp9i7RlBgzjksmQlWV7rIO0kqWR3qn+R/4F48rXLHzc6pE2qo+/lwtAoJsFRisAcZ/dS5eUfemze9kotQ0rYgGmsNofwU4t6LJbCki1d2nplm0NjdyQLsAHX87u73Xz0kVLYaIVyLAtDpNX/TVInNVTzDNAjFa3xEBuVvZZCZYuijAh9QmHnHYo7SUdEdnBtC/kPNL44EkNSTWPzCgnzQ6pcyhIN+nYapGRK7k6mzMc6xCi0/FG+lwhBi16HQXjV7/3DkJ0jWBwS2cZ8ntJKXcb2Y84bDokkaVhH7SvcGyVOPflkQDwJc4Un0WbQoxZSQBRDGFvhn6/jQ3TU6InVp73870Y59PDnU1xbp6d5MrY2PxrRv5++2udaxW1gNdCn8n/B/xOtvsGqH0p7RXA1J+rlFoKXa+b8jPsclpFhlThiXqyMMdixFctG7sL/9H3srvljfDxewFY8vjXxHevvzBQHJDh//V/csEXXk+Kw5oIcv/ENINNPWwuWGxp9Ol3I2zIzXJL82L6PJd74jHWFaW4OUVuauvirdNHK3pjz1q1kramBgJpPR8MH89zyeayZPZMYpoG7W1trOrtpbm5mT179vLgzp0USyXZgwfnPPOZrFt3BodGD/HQww8zPj6OW3Y577zn0NrWhkoYTE5NMjGRobOzE8/1eGT3bnK5PJZpks1mSTQ0EotFmZ6axInanP3M9Szr7mHnzl/z8K7dGAYUcnlMw2fNmjXYiiEtgQABAABJREFUdlAS9nwf3zDwQDhQPcHN/k/G+EMmhixbtoydO3eydu3amt//6le/YtmyZTW/qxU///nP2bVrF4ZhsH79es4555yT3rYnFTGkWCxy6623cumll9YFdddffz0tLS36L5lM1pwuHL4vmnMz07M8+tjjZPN5VnQvnT+hujEq26bqculCo+vqCJcJw9NZiWOXgcPzLDCdKuEB8kGa19uaNDvAbJJN9nVKUuGILMJ/57fo8yxyzfdy8WTQxPqxD72UHzS2g19i0rJpcF0aXJdJyxYkgvxeej2XJELy4S9nRrl4LsO9ja2sLob2vSHQ7zvkRNnvxHUWMWk00OUWxQNQ9iANOTGUfpx6MPbZvVCa4IL3vCvwgQ0fNxXH6AVMxs8KfGZlab3WMQHR+6QAoHo9LxZgGWv7s7Atl7YrGw28Y70ZjBd9iA/96Jl8JyJ19nR2t8CgcZhB4zBn5GZ5KN7IoHGY2xvaOSM3K8vlgUwQiBL9kHww9dm9gTZgYQRt3VaakDIuUrLFL9FHq/A9jnjiGDtd8ryUGHIE03swFtWElP5iXmQZ/TkBQv0S5+emSBu+WH90ucgcSmvA/pLsz3MFWSSJo7UKL57L0OdLVrsEo4rghBkVoMnuCgYEUtZGlFfjotQbWwV+XpRWbUtcu7HVgmgRX8u2xja2xX122HENALcWWoKyswqniwtnMhUseQ26amWj64Cx700b+twP+J0MRsRxSxf2aOmXlGWiJH7S/tw8BvAuJyFY8Grwdqz2hoqsYx0AGP7t/DBCW9P8TMUD35P3V5Xdzxfgfb/ie23/F5S0zSjnLkry2aEPc8Ob72JzzuDCmQxzlsU1mYMMmxavmTrCpBWpaA+5pXkxL/9yB7f/Wxvv/NEzWb1sKfGouHYNA4xQaTabzbLn0Uc5+PjjNDQkWNK5GDtiMT5+lKNHDtPe3sbpp59GqVzi14/uYWJikng8Tnt7G0uWLOFA+gC/fvRRSqXgdz43N8fY0aPMTE2RyWQ4dOgwpmnS1d2FYRqMjR2hqbGBlStXMjU5zWP7Rzg4coRf/upBXNelva2d/fsf48EHH6JQCEAyCBBY8nyKvo/rub8V/ben4/cnNm3axJYtW8jn8/O+y+VyfPCDH+RP/uRPjrmcI0eOcOGFF/Kc5zyHd77znbzjHe/gWc96Fi9+8YvnZRePN55UIPAb3/gGk5OTvPnNb647zdVXX83U1JT+S6dFnkt5B1eH+qRQLPHIgYM8fugwi9raeP2f/1R84eVqm8arCPd92R1C8sFuExmNhTJ5apnVN2ElwbIQoKwCEfOWA4ItWR4RmTtvRhJEBHDQmR0FbKqBaPX6QCzjit3cve8a0Qf4zufxWOtfcNmb3sOVbR2cn5tiIF9g0Cny+sIROstF7ViBleAlsxkunsvw9ZYlfCuxiP1OnFHLYbC9hzes2MLHOt7JG973VvpcYRp/e4MQQh61gtKRygho/2G1XaYgCKT9OaEjRw1ZmON5KIb+FCO2z+4Vn4X7xNysyHB4M+B0CZBkiYewfjiHBwZWokbPV9BnqbKX2F0cLh8SD89wM77ehwL4eQ46MQ45Ufz33IZ/6R3zdufrLUuErZnctkNOlF7PZfPshH7IasBXHoPsTrrcoihn+yWS8bM0ME1G14AR6DnilwQgkWLASJmhXs+lz4+BmxHA37A1Y3VlMSfW6+dlX6jNtgZZ9i6PCSkbWfZN+3OitO7HhJ1caUIwgnMPAsIeL8WksIwrSiaw1S62tyAAoFpOv9kjPwtdL7HVYlqzSegS4gipnPxehsp7BFs6u1NfU5hx+qLreSjeKABqiJFLcVSUi+tl8yWLvm7YHWAleGmzr8/zYERkJ9OFPeJe4nQFWTYvK67DsHVcbDUDfuf8671WW0PNMm/VZ+H5tITOKMbbrqIzfg4PtLxJf/1Y618w2CSPh7yX7HISLF9zPfGJ0wNheq/AQMHjqtf+I8a/v4xtDY3si8bZFvd5qTfOpvwMM1JXNGWZ/L+bZnjVV0y++N/NnLt2Jc87ay2nLVtKUzwqyL/zvHhFOa2pqZFYLMbMzAxTk1OUy2KbEg0JelesZP269SxZvISZmWlGDx/m0OHDTE5OYRgms3NzTE1PU3Y91FPB9318zxeOIr5PLBZl2bIeTj/9NHp6umltbWVZchmnnX4a0ViMqakZMuNTjI4eolAoyEwluBrgBdttGga2aRA1DUxhHPyU7wv0fwd/pyre+973kslkWLt2LTfeeCPf/OY3ueOOO/jIRz7C2rVrmZiY4L3vfe8xl3P55ZczPT3NQw89RCaTYWJigp07dzI9Pc073/nOk9q2JxUI/MIXvsDLX/5yuru7604TjUZpbm6u+AOocOsOh+/jeh4j45P8ev/jGPisToaWX91vVw0Iwxk9Nys1y2Ii21JLIkZFLTZe+CZ8rH7AcFYyHF5Oi/4KGQ8J9JSempsNyo+GXemQEFrG/IdIAeO0DwfvP34v8UYhJrx1WjR3D0ZNMGKsnbqVt335C1L0uEy/38YPGts1geP2hnZZlhRZtB12nEek68WwaXFL82Ld7/eS2UzQSyZDZC+bxEPRahcPbsMGM5RVA/FwDjuqVAE9va/hYy/3W8lspErDdTI5UTBi3DYuXSzMaADc7DawWjjsT9ftHduaDfcYJoRgcjHPkht+wv7xvRIItgTrUufTE0D7nngLxo1v5vYbn08frWwuBPpSqdKwyNzuvY5vjE+z34lrIJ3yDov98w0B7OwuMONB9tKwedfEqADV8hxokGd2gpmgv5gXlnblMVE2Nnwh7QKil9COCyDll+j1XLY1tgmZH1PKkEjJIr1vbibYHjMBbka0AIAWgiYqhZ8Le0T20+4SvaL+XEBIiK0S63UzYNgMlffIEvU4lCbE70L1cpYFqSftjYtlR5ez2eshVXiYzV4PFA6IjCTiGm11yyJz6R0MMsTHiup2j+p7QLUHt/xsKCJBQ34vW2eyIhOqjk04rATk9wqHkHDUqkCEWxuqPw8PWGpJxLhSENrLcu5iwWbk/jLXN/YyGG8MBpTejCAVqf5Lue/9fhu7nASTls1AwaO/JKoESbODFy56Bj3FPLc0LxayN8U8i9sdmptMEjGf9maHlkQEz8+SK0xTKOUolQt4nujLU7gqkYizfv16NmzYQC6X59ePPsrYWAbXdSkWS8zMTDM5NUU+n8fzfY4eHeMXv/wVExMZmpuacGwHDKNOqkBEJBIhFo3i2A6O4xCPx7FtB8sK3D4cxyGRSNDS0syynm7Oe85zOOvMM3GcCL7vVohZ26aBbRgYiJL28ZIXn44nX3R2drJjxw7WrVvHVVddxWte8xpe/epXc/XVV7N+/Xp+8pOf0NnZeczlfPe73+Uzn/kM69at05+tX7+eT33qU3znO985qW170oDAxx57jB/84Af8zd/8zW+wlMoSsi9HX9PZHA/te4yj4+N0L1nCn7zsu8FEFZmY3PwSsHqtbpiGLUpXhT2V4GEhUKeAAFRqfNXLCNa6yYfAjCoLac00IwAIxFajvXPD3qm1bv5q20LHQAPB/2jn2bFzGbItOsvCm7bPj4Gf5w0rtnDB5e9j0opoyZBh09IP9rTh0+u5mlCQNnwG440aSGws5egv5tnlJHgo3qg1AJX4cJ/rhXr0MiKLlN8LnsyqhYGelQj6zMJArxawCx3DXs+tL/2jD4bNxZOfwf/e1VIzMQBu/WWTLZwWlKRD5xhgS6IUsC6tFvwvXSfAU6zAysVn4X9/i3joK8ChtNmsFvAK4hyXx7ikNUKqNKzlVvQ5K49hrPoHXt0WFVlBYNKy9falKbKxlCPpGwz4nSKbFJbSyO2G/F7S3jhvnT6q9dyEx3FcsJhlf2B/MS8yapZJnyfKvjfnF9Ffkl6+UsMv7c8xkJsVmn2lUaHxaDbp61O5nIDw500ZeZK+IQCnEjaX9nT4JbFfqs0BhGZg4swg+x3tFmAvcSbEVgtbPZUFh+C6kJ7Wqwo5BnPtAqz4nbrcrZjuA7nZhTN76vpRwDV8PuR1VbeqoD6XLPR+swdiqznoxOj1RJ9ln+sFmUgvFwwS6vUF1yJ71LreF5K40dMWgpaElZdjvP6fGHSKAtBLb2c9DUBpQpTQZcvEa6aOcEZulp5inq++7RsMRk2uyRxkYynHKwoiGzhnWTz7n+eIWBauZ1IolZmam+DQRJrRscc4OnWI2ewkM7NTzMzMiNKtD5GITWtrG8uWLePss8+mu6uLicwEo6OHyeUKTE/PsHfvXnbt2sXk5BQd7e00NDSSy+bxPQHuWpqbJRi0aYgniMdjxGJREokETjRKLBajoaEBJxrDiljEojHxnR3BikRoaEjQ1NREV1cXK1esIB4V87e1tdLS0ozvu7huEd8PMo2e5+lSsO958runbnjSNu5U/52q6O3t5bvf/S5Hjx7l3nvv5d577+Xo0aN897vf1VIxxwrP8yRLvTJs2z7ploInDQj84he/yJIlS46rbl4rlBB0dRRKZfaNHmHPgceJx2K89a/uO76yocr8gABJTpfo7/KNiibpefOrCIM5lRGwEvPV/mtlAGstJ7xtAI7w5dT9UxBkBWv1t9ViLqptU//n94KbwTjtwxhX/4MuLR6OOLxrQpSo+mhl1HLocotCuw8YsgXrVGX/VI/YNRmRfepzPQ3sVJ/YUERYhV06OcLzZid1Vkk5Q+jypBELGKHVx6geg/MY0W/26LJyzZDn3ev5KdzaBc3obQMYKDp8df1PpcSJsmcLznHFcTWb8C+9A+NNgmFpXPX34GUxXvZRkbVSZUz5f9JoEA/WhcCIWpcimbhCd3Aw3iiAOrJ3S8ZgvJFJK0J/MU+f64k+OHU9lSboLBfZFsmwsiia9NOGT6srrqGk2SE+8+egNKp7125q66LVLeuBSH/JJWk0iGwxgBkNXF7MRJDRM2xRBvZy+rpVbQC9nrCO0xZ1dnDO0+URoY/oZhjIFwQoN2L0+23i2pLXrrIk7PcFOaqPVmEhl9/Lba1LubOpnV1OgsHIDI+M7affTehMdE8xL5dr02/2VAKycITdP8Lnut7gzW4LpvHzbC4LyzSV5etyi6SMPCkjr39DxFYFmcF6A5pafYnh7aj3m6/ePhV6ANwigF+I/euf/rMgYy2n2xKdYuv0FBtys9zU1sW9ja08FG+EPa34D1zLde09fPWfbuHcJWs5Nysy1p4P4xMlDo3lOTo5x+j4UTLTGQrlAgYG2bkcIwcPsW/vfh5//CAzMzM0NTbS29vL0qVL6e5eyoYN61mxYjl2xMIwIBaNigyf77F8+XLOOussTj9tNRs2rKepqZlSqciGDRtYe/rptLW0snpVL8uW9bB0aSe9vb0s6VzC0qVLWbN6DZ1LFtOQaKCru4velStoaW2msTHBaaetYfWqVfT0dHH2M8+muaWZo0fHRIm5XMLzXLwQAAzak4R7re/7T/cFPkWivb2d8847j/POO4/29vZjzxCKCy+8kL//+79nZCRQOzh48CBXXnklL37xi09qe37v2cEg0O8Xv/hF3vSmN1XQrH+T8H2fsutxdHKGXcNpCoUCZ65dA+bIwjOG2bNh8KX6dCLKn/cYUQtomlH8T30e4/IqvSCZBdFllsgiXc6qe6MvjnLhXJyBjm5h22YmNFgS/rzMf1DUkrGoDq8AiKzTj5IP85VfruCSDtFz1Vc16e0N7ZU9aAgf4CEnxkBuhoH2xYAb+Nu60O+KB9uQk2AgN8u/tHYzZAvHkGET8CZJy8wNIMBRdLl4KIXPSTgKB/C/+gWMv7pGZCpq6aeF9ll5+A4pS69wWAktiwJImRyHu599J/7hGObIC9geM2Bpjs/v2MtLFyd1c7wQhs6j/WAB/BKXfeYV+H/8Qx77eg8vXPQMwc518/ohO1B0NHjaaf+MlvKzCdtv1bOwEyXimO6/7HM9UpbJQG5GZ2jThl/hV7ySHF3OGoa8gwzm2rmuvYc7zRxEPLbZeV32u72hA/wib52ekuV7m4FyE62FCSHTwySD8XYGcjMMGhMMxdrBm9PArt9NCLmTkuhdFL7QM1Ca4vxCjOGGswJ5Ghkpb0pkEctToZ5EO8gmmglw80JgWs6jWgz0de/PCeBHEUoTrPMdhuNnkS6PkGKSpC0yhQPFJs5oAyyP/lKOUcvhIVX6LI+xw+6W5fLVWhooVRqu/RvSHsDMP09mvPK6tdrZFtkLZqPW7BTEKHG9bcrPMOjn6C+bbMiNscWuU12o/l0rm7yFiCC1QGE4eynbFvr8GCnyFQNEYVcprulkdI20BCxzS7Mgn22ezeh2kAvuvoh1619Ar+NifOAy+jyPO5vaGXJiPMfMcng8S7nsMtlSoNgZYVXPYtoaGkk4jez59WMcPnIUfAPvsTSrVvWyrKeHtaevwXZs4rEoPT3dtLW1Mj09zczsDIsWdXDa6aexetUqYrEYLS3NWBGL5zz7HDITkzTEY0Qcm1g0RtRxiMXWYFkWpmnSuXgJETuC7/ssXdqJE3WwbZvly5fhuS7RWBTTNFm/7gxM06ShIc6ZG9bR3bWUmdkZYrEY7W1t2LaDYfi6bGxgYBomESuCa4vr52kM+HQcKz75yU/yqle9ipUrV5JMJjEMgwMHDnDWWWdx6623ntQynxSZwB/84AccOHCASy+99KSX4ftBt4diA8/kcjxy4CAHDx1hcUc7r/+znwYzHG8ZFiqycGl/TjSxV09frxctHKUJjMsu5uYp8YAKJEOmNFMQVzaHV5epq/+sBNe19wQZMyWSC/OzjeH9qLf/dluQfTIEK9e4e3vAEjZivGbqCOuKWe6++x91D9W6YuA0MRW5j9dMHaHP9djlJLRlmeoX2zrrMWo5IguCaJJX2SSdXVUkAL8UypKVgoxbnayGccnlEjBE5+9r1fR9rseQlQ2OXVWkvMOkDR/jPXcFH/77nRgXPR5oBX4xxfO6M8HxAvDz3D8uGVwKGCAycXwxxYrJr4jsqN6XqOgBjMyIffXz5GcssQ5ZZhPLatEP6s3ldr38/U6c/Y7Yz3XFrASAs5qwAcKSbkNulkkrwqRlsy2S4Xmzk2wttHBnUzub8jMi+2Qm2JwzNBkkbfj0l1x+0Niu3TwGY1ENAJNmB0nfYDAWhehyfSwVW33IiYlzGV0TAHojRjLSzT3xFjGdOyXITGaTyMDZXTLjKJaR9A2RRfYskkYDA7lZBoqOKPlKy7qUIZjDYuBT1CSUHXacZHQNg5EZ8XlkEQNFcZ31eQJw9fttYCZ0v+SQbdFfchkoN4nfUH4vSd/gNVNHRKtDjd+0/9Uv4O//hGwXWIBgZsYhulyUvrVgdQHsNlKlYS6ey5AuCJs9zDhDToyDTqwy612r/Fu9jur3YaBa3cMc6gn0f/3P9Jmd+HuvE79ps2l+SwyCZb4pP8OQI+SJFCHp9oZ2UqarbSFbXcEQ91/3LcGoj3gkfYM7rmwlde0Syq7BkbE803MGDfEOmhvayGWL7NmzD8+Dnp5lZLN5DqTT5At5mpoaaGyIY1kGjhOhtbWFjo522traWLxkMT3dPSxfvoxFi9qxbQvTgLa2FlavXsHS7k4WLWqnsTGB7Vi0tDTT2NhAIhGnuaWJRCJGQ0Oc1tYm4rEoEcuksSFBc3MTUcfGjli0trbQ1NSI73tEozZdXZ2cfvoalieX0diYIBKJYFm2dggxDAPTtLAdB9txwDCf8iDQ+x38Pdm6MJPJJPfffz/f/va3ueKKK3jnO9/J9u3b+fnPf35CEjPhMPw/cErS9PQ0LS0tjI4+Rktzi7T18ckVSzz6+Cip+x8km83ygWvK81l+NXtjanwWimR0TX0Dd/Xa7qjMBoWnS5wpQM2x+tGq54PKdcTXimXozJ9wZBiKeEHfzvGUSsPly5CriH/B/0FTkQv++xWidOrn2TrrMWdZTFoCECjfVvUQhlDflwJxZpPUpptj60yWLS2LtDWYepjjl0S2UJVopVTGQL7AYFT40lYIXj8RoXrPamQCAYgs4nB+Z6CXpuL1F3JkRwed8XN01qwia6dCgVGZwfK/8Y/4f/cqjLu381jrX7CyQ/aVhTJhChxqQFMeA6uFzdkC+5247v3DjLJ11uMZhVl+FW3koBOrIA/02b2iV0+C82syB7muvUdct6Gs4uBcnPsTzUxaEWH9Jl1GVPZQZWiFPIvsaZXnTgCYrqA9wpsRgC6/V/e9igzRBNsa5eDCy6LtBQ0/yLAxGcpATcp9bAp60UIgW/X3UR6jz+wU10xIGidg2s5UHE/lrqK2S2+3+h2qrPCx7gnq962yzbFVgVSTKs/Xmq/W+3rrUOfweBnwytquXr9frWWEp7MSovTul/je0bTQp4Qgq24lNNFJ/f5BiMBvS0R1C0LKMvX57i+K61ofc3mPUOdhYynHsmvG6V2+goueey7d7S2k04/zo7t/wtq1a9mwfj33/vSn5LJznHXWmSxb1o3jOMF++FAoFjly9AjTMzMsXryYxR2CmHQyXsDIcrIg/BpgGFQu5ljLVI/Z+dMViyXy+SLZbJbeVWuYmpoKCI1PgRgdHaW7u5tv8k9YWMee4QmM/2MX3zz7F/ziF784pev9fYonRSbwCQn5G1Rl4Mz0LI889jizc3OsWr5sYZ/XY/XKANht9Js9tbNsFWWheH2R6Ngq3Re1YM9XLU/QcCYgcSZJHPrsXg2++jyL581O4u+9Dn//J+ovuzrCDEb1f2kC4+7zMP77BYJt6k6xddZjS4uQfpm0Ijo7c/FcRj+E00idP8nk7XcTAYgwbN0jlqYotOgkizmJQ8rI018WgA8vy+a5WXY5ITZwtYZb+PjUi4W+80uEbbCAquM+I4DeDyPw17IQvrfIG376AvG5J5niqm8qJC4t5i8QNNtnWf6qj2I+fi7GaR/mr9o36FKnZtQaMfxtnxYyK9540NdpJnhGblb3X6r4q+Ior/rUt7ileTFnSELD1kIL2G2sK4rjpxxZsoapNf3CIGUgnuEMuWyl86gICkNOLABVEpTjZSvATp/raUkYIfcyCk5X0CKQ31sBCERJOKv7A1OWScrIaymYVGkYrHbxXu+/dL5xpwKwLa+3YdMKssblMd1TKLysm0gaDRp4DBkTpMsj4jgo+7lw1AOAAGY8kBIy4wJwqdcqi6+Y6vXIYXWWrUg71d+lCg9XTlgNRMP/VzudLHTd1yplWy34134C/JJob5BWcCoUM1059qge0wbXZXO2QMoytQTRtoZGQQhCZFYV6Yv8Pg0A04bPkJWlubGB5oYEEdPA9z0aGxtobGzg0Ogov/rVg4yPjZFIJGhIxLHMSvDg+x6uX8ROQGO7jWfmyRXmasqwKIKgf0yZFmnxNu+z4wWAx4inuIXw74IU4j9JDvqdd97J+vXrtflFOKamptiwYQM//vGPT2rZT4qewCcilE+fL8vAex4fIT1ymKaGBv7qLx6YP8MCN/yaN9HCSKVdE1SarrvZhUfjshFeZyoWEn2t19OWOFP875dIGzZp7zBJU/QupS2Tu//90+L7h0oMlJsYjLaIXsY6PWXztl+FKldFl+vt3NLUpcuoylatz2tlW9zX/YD6Xigb+9UNH2y5zYAnvksZeZlFLJIuj4Hdxajl6YzBpOXpvry0P1epnRaOGg/aqcYJWnI9+Gc+jrHr9Irj2W/26AxXr+eSqlhWtDKr52UxLtsqXl7QiNGpGvf9oMetep55x7gl2Ac/D25erNOD2zJzXHzg47zhrA8xFPEEaQQF1qb0Iq5atFyWWYPsYryxDC99jAN8HGIFDl3+Fj19q1vSbOIkTdzbKMg8N081kPCFTuOcZbG0WNDfCea2S7p0gAG/k3WIcr3KEOGXZMYnxnDEIm3NkTJc+lwBxlKmy0CxiUE7QcrNgB8TfsvqmskLse2UJ841Xha8rCCTxGQGMib67wYjM2B2kfQbxPWjSuOFAyQj3aTzeyAqj4nMtCaNBlTeTGVR06VxSJwp+iXppMstMhizwCsK+zizU5wLmU0PZws3liTpyYmBl6WrXKy0BjTj+K95COPrG+R5FmBKZ8/k9bi1tDRwK6mKm7MNXJk4LDKnhcOVX6prtbxHvw9/N+8zFcebbdQgNgtWC8YHLuPmyXGueP/3WP7JN5M2fG6eOsQhp51VhZzW9lRZ4lHLYUfzYl0OBnhl7ijDiwQje4cdB8Nn1JIkr/hZDPlz9KvjWh6huWEdPYtasEyXbGGWeEOM009fzWPDBxgdOUgikWD5imW0trVgRYJ8hu/7lNwiEzNHGR1/jFwxS3NDG4YBdsTBNGyYlw2sn6lTnxshjUIBGKuzgScbhv73dDwdteJjH/sYb33rW2tmiFtaWhgYGOCmm27ihS984Qkv+6mTCZRRKJUZGZtg1/7H8X2fM0+rQ82uvhlWj+DrkAoqojqDttBoXH1XOBBkHeott9ayYquD7JUs8yUj3VKktyRutN98Nlz9bPjJ6YLx6OcrM47R5ZWSJuHtD0ucyBJZf8kFT+gS9vkxnanBy5I0hRet1vPzS7qUqDM+hi+mlY4QYn+EvIlygUjiaEmRlGXq6RRRIu2NB9Ih6nwt1LsJtBTXgxnF2H3WvO+GvINiOwt7KsttVqIyqyeFmxVYWXHwhVxw34V68v1jj4QIC1VZQL1OyazsS+H3pWQpM5DzuaS9AeNZN2p2LN4M/lu+j9YlNKP0uR69nisINSq76OfpjJ3JVc94HxdseTusO8wNL/w57/+T+xiczNPguvSbPWwuB8QdJc9zf6KZh+KN3BNv4d7GVr0t/SVXi2cPxqIMRmYYKDdp3b0+P0bKyAf6ftrqzZJ+z44oSXtZ+t2E8LWWDHDVG5hiEmVlqJbR67kM5At6cDRsWkKvUOn9ySzf1umpgCGurunShM60gijzpssjIhNotTBgrAS/RMo7TMp0tZsJVjtEFjFsWjILlxAOKd5BnbkainjC7SS7U/QNSu/osMSTBoAApXH6yyZ9Zmeg42nGmbOseddrv9lDMrpG2C96uaC6UNXz1+qWa9+L6vUe1wOA4XtNrfuOOyUyqeU8XLGbA6f9iMHxER6JN7Itmuf+RLMgB1HUJfxh0+Kt06L/ddKy6c8e4Y4Wken/QWMlI/LiuYzIwBZHA71KM05zcyNtTVGy+Qzj04cpuQXWr1vL8zc+l+ee9yxe+ILnsap3JY5T+fvyfY9sfpbJmTGy+VnKbol8YY6ZuUnyxewCSoAnGse7HAOpB10/0/g0/vud9AQ+Wdowf/nLX/Kyl72s7vcXXXQRP//5z09q2U8ZEOj7Pq7nMzE7x6MHRpiZmSHZ1cnLX3bXiZVHFgovJ5mquUpApSL8us7ytOxELaBYV2KiIyizKoAlxX5VT1S6sAfjjudgfOV86Jiq9KtVYK88VvlebbOVEA98pI6h3I8h7yCYcSFfwaQgJSj5Dr19MwwUPCgc0PZu6iGf9A2R7TP8oFfQy4qHvHQ30RZZUidvYymns2Zpilr3TWsiyoeiftDWOnbuFP6+j4oSZWTRvIb9eSX9MCBWWb0qYJemyLpilgN7rsb/7BZW/OfXNHDCiAWabuH/jRj9ZZMH/qsX48d16P3SOk2zYJ/3MEkc/H0f5f7xo7xkNkOKSVEOVttoxMCb4QPdu0mZLstf9VGMn2/EuOts9kXjbIlOMeQdFFlahKNHn2dJWRdh/aZ675Tcj2B0z2otwD6zUxNM+jyhAZk0Ghi1HE3+qLAtRF7b7hSjliMY2GWxLF1+9QrB+ZRgP+UJKzxBlJCC10rvT7YR9PttbGlZJK6J3IOiZJwvkIyu0QLXF89JPcNIt94mAUpn9HFTA5Skb+jraTAW1fJFyegaLd1Cfp84DtH1epClnEyIr605yFtZzJGyTDE4klqCDa5bCeRiq3W2cVskE9wHjkfypVbUmqd6oFRvuRX3rhZe9YX/gP8F49GNAJyRm2VzIcYZuVk25WcYyIvS76glsugPxRtJWSatbon/jnbwvNlJNuVnWFfM6r5LNWgYNA5XrO/mz6ymt7uLeMxham6cUimPE3GwLJu29jZ6kt00tzTJCk8lsCqVi8xkJ5nNT1NyS7ieS7Ywx0xuikIxN0+KRciHmfIvQGPzS8RB6bee5NhCUb/UfDyl6KfjqRyHDx+uqQ+oIhKJPDVs436T8H2YzeUZHjnM/oOjRB2HM3pDIsILxfGCMTMeEmi2ZVk0BKjqETHk8lQvTM2bfq3tVNPYXaQLe8TDKmwr5Umlf78kppXrN/7hEjG6L01U3uir9cyk8wXI0p+bDWRqZPSbPWzOiof3toZGvf8K2CXNjoAhqvrbEMK+aX9OkgZCTFxf6KFpYGDYuhxHeSxYsRGTJWQ/OOah8yKyklWgW2c5ohir/kH0MypyQa0IZz9VOc9q0TI2m3MGm7MF+ssmm+dm+Vin1IdbmeWCt36gcll+PihbKiBo2Hzc3cU5U/8W7AMIsAcB4JTZQf+0HfDiMgfe8a98v+Vv+JnVpLdDb6ObFefWiDF9OEp/ySVdHhHb6bdxe0M7m8vtDPid9LsJzs9NaemOXs/l9oZ2wbqllR12XDu64GaEzqDrCdBvmQIsyXM6agmtSGEpJ0BomqLMUIqH/pATC8gaIDKBlglmlHTuQQHQ5PlUWWCtiRhdLkBeeUQPclSWb8jKCqDsFQQok9uaNnwBWl2P/U6cDblZ0t64OF5+Xh8DYquD6yBEyLp4TmQbtRg5IsNFdDnEVgWAzi8FpWdX9vSGANfmssh0Li0WdD+cYgE/FG8Ugycpaq76I9OGXzkgrHGP0mSfWpIvC93T6n0fvq/p612y2M2E8OO+7qXcPDEu5Z1E3NvYSo8Ud785cyg4ToiBXoPrsqVlEYecKLuchJAnyu/lrdNHGbUcAXZDWolr/6lA1+IOli3poKkhTjzaQDSa0C09hmlhWTaRiINlRTTjVkWhlCcvHXKcSBTbcrAjDnbExvM9XK9c/9jIEGoS4GlgVm02djy9gHppenl1vn7y0VR/C/G76Ql8ckRPTw8PPvhg3e9/9atf0dXVdVLLfsqAwFLZZTQzwa79aVzXZf2aXs5//rfmT1hLZiE8Gq8X8qaq/EZFtiDELK01f3XpJb9XALNj3cQ1SBNexQpAqfKlkt1QHqkUDgTLU0SP6lJ19b6YUfz+H81nErsiU6fKXkPeQbYlooLN6VmBaLLMjlyTEeVV1cjf6wlQst+JV1i8aYKB1S7+V5k2bybILJpRWbLLSyaoLQSAvfHa7OBaTEwvF5LeCQkqqwiDPn08omB34e+9jsGJSS6cyTA4KR7Wtze088qpo9yw+Q5iF42Qf9YrecOF1wnZC9sSmS4zIUvDtnwtCS2GzS9mZE+gKpOrfVbrlQBw/9gj8J3vic8v3clLFycZaF/MlqYEf5t7PPDiDQHBTqNZMIbdLNsiGYa8g/R6wrJLET62JaKiZFseCXosZelVlYo35We05Iso8QsiiJpOOY1c2S5Yo0mjQUyPyPgpxm+f63F+bioga0BQfk2cKYCfYuUqIWTFKpZs3mSkG9ypACCC8Ac2myCySAB7SwBZZUcHAnDe0ryYpNkhZHMsIQqtsm5bZz3BOPc79b7f3tAu1lMaFax/f07oDHqW0MWUpU+1v31+LGAR62snzraIKHde2b6UOUuQIUYthyQOz5udFGxauwsKB4TwdnmEpG8Iy0UFBNU1LOWf5kX4+q6WejmeqB50qsGEm2Wg6LB5doLzc1PwuTu44pL/I4nDlU0+S4sFhowJmtwy5+emOOREWVfMcvFchg25WTaWctzSvJg+1+P60x9iXTErssbRNWyJTgWDNa+gB13NTU1EbJvxmTlK5QhNiXbiTgOmUY85WgnQLCtCIt5Ea9MiGhtaiUcbaIw10xRvxbYixxZllp7BpXJZOHpIVrAq5wb/H+8fSEJxzTAMYX/3VHcMeTrqx6ZNm9iyZQv5/HwTg1wux7XXXssrXvGKk1r2UwYETs7NsTc9wsTkFEsWtfPKV0gmTfiGWYuRG9bPqlcaDt9sq6Vdqkfn4fXV0bRbMKr0u8jurCxfqh6i/F5poTYzf/5a+1gdpQmMoRcF6wnNWy1NkTQaggyRtPpSzNHr2nt02S7tjYsskBkVLiKK5aoe6m5GPECl7t9AQdwU+zxLAw7tGwy19QGPFeFjF/5ffx/le9MGFYzeELHjbZlPclvrUg5HHJYWC3zi6DCzpgXLjsKz9hG7+idsm3pU9DgZNl1uEf8b/wiGzf1HduO//A78R98r2La+wX4rxmOtfxHoC5oJbsvMEbZTA1hx2zeCbWy28fdcK8rNZoIVFx3WfW4CsIau46r9S5WG2R5r4ustS7i9QQDuTfkZzfDcWMoxkC8wbFoaFA7Govq7tD+nbeJ0yN6/Ptejv5gPMrwQfCZLsNsSlWV0pcmnSCDpwh4NEDeWcvTRKtZndoCZEMBUOoUoBjrRbunVPaP7R9P+HP2u2LeUdxgMm015kZ1sdUUmKGW6ug3hlubF4JcYjJriOmUyaFNQ+oSy3UL5L6cKD1fs67BpBUxn5GBM/mYGoyaURvX+pyyTdHlEl+CVfd/WKSH7o6zqtI8wyKx/R2DzVn1vCisFqM8WinolYYQEzc0zBsnoGrbHmlhaLAiw+unnQ0NZ/g6j3NvYykBZXE8gBkXbY01sa2jklubFtLplNuVnuGTyEFf/egOD8UZWFnOBHJGqNoTcRlzX5dHH0vz0V4/w8PBByl6EhlgzllW/HBaOmJ1gUfNSujpW0NWepLOth6Vty1jUvJjGeAuOXadHNxTT09McenyEg4+lGUkfJJOZoFgs4fvgeT7lsks2m2ciM8nRI0cZHxtnfDxDJjPJ1NQM2VyeYrGE65bxPQ9DScvUCMM0sCIWxXINJ6en4+kArrnmGjKZDKeffjof+chH+OY3v8kdd9zBtm3bWLt2LZlMhve9730nteynDDv48SNj7H18FDsSYf2q5eDJJsrwDbMwMr85WskrKJAoiQ8UR3U/XkXUaqyu9dlC/T0LsfqqCSu1pgmHciNQ6zHjQYmnVhYs7I1czVCWy67QQowuFw9CI9Cv07pwpQnS0eU6cxQmjYjtkf1foT4tnC7dV3hu9ijJWA8pf46BvMeggwCKVnugIVgaFfNTQ3KnluaZdGGoWQaXx+ulzQT7ro6VX+Jz7e/gbW+8D4DOcpGsVP9/2w8+Bkn5sD5isNtv4LNn/ZzPfud7HFn2Ov5349vob82zrXUFX33VbQC8b3w/ABdNfR7+o527f/4o099Yzt6RJtatmYDppNB1lO4ltIYe2EUPPr1OM5GN+84FQ+gs3tK8WJRMF9CATBf2kJbnsb+YD8SjvTlGLenjK4FNEkezu1vdMkm7iR2hZ3Gv55I20Qz0m6cmGWpxtMNNrykya0mzg2Ggv2SK+QsH6LN7BdD0JLs7ukacf1OUkIcikDQs1hXLpO0i5A+QcrogP0qv3UuKSQbyDuAwaEhGsAQnGDZDkRI4jUAjlEYFGx6YtCIBUak0AnYXG4s5hmxbsMKlHmGf65HyDguClR9jWGaiNvpt7DDjpGMiy9nnerxk9qjQY3SK4Ik2iZVzGbZFxPXX58cYjjTIsrjUU5TrvSfeQtqfE3Z1MbHtPcUxiDVVst6rB3Dhe1O9e0M9sket96FIWSbnO1F6PZfXTB3hkBOl1S3xhts3sSE3y2ZrAlEOzbGqkGOXk5B6j74Wh37r9FG2NJpszhlkDVNkq0ujbIsCSOmZH70fklEuWHUdKXMSzCgzMzMczUwQsSOYBnS2t7CkNYpp1M9ZqH46wwDTNHDMGI4dozHWJCzbPBffF5ltA6Ni+uqyrut5jI+Nc2T0ELYdIRaPg2EQi8UAg3LZpVQqMTc7x+TEBLnsnOgRNEVfoWVZRKNRHCeCYfhEbJvmpmYamsTvzHU9TNPAskztIOJ7PsVSgadyeJx6fsyTJffa2dnJjh07+Nu//Vuuvvrq0PVr8NKXvpRPf/rTdHZ2ntSynzKZwKnZLAY+y7uW8MILvnvsUfJCjdfqxmzG5xMLFrgZ99m9C2cRw+utZvdVg81ao/1aZJLwNqlSkpsNWKsK5ESXc7h8KJgnnP1T80aX02f3asDWb/YEZWfp+6v79symeYxlRXBIG74urWHYQm7DaiewVUuAYQdZRFP6t4ayY+mc7I+ILKogHyx4jKwE/r6P4r/xlxBZJFmmdaRx1P8hAshARzcM/JguV2Q4Z6wIcTx4OAkf6oPFDmywBbB7wShHlr2OJY9/jYesBj44uY8PTu5j95+9gSPLXsfzujNctP3zYsGvzcD19/EvR5bxqsVnEJ96FvglNuRm6S/m+epjWznS/zresGILb1ixBXZ6GJ96k2ZjDk6K8vg16x5hp/0zkVkJs7zrRLqwR5B7sjs1SQeEfIfKrKUpyjaFUQadopZG2VjKod1ecHRf55WJObCEVEif2UnKMhlyYrx1+ihpf067weB0kbJMsZz8Pk2UUO0HSaNBvx6My15TT9il6WlLE2yPNelM5UC+IK4xKUAeWAuWRPZQZpyHrGygcRhZxObZiQrh65RlamJSn9mpr69N+RnhhmGLtof+sql74La0LBK6lWYHfXYvQ7bFNvOg/j1q1rQ69lIzs9UtkzKFr3LKMvWxfEj2NIbZxvOAXTW4Wwjs1brvLPQ+v5cG12VdMcsF5SlueNlPub1BeBrf0ryYSctmvxNnVSHHde09XDJ5SJf874m36N7hflc41zwSbwyqJCGfZP7zGexueaMULxdORK2tzbS2tRBPJCh5HiPjk0zN5euQMer16PlS0sXU/YOmGcH1XcpuEd9zoU751fN9yp5HU2szq05fw9r1Z9DV3UU06ggg6buYJsRijnAmWdRBa1srLc3CaSQadTDwKOYLZGeyzE7NUsgXcMtlCoUic9k5crk8rqvs4jyKhTy5/HwNuKfj6VCxYsUKtm/fztjYGD/96U+59957GRsbY/v27axcufKkl/uUcQz5yvbv8PiRcf7xHbsDRX8VtTJGtUJlKbI7ZWmmDX/fR1m+5vra2Zd6y1XvFSCrnq7Wzf14sn7VUW/9sdUM5GbZyqN0xs9h/9EHWXF+RkimqNJnlT7gPCcULzdfoFk+dDfPTohRvyzrhV1DlBPEsGkFDhSFPdqho8/1RLk5tloc5/jaAEBa7ZUuHJFFkNt9/KVg0OvxH30vANPr/kxIxoT126r7AVX217B55OijfCfSztdblnDJ5CFWunku2vEZ2BBKj/0wAqOL4aEeuP4+OFpk95pLWfvSEbj1B3DHIgH85LT592widtEIXH8fR5a9jtc5Z2tHD//Od0NSgJyPdbwz6LvzDTaWcmzIzdLklpmxIsxZlig3KiFflemNLhfHrZ6WIkKUeHtMlNk3lnJC/gSgcIB+s4fPJXbSUlgFniCYjFqOJof0eq5mEOuyriJKaL1Esew+T5SZN+VntMyP7iGV14ceNEhXmYGiw/ZYU1CSDVkGJs0OoecoM3ZhR5CBoiPYvXKdmhHvTglLOGDImBDz+XMMFISdoRImVy4plMcgsqiC9ISXZaAgNAtvnjHEeSmNBteQ8kOWwCcM5pTe4MVzGbY1tmlPZ33sJHNWnwe/JIByNXNX6Y4uEJvL7VoT8phR477TF10PCBC7spijwRWsXyVbNJCb5dzsNPuice0VfsnkIe5sEiBaSee8ZDbDlkSo3Gl3afLXQLmJXU6CSyYPcTgiPJpHLYd1xSzdN1t0L+rghWevY0VnQEYJIvz4MhAkDPnOqPzM88uUygUMDCKWg2lYGOZ8gkepVGbf3n2USyWWr0jS1Cyu3WqJlwr2sDIjCG+PnN4wwLRMfB9y+Ty5XBbfhVgsSjwex8dgYnKcPQce4qIX/flT1jHkq9xwyh1Dfs7DfOfs+592DHkqxHR2DtfzghJvOGqVTlTI99rj1MsG4Kc0gbHy8sDXtzqi3bV7/6r70qozVsco29RyEKhY/rF6GEujTFoRljz+Nfyh97Bi8iu84eHnVvSgVQtEa1ZwGCApSRoF9nwD/JJovFffIf1ipaSLcoJIF/bIMmNRZEglkaTLLYoMY1Yybf2SeF0YERkpJbkSWSTBRY3jUCXLs38mdG7KY1AaxVh9Dd9seRsfnpRZJZU9U/101dp+MjsJ0FvO86XMQ3S6RZ7ZNAW3nl85bawM69MCABY9uO0s1m6U9P0vrg4AIJB/zyaK2QhX/esfsbvljSwZ+hpfyjwk9BF9QwPAI8teV6Hb9z9HH+KVU0dpcsskfI/3v+gX/G3ucZEp8wq6nN1n90qv6dqCxCoU0zRNUWTrymPiz+niqw++n+bvf0X634qSqgKAG0s5LQsSziZitWu7MEXsSCLkZtLeOIOOkIFR0/SXTcn4zeheUBAgT4HTgAw0pb210xQFYHaz4poqHJD9ke0CZBYO6IyjWlcy0s2QlWUo4rG5ENNuKYOxqBC1LggB6wqyjmSiA+Bm6C+bDMai9PttIvuZ30sy0i2Ot90m9kHZ1UkA2Ou5vHX6KBfOiPOvmNiiJJ6lz4/pPtm0Ny4Fle2AbRy+N5VC2e/q331ouv1OXLPBB+fiNafRUZUx7Iuu19qPrW6Z2xvauaV5MaOWQ38xT38xT08xz+GIwz3xFt46fZRLJg9xf6JZe4AnfYN1RZHZVIS0ZKQ7IAaZUQZjUbrcogaAO+y4IKEAB9KPk8vlddn02GGEMoZG6DMwjQhOJEZEefga8wGgCOEj4fs+rhsGlQamGfxZlkUkEsG2bWxH/DmOE/xFHaKxKE40SiQSIRKxiDpRTMMmO5vl0MhhRkcOMT01TblcxnvScFWfjj+keMqAwLHMFHPZGje+WmKq1eVZLxdIVoQlV7xcYBFVK1SPoYpo98Im8krwOLTe8LKT0TVgtwXSELW2Xa2nev+qtlE3nJ8b4X9b/lo8+KuBQmx1AIq0ZZx8+MTXSlJHZZYhiSNKayGttaTZIQCEzPaI8pxcbuGAeIibCdL+HF/9lw8LzTu7Qz6UEpUPp/xe2Y8ps0u1jn2VLM/KplB5tzSumY+vbouyLSpKqX1+DP8Tn6JC3Fmxc6UjxjeO7GftS0d41Z89worbvsGr/u5+4R18/X2V63++OK4AOCZcsVswe//9ThioJNXELhqhedd/ccMzf8VjxGBnLys+cL9m5n6z5W3w1310xs/RWaH7j+zm36NLuKNlMY/EGzkccfjYD89kxWsOBhk8ue+axFNrkOJ0BaVVu02DKGEFmIXIIgFmmm1IRjnwj58jaTQwZAlLOFUa1vI+ELQKFPOaNZz0jQqbRHU9pMsjgkiEE4gEewXRV+cHWaO04WsrQdUDSnS5kA6SZWtiq8XgKLpcgDq/JKR7yjIjZQdahiBkdZJGA/udeGA/WB4jicg6CtHtkhZdx89r54uk2SGu0cKB0HYLskPKOyxkkWSWc8DvJF3YI7KVppBKGWhrFSQb2T/b67kVgHnr9JTOnG6enQjKqOF7id0RtIhUZ/ur7h37nTiD8UbuT4SyS9WViRq/o5Rl6ozoYLyRXs9lU36GLrfIDjtOq1vmoXgjP2hsp8st8lC8kdtalzJpRehyi6S8w6QLexg0DovjJIks6jpTZKTBjBgg3dK8OBBGBz77xz+hWCyBaWh5mPlxvF1kyvHDwjQjC+r8WZaF4zh4rkehUMB13RNYD1SylQNgZxgGth2hIREnHo/hey6ZsTEOHRxldnoO24zVW+BTIp4Wi/7dxFMGBPq+T75Yp/G2Hpiq+k6XmsLAZCGGbzWg1LIkdUCjXwoYhTWavYV0RlPl8sPrVv/X8iUO9cUJokMe47QPA/D8P5OSFkq/Tsbh3ANCU62iR06SQ3B0/5/uCfTGdclNvzYTpL1xAWrcKd03qCRHdKlSsoSNy7aKBnN1nMJyG3Ifk9E1Qd/Xscr34Qh7qIbZwaUJUt5hjMvfTiDnUunesX/sEV71pl8JILdmEv4kNx/8nUy84CH98qJPfVuAxCt2c/ez7+TAP36OmzqWs/zHL0e5rvSXXIYSSzjoxFhZFA35qhy8+7/ksaznUFIdakADaIkOFXYbGDafff9XxKQXbMK48c0ym1sg5R1mhx3XEispyxSMZ1meBQH++kuuAIaWAPlqegDMqMhcgjhX5THJFG0i7E3b53rCP9p06ffbNPFI2yxKSZjBiGBkb481ieMU8dgW9wOZGCdGOvcgG0s5tkUFY3ko4gnxYm8crBZBmpGvIWBEDxQdIYXkjZM2fJHtru7Lk4PCi+cyQjbGN4QmXnQ5Ke+wYELLkq+SiMGwWVfMCtFvU/gyb2lZJPobVdSqTqjBjD6WtfsAW90yO+w4A7nZIKNavbxaPYPyuCtQplo4Wt2SLmXvchL63K8s5vS0o5Yjsp1VTkPeir3CH132q26L5sErMNAszs8NYwfocz2tzwhCBDdXKHJkappDE1Mcykwyly/UEVY+ViYtsH5bSOjZMAyiUTGAzefzlMvuMZZ7/GGaBrF4lI7FHSzt6aK5tRUfcMs+UavhmPM/HU/HEx1PGXbwiq5OHj8yDszOHzWrqNW3p0fZiZCAcZ1ycq0evPAyq8u/4XVFuwVgyj44f3mheQbyBQaNqnnD0x9LeiasEQjsbnkjZyxZD2YJvHzFdnYazRDJ8I0Ji1dNfQFj1T/o73o9F2QvVbo8Ih6apQnxMFeyNH5eDLXMJvBEGS7tjmtRYOUAoXvIzOg8jTW8HMn4WUE/YmyVcB6RzOIFeyPr9cCpedRDquL4ZIJeNgTY/fHYr8j7Fg/821rOmXEECHwi4lYFUnMiUzhdYnpdPwCjIwli3+9keJElescaGuVxTbCqkOO2ViHwfPFchivbl9JfzHNGy6L5oFlFLX/o0gQQYkq7WfGAlvZz/r73wrfjGKuvEd/7M4QZ5Wl3D8RW01/MM2RbpCyb/qLsY7Ni4M2xw24gSZy0WQxEoI0GNuVn2OW0MmS79HkuafLa5jDlHhbXU3GUtNMFZoM+F0PGCBhd4BVIG7LPVD387S7I7+Xicju3N7QzkJ9h0kow5Il+3T67l1R8LUOGDfmsJItk2B7rAOVYE9LdBBiyi2DEGIwT9C3m9zAEtQeLZpxtZoaBvACjKe8wmIvA7mJdbpbhWJMEmjlInKmBoipdD0fXkPQR2VDDZ1skQ7+5piLjSHjdtQAdIgO5y0mw3RS6hKqncmtpqWAxIzyJNcGqxr0vVRqmD+G8kzJd+ktFtiWibJ7LyD5DH5x2LQitZI5Slsm6RPP/Z+/94+O47zr/58zszP7Wrla2ZVlZx4pdHNdJKWn5kph2c98Q2sMHhZQ71Dq0HOVSlTsocY6itqQG3FxbAReXAkfVcJQrxFT86A9++GgbckQUJ72WNDRxnbS25Xgry7Ks1a729+zOzPePz3w+O7tayQ6UlG/t9+PhRFrtzs7Mzuy85/V+/QAz4t9ciIZaf34n6KLxExZMSdH4OzXSXpLTVpRZQ+cu/2b9bZ97Facfi7FzyuYrz53ma5Y4J2/YtpWtQ4Ok4jHi0TCGrr+ADN/LP1HTNKxIhEg0imH0ctT+qfrVzut0XcMIhbDbDsvFIiuFFTwPnGsWMdfqW1BXDRJ44/ZRdm2/bk3T4N3/aHcjsJ4at3Fa3H2bPuF7PTSvdznrjFq6Sn2h17rFFoH1lJzE6Ui4e9nrWUCYg+ve4atqrXDj4KCftlBeGxnn148MhtF2/KxCGLPhXeyxgyhEGJns0YlJ89W+Tgm8Vgdt0Tq8JzRTJIfUnxbJDT0IpuRSdQlSfEPpvFdlXU5goHrj4wSK2POanki4xeZzeJ9+N97/+iX+7tJXuP41iwwmm+zcVoaPzsKtX93wPa+4Ik348UCj+v7bsGJtBn7kHLtLf8j7E2LdgyKbGdPggYwwEL6/MM/j0ZRSqCqvQVnh7d0NXr8yB/H+5r9ztnjJR/8iyrdN23k/2s+90xfNlFhjKeTXgmGpkd6MFSGLxUS9olA+6T0IdGU/z+kGtC/5CTEr5L2qUBuHtonnmYPq+cqzz6mJc9EcgcYZFUUoE3PG9VGmQgXy9aeZ9s4y0z4lxrn4/pbNc0zUK2TDu8T//fi5rKf5mdUdE+x8/WmyWGK/+hnXayIFg6VHldn0SSsm1mHVY7zlMFGvkHZ6LvKOMJGe1R0O+7zVfPMU+1p1QZ/wM8SVotp/D2B9NM9/fFpbVCkwx82oUjM/NCDEFTlzTGynOQSxm9alqcwaulA2u2X21itktbg4HiM71flyz+oSDw1s5u7iBe4uXmCysiJQWbfpK/ADhvPyHG+t4P3yh0WGszfMdCTMcNvmSOECL23XuGCFGbUFHzERjTK/eJEvPfNVjj/5FR770lM8+sWn+MrpsxRWK7Rd1+ftdRotx3VotVs4jvMC4tg8PNfFc13ClkV6ME0yOUAo9ELFClrPv7Vl2y3mzpzliSe+wNPPnODs82d57mtff4Hv8+1VLhqu9uL+866FNl896uCzz5/hQnGVz37hSS4uLfNbU//Mu65gM9kPZen3vI2WFbtJII0+mtFVkiu4kRJ2PXsIEM1Zr/p1PX/AK1lvGeMGSlU5HQmL9YvcsEYNLBE/qRTN6kNC+ejOi21rX+qvdOyzDhOen1nrE+m7jKt7n2+NdPwcL/cZGDGx731las41eOzZdwtOn6y33wofeqLz/29W/T3wuzm4EIWXL4sx82mb5255C9+/eS8gkFeZ55sjDcAeu0bRCCkvQYUWBUv6IsraaF8EGsacOaZMkVWtp6iP3aQaFnQhRDhriVFk2mlRNExG7YZAoMJ6Z4wLShE+4thKcQx0KAJSXezfUEgF8GS1wlRiUDSAvppW5U9LMUfjNOP6KDPtU6BHuxXu/rpOeMO8vnyRL4QHlMfiuDeoxtb59nlxbMZuUstUr5cl96c83uT5ZA6SI82cbnDfygIHI5fUPjvS2MQnU1uU6GLaspWaebzliHWWy97oJrL3JtCnVwTTeMA/fnwxj0BhxWd9Z6XAIfNCByEM8o2lg0FQGe1TPEAog+XxN1Gv8OHHf4nV17yR9xV3ilGv9CLtPXZk+ef+4VpHWV81DGFKDUoxnHAdKrrB135VZ6VUJhaJYJohrt82wnfv3c2u67aSiEbQA3Cg3W7SbrcJGSHMkHWFOb8ers//azab2C0HywoTDpvo+je3WahUajz++Bd48ql/ZHv2OnbuvIGvf/0U/+k/3XPVqoP/kCmMdVNh/mXqSe+rfPY7/+GqVgdfNeNgK6QTCVvouoFu6P0vhutdIPs9Hhz7BpV6wTv18DZyjK1J2FizTNVMptYILYDORW09y5jLNTl6rHs02mtLI3k7vRyjfuNtIyZI7J64qOTcCNPhhrhQR3dD+xJ5MwZug7zX8IUWMcVpQ4uoHFkaCNL7euvf57HpsK4atVl7rnv7e5FQiUBcrgGUI9DAvp81TI5u+S98L0WuLwpenGr8fm4WTmgw4Cr17j+rvhf4jkeEz6CsnRa7n/w9Pn3LPdw79BI/b1f4KO6xa12o0mRlRYzn1h35Bmo9NbWkCfjHghKHrFf+cibdUaZqz3SQcyPGVGSQiXpFNBQhf/laDSKbBLdMQ90MjDmOnzfskpO3o77XH5opbix8dDwb2qaoB0XDVDw1vBZ5rwWeyKQ+Gs+oJnOmfYoJbQfTps09q0s8kug+H0ftBtfT4KtOzLdu2cZM8xRowkYJkqAlOSmti9a52cqZY+xp1pgOixukfV6dmdY8s76J+SdTY+QQqRqzWoOD+gLI9fDq0IoyaqdAW2Sml9IReK/DzZTgDMr9C2SjN3etS143ua+wwIODI4y5TiD9xWNfq850WGd6Rdi4HEptIudkmNdq4tyy6Trvc+YYcwTiBP0IwAPVgtrPE/UK02GdH7jpZ/lKOMHZaJQj5SYHMxlBMwlkfufMwP73OaAnorqyOjo0IEbHh1dLFI0QD6eFJdKsoZN7n8usIagPx80oE++vsVqr02r7aF+g0dPQ0XX9BaiK/dfJ52tCjKJ9U5q/XpxFLFPXdQaSScbGxnj5y78Ty7LWvvQqqmtm0d+aumrGwc22S61p43keZijU/w57vWbhco8H/x8cq7RW+jeAclQrDX3V8mLKpHZNNU53x0T1rkevuKX3tfijUfl+weYuyBPsNb4OiEEApTgdcWyhANWF4EMJVvxIL2EL0uw0gJrZEQF4LYF6BjmMveu/HvoRyN3tWs/eaq10N+cbVSAWTvIBc47LgTd/met/62/hg7u7n79TmEJ/UxpAWZv7XAB2WsQQhr1BZCfttIg7jlK2ShuQ9Zo25VHXT2AAaz97KSzZSMnuv1ZEzwVuhPxlTUfCKvd2elVcBI8ULnBnpcC+Vr0T6Uax09T7KR0YGaXUJbytYzXkR7ihmcrPL695HdW+HuO2Wkk0K4Ebp5NWjBxpDiV0ZT0ij5lD4RJHktspGyFl3SJ5jtPeWaYjIilj1tA7+7HP8SYj9uTnNGPUxMjUV1/fWSkw25pjtvnVDjotK7AuABPaDrWPD7e2iudGdooGMFzqulmR6mep3JWj7WADmMcmr3lM1CuCr6mZTGSEEjfracwaOsciSbHu6/GZQQiTbGH1NBULc6BaYLzlcGO9gveWP+fxWEoofI0aP9AuiM/VLXfdXMzpRtdxldXi7LDrPJIQ3psTjSY512C4bTPjznN38YI4/j1N8BLtBmmnzX0rCzz98xq4LiFdX4P0GYaBFQoTMkJXiAIC+Kkfuo7nebRbLZx2+wWMk6+8gqvkeR4hwyCZuCYMuVYvfl01TeClUonnL1yk3W6xOSO94PoggRv9vlH1qk57l93THIrlBzhWjdOdf73vLx+TF9pg07RO86cavoDtzGxrrr+isN+y/PUNjmpUhbcz484LNE8zBedKmfj6tjFuTRHCpS2M4jZJBWsQvesV6Gzw2eSbpzrKYtkw9vvsenmd65VT6x5daSZzuoH3jxkaR76bxh/s3vj1/4K1u/SHfPg9f8S5n/l90VBrEaaiHocSQpG5x64x4853GwJL2xe/1Ai0H5oNHSTYSOGd/U28M78ufBjl3/qcB4dbWyGyszPWxW82LZ/O0DwnkkfCuwSaE97Og4MjygbkuBkVKl5H+C9msciRFjcVAEZKiI/0pEiicI1O+kz7kkAPG2fArSn/vqyn8SObtiiPxZw5BpGdzOmGQFKNjBAwmGNgjZAzxxjXR5n2znIoXGIiWlC52zPuvNg/9ee6OJlrRFhyH/sCi/2NslhGa0VZzEx4w6rBW7Pv5bL8GtdHmdYWmfCGyUZv5pFEhmz0ZqaXzwuvPUQKR9EIkTPHKBrCa/Pu4gWmtUUluslrHrfVS6Lhbjm+AEbcqGWxmKxWOu/p5x3nm6fWrNceu6YSfqSqGc0k50VUgsgTiTRv+50fFEkh7jLoSW4c2ipuDrVIF81AKseD34ePR1PMuoLDOB1NsMeu8UBmlAlvmImhbULU4vMzZ0yDG+sVHhwcYfMvLOG0Wxi61jUKBtA1iQT+07ClVqtFebVMtVLBabf7PKO/Dcw/pTTAdT0aTfuyz/12LhftRf93jRN4FTWBz19c5kz+PK1Wm7HrRvs/ab2LZLD6NRtXgmJtNFpz6x3fvF7bifXWpx8KKX+O3eSPD+l4Gm703r2ooL++OXOMQ6lNa18jUxA8TXCx/AgsiYIIT0A//s0pCB6R1+isk2YKD8X11ie4D3r3hd8Q96I9fcfjG+3zNe/b9BtTMe66Z3WJpdNxIv/nz4j8w59f+XK+mWX7w4rXP8fFX38Z3i/9Zmeb3SZTUU8Q8HsQO+lnd6U17g2CkWJ6pQgn/GZHMzuIYO++detCYOC1usb50gC893ib1RrKGFyJLuS4NuSScw3ymifERv725byIiqTLa55PPTCE9UpomxjV6lFkLrUUeEiron2tOiOO7Y90/RsRt9Y5nj2BYqedNtnozQq17HuuNM9B85zYvuDx2HMTNe2dVTnMOXOMyWpF+eSp6ndz6D92pBZXvM5pbZH7C/PssWvsb5R5IDOqeIoz7jwz7jyzza8Kbp9mMhEtgCs8+CTfr2iYHRsf3+5ootFkzHV8GyaByi4YVscMPrgPuiYAJdXAHSlcUAbct9VL3FHuNJgTtiWaTmmv5PM45U1Fl6AMVNoMwIFqQYmb7lldEnGBPodx0pWfT5lPpraQ1zxc1xWJHWs/sX92NRtNyuUyjXod1+0/NFRpIRtWb6KJ5r9WvL5er3FxaYm5ubPMnTn7zVj1a3WtXlBdNU3ghaVliqVV3vfu84z/+y9c2YvWG70Gq1+m70bijeAyg6hhkLvV+/qg391G6J2//JzjMtF0AyrLoU6jsGYE3cP5k8szYnyscMJH9DpeX1L92FWaSb59XqAA9efIt88L8YLXEttlL3S4gf7zie7uKHf7kex7+X29z9NMgWBEbtj4An65MmL+PkmBFsH7+rs5d+pdvOfig8IIeqAPEvpilRSlbLbYMvMnXHznq8TvWoTpVU9kBvfUhDd85TFhfs1oK2S1OBPpCNoPvctXgi/QVw2sR4Vlj+b1NzFunhO/R3YKBKl5qmMQjoiNk//PY4O9IFC91oIYSXoaOAXuKl0ERLM4bguj5lnd4b4VwW09acWEQMnTQDNFg+I1BMKlJ1XzI02bx1yRBCKbjKwuzlvZvMyEXHFM+jFpQPcNUj9rFp8z13XOey3BqaTYyQ5e77h06+T0Ycb1UbLhXVywwmTDuxjXBQq2GLJIOy2mtUXy9acVojuujworm+jNAt2XMZa6yCefNfQupfiYK9THsiGV41W0CDOmzxdcx3PwWCTJuN1QCuu7ixc4GKsybje4o1xgq93kTDjK/YV5ZilyLJJkRhPn/JGyxkQ7KUzFfV7gdEjYRx0pa3xmpa6awnFvkKPxDHvsGietGIeSHe7htGUTdxzuL8yT1YfEzYGnEY/HCIfD6JrGN3NiK7J8mzhtB8Mw1hpVB2Li/qml68KL0Gk7nDl9mv/7xS+Sz+f/eQv9/3l9K4yiv61VsVdYV00TeGmlhN1q9x/D9Guo4IrGrsqAuN8XvRRdyApvW3cM1PWeva/dIPO16yLlXwhmtQbTkTB5r9oZv/i8nKw+JO7K1+N7Bcba15/7GJO1JkHzYWU4CyoJQVz4UoLLZYposVlD7ySDSOsYqRJ2CmKkR/HKUErZIAf3XeO0al5UGsF6XCa5rMuVHuPLqZ8QP/9phsYrXnf513yzSiJw73olLAXGQvmmyCL+y1ey5atH1cMT6Ygy2Q1ewLtQpyusnD7M/kbZj4XLdDii/XwUEZYvfRHmrnOkpp6Tp5MAIo+LOV1w07LhXV1NhvSAVBnJiPixD/zub+F99T3EPFdx3dRNhb+8rD7EWSvaUbLSSQiZpch0NCFGwz2q53zzlErsULGF1sha5L0POj3b/GrnMT3qR/T5ViiyObwMpzjtiHFj0TDJa55QC2uLHAqXiDtO1/vnzDEWDIvJyoqKuwuum1yfEcfuMnM+lNDFDZw1wrR3Vpy39oJAOKVXYG+5dSXiymseI44tMoGNGDPaCg+nt3IwPUDRMHmtu8zhiqsSYw43UxyMVTlpxThuRlU6CABOjWd9xPRgWdxIBJNu5nSDnBdhzHUoGiaTdY2HBjYzMSSEQfsbZfY3ygzE4xhGyG8AxeW8K88X+fgGI1sByXX+IUbBjUYDw9CFV2CPRYyHzBDWfCHJCx8pmqZJNpvlZS+7mdFto6RTKXbuuuEFL+daXat/bl01TeBquYJpBsTQ/QjQ6ylUjVg3mtavkdtIaCKRtNZKF6q2saI32tV8bdig9l5o9Bi0LzHe1kWjJbmErWUV2bQhNxCBNrzh5vcKPlTAP7DXJ60zdm6I5i60qXNx1kXT2WVX4TVEs9F7oQxeYIOfR/Dx3ouwzIv1f+7b2Erkcz1VrIyG02M8efE5vuvoH4um698XWF0Mw0/m1gpD/iVqr9lp/h7b2nk8G4ZPvxLtT1+P9opfw/uZo3g/9teCS3elySDrVM4cY8Ib5s5KgemwLi7gTqGzHyWftMdHc8ad7yB+gcd7x4c0z3X5XgoBh7BwkdZB+xtlZkyj4wOoJ8m7yxwuXWJfq86Y6/DYT/0xf3/gDXxk69t5OL2V2+ol0bR6mkC5VgXfTsbYqWU1zwmEun3eFyr5nDQjJRBGP81kwhtmVnc4srLMjBVhwbCEb585yGQ7w5HGpu6msJfLup66Pbhvgv+XZcS4q3SRYxGBlhWNENSeEcpvt85kO9MRi3jD5MIv7Rqnjvpcvi7vSz0KjdPssOtqzJpzXHKkxQ2CvdDdvMrX9Ftf6PAwnQK3VorKd3F61eMjy88y0XT51eSz/L0vvJkuNiC0iRPRBNnwLpEVjUDy5HF0pBanaIT4RHILNw5t5Y5ygSMrImmlaITIY4tm3bcLKhoC6c16GpgjHIskmY4miETCeB64rhdAAq9kRBvYPAKNo/9ztVqlUW9ghS0ikfD6kXVeLy+wX7PZ3y/QNENs3z7Kq1+1j9d8/5183x13cNut/88Vr/e1ulbfrLpqmkAPlx3XbVv7h95oMVl+83C2XBNGuutdcPs0UF0VRFWCv8vXSMRPXmjl+hixbt7ceg1qsIKNklMTIy4j079B7Xdhkg1vZCczpiFI4AF7hzVNlvQLbJ5TMWuSlJ/1NGHd4S538/ea5/sb7q7XiK/Hg7xS3mW/CL3gtuhJkRv8qr/mu0r/S8TBfV+bo+mfZqUc5rlPbH/xhCGbLdg7D3t8pOqvovBjd3D7X/6guhhv/63/CBdifPyOvwU9KY7L4PFzJSVtYCgyHda5o7nC2eXT4jMMKqX9NAfMkc5xKY8R2BhddWpizOmjcpITKMUSIHh605GwGhHLksjPjBURTc8vfoXvLX2UN4+dUyrc6bDO/kaZOd2gahiimbQi7K1XwCkwbjfE+4e2qWSQnBfpoIBeixmjJnJ+/RHlwfSAEkk8NLAZjAxFwxSopL7B/r1S5LnneePeIAczW8ljdyFhj0dTTGg7OtF0dCPwe+yaUGUjGkCFCAaOgaloB8Gb1Z1ue5vguqz3PeD/f7IqDKIxhHp3PLSLPDaLIYvHjDQnrRi/UL6R2cQgWX2IiXSEw6sl0k6bMddhwbDIuYYyqcYcoex7C374zw9zuOIyMZjmYMoi7jjcWimSc0USDl6LY5EkRSOkzOYlx3PcbmBZJpYVQte1F5AYsl55eJ4wiq6WqziOSywawzTN/uISkT/3z3pHTdOEXZmm4XruutzDq6VebKNo8e9bvdXf+rpqmsCBRIL/8huPrkWGpJdcb7VWwEhx/TtOCJ84maSwXm2EBPRWL4IXbAylfUQw53a9ZfS70ER3+4kKg+LCJZXFfdDLbHhXxwRXliP4QlksgRYEEbbeJks2duHt4kKhxxQKk/eqfrZvEtyyQBN8FGLD9d9oNN/7++VGyVIlG7SKCdqghDax2HiGx56aFEkgfnm376eiG/xSWoxnFk/HWd3zejGq/ZesD+4WCSJ7/f26kkb78p1CMeuPU/c3yrzzr7+Hd/7193Tb5MjaqBmU/MfQJjBS5EjjnX6A7913njdn9vZfjhFjsf5lgfT2Hgf9GnT/NSrtBbvTCPpxglLNCwhrGN1HefwR8lQsrFC96WhCZVx/+OwO7i/Ms9VuMllrMh3WOVAt8JO1BT78jfeB16JqGByuuEqBLEtyADFSQlyixTvRg9LWSDNZMCzVaOIUhNDDEYKFy1rt9Guk5M996CQz7VMqX3m8JZI90KPq/WesiPAADCj85Yj3ntUlTkQT7G+UO56RwVzy1go0TneU1b3r1Ltu63zXTIUKYh81TjNrCD+/yWqFqmGwGOrsq+logntWl8jqQ8xbEY5FktxWLzGrO539qYc5XLrEodQmvA8f4vk73sT3NFd59tJZzhbmOZTaxMH0AHeVLgrDaP/GYcZfHq0VJbwBiFgW8UiYUMhQjZq2RhW8cXKH/yLQNDzPo9Vu4zousViMRDKxZhQsnq75/9Zf5JWU5nsR6roOHv8iVjTX6lpdrq6aJvBXDuloX/tu8ctGjU2wnBLa/3xN1+/A2tHklfDNAoKLDRuY9Rqj9ZCFngtPFktcrNxmh4MnyxwCV2TxqjzeXkuayE6RbRqwi1hsX+i/Ts1z4gLRvtR9YQeFnMgGoDfBoK+it/fv/R4PPrYRwumPxdTPsgGSyBmA12I4vJvbXz7Fe7fcB38T4rnUj/Nv8vuUGvNIUlyA/3JhGF5xZu26fDPqbwRNwfuk37TarsgVjjQ7ObZeA7wG06EyW/1sVVoLornZaCwsRTV+8gNaBO8lx/E+9gCPnRGZwF8+vtXn6jU6y9LDeH/1IOhhhq3r1yKq/ZpNv/nLhrYp1anMCxa2QEmkb2TOcZVCWKqDc16ErBYn54mRbNbThMDBa/G2697NwcEhgRolPaaiHofLNeKOw+6fOCXG9prJVCzMiWiCiXqF+wudBJUx1xHUBT2mkDPlMYh/nLplNYKUo+msp6kGMu9V/X2zAVq9Xq2HaCOavRl3XuwDc0wZOveKaWZ1R41xDyVjqsl9POrfnAaFLAhKh7Lw2ej7pt+5Fvx+a54TAhinwKHUJo7GRSLMvBVhX6vOSSvGZy6e4ZFEx+NUcpGzWOxr1TlQLfDk8hLzVgS8Fs//6H9geGeV17z2DLt/4hTRhG/Dosd4NprgxnqFw6VLjLcc5UAwro923AYQ3D3HccU/Xyn8Qkv2cWKsDI7jkhhIsmXrFuLJeJ/s4I2WdJlms08ZhoERMnBdl3bLeUGv/Xara8KQb01dNU0gTkEgUfJidjn7EGtEXBBbK2g3/Lx4bb/XBDltG42FAoKLrt97n9uPSL7RKLjnb0qsEdrUabwCI2L0aGd81PulLxunoM+cEWM4tLULjViPY5dzXNG0NE77KQ5CmJLVh3wuVje3bM17y//3+Nz13fbe/RpcD3NMNMKGUJAS3u6jJM0Ov1Gqlr0GsxQ5lIyxfeK9vHXoRmZ1R9mZTEcTXP9bf8uB285w8d7v4+J1/0Eggn+/8Sq+oPo+cQHU/vRT8KcZ+B97xOP/87tVRNqEbSGzWGOeyw3NOpNNP4fZyAiUOtjwyW13m0r9nMWinv4K/O/PiJSSH7uDDw69nVs239C5YQhku2r/7j5wmzxcqIrPJLSpg6T3Oxcc4Sl338qCGm9KVW6Xwbce81NCTLKe1jFwRsS0zeoiRWTMdbirdBHvj3+RD3/jfdRT/yCW4SPycsR49GPfxXv/6pV47/918BrssOsciyRZDFmKO6gMt70W09GEyhwGOjYkdY2JeoV7VpdEDnHLUQ3MbGuuv0Crl8u6HpLd+3z/53zzlFD3AjROc1u9JNC2WlOcQ749jjhATOHP6O/DA9UC09pi96g38D00Y9SgeU78/TLilHW/v2I3MdnOCDTPT9W5Z3WJDzknxXtYwsrntYMdBHPaEpy+o3GR8b23XuGsFaWGzpvKCyw2nuH6N88J66V3fhbGn2DLm+bECN8WorYLlsgSfl1piTHXUY1wVh/icLnGcTNKsVRmfmmZs4tLXCqVsX1j5yttBpW9jP98x3HRNJ1UeoCBVNLPDL5SL8AX4hnYea5haIRCOq7n0nau7ibwWn1r6ipqAjsXLTXW6VddyFrSN8sN8KRkA3SlaECQQ9XvPYK/9y6j18plo9cGHp/VnW6eVc9y1Uil3zrLBiw4SpXjMrlOwQZAmkV7LWX0mzPHfJ6gyayhk8deG0PWq2oOro+8KK63jlfweL55ipw+TM6LkHMNH0XoyUuWn63bBKdE3l3uGr2C8ERb/W+3AfB4eZAtP/0cJGxofPMSF1f3vB6ebMNjW3nDf/0Zbv/Qm8RY+Ee+ptAtOfK7s1Lg4fRWzoSjwgrGvzCfXT7NuBPrcOBAIHt+ZbU4n1s60e15+BOPs0WOEmWDFhgDy/11dzoEbg3v1C91G0kHy4gxro8ybjeUshfEsVg0QuJC7rhM1CuKL4rXUp51MrlCoJXCeHzW0CkbIfh9YY0TOfhFvFf/jbAHcmKcO/Uu3mwvcHcmzqGEzjt/9qfUuZp3lzkRTXAskuS+lQVOWjHR3LmGQCJJM+Y6ClWatmzOWlGmQ2UeSYimZ8GwmGmfYipUUNYtcluVvZF/vE3XM8Ib0B0Vz5M0i343O8HqeWwqVGDeivB4VIytJ3xEDERW70MDm5mOJsg5brcVUD8l8np82OB7B1+PUPUCjId2ie8AfzwPMNmMkNWHeCSR4UFnB0UjRNbT2Neqc7hmqn2ZI819KwuiAdfiAv0DThhxbt5WYsu+5U4E4y0hcUPy/i/x8e/5PB//bw+RxWIqFqam6XwlmmDWXeTOSkFwHLHVGLzeaHDy9Fn+7qlneOLE1zi7sES1buN64AZUwhs1hZ3ngK7rhEIGhiHHyZdD9a4c/etdl+7fr+FR8K1BAq9uFqYozfs2JyKsrq6SSqUgeahjYBrZ2T0G/adUL3r1T3ntlZa8IAde9/lVl1cN9O/hs+FdAiGSwpLesas5pFBOMSYdgcZp3BsW0F7zDW7/nz+m4u4Ut0vz+u8zuS/NQZH44IfU5zWvkyDSi6BcwcXwivYJdEWeHSlrPJFIC5+yPkhVNryrI0qR+1TlBgcoAkaqY1rsGsp37W+zx9E+95fwRR2KUSEi+WbU3wONEG94y7tVlBeIfe79x4/zwQf/DWUjxCOJDLfVS9zQrDMR99/bHBQ3K17Lj+8L4739L1id3stbazeJVBegFPoSAyc/seFqaC95XyeSLOgR2BsnJ2+K+uzjcX1UWJxERcqGHLd+eulZppOjQgELfMg5ySsjt4gxraGzWP8yr4zcIsaXblkptnOOy52VAj83dBYr1ubexZu6eGFCMFMGt8m4N6g4fZJTOGMajLeEQEHepEw0mopbJ5973IyqtIvxlhAoHIxc6jomJ9tCKJJ2WhyNZzhQLTAVKpAzx7itXlLNLAilsjR+VrUBer3mebpIW8m3z4NT43Az1RFXwFrj6sssa92/RXeDZjJZWeFoPKPGuHO6ENvcWK9wcHCILJb6rHKOy4gjuHqTlRUej6a6tl/yQA9UC0zFE+Rcg7tKF3nLlm8w8IuPixucfvXB3bzt139UHTu4ZY6UbA7GqmpfTLSFUGTBsLitXqJxqEqtXicSibB7bAevuPElDG9K03ZcNA3SiRgx30twzea7LvVajUqlSiQSI56IYxiSWwiiues1e16vNn6e57nqb5oGnuviODbtdpO249Fu6zQaNmM37KJUKjEwMLDBe3171cLCAtu2bePD2q9haFc6fv/m1D96J/i7l32Jp5566kV9339NdfUggbJkrFWwXgg/T5ZE+NazVwi+thcJ7BdnthH3LRgX5y9vvQYQfO6SFvGbvT6IZWu50xCbIwr50vMvFQ2gu6iQMpXy0DjdX0ndOC1QkdaK4Fy5vm2Lv8wuLmAQ+dtI+KFizHweX2Sn+L8cd0K3mMb//WCsqnhSCu0Nb+80sr2qZGnbE1Rug2im3DK4ZR57+x8wbjf4E/sfedfX9sJHd0LU5y892S9O6gWW7UIxyvaJ94qGzWvxpcaTjLkO08vn0X7vdRxMiwuCtAd5NJlhsp0R29Va8S1/Smr9tQ/9EKnmDWIk69Z49uJXGfiRc93v+/ZbO0KXD+6Gn8wJvz59qCOCCqqO5TjdbYq/6WExZg9+VkaMBcNSps+yAdzfKPOX4SF18U47bd5u7FGN2rjd4BAv4UC1IF6jRfD+9j14X3839y2f40Q0wcBv/TmR773IuypzeF9/N2eXnhbHWPuSalhlY7C/Uea4GSXttMm5BjMhV4yc/cZ+OiKa2VlDJ695IjEDG7SIahgfHBzpOiaP1OLc0BRj5qnEIHmvKtS7fizdWSuqzI3zXpWZkMt0tc+5dyXfFwE0m9YyuHUOJcXncN/KglDOBp/bj8snf15PiCUbTSxwCopnOqcbjDg2Y67DsUiSg4NDKmJOCniU0MMTzfCIYwteom/5c2RlmTHXUVzFOytifZNbGus3gABveUbdJMjP6tlogpw5Rr55iol2kmORpPJVnEoMkt02wmA6jeO6nDu/wD9+/Qz/95nneOwf/pG/+/IznJjLs7xaodXuHrV6nodt21y8cJHFhYvYLRvhBKNdIQrYtbQrek433qLhODb1xgrV2hItuwreNVzqWr34ddUggb/0Pz6C52kcftdS54/fDESqX2203H4I4kbvGUQte+/810MjzUFxIb8cAmeNiPzVwGMycQBQnm4qkWCd9cyZY6IB9BrQWuk0XT6Kse569lueOYh3+GF1sdB2/YpoyCRq2Vsy89epMdnOKDRjzfg5vF1si9yXRoyHi20x6pQoYK/XoBJJJFV8WdbT+NzSCXb/yhfh3ufWrs8LrXe9kttnfqRjru3XdGGJicE0h8s1hts2T8YGuNG3x4h5Lk/GBvoaQx9upjiU0LspDHJb9KTi4UmfvuDIGBAN2Ec+wOrPvI5U8wY1UsyGdymTZoXWASpuz99PtC8x7g2SdtqctGLM6QbPmF+kUTaIJB1On09y79BLmPBFG2/8zufR3neMD77u7VywwhQNk+lImPGWw8ePHoa5kb6Nw+03PCCQPR8FBNag5eP6KAuGxZ2VAlXDYCrc6IzK3RrjbZ0Z01DNqjKhpnPDcKQW54lEWi3nUDIGeoyJekXsf7fOeGgXx82oamqPm1Hymse43RCNvX/+5MwxhbBftnrPjd7pxTfpuytnjvHYmft558g7OGtFha2UZiq18n0rC6Ihxkc3rQjjtuBdvv87TvDAyRs5lNqkxsILhsXdxQs8kBlVCKtUcO/+z8/C+7+0/sr4Aqm3/cQvMB0Jc2RlmZjfGD2azKh9HFR9y/WS9YojOhoajVaLluMwOJDkpp07uOmG7aQTnXPbaTtcunSJC/MLJAYGGM2OEg5bLyxrOHjp1Nb80PPUIBKo+U1olUr1AvVaFUNLAhFueMmeqxYJ/B/6r7/oSOBXvBN8/uYvXtVI4DeP2PSvvEKGTsPuQW4kmtda7i+0uMKRbymxQqoe4JxdjtvXu7yNGqPgF/96z5PLDG/zDZiTnQzXyA0d25no7q6s16wWJ9/bAGoNsl5cNAnBbN5+2+WXMow2MmBkyDvLqhnMt55e//X9ltdaQfvlt7H4zmcYjtzUaTZgXTECiAv+0bjIr10TvhTZKZS0oW3k5X5zaty9aXvHB7FfIxhopPJaBDzIaybfv3kv5z6z9M9rAn1j6KO/892QCTzuN4Jv/a+zTHz0R4UVBxY31is8kUizw65z1opya6UIfXriQ7HWWqKLkRLNnrRoCW5b74hXh8Yv7Bej412/AuGkUn/n3cXOsntQWFGiYZyxUmD5I1vP5qbWd5OP2IzXHNLJNiOOzd2bs+Qcl3fOb+c391/HBZ93dkttlZy1leOmxdF/99Mc+IffAGkxA3Da5g13PMAINmhuZ73lOewfUzlzjBmtQc5D5QXnHBccVzSymslx02KiUeZYRAhIgl58Yr/FVAOU96rMDWwmC+TdaqcB16MsGJZqkLKepsQ6x80o43ad49Gbub8wz2KowKx5Bd8p/f7WO7243E3mRhV4zixF0VDHfT6va7GnWSPttIRPKB1V9IIhtm/BsEgbbd549pXMpDr0BdnwPZzeyv5GmelImCxwW63E7tIfCsT5tA07rbXrBPz969/EJUxODsV4cunrLGHy2qE0tFaYtOvcUS7waFKM4Y/GM+TdZTEuTlkcrrg8ksjw0p3XoWkaNbvF+eUClVqdpdIq1UaDVDyKruu4rketXqdUKBKJRhneupVIRCaa+I3dFTR4fQfAvZiKsq7Reh7WMAyDUCiMYTTx3DaO0+JaXasXu66aJtBxXdpOH7h9Iz++K7yrTlUGwQ00ksGGTL7H5Zbbqww2B9cndvdRAgKCA2gK/k4eT4yDJRqoR6H+XFcjOOY6nabIr5wXYVb3FFokOD6B9+yDXma1uLhQ+ArTHGlmw8m123qlF6r6cwzrA6JBa/Xs1377z62zYFqd5/S7gJqD4uIcHMU3AyPSoCBCihOcQmcEGpy+axaNi2EiS7YweN6oTrTgrH9Xf2MJvrwV/n1Bve5A8Xf4ysg7mI0nmC4ssRiyOJSM+dZEZbbaNmUjxAUrzN56haQ/CisbofX3Y68AximR04dFegx0UNXgGNyIMe4NMtOa5ztKt3Hurz7X3YAHEFSMFN6er6E9c11/pbAv7JA/jzkOecNkwTCUaliiSSNWlAeHtjOnG5zb/2koW7z1o78lGoYfeprtr/3v7GvV+f1NTxH51J/AIzcqniNOoYME9xxnCnEzx8j5jd+sofvHqEC6ZtpPMx25gSzCfHqiUeakFesYSpsj4OEnWZhA2ecjmhypxflkagu31UsUvRrTlk3WEwggRoaJekXk6JoGOddhYmibaJaavhK63zRAlrw5De7Xy50z/cbCV/C9ltWHmHWXyTJE3qsy4jgqwWTW0LnTCCmqwW3tDHc6Do8kMhSNEDvsOlgR/u7SV/id6HUUDZOpeALv1Z/luU9s5wfKMV676wKRU3+Od/t+tJgDURt2dqOhz6V+nN3/8xjvHhKj9fsL89yyKcv0SpHJusZP12t8zErxcNoXHFk+R1mLcDCTIee4nIgKRfLf/dsTTEU9xp2YOE7cFh/7mIvdalMuV3FdMEMhVotlHMclOZDCbjkUCqvEYhHCYVNw9gItnrbBaLh7dOz5r5OvDb5y7TJ03SISToNnYNtt2o1v66HcZcvlnxLA98+rq3uPi7pqOIFtx8X13PX5M8Faj6+2EW+vF9nbSJnXy8/p9x6947ze1/VrjHyES8V/9TQD2ejNncZHj3asI/zlzumGQvXymgethQ6PTi5fvl94m3r/PDboMb9xKnWPvPpwndY87tb7x+n1a9B7uYP+YyOO3eVtqMrnEmb1oU5uskS/esfLKsmlDK2F7s8g8PM9q0t8bG47b/uuXxapHv3q74HVFlzw//6Z74RHdsM/rM0H/cC//QJZLCaGtnFoIKUSGkBwog4ldMWvkiPTE9FEf8S5tyHzuZOzrTkRNdd7YxL4/4JhCf5V+zzaz/4Xuix1gtxAewHt5Hd0fg98lpPtTJeJ9bjdUGKhWUMX6lyvxYwpeHSAijf74MP/D89/0lfg3vsc7LQ4d+pdfCT2DPcu3sSnb/pZuJQUx7bX6jTo/W6y/HWabc0peoNMA5F5xBPaDnUDk9XiogFszSkhhoylm4qFuaW2qhTaOddQ2bcAaadFVh8SY8nG6Y7JNB2fTJl0AfT/HulV9/aKcnpft54VTRB1v0yKjKRtTNY18l6V8bYwg85rHsdNwXGctyK+4nyQo/EMVd8372eLeaZiYSbqFd6fGOOsFWXUbjDRaPLZT3wHu/ct8cOljxB56BOdDO7XnsU7ukdwafNNYYf0rlfyS+kbuP0X7lNOAhPpCHgNHk1mmAo3eHNmL0mnzV2li9xZEfF1E/UKE01X3XjOuPPsb5TVeSL5sAA6Hs2GzdJSgUJhhVJplWa9gRWJUmvYPP/8PPPzi1SrDTptyEbK3w6653nQajk0my1cj0CWcOe1ntcRgbiuo8BCTTMwzTiRyCCWlSJkhDf8vK7VtfqXqKsGCfQ8D11jbbPWj5u3EVLXW1eizOtt3NbjAgZ/X8+TcL31Cf5uZNaOj5waeadHGBHc3shOH7ERZr6ioautXbb8f78m1y37goIUE40m09q5K9tnfvPat/ooo4PbJEspMbv2g7gIeq98Ev74UfHYB3fzhiPjzIQilKyvCt6bLHOk0/wFL8KyCXKbYGZ4JBERfDTN5MPfX6XrXirfhCUDvriX29/0Jh77g/vh178Pr2bQ/Pst2LUQAzuWee977uI9PzUL73ockjbPj/6d2BXnX8U9JZEGcUe5wZmwxuGKS9Uo8Ugiwx67pgQWRypxDsaq3ftjHQQ5Z44xI5vzdXz+ZoN/9/fBuD4qLqiaCX5vJ5ujWaeH3xbeztGwRdYDfA7ljHsO2Ekem5wjRAdYPqcuEg40jB6fTG3hCSfNx0+0OqkpwMDJT/BhhHo5+9Ex0AOcxPXQsh5KRR44Ht5FznWY04QAAismeKvmCPmGTyPw982hcImJRoSiEWIcXaFQ43aDGdNgLpIk3zzFXHyXb8hsi/Fva5QZXTQg+9o6x01xg3IsklTI+3hoFzPtPjcsvTdMQSFVv3Nmve8k+XgQRe8pqbbNhrYxFU9wZGWZT6a2sJDI+Od/nAPVghLDTNY1phIeZ60oHyuc4NWbX8ZhP7VEjo33gi/caPHV/xujvGUvL2tWWDQsJgbTTB++gYmhbXhnnuANd/0MrystEfccZrZEmF4+z2w6woRtMR1qcrhmMtwusJDeypxudPES7ygX1DmArjNiN8Ac5AeWL/Hh0kd458g7mEqYHF4tcSgZY3TTJgyg1WoTDkfwXI9wOELLdVlavESr1WLTpiFCoRBoGu12m3bbQTd0zFCITjPn4bRdHNdB04SdTLvtsrJSpNm0GUyniPkj53a7ja5pGCEdp92m0ayjAeFIFE3XkHllngueF8IwdXTjmyA0+/9xuWgboq7/Uu95tddV0wRGwyYNW1u/IetXvShb798uNy7u5ez1+7tczkZ37f3eq9/IyC/BS+pZbrCp8S1hgpVzXJ9o3xDoiLvMZUu+h38hz+pDfjpEg+lIEvqAmS+IuxRc797GeT3D4p5lTtY1+LGnBBfpy1u5/UNvYtYSTVuq9Z3g+rnQWqRLmAH0/0xaC8zqYfCEkhR/WfxpBgZX4fuAPxONJga84cAhJovPc1KLceDNXyZywwqcGOaRRIaH/uRH+dIfjPFIZRMH3vxluGEFb9OX2f7Lb+eeVSEMEVy+FhNtkXs7q9U4UulJXwnuiz4NYDa8i7tWFpiNsVaccJnP4bgZJQuMOY5C9O5ZXRJ2JUGxTWQn43aDBUNwy4TfYmefZUPbmNVt0A2ynsavJp/lZPMWRpwGaafNLbVVHk5vFVzHX3ltp2mX9VdRxu2GEAW4ZUQcYbN72zfi2Pk1pxvKBuWu0kVIDTPnUx4mvGFO6jFmnTnG9VGm3XlyhvADHHFEvm8OC3BUukc/mUcWi7xuctwUF5hbK0WQwKEeFfnGJmu/izb6uWc71N/7Nb5X8N0meHXbFL/upe0aT/i2LzlHUEKKhsmTMZP7C/PUNJ0jhQt8MrWF63/66/zd78CrN72Mfa06t9VLPB5N8Ugio1TBswmdcbtB1TCIOw5ZLc5iqMaRwgWB+pkOO6IJPx+5xsPprUzWS0wlEuDqVI0mtFGiHpWKAjyQGeVAtcBMIkLOcdlh13mytsR3vTYPfzjCD9UuCRulzGa++DcvI2Ka2PUGraaN53mE4glisRjVlRXKlTJmyBTRc7pGuVxldXUV225hGAYDAwmSyQQaGpVKldVSmaZtY4UtkskEtt1ifn6BRqNJvV5n8/BmwpbFSqFINBJmMDNAtVZnZaVE2LJIGxGado1GXXw5uo5LyDQxLZNyubLex3WtrtW/WF01TeDmVIrlcvXyvJqNfu+t9Rqafg3Kek3kesjf5ZqlfhcEQ5gFj7kOyFi4XqTErfdVzc55mmg4/LzOrmZC8hv7CFqy4V3sszuKPTFea3QQnvWabvl/a6QjXLkcAiubMmvEz7JNMdF0OyT9XmFHaBMf2HMc7V0/TydCrwgOLNrPMxzerThli+3O797kn6FN/Si9/oE5fdgfoYfBazATipC+7t0it/a56+BUmve+8ZW85w3HlZJxxopwa0hcwLYf+2HuWV2iahjMxYXK9mh9hAc3jfDOY9t5xvwip88nGRtyqBoG0ytF9jpV/iK2iaIBE+0kt9Q8JgY8cGrkzDGmixeYuIyQcH+jzNt2nOXg8vUdvtt6+xjUOHTeGqbob8MYKA+4QwMpsoGXT3jDHPM0oYrF9g2Zy342r1he3vQYtx122HWm4gluan0391T8ZtIUmbgjjk3Mc3nuM9vY/ZM5kecseZf/rs7HDxzjnb///zKVyHQa9g3QT1X+tuXrT0PkBvKGQCIvWGFGHJtZIwLWCCe9CHcXLzA7OMKCZzHOKGm7xrFIkj12G6wIswZM1GsUDWeNWnW/zykccx3QRRTeRI/P3oQzTNVo9T+3L3f8X8lN0xWqhqdCBXJuiqJhcs/qEp9IbuHWSpF0NMGo3eBO4P49zwKgDTfQvnwnAN4v/SY8/DImUy/hvpUFnkikAdEkHzejjLmOQHsNEf2316lwKLWJiXqZE9GEEs9MVktKyT/RrDFqFzgUawnepBZnq73Ko8mOYmqWIuhJjpSK3OEJgQitBfa0hWXP49EUs1/ezfQjL2UHDZ6MDfClz+wlEgpRq1RptVqEDINarY6maYQjJq7j4DoumqUTCoVoNpoUCivU6jUsy6LVblGr1fA8gQUuLi5RrdYwQiHieFiWSaPRoFKtipGw3RIoYqvF+fMXSKeTJAYi1Go1lpZWSCaTxOIDFFdWuXRpGV3XicVixGNx6vUGS0uXLv/5Xqtr9U2uq4YTOJwZxDJ7GpPen6+kgs+XIoPg6AbWNllB0YGs3tcEl3+5L/7eMbP8f2uZvOYJ9aPMOTUH146VJP9OonitBdH4eQ3hCSZ5g0ZMrL+8wPauS2SnCniXyGHeq5IjLdCh3vfstw+DwpXev/U+HvTx82PfprXF7mX7wgWcGrQvoT13sxjxeg2/2WySI82wNuD7AYpGbzi0FZkNrU39aPfyAry63gSZW2qrPJ9+I/ziV+A7F5m3Itz+lz/I/YV57igL7trBwSFinsunl8RFdavdJK95HFkR++xLjSf53aXTpFrfyXf99meVr9qTsQF+M51lKtxgWltkWlsUFz8/Nu2u0kXxu9wvMtItUBPeMAD/8dLLmV71+t6cZKM3Q2RnJ2ovvJ33vOIE09GE4obNuosqH1ra5YBAkKcjYaEe9hXls7pDjrQwDfZ5Z9IuRSI6ea/KodSmLnPivfUKtztFPhob4SOffpnIAw4HxjXv/xIfWPi1bsRWej2uV708WnsBGqc5acWIO6KRm6hXyGpx5nSDh9NbOVyucVu9xIJhKVseua3jdoOTlhAd7G+U2WHX2d8os69VJ+20mNUaioOYc1xOWjFybgd9hEDWb3gbOXNM/QvGJY7ro+KxK5029G5z73P6fM/NuovcUltVQg9px3IimmDCyqM9dgztTz/FB//mJiYrKxwpXICxBT7yhZcwY9Qo+yPZx6Mp1QjPGmIEPr18njndEE2+11LjWxnLNxVuqIbxWCQp3rOd5J5VERN3wQozY0XEOQRgZJisVjiYHuDRZIYFw2KyGWE6rCvhT85xOROO8totN/DGY3sImSb1eoPV0ipO20HXdVrtFqtlIQqJxeJYlkD0MplBWnaL5eUCjXoTXddot9qUimVWCiUKKyUqlSqmZbJ1eBPDWzYxkEwQiUSIhMPEYlE2DQ0xkEjgtB2qtRr1Rh3XsWm1bRrNJnarjeO62HaLWr0BGqRSA0SjESrlCqXS6saf9bd5udqL/++aMOQqagIHEjG8oEw/2BgFL5zBjNzgc3url8e2HpdQNlTSaLl3xNjvC3ojAUXv33t+VxYVegzcuhBDBNfNrZPThwXZ21+nnD7MZLXCuBPjaLxz9y3j4PquC4hGz/edE6iPLZoArbEWffBNb9dVRF6ugvupn/hBNn8+Stdl8yKzgv3ndpSjI92Zu/L5blPwKnsNqYPv7TaZaLo8kBnl1ZteJsbN//kkH37TZ/nF5bNMZDYzMZjmyMoyE40mNU1nJraFQ6lNHIgukHNc7r37/3LvU7/G5p1VXrvlBqYLS7z3vjeq8deN9YrgOgbQSPG7aFYfHBzhdaWlTlPvizgON1NMtjN8ftXlw2/6LCBGkk/GBsiGdwnRg9+c5cwx5Wm3v1Fm3PP3xWvPMllZYV9LqMjVsaCZSjUOAR6hWxPHgaeBZgo0SNIEwru6klByrkHOE+N3aUw85jqciCZ469CNTCUGOROOon3+33L7y6f44NDbee+W+9B23o+2837xfl4LJfC53HETPN4McV7MNr/KIfMC+frTFI0Q+xtlDlQL3FW6SNUwKBomc7rBE4m0Mk4ecWx22EJANW43KBohHo+mRFMYcplKDIrMX4SwasSxmdUdZfI96y4yHU2IJtEaIasPCTEWRWYNncOlS2TDu8iGd7HDrgtz5vCu/udJv5tHub0bPS9Q2ZAQd00U5jluRnkyJiDltNNmvhwTit59v07ZCFE0TGKey9vG383D6a3kSPPQwGZuq5eEKMurquPo+dG/40xYoML3F+Y5srIsRuIIzuAjiQwT7aR6rwPVgjIZrxqG8mrMOa7iYh4uXWJKnyerxTluRpnVGsQdh8la07f88bizUuCsJWgDbU2n3mpTrzew7RaO4+ABlmURDocJmSbhcBgzZBKNREgk4rieQ9Nu0nYFJzAUChGJhEHTaNpC+BGPxxjMpEmnU8RiUcLhMFbYImyFSSbjRKIR1GXG8wCXtUbRYJomqYEBMoMpwhGLltOm1bq6OYHX6ltTV00TaFkWuu5vbm/D1pOFu6bWE3L0Vi+yF+TjSVPe3sbxhSx/vebPrQskJ3qzSj6Qfxek9U5lozczqzt+rJtYpxHH5gP/9gsAHbRHRs8F94ePfKo0DrcObk2kikhfQbcs0Jbe5lru837bup6COPi3y6G3vmpVjK2bHTSwXxkxsuFdAsVaKTJd9D8bPdz51zjdrVjuU0UjpPYXf3EzTPwbvONbeHmyxHRhiSPFVQ4ODpF2WhxMD3DWinKkcIHh6Hfx2J++k4ufyPLcTT/F9fOvBq/FYsjioYHNnLWi3FYvqVGb2r7Az5PtDPsbZb4SUKlKRGneinA0nuEPkiO84eh+bvRHn9ORMPtadR4a2CwaufAuxfNLO+0unzztt3+Cs1ZUXHCD5uH+PxkNhjWijpH7Vha69o9s+mTtb5RF06MLU+YsFr+/6Sn22DVmdUehSRP1SidPWHd4cHBEIEVNVzSP7RcwNus9tqTiPHDuzbjznLTEDdCz0QRb7U6snBQ9gOBHToUb5F3R1MyYhmrwpIH0WSuqMpIFn9JSjV82tE1lJ+e8CHmv6o+OkyoXWBofn7WiaoR8uNXJYu7b7G00Vu7zfSLTZva16ux1qlR0g3tWhYn+jfUKbyovMBPbwhvPvlIpqo9FkpwJi2XdVi+p7ZY3jRNNl8nKCj9bzHP8qWHOWlEOr5Z4NJnhYGYrTyREpKS0nikaIdXsnbVEU7evVefxaEoosuMJcaw0v8qCYXEimiAXfikHqgWRmKLHqBqGQtVzjsu8FWGHLegLn3vNU1TqdRp2CzQNM2QSi0XJDGXYvHkTsWikZ694vm9fCMMwCEcsUukUmzZvIpVKErZMwMNutqhVG9RqDWy7jWjwoNVqUa83aNktNE3H0A3sVotqxaZRF01lsBEMGQbhsEUoZKDrmsosvprLRfsW/LtWV81RFwtbbEoN8CtTWzoPBhE02djUnll/If1GsLLMwU5MW68YAzqIVL8RcJ/1WfPYRmhA7KauC3NWi6sM2GzQaDe83ffzE8rKrC6auuNmlNUnNom0AP956u/Nc91ImRETXEM5TvatYeQFXy5zzfYHqzdur3cb+6kkg8/rtw+Cr3FqYr0iO7sFMYHPJd88xWxrjol0hIkBTXEDxbKaa9e/j53MgmGp7b79Q2/inX/9PTz09A1M21nOhKOiifNanLWifOrSRWZMg3vfepzJygrP/b//ka+XE4xsE+/h/eSfMW9F+KOlr5F22kwlBvu/rxEjZ3YsOc5aUca9QSbaSfbYNT6y/CzHIkn2N8RnvGBYPJFI83g0JbzxfI+9oGVJHpuiEVL8NmXjYkVUk5vXPLFPA6VuMHyE8GBmq0IJZ6yI+vu+Vp2spzEdTSi0WI6Po6VXMB3Wu7Jpp7VFoehtnoLmOWVTpFA0pybQUC0iLH966Ra9Nx+9FTwHfTR8VncUp0/G9OU1TzSo/sV5zHXASJEjrdSq09EEs605DpdEYzpjBmyWXBGfJhHSvFdVNjOzhq5G0DnX4FgkKeLmDHFTtWBY5L0qs7rw5cMaWf8mcT1qSb/nRHZSNEzGXIcZ0+B7X/s8NU3noYHNjNoNYp7Lo+FBpqKeELAA8/4xMxUXfEE5zh5zHSHQsCJMRxMcjWd44+bv4FWbd3DcjDJvRURj7x9L0mg657gqVeXGeoUZK8KnLl1UNwG31UvkXD+ZJnaTGjHvsWscjYtUoHF/PQ4ODqn9eSySFOvmCF9HFw9Xg5Bpoukanuv5Js0hDCOEruuB5ssjHo+RTqcImxZ44Lkehq4TCVskEjEsy6JSrbF44SIXL16iWquh6waWZdJqtygUCpQrFUzLJJ6I0Ww6XFxapVa10TWdkGGgaxohw8A0/ffVwDQNBpJJEonE2s/tWl2rf+G6aprAVDzKdZuHxB1g75dlZKe60GSjN3cjXbL6CRyCf++XQRssFa0VEESsV5cbk/aOVUE0YlgiMcOrqmZM+fyZg50G0ciAU/CVvOKilKoMktXiAqlAZKmq18pRamu5exvD20UKg18K+VkHQfP++sOioVyvOey3b4P7PfizbEz7cSeNmGjme21y5N+C3Dnfj6+rAQw2FtC9zv7jE95wByHza6vd5K1ffFChecfNKJO1JmmnzYND25kuLLH9T36UuONw46YdfDGU5H3FndxfmOcNH/kR0k6L30wLycVkZUWY8faWvx4LhkANd9h19by00+JIcjtjrsNJK8ZJKyYycxGpLkL56ZLXPIX6ZT2NiUaTGdNQDeKsoXcZPmc9TTSNMkYQ1PEmf8ZrCe6lLN9mKF9/mhl3XtiRBJBB9bNmgh4jr3nM6o5AnsLbxfkR+AykBVDOcQPNfKkzFg7SLfx9lA3v6hwnvTcW8njxOanjLYfpSFigU7qIuxMIaUut65xucLhcUwrjLJYYg4d38UgiIzKTsUAT0XfoSYV2SYRPIl2yZLM+5jrq3MxiMacbYrTstQTH0otwpLFp7fHQb5uC2xv8vx6FxmmVz3t4tcRnP3MDn0xt4f7CPPNWhDPhKIeSMQ5XxHl9a6XIsUiS+wvzTDSaPJLIMNuaY9RucFfpovJ6xGuxr1VnX6vOeEuM96ejiS7u6L5WnRHHVtGDWU9ji9Niol7hj9LiBmLW0JkKFcR+qz8HXovJyoriOO9rCV/SGW1FqLv9ZWc9Tdj9AONOjGnL5tHv/wpeyEAPh9F0A7tpYzeawi9W0whHLIaGBkkmY2iaGPWObN1CKpnEabk0G03abRtNc4nHIwxmBojGwrQdB7slzo1I2CIzmCadGhAWMk6bWCzC1q1bSCYHAI1EPMnW4WFSqSSW3yCmUgP+qBlCoRCZTJrNQ8HooKuv3G/Bv2ucwKuoCQybJoMDCXTDWNvABbJ58/Wnuw2Sg9WvMVmv1og2AuR1SVC3RrqbwfWEIvI1PZY1OVPYV2Q9TSCBmicuoHbA5Nmt+4R/8QWj0BstQlaLM1mtqEB62RyoEWfvaLvPRUY2QnnN40C1wLnfOExOH6bLkNlvvLR/dx99TbB730tuY2Bbux5z62vFAMGmbQN/tHFvEDf71Q4XMNi4GCnRAAaTMqCzzoEGQ44L85rHmCt4Xw8OjsAA/NHS15ixItyzusQNzTq5ygqP/eBfstepqov+RNNVo8czYRE9ttVuClJ9NKHQlulVTzWtOXOMbHgXt9VL3FkpMOY6nLWiFA2TtNPiaFw0IlJYMtuaY0qfJ+20RYNBx5h5f6PMPatL5DWv49cnjyG6R7n7WnX1nKyniZsJH9kSFAAfefVzefOap94viIzva9XxfvLPmKhXulFEEMvwESPZGGZD2zo3ZOYgDy/lhfWMLEkB8GMSva/9hs/zFMecbArE64fWP3/D20WT6Te4slHOe1WmEoN+FKFY30cS4jya0w3xWfro6B67xv0FYVgsmsOy2J++YEoJJ6RwxCko5FGOx2WjuK9VF+KJWJiJpquabYk+XlH52zYeEhxQorvVdqedNrO6w6HUJr4QHmDW0Hk0mVEjcTRhRn4otUlxIh/IjArUU2uQM8d4aGCzWp+cI/KG5c2IpBBM1CtMVlaUWEjuA6kg39eqc/cmMeqeMYWwA6/VEchEdzNZrTAVC5PzIiKBxT8+xr3BDgroI6/Z0DbmdD+Vxv+++9T+56i225jxKKnBFJmhQdKpJKZpEIuFGdk2zGAmjaaDYWhkBlNsG93KyMgWtmzJkEolCIV0DMMjlY6xbWQLo6Nb2bJ5iEQ8ihU2GRoaZPv2UUZGhkkkYoTDFps3Zbj++lFGR4fZNjrM9dePsmnTIOGwRTo9wJbhzcQTcXRNQ9chHoswtOnqbgKv1bemNK+XsfptVqurq6RSKc7PP0+h3uSRLz7FpeUCD7y70HnS5bh4/epyFi6ylFq1tL6x7UacuN7nGzHRYMls3kCzJ8fCXXFo/uPBi3pe88ApMO7ExFimGTCRtkY6MXB2oEHqU5I3mCPNY3/6TrjFdxz64G62/9Z/7HgN9huv9m7XFVpbrCmF6KU66xuwiKF5Tu0zN/tVtMeOwWkb7y0/IrJPtZXOKNgcEX6JWsP35/NRwSAHzakJS5QAf+5AtcBWW2zjvcsfEpFnZwZZ/dw2Br7/PI2/30LkH/68e9/4Y9P7VhZU/NjL6hV+cGSR31jewf17nuVdX9vLVrvJs9EEN9YrPDg4ohp2mR98wQoLT7ShbWLdfY5f8DNVjVRPjbmOItVDp/ETfFEfBQzSCehcwPfYNZGK4dbE8eIfU1l9qPN6r9U57v3P4NnlC/xxWAhkpOm0RMvymqduyOQ6y/Gx2PeFtZF30LmRkrxbEKPi4HuDOm9UBY89ee4EI+/8yrlGp/mU22SOMFlZoWiY6lhQ+9NPIJHrL/eh5K7Nag3R5PqNdM6LqM+h6zMAcGsiylHz/TuD5+qVlDkojJ7jCbEdvpBnsi3Gql3rqnkcLl3iUGoT43aDvfWKbwdkdW3f/oaIz8t6mqIQBLOX5eefc0VUn1TvjrmOiNnz99n+Rrlj+gydWD89JtTkRo0J2yLttHg8mlI2NHnN40jhAs9GE0yHdWicEXGZvtBFNtdzPtdx0x+MsGVokO3DW9iaSZNKRDENQwg4NMl37Uw0ROqHQPUcp43nuSLpQ9OwzAghQxyP4tLpAZrKBl77mC8K0QJSVM3/j3queF2xWGTb6A5KpRIDA5fxffo2qoWFBbZt28avho5gaMaL+t5fdZ/hSzd9gaeeeupFfd9/TXXVIIGaBhHLYjCZQNe0tcjTC60rUeFJWxN7YWPfQIl2hbd18+/6LTugdM03T3Xums2hzsWrn8IZOjYeCO7ejBUR3mnB95G8L9lQBd+73whbTwoPr1/8d53HFkX2KHpy7fPXvP4yjXQQHZU/9+6PoPAmuP/al8TvfpOnf+MWtF2/gvba96OffxVTpa+L5tFt+g3CgrpAK3FN+1L3CDyyk2nLFuNyhLK1aJh8MrWFt2z5BkfTP81nf+nVvPfj+/i9i9fBh57oNIAAP/oVhfgAHMxsZVZ3uKFZZzozyltrNzFvRXjj2Vey1W5SNkKCp5bZyr5WnaJhUjRMZqwITyTSnLWiPJAZ5XDpEn+bFXxDSfKXJd/v/sI8B6oFdQyMOLZSdMrmQ40qJb1A8zrCH39/zOmGikXLeRFxHDZOq+Nyol4RzZQtTKIPNwWqmdWHuHHLS0UUme85OKs7avldNyrNU+I925eUNUvfBhD888u3DWqtgJHBe+KQijsDRDO/XgOoR5WqOZh5nMWC+nOicWqeE+bgmqluFqYSgwI5b58XfEZ3UZh8N13yzVMcqBY6FA1//DmrNZS6e8x1wGuoBnDcbnQ1f7QWOFwWopnxtt5luSNVzuuWWydnjjFhWwpVFmbw4vyZCvmcYS2uxrgAh1KbwK2xt17hRDTBeMtRCvFZimLMG9bBaykhUF7zxDmheexr1QX659dkZaUjCNEdjsYzjNoNNS5eMCzurBR8RwFxQyER4Qnb4qQVY6stFMALhuCN4hR4cHCEk1ZMjMxjN4E5wj2rS9yzusQttVXVrB5K6LTbDqee/wZPnnyOp0/PcX6pgC2VuJ7b1QCKhxxcx8GTj3seuqZjGiYa+NFvwWGih+e5fR9zXQfXbeP6zSS4ovnz+gwjv73xmGv1r7SuoiZQIxmNsH3LZgaSiW4BxwtFAYO1jgeXqsvkd3aVvIjJkty19exnCIztnJq4aHmt7nFmJBCLJkefgbFf13L953ahDcG/9yCD+eYpJhpNcJtop27v/OEVZ9ToRzVT6/EAe99jo79vsB/kfnu4UPU5fSnfMiYZQCJLakw3Ua9w/U9/XTwmkUDfXiYrjbP1sFiWNSKsU4yYssPJYkHzHLO6w6jd4LZ6iR9q3sJ0ZpT/tFk05hesMEfTP91Zx7ffCl+LM1X6OqXQl8SFcPk8R1aWOROOMqcbpB1xcbqjXODg4BDzVkTx00Dw/tI+j+rWSlFZbFQNg3+T38fj0RSHBjrpCtNVgRjK1Iej8QwT9Qpjrj+eqz0jbgb80alE5bqOEX/km/eqyow862ng1rrTRxDI13Q0odTV+eYp0ViYI74XZUshRodXS4pDJ9+vC7V0a2CkeOxP3+mP+Po0gP1EWE4BVqWQI0NOH+bwaqm/YKSL4hBYhmwGA+f3gmGpkbhEBvP1p8FIsceuMdFO8tDAZsENDO/irCVQq3F9FLyWGB9rpjimEE3ZuBMT1jx+GooclY+3ddDDPDSwmSwWM4ZYN/WZ9KM89EwUZMTgiCPQyPGW05eTLAUgklYyvVLkUGoTx80oM6ZovmT29KyhCxQTS8TM+UIPWitCEKStcDQuPP1mdYepxKBSGB9eFc3vQwObBc/RcRlxbCE80WOiefaR33G7wbGI4FQeTA90IcafWS4qjuBZK6rOjUOpTRxK6JwJR1VTO+7EmP9Py2xKD1Cu1Xl27hzPPj/P8mqFht2i5at2gwMxH5tD1wx03UDzXSU8111j9XJl1UEFr9W1+tdWV804ePFCnlg8ztmFJf7mS09x79v6iAYuV/+UkWXvhauX49craAh+ufe7wAHenV+HW/Nov3q3GnnlzDHFNeogWytdF9Xe0VSXcEKOxKQ1ynqjW7nu0D2O9te3PvQ80dVbxQW1dwR+pXUlNhgbPb7Gi1GQ9NVYV6ZMyJFhsAnUImL85i52eI0BHqNKZPFrojDP3Zs7Yo64I9I+zlpR0k6bohFixjRUNuuII5Sfd5UuEvNcav446tloQvEMR1R8l9v5XVtRn7NchrTpeH35Iq/dnGW85ZB22qSdlkiE8DmjEmmSy1MjPZ/nJx+X/E5FsjdHukZ+csynjiH/sz/cTHWNDQE1tpZNgMofDr7eXRafi9disfkcr4zcosbNs605X91d6Ox/me3cm+vcUxPesODa+Z/h55eXOWHEmUhHusfEgWMoF35pBwWGThMYpFbQydzFSJHV4upYmNWdLhNtWgsiYUZ3fER6pDMuD5yHkg4gOYEzRk3sk/pzjId2sWAIkUjeXVaxjDkvsqb5XrOO2OIGDVRu8Yhji8xiUJziPXaNk1ZM/X9ON7hvZaErq1eOa+Vx08Ub9vfTRKPJtGULYYscafs8ysOrpa7x/yxF8Votwrifryzfa8YUyvTD5RqHkqIxnI4mugRoc7rBgWqBqainBHByBCzPDfkcyZeVI+i85nHkiMeu7dcxlEqyKZlkMBknHDYJ6TpiVhtoCD1XIIOen2yr+41h0HN2g1JoIprvH9j7OjkOhuLKCtuuG7tqx8Ef+BaNg5+8Ng6+ekrTNEyzc2f3glA6uDLEsBcV7DcG7odCyOcGeYL9zIqNGFyIwk1zPHkpLx4zBwXh37eF6TJH9iuPDe1LfYn/AERu6Dy2ngmvXHd/G/vxk6Ir3yEayV5+3nrV7+/9EL/1rHL6fSbB/ebURBMhL+Z6uJP6IRvAnn016y529mGfNIpZQ1eoxGlLpCOM2w2OxjPstOvEHdGM/UD5EjvsOlksLlhhbquX+NmiEDeUjZDwUEtZHEx6IqrLF3SknTZZT2NOF9y742ZUbY+8+M/pBtORMGmnxSXN5PBqSV1Mp0IFJtsZta55r0rW08TYzdBFA2jZCjFW2+MUlCiC0CaFzh03o50EmgBCKNNIHklkVFOzv1Emr3lMJQaZSgySc1xB5m9fUjyxMdfhntUlsvqQMo5+u7FHrCdWV4OT1Yc6n2dvAxg8TuVxYcQoGiF/7Co++zdu/g4mhrb5+dAB3qDh2whFd3cawMA4uLcBBHHMZ0PbQDO70k6kxQ34aup2UixTIn9uDYyMol/k3WX2teo8ODiiGsDjZpQcaYHahXZ10PRAZbW44Af2mkj7Px9upkTD74rjQ3Lv7qwUOmpz/5y5rV7qagD32DX2N8ocTHW2RVrezOpC8Tvqj6zH7YZA+LwW4y2HohESCHlQpdsSjfGhZIwjhQudY0iLgJ5kvK0zYxqKcrDDrotjUo9xaEBEQp60YsrO6LZ6SXELpxKDSvxxf2GeY5Fkl/gEEBSLsN7F28w5LtVanS8/+3U+/+Wn+dLJr/P0mXOcXy5Sb7V9pE/3/wkET9N1dD2ErptougGaJia6Xf80PE9DNHkaHbafjueJZbmuJqbPwdcFPttvazTmWv2rraurCQQs0yQdj/Gu96aoDz3f+eOVNoS9/LQrHSVfie2LXI+N0C2nhvbMdWhv+Cmm0teLC50WYSbkii9hfUghQER2do/0/Mo3T3UaOMkpDCqKmwFVZXBbZW20zZK3FYhbA/pzHf3t6VtXytlU6ud1Pj9rBPSweI4/hsuGtnVGvdCdLtKveZXb4dS6+Hwjji1yUTObO+rPxCDzVoSTVoyf3TxG0TA5UC3weDTF49EU3/v60xxeLfFIIuNf9JpMNiNUDdFU7rFrytQ5+F7BbZXvlXNFsohEIvOap+w/ttpNRhxbXEB9dOuhgc1kPY2Tlm8BondsYvJeFYyMaAZ9gYRSAcsEmoBw4kC1IPz8wtsVr0+piCU6VK8odHHcExZFs7rwAjyUEvt+ThfiAWlPo45Xv7puNNbkaweU5uFt6jkzhs/D9T/DfPu8uEHqbQBDAcsVqXKWTWCvvZA8HsxB8u3zjLfEdkg0dl+rzh67JpodfySe1eLKgkd5acZuEg2zIaLPpFocBHoqby6Cdj3S8invVcl7VaZXir7JdA+vGAQVwGupxhRQsWzKzgU4UosTd8SI9Vgkyd3FCxyLJIUljp9kcs/qElkscl5E2dac8AUhe+sVMQr2Isy486KZ8zmy2dA2YeNi+OeLHhPIom+9k/Mi4JbVDZJEh6eiHhO2pfiZ09oic7ohmvp+RsqN0yJ7eGibsrA5UC2oz2QxZIHXYDqsk2+f50C1wIhj8/Q7dBKRKI7jMn9xiS9+9Tn+74nnOH1+kdVGk0bTplqtY9sOHjptB2q1FvVGi3bLo1ZvUSpVKRbLlEplqtU69bpNrdqgURfop4Zo8hpNm3qtQdNuUas1KJXKFFfKFFcqVCt1nLZsOq9RAl1Ne9H/daWIXaV1dTWBPi9wbNswg6kBosvXd/6o4sCusPnYCJnqt4zeBI31lteLBvauH3RyXmXZCxwprjLmOio7OBve1aU0zHoaOX1Y8XPkctaMhIPrEly3ILewd91611EPr/HVo3n+yvbt5ex3ekbEufBLfbJ4H8TUSOGdfgDvTz/ABy51UB1lHdK+1K1cbi0H3ifc9/OSF2cQ3nWSRwViP5+0fCRKprIARcPkzoq4AGmf/7cMt23l33ekrDEVEmOreSvCtGUzWa3wxuIFQJgRy9EqsZvIe1VF1J/TDWX5Mm9FVGIDRownEmnSTrtjZSNRGMTo8lCsxUSjybhP0hcxgzXFyVKIIPgImrhQ51yjc0NhDqpYPDQzwAMNmId7mhoHKzPznnGhKs1Ux+NkO7MWrQ5WbyKMj9hmw7vUzyoe0f/7uOMLfvxUmMOrpc75oJlKzKJyr9e8Z0ygT+YIv7/pKSbqFaZDZfLNUywYQsX64OCI2j9y/02HdWF+3CN+mdUaTEcTCnX7wMKv8btLp5W59v5GWdmv5LHJanHG2zoPp7cypxsCie0RTkn0Le9VuW9lQa2DSj7xv4c+mdrCvG8GLhvRvFdlKhZWr3loYDOAaqokjzSveRxKioZOfdf4nEM5uj68WhLis/aprmMh7y6LcbCRYSombnayiGZ4su4bintVcIUKP4+tuJKPR1Psb5QFP9EWaOgsRSbqFR5NZriltspUqNCl3D9cccFrkNOHKfqq3lsrRT51r0fxZ2p86B0WEdPkdP48XzzxNc4tXGLhwiW+8Y0LrK5WsZsOhUKZ+fOLrBRXqVZrLF5Y4tSpOU59fY4zZ57nG/MLLC8XWFi4yIULl/wkEY1m02bh/EUWLlykvCped/r085w6Ncfp03OcP79Io2Gr0bIboJlcq2v1YtVVxQlMJpO4rsc3lpb5zBNP8nNvO3V5rlnv34OPw9q/mUMbW6GYg12cvcvWeusX3t49rvI5bkeKqzw4OOIH2reFks+/wE3UKx2u1D+Fq3elFeQyBveXOdTNebxSnt9GvwffS6qipY2H5AK6ZdCTeD/5Z2i//4YOz0y+Ru5Hc3DjzySys4OagULHslhqf0vLi7uLF3gyNqB4VpKfdNKK8dhP/THa779BNREy7xdguG3zZGxAXcj2tYQZ9FQ8wUSjqXzlxlsOe+sVHklklHUGdGw8fnNpjq+EE5yIJpgxO6iQ4rAZuhiv+tw2QAk3hCgm2cXhC/LY1LFl2eRId/HJgG6+mMwP9tXAQFeTKBsjZQXTON2xhwnaH10h4t7FgZXJNgB6WFgZ/eqDvOG//owSQ8icYBAxgDMhd40AKmeOqW07d+pd6vE3XH+ItNNm1G5wKFxSCPxt9RJH4xkOVEWW7YzfoD8eTSnLlNvqJTUuv6t0UVn9fLdT5pZNWTUKva1e4qwlfCQl7xDoWDgF9o3kAo63HHGD4kfDzViRrpu9bHgX96wuMW9FGLUbwgDat2eRx4K0b5FJH0Ermf2NsrJtkeNZyWMVaGpDCcKyWpx8+zyHayaHzAsQuUGMga3OjYXkOx6oFtR+m9LnyUZv7nAQ/eOj11ZIfdbt8+T0YUYcmzvKBR5Ob+Xu4gUeyIyq9dtbr6hcblly/e+sFDD+R4Ld129n0LJwbJttW4cJhy0uXbyEh8e2bSOEzBDn8vMUi0UGBpIMJJNEoxHMkMnSxUtUa3W+4yU3kNmU5uLFZb5+6gyJRILhTUPMn1+gtFoimUyQSCRIJhIMDQ0SiVh4nsPixSXGxr7jquUEPmB+8EXnBJ50n+Ef9z5xjRN4tZSmaei6TtgPEQc2Ru56q/di1Ivu6dHu5ip4ly5f11pRprrqtXIk2/tewfXrfY5sXNy64riNt3U+mdqi7tinwyKaKosFjdNKbbcu5++fW13m0qnu9Zf7ZqMGWlbvZ9KLjAYbQKUE9velbzQsHs/4DbC44GgP3e6jPE1haA0CDZTpFG5zTVJFV/lRZlktjvR5kxw52Qy8pXiev80eF6MoOmILaY0B8Lbf+UEm6hXR6PnHy6FYi0cSGR7IjAJwz+qSatiKhhjNHoskBfLnc/keSWSY1R1lnbGvVVcN54ND2xlu20JtLGPa3GVmDV15CcoGUFq05FyRloGe7CjN/dfKymueQpXGnRh3Vgp8+PWP8if2PypEKZgGIpFApYz1H5MWO1lP6+RO+5GNec3rr1C/AiR5zHUE3aF9vvtz1CLis/j3BT7+/GHebC+oODT5ueytV8h5EcV1BCC8XQlr8ppH4xWvU3/aYYvx96FYi8l2hj12jRHH5qwl1KlH4xmOm1HG7QZFw1Qq7zldZN7Kse2z0QRTsTD33HyGmdgWDpdr6lw9Gs+oBjDnGipvWIxUAzdYvtF9zhXJLzlzTPE5J+oVoVD2S6aDyOb1rtJFYcPT1tUxdyySZEZbUUryyVqzC02WDe09q0vM6YbaTqFqTorvHWkYbqQ4lIyRjd4MekzdsExW/ehCt0kem6lQgXz9aabCDYjuFqPvSJg8Ah2ntaCOcUAdt/etCCuiOysFjptRzoSjzLbmeDQpOIMjjs2tlSKHYi3ijqM+J1l77BrzVgTnP1dAg2a7hdtuUSoVWbiwSNt12Lx5iEwmjWmG0HSNcDjCpkyG0W0jDG/ZQiaTJhaP0mq3WK1UcF2HSrlMu+WQjCcImSJ7OGxZbBrKMDoywubNm7DCJp6fYKvz4jZA1+pawVXUBGqaLoK+nTZ4cN2WTfy3B7ddGcqwUZO4kYp2vcekp5o0spXWLetlnsZuUj+uMf6VzZUUDmgNdXeL11hzQZWB9Ve0zpcr2YAG18Ua6Xgjyuf0HS/vXPvYeu/Ru5wguuMLCzCEOtV71V/jff3deKd+STxHcsF8bzYRJTbSER/IdZWReP08HXsqX39axO75IzpcgYTNWxG+EB6gfDHCI4mM4uftb5T5u0tfIem0mTV0TloxQbAPGjqHtjHrLpJvnuJdlTnmrYgaw8n4Ldnc50grBeREoynybf1YOJkiMqcbClGUvm050p3GFRv0mEL/xm1x3Eiyf17zFOokU0KkNYywsmlxa6UoVj73NbZ84PNMRxPcs7ok/PF6fAclV1COOeVoOd881WXHkjPH1h8Dr9cM+r9nw7uEGlfyUf2xr8oadms8n34jvOuVXF/8Iz78+kf56fo3SPq2PFXD4LEf/EtG7Qbj+qg4VjRT8Nr8WLxo8WVoL3kfAC+rV3yUWdxUHYskOW5G2VuvsLdeUaP7mZCreJ6yoT44OKRSM6ajCcbbOj99+uUcjWfEmDaYdoJQ30o+3ZwuzKuz0ZvVeZGN3sykOypoBk6B2+olEbeG7XP92uK51giPJjOknZYwhdZHhVclRYWOymMtG9rGjfUKI44tsqfbumr0Zw3hFfjQwGa1XTN+VrBExqUnZc4Tins55pUm8o9HU+JnIwWayWQ7Qy78UvFZSqW5r+ifioXBSKl1VM9pnFYm6ocGUty3siBskLxhkb+MQACfjSaYaCepGgbToTIzpsFdpYvkvSpFI8R0qMwPNpf53I+cIWQYNO0WS5cKFIslrLDFQCqJZYnz2XM9qrUa8+cXmTvzPIsXLmLbLeLxGCEjRLlcplRaZbVcxjJNUgMJQoaOhk6j0eTCwkXOnj0nXte00XwxiWleawKv1YtfV00TCBp2q83SxQJLFy6yJRnnxrHrN0YZelM9rlQE0k/9ux4nsMvfbG3zoe7gvZa42/eqnTD5njpuRgVy41V9xC8p0BUpnsD3geujelwXlev3e/A1/Yx7ZUmPw3WyhGWtaWz7jeJ70UEfuZvVhEdfyfoqv7k0Bx+d5Q3XH8K7fX8gkqyp1lMZG/dulznUf+WC6x30lfTRsgPVAofLNe4uXiBXWeFENMFvLO9QI9pxu8GN9Qpvzuzl2WiCw6VL3F28wIlod1h8vn2eiXaSw80Uk6mXcCyS5KQVY8aKKN6aRPkkipHH9u0vQuJC6yczHDejjLmOGqMdjQt+nTSHRjMFd8zTxEXWXhBcL8RIL6vFyTmuuuBLxa/8+UC1wMvqFe5d/hDvufggNMIQaYIrbD2mEoPcX5hX6zxjRTp8QlCj7tnmV8XGN8+p43RO9xvDXjFSsNZTjoOPBIfB9OMBtYgY44e2gVNix6YbOfo73832Xe/nnX/yaj7m++Ud5uvcVivx9/9rDzvtOh+JPaO4eYoHKptJp4C261eUIIfWivAEdJfJt89zKFwS42GvMxIFmNFWOkKb5jlmDd8exRUK8LQj8nePRZJgjrC/URYcOEMX4gY/WxdQJtRy2/e16py1okL8oSc5Gs9wQ7Muvg/cZSHi0aPQOMOMKRDGI4ULyopo3BGK3DndUMkz+1p1PpnawnEzqo7n6bCueKY0zylVM3Q7Dsy485y1omJZuhjHZrW4//mI76U53fA5mgJVn4p6XZOKnBchG9rGdEEYcE/WmqrpBKGwlt8dU7EwE40mBzNbu9JLDq+WeGhgM6N2g6IR4vFoismmiJ57cHCEiaYrBC7+ZCDttPizH/wajuPgOA6u59Fs2qyUKlxcKbFSrtBstXA9l7bn0HBa1JpN6o0mpmURi0WoViosLRWo1RrE4zHiiRjoOp6moWk6hhkiZIbQQ4afTiKsZDT96hYpuGgv+r9vay7cFdZV0wQ2bZtG3Wbh/BKLixdp1RtctyWgDuzXBF2JSXHw+RBQmvqPRXcr1EsaDq8pI8Wzq83uwHu/FNm+/pxABCV5PXZTB62ADh/O7eSZqmYvdpNKLVC8rOD7bGS78kIQwvWeK5FKf9uz4V3qot9Z7x7EbyMeYGgT7vWnfZVvjDtqKwyc/AQ/XPoI/OEIC4aF/o1bxL5wm2pcrEQCwWYuGDvXLxFlvSa9eY58+zwvq1d4z/+Z4q1ffJDpzCg77DqPJMQITzZCB9MD3FW6SNEIcSKaYDFkiTGdP3Yc10fJhrapv0vy/ayhQ+M0C4bF4dIlZY1x3IwyqzsqVzXttNlj15TFzJjrMKs77G+UmWg0FbKzYEgz8ZoQavjmz0R2djh/TkFxrqYj4mJ80oqpC/yHv/E+xmsXOVD8HbEf8k348QX4xmamV4pM1oTY5NFkRjWSOccViRGG3iVECHLZ5DnWldsdu0nw7HqtUMzu8ygb3kXOHOPTS8+CW+Mzy0WeXb7AAydvVOujRpntS0z7PDFprD3WbrDlG3/CD5c+ws3bSsQ9h4Ff/9/cUQ5ES7YvifxmfVig+M1zAsHXk+pGLasPiQbD/0xVs655jLccJtrCp27CtgTq5bgcqBYESuY36zPaio/iC1PtYxHho5jzIuqm5p7VJbE9/rlzuJlSJuMyWzeveTyQGVUN3rg+KkzPQ7s4siKQuE+mtpBz3I4NkY96zumGahDljceCYSml76wu1o/wduFfCYqrl/eq5N1lJtsZZqyI4jHKGxNpGE3sJjXWHrcbPjLtTygMEWcnj5eJuLB6ORrPiBsVs5OzfN/KgkLkpZ+gTC+ZpcihpDhO5Oh/xBH7WVI7JO8S4JahzUwlBpnWFvnC3eeJJ+NEYlEq1RrnL1zk/MVlCqsVGi0bwzRJpAcYyGTwQiFWqjVs1yWRiNFqO1y6VMBxXBLJOKZlIkWo0ViM0W0j7NiRZXh4M1bYuuYNc62+pXXVNIH1aoNm06ZSroDrUa1UiYfD3c2HrCttgvpx21ROauCx1gKYg/zRji+J33sbQafE7p84xTPmF7ttL/B9yTxNqXOFvUQMGqc7DWJkp+LXZPWhzrgvsrOj6jVioilqXxLrHRRAbJR6crkGuPe5Xb+H8d72xQ7Pzql1DKb9EZYaCfauy0bCEK+F/vxOdbF8zTO/3fnbj83zF+EnUdFveljwlJxaZ8TW29gZMR/hKa39bPo27Z3HZhODPLfvJ3nvbe/k7uIF4o4gmd9WLyl+n+RqzlgRdth1DqU2cc/qEjfWK+TMMRYMgSjurVe4oyyaMBqnhTLU56RJNWbOcdWI9Wg8w3hbZ9rPUA0mhWQRkVvT0QSTlRWl5JysVhQiIxEqackh0b5ZQ1f7FrfGrKErQcQHh97Oy1/eHUsHwH8+yV6nStwR6ybH1SCEEsrWxhGj0SDaFzTf7qrGaYEW9qDxE7aP3BgxJtsZPr30LCOOzS2bsuA1eO1QmseMNA8NbBbCjMCYLacPK1uaPXaNyWqFn908JvKep8c4fT7JH6W3ov3cO1XyRNbTOnQLd1E0ppGdvj2TqcaggBKZzJgCAZUK8r2SA9paUIjUrCa4giOOrVDSnD4s/AX9GzgxQvWbZn80+tDAZqHgdg1w62LEGU2wt15Rnnrg3wy05phpn2LGnVfGzE8k0uxr1RlxbCXq2deqQ2tB7asHB0dUczaVED6kM6bRHa8nVdDuMvesLommV48xWdc4a0WZrKyo7RpzHWa1hmjK/NdJ6opsQEE0zBP1CuNtwVtVymKZT+0/b8GwmLAtnkiklfJalZER6LmRESkk7fNMRxPi8zBq4rnWCOP6KLPNrzIV9USzqg8p1fFZK0pyYIBNm4YIh8M063XcVgvT0DE0DafdolapUlopUiyVKFerOK7rj4QNiqVVQqEQqYEEugYaGjoa7VaLUmmVpaVLrKwUadktkWmqXTWX4nXL0bQX/Z+7xrz76qvQt3oFXqxarVRJouHhkk6nKK2W0Ry3/7ixn0dfv9QPc4hSdJ6Bk59Au+HnO2NH/7nZ8C7xheM/pp8ZAYOOFYlUEjs1Ln4iy3B4N+iN7veyRsQdtiGNbC3VTEFHiXk0LkjQEtERirgGM1asM/6U+am9TV/vKPRyNi0S0Qtt6/Yb7PFWy+pDaL/3OkrWV/n44jYmBke6np9vnCIvn9w7du8dBQfLXvAvwi7jLYe33fYrFI0QaafNryafJdV+pVIpTtgW0BbGXetx/TbiAAZ9DnuVw06NY5FtFI0b1Nh2xjQ4vFri8WhKqBwTgwoloXGaqeggn7p4lsdjKeatCLfVSxQNUyWMSN5gVt/FrOaRc2BOx0eCHMXFAoEIySSGvO+Bl9cgb5jg2eR1yHpG59hwl3k8mvathBogL6ygBBoTtkXRaPioYUMJjt523bvBEskm18+/mnP5T/LcTT9FDYPvOva/YGub57UISafNjFHjcKXCoYGUMiuWiSVinKl3iaJme22K+t0IBI6D6VAZ3DKTzQhFw2Q6Oeonqoin5fRhJgYWwavyluIFPv6J32f7xHvJUxI8SyvGGEINPB1N8OzFEzT+YDeRj/0Z3/XaMd7yGZNbQ2L9ROJJnZmACn3WmYMWEN6umhSZ/CHU3nRRLvLNU8xbw2JfmyOk6xVmTIOcG+FYxFBNsDBNLpLz0swaMX/UGgctzhyAMaJENTlXNLLZ6M1MeVXGfZWv4HXWVaLMrCb223Q1Sk0rspCyVIM+5joCOXQK5Iw0484g6UaTYxGrS8kts3xFzJuvVo+Fhbo9IkzFD6U6SStH4xn2N8oKuQOHvNZSY999/vrdXSzycDrCXaWLPDg4wv2FJc6ExUh7rx+L+ODgiEppmWgnubFe4ZOpLeI4CijvZ+MJ0IT4ZqLeESgdiyTJuTFmG6d99XaaOU8DLc6Mewqiu8W+dIvktQigC8/BzGYW9p9WSKZIM7nAeKtjk0PjH9Vn/PePvhbD0ElEIwwOpmi12mQyaeKJOGhgGAbxeIymbVMu16jVGgwMtIlGIpimIUbPbneG8bW6Vi9GXTVNYLFUxNANIpEImzdvolypYDca/MXHb+GH3vBk/4tOUNUa/D1gA3P6fJKZkXdA2PcbCzSMXRYV8rVBixQZX+Y2GdYHwSnx7MoKNw6Exet8FfGsvzqyuVONEyhbh06iQ0N8melxZqXxL35DGlD3Bbd13Btkxgx3mpygACPYBPmjVe9v3wOHvh/t/4hRVNUwmAquk+/RJ5G3lP1SGESJM1RZI2Ld+ySPELupOyGiz+cjkCZBIJ8JuWCG+fDNRXJfcpk1YozbOmmnLtSGvWBTv8a+Z/ldsXhy38hm0H+94OUFRnGgeEuPR1N9RQ6LhtVl3Jt2/DxdUzQm6jVeC3zF4KzmKy+NCDnX4LZ6iXkrwuHSJWECrQ+xv1HmXZVn2bHpRuX1N+IIO5djkSRZfYhZhZjEyHs2OcdQYzcQStnpgRTggBeBUJLjWGAKNOekFePcOz7CR77zvzKxZRtHChd4+bv389DTN4DujxiBRxKQxeiMfr0WI44Dhj/WNEfI6S5znkZ+o4Y/aH/SPu+fM+K8eFx3leccjUVAjGF31EvMhgGnRBwHvq/N/YV5FkMWDw0kO/Yn2go5Z5jdx/6Q29/0AB/ZN8CzxKj6NhUXLNHoSIFP7/EjrXPQTA5mtgrENb6NvL7cOV7840Rw1MQ+PhZJMl2YZ2JAY9wZFA2skWKi7nIsMqQavpnWAnhul8XTdFgXFivuOWhBPrydrBZnxrSZLghvyYl0hOligcWQxXQ7ypOxAc6ERXMmx6h7bKFm/9s9z/LAyRt5JIHylRxzHfY5fvqGsywQ9eY5ZiM7QXPBEtY2xyIGWQAtONIU31FiNOswhjRBb3IsIo7rHXadGf0UI8ld3FYvcTBWFftjMM2R4ipTUQ9iLWgtM94SfpfT0RGmTcj6PNfJirDOGXFgym8Awc+u1haVXY/kB47roxzXDd9CR6CakqZzW32FESvmez3WhKpYM5k1YLJSYqvd5ODgkOAmxutk2eU3452qNJs0WzaZZJzh4S0k4nESySSWJVTBlmWwaVOGWDyG64q84kg4jGmGcF0Xx2nT9r9HrtZyWRuq92K859VeVw0GXSqWqdZqxONxUqkBYpEo5dVVWs0Wn/30vv4j0fUI6IFIslsGB8SXUCBVQpUkpAdf27tMqRL2/3/j4GB3g+IrKmVjEIzUkuORvLvcMfD17RmU5YdmgjWi1KCKQxjY1hl3/vKehb63oXfyMGTDeGcSYI5wKBkTykG7IS6M4V2+IrOTz3q4XMP77CG1qGx4lxhb2QsqRmvNPm6c7t6XAYU0wLjd4P7CPLOGLpI3nBITjSa3f+kO7i5e4HDpEguGxVSo0Cdpot5tDB1830Byy/5GeY0wJEdaKYwxYnxmKc+0L/g4XLrE9LJIJjhuRrvSJG6rCx+5IyXhA/jx7/k8Hz/2Hm6prQK++AKbGXde2ZxI8YBYP2GtkXNc7qwUiDsiqkuOgKUK9NWbXqZEH7NaQ5D5Ldu/ebDV8QQBBSYi9zjraUKwItNC/LGx5BTKddGmflRx/p6NJvjp0y/n4fRWnowJb7OgibUcSUvrEhBxYmrUK/d9ePv6lASf+/bkyipnyzUmKyscLvk50K0VhUBnw7uYsSIcjWcU0f9Vm0Z575b7OBOOMm9FfL9GgRpnQ9u4u3gB7c33M6s7PGak+eFfeYwDv/yoeutpS6hLBa801Z2GA+q8m6hXmEoMCv6fE+vwFgM3hDnHFSbc2DyQGVX8QfkdIYU8UoUt4+lyruDoHYuIqLUFQ1BCxvVRcq5otCerFRZDFk/GBnh2+QLDjs3LmhW1DWetKPesLrFgCCRQ8k/186+iaoh4wqIRUvy4BcPPQfaj2aRHprTykaN+aU0kkcNgNrBUMUtT7LxXVePlI41NSqCSDe/i4fRWZLLIuCP4uzI7+VgkKd67IYy0c67wdlwwLGHr4xpK4Y5mcqQWZ9YQiN50JMz+Rrnr2JsJuaqpnqgLXu1xUyjqp0PlrvPhZfWKEJA0mjyc3qqmO8GkF4wY5y5e4uyFi1SaDQYG4mwZ3kQyGRPSA8/DMHQGUnG2bMmwZXiILVvSpNJxzJCOpnlc5ZqQa/UtrKumCazX6zQbDQYGEkTCEeLxOMXiKk67TSjoGdivNkr6CG3qimRT5d9lSjuEjp/fZYQWEumQoyafBxRMV1Conm+2CnSUsIH/SwK34oD5F/+cOXZlQpd+oohfezmNV7wO7cBJ/30azLqL/jiuJpoX2dj6NW9F0F5zWF1EpXIVuDzfUK5LUNFriIZI+oBNhRtKUThRmGciHeFQrNXlBdZVvTzH4OcSaPSDPn4AmCNqjJZzXLKhbfy3oR0cKVzgB5vLnIgmeOvEE3zgK/9NXIAsmwNVkdm61W4K1COzlelogtu/dAcfzP1XJgbTbLWb4r38EeJsa04JItRn5id4yMi1Q6lNLBgipQFQ3CuZsCCRvTw2GJk1sVtyrDirO+DWxOiuKbhjNE6viW9T3oIIf8AZK8KIY3cSUnzrG/k+wdiz4OuznqZEMbnwS7tjDXvV9IhjdbJaUefR9a9Z7EJRgyIRlbDh70McQQmQooC00+KsFWWHXSfttIRwJh1heqXIdGGJtx76HNx8mjccGefg4JDiN77nFSfw/uSXBc9U+l8aMfLNU4JD5o8d5c/HzeiacwAjxmxrjtnWnEL0p+IJJazIeRHy7rIYTeqOQu1lXNuDgyNd+/VwzeTWSpHb6iWORZJMxRMcSsbIVVb4aGyE1+66wA+//lnOhMW+ksbiMida8RjdzjrK41Ry9Q6XLomkIV95DiiBmowJnHUXlW9kHtunMghu3YFqQXFPs57m83RFPN/BzFaBpPr+i72lRtWIOL39jTJHaoLDuseuCbUzAnWXEXkzpqFuTACejA1weLWk8of3N8qKu3m4dInpaIKTVozxdkewNNFOqhuJvLtM3BOZybfUVtljC3ubnCOMvIPXhYuFFc58Y4HCagVNA9M0EBH1Yts0DQxDIxTSCYU0jJCOboCHI5TBmnb1XIzXKe9abNy3pK6a4y4SCROJREilkoTMEKn0ALpuYFlh9JA/7tlI3aoWtLPreTnXWJszGtkpRpleqzM67GenIqtH/Zhz3A7Z2ezw6OR4Na95HbsFv8bbHcRIcoayWB2fM78kWXzNtkqVLogc1n4Na2sF7fdeR7T0CrRfv8cXDnQLWYLB9jlzjIl20reniKmL6Kyhq6ZWqT+v1A6EDnISDIvHFY3U3ZuzoEWYbEY6UVmwcSPfa2Lduz/87ZIozqwu1LOSXH9wcIhbtuzm4+/+A95wdD8fvPHnWQxZHK64HI1nOBrP8MnUlq6kgrtKFwGop79C2Qj5fmkBwYmhq21/fvTvuK1eUk0GoPh1UnUpDY1lqYu2W+5E27ll5QEYfG5Wi3feP9B072+UOwiLXzIZYtwWKKNchw7fb23+b9bTlGed/PsttVXRgMpzp/ccMgeF75+hC4844N6hl3D7l+5gxopwKFwSiJPb7ELSJJKlym1yY72ieJEzVoSpeIK44yj1M8BEZjOr03sB+P1NT3FkZZl5K8KEbfG2p1+B9h9+uathkoKiGW2FfPu8MtFer6npPfdl4yLXfU43yOpD3F28wJGVZdEUSkW/j6AFS2YvTyWEyl++ZjYxyNF4hsin/gQ+OstP1haYrAuEd5Yih0uXhGXM8nnRNHsRHo+mKBohjsYzXLDCTNaa7GvVeWhgM3lsRhxb3VBlozcLFL99iRmjRja0jT12TdyMyGMNgSROxRPKFzKP7Xt2+oISp8B9K76dVGuBWYpKTT7jc2WznsbHCid4PJpi2rJVI3zSinWNe4PCIrme43aDY5EkDw1sVuIXOdbPanEeSQjxyG31ErdWimQ9jelIWKmxx1wHjAx/lN4KwMPprRyLJJmw/fxril0ToV/8+RUq1RrF1TLNZhPPc+kN4/I8D9f1rWccB89xcJw2jtPGddvXYuOu1bekrpomMHvdNoZHNhNPxAiFNAYzabZs3YIZi7FU9C8cG6lkQfzNKXQ1JsHxbDa8q0s00YkjC1iPyKD7YAUbnehugRj4KJ4ae7UvBfhxvvBEpS0I1Zty6NfMLoWnVPxJ24U17ymXL0ddUuDSa84MvuluWTS5Pkoplie82aTyV0ZtSU8x2ZQoRSoWuPWO+vNKkEkjpqwl5Be/VG7K0RqN02ALw9hZ3emYUl8uG7oPJzDIVcw3T6kLt2ykQKAnWSy8X/pNGBLH0RMJoUx9aGCzGsNKBEY2cp9MbeGTqS18bG4773n3X3Gk1H2RzzkuRHayv1FGO/LngGhg8prHuN0QaKGvFFafaSDhQ/itxcDIKKuYrD7ERNPtohfIG4kc6TXNcNEIqUzgrKexryUI/eN2g5mQ23Xx7VqH4MjZ0zhQLQh+pB8Rdrh0iWHHZrqwtNaH0VeS50irsag45ppqBJn1NGF54qNtQQ/Dx6Mp8ponUCMjxrg3yBMJsayi4SeYtBxO+CPq6WKDM+Eoh1dL3NT6bvg+wcs6mB7gltoq02G90yz64ht5rKuf/XVSZtu+G0DvjYQsmf2cd5c7P7fPk3eXeTi9lQcHBeJMeDtZLPGZ+eih9IKcrKzwrG+JAgjDZ3eR6UiYc6fehffjdwmvTGC8dtFX4ArhzoRtkXAdRu0GI47NnZWCUqVP+U2kUnP7CPNxM6rMn4tGiMlmhKw+xD2rS0yH9Q4a6DfB8lzJI9Di8ZZQ3wICTQQOxny0M7TN56s21Dh2KjHIp5ee5fp/+F889oN/CVqEe1aXSDtt7qwU2GPX1PEgxSFSwHLSigmKiL+vj0WS6vi8Z3WJe1aFuv3WSpGpqMfBlNWJTER4C+6xa+QclxnT4O7iBfbYNWXsncXq3NzL4xZw2g7nLyxxablIqyX5fR6e5+F5Lq7r4LptPNcBz1P/PNfBadu024Fc92t1rV6kumqEIVtHhkmnB3xXdo9IxCKzJcPzKyWeX1gUo7fozR3riqBCUf5fj3Zz5wKK0QlvmGm/aciG/HxZ2YDIQPrg69cxn56sVpgKoVR5Dw1shmapR1BSgpCv7HQKvhWKn6/piJzcnCssQXCLZPUh8ngda4d10jdK4TOkWt/ZaV4lp0k2UEYM77d/F+2//KcuUUvvc3Bqnait1hxEdgpFXkANnO+10Vlvn/iP5cwxERzvNVTuKM1OAy6tObqMp3vH9OYgWb0nl1ZWryVNH0PtfPOUurDLC8SkLS40773vjTySyICBujjtb5QZtRvM+rYYea8q1Np45LUGOS/Cw+mtPPBb/5F88ryvdhXI6R67xh5EWsixH/s1iEPWQyUz0BCN12RlBfwMV6EYRaF0smGQo/e8V+VYJNkx+JVNo7vMGOmOwtvfF8LeZJdSnKv9rglO1ZxmgFsFLa7QwuNm1FdSitfsb5QFL7NVUJ/BO7Ji30dLr+jYn8jyGv5+EOiNRL+zoW3kNY99jg2+7xxBENocZNoQyNPh0hJv2fINPtm8hbTPdZvTDWZDZSYaIr1kotFkh12npul84Jf/lM/+wvcxXLDRXvI+xu0GZ0tf5/2JMdBMvF/+MNovv02tnzhGBEdWHv95hGhlJnjOGM1u/qD/84w7rxjpM5EMeC2mix6PJmOAzZwe9dXUBiBEFni2Elnk3WXOWjFmQi45D/V53lMzeUf2H8Sh/9gx+MMRdr80D198CWNTLyGvi/NhOhLmw6//Mt4/ZviNZ3bxRCLNI76aeA9ibH40nhH7PrSNOysVFnwx02RlRSB8pkBWhem5KxA4S2zLRKPJdFhnstakaJjcUltlIl5nojEsjr/QLmbwrZm8FvtajhIvEYpzoFJgvHaRLxpJ7v3+X+Wu0kUOGzVxftExG8+7y5y00oBvl9SqM2MhULpoupM73DwFkZ1if/lZ2zKuL6sLodB0uKVuUKXK+p7VJWaTMR7IjKrv2om6EM/kga74TT1My2lz+tw8iZCJ43kMDCQIGyE0TYx/Nc3Dc120IELoCaNo13Fw2lc3Euj6ySkvZnnXLGKuHiQwEjaxTNP/yAURNxoJY4ZN0gOJjlHtRkrFPuNRWdOBBAgV7o4fuSXNcDcqf9lH45kOCTtYelQsJ7JTKG+9aqABjHVyWfUhhQRKlFDd5Uq+oPQOhI6djT5EcouIDFt3dOrU0H7uneJnI7aW9ySXZ4iLtxSL0FpgzHUEemMOin9XMhr3txs6SFPaaQv0QzPVSAgjxrFIsgshzGP7NjEt8X7WCGgR9rXqXePxjd5TNZSB/TFZFR5md1YKjLcc4o7D3nqFpNPmrtJFbquX1DqctGLiwiXNuyUvs3GarBZXcW8HqgWmVz0+8G+/wHQkTM4c46QV61zs/IzUoLpbrtvReIZZTcQD3lkpMFGvKBRHPi5jvWROsBqjOyU1hp3VGmuPOUTjO9FodqLT/MZa8rnQYyrODlB5tbLpTTutzsJ8lPkTp0dZXQx3jkfZNLWWVfrGdDQhhDX+3/L1p0XjbYkM4DVNvPSGQ8S/va8obsCmffNtMd5LKVSqaIQ4a0W5d+GDULd47eYsD2RGmV4+z62VIjs238zryxf5/NJZ+PEFQa/Q4qAnxTlnpMT/g8fHGv/PQPNnxETT0PMcGck3MSiiACWfc3r5fCfj1q2pc3pON8ghFLPoMUYcW2VHHwqX+MyprfBjd/B8+o0891++DxaSMDHHY7v/jiMryxzMbOVTS/Owd1E0ighlvUTtg1GH2dA2xlyHhwY2CxqAJhrAiUZToYIzVqRDRUEIL6YjYbJanK22aAYfyIxyuClGzvsbZW6tFIV4xqmpY0ClkCBu6KbS1/Nweqsa70vxSnDcn9WHxLHgVblvZUGg8p5GVh9ixBFCqXz7fOdmXDO5q3SRtNMWqF4kTL7+tNhm/xzNax577BoHqgXBJdVjvh2MiPqcjiYE4quPis9fZZdneOj+JMurZf7x1BxPPnuarz1/nqXlIqvlKpWKsIVptdq4gSbQk5xBXccwrprL8bX6V1Sa10tc+Dar1dVVUqkUixfyDAwMqMc9z8NutVlcKdFqt/nq2Xm+fPJZ3n9/UaA99ec29g6U1YNe5cwxYfZqL5AN7+LcLZ/jbcdvVUTmjV4LiPfWTPGlE9mp0Bxlj+E/FhxDq8fcRfGl1DzX8SiETgMom5EA/2pcH+XWSpEfaBfYfer3uP17flWsv7Rz6W3W+vjlTXjDa7dPpm94DXHhbF/iSFnj4KAwsw6qh9fsi3VQ0pw51onNCmTTzho643ZDWbWknRaP++hYV7Pgjwdn3Pn1LWIu83jOHOPu4gVqmk7Mc3nrhQ9BqQ0P38zRX76Duzdn1bpIoYSMzlJRX35D8JnlIq8p/S4AH8n8DGfCUSXQkMinaF7NDqrpN2IS7VP+e7qjSPfqc4YOj02P+ZYxtiLcKzpB8PgIotaB/S6RXSkokeNJ6VsoBUoHqgXOWtGuphBYy/nr3c89n7PkXArUrN65CQKF7MgItnFHbO9xM0q+fZ4nV1apofMXsU1dPo3KY9Hfl/JzKhohhWCK40ccR6N2g3dkT/H8qQF2H/8o7DXhRAs+dxNEbcGLdWtMNIVQQJ1/Mqkm2ATKCm3y93cDWitMtjO+F2FDoWF5zWOysiI8EMO6+jylRQx6TOVBS3uUIBIrFNCmuKFwDR67/bPw838Dv/59fPYT38Fr/ucn4K9ugmqIi8eHGI5+F0d8e5kLVlgJbxYMi1lDZ8I3ut7XEnZDUmAj32/MdbitXuqyoJkxakzWNXE8+wbQJ62YOg8AxWUFVMYyeozDpUtUDaEcHnMd9tg1hU7K5x43hdp53oqopBC5DuqcaM2J/RuwkJHbIm/UZCoPwGRbLF8ajD986QLv3LRdmE2vetR8Q+eDg0PglsmR5rEz9wuj8Xuf4/YbHmDW0Pm5++ZJJeJsH9nKS6+/ji2ppNCHeB6hkEE0amJZIXRdx8MV/EFgdbXMjrGXUiqVuq5V3+61sLDAtm3bmIz8Frr24uYnf915mq/v+XueeuqpF/V9/zXVVXvroWkaYcsku2WI67duZu8NWbYMDYmLC1ZfpSLQjRpFdq5pVmYNXajhwrsYcx22P/n9okEyYh0UrM9yu8aY0vLC5xmBMMDNmWNdjwGiafRaAskJbRMXoMhOcfGVSJifD4sTiMHyXztjirHIjVteCpstccHwfLWtHPkGq4+VzHQ00bnbBnXRc697Eu+p9+P9h78APczBpCfGrL1+gT37oq8YJLxLbLfXUkpZYYhtq4ZwOiTGP1OJQWZbc2vRIqcWQMF6GpCAKrjrs+hREd9dvMAOp8GDgyPc7hRFA7jZgh96mj9PbVYX05NWjI8VTojEDYod5MyIQWgTk3WN30tvY/uu96Pd8PNMZDaz1W5yz+qSSDKQTb69oDz/lOejr0CVF9wu5a9vyDtuNwT/UAqInAKzuq+4dGtqHwK+Mjem9jN6VHDqIjs7aCt0kDvN7CiL/cfksqYSg8xYEe5bWRB2Ho4rjuf1ULJg+bYnysjYnV/zGeSx1TpJC5O00xaiDGyyoW3cO/QSXrXlJUo0sb9RVpF6WSwlVPlI7BlG7Ybij0kk7lgkqax77l28if8dysCXfX7fXhPufQ4m5vA+9Q6yWlyIXAxdNHgAepKJdlLFAh6umZ3tbZ5TmcIAU6EOejsdTajx91Q8IayHyjUhxHAKTId19fvReIapqKfU4bJxPVDtnOPThSXuKl3ky58YE+uftLmeBm+79228969eifYP+xiO3ARei7IR4sHBEWW9smBYCnWTaK7KUMb3+rPElGGWorLHkfswqw9RNEyl2J6OJrirdJHJakVZyszqjlIZHzejSkV8IprgrBUVucmaEHhMxcJq23bY9Q5Sh2jsVBwcqHMOa0TcBCB4rLg11QDOuoJygVtT1lZTUY+psLi5Gm85VHRhv/PkyioT6Yj4/vKP/xzpznF7r+A4/uLyWbKexg3bR4lGIyyvrnKpXMbFIRwOEQrptFotqtUGzWYLx3XBEyNQ7VswCr1W1wqu4iZQlqZpGLrOdZsz3HDdKPe/Z6Xbu26jsPqgbQmIRiigvuxSbPqjLjVCClZkZ2fUJ7loAYuZc4//V0WGhgC6IlFDAK+hFG2K+K/HxBjLz4eVf5MX9ywWWQI+XACHPxcYefkikY2UtXI/tBY6zwtt4uHlZR44eSN8Mcr2P/nRznN7eYYvoPa16mIspjtM1CvK6iKPGIkpkUDtmTWvzZljHcPhftvjc/26EFQ5Rg48v6bpvHbLDZy75XPs/u2/EQ0gQEnn42/9FJ9MbSHtp368etPLyGpxPrW8Kkxq7YbIj/YEUnncjIr8Xn+E/8nUFk5EE6L5iewkG96lGtJZQ1eIYN6rMuY6vKV4XnnPyeNgsrKixrNyTCjypJNkscTzvQh77BpHCsJPcaJeUWKOfa064/ooB2NVsp7G3cULyvctGC1H+5LyEwQfVZSxfAjS/4w7L5rZgPF535L72X9Ovn1eoGoBlblEafBa4magtSDsSxxXEP9bc9C+pPKaJ+oVpYqe1hbFWN7rjKYfj6b4vYvXCc6tX3tsYXF0oFrg0WSGE76FCMD2X347/MBru9d7r8kz5hdVPKC64WpfYjpUJu20yJljwsw7vIuJdlJZxdBaYboaVduVb54SNzj6sDhOWg7jdoOk0xZiBH2I8bau1ndfq06ONLdWiqrJAkEPeDya4kY/Pu7BwRG+67c/Cw+/jPd+fB9vHbqRk1aM4bYNXkMYIDeanIgmuG9lgelIWPk8nrUEr/SsJY7T6eXzCmVXDVcAVc16mrgxoONbGfTdu2CF1euyWH7sXbnT7COoNDOmwYxpUDRCqmE+XK4xFfXIu8tKcZ92WozaDU5asa5owKwWZ7KuMVlrqu+1HXadnCd8ImcNnelVL2BTFVbnYU4fJo/NDrvOxNA2Ru0GtwwOgBYhpw8T81wOly7x2E/9sRjV/7eXAfB8+o28pvS7nDv1Ln72Vz/P/3hnFMd1+MbFSxQqNaxIiGQySiwWxvU8qvUmjYaN47g4jku90aBS6UT+XY31YtvDCIuYb/VWf+vrqmkCpULLcds4roPrdXuFhwyDG6/fxvDmIX7lv+8QD/YG1/vVhRQZsS7Fr1SPBq08ANE8moMdFGwNDy2mLvxYI112FG945QOciCaYjoRV/Fi/khfHcx/4NUF2Xj7P+5aF1Yc0P5X8QIkejbkOH7h0TuQWi43D2/+/efbSWcF1keTn9RpByXfCV0T7ZO+7M3EOJXS0e+4V9iO9ApJ++6B3uYHKa57KLp2sVpiOJjqmuljd4/HYTV0IlrQayTdPrdt8ZrHImWMqQ1W+/0TT9VWzYj88G03g/ftPwB8/Cj++0FnALSF48xd57JWP8uHv/7xCBM/98Tv44d/+CyGsCLnMaCtM1pqd8Wogug0QKRbmmPr85Qg2qLaV/LDXbrlBec/JceBUYlDxQWVGLkZGIZGzrTlhiqstcjBW5UQ0QdEIMd5yFLJ43IxyuJliX6suGpzWShfChFvzx54dQ3OJwnUpj/EtgJxa57l9jqNF+3mFYAJiX4c2gS6apDldmAOPuU5HAW+OdLwQ5f6TaQ8I9GpfSyi3s+FdalwueaMjjs3t7ZJKdpEpFxgx1agcN6PMUuRgyuL+wjza1/eJ+LxVv5n84G5On092cpalaMTfhqm4QL+kGvXGekWYWPsTgUeTGWUbdLiZ4vCqRN7aHDfFSP3BQfFdcN/Kghq9HoskmQmJtJSDGWFhIo+3A1WRW102QtQ0na+lHofXPg93f4X3fPR3lIEzwHSxoUacC4bI4R1vOeomYoddF9nDfu7wRLxO0TA7alz/eFSqX4Sydn+j3LlhaC0z4tgUDVPtZ1l77JoY5Ud2KtPpnBcRHMlGk5mQqyxfHklkoLXChC3ERvsbZbbaTeatiLo5lnV/YZ6pWFiNhqUnozyOsp7Gk7EBccPgo3ryPJzTDY6sLAvuY70i0EYjxURTWCA9GRvg0ECK539tLzNWhE//6q00XvE6Xr3pZWzf9X744G7+6B+vB+Dd7wxRrFSZXy6yWm2gaRqxWJhEIoKmaVSrTarVBuXVKhfOL3Jh/sKac+NaXat/6bpqmkCAVrtFpVaiUivStDsNiKZp6JrGtqE0O67bRrvty/svJ+aQFzR/RCrREOniLy+6gECamuc7TchGy5aIT/MU6EkVRk/zXHez0zynmiCMjD8eS6H9wluYjiZ4IDPKqzbvoGiEmEoMii/g5jk1HpEXzwO/9SkGTn6is9x3PEZEc/B+4WGBCgYbQTnWDpY5gvdXDwprijc+3uGktVY6//o1XxsIb46UNTVOA3wRjPA8nAoLG47Z1pxAXQPxfLIJEcposbwud3/ojsLzS14ARJaqaFYnbEsgGf6yJ5uCf8Sv/N+12wKQDYvm8KOz3Lv8Ic6depdoDm8/K9ZBF1xA2dDkHFchQDROM9uaY6KdFBdpPdYlYMljd5p4X2CihDfQhabI/aCMyhunxfv4Nw9qTO4Kzp2095CjvAPVAj/YXO7sOyNG0TCZrKwwbjfUhVqR5r2G8LX0/fIAgTxbI4IeEd7Vad76UAyGQ1vVZ6CMlpvnGNdHler7WCSpeIKyMQ4ie9NV0bjusIV34+PRFDNWRH32462OvcpdpYvMWBH+MtxpXqQvnRRDLBiWjzxH8J56PyAanKIRggETljqWPncXL/icSv9ckedL85xCd/c3ynwytYURxxZ51m6TvT6afdKKKYRPqrn3terct7LA/YV5cl6Eg5mtAiGVRtKaCVpEJcMAyng67jg8ksgQ81wi//DnAq3+8QXYsaoa44nBNDVN54lEmhvrFW6rl9hh17m1UmTEEaklW+2m8Mc0x5gxahypxZkOdyIGJ3y0Md88xa2VInmvqhS8Mo1D3iBLQ3F5jskIwuOmUByPOEKwdFu9JFDHSJgjxVV17M/pBtnwLqYtW6Gzz0bFyPxYJKluYva16ip9BAI34c1z3LO6JDiXXlUYSGc2M9EQEvO8VxVelpqnEkJOWjE+OPwMh8vi+2KyssK0ZYNbFtGMbo0fGRogWnyZ8nLUfvM/cPfQEOf+w5+RxcL1PJ5fWOR8oUi1aWO3HdB1TCtE23FYXimzsLjM8nKJaq3bJupaXasXo66aJtDDw243WSlf4lJpgVJ1ec1zdF1nd3YbWzdv6jwY2dkxe+6HXAWaG2EjUGNWF19wWU/rNIrNc2s9AuXIT6In0qQUxEUlslM1bV0l18McJI/d1eTkvIgiysuLhfR5kw2kGp8izFUbR75bkJuBxiteB299HW/O7EX71bvBa/1/7L17fBxnefb/nZnd2YN2tauVJVkW61i2Q+I4hJygiQGFhpC8+NcCoS8InNKWt3WWnnjjtFRAgwtKIAhoTEtbUFIOBeKi0hJoqWkgTRsBToAQ0gTHNtiW440sy7JWK+15dmfm98czz7OzKzlJC29Ca9/56BNrtTs7p9255rrv67qodP24GZulhzgwf0KwlaG1oIfEkPpmry1dCrSa6rb7wJ2u2sQId3T1qy97MacmTFyVAbQn0vAbGctjkK0dUn6F4CkP21v30DLfqJbjBxZS7GILxuLBSAKcMgd7fu3029GyMuIC87GL36nadSMVTQEaNctXOyYYM0/lPOSI5ANp85LVXMXkpTHBzqlEhXRgjWopyvao2gav/T+sDzTXyd/e9qx3rqwsKuPnQcdmd0eK1/Wcz4whQHCmEWe/GWUs1tUShzdkO97YgQCuKiJRlh4FR7ToRXJJ601TS1UPixsTX0t5nVVRjK8sOdPpH+zPVIpstkvEvbm4zZWimAF06yqKbZ1VUbOGb193lLvnspQMg82VIpOGzoORhJpjnNKFvVLSbjDkhnnzi24FIO4xdLzjCgGsbjrIJb+zT4AOry3a4vfoO9/zRkApefebUbWvtlYLXFlZZFspx75IrEUFfiAS4+7kaiYNXaR3eK8ZX8gLMUhDZ2u1wGihzD2JXsaXXDpsm76GmLfLdK9pnoevuQ4++irlNZnWOtiRMLmimFfpKEfNCCfMEEm7Qb9tEXUdNU85nq+yo0u0pIdsYYI+HhLn70gjxR1dIgdcJpgo42V5ExtwwM6RxVKjHCDa2jK2DWAs4hnhex6kE0a5mYZTeZxdi8JzM28EhF+hJ5BJ2g31PpI93FotqPeRN5SSTd5kieXKlvCQG2Z9rcKu3Am2lXKM8hMe+PgHeN/x89jZKcyqAWFOrnc3v5OdWpMB9n13XDXxep4c+BaGYTC3kGdq5hQ/enKGx588zuNHpznw1CxTp3IcmT3FkydynCpaFJ0zuzdpoz3nP87ZOcwzRx18YuYY4YjJUnkBy6oSDIbo7RpY9vyGbTP52AG+++jjjI48BcHupo2KVCdiNc2bQ2vVHJ8Ug7Swdf5qV716vw/rA+KCLtWaoBSXLeKGlaxMTPHlK4erldrTExPI1s+yZRlR5b02bFWFElCTX2bV1iSQNp+zllLWFynVzss2jjc91PyvX2l/yO3wSu7jbaUcuzuE0XGLytbQlWWGUlE/TaVDG1ewE4kqKxuZMStjzSTL1LI/q4dJhzYq1eWH4wfo/MbfCuZPluWA6YG6v0/xrt//TaEylN56ToFdi5YYLvf2x7A+wIxhKhZEKmvBU2bqtvJ7VMpc73ipIX2fMlemSigRilTC+vdR2zGU52y/bSmrm4diYtZMJjTIWikJBLybDf00AL8+Q6YRb/q1Qau/ZNtxWvF4QVMN7GOh9ptRdZHPuiVGC00vOfn4Lblp7o+n2Fwp0tewuPEXfgK33Mudv/x7gIgWk8rTrdUCH44f4PHjCT4f7ydvBFpSZ64p5tiZWMVi4GE6X30c9z9SzB3uoLOvRmTpCg6cfIIHjCSZVE+zPez5CWYsUzF8sqSYYzwSY3z+OEdCEaWslmpmqWYFMR+c1rtb/jYeDjHs+ewl7Trra2KW7cDJJzjv1w/B8ENU3/FaIktXNFXgbpWMJfKDry7kmA2Y7IvE2FwpUjIMFa3XYQtT7XWWaAOPmxZDJFvOR7/Cd9CxmdRtZUUD4kbh+sWT7Eh2+joEM4wvucJ/z5kHXTB5E0ZZWV5J1laemxNBQ/lOggDV66wKY7EuMpViyzGUQpYHIwn6bUspwK8u5Hgk2sl+M8r1iyc5EIkx4M1dynP+qsYiZXRe3rOOXQvzgm0MFBiphTlqRkjaDdEd0EO+NKiQYGW1DrUPANCCfPzjBseOz2CaJobRnFvUXNB1Dc0FzXHQXR1smz9+x41nrDr45shfPefq4MP2Yxw5/9tn1cFnQgk1cIRVidX0pV5AV7xnxecZHhv4gv7VvO8ja4Wgw6sslrLHkCDCDwCzmisG2k/nGwatQM5jYvx2GopdqR1rMiB+sOT/AageEZmv/sFoTwHZb1tK/KHWxxNADLtd6ot8bzDiMSeeNYxs37bP8NllwSq1JIiUvefnRDuwdqj5BSn/frp94LeE8dWgYzMWyJGtHVLGyWlXa9o5WF5ayUpxfb6SAGdZ+dZJsnEyfUOWVN9mKkWGgoNkNZcPveIHvKZwis51pVYACPDNDhgf5Nbem+GqEwyXT3J1IScSX9w6QyR5KJZsee8JZ5op3VAXfTkfJlm54brdjNiTLINTVsBSgTDZ9pVjBH7Vb/s+l+etp4iUz03aDd6ZPsT/6X2KiYDDjmRnaztatmC96C/JUKoIQ2/91PnrMXtDeh8DvtEDv3jIX8rfsXaIjNvXjB/0xdipGVAvq1emOGTdEpmao5jAa4o55Y9Y1nQmjDJ3dfbwErsAX78XXoaahQNhCXLzwgzjIZ14b5V/iop1u7qQ44EP36GUxfsiYk7sg/kNvPmr1/LuH2/mvuIqnjzUyd1zWcoYIqvXb+njecgl7bqaDQTBcg5YVQasKqOLp7gtNdC8aZDl1hWgyWquMH3XXNFS9kDwkGNwdSHHeCTG7o4UZU3n3pNHOO/D34E/fwheBuEbfUI3AF0INiaMshLAJO0G015m7oRRJm8EFTA8aka89JiwaEfLWUyPsVQqdfLsWpgXrKCrgVNmk1XmoViyNX9YD5Hp9KyG9G4RQWeGhdejxzReU8yxrSTEcFKtK9NKZO3uEDeeA1ZV2cnsCceVOEae19ICSM6L9tsWO6Ilxk2LkmGwI1oiaTcoGAG+b8T5fkB0HXZ0dXN+pci9CxXGImKbpdBFAUAjIZhB70Z8Uqu2eLL+8psfZe2afhKxGB2RMLFIhHhHlHi8g3isg1isg2g8RiQexQicMZfjFcvRnvuf/9EM2LOsM4YJlD6B/s3VVgiPdl0X23H5tx8+wYM//A9uf5+1PDsYlvmpKV83zwJE+Qz6q90LL3KeADO+O0nF4FQOClNne7E5Y9TeRmtLNMm4fU0LBI85a/EYbGfy/KDpGRg1v1fbMlNtmTTRXsEucWfvGWc/XSIIobVUEj/gN05dDPhm3GSSizRspekXmHY1srVDDOsDgrVzhAJ7tJZgZ2hReITp0yvPX8r3lfugPiPUqVLhGexXFy2/JY808v21wWOE33pQ2UPwrwF4VYO1G2/nq3MHuLRHGHIPOQZXVhZFakb7/g+tZaRUbLn4txs2q/kvWW0pKAoI+rOAfY/typ3goViyZWZwpCEukpNaVc3qSaB576kTfDfUyc7EKkaKC+piKv0FRxdPcV8spcCzZKMUG+mtR9rVhMre28fK29KpiLEILdxqFaSHcK/6Htq/vZh0YE3TI9DbR2OxrpZ8YsmQZZ153G9+EO3V7xGzdjRZIulb9/v5LC/vPRf3B++EziDVy17LdQsvVeBu2gzzhsJJTmlBirrhE5cIUHl+pcg9iV6urCySN4KKVWp/3ief+qDanKvW3yY+e1iMlMTs3Fg0JPJ9vfauBFkShO0Jx1XKhYzok59f2QqW1k9prYPtS3PqWLg/eQ8r1hf6ufXmt4gcYO9cuncuy1EjTFnT2dHVrebiJJMIMBswidsN5RsoGWtppyP3w0RQKHzlvvezs36hkWQM5Xb52T0ZKzip24wuLbKzM9FyPslZ2Ey1xng4xEipqEQf/vMdmt6D6qaF5mf2SCjCaqvGQ7EkVxdy3J1czTXFHCXDYCwaIlNzRNtXnpvBfsbnj1PWdApGgJ0h73z1wB/gpTetamkFK29Urxtz5/wBzrvuOCf3dtP72wfhNY/AhXqzc+DV0pJDIj11xjKBN0WfeybwSOMxps4ygWdguc6KABCaIpHeVIKuznjrRduItoKdlTKEba9VuRLwaPPCUwHyRopMzWmGxDsF0pEXeQkFIeFJtdIcFbQAQTlDJ73zHhj9SyFOADELZpdb2BU1Q/Zsy6koo16/eS/1mZWfX19gtnZw5e33s4FGlEriB4RvfFzMDkHTHkWPKFGEfExltCIA4UTAE1h4+2hnYhWENwjgdToBjgdO0q4m1r/uY9OMhPDVc2bVhXxLvcL2pTl25U5wJBQh/Ll/gP/o4+0veI/w+nv7KHemfo+s5vJ9QzAJ8uIvW7zDrieIkNFzjiEEDMFmJu6PEw+2KnElqyQTYeQx8zwg5UA6dk485pRbAOEdXf1NAOixcEdNwTRK+41s5XHlN3d/tEtc7KqHeTCSaMloBbioVmyKKFxNnXNb6hWyznxThS7Xwako0Ys65vUFz7fS+2zZZXBqaN96lXoftc61Y00AqAvbFKqHm7NcJNFe9QeMVDSVeJG0G4zFuthWyvGW/Ale3nuu2Df/91VUL3stk4d61cV/n9cSvK4nzWRMKHb9bdr9ZpQDkRjXFHOsr1XU8m9LDSgGf8ASXnZvPmenmq19YPQvuXlhhjQmHbZQp6a1Dq5fPMmQ7dDXEG3KnYlVqpW7pV5RqRoSbGXdEsNulxCaeTZDaMGWc8T9yjtXPsf31aEUFrOGnqBIVqYryY6EqexsBqwqq60amY4KR0IRdoYW2REtifPTmeaG/AmSdoMHIwkl1gHUeSP3vUzbyLqllg5Hvy1mlyc8Ne9E45D621isixvyJxiu20ybYdX2zTrzTW9MTJK2iKQb64ipkQH5PXDzwozIRteqyptQCkWkGrjDtrmjq5+9wQi3pYQf5V2dPYxFQ8IuJxJjtOio711s0SrfkTA9lXBUjdGofRlYhXvoT5p+nG61xQas37a4sft8KARZKISofnkdPJEWnYOsP/fwbD0fM4H22ZnAMxEEus9IAWsarEkl6E528rFP+Ngyz8dsWbxWaG0zIWMlVmwFQYmaL3RL4JS9O9CgaD+SFOIGzwxXXUDDG8R7hTcsa6kOBzaqO2355fvmP94uLC30UJN18bWSs7VDwhBW5gm3r29b67rJYrb5FcJpRR99blt+b3iDZ5HR3dKifN/x83jzB99KpiZsVG5emBEXOk9JqlrNNFWkUtHrj63CqSig0FJt2yT3/5Z6BYL9pCMvEo+7WlPJ6r0voC7Kb193lKNmhHdd8x5u/efLyRsB1TaeDZhCFdmVJFNzyBvBJoNWS5C0G0Jt6YjYKamWlGIPgMjSFeIi57VagRagLpWSWDMt5s2yJSWtViRzKplSuZ9BzBumXY3J2hNKQDPhTIM1w+6OlPLlmzR0xsOChZ7QhDL4ju61PBhJqHWTQ/gTphAkSdNglUHsB+HB7uWgXM7VgmckLkBsxu0DI8pibEEowQ2dIcdQHopSfQ8CXEvrEgmoZeLG3yZXk6kUhdJ0tTjPvhzvZdoUM16bK0V2diZwx29lqLjAOqvC+ZWi2kdTuqGMo+9Oijm3AauqQNgVxTx9DYvtS3NcUcxz8qPCN45fneGmqT/l2Ln/zkW1IrsW5slqLlFXgNl1dpXzK0WGrSp5I6BuBjZ7itsxfVp8NvVo0+Dc288SCO1MrOKBj3+gKcoCoVp+pAH/HIGPvoo3f/CtLfOjuHWu6xbn53i+6nkXJtgXiXHCDDHSSLG+VlEehtcUc+qzsiccZ5I8A5ZY94mAo4yhN1llr40snAiGG7oSL40UF5hwppVYbjwcEl2OxilxA+bWyXRqTAQNBvxCLyNFploj65aUlc94SBefF7NfzTIPOjY7kp1Cta51kDcCSgEuFeJ7wnH2RWJsK+U4Nv5ejj34Bxz7vc9ybOtXxc2QkWJX7gR9DUvczFQ0RosOO2M6w3ZU+C56nx/RCSko9TLvvpxvzu0T22EJ1bz7zs+yGHiYvcEIN+RPsPYnr+S8Xz9EePSbLH3gSlhIwj9cxNk6W893nZHtYNdjAjVtZQwsIuXq3PvdRzk2M8s733Gs9QnhDeLLy2Pp1CCwFIu012li0AitVYP/slpitoJdYg5IDsqHNzTjwrDUPOJoLcHOaF18oSPaYZsrRXYmVi2PmFtp3eD0jFk7gI2c1xQb+EQxz2p7ZWv3NIP/8kt9k1VuaY21PD+8QbXDQCgAx7XZ07/n6UoCD6fAsB1VrSnFxtaOtfgfbl+aY18k1iLY8K/nuGnx7fl5Xr5qgNFCmZ3ROthl0ZIOiAupX+Tiv5HwR2b520orRbPJIHv0uGiP+eP6zH5xcffiwtR4gmSAfe17Ze58OtGOfA7CEkNlVLv1lnPWL1hR8WxPd75BizAHwN3+ANqnXwv2ohAr+cYXMo24aDtqrTZDI42UElFsqVdYZwmQ4I8BG60lRKsvJBJw7p3P80RAvOdDsaRqxa6zKnzoN/6NtV/6FbbUK2yuFLkvllJ+eLL1mHY1dQylQnrctBi2o6qde+xtfwt//Fjr9n7gIk5+4jx63zoFb3wIvnQFJz8/SF/kEsbnj/NItLMluk4yg7Kd7Y8HBLh+8SQA9yR6RWwZwN+noGsJDqW59b3Xc8umAzz6aA8b1hRINC5nfP44ma6kYqp25ZfYkTAZzwvQVdZ0DkRiLZFwIBjZXWXxWduRWs3o4immzbCaVVxtCTYr6jpqOwA1njFEUoxDeNF4VxdylDWdexK96j1UGzjmfR/XF9hV7uCOrn4lBJEtcimgApot4ephIa4zhIpfji3sDJ5gvJISKmlPjHKdM885+b8V73PY4tYr36WO9S25afFcL5N9tnaQO+x15I0gA1ZVMORSCOLUWuda5efW/xn23aQNOYZoCy9+QR2vb/zmG7h2z1/Dy8RDZ3o7+Hc6Pvmct4OnGv/BU+d962w7+Eysp8O+mqZhGAZGIEChtFwNO2xVcY9+HPfIRwUTogVPDwBheRvUiKp4Or+6UbY/ZOtziKRQBMq2qycKyNYOtYCvuzp7SAfWsN+MkrTr7A1G2NmZEKbQz3RBbmdr/CWBg/x75Dxh1+B96cpqiRaTy3QqKqXD//gytbOXXjJSXGDCDCv7h6zmNj3Jwhta7HSwhJXH1mpBsAo+gCN9zeR7q3VrA7NpTOW1BkDtmFg3LSi+vINdAsTVhKXGzsQqsX71KeHXSJ7xgGhZjZsW7ujdvGzxMwDNixkIAIIQb8gL5JAtWv9SDDERNBSoTWMyUipy71xWDJpLwNg41bRP0cIMOUYT/II4p6wZxrXZVvPs+vxygCx9A31ATC5DsoDSR3LIMUSSghtuGnM7s0oUIIER9ZlWAOgfO/AfB2h9XyMBVzxBWutQbU9/m1gqdEdqYbVc6R+YtBtsK+WYMUyOmsK6RnrXZdw+diZWidxYu8yuRYsPdK/jgMd4bfaMgJN2g7GOGB+7cws3L8woFfH1iyeVXc6gYzNSXFDt2k2WYO6Tdh33qu/x2VWPcml5iZsXvLGIw21+b3/8GL1PfQlufxhm4vBbe+l961TLjUDSbnBLbporinlWKhmN1gIAP39Ly3PufOPbefMH38q+SAxty0lu6j6XRP3F4JSZDXjiMD2Oe9letkVmyFgmmWSYTJcQLe0Jx+mwhUfiOqsiBCclcd48FEtCfYadMZ3xQIEHIwkxb4uwssl0r2E8ElNJNdBqlzM+L87dI6EIO1LC9maTVeaaYo4hx6CvYQlm0jIZrSWIug7bl+ZI2nXyRkAZWIMwRN/dkWL70pwYjwgOkrQbjFTE/hy2qqJ9G17P3cnV7MqdYNjt4kgowjnv3CdSPpbq0KPx3v97X3Mfd68Rn30jBVqQy8OXMhZxOd9TTatZQE/xTeNUUxDlNm+SZGCA3zx80tAp4wM4m2a59sP/qgDg2Tpbz1edMSCwYlVYKi1QqZUEA3iamcBmaQQCAcrVqgAEPhHFhNEEe1cU81CfUVYjquRFsN0nT4+Ii5zMXMVSCsu03s2uhXm2L82pbM203t0EgravdesDNf627FFTsAbDdXs5S9fe8vUuqKetdnCoBZVpqzSvBlqApgJ+ekS0G92SsLHxg0Ef+zhsVZk0dI6aETVnNmN4X6K6N4NZPdxqP2P2s86qKJNYgt1quVmEj5jMDlYsrW9bWgHJomCZfCpUtCDUF0iHNvJgJKHeO1MpNg2z6wviglBfEPNsO29A23CLOEbS/sRjvNKhjYxUxHZN1qfEjYNTUMkeUtErmbexjhjXXneEL77uG2rmKR1YI2aR3DrDDb25z32ZxwAY0VagrUea+6d9/7cLVeyy8szb7MWuSXWyHLbPam7LTFQWS/neSWPolpsHR8xlTTqzLCsjgfvnfwqvanDsq3/IRMARrVeful5Gz40Fcmp7ZM6umEMLqoxbEHN8Q8FB0b6rHhbnaHgD9yR6yeRES1KaKV9aXuKthRlGSkVueu2jnDBDlAwhDJH2OFurBTZZZXZ3pFhnVdR7jxYdVls1qo8l+eTRdVznzHPTDd8TLGA60L6lor7Qz8nML7H2uj/lqonXi3MqGWY8pHNpeYlMp8aBSIy3FmZYX6vwzbl9XF0Q2y1vIO7o6mdHV7dgACWAsByohoQyGc9LMWa1dBh2dgohw4G5n0AhSO+Llnh3cUoIGECNYJQMYabdYdtkkmFmAyYnzJCIUWvEGS0KNnKTVWa0vtrLGw4wZDsKKF9TzJF15jlhhrh+8SQPRhIcCUWYMMqMhUS83OjiKfaE4/Q1xHqWNZHGMR7S2dmZYDZgink9fZoJo6zOw0HHZnTxFIOOTdxuiHNLtxkPh9R5uzcYEarrggCZD8WSgPhu/OGHL+HJj2yGb/TBnAtXPAEIKyHJcvutj3YtCr/E9bWK+LxLYCdntL2bRhWt6KXniL+FldE0wH4tCm+6WvyMv6J57P71NOfL2fq5rMnJSX75l3+ZNWvWoGkaX/nKV57vVfqp6owBgbmlWZ46NcXc4gxWo3ZaYYgsTYNIyCRgGPzpn3U182jlEHv6N9HSv8mOqGBEljFu8iLYdpEV6kjRisw688rORdaO1Gr1he03/RX/TzRFJyuwd1O6oWa39gZ95tb+lm+b3cyEM918rM1ipaWiF7aKSNx6U7zhA6WT9alm9rIeEbNr1ox4TD5PghIjykTjEGlXU3NLcs4vjdmc65OtW2C0HCStdbT46Q3pfRDewHglxXDdbp3Z9ANhp6KEJaoCq7xYuIhov4c2ihk7X2ZvFguqh4U9hP94StWztMmxZloYK1kSlPXbltrHab27xeYFUPFjaUzWPvJq1u55HXuDEZWHK5m59nSQlveTiRz+Y9kubpL7fyXmuj7DpG6zM7FKxHjZTrMNDS3Rg4BqO6voNFBiH/nvCWe6CYp9+6WSfAzufbH45aOvYnwhLxgrPaRawXKdh/UBRmvic7GtlCNTKTKpVRnXZhkL5NT5M1JcYFK3hejB916Ths5jkRibrDLTZph/T+8l072GjyfT5I0gb//my1lfE954cv5zk1Xm/EqRAavKlrr4280LMxw4+QRxu8GBSIybZi/kQCTG58x+dn/uEvgOy1SfqvYNcIe9TqyPbpPFEqDKrXIkFGGkFiZvBHh577ncnVzN34V6eSTaqRJM5PzbeG6udbmzdbjySd635iBf/MBdHPubd8NslGNf/UNhPO6GcX9vN4vmE5z3yKfhc/8Er/8x59z/edxz9+K+8PsQWEXUdfjQwQ9y0+fuYmdiFeN54aE3XD7J7o4UeSPAzs4EI7Uw51eK7AwtqhbtlZVFZfq8M7GKkYpG3ggqAPZgJCEEbsF+tpVy3NXZo1q9H5+bYltkRsxFu1X1md1WyrGrukp8VpwyIyXBht7V2UO/bXFPoperCzmhbq4dY0o3iNsNsprLvkhMeUZOaAu8P3+EdVaFr4W6WbfqfLR3/V/WXven3PqWdwCQSfWIc9nQlYp6fEEYab/ELgiW0K/MD3Z5oNDH+MkxFb+YC5E0Mz5/nFVunasevppv3LseCiZkpiDzSlhd4S8f+yyf/P6frnzenCH1/GQH/+eFIaVSiRe/+MX8xV/8xf+DvfDc15lzC+IKb/BGw8KxG2jB8NM+XQMSsSipRBxd01pBV/vF0y6f3iYFWmfnPFWw8v3CUo74k7otjIs8t3z0EFk9CvUZsm2+aqq8nOEsIjg9HVjDhOZCvZm80K5KBpbZyyyrtsdlOHymWlZzaFlvpjHrf93T7Qe5PD2k4rkmo/3KrEmxYbVDEFrbIp7Jep/VnfEow/WKGJCvFFQSB25dJSQM2TbZlYytPaUxTkEwIK5nrAwtUWYtILI+I+bUQKWUTOkGBGixrZG1uyPFSCnHWCDSws511DwzXMIeYHHBhe1Lc8K+A4tJHdCizf3hlkhrHTwS7RQMaLC/6UN5utEDEEykM6Pee9mNiKxg13LVuZHgwNxP+Ey0XyhaaSqXs26JQTcMusmgazAld5Mjotowwk3jLbsszk0JlOVjvnMqMn8O7LkM988f4uCX11IO6C2t9D3hONRmwS6zN7TG84uLsbtDzIVlakHGNZRqf9ytQCACtSZrKNddHhtp+H3O9CvIeMbCYx0xMbdlRpnUqkrU8IbCSb4b6mTaDLPOqigrmXM2LhGdSgrW0fO0u6uzh6/OHYB/vwhe1jYT6JW7t5eLKsUWE/ENVoWM1cXujriaRxyxKqy2aspwWZqXTxhl0TLtSrI58TYxfvCmq6EQ5KqDrxDmyjtfygNXfYPqY0n2/81vcX3gJNsiM7Bqic7XH4MfroZ/vpA33/9KNWu4K3cCknVeH53lybW/xj1GDyTFebIjYTJa7FbrNkyMsWiIYTMCmsuMLuZox2Jdnu2NzhXFPPckeoVYxJkG07shcetg5xmLpcRnN1DggJ3nvH/7LHz8akb/Oa3A55GQMK1eX6sw6NhsL5bZ57Wbs1ieNU2eqdQAWSx2LXRAeYY7uvoZsqV5tlB5D+l9fD2gKQY4Uy17oyZitSa1Kl+ZO8msYTLZJTwNb5g/LlrJCydFvKA0XtfCQK05RuJTA6e1Do6980645iBrr/tTbl6Y4YQZ4qJKkclYF3ebq7khf4JTWpDqY0nCb7qav3zf27CNt+MGNdxYbMXz5mz9fNVrXvMaXvOa1zzfq/EzqzOGCUzEuulLvYBkbBUBn8XBaUvT6E120t2VAP/8oL+lGlrrMVtdT++zVzm4rIWLW1fsyqRuNyPEZAX7BQPolJvtN3uxCVA8VgvwzHp9qrrq4dYL7kpxd7L87KD0PlyhpCJuPBJrAqbaMaUOVcuRy5BMVPt2AxhizsrfxlPtcY81S2M2TZB9aRRDbrhp4eHFVqVdTdmnKFNpybr6y6mowHi1XXLOzss4lu15Fd9ll1uEObItqt53hf20uyPV+qBdFrY1elyto1znnYlVYnmVg2qZAvS6yGzepF3HPfpxsSx5MyDb0vLf7TcpPrDnZj/VfJ6/pOGtf3n2In8XEmBFjibI2cW01qEscyYNXbTbDZ105EVNJtffivYDwPaS69c4hbbhFh4wkgCMFoVqVdnpBLtEPKJn/ixjz8Zi4u9StLBsH8jyzsPtS3NkNZfdHSn2m1FuXphRxsKZao0h22GTVebo/GEmzDDXL57kulWridsNzq8IXzophojkhapzV+6EOodvXpjh4ovnlotCfKU9sIdtJ/9SMY0AN3R3M25ayj9PJnYc8Iyph62qAD1GmbTeTSYp9vPLe88VC9gyzbsevUgdl37b4tZ/vpxI/iLG4wMUjAB9gdW8/V1v49ZPDaH90f9Be+ClTAQcNVMXdR2G3DDjVhoQIg/JTg6RVH6G02ZYtKftRaFi9rzyMtUaaVfjvliKvUGx7pNalUvLS4zWEriv+Ufcn7wH9953c3euRNrVuLS8RDqwhq8HUlAJQNwSAHD+OJlOAdhAJLpcU8xxXyyllNMjpaJgzPVulYV8T6KXh2JJxS7K+eiSYajvqJ1xIcqSam+cAm+qnQQ9yqxh0mdbfPvUNJOGaE1/cF58p09LdbWMw5S+rf6ZYi3IsXP/XbB7G0yOffUPuem1j7LaqnFDT1rNkt54zROUvvMLfOrzb+TPb/0tGoEAru6NJ/kSRc7Eer5i41zXZWlpqeWnVjtz7HvOGBAYCcVIdKRIdKQIBJ4ZBGqaRjIWpbOjg0ZDgI5lrJlszUo2pX0GUFZ7ygeITGBv0F6JEWrHxOPe7Jd/bhC3rtgzuUw5SyjjpIBmjnC7vYv3WMvM1kr1NOxgWu/2fPXE9qZDG0Xb2f8a7//NdIBI6/8B3DpTujBoBa8NKkGcJyJQaQJ4XmBOQQlp8kagCcDqMwLIyYza2qEmIG/fhuiFgADdKknFBxZHGqlme94pi2FvXyua6mHxXp6wQplm+/Z3y+yj/D28QVnAZN0Sg46XuiD9FT07lSHHUOzfkO2oecjdHSm0je8XF9JDf8JiZNrzMiwrAUtL+Y+9XUZb9/vLjqV63gqs9s7QIjekOrgn0auUk1nNZfvSHNtKOTU3NRQcVMdBpoQAz5wR7XsvgExNKEsfiiXpa1i8PjorwJ4zLy6yWliIoowyI8UFMt684ngk1ozhOw0zKpXLOxMCPG9fmuPKyiL3JHqV/+OAVWWTJUQo5/z2T/jKyaMMNoSR9gkzxEOxpGrJX9eTZrRQVmKK9bWKWvYrs1uESvfpytT50Lc/0PxdCzJadJhwppXiWAorxj0TabQgIxWhvB6paIyUa3zl5FEYH+TtH/0V1tcqag5NWtbgijSSaTPMaDmoAOxo0WHXokWm5rAzJDKLb0sNcP3iSfoaFuu6Nwig6dQYi7hcU8yRtBvKT/GRaCfDbhf7IjFwq0xqwi7m5oUZrqwssrUqPAfHF/LceOdu3nvyDnjpk/Duy7nzJTezyS2zfWmOu5OryWLxUCzJk//fW2D4Ie49eYS7k6sZX3KJ2w2uKOYZj8S4q7OHyfoUO2M625fmyBvBFhun7Utz3JA/wYQZVgBPgvOxiMvVBTEXmNY6oD4jTL7dKkMkBQhFtIOnAmGiOIzPH+fdxSnOjRe5oFHmk099sJm6pHKCqz52MEgak+/sXaPWael/D/Oxf7yYE2ZIfUbOrxQZ/8D/oRI0W8GfLP2sZ93zUbOzsyQSiZaf22+//flereeszhgQaOgGhh4gEAie1hrGXxpgGgFM06Ri+dguaF7Iyj9qveD5ZwD9DFgbIyUzUrdWCwpULF+BYKvVgMccTtaeaGHaJFiSF4Fx92hzXdpZuMh5HsP0NFYqK+Ub+9ZbrvtQcJBs5XGytUNCaOEDe9IDbyg4KIQn/v0W3iDasXjta1dTsXAS4E4aulLrZiuPq0gpycAp3zPLM3m2yww3dCWiOG1sn51T+1qBOLmvPHNpP+slvenk7GPG7RMA3VMrq22T+8zsV/ukJWe6eli0aBunxHKlWMUzpZY1WZ8SIpHaoRZzZcnCvvmcnQB07v+yuKD5Wtgt5T9+4Q1NI2wJulwxQzkc2Ni6n/xAqr7ApKGri+mwVRWD+h0xNVM5aejcvDDTEof2jCX3l4/JHA8IK6DNlSI3fmsXvU99iaNzj5PWu5mtHWxhuo+aEWVQveLnxlvmUHAQwhuEYbOrKeAoFcNTusF4bk6xb0m7Ls6rw5287v0P8Lr3P8CWeoX1tQpXFPPcnVwtzJS9dA3cKussYaw8UlygYATI5KY5+JtbnxkIVjX12R5dWqRkGIzWElxaXuKoKXzl5D4fsKrsyp1QM7CrrRp5I8jX46s4eevlfHLLQ9yWGhBzgt7nCoQy967OHvabUUqGMCWX5thS9JIObVSCmzu6+rktNSBU2nZUdSLui6UYj8SYMMoqMWNzpchE0BCAMr/Eji5xsyaVtPsiMcqazsHf3Er1stdy681v4e2fv5bZgMmlPevpa1jckD/BSEks5zskWfvrt1PxLkeZVA8nzJDIG67PcEtumpFGil2LllARm8LLb1spx4S2oGb/0q7GbakBD9AH6bBtxfpfUcwLZt9IcHUhp24wb5r/c8bnj1NJ/IBtkRku+fWD3J1cza+lNnN5+FJ+q2cD7+p/pxJwoccZIol71fdw949SSfyAIcfgx4kHedn798IX+mF8kAvrL2FHslN4Vc79mOvu24D50C9QxcA9nTDxvzCf9j+pbE17zn8coK+vj8XFxZafd7/73c/37njO6owBgfWG9cxPai8NgoEg1VqtFdDJwfd24Ye/pDFue5vKiJJx+zj2zjvFxcxILGOPRBtSzjVFmxdBR7R4pbGxMm2uPC7ap57xb8t6+uf6pHXBacCpeL/I8t/bQawUb3jr0ZIGgZf24LFcktUAIHqhYPv0bmUxktVcxsMhAXANX3tXAsbwegHu3LqyIVFzg3L9whuYMMPivYwo7pd3rciQpfVuL8rOE374VcuOYAQnDZ2sI4x9h61qi4VP3gg0WVmfmEXtM2umRRGbDm0UzGJoo3dRTTRb3JIF9KUL4FRahSwtYLzGhFFGO/eDrN14u9h/koH2t4Z9y0qHNooblbZjut+MkqkUm+tvl72M29ZlZLz5NXmDIVXnSv3o1oWQKbGq2VaXyztdSWGQtz8ARmphtpVygjXyjI/P+c7nyGou7zA2eYbqNUaLDusscYy21CsrC5n87+3lv6qsW89rT6ZcPBLtZEo36LBt1cKvHo6JKMCbDvLFb/8xMcfmptc+yqQhItbGQ7rIELZMxmJdvK08o6LWDpsRzu+9AP75wtNu/lcTN7L2dR9V67czpqtcWmlGfX88xbgpWsA7o3UeiiWVf+YJM6TSOfrCF3Lw3jXC364rCVqYHQmTI6EIL2kUlCpbrh+Iz+PWaoG8EWBbKcewPiBuRmuHuHlhRqR6ONMMW1V1g4ZTZogkGbevJbt3n2Ri3To7kp046Sc44LWOH4olOe93DvCDQ93s7EwIn714lDQmj0Q76bMt8obwzztsRthaLTAVCHNlZRH3bf8gjodbZaQm4u3yRpCCERAsnpECXdjZEOznmqJgM2VCyHhAWEft84RAme417OgSNkeZmkMmKc63Sa3KdxJv47bUAJHFy7g8fClr97wOQCn3b8lNi46FnRMgu3GKSa3KyW/2wWydFy5eyTXFHOFrj7P7fVdz8l0v5+23vkXMWuaXGCousP97V1F0g9RdHc4mVPzclaZpdHZ2tvyEQqHne7Wes/pvAQKnp6f51V/9Vbq7u4lGo1x88cX84Ac/+E8to1wrtPwuTaOfqUKhILqmL2tryizPZUpMWbLN6L8oeb+Pa7NoH/kN+m2LITcs2KfasRYgpRIgnHKzNaoLdaUCQNaMEJW0++/51rNd+SufvwzUrlBq5jDyomYbGZrtUKwWFSjBLsUy3bvgqYUl6+Vrq7bn4fpbsIOOLf4eEgavaa1DGTlnGvFmyoVnbzMUHBQKVlcTsz92Ge0NOwS4CnY1o5485jWtd4OdE8vw/AbFNh1R7eK03g3Vw0w402JGsHEcmdyg2kL+8rfZvX2xNxgRKSfeLJt4PCouYJWDYq5ICwrg6PlGrgS4VUkFsmx/y9dBc0ZJ/u4d05abAl9NkhcRXN6MFdAa4+YtZ78pTLQz1Rp7g6LFvzcYUZY2Mhs17WpiHeT+9le7RVKw2/NaK3sZqyE6bJvVVo2lTW9oPrcm4vEmAo5iAe+LCYPoYavaCmDbyn9TJdNYxrVZlQAiBRF7wnGymsu0GSbbOM6u3AnCH97jXxDbxv4F4iK2cHRpkUXzCTZXipxfKTK6eIqvB1IcCUXoa1hMe+kYa7/1Gtyrtras08HEr/Lmc3by+t51yo5kfCFPxjIZqWiUDINrijk2V4qssyrKigU9xNWFHHfOHxAillCVSfJMGGVGlxY5v3s1mVQPww1dJFg4gql8T/cGZevySLRTGTbLcYqk3VBeiwDfXnLYERfzp9J3b9Cx2ROOM+SGmdIFWypbw2lMJgIO6cAaxhfyjBbK6E9uYDwc4r233sMXb/wKV028nrf0vJDRpebsr2yrPxaKcX6lqJhmmc8McNWn3sQtuWlGiw4dtk3BCHBpeYmdiVVinrIubH1KhsFIcUEIq5x5NleKbK4UOZo/xZBjsM6qqDb4cN1WN3RDiDb++EKe+0OeN6VTUOzi9YsnGbaqaj5RnLuppvWTW6XPPAftFz9EVnO5L3zA+mkAAQAASURBVJbiqonX0+HaLBRCYlbZrXNPopfi5EspY+KgnfFM39n6+ayfexC4sLDAy172MoLBIF//+td54okn+NM//VOSyeR/ajm2N2jsL8d5ehCoAfFohESsg4/8xTrfCys+G5T48heeLoXDf5FvnBKshm7Tb1sCPEUvbPoB0lSHSuYi7WpNFtCzaFHiitOBB/meXjtZ2aOsNKfoW/90aKNS6QLNNrIPzKnsY9l21uPsCQvxw3XdIilgyPFMVr2ZPyl4aPHGk/FfDb0pkDFSEFglALAHvMbDIbW+Q6ELlDWFfI3fv/HeUycEEKzPKw/H/WbUawk123Uzhilm2yIvavqDYTX9E7WgAvxZZ55s47hgXd1S01Q6euGyNnu2dkiJOCYahwSTINvRkfOa5014g4itczVxDpyuVa+EG2VloQIIYKiFxWMSiLWDyfaxgPoCY4Fcs6260nsgGN40JnvCcQYdu9Vax2dvo3Kb5UXSv7x2kGYkPMApz9saO2M6O5Kd/NvxVfCmq9md/G1OvvYtzRsIp8auQhPAJe1GM0PZE474W+Nb6hU1XwcwbEdb2vNb6hXFtI8UFwQz2ohTMAIw09Ni9uzu3kT1O73cvDBD3G7w6ZMvYGdngl67Tl/D4kAkplq1A1ZVRf69MruF6mWvFQv5wEV8PZBSiuBMV5LZ2kHKvrGUvBHkrs4e7urs4cFIomkT5dSYDZgcQPgb7iqIfb5r0RIgqKKxa2GeCaPMQ7Eko2Vxc7XJKtNh2yrXeH2twkhxQUUujkdiKn95vxllFSJxaH2twpRusN+MMqUbbK0WlAhoLBpiTzjOhCHm+tJah4hMTPUQtxuM1MI8MncEvvJCvvPhy4RfoFtiZ7RO3G4wWijzSLSTPeE4JcNgR2o1HbbNzmidA5GYMsKW32n3xVLE7QY741H6vDz0DttmtBxkLFQlbwQZi7iCXTdS7IzW2ReJ8ZTbZNc7bFt5j0pQK9nBR6Kd7OxMsCccJ2OZ7Fq0FOicMMpkOjX13XHg5BN8/t7Nns1RDZwazsB3cSf+iOsXTzKp27y+Z4Dze871ujYFfuPL/dRCIWFDchYAPmM9X8KQ/2wVi0UeffRRlTIyNTXFo48+yrFjK6Rn/Teon3sQODY2Rjqd5jOf+QwvfelLWbduHa961avYsOFpPO1WqEhoufxee4YUYU3TWNUZZ1UygaHRAu4kO5bGVK3EZxXBJv8W7BfzOFqQCVP4boEEW6I9OtwQLQmpiNxSrzT99ioHhUrSZ6ILHgviFzOENwiPP8+GRjGG7SDB/+/ohU3Rg0zSqB5ubq9XyqQ6eiFEzmuJXUvr3YwFckySF1+kbl0AKJ+QQP5bplPI3FexHmU1FykVu3J70qGNygx6LJBrejhqTXbouq6IAJvRC1tm2JTowmsFT+mGApEKjHqgO+P2qccF2xVXwBRdtLYE+Ck35xH9JdnOyHmC2dW7hW1K7ZhgAz1xEHaObaUc4yG9JeHEzX6qtdW7kjWRfB+nphTOQOs52J7Z6wEmqZrMuH1iW4P9opXuvWfG7VNCo8maMNWVrKY8DyYN3Xfeh1rYV0D8P7RWxW2ltQ6xD7xWsNyG0UKZ16/qRXv4Um5IBugLnafYMsW6eyXzmq9fPNlUevusbvYGI0I85K2jZA0HHRH3tzcYIWOZattuyJ9QgoLdv/d6vnrp78HbhmB8kEcf7eHeQ6JNe0+iV+Trloo8FomRSfVwfqXIFcU8R0IR7osJn8qR4gJXVhaJLF3B2o238/ZP/JKYb3PK4BQYLZR5o/liCkaAPeE4R80I4yGdrdWCT9jl/d9IcHVtgYu1AlfXFrjpvfeCHudAJMb6mphZPBCJMVLRWGdV6GuINuul5SXiHssnhRhHzQiZSlGNOoiIOsGUfT0gfACPhCIqqnBbKafyfgl2MeSK76HRoiP8+Lx53eG6zR1d/XTYNpd2dfLmJ36Bl3dLL8pFRstBJfpJ2nVuyU3zYCTBSHFBAFnPd/BAJMbujhRjHTFmA0IEdlVjkV35JV63eCfHPvQRps0wd3X2sKug8ZrCKYZIclQaPet9XFHM85aeF9JvW4yFhM9h1i0pYJnFUuD30vIS7rl7uXlhhvMrRaKuyAreGa0LJlZaMtmLnN/Vhe26fObrm/ibf7mAL3xjM/qTG9DesEN4UjZONX+AL/zduZTDYZyzAPB/XD388MNccsklXHLJJQDcfPPNXHLJJezcufN5XrP/Wv3cg8B//Md/5PLLL+eNb3wjvb29XHLJJdx1112nfX6tVlsm9wYIh5YDM+0ZcgqlQjgR76Bh261Mj1tqRr3JWbBnqrboLvCUr9XD3NHVj/uHd4GdU+aoKji+LobbpRI3HXlRa7u3jemRgE+9T/WwmNurHm5t38rXt6/7adS1yxSx9ZkmQJTgUAs2U1BCG0nr3cr8WV7MJfsn26UTZlhZpmQqxaYljJ0Dt9qy7CHbabKwsjwmrkUsEexvvpe0XKE5z+i3nfGzkZI1mDDDitUcsh2xfN96YOeac3Bu1fMtaxMDVQ+r2T9lOWPNtAppEEzVWCAH1kwLU6tUvVL96oGrIZICWEvAtVJ+s78N2y5W8gDT3mCE0VqC/WZUXBirh0Ur3Xu/8YDIyc3WDkGwWxkDZypFPj7nGUTbOd+55IkmJMADVLwWCAseZ95TVlZbrHp2Ruvic+RruaW1DjLda8hiKTFD1i2J4xM0uKOrX7CFbV6HEqgOOrYYAXA1spXHmdKFXcj2pTkyhWkGrCqrrRq3pQZUrNoNq1bz9fgqbv3ny+ENB7nkuiyv713HjqSwKgEhTumwbTLVGlHX4aFYkt0dKTZZZTZXiuSNIKutGrtyJ8hiCQYbRLvWY6EnybMvEuPmhRmSdoPhhs5+M9r0vXSaXnSnCJJzTUoYuPdsAC3I+ZUij0Q7mQ2YwmQZEVGY6RT2K0dCEXYkO4nbDe7q7OGG/Am++AvfZsCqcuDkEyTtRsu87gFP/AGCRRyyHXETp9siq9db7yHb4b5YigORGLuqqxhdFB2NrDPPzqhwMJgIGqDHhYI42E9fw2JvMMKRkNhvR0IRNYv5YEScKzui3sxt4zhfmZvmva98lGOXfpNLtpzgpvk/Fyv5v3N88qkPcmzrV7nppQeZCoS5IX+CV6y6SKV2FLxZx6sLOXYVRAILelS1wqkdEy1pO0emU+PJB0U6jJylHC06arwiI21w9BBfuHczOqBrwlLkV1/1/eYJV/flWttl0OMsRSI02tW/Z+tpy9ae+x/nv3B4XvnKV3rjZK0/n/3sZ3/m++S5qJ97EHjkyBE+8YlPcO6553Lvvffy9re/nXe84x187nOfW/H5t99+e4vUO50W3ldaG+2raRqa/sybbwYMIuEwNavRnDWSJrj2Yqs9TLuq1g8ITtOulekP2dohtI9uF6IJ6RHnljxLlvkWNatiA/1gTY+oFu5K+a2AZ1VSXq5o9lf7NnjZvu0ZwIAAWmY/hDeIVqnP40+WH3zJi7Ni9QKrmgpoALcuwIjHAqb1bqUKlqzhpFZtts1pnf8Ss4atti5b6hXQgiI/tI2tkwIQP0MpY6+GrarKgu33WlGDjt0U13isIGa/OAdqx5rtdY9NVekg3lyaLH+6TLZ2qCUBpAVk+8Gf/B3Bvj1w1/taHltWKz3eDuobx9kZWlSs6rLX2WX6bYuRRorRcpAZw+RHwe8zHonx9fgqL/6u1tpGdmric+GJTdwPfxr3L/9a7KtgV5Ox1OMCwBlRccz8zKAXy5dF7PeRkp8lj4rXSYbai4Xz196gSCnpt0Wk3dZqgeGAmAlN2g3ui6V4Xc/57OwUGbVZZ567Onvoa1hkqjX2hONMm2G0K2/HnQ3zlZNHGV8Q1isPRhLMGCbT3k3CbakBNWOYNwIC+CCSf3akVoNTYNfCPLO1g1zQECKLnTEd6gtMaEJVnDcCrLMqiq2aJA+BVbhv+hcqycdYRZ2vhbr5cryX3z58MaOLp9iRMEVqR7z5WR5fchlfcsl0JfnQK34AWpAdyU621IWKee0jr6ZkGPxdqFedh6utGtcvnhTRbwgwO+4JKtKhjQw5hhLNXL94Uo1f5I2AmuF7MJIQ+dIyOtOzc5pwphldPMXdydUMOrby/huLdbF9aY6diVVMOiLxZaSR4upCjmG3i9/vGeTWf78YdzYMf/ivzQO7VBcRa31l3vzEL3BHVz+ZbmGb5beMyRtByprOPYlezve8FuV3ZcbtI5MMi1xjI8HnzH62L80xUtEYi4bYYFVAC6uMZPQo7qO34wIBXSega6DBp79xGQCf+fom3+dLMOGf+NILsEzzLAA8W/8tSnNd9+l7os9zmabJ5Zdfzt69e9Vj73jHO/j+97/Pgw8+uOz5tVqtxehxaWmJdDrN7IksnZ2dLc+Vm/50EXKO4/Do4WN8+5HHGPkjTbTxIud5LbjyckPcdjDon4taCSjK381+4fmnrXA4ns6I+nTv2/a4TLrIVh5/9hYxToV05EVkK48zFLpAvF6CFA90Aqp9BIIpmDR0hmynqaz1VJl+9W9Wc5s+W8vWoSzarTKizCmAkVKvG7IdAQQqBwXY8h0HOcu3NxhR6RDnV4Tf1we619FvW4ph3VbKifQGbYF0YI1qxV1aXuLGb+2i+mu/wkeyG5k2wyolRVVorVJkD+sDy6Lc0qGNzWNZnxGAeQWl7kr7/GmPj18MIpk3X07x076uPt/6PsHu07/Gt7xhfYDNlSI7E6sUGJ7UqqAFcc/di3bQm1OV5tOef6GTfgLtgT1oG9/fbG+25SoDHFiqcX736mWMXjq00WtZNlQLb0u9snJsnq9GGinGAjl1DDKVIm8tzPCWnheyrZRT/pSZmqOWK4/V+PxxbksNiOd1CAHEzQszQl3qxYrJc1syo9LoWc7QgZiz67ctkp7ZdK9d5xy3ystXebOmblVYsYCaFVTJQeTFTYYWxP3Je9Rs4eem1goVMGJ+dp1VYSwkxDVHc9O8YtVFbK0WGA/p3HvqBPdHu8h7xvhJu65A2M5onWG3Sx1TKRAaj8TUjdIVxTwgWuD9tqXY+i31imD63Pqy/TdSXPDEJnVWWzUOePnO/bYlRCRaB4OOzSarrN5rnVXhqBlhnVXhfWsOElm6ApwyI+UaY7Eujs4J1v+cX5uClz7JrTe/RSXs4NYZKde4/YX70Lb/EO6+CO0nW6BxivEll0eineSNgFp3/zoOWFXhp4hQZV9ZWVTJMdRnyDTijAcKfNoDeRpw5RV7Ob97NZ/55/Utg0RBNN567cMQ3sBIcYGBf7sY579g/FwtFnnXK3+RxcXFZdeq/8k1MzPDmjVreHPnp9CfoTv3s67p+qPkz/03Nd93JtbPPRPY39/PBRdc0PLYpk2bTjuEGQqFlsm9n76eeS5wYFWKF/Su4oO3NwQL5VeI+ufv/IbJ8sd/kX0a9Wda62gyf35/wPZ5w/byzyG2KYEBcaF3xLB31plXz2tRs7Yvx7++vv/LC+VQ6ALB/nktzkmtqoQCU7qh/q/mx2SKB6Bc972M3JZtVcxmVL3fkGMosCNj2ibrU6LFGDmvCRg9L7+JoFAFbq0WWF+r8MmPfRKAa/f8NQ9cfj8zhhB13Lwww1ioyoQmWjlZZ57xkM6OwjFuzP0FbA4S/sE/0tcQbNIyTz5P2DKsD7TmNPv3ZX1GbJNkPGVmb/vxbN/n8m8rmS5759MQSdWqUtU+i2f2+/6WeHrRyUrvY4jtntAWhCLUA4BTuuEp1wtoP36JACxGqvW96wvoR/pFS9spNIUjCA8/xRoB53eGmgDSW4a8wZgxTNGS1lwGHVtc0Nssldq3YyyQY7wktjVTKZI3Anw+3q8SQwDQowx4s6iAUJwWF7gtNaAWl6nWFADErbPJKqt5P2mlsrVaEAIvZ1Z5TCZtYYYu260HIjFuSHXwlp4XMtzQ1Y1P0m6wzqq02NZMkvcMsoPce/IIAOHRbwJQ1nQyNeHNN2GUhbWMHlKed1nNFa1hLcgVa8QNjlD01llfqyg/PYwE66wKd3X2KNPt8ytFsIU6OWk32JFazQkzxKShi/O7PkNWc7mimG8KtSJCBLOtlGPIdtjdkVIilDu6+pUJ90RQnC/ZyuNM6jbj7lEylSIzhsnuDsEAHjUjfPLoOnblTpCpOay2aowUF1iXXMW9ejfaP1+D9v7fp2QI4/LRpUXGF/Ksr1X4sx9tRHvf27n1B5uFElkPUdZEMsiEp9iW58Jqq0bSrrMzWlfikCndEGBaC0L1MLsKGld88wUKAIK4Sux9aAufbgOAugYBySHYOV7wry/+LwHAs3W2nq/6uQeBL3vZyzh48GDLYz/+8Y8555xzfvqFazwjZa9pGql4B/29q7AdYYeRdebFBV6KA2T5QZNfeXuaC76yXoHlc24yMcQ/b+hUll8AVwJt/harFx8nUjnCTfsQqWZ9BjGL3/hYCjAmDV359skLmtwPkglRXnK+GrId0KMq6imruQLMOWXSmILFk6pTO6eSRVRUmhSAOBXBrPlC2rOaq97zqBnhY30/EmDuf+e46Zt38OZtO6EQ5IED78G9bK+4sPsUte7wv+O+8Puct/czLev8a4PHxPbqcU/QEG1uC0L5u+zYSXsWadLsJQpkGvGW5yyrNrudFhWwFFgA2GUBFqTC1l/+m46W3N7FVpDo97hsYwOVOEXa0gCvXRSG0JINFoyw1/p1Ctw9lxXHSQJT/3v5GUK7zJRuNGcfT5Mukq0dUq35ftsiUykqIcuKbHnbdtydXK3SK0AAFty6+By4VXX8hmxHnI+BNYzFurh5YYYsQiW634zyUCxJplpjtFBmwKpy1IwotgsjynigoMRZk4aunrO1WhCAJ1BoZm078yJ2zau8EWAsVOWaYo4ZwxRjB54VVNrVuHbxr4VA5S+GePJQJ3d09TMe9kyUZZKKFuaW3DS3xwYFi6fHGc/Nkai/mCuKecUESquTnYlVDLlhxgI5sa0eU1owAkqxnjcCYiYw0lTvj9QEm3ZHV79orzd0ZcA91hGj37aU8vqRqLjx3ucpkIccQ5h2R14kPu/RCxmPxNSN4d3J1ewNRrgn0atsau5J9ApgRhP8YguwOGQ7XFRr2htFXYddC+KztjOmM1IRUXhlTXxP7e5IcfPCjNh3cZe8EWR8SXQUpFBFKvQxxDF/No1cDQhqENJdMKJ88p9ehB0MPOPrztbZ+nmqn3sQuGPHDh566CE++MEPcujQIXbv3s2dd97J7/7u7/7Uy9a8/56pDEOnv6uLvlQXv/OhivqylCKFFmC2khHz0zCAftNjFQEngaU10wrS2v0AT6fwlUIB32P9ttUEBd7jLQIFXwrJsnWUF131XE+5K8UXWkfTesNXE0HBBvrbwUrggmcKLcEcKA86oEU0oIBhu1ejjzUdsh0Vwbc3GOE3Tl3MVxM3wgcugifSjOSfpHoyhPvqX4LVZdFKqmgCyOhxbv3UED/cu1qYFX+n+dZPHurEWfNt8YsWVKDx+sWTjM8fF36GEvD7AY1khT0GcdCxBRh4pnavLKn09QO12rEVTKF9LeGWxI/55r+NaKvCVoJJ/zkjbVaMaMvMolz2u1atbQX2/ra0FuaG7m7BZsk81cCqJshuW2cVmyfX27+8oFBtD+sDzBgmO+NRvnj1v5MpeC1gyY4/Tck84T3huLJayVSKZKo1rikK4dUmqyziyHRb5ehmKkV2pFYzurTItBkWLFbA4WN9P6KvYXnJIkJx2+G3nAp2if1r57irs4eJgCPYY6fQ3H7vOGW6krgf+jPSejebK0VGy0FKhsEN+RO8JX+Cv537MUO2w5MD3xLLfvEsP9y7mlf3bFYee6MFnypcj5LpSjJgVYWnIpBJCsXuQ7GkSiEZdru4srJIplJkk1VmV7mDA5EYo4unGLCqgiV0RdbuhClMm4dIsq2UY6S4wFisSx238UiMdVZFWQyNLnlZwo1T7A1GBMOKJVI6Gsfpty12pMRcIEaCjOexKBXKm6wyW+oV+m2LYbdL5UJnGnGG3S6irtifQySZMMr8e3ovr+8Wopi7k6uZDZjsSJjsi8QYzwuxTyYZ5qFYkpFSkUHH5p5Erzg/g/3sN6PcHxdCHgk0D5x8QqyfHmLCmSZhBgk8A0EQ0DTCmsZ3r5rCfek+auazyKQ/W6et5yUx5Ozc5s//TCDA1772Nd797nfzk5/8hMHBQW6++Wa2b9/+rF67tLREIpFYcSbwP1PVqsV39/+E7+87yHv/2It006PPbl6vvfxAILS2ORfnlJtzgdXDTVBWPSyeVznYTFsAwZbVF5rL8z1f+fw5FQFUjFTLTJpiICWoDG9obotv/dKhjeLi77VKCG9QbOgQSTUjBSh2R85ItcwAen5/aiZRLsfzQpTl9wWUv4+UijwYSQhwEuzyfPGi4hhUDja3z9t/si3nn/879sZ/gM3TaO//fcbnjys16M5oHexyc39orlqOnPnKaq6XGNAEXBm3r2VOcCg4KGxU2gG/P1au/di31zPN9cnnAO5N30D7+BubIgwJ7EMXLAdxZr9Q5LbN3D1jeeuj5hu91rtKOwHF0rrn7oWv39t83HLgda8RM1pOYcVZQFWhtRw9dYB1SbGsTCOufOrkbB4ItnlrtbB8PrNtmRm3j/1mlDvnD/Dqns3q/JWs1rAl1NzDdVvMt9WOKfZzSjfU3JpMx9gbjPCtU4+xbtX54jXagprJTAfWCPUsKEBBYJXYZi0sPs+N4y1t+2E7qpS4ab1bzSmmtQ5+FPw+X5vpY9v77of/6INb7oP7zoO3HQZT5+QL3kilGOCca2e56uGrmdRtJWb56twBvhbqJm43KBgBdkbrjNTC5I0geSMgzmW3RKbmKAA3pRvNzzfCrWDCETFtY7EuRheFslu2km/In1CfHVnTZlhZzYyFqowvuSLZA9HOvyF/QiV6bK4UiXvt5mGrqhjQGcNU6ut9XupIyTAUkzlgVdkXiXF1IceRUIT1tQqZrqS6AR2u2+qzLr9/JHMs5zUHHZsb8icoazoPxZJittSIMr7kciQU4eryAtetWu0TNkX57Nc3sZKbrK5BxNAY/l/TDDd0rrrvhVj8dCzgmT4T+MbEp5/zmcDj9UdZ2nj/2ZnAn/f6pV/6JR5//HGq1Sr79+9/1gDwZ1lmKEgq2Uk4ZPLBD3ksgL89GVq73K6lnRmStczMt+wxXVHBBLrNuxP1b7fe2sKTClWZNCFBnFwnWZHzxMVfAkBpBK25TQAYWtuMapPrR1PckMZsAbuilRwXs4CINpiM8spiMdE4JAChzDz2xY4RWiMAl1tvSQ7x+8/5FcW4dcY6YkIIIu1NvAs6TkG0mIzmnFdWc5nUqkzqNjOGybZSjmPvvJN3ffYXefu73sau3AmOeHZBcjAcI9pscXq2NFlHGPBmG8cF6JEgxtv/eSPQnBMMbxDAy89USobQf7zbwaDv/+nQxhWj2+Rcnip5/G86yJAbJh1YI5gvPQLB7lZDZ1nWTKuK/TQt2GXlvZc6NloHw1aVIb2Pxci0l/xRwD30J60AEMDU4ev34n71PU31b7BLzQJKD0YAascEAAysYqQWVgAQhPIULagYHQk2VlpPuVz5+hu7z1c3FX5/yiuKeYYcgyuKeUZKRZF17cyq95zSDfaE42qmb9Cx+ZzZz7fnjorHPPZz2O1iWylHh22LlrAEek6BkYrGSLnWjAnUwuomQjJ2aGG21CsC6HhjEl+b6WNb/hNQCkEpAD0ad777/4MfObCvTu8bspxz/bRgs4FdC/MMWFV+FPw+l2T/motqRe7o6ued6UOMloMKRO0NRoQKtlwjbwSYdGabhtpOoTmCgRACjcW6RNZyTMTkKVN6UF59O0OLSg29uyNF3ggKw+hop1BoB4SAJpMUqUh7gxF2JlaxI7W6mT6DEKFcWVlkZzzKfbEU66wK02bYW2aA/WaUaTPM5kqRI6EIY7EukdlcrikAuLlS5JacmNHcXCkqY/EJbUGMTiBuCo+EIjwUS4pUlpoYXch0VBjriPFbPRsYLZQZdrvUefUb166cTKWhYaCRqTn88n3rsTg7B/jTVkPTnvOf5RESZ179t2ACf5r6WTGBruuSK5b43r4fc/DJp3j3H2nL/dlWYnl8jw0FBwVwqh5pnQ2UTIvnEagMl32AaEUlsn/5EgRKexI5F1g5uHydJAvnA4HUjqn1GLaqijWQzKRf3atUvZ64I+vMN9e7cUowlXZODbi3zCgCWDNK+TkRcLwLU1BdvFWSiGQo5PtJRrR2TIkehhu6SOSQkW8eu4i9qBjTYauqFKYt7fSVvPROU1JdrdSpRlRYoDy0k1s3v0swiu3LkpYo7epwqcyVat2V2DH53JXW0YgKC5EP/RnaH/2f1pbw6Wolw+lg17NiB+V5IRlf8MUBOgVmrSfpfepL6m/Vy17L0myI3g99G/rnOPnr19MXuQTcOqNLi5S8wfmjZoQJo8ywHeWKYl5YqiBat/6UEvkZyFSKTR89PwPv7Y+RUpHdHSm2lXL8cvkU94e6FEiBJiO0rZRTIMc/NyhtX+RjO+NRRso1jpoRrijmuSfRy5Qu5ttOmCExWxYOMVy3WWcJMCej6IZsxzMabjsXAPQQ4/kqZU335vuCZKo1PvnUB8Xf3305B//qfPrXlLmxfCF/u+5htL4q/N394u8fO4837xoWn1HvMzJsVfni677ByS+n6d0yz9pHXs32pTn6Gpby5ysZBg9GElxTzLEzHmW4oXNFMc8JM6QEM/4ZYMmEg5j13ROOk6VpoyNv0kZKxeacJCjgKf4dUEr9sY4YmWqtJX94nSVuMMY6YoyUhHDjjq5+fhT8Pl+cXcNswKRkGKyvVbg/LgDiaqvGCTPEWEeMIcdgk1VW58ukobMrd4Id4VMtBvbjOWGYLWdah/UBte0dtq0cAIb1AZJ2g3Ftlr/5xmUrggQNiAYCDP+vY7iHb+Nz+z7NQnv6zn+hznQm8PrkZ55zJnDG+iGls0zg2XpWpWkkO6L0dafAdVsFIbJWavP5HpvSDQFOPMCC2Q9mf9N010ipWDLwfO/U+wdPO7MHNAGgLpR8aczmOsoZMOlbJwFgeIP48YFZ/x26ms+Tdi/ywiuZOE8hO0SymSWr93l/CzeNnt0q6FGGXK+N6ymLJwIOaEGRmBAoKGYRty4EJn7xifTZ88CqeGxRtOZCa9S6iQtTtTnoXT3MhLbAuGk1zZ1Xqnb1r0/YIG1nBh3BLsoZu0zN4asbf0+AGnmxl3540DrTZ0RbGWC7DOH14hyQ7X3/e8vzZiVgZ4vkibff9Hbxux565jZyfb7ZjlUZw7WVn9s2v6pSQ7ybgHu7vucD52F6t8y3PD8Ua/AOYxNX7fxdln7vtTxaSAjhiBbkolqRK8uL5I0gE9oCw3aUGcMUM1seGMsbgdb5w/abiPrMsuM15AiAs6UuLEfe0vNC7ursIWk3BCMUNFRLEFB2J/vNqPIIPL9S5NihdzPkqUnTWge7O1JKtHBlZZGvzh0g6gr16nhIh8YpJswwR82IUDE7883Pi9/j0ak1ZySdGplUjzDAdquM5+Z4a8F3gxezeJIwnetK/Lm9Xzz22v1iVjVbEywhYsThwNxPSLuasJkpmAJ4bxAG+XG7QSYpDKd3hhaF+XN9ip2hRUbKNaECjruMRUPNOc3QWnWjdEUxz9ZqQaVsbF+aA00A3ZsXhJqa2jE6bFuB87FYF0m7zngkprKGs1gCZGoCNK+zBLiU9jB5I4h76QN86H1/z003CiuwhHUBma6kAq5lTWfCKJM3ggIAhpom8nkjwNZqQbR/q4d5KJZkOLCRXQvzqpNxW2qATZbIJt9V7mBvMKJMvqUDwGgtwUTjkACA37wcWPkCaegakYBBJfkYALb1M+KTniHG9H96/XeJjfufVmcMCLSdxrLHhNP3s/vgaYCuafR0ddLfk+Ltt/suun6bmPaSatLgoLiwSbuQ8AYxCyfNb52aYNYCa5reeBL8VA8roOaPFQNaLV/0CMP6ACO1ZnamvBtWANAvYvFsWTJunwJmk4beTM/wvmQVG+MxiIpt84BXvy08uyRbqPKBPaNnlZLgeLNcnvJXzgJOBA0BhKwZb/ZMJFWgC4ZHJG80LURaBQqJZju4etibW4uLKDpnvsmyrcR4tatj2yPPvMcnnOlm9Fx9SljKaC7j4RCv7xloMh/1ecGEPt17+VXj1oz48Se5+J8ry28DI9exvuCZ2a6QXQ3LRUP+G5T27W4XLbXdzOw3oy1ZwR/JinPIPXwb7uHbYMMS1ctey5PJt7B24+3oT13KRMBhkjyJ2nqu605yQ1KwP7OGycWaYJWkVQm0zm/uDUYYrttM6nZrdrTnLZdpxFEm1R4jLOP/JMDYWi14rVaPddKCqq29uyPFoGNzdSHHpCZMwe+Pp9gRPsXHut/BYTPCtBkWoAfUjOBRM8Il12W5O7lasZYYCXblTohl6UKBP2no4oZDKrzl/xGZvyJvu8C2Uo6MJcQNL1sUqvTqZa/lyY9s5oo1OVhdofepL6H90b/Bm6bhR4Nw42t5+yd+ib3BCGu/9Cui5a25LAYeho15qrteAoc7fR2EmgCsJfHdMF4SXYOjphBwjNTC6jto2KoyXLdVXOCBSEzF72U1l52JVUqUsyNaYiyQY7SWIO5lOYtzStys7cqdEMdMm2W4brN9aY7x+ePK+PuW3DRjEZerCzkBuv/yXyAzBX0FIYDRgowv5HkwkuD6xZMUjIBI80AwjbONE9ySE59Lv49kOrSRzZ79zAkzpMD+tlKOcW1WzctuX5pTGciZZJhJTYhjRpwBPvfNywnpOgnT5Deu+Ta6JuSDhqahAwYar/3FRwn3ipsox/kZNNMcF6e2wqjD2Tpb/4/rjAGB+WIOq34a5uM/Uas6O1i7uhdd15tzXpWDp39BfR5Ca5siCcnOeTNxUuGaDqwRzFrjuABnRspT//ku8tIjr718F+0JZ7rF6gItKO7svVnBrOY2Fc0ewyK/QOXv/plEEBdB+ZhSAUtvPslCaEHlEehfzpDtNB8LCLNhv6/ZkGMIL0DJ9jiiPThZe6J1PfyMmYwhC6wSrJ9kKL180zSmF+NWawVU9VbGqt3XTjF37UrbYBfZ2qHmDJXcR5WDUDnYFCrokdb3OJ23Y3s9kyCkvuCbN2vbpsYpb+buNPOnRrTpTwjPKknE/9rxUkSour3zdpPlJV74Fbq3P0y4t8avpTY32WtpX+PUmixYfYa7k6u5V+/mR8Hvg1tVsWHQtBXaUq8wYYYZcgwFQIZsB9w6M4bJnnC8abfjCvZw0LHJVIoty9sbjKjcYGEH0lCfw+sXTwqWzF7kjq5+knaD0fpq7kn0ErcbLbOHch4uaTc4eO8aJWAYKdcYKde4J9GrTJyH3LBnhSQYv12L3g2LZ+dyR1c/20o5hu2oaqGq8+rvxc1MV3+Nzj9+ED4zKR4/fxGqNrzlx/DyGfabUcXcyZuTX65dyq1/dg3hG4VdUdrVhO2LkRDZtojvhiOhiAKtfQ1hhSNZ/b3BiMpd3m9GldHy1mpB2cHsyi+xrZRTCm7Zbt++NMdw+SSz1pOsr1U4YTZvXCaMMhfVitydXM1YqMpYIEdZ0/n2vPisbLt+H9yxBfbVoSQ8/nYtzHPjrz7MnfMHACgZBjs7RcThgFVld6WfIyEx5zgeKJDVXJJ2g0HHVsrusYjLLblp1aof1gcgvIGo6zBthqG+IPKV6wtq1ObBSIJQwCBhBnn9Kx8EIKhpBHWdoK6j6xq6ponj683Buj8tg+e60Gjglp6Bzf8fXs/LTOBZdfCZMxN4396/Z/AF59LbNUDAY25cz/bz2djEyHIch0MzJ/nWDx9nYXGJ9/7BiaYSF5azLj6FJeAxBP3NOTepuJTAybvo+QGQUgu3rEjb+ziV5gyMLwe3XWksc1SJXihmZ7q6FeMowZn/feUy5B313mBEzWqpdXPryFQP2db2l0qZkP6Ccr5PpqRI5bBvu9U8oJyTdOabAEgqpf3bW58BIyFmBING8z3kvoHlYOfp0lz85c1bKqGMXEe5fxrHmwpdFanXxWkjBZ+pjCju0Y+zduPtniflwumBomyLtoPDp0sE8a9P+3Lb19V33shjOGxVhbrVS3E5dujduFdt5ZzpVzSPhSeewF5sUdLKeSyAzZUid3X2tKiwV7oBkdZC8u9bq4IpVqkl7/wsJ2+9nIVCiAeMJI9EO9lvRpXCV4030BS5SJNwOU8o1bwyBUP650lVatJuqGX97dyPeYFWpeoanN/bNLKfrfyQr5T7hHghGmJXfokTZoijZkSpXQE1nzcWDTHkhpnSDY49McKTvTfQt6FEKNZAe2DPyufGd+Dtw+8R2+/tF/+2ffEDd0EpzDf+6FX8Vs+GJih3q4wWHaUYXl+rkOnU1L+PhCLNecHEKoZsh37bUskhJ8yQUuSOlGvi391rGCkucNSMMJJ/kksW/waAO1O/x22pARW7eE+il8/l9nF7bFCt63igAIFVyt+vYASEajhhMmxHFUPsTyC53p7jOyTZ9s7voH32zYzPH+fNfcf5s/l13BdLifPB81i8eWGGHdGSOp/9M71Ju8F4oMCQ3sekM6vsk1rmhWUZUb5030W88RcfUr+Ltn4c98F3Q0hj/NBnqcZPw8g/m3IcnFKFpWPTvO/XbzhjZwK3dv3Ncz4TOGv9EGvDfWdnAs+EyhdzzC+dpOZjA5+tT6C/NE2jJxFnbV8voWBQzND425PtF/t2+xElmvBMlrUOwdKtIKDIYjXZQmhVlLYbSOuihaZAma+G9YEmcKkdEp6ErqZaWmlXY9hupjJsqVfE7JRTJoulBAEzhrkcAIJYdw8QpPVu1RqW/5cxY2lXU9FYmP1KDa0scqqHhUrXawkLP8KwMmNWXnduHcLrBQB0SyJZwWsnT5jhptrRf0z8Cl1ofpn7n9MyL+dj0zxLFKnczlYeV7m2Yn+GmqBLvr52fPmx8sq9fc9y5q5NAayt/8PWGUb/usoyoqT1btzPf9QzavYtU480X3M6NXA7APTPInrrJSPFoGkBJBJSauL8cOZZu/F25g53qHNGRdq51ea/vf030hA3CFIBKlWjLWIgxDysP46w3Xx80tAZbugcPXUAMlP0PvUlzvv1QzwS7WQ8pHND/gT7TQEmBh2bbaUc20o5knaDiaDBSC2s1KEjpSIjFY3hhs5+MyqYOqtK0ha+eVcU8yTtujJ6ftnvPM45V+Y4b8scs5UfqhGJy8OX8ki0k/W1CqOFMgUjwFEzwtWFnAB9sS5WWzX6GhZ5I8iu/BL3dn2Ph6uPgKlzzvXThK89jvbipqE0Hzuv+e+lOkQafDh+gH7bUvYtIMDy7+ez8GQPT45cwbV/9D3P96557PsaohW9uyMlLFzsMrs7UtyWGmAsJNI94nZDtXTl3NwJM8R7kodFmooe5eqyuLkZnz/Oe5KH2VwpcmnvefBIAx5pcH88pcQzJ8wQ1y+e5PbYIJeWl8gUptkTjov9vyQY1h1dwtbmnkSvOlcejCRaxCYFI0DVNTjHrXLVp95E2tXIdK+h848fZGdMZ1KrijSW6mG2lXICAHqfg13lDm7InyBbO8TVhRxJu86ugibGWHzzuOnQRv75W1vEL+EN6vPxxl98iL/55uV85huXNbOCnQIkAnD7lTTMFebD/zPlujQsi2r1zGYCz9bzU2cME3jPv36K9S94IeneDURCHc/8wqephm3z+OEn+e6PDrDjZv30mbDQVOv6S7U+fZm4voxcP+unWEY/G+W7Y/X/rtTHerSpztWjy5XFfoGJW1ceW+0sl2QDpFUGCFWozFBtZyv9bI2f3QNa/qayZ6tHhMULPkDpKYDTCMAp5qx8SuQVWEMQDGs6sKbp6ef3T3y6Wuk5kh3ys4nQjGGzZsQ+PJ1i27/cp1uHZ0hrWVYrgTZ5EXPKAnSdTin8bLKFT/P3kUaKByMJlflK9XCT6fRU0kNuWMx8BlZB45Q4FhLE+phAaKpOty/NsS8SE61fmQctbwjk8fbf1PhypqXi+5NPfVCAj0u92b85C23LRxldPKUsgO6Pp5QyGFC2Lnd19nDzwoxS/crHp82wACzdaxifP85Vdp5zNi7x5cMDFHWDu5Or+eP5owBcuyXLD/euZix5DuusChdVilzmCiHNZ6L9rLZq7Eh2MuSG+eP5ozwREKBssFHlYq1A34YS4R/8I7zmOpaOdtD50a/D/9c2RvAd4IUW3P0i2Dsg7GFe+iR87xyu+tovqYziT771G3D7w6Kt+oUr4Y0PsfZNH2lh1cfzVY6EIkqFKz31rqwsstqq8VAsSdJuKCb10vIS98dFtNtswBRsXVd30y/RO74yB9mfpQyilf628gxhzWbdqvPJVGuK2SsYAe7q7FGbKW8wt5Vyqq1/ZWWRo2aEGcPkS9Z/MF2I8n0jTibVw+iSsKiZMMqMFh3FBmZqjmAa7bI6dwE1SiO9T8dzcxwJRThqijb4MuGY93n4/H2XU/fm/gKaRjIY5IWX/jvn7fkCn4ncyVJHDPSfgk9pNKicyjF35EnueMfvnLFM4Ku7PvecM4EnrUdwzjKBZ0atSvTTk1yDGQzjui7OT4F9DV3H0D0AUj3McOA0WaYgAKCdU2yBioOTgM+tK2WtBIBy3qZFxFH+kRJv+EFcVnMZCg6ScfuYrE8JBS6IZUnRgRZcFjen1kcLMuExMnJ57SV9AKd0o2X2L6u5ZJ15daGWrGWL4bO37YBgjjRXgAVdsE5Zt9QCFAHQgmp9/Bd+0RIuCGbQEUq/Y3/z7uURdVqYZ10rALBht6vFW06BteoRMXMY2ths48PT++75266y2lJgWh5rf47/3yuBtOrhJlCV7efTKYpXKslCPg1AlMKX/X4bjHoTADgveIQH/v5daq51fMn1pcx4goiCAP9KYY0wBZbZuZOaECW0A3s1PuArmTpzaXmJ3cnfprr9DfCmq8UfezwT8HiU2YDJ/fEUSbvRZK893764Nz92IBJjEpFsoaxCQjrr7Cqji6coazphzWb/oS62Xb+PN/cd52PzP2Fo40muve4I1ZMhBuJlvvhXH+FDH/kCb3nxk5yzcYmwZvO+Nd6ssB4lk5vm4vgiUZ8QreoaAgACXHdUzAFWVrghWG3B9xLwgjnY4iWn7BuAE1GurCySlDOMhzvhsAVfuQwuOyL2i1e7cidAC3NbaoD1tQpR12mqvutT5I0gO+KuAnZiuXUeiXaStBvcnVxNX8Mi6jqMlES+8LDbxbDbRcYy2RsUQE1+Fq+sLHJNMcfujhR/F+rlE5EXMOQYSqizI7WafV728M0LM+qGb/vSHEfNCP22xaQzy+6OlGpJP1pIcIwQmVQPOAUxm4ow3FZgUhPG2KNlcc7ImxcQNzPSmipTrVHWdMYCOZVslA6sEUIzu8yBhQUxdmJEWwBgPBDktdce5bzsZ+BlYAWCzxg9+ozlgua46D/lYs7W2fqv1BkDAvu6BohHk+iaTsN1KTcaOK6L7brUbJv/DCHquC4N20G+RIgQRFt2pXB7OdPW9L2rKsGHUj7OHxem0aGNZN0SE9pCM5O23RrGP+vm/Xs8HFKzVkO205y5C21sMmehjWJZvnaxFG/025ZQB1pVlYAwqQlHfyXuoOnDJzJY6814Ny/HN+vMQ+VgE5h584HSczDtaqQDa8TypEKapm1NOrRRWWz4LWNw66LVrIUFsNaj3JA/gfbWP4TasabBa/Vwa9ye3E/+/z/N4+nQRibMcBPEhDcotnLEGWCyPiWYVwmw4fQefzTtZVqe096alo+1t3NX+re//Mu0F70W+8ptY7Vss7/1b3qkCehWaoUjLDg2WWWurCwybFXFMQoOqjg07dNfgUubti6ZVI9qoWcsk7TercCPv727Nxhhd0dKADQ92rrfnYJiDv05vzLrN6u53JYaYDw1wG+cupg777tAxATuq/OVk0cVQN9cKXJ+pcjWaoGt1YI6X+/o6lfbNlp02FXQ1O9prYMvx3vZF4lxwgyxrudF3NR9Llc9cC3VgsFAvEz4K1+Cv7uf8Of+gd4HvwDJCksfuJJHH+3hy4cHOOfaWaxygAORGCPFBYq6wU8KQkQx2KgSweGcjcLKhWxNALxwDf63rxUsa4MJF+VhPsHHbr0OXvcwXHYEfv1BPvTPt3NpeUkAzhefgi9eDufMcfKmV3HdwkvVDeaOLk+M5ZbIJMNkkoLt3FwpqgxkaeSdtOt86OLHeN+ag57NS50b8ifIdK/hkWgnq60al5bFuk9oCwxYVW7JTXNlZRFn4LtMBA0uqhSVaKSvYanjLG8AhmyHCWeaYavKHV394sYSk52JVayzRLKIvHE4YYa4ppjj2k99mdft/UvGc3NkLJNvfHmjMHTHEjeX5JVo7K7OHob1AaZ0Q81Prq95ZvaeJ+AJU3xnZqo1NleKzc81cH5niM99rYdPe+1fQ9P4ta2H6dR1oYj/x7X89SN3YQV/ShDoumDbGK5L+KdtK/83r+dDGHI2Nu4MAoGxcCcB7y7UcV2qDZslq86SZWH9J9VdDdvGajSAppVKOvKiJnu1QqX1bqF2lHNzXqsxW3kc6jNsf9ER3Df9iwBgUlnZnhUM6uKqrGJ8NWGGFWuXDm1URs8rsXuSgZO2MFIZKC/MQ7bDrvwS1xRz9NtWC1OY1jrUl7ZsC6ddTQDa2nEBmpxCc74LC5nmoX7kTF3l8WaqiFNpUTziVptMkC6sYdJaB7tyJxiyHZH84bU/9wbb9tVKIKpdSNMGrkYaqeZcG6JtqcBvaKNqKw0FB8XFw+0Tx8EP6NqWOxE0VjxWLSygLF/827Mq/3vaZR45lcW96nsQ7FL5uS3LhtO3r/3PaVuvCWeavDffNmOYikEa0vsEcNhgUr3stc1c38Yp5V04HomxtVpQKS1pV2PS0MlUa61Z0z4LGkDdPAzXbSbJi9xXmlYyUqh0ZWVRzeo9ForxjS2/zev+8p9Iuxolw2BfJMZDsSQgAF6/bXHUFBYyk7qtWKZ7Er3cFxNt45sXZsgbAa4uiPbw6OIpPjh/mAcuv5/eLfPCFzHtge3NQfXvztcfY9PGBcEYfvflmNEGo/yEt5Vn2GyX2HLxLK+PzvLai5/iijW5Jgv4B6+Ba2dXBoAgIvjCYt/c9M07oBqEX5iBVyzBQpgb7/sY4WuPQ0cN9xsvwL3rEuXd6GfXF80nvH+HGaloZJJhdkbrQmmth+i3LdybvsH6WoWTj3cSyV+kfPwyHRVGF08xrs0KNXSHaOlnGnH2RWKUNZ2jZoS7Hl/PSKnIZKyLvcEINy/MkOmoqESeyfoUuztSSmEtS9rxgPAavKuzhx1d3epGsGQYLL33ldDpsP1FR9gTjvOvrznMsB0V3zsy1UcPcXUhRxbRIs9WHqffFnPNdydXi5lkR7SJxwI5NnvG5P62tDj/ogQ0nZChEw8GSHm5wL/4tr8Xf78gSyUUxjF+yval62JbFnbNUtens3W2nss6Y2YCZWKI67F/S1adk5UqAR0GOjoIGwaapilGUDvNHYILFCtVHjlwiMcPTfHO3/elhsg0CwkEQmvF/FztCdKRF7WCMbv5Jbhr0eKmz93FwW2/wmei/SonV35RtefaDrlhMd/iTwuRbWZPHadm42RrVD4u5wu95UzphshjDYdaZu2ymou7710i/utNV3Prv18MiAxReSFeNq/lMWPp0MbmUL/XNpVso1SEZt2SSg5R7+mplmV7ULKLfuZSOv+LlnKoVYELre3VZzOT5/vbSCPF7o6USkcAcXHy+6MBar/595U6pl5G81DoAvptSxhi+zOmnyFV5mlLik9g+Wygp3QddruUgnvZPvJXe5pJ+7JWqvbXKIudRHMecYV8YDmXdU0xp84fOaPnT6NRJste+VXp0upFlpwtvX7xJAc8Y2KZkTthhpVCtOBdWO/q7GFbKdei1F1fq4hzSaafuHWG3DDXFHOiXdyoMhUIc0GjTA91UprFOe97BCKW8LRrL8uB7+vw/fNg1RI//N1rueS6LNXDMaxygIWZEJFYg943ZOE3vi3mGLM1ASLnLNXKXlYfOw/3ng0UTobp/O4EJy/Y1pLQAgjRCMD3I3AoDV95IUtHO3j8eIK39LxQqGVTqz2xldde99wJRso1xqIh8f+OmPrMybm/kVpYzRBKz0SZHpJGRDOur1WUItg/a9iSsuPVaC0hvgO8HHE51+zvosgbjXFtFsIb1IznjX8wifbZN6sZ2F2LFjtSq4XTQdxV591QcLDpS+rNzS5zHvA+k1KsNBZxW89h4F8euJj/9Yv7hRr40J/Ax87js1e9k6IZwg4GfvpWcKNBbT5PZe4UdsPm1t/6jTN2JvAVqS+gPcczgfPWIwTWf+PsTOCZUC6CAaw5DpWGjQPUXYeApmP6hnoFCHRP3x52wWrYVGr15SahtWNC1BB5kWgPYzYBYO1QkzFzNU+4UIP6AifMEAe3/Qq74ms5akbUAPPujlRLKzjtamDNNL0C2wCgbLdKXz/FOHoJH3J+EFCzfVksxiMxpdqVzxufPy4AIMDf3a9SFTZZZcUGSfZPzc95CSRZZ14ISGxHteVklqcMolfJIQijaT+Lpy7KUkGNyZBjMLq0SCbV0/xy94ObYHcT9Ml94/+/rPaWq+/3vCFmEfNGQAE7yRBkamJb0lqHMAN25pcnWUhrnMh5TNanxJiAtP8Jb2htxba3gtsTS1YqmR3d7nfoM3+eMMpk3ZJQPj5dSU9Ev1eif1n+x9peo3J/vedmao4w8m0zoZbPk5Fk/huIflv4TQ5bVWUdJM/HLfWK+tvWakEBwEylyEhxgUylSNYtsckqsyO1mj3hOA9GhIfc3mCEkeKCUqfK821rtcBYqMpmr025vlbhkWgn1xRzuJc+wN2nTjBbEzN8771sH4ONKr+45hT/p/cpzqHKpo0LnHNljoN/8hJO3nr5yvvU1MX83myc6q6XcMkbplh6PMns4Q6+NtNHJNagUgzATxIw41mKSEbxdAAQ4KaDaA/soXP/l6EzKABgts3ztDMofgBe/mM4d5Evzq7h/lAXg47NPYlelU+OFmR0aZFHTh7Eff+nGC6fBGC1VWOkVGRX7oRqkaYDa+iwbR6KJbklN02/bal0EDnK0mHbZFLC6kcCxRnDVLN40u4FACNKyRDRbYTWiO8AXzLS9qU5ti/NkTcC4sY0tBHqM5QMg0yqhx9++BJGF0+xK7/ErkVLtHStKgciMcFoGlFGGikhYlpyyTTiQuFu51pvwquHlYH27o4UR802Wy8AI8H/unpKKPB/bzd8oR/+o4+yaf5sAKDrgu2AVQfHxTXPMoFn67mvM+qss12XSr1OoV7H0Ax6w2EiAQPDBwKf+XPt0mg0sOptAECqJWvHyAJEzvNYt/WK4cq6lmAGJYizy2D2szvUoS6Ug45NOriRbOXxpn+aW2qySU6F4cBG1f4UDJvNhBklixzGNxRrqFrCuKoVJ8Qb3pC8l+8rWKNVAAzZ4gv3SP87GYt1cXTucbKrrBb/NZHeIO72JeBQ/nxGCpwykzrg2s1ZQSNFVquCJr5kxZ25uJBk5XZ56yZ2tWgFZ7H42/mjfD7eLwQ1fiZqWerHabzx1ElQXvH3YX2ApFXxkifCLb6IaVdjPBLzWZg0tzFLHZyq+l2sd1WAPC0oBD3RC5WSWN4QLAOn7Wzd03kbPp23X30BzH4mAg5DHgibdI4v9wWUr2nff/7n2GVxXmth1UbOuH1CIGIItfqugsaO6CyExD5UjE+wi4FiFRIbwPWlzhhhhmy7xbsPxzu/XRH/9sUL9vKuRy9Sf5ZedOoYeAzhnjAt5+A6qwKRBEfNCGOxLoatqlLxfjoSIx1YQ19jmmlbpAdlCtMcI8TaR17NscdvhoTOP/2CzVUHX8ENxgm+OCtmEssBnUK2l/e+bC/nvXwG/mMVvOMKAeY8w2AA5iz2GV9h82VvJ3y4k933bAZg25VH4EHofe/DUDFF7NtFeWCF+c1nW+nTvPZVDSAIv/Ftbvzzh2BfnfeeiHDnG9/OI9FOoSA+EeXN97+S9568A8YHueQNU/Dt89jRFRTzdp7wYsQWSt19kRgzhklZ05kxTMbnjzMbMJWfYMkwGK7bykLqc7l9fCLyAo6aEW7JTXOVnedKojwYTTBGjvU1l4zRxx49zvbFOXGj5bGAOxOrmiMYCDZ4V0HjhAloQb4W6uZNtZPc2H2+6BbYi3z57hfw3f/9FGOxLqjOkjfi5I0AswFTiZnSepwtVsWXlbyRcnlGseZiVrEsWG09ivuVd4pWP8B3YOm33sDfffGXqF4SwA78DAAgiFZwtYZTqxE0gxiRM3sm8Gw9P3XGtIOPT08RiXWwVC2zWKuhBaL0RMIYmkbMbFUfPp2JtOu6HJ9f4MHH9vPU7CneveMp8QcvTzZbebwZ1eZVtvK4uOvV4y3pIlJwIK0Rso3jDLtd6qImW4myXSYyU/vZlTvBHV39qoXit16RbIrM2G1RzvqsVtrLb+0y5BiqjbPOqnB1eYEnAlHu6OpvtmnaLshyO5RFjQdAwQOberzZhpLg1BOLbKlXmGgcguiFLesg7Wj+eP4oHdh8Pt5P0q4zFqquLMaAZ99WbW8VhzewK3eCghFgZ2IVw1ZVxY/tN6NMkldm2rJ97ld4t6SYyH3vlsQ2y2zmYJfwDwytaRpr+9tP9fmnb2E/28fNfhbNJ0hUVhCl+Gsl9q+t3H2fRLvk/WAvMloOitY4wqJlwpleZlnkr9Fagp2hRTJuH3vC8RaPSUAZSyv/R69km7fX84gr6oYyM27exFiKvZ40dDKVorpBSdp1AQgA3Dq7FuY5YYaU+ndH4RififbTYdvs7EzwlblpLtYKVF2DG7vPp9+2uLqQI9O9hrvnsmxyy0SxCWs251w7y8m93fS+elYkehy2hHBD1j97x+Ena+HedVRPhvjBoW5e9obDMPpNMf+XmfTA2v/D8trL1cteK2YPxwc5+Ecv4+uBFA/Fkuo7Ro11gGoVj+dElFrGaoKoSWcWjASZmsN+M6pGO/oalrKQKWu6MJW+dxOapouRGk1DMwK4QQNX18U3q4tQwtbrOLUaTsPmg2+cE+eR5x/q/06R4wObrDKffOs3+OpfXcpaakSxOb97tbqBGq0luC+WEiKWZJjxfJW7k6vVd5m0whnTp9V3jRxbyVSKvLs4xe2xQT75Nx8W++Orl/Pmr17L2OJP+Np3XoMdCOB62/QzqXqd2twC1fkcwUgYvTPGu7a+5oxtB1/Rffdz3g5esH5AaPDMbgefMSDw4KEfEgwFKVYWWarX0aOrSYSiRINB+qIRXEQ+8OlmAWW5rkt2Lse3f/gjZk7Nc8sfCCVqOvIiBb5kxq5/1i0deVGz7SGH832zeZNatQmaKo8zFLpAXTDlF9ikM6sUfJP1qeasoMcUDltVwcZ56wC+1BCPVZNffHLu6UAk1vyi9y6wLYbQHtD0z2VlKkXVElLlWduAZ6qsd6tWL6C+2P3LUevm+Swq0CrX361z96kTFHWDq+w8u+JryRuBlnmylbwTgaefbVsJTIXWtuwf8NgrtyRMaIGrCzkxQ0ZerL/evewCKvKYjyxn3uTxpqmE9q9ri6/e083pmf2t83ftZUTJNOJNsAxgJHDv/BDaje9qio5WavueZnkjtbACUHkjwERQiIK2Vgvid9+8l2IDwxvEeaLNLjt/pCegBPqA8oWc0g22L81RMgx+uXyKlx0aR7tilF35Je5J9HJlZZEO21YpHtJMeCzWpYDD1mqB8ZDOrvwSD8WSiu2RvneZZLjpz6m57Mqd4KFYkqsLOWKOzbtWreVDp45R1A0FbD70vr+HjVkYHxIb+nf3L99X/voO8LXL4dFuuHgefmsv/HD16cUfz0F9NXEjD0YTSuAzaei4l9zHVQ9frVTbs5Ufcnn4UmWlo2LvgKjr0Pmtl9LQNGq6QUX/GcduyUuR64LroiNaVYFAgIBhEPCsuQzgNdd+npnjUU4R5OXd3XziSy/kt4dn1Kxfxu1rnhsdMXYtzBN1He6Pp5rzpW6dTLXGJf+0HgIBnICObeg4aLiuD+z9v1CQui5OuUJt9hRWqUwolYRomHe9+tVnQeBzWGdB4BnUDj61NEvDrVK3LVzNIKyZlBwNTTeo2TYNx6EjGHzmBQG242LZNrZUFbcBCmmjghYVIMpj/BRQwxNP2Db9ts7eoEEaAQAHHRsiLwKf0njCmQYHFX3kH6IedGwGCTNp55gxkqQxyMo5Qem3pxuAqdrFk4bOJjPcnO3xiRu2Vgsey4dqY8sus2TH9oTjDNnLk0PkoLgEgGlM0ESqh2idwt5gB7g+I+nqYdDFbM6EZDZ9NjbvWrUWgCMl0Q4Uj9ugCSHBZGityFFtB3ZP1xJuVwkHhXL7ysqCyF1ePMk9iV62lYTP2d6gl02b6gFNJ+364vXqM4LBC69XrJ9q+bavhzeInpXvK9fDLpO1V2bTloFZP8BcqewyeaOLcdMCp/n+2vabxLK0oGAtnwH4+QUeY4EyGUPcfOwNRhiuV5gwXcZDOljTLS+dMUwydh97XI28ESBj97HfscXNCeIGYk84Dm6VKd0ETcwDqtGHxnH2RbqUzcjLbh0CPUrBEOuZN4IcNSMi+iscYtdCkR2p1S03L3kjwJBrUjDKbK4ITzsZ/yZNhnfGy2wvlLkvluKOrn5uXpgRcW+xLoatCpOxLvaE49ySm+ZDFz+Gu3sT2rVxqodjhD+8pynoOF39aBA2T0MpAL/0MBxIPK8AEOB1i3fyOkSs2/3xFEOYXPXw1Z7vp3hO71unGJx4Mbfkq2RSPVzVOEL1R9dTBeoauJqOhUa+UadSrzeB28+i2kCXA1iA5WXr+usz//gmBRY/BtQ0jY99XQKn9epvAB8DYCMVNK4ErvS/n6ZRXXFdfkbbtFK5LjRs6sUSVqVCIBLGjMew+CkziP+bV/2/kOD101YD7acZyvgfUWeMMATXpVhdxHVdwsEQulPDthvkajVmyhUW63We7deZ4zjUGw1sz79MqdvkfFvtUDMODsGMZWuHoPwjxZpknfkW36ys5rJ9aY5rimKAeVIXxrrZyuPKPFo+b1gfEH/DEpYwmvAdlHfzAGhBhq22rze3rliuvBFQ/mvSrkXMWTUzMNORF6nXSPsY9b663Ww1e8IHuf1b6hVhEeOxCVKcMuQKU2rJ+khQJNkjJVrxKXFllN3ujhQjxQUPWAab842eTc1Q6ALvtZXlgoZ2P8B2j776PP228DJLu5owEDaEkaw0OJbvJaPSlO9jsN+brVtUim//oHuL4EO+Z3hDE8iF1vq2ewV7mKeLdTtNXVHMc3euJOab1AxgTezvxqnmvJ9fGLLS+voYzPMrRcZDOoOOsFUZsh3FXGNEybh9ZNw+JQYAcfMyrs029x00zy+fAXQaU3kEDul9IkHEMbgh1cHaPa9jyHbYmVilVKkzhmhTDteF4GHIFsbHfisjeYOyMyp87pQxtWNwXyzFkBtm2gyzySore5L1tQq7cifYG4wwVFzgx4kHWWdXWTrawaOP9kDRFADwFdbTA0AQ6uFfnYE/fwhexvIUkOexbvyPP+WLu0fZZJXZZJXZWi0I4/VH/hBuf1i0U1M94NYpP/LLVBcLuIsFmM+jzeWIVap0BYItgrrnpTRNJHXo+nK2zv83XRc3wi2/r/Ca56pcF6daxS6UwHExohH0cOinSx05W2frv1hnDBNoBsKEzSjxaBJbC5Gng5plo7sVArisjoaoNywMXRd3I5qGLuda2sp2HCyrQcP2vPM8q4Ns7ZBieORjgGcMvdBseXptP3nBkq2yvobF3UmR55up1tQFc9Cxle2Ff6g+jSHYPTlD46FY2W6ckcyhbLGG1noXR1ctD9ciU60xbhaaMXNunawW9NS9JlPed1NWc9lezEEs5YtzE38btqpMBAQw2BuMgBZuyYIVYM31ZhLFzKGMwhNMZ6U5L+bNFIr0EzkPeZyxSIg0QPlHZBHmzbK1BZye3fIrhdtyl6XCesYzIZ4ICnPZtKuJYXXH5srKIpu8HFMRMdXtsZsFcWy96DQlCLEXm0Ihp7YcaPmj6CoHmTydZUwbI7eiGGSFWcgdCRMwxfrIOh0z2v547XjLstKhjWwr5jgQiYEeZcrVuCfRyyarTL8RYF0jxZhRVTN/m6wy49osmSqMu2IdJUuXNfTmnKTv3JFzlyDA27DlCXLoFgCcPJBStiToohWdtOtgCvXpWMRl12KRh2JJJswwo4tzIjZODzMWDTHkmuztiCjGUbK8t+Sm1UwbiJbn9qU5LnMLLM2G6MDm8PE4l7xhiic/cS7nbJ6G788IYPfftdIhnnzRW/jkd94PH30V3HIfLOrQGeTrD/81q//J4sEXDBDpiHIy+xSVUplIZwzDMKgsFXEdB9MUILBq28/65vlsAa6LW29gLRaxyhXMaAQzFoOAQXvw0ZlW9Z/huOWzrdM7+545dcaAwFAoSirUS6wjxUIdTpUcXMdmlWbhVBoUrFlKmk44FCEcjBIMmERDMYwVDDxd16Vh29SlQjh6YfPC7l1AVUtQegd6JUQFYrh+CkOxbMNWhUxHhbRuMGTb7AnHBSiJXsgkNAGV3sxTldYski3zM4Hp0EamkIIPk8HgIFM05y38JrL7TYO0Li7ik3ZOCCB8ik5/WkgznqmZHZzGZHNlDjoTLTYM8r3FNgP1U2Ak2NKwRTtPm1XPzWjr2OO9RtrdTOqu124VQEjNGXrgZyyQg0YFZKfoPyOmkM/35vSmdIMpPQJuiX7bZkr3BuZ1gylPuS097cSMZhgIM4mthA2DbpjJSNwzS/aA/7MRsLSvo69N3PJ//3PbgS0oMPrIqSyX/OU30P7kN8Hw+eu1A8mV1mkFYUreCCpgnMUiWz/GpIbo10W6GC0G2RcRIqIHIwmow3igwPhSivvjKfBuctKuxqAbpr9hMWEUyOpxcOrkjYAY2Pc8Ma8o5klGGpxfKYoVSPQKKw1gW6XI7o4U51eKFIyAuiHKWA12dMW9z4RIqcgkvRlENyxiyLybjK3VArs7Uty8MMM6u8qf2/vpS13I6NIiJc/89wBRXvfbj7HzE7/Eh+MH+Ng/Xsz1eKke/50BoFfn5P8WCMJnJvnKv/0Vyb5ezLlu4qsqzGefwqpWCYdNNCBgBokk4gRME7th4zQa6LZNUNfQNQ37f/ZY+c+uPEsYu1imUSxiBIMEE53okbMs4Nl6/uqMAYGJaIpQNEidADW7Qqm+RDLgoJWmKboaBaeMoRsYRoDVqTTJji5cV/gFLmMDNQ1N0yiXW+PG5BxYxu1jHMv7f2v5VbXyFjrrlphwZoRnVvlxMRMITBhl0q64yCnFLPOeStVsGj9XDwugqDeFGXhK1rSridalkQLPomaQZrss7Wr02xZTesRLAelutj+9SLkp3Wh5TLSPzRaWb2dnoimM8Nq1IIDTeEjMfRHsB7fORBAww6TduAKNe3xzibJdnNXtViAUEAkSE7Ac2D0dAPQzat7xGbCqAtC6TeGNUEt2MBEoMeTNUvrV0rIFDWXSHkhMu0aLMS4NoaJMY5KVDKGcwwv2t7KA7ev9TK3e9ii8lbwQ3SpjyXN4/+++inRPR2tr+nRiGf8+8t5jtJYQwiG3IOYL9RBphAXQUHBQ2BwZUagvsDMaBRaE40k9J857e5ay1qHa/CPFBR6MJBTYHnJMJjVx4Zswg2CGGSlC3i0oMcd4OMR4bk5ZEu3KneCeRC9bqwVlAp115pkxhNp1yAEQ56lIKBHnk2pRBxzWWTVWWzUGrCpR1+G3ejYw6NiM506oVJNfLp+ihMEPP3wJb2WG+IYqN607CC+fed7n+n6W9YPpfxKjcxzGMAJouoYRDKDrBjgOeD6oRiCAZhjohoERMHC8DsjZxK3/RHkzim6lRn1hEafeINyVJBj3WMCzhfU8zATWn+P3+3msM+b2wwyY6IEOFiyXhVoDXYMu08BwKjQai8SinXTFV1GzShTKCyyV8xRrS9grRMFFQkHWruljw+A5EN7AZz8d52MTq/j6v7ySv/3SS1jzEZdPfKKD8UChacciL+A+g+FtpVxTFRxaKwBC9ELBtjSOt6hP05hM6nYzh9gtiWg4adIcWtsUIxipllg4ZUcCTJJnk1VuYez8ma1ZzRW+f7719LOMMuor65bIVGsM18XMnIrEw2yZRcxUii35wEOOByRspzlT6JQV4ygB8pRutMyNqXVtmR1cISVE/t+pCIYWwC6L1wT7GdYHFACU2yLbydLUVsbibalXVFyZAryuBlq4JS1kIuCo/TOk94FbFccnsEZt+5Dex+jiqWXb01Knyzj2V/RCsS1+BtBfWpgvPjnKeYtf4Nihd+N+7jaxToaIvFuWHSzLBwCHAxu5q7OHexK95I2AiBir1ti+NCeMd0G0uyWw1kO4t/09w66Iq0vadYb1AdFCNqJM1qdU5J6MDJSgOo1JplIk4zF8Sbuu2L3RpUXKmq5UngUjwDXFHHvCccXYZSxx7CYNnSndUPnGY9HWmb39ZpRd+SU6bLvFRDqLMEB/JNpJh21zUaXIe7o3cA5VjhHiSS3MNx9dA9cdxf3GC+CR/8fWLs9RffVbH8dxXYKhEEYwSKVQwCmWKOfz2HaDYMhEC+i+Vq+4PMufs/WfKAkAq3VqCwtUCwX0cAijMwbmz8hz8Gydrf9inTEg0AVKDZtsqcRcpYqGRlA3CAZM4tEEndEuYpFOAgETQw9QqhZXZgGBVZ1xXnrBufyvLZdz4Hsv4RUXb+YXNp/PBevWEg6HqFZrmGZQqD4lMPPmAUEIR6geVl5mWc0VbSwZm6QFwUgoFifrzKsg+KxbEkygNaNEGlQPq9dnnflmMoBbF+DPrSuPO/S4UtlmnXk1lzhkOyppZG8wojzYNlnlFtZwwgyL99I6lF3LJqusEiD8+clZt+Sb44qq7Um7mrII8UfdqX0DLcIRtbzaISWQWbF8zJgUigwFB0Vr3NuGdVaFnYlVLfOYU7rBNcWcMuz2A2TF8HmANOvMNwURsnzM56ShC9DtZR1LlfSkM8tdnT3NrOFnWH9g+fO8+bqWxJiWv4eQCS2qXgYP/NOImK/UQ02LmPbymMWh0AVMmGFlIwQiSULmq+aNgPCM8zKbscu4Rz4KvzrDndEf8VAs6c1NRhiwhJ/jSENkxU7phgDCnmp9W0ksfzwgYvqybondHSm1/3cmVrEjtZq8IURO02aY+2Li77s7UtzV2cOecJwrK4uMFBfYUq/QYXt5wL55yPFwiElDWL2ASLi4IX+CssdEXlpe4tLyEvsiMR6LxHhg+Cuc9zsHOJ8y/5jo4RyqVD9/HlpfFdL/vRWcj+Xv5ztTX8YIBtAMHUJBkn092HWLxZlZyguLxDvjGJEQDU0Dw8AIBNF1HTRdMYLPZKV1ttrKqlObn6eYW0CPRAj3dKN3RM4CwLP1vNcZ0w4W5aKjEQsGCQd0IRILdGHbeRaWTmIYQbpiPaxOraXu2IRDMXStFSdrmkbEDBI2E017BE3cJS+WKuQLJfKFgmipQEvbTgKClkQMmsa7hNaK+T3HZtJZFOyNnSNjmYxrh5t+hJ4ARYozpGE0oMCeaAMXlElz1ktlaApITAZJAjA+f5zbUgMCYHpWNbJFPB6JMWR7Q/2S/fJMnqVaeDykk9YiyqJjytveITfMlIbXTtVA62BSs8ARxsuThtdO9YQAQiDTT9rV2GSVmdS81ro3O5gObWQvYqZrMrJB7beh4KCaKRvWB5QHGm6dSSMo7G68/fNgJKGMhZXfIJZiBieMMiMVrUVwImx4vBa6kWLQbraK065J1hHzbZL1VRF9XhtZmXo782yxoy0m4QrQ+UtmBK/Qvm33Q2xpzTo1ICcMi31q1O9suZGpHgPcsLjtO01LOOP2MV57gqHQBUzWnmCTuQ6AexK9Laa9w7ZnaO6K37UNt4BbZYgkk0Gh/t5Sr3im2zF2d4jW+bAHwOVNQL8pzplBvY9JzWXXwhIHIo7yIhyyDZU3PGnoKmJO5gIf8CyOHowkVMtXmgWjhRkpC6C62hJm0be/cB/aA3tgX52vbvld1lIDbTWZVA/juTnenz8CwNov/Qp/PXeYTyfX8MW/+gj8zZWc3NvNk4c6Oe97iZ8rpe8z1feOfRWrXCF/ap5QR5SeQQjGoqQCa3BCJtlKmXBnB/GQiduw0XWdRjDACcch5jhEu7swdJ2KoQEuZjJB2HUpaWDVqjhn5wGfuep1qnPzFOdzmOEw0d5VGLEOtOdTofxzWBbPPcv8P4PX/+nqjGICdU2nOxJiUyrB5q4EfR0xnNAqwmY3QTNCOJKgr3stuhkjZ5sU6u6KQ8+aJgaidV0XP96MoOM6VC0LXdMIBD18rUea7cvKQcWGDQUHBbukR0VahidQkNYxBIR4JK13C+VkeIMAgJ7tylDoAiUMGXRslR+cdUuqnayybKElV1i25CZ1m0nd5raUx675WCS/obNs3fmXJfNdJw29hV1S7WLNVS3SKV3ET8ng9rTezZZ6RVnUTJhhsghAgb3Isa1fVWrR8XCIjNvHUHBQbJfmsiccJ+1qrLMqZNw+pnRDmAWHNqpcWvCyTd16q5UNYi7zysqiyACWymmEBx5Git0dKTUjuMkqq1ajtNKRJtI4heZ+1oItLXVAbb9UhKf1bpJ2Qxwjt9QU8rQzfjL6bqVs37Z/X1lpM3/WwvCKpZbF/VN0FTcveAbl7fF0CKA9rA8IsK17+08XfpDrrIoQVfiOpQTZch8NuWGGvBuKTFUAr4mAo3wls5pLplLk6kKOtKuxrZRTgFkyzUO2wz2JXvaE40Jl7o0/7IvE2GSVGbIdJswwI0Wx/ifMkFLPT+lC0Z20GyI+zq6yK7/Eg5EEuztSRF2HDttG++bXxAb3urzuw99k08YFnDXfBi3IZrvEnyTX8/WA+MxcuyXL+/NHcD/8i+Il732Y8z61R7z+v0lLeO+hv6Nh1ahVq+LmNdZBQwPbDGJ0xqnpOoV6g5lajVnD4FQkxFwoyLRjM1Or8VS1wgwux12Hae/3447NDC6zjQZl2zmrDH6msiwqJ09RmpvHDIWI9qzCiHcIFvYsADxbPwd1xjCBi1YDW6uzaFlgmvRHI9iOw2wojG72YbkWC65OrQrBeg0HDUcFyK1cjuOolrGu67iOi92wicdivPWN3wcEAJj02Juh0AVMUoXwBiZBKXyz0QtF21YLgx5XNhqy7ei3zZAX8cnaE0rdmiUPtQUxVygr6M1+eRFm4M1jSeDhn7dzPeGJbaj3E4Cp6fuXtBuMR2IMepYpR82IAIpuHQKryGouW2zLU4H61MzeMmRAuwQGe4MRbl6Y4Z5EL1u8+KpJw4V6Ge0f1pOOGAwFB9lULauLvbTEkWKNsQ4ZZI8SsICXYeyUyepRKB9Us4ECWFiA7nkCwtZqjfHIBrZYFe91ddA6hBghHGJI2s94r1ezi1oHaB1ktVLLdmWdeYZIKk87ud8lqN8TjqtM1GaaSltb18/Uef8e0vuYtJuZ05IBHNOngVY1sXbxu1Um9Gz1R2LswK17MXdNdnEoOMj1iyd5KBZgonGIEWeA3R0pJmqHGC9FeMQVEYEzhslIcYGxjhhDXjTgkB329rfJDfkTgknWXPqNgHcjIECitD/aE44zblqkQc0HTmgLDJl9alOlAGkQwSALoFgRreLaIXYtdrAj2Uka0dLdUq+w34wq1fyUp6j/bqiTX6rNUygGuC+W4kgowvpaBf7kpQBcNfF6lZYB8O1Hf8Jbel7I9qU5XtIo8KFTdQ7O9XDedcdZejxJ9XAHvRuWYF8f/N/J1pi4n9P64dQ9NMpFHNdGc1zisTixWIzFfIHjT81SXiqjBwwS6V4CsQinalUajgu4OIDjCkP8JU2co+1Rmq73nLO1Qrme6M+qU5kTADAUMomuSqHHO9DOCkFWrLNM4PNTZwwTaLk2uVqNE6UK08UyNdshZBjETJNjtTrZqsuxcp2lukPEMFjTESFhmhhPc7dWrhWZPjXFidwxipUlbMehVqtRrngXcafS0r6TEVnYueYMnJemgZESwMIpCNbOa6kBykYGBKhMhzaqlI1hqwpGimF9QIku5HsM2Y4y/5XgJVMpei3hevPfiJbtpKErZkkqdKXyVaQ81JnSDS9FI6KUwC3Gvz62USWWgJoznDDDanZwR2p1i62NEh34QJGaKfQtH2id0/NMs/2zfGpuz5ujy1SKDDq2EHp4ZtSDjrDiwc4JNrZxSi1TpqkIwOOQdUtCKGJV1Tb5hS2S8Urr3YqZAtG6lgIIWXL2csgRXolqFtRfbSKRlv3k9gkGTjLMRlQcZ78xtFsFp8BOzlUssT+neFgf4JpiTs3J7aquYrVVE9vmCLuicW2WsYCY5ZPATe5bCbj7bZ+3ZaXIOu9mJWk3WoyjBx1bMdMtIhpQZs3bSjk1X5p1Sww6wkpoa7UAwS52xF2GGzpb6hXu6uwhaYuvcCne2VotMKEtsC8S49Le84jbDa4p5rioUuQqO8/aL/0Ka7/0K1y/eJK0q/Hm774cCkHe0vNCbslN8wu1JU4R5DK3QFe8xtLjSTpff4yFQkjEv/WV/1sAwHv3foq6A/mFIieenGPm6EnmTy5SKVUpzJ5iet8UM09M8cS3fsj++x8mXncwdJ2G69BwXQXuHMB2RTfEcYVYuPn7WQC4Ynk2MJTKVGZOUjqVw4xEiPb1oHfGmwDwLAt4tn5O6owBgWHdwAWqtkOp0WDRsijUGyxZdeaqNWq2S18kwuqo+EmaJiHDWHZn0rDrLJUWODGf5cT8MU7kjpE9eZiZ+WNULdEKu+eOc5Z7vzkVwcppHWKuzLG5eWSeHX+0qGb1slik9W4l+JgxROSabEVKtW+28jggWm57gxEylWKLgEGAQY+p0cKqjQkeqPIAmjT49ddYR0yBqSndYG8w0vQLlEkfXkklcNrVVJsOmhnE8j231CtsX5pTbeUJU6zbSHGBIdtRAMqfVgKoBIhMtdbcdq+lrEoLCobLrSsAKkUt2DmhmtZcxr224oQZVqIN1a7Vu0XbXu9T2+hXMkvAszco2M9JQxdtebfuCS6izXlJT2wj95kEsTKVQe4fuX+X5Qj7y38OVQ8zWktAeAPj7lHRkvXPE9bbPAnrC1BfEPYuPnA7FBxkpBbmimKekiHA3d5ghHsSvRyIxOi3LTLaOjWekHH7VIKN3K9ZhAhoa7XA+/NHmCTP9qU59oTjCiyOe5nUE0FD2RDJ9n+mUlTt6U1Wmbs6e0RLvyPGeDgkfDMbzRuST/7hP+Ce9zgjNTGikLQb3LwwQ9Ku029bCgzmjQCZRlzdoNyT6KVkGBw2I/xAi7N9aY6sW2JHslN4BFoVnnwwxbE/G+XG1z3Gtdcd4XV/+U/8QIvzYKGLG8sXsvSVtZy3ZQ7idTiUXPk4/RzVX98zhtnVyVKpwqEDR/nJ/qNULAs9FkELm8QScbr7UiRXJbDKNQ58/wnq+SJBQD8LTH66cl1cq46dX6Q8c5La4iJmNEK0b5UAgMGgiqo7W8urqj33P9bZQ3HmgEBT1+kIBIgEDCqNBkeXihxaXGKhZpEKhdiQiLEplWB1NEwkIMLK5axfe9Vti1zhJCcXnqJcLVCoLLJYnCcUNDj/nDS//5GmoTHhDS1xYVks/voTJiNfeQHXXvkSXvqiTQIIVB5XjIYEc5OGTlrrUO1P/1yeAAgimzhvBFoUvKKdW23O4EnfPc1V7OKQ7bQwZ5ussmAVvbi5FpWv5ip7k37bWqaeBdHunQgaLbN+8vm/n89yUa3Ysg9lFNykobO1WlDRX/73nDFMPjh/WESEebYzcuasxcRa7xYzebVDTJJvjbTzACJ47J6MpPOYUH/5/RD9UXFbq4KdzVYeZ8h2yFSKagZuUrfV8qUdj5+VlG1fCUIlwJTK2KxbEiyeP67NiIos4jaV8M7Qospanqw9If6mR5YLPdrBoLcfMo04/bbFaqvGHV39aptlSSuWvBEQLHFoY8u+n9RtdW5OBBzGIzFu7D6fIZJKWKNmFKXoqS7Ou73BCJusMlvqFd5QOMmOrm4mnVnRztVctlYLDNd9AB7RNs4bAZbGN8O5i3zoe7fxxb/6COPhEDuSnd46i1xgeV7//+y9e5xkd13m/z73c+rSVV19me7p1GR6kpAMk3AJipkBOm6IsI67YHS1NXHX9RIaf7rKxNUBNww4RmTg98oEcZUmriiaQKtrQP0Ni4YgJUzCCgEDYSZkkh6mMtM909PVVV2XU3Wuvz++53yrOyQQEJPg1CevSV+q6ly+dbrqqefzeZ7nmJnh1tppoqnPCoFIUvOlKQ4URjnY7HC4LmYm786WGJ7swV9+L/zQlyEbwCcu48a338frX3uCPx79IkM/fEoAwGwA//0TYh5wvW+f9Hyqv7h/npEXbkcp5Wl2e5xdOk/b7ZK7aJzMRWMEispy9Ry1czW6XQ+UmM56m57bRY0H1i/fdsUx+D5xq0337AqtpXNEnoc5lCezZQwtn0Mx9MRfZ7DKg3p+1QUDAsMowg8jwjjGDULOdDqsuF0sTWUiY7M9l2HUtsnp+jd8MVRVDVO3ieOYTq9NGIVYhk3OGWIom+XKHdt45Uuu5C//9/fxq785JoCKczl/9uHd/J97LuL/+6vtXHPVTq5+wSVcffkOvmfnZdz1sR184K6Xs2Bo/MRbkhSNqLMJ9G0EFmXnKvHm332MGWOaBT3JAE78A6vRKmglZiJNmEMnKtRZryvUncmb+sHGeQkC0kzW1CImZeFSMHXn0BjTUShA34Z26mQoWK603XvUcNjtNgRrF7dZ0kx+cuwFOERSTJKyhikgOmZmmKudpq7pzKpTIivZ67LT6/DeYpmdXkeCzTS5Qhpu00/ymDGmZctx1heeiilALMeK9Eok6oC3xLy9wUvOvkQyeH0g7ff30TshwJemcsTOS0HEXLcnBSiHa8sQ+5IdnQkjmX5CWBOsHEgAuLfbBG9JtGlTyxUQIM5LhBwb2cANgpA5Zfs3uEqfVEmL+H0/ch/XNWs8kCuyx3elHUvK0oJgO7d7bp8xJvFPVIxNyTdpu32325Bga7vncig3zI3tGrN+KJ+3mVBEsc1bKtc1a5zURDbw/HrM9a0anz736KbYuJvXV+R1VAwDfr15BcrfvpL3v/hXUX7lzQLA9yJpXXNvrkQxDCTQfNxy+IXHXiItYA7kVAHWow4H8hkeyBXJxBHvXVnkSv97ufZTr4HKCwQQ/EAF3vQI/PgXsf/zI/Cyx2HPaZjoQN2ApTx86ev9K5/rumN+P3Yui5Wx0TQVohjfD9AsE2N4iI6qsLpS46HPfpmVM+fJDuVwshlQIApCwmS+eVDPsKIY/AC6PaL1Ft2z52mfOYvfaKKoKtZwEWs8EYEMWsCDeh7XhSMM8X1qEbR8H0UBXVXIGzpjjoOpqWR1Ff1pmL+NpSoqlmGRzxRwvREUFGwrw0TpIizTxNRNshmbraPDWJbJqxZCFFPjqovLOJaJgoJjGRi6jqIo2KZBMZ+lVBzi/3z0PJ1Ol0t/v87Dj9X44rvtpHVoiPg0YxL8JaoJ0zOrTnFU1YSwI3nDnoltKqoBnS9TsbZKixh8uKZV59qgwSkE+HnIyknRxxE7Lw2SF0xbqoNnPY8lTcwLTiOYPcyMsEkBdrktDhRGmXObzNsiVSIVXZBEv+1v1fjtke2QPP5+p5Ckczj9FmlumGIYUNd0ETOXzOSBYC0nQ48ZhCp1JuybV6dAeTIRpRB1hOLaFNYwMnkEExSb2UAV7Wf7EglGD2VzEMNOr8dkYk9SxpTgsa7poE+K+LFEAJK236/3ulQtwdg+kCtSxuSogcwhTmc7jxoj7O02eUvrYS5++4M88rbv5fJ3fYb5d90k1NVPFS+3MR4OIOwwq06xEJygrutiaGvj/eEpY9/SWcE3/tV1zA+rHGy2aGsau9wWp02bAxlfCjaqCKaQbN/PcWfi07dkTDOZnFc1OM9sPMyhjMXBUBiGH8oNM+e2qGsCJKXM4m63wZ1DYxxcX+Fxy2HC67HbbXBWF8D+vcWyeF6Ttbqut8adjJENQ3b0XB7MDDHnmZzVI0j2W9dUCWZBsJfpPu/OltjbbbJveCRhFuugGBxeW2VfcUj4CAI/PL6d/a2aON4tnc1pIDvPbvg5+epFQBvO+rCiwNhzPx/48c/+L4785ScwzLOQddAdix2XbEONYhQU4emnafTCkLDVYeX0OWzHxuv5BCljH0MYfWMR3DetdBYuihPrrFhum6cCl2lbVEFEpqkqqM9TkJSmp0SRPM/I9/E7Ll7bRQkCiCIiwBjKo2cz6NkMWIZ4PxmAv2dUbZ59NnqQHXwBgcBat8tqrBADJctiKpth3LbImybdMEBRnjkpqmsGpfw4tukQxRG6ppPPFAXbrypkLBPbMPieKy4V6mFVIe/YT9leNnRd/hst5AnCkNp6C8u2+F11jXKsJRm2lmCZ4mEW6EjPPEBYuyQgsRJ1AEN60QFMhyGL1qVk2qeZynf4W29EzoOlKtaUTUsZt4ON89w5NCYG/bMO5RgZ3zXntoRyNtKk79u8bYlIN114CKYs4VHD4aTpSE9DNFuIVrRiAo4Sr8EkTk8sCsyE/bm6iqZSVoWP4GwoWoCLyTxjKj44Zmak8TSQpJAYVNVE1YtHWcmyYIo3qHKsSHPoMshjAAE6K2riARi32e71wMhRUUIRF4dHVTOge4I7hy6Val/ByAovyCXNpJxkQy8YGvvbtb644k2PcPnZPF/49RkYM8RzC5uB4JPmSWesF3JD4xzLpguqSE7ZfCGN9B+/kTlMrGZm1SnqAN5p3vor/8Sbf++1nDZtOUc3bwh195wXcPvwJFUlZn9rTaq6U2HS9a0WB124c2gr29s1ykYJ6Gy6Zm5eX6GYXF8Vpcv7O0ucNB3ZMk7j46p4zNdWaHsumLZUnb/s0lVOff4tnLvox/ix3Iu5qS4i3Q7kVA43FI47AcfMjPQtTNv4ALs7DXb0XDqKynxnnfvyJeZCk3mzxu3Dk0RT/wgXwYf++WIAXuS2mE8tkjbWrqdg+8zkNcITnnnPRb3l7T+HY1mgwc6XX8nIxSUue9kLWXr8NOefWEHXNabGRnGyDmNbx3HyGTRDxwfsjMPUjik6zQ5dt8vo5ChhEJDJZWiqCvG36oMdReCHxEFAHAQEbo8wCAj9gCAKiaOYOBQsowISDKmKgqqpqLqI6dRNA8000HRNvA6rSS7JRqC4EUzp2nduti5OFS8RxFFf2ZumfESROLeej+95BJ6PGkXoikIUhAS+j6brWLkcasZGc2xUyxSgdtD+HdR3QSnxv/EewPr6OoVCgQ99/v/S1HSKpsn0UJ6JjENO11BQWPc8coaGrRvP2Ak/ikKiKJRvBbpmkL4xfCuA8skVxzFeEPDYmXN8/P9+gSeeOM3f3LFdgrT0zTNlqarBGcr61r4RddwWylCtJFixsAHGZN+yJZn5S988U/VvasYrTZuj0zKdQ5oqp+3oVNmMx6wvWsQVNZSzh+mwfio8ebr9PF0JY+G+x1wq+BAsYCR9B1MQt/Fx6fE9+VjT492oun6qNUjvnx53+jjxxIq1WzA0ab2TzvzNRJoUT0yGnjA7jjQ5I3fSdLimVScTR7zh+q+w/qUiBf/FYmYxVe0+VSUM3+HuKPcUxgGe2mD6yY9JgOB822Eu63KwV+DOoTFuWVtiX8HkYCtiS+BxX160Uo+ZGQmmUp/Fo4YjfBCNSYg6zPX6Rs6zvlCsp/Oqu90G2TBkSyDUwpOhx3XNmrSOSQ2e7ymMy3XeyEKnz9/G3xdDn2wYctq0KYY+h6wu8csfRvnC9RKgpqKQI3aearTKydppLv7Dj/P+N9zI3HBRzv/tKw5xsNnhut6aVAPPjWzl0+ce5WEtyxt+6nPw1srzgt17uvrbR/+ClVNn6TVahFrM+CVlrOEC3UabzpnzeOttAlVlbMdW8rZNY+k8imWgTJboRCFZP6K1vIq3uo5lW+jDOby1FmOXXcSSEtF5iojMp6wE/AXdLv56C8Xz0YAwCPHDAN8PCMKAKI6JwoggAYHKBhCoaaoAgLqGmXwIVhPz5EiBKIoJ4ogwEiM8lm2hKAqxomDYNpppoGiawFgSED75tTsBeMSbMHuc/D6OIqI4IvIDgq6H73nEYYiqqBiqiqYqaEAcRQRBSM/38fwAVVWxHRvDtoh1HcU00DMOqmn8ixjNbqvFm7//39FoNBgaGvq2tvHdWEtLS2zduhXG7gblWbbP6X2eF2//OF/84hef3f0+j+qCYQJ7YcR4zmZ7LsdFuSy2rqEiXhsyxre+DKqq9VNBSH20/uWf+hRFwTIMCtkMecehkEvaolFHtHlJwFbaEjUmqRIL1kqJobckwEksmC/0LFX6+cPV2NsEfqT1TIx8U19Q1pgxpkWrmdQA2oRNP5P4/ZFsO2UshXfckiaOZxphAdLWNJac/szhxjzimTDJ3k1n9hSbJc3eJP5IvRIXDI2Pr5zks5Z4kbyxXeNQNsfhNZEKkQ1D7hwa63swJuBZAA/x84Jpy5nDSU1nl9tiu6axGziUG5b3n/X6ICUFlQumLVhXa5tgn1SN6UijonRBybCoKkyGwnJnp9eRrdGjhsN1cY0HM0Nse/AHuHl9hYOINmk1OrPB3mVDK3fD9/sybUi9IZ9c6f2Sr/NuidtKU9zYrnFbqcRMFHLACjm4vsLtw5PMRCEgjgUEi1pRusz6qgRfKWs5o26BMGKnF3Ek8eGb9UPpB3l4bZU33fIP8D8e4jOFn+Enx14gP0Ts0gvyGqvGbfYNj1AWb6tMRyG73BZbAo+rO+vcVZyQqSyp2OPAUIH9bZHucn2rxoy6hTcezYMjWte73QZ3Z0vcsrbEvOlxsBVx8e4aj/zcXnKKADQp4J0NxLX23mJZKM5LYwD85NgL+GrhfiH8+FbTQFKByNC/7ozgXY98CM2y6JlgbJ/A9EMiNaata9S9Hqqjk902Ts4PaROzbukEKtiTJTwF1kOfXhTRUxWMiWGKIwVUTaVjaOSG89TUmF70TWjAKIIwIg5CAtclaLuE3S5B10PTNLSMjW6ZqIqCEUdEUUyspIRaLFOVICX3xM+qoqACasK8RVFEGISEQYAfBHieTxCGqF5fjKNaPRRdQ1FVwjgmiATQDOOYOEYCTk1V0BUVXU32lpKKIPcVRRFBGOF5Pj2vRxjFGLoOpgmmgWroKIaBbpooSgYTUDQN3TLQbAtF15//7exBDeob1AUDAoctk8uLBcYcm4y+4bTjGEvTCL7Zi+A3KeU7Pc0Qx2iKQjGfWLYoG9qc+FQVxExY6pUX++I+plB9bvSl26QqVgwmwy6Laj8WLS2R7NDjiL2VSd9lUXWkR6Fg0TYDxyc/NjWYThM1yrHwk7tzaEw+fm9X5MRWlC7lOLsJDJbVEcG6xb5gFuM+yE6B51y3x2+PbOeDtYf5vpV1XtP4Q94JrO/8EX69eQUnzZQ9TEBx1KGiZRKRhyE9844aWaY1ARSKSVt041pJ6xozFvONKajEE8bNyTSJBL5KRjKWG+cFT5u2VKzODSnMxmI/9+ZKfUW3vlWsQ7i4GeQ92WJIdZ4ySi6936x+KUuayX15weTd7xQks1dWHdqa2F9FU1lMhD5pzQbC3LkYBuzouVJBnD43OxFClmLocyhjSWV1U9PhrLg2r9ra4J1Lp3jIyXHYy7KvNMpMGHFj0gpfVLQkYaXATi+Sa3Dz+go7vY4Uh1zhtthXmqAcKxxyYtBUbgo8bqovMzdc5GDjPFsCcY639k4zN1wE4D/0qiiP7mFeW2GuKKx7ZkIbqHFds8ZcaYz97RYLWTGr+bWt/8j3V/dgv+KcEIB8q3Fw/8rgD2D+qx8i1DXiwCeIY3RVRTNVYsAP+50IX1HQLQ0vjvHjiF4YY6gKITFeKD6iBsT0FPAtYX3VjQJcTcULA57y1S+MIAiJwoCw6+G7LngBsefh9TzRBs1n0TIOWsZB1TXY2AX5Ru3QtAGVtl2Tr0oYofgBahiiRRFmEBKFIYamJa3bSHi3RhFhGOJ7fgLgPPxAsI8pCDQNA9u2wDRRNdGeVZXE9SFJe0pBoeo4GHFErCiyTa2ZugCBqoqiiplx1OT8VEWc6wD4Deq7vC4YEHhRNsNkxsHUnkQ3K4Lyfzadw9MO/DdqPacvipb5JDCXmiCTAJDuY8KGRhFikFn9UhZ0kWJR3nBfQGYDL5i2EFeoISj9Fuic20pm88T9pyNxn1lfiC6mw75p9cb29KZ9JL9HzW76eRqNyXCD6lTJiPSPDQKPfku7KSxfYpF3TOyzEJwQc46G2Ob2sauI//g35H6H/u5DHPl3t3PL2hK7NJ0DBZHQMdeLmHfot2w1YZlTjVapIoBnxcnJ26vRKlWtJI45CkUKStLaXUzmC3d6TSY1nf31xzlUvJjtnlDabpyD3OO7EuTs7TaZK9ocbEVAi11ui4edHNe3xNc0fk3WUwG+FBD6q19nHYPqcLBX4N6c2M52T4h7phGijJTVS78ebJzfBEKrcZuykU3asD735UWbvYrH/pYQehRDXySPAPtba3JbR+w87b94FYc+9jqIOhzW1smGIW/cfpLjZ3NMJUr0GxrnaGo6BwpiNOGILYD9ouokGcNdefq3D08y64kWPeoIVWLZtp5fq/OG73uUbY9+f58pVmLcoQd4gbIb0ta9VmJ+9QyPWwn4DYRi/H6nwHxtmVwUcmdtBzexDDvWNotCnuN630MfIFI1fE0DTQCetIIoesrXqh4xvQ2TPT4x/lNM+kSAu2H4r/t0g4BBSNBqE7VdCAKCnkfHdVFRsB0buzAk2L9sRrRB/4UxaJIljGNUKS5BgkTxffqzYBoV3xeA0Q8wgoAwEasRxyiKmDnUTQPNSkAgCEZSEcxg2krWUDDSlnIK6jb+PJjrG9S/4bpgQGDJsr4eAIL4FMqzbZT6DFrHyYyLHwh2beOcGySAMOoIAJgAGKwXsqCGzERm/w0+ZegUgzJZCWyEpQtUVJ89yXzXvJOTs3gCKEZJykd/Fq6MAEppMsbGucDdbkuIATSVctyf8eoDxc2ANm3lEvtU1QyzXshRA2YoUlFUCM4nPolA5krR1o59ZkIxg/b+//hLvOH1D8F7PgHrIge4mTB6G+cOUyHLoqLJ48Jf68/0RZ0kBQNQ+qkWs143aXsq7PSaLCYANgWyR8euEI83bdk6BthDOtMWsDv0OaTXmPO20NZEm/VT/+Fv+YmPvobTiQIbhNiF+CkUwU/THn5y3vABq8F+V6zz3dkS+1tiZnIyEXZsFOHcm+vPUqaAfK/blG3gFJDORBp1zaCu6dQ1XTKdqbUMUYeZyOZ+p8Cs1+WPRx/ig2vbuCdX4vTZKzlmZpjyutw5NMbebpMr3BazXleC5g//0Tv4zI/8Z/40P8kxMyNymp1cMhaQkdfNTBgJFXo+A85W3vCx3+OU9zGh0l1XhYjjL0vs+dWXsGDazJWENdPjljj3Ca/HbaUpbq2d5nHLYW64SPzj/4e/+/2XcDFdvvb2q7n4P37pOU8Ded/DH8TXNCLnOYoVS1q+URDiN1v49XUiz8MwhHAjYw6h6DpGxkFzbOF9953OwFUUAXy/SakAoYUWxxipGvnJmDcFcoOc3kEN6mnrggGB9lPkNaaMXJS0WZ61egYvSGqiiqs31ynHYn5JxrSRiiDE92VMFlUSRWdDvkn3/fSMvlrWP8WsOiXzVmciOGqYm/KBZ8KQqqYKkBecAaXAgpkokPWtAqQlQDC1RAGoZHOb20H0mcDUYgYEANzbbQo2SVHljKOwpRHt1XIM6FulZU36uD1+yOsay7x5dBvVXMzcp7fCS2eIH7uNmUi0niExYcYTQoZkBjA9ztTupJKYYJ82bY7YYnbxzqExCbYFiBQpJSJ5Q7Qyp2ObKnWmKcpzKoZBYpEjzKXrms6SZnJ9q8Z+Spw0dY7Yed55/hRf+JPLKeb7YgyARTvPfK3EXHZzXNxBf4IDGR/CDoe7o2I2EJ5yNvCQLtisg+shB3IqZfqq3rS1n1rpzHpd5mor3DRWZiaMZLLJXLdDXdM5ajjs7TY3qXCrSkxVDZmJSD5IZKmEZ9jfszlpOry7ein3Fkvsdhvs7jQ4MjYt/SWLoc/tw5Ps7TY5lBumHMMdP/7/8ECxKMHzlNdlVtM5aoyw3a1tOoa2pnGw2eHWnQ+KkzVVKG/wefxPNT703s+xcOaVzNdWmCuNyfnQqrPKrC+sZuqaLofPf+AlZ1BueAxG158TAPiTv7ib0amL2Pq934tTnkIxnyPwF8cQhoSdLn67g+L5dNabqKqCmcmgD+XQHVv43alKfwbuuQZW2rP4mj2oQf0brQvmr+jpmL4ojiQv90yVwf/SUuRY9NOXqiqoqkrbbSeAJqmNJtLxk5ILQuF5tjEmDhLWUM3IOcGjhiOj2CpqKGfDUpWmjDOT1jTC/BhjcoNlywiATHtIa9brcrBxnmrcZiaMmPW6Ug26qAoWMd3XZOh9HcMJgrWq4gmRShI7lrJQu9wWf10Yk8kk5VhhJrb5rfFbhKF28riZ2AbFkBFi6VxjKgxJ1+XXyieYt1RuXl/htGlLA+v9rbVkRjJJFdFKoBX6FjRaiYrS3WS2nQL0I3Zexu3dOTTG3dkSS5rJLWtL3DQ6wUJmnLqmS0PuG9s1pqOQu4oTzMVbhOl1AvLamgZhh/3BBiX0RhYwcr+eFSyMyqSQdJZyb7cpW9VEIj7vzaPbOFxblucw1+3JY5+OQqa8LjfVlxOWtyGSUhLBSzEMxAcNfasUv9w5NMZk6HEoN8zH8qPSFHtjS/qYmZGt9n2ZNgvKGld31tnpdXhRT2QP39iuyW3OOzkRKZexOFAYRfmbj/J09f3VPeI8hov9FJdoFRSb65o15i2VXcnzee3CD6O8uAZXPfa02/vXrLf+yT4mL3sBTi731D56z1bFMXEY4a018M6tsr50Fr/VxrAsnLERrIlRjOIQSsYGywTDAE177gHgoAY1qO9IXTBMYBTHhFEkvfripA0cx6A9D4d7dU0l55hYhi7i4SJh/SLFE2Ez+T6Wb3RldYR5J2HelDYzsS1tP6pqSFUxKFuXssd3ZfLGdKSxqGpMJuM0fSVtkv2bZBlXNliupPYsKdso2siubPOlLdRKvMqMVgT6jGBV7ecVS+YvrFHRShK4ilZ136IlnU3c6/V4608cpfuZcZzGy9jfbjBpitb19ZAYFetJNnHfy00YBofJXGJXgpr3d5awT/w1MX8NP/havnZ/ie3FUcqqADZpmslMBBCxqGaZDkPBdCFm7Cpqqojui0r2+GItUo+9BUPj1voKdxUncAv/lw/WtkmPxiXN5O5saRPwAZHZe8TOU4+b7A9KwgBZa0J0/mlbwiAMxItui3nnEqrhKgumMO6e15vCSkiJKZOlGq4yTZHbhyf56MpxPqULkJYKP6axZRs3VTnLbOeEHST2mY409jVPcTi/jVtaSxxPvBavcFs8kCtSxSObrFnamk5Nqiv2NmYijfvyHrvcFrePbGO32+CQEzMb6vI6u3l9BYC3fvJtTy3G+ITOHT/+/1AZDplfXWauaHO44bFveITDa6scd0xeG61yuK6yb3iEj69Uec1rH4fffQCqPXj1v+5E8PwX/xBUDa/RoOv5qNksI1dZDHddYreDms8/ax9AN1UCAMP6Oo0nlnFMHSeTxRwewshlUCxzAPgG9SzWBpPxZ3WfF3ZdMCAwCCO6QSisYZLXtCiKktnf59+LnGkYjBSGGMrlxezfBgAorE/s/rxfEpVGvGEWTslAGIkYOX8J7EskwBM+d4vMGNMygWMhOEHZuEq8uWv9WbW0bZymb4CYOdvjuyzoEdVEuJGmaED/GMrqCNevr7CYtFgFuNSoaGmrOtmHKsBFCvZQDAmsIGEm0Thmapz7qzLjb/0c8SdaKF+4noON88w3a9xVnGCn15GzjJL1Sh4vfQMTAPXxrY9g7/sn+IQOXQMmXF41+iJh6qyGfQFLol69N1eSKSB9ACgUzKnP4PWtmhR6XOPVN8xHKtyXL7HT6/CCxm6mi6Ite8TOyxb0hNfj7mEBBiv+IpPalGTSDuk16NUohiXQn9QG3tAWnlWnuKZV57iTS3z0MixoSWqKMQlxP31lSSsyGXrs9AJen8w2HmycJxuG7O/0uN+xubFd46QpntfUlDtlFothwEyigv6BsV3s8V0eyBXF8x7DvtIEBxvnmQttDuQzlJWsBHULpi0ETWyTZuWponqnZjAb6hTDgJOmwy1rS7zpdV9k/YHRpzZw/oQOH/0ekYUct5M5wJh7CuPM14SaeDZQ2T52lYj1Uwxekm+w/qUiQw/7sMv6+m1+B+r3jv0ZYQqgEn2WahhkdZ0QIdAwh3IoYUgIxM/mOApII+So2aa1dBadGKtQQC/kURx7MEc3qEFdIHXBgEBVVdATSwDiWPhLhcEm9e3zqSzDYEupQC6ThbgBWolq7CVzgaZsPaIYENZke3ZJE4bNN7oNDuWGmfVUFiLROgX6LWT7Eia9LjMIRemM9UIWk8en911UNbH9mE2GyjNhKOa4zFyi6u0DxOmo7yEHcGCoAHGbWV/tx8QlghJpbq1moPsYi9alQqyi9WPX0nNMI8x+zHwxlXdfyf52i4PheR52cpwOAyZDT2QQJwrnOS9gWkvsZ2KfcmzK45urnea/+i9h4W0voqxkuWVtiWXTYo/pbjKgTgHTw06OT/2Hv+ULf3I5R8euYMLrMWkK2xWRjyxA88NOTs63pQKVw7Vl9mXabA9KnDQdCfoqdJiv9c2Ujzs5KbqYiQpsd/uznTOhYA0nvBZz2hYA5pWzfWsYdUoIUTyXZdOiruly3rAcI7+mz2Eq8FlUhQUOxOI4k5i11EMyTfbY4/dV3amSOfUMXEySXBa0DmV1RFoAzbkimm7eyXH83Ff4c2ucAxmfWTl7egmfPvcor2h8gDdP/hp1zWAnyBnEYuhLNpFXPwoPjHLtjtt4x+pj7HnJWZRf/6SwdLn3JVz7t/+BqirELIccceFd36oxN1xkfq3OWd1kvikA9azXZfyqdfjYx+GxWETBmd8+APvQqXtY9/yvV9k+xStrpOubrFjCOO5bjjyblQLAVofeyip4PrnxMfRSEcU2v3NpHIMa1LdUzwUTOKgLZiZQUxQMVSGOIzzfw/P9xFj0+fliZ+oahUwGS7dhQ6u0rAgrj3KiGC7HCvTOAIK1qyhiBu9QVgC0BT2i7FwlGDaEiKTMZqAn2qeCLVtUtc2JFFGHvd0mRw1HsloVNWTeEpfO3q6wc6loqvCfUzWZySva1AYzsS1Yww2zjel8YlnJymORKR2xz5JmMuuH8n5p2klFDZnr9rjfKfCwk2PB0DblDNc1nZkwkmBiJoxkkkl6vvMlAZrmehF7u03uKYxT1wwJoNNjqShdimEg5uf+4lUcUzKcOvEWXhh05LmXlSwVVbQ70+SNJc2UApUHckUOdwQVdNRwpCL4I6vr3HzV49zYrsm2c5qEsqiKyLU9viutU67urNNMwF1d08WMoJZhvu2wEJ0WbVz1NIf0mnyu9nab8nyqSiznFMuYcg5xJoyYc1v8YFBj1hcxfKk3ZDqzuGCIkYLDtWUqmioZ1qOGALVHDYf9rpjZrGs6t9ZOc8TOk00sO94wcgWQGE8jWs5zbov3Fsv8XeHnpQXNvJOT84ZpK/03649zx6/8GAXvhVTUkFeOX8YXvzgGj24TT/jLHu9/WEk+GM3XuxzIieuzo6hc4rncfNXj/JfpU3z49X8HP/dP8MvXwHtm4G0v/2Z/ik9Zf/DQB3jPox/mXK/39DYrz7dKPfnCkGi9hbt8Dq/VIlMqog0PwQAADmpQF1xdMCCw2/Vp1FvU15rU15p0Wl1h/vmvWHFigpqqkDd+/81KURQ0TUfRNA687XzyS0MKG9L25t5uk7JzVWL1saFdltyXsCFv2+gLB0jFZyrOmAkjqkrMR9a1vq2LIixCqnjy9plIkwKJI3ZegtE5t8V0FEqT4hS8VtRQeBZuOIbpKBRCjbhNRemyP+j71s36oWxb7+02pVEzUYcypgQLqX9fei4VNZQACGBB60ifvhsa52R7dVHVpO1JChaP2HkBZNWwL3RRM0LxGyscyuY4l8zsvWbl/VzXrHGF2+LW2ml5DFd31pMWqwCJO70ORw2HfcMjkmFM5+pe/66/R9lzDhCpJzfVlxNVsSHB8JJmck2rTsVfZM6pcToB68UwEApbfStzTo0ZY5q6ZjCnbGe+LdjWWa/LvKXK858JBeDd221y8/oKh7I5KtTZ7TY4Yuf5gbFdbPeET2DK/u1yW+x2GxKIP5ArSsCerlEKalPWcMG0eTAzRDVaZUvgEb/vANe3atKWZkkzhVdf0ja/LyO8Bw/lhplzWxyx80wl4wS3D0/yqWSmdH6tzuG1VebcFp/SCyi/dyPvL/0S1/76LVTjtmj1xj4otkxC2d8Rhtc3/sI/oexoYb+oTvzPJVgt0P3MuPg+5xFfu5f1nT8igOH8NKxs8Gx8Uv3BP3+A9xy7C895+tjD52XFscjy7fQIztdZP3WGsO2KFvBoCcWxxVziAAAOalAXVF0wIND3fTRdQ9d0iCI6zTY97+lf7L9zFT/N99+8VFV4Zq2tN6VqFehbv7hfYt70qPZOiAeENcpKVtwv9sUbdpIbLLODgZnYZjL0kpk2weAQ9VMofnh0XL7JCwsYBxRDghuR9rEhk1eJE2GDzm63IdjEhDVMGbxqtCpj3KpKTKX3FcnezMS2ECNEoWxZAqAIMcKsnwAzNSPB6hE7TxlTHktF6UrGLz222VDc/30L7+BNq7/LhNdjj+/KVI+0vS33F3VAMUSMWpJTnBpLlzG5fXiSN0/+Gl8Y+xnuKk5wT2Gc+/Ilydw9bjnsckXMWboeN7ZrzESaBKB7fJc9vsvd+/89X/j9XdzvFLjfKXBbaYq6pktz5VvWlpgMPWEJk/gDHjMzVKNVCbxvWVtiTtku84nnbYu7ihNA0taPbblfECC1rukyOWSGomTcpqOQbBjKlnWqok2f391uQzKJe3xXHucxM8Me35UMIgg29nDD479Mn+K3fvKXAaEQrviLVDSVm+rL4C9R0VR+prMECAPqY2aG6UhkBe/xhUo49fo7q5ssmxZTXpdMHHFwvcHjlsNut8HBZod9xSF5zVzdWedgK+Kk6XBr7TTXLvww2/7xB2HZ4e+/uJUv/PoM9ivOoexoce3/+nF+4bGX0G1qxP9cIr57J/zivxezhg9uFoz87sN/ipfOy323VRgRr7fpLp1lrXoa4hhnpIS1ZQwl4wySLwY1qAu0LpiZQNuyyOUc4jhCtyBqNGmtN8lmMyjKv/6LehQFoKgoJPmWz+ATt6aqOGYSrJ5UCqxm/RD0S1lQNcrWCHs8lwUjL6xZYpsqTSpRj7K6tf/YBCSlEV0zESyqqfAiS0WNE4PkTJKy4cmotHJsJmkiCnsCle1eYvScMHRpmgSGxkwUUqVOVStB5PfFKxsxcOZK+a1gAA0mg36u8ZzblErfJc0UYoKEEdzpdVi0E5Wxmk3ECirXtJa4fVjY2FQ1FVSNObeF8tO/STT1WR7IFbmmVef24cl+67l7goq1DYKzIr4t7M8RVhQfMCDqMZ3ExB3KDUtD5QU9Yjb5HFXRVBYTtm86CiW4ShnAxSRRBJLM5dFtfLVwP4uNfh7zkmZyNBHRLA5P9sG96lC2LmURKDMi93HcyVHXdDEfCBBPAv2ZvvRcq70TzIZT3JcvcdRwKIYB+9sC5B3K5iA4w6m/Osy1/+md3FRf5sHMkMzuJTjPrNcV6uRuk3m9STEUbGY6/7fTE2DpU4/fCsAXCj/Np/QClRPjXMcarxydYn6tLuYZ3Ra3labY365xMu5yOL9NRvZVNJU5t8WU16Xu5KQoZdIU6uFUUZ2Kb1Lw+9afOAof3sOBoQKH11a5rTTFVwv3c+zEMC/96UfIffClACjKtcxrZ/isPsTCX7yKX3CfoDKmUnFyHImv5r1fXOQKOgzne4zvuQR+9CFAh3Wf//m1u4gt/buLKQtC8APinke3sU6nVsdUFKxslsyWUfRsBky9/1r03XRugxrUoL4jdcGAQMPURFyQoqIbJnbWIej5NJsuQ0PZb76Bb6cU+T+UWEaXP+PSdY1SIc/w0FC/lZsIKhbMNErJF356pi2TLyqKJ8BCYiBN1OFgsyN93NKW5B7fpdI7Ac7lcsbwqOGAfwaMSWmtUtUMpsOQacQbdTEMBLjpnWDamAY1SxXB0O30esxbKjNxkcXEqHom0phMFcOxIsUggrEzpfF1Mezx4Rd+lnNfGuLe1iiPmQ4zCVtXjhWqUZOqVkpMmRFspmZLRm+Xpm9qb6e+dzNRyFu+ugtMpGGxmCOMpWp6Ud8q2tMqQJJWom8Vx6oVqKj9eLt3rD7GT469gJkoBDxpaExyTGJmzpRgDIQdzp7EdDlVQb927eUSXKZspMznzQ1LBnBWnYINCuQDhVGmQRpSzzLVt+VRREZzMQzYV5oQ1j1BifsdAZ73hsm5xz4H1xsJyAfe+Zp+Nm9TML4zkcZN6zFzIyJmEOCuesBfF3TqiQgmtRsC+LvCz/MDLznDSz/5v3j9j79bPhefXvkq91nD0oQ6FeKkx3zz+gptTZPtYBLRSTEMEvbRkaDvpCnYVpwcE15PWNIsZ8gngpzjTo4qHk79RTBmEO94gB+55DRWLqD1JfE3lA8DTps2+wuXMb8q5mnnSmPcnylwtmdybbOO+/aruRjgslP8/o4/I7C+S6xSej54PoQBfselVV8n6nlYmopu6FiFIbTCEGrGRtkQpTaoQT33NbCIeS7qu7Cv8e1V+mk3jAFFJeNkyGRzdN0uYRQ941k9SGf7IuJvMhCubPhPJml8C1jQNg3K42MMF4qC3YpWIeobM8+EEXPdHkRN0fJNsoL3t1ubDJjnepFITohWhUBDieWbLPYOUAw5oweAaslc4LRlvKj25wSP2Hn2dpvMqlMiCSRpwVY0VbCFSlYaN5d5UoQdoh2dVjpreLBxnh9pnoOPfZzxJ/6C+dIUbU1jMvSYc8X5zIYJcIyaUuiQHtuc25JijFTwMG9b0prm7mxJChrmrb4PolRNI2YR03VNPfVQMxA2BJsZ1qgqMa8c2w4IBvOo4VDXdMFOJj8Dcl2KYSBUzpEQPKRrSuxToc6iqvHB2sPyGOqaLmPYNtq/LJiihd/WNOg+JtvY6RyeAMlCiFPtneAKtyX3mR5Puv00ZvDOIWG6PRsPo3zhes7qpgSA+eRY7ypOML96RrLHN42VuaZVT2LxfHa5LSZDj8nQ477MMOqZVwJw6rJ/YH71DDe2a7y3WCafALqUwZzwesx6XapKTD4MuEU7STH0qSoxp068hQ9/7aAEl+lanzQdjhoOdw6NsaSJ9jzAtZ+7jqamc3htVbSC1xvMr9UF2/nPW7AvaaGeeSVzw0XO6ib3FMblmqa/QzG43ymwPezyeSXPJ7/wo/zeD76N3730f4kM3+c7UPJ8WG+xXj3D+cdP0npimbDRRA0jdNPEHB4mNzWJMVpCzToCAA5mAAc1qAu+LhgmMI5jogToqaqCphhoikZghdRr6xRLQ6g8szZtjLBYQFG+YcxlKgRREkbwWzWENTSN0UKe8bFR/sdbj/PBg+LNS4C1fjpFecNjqniCpYs9wITuY8w7lwCxMJRWBGt31HCY1kIIz7K/0xOPUVT5wUj49amAQTVqJ4/zpNVKyiaW4xRgxFLJmpa0eEm+76eQaMyEIRXqwkuwtcKtO4+jvOYJAM5d9GNUHJWdmiF97+ZXz/C4JUBAKjhJW7rTUSgBQ+qFmObaQsROr8O8bW0QzvQFNKkquhwnc3SRYPMWUwDmL4GaxMF5JvO2L2cbhRefI87T0CBO1inx3Ls3VxKZu5igmMzbHvuTvOSykmVvL6KuuewvXCb98tL97nZdUPtZwen51zVD5EUj5uwWsyUJ2NFKENaYVac47gTMxDZHbLE++1trwm8wAlyXiuqAOcmCmZEpLweGCsxEGjc0zrGvNCFtfu7Li5b2Tq/DpKbTTGYX00i4Gxrn2JePORiKjGkKEXFHY25kqwDPUZNdSct3UdWo2BYHPaG8nvW6wgamBVlNgONtl/6OYEs1FWJPCm8AGcmXAspi6HNTfZnvDZscKl4sFdqTocd1zRrKp/+9uBbiiN1uj4cdIYipmHCwIQRXbU3jYOM81/XW+Cc9T/HBa2l6PtFzYd/yrZYfgNujVasRdVwCz0dRVZSMjZ7NYOg66BqqaSatXzWNR3quj3xQg9pc8XPABD6XaT3Pk/oueJX7zlSaEKIm5tAKCpqm4WQEK9Vpd2m1XFy3RxR94wsjjZh7Ji+jcRx+29eZoihkbZtLpyYpFUsy9gzov/EjrFjStuNMpEkxRjqDlgolZmJ7kwq4oqmU9a2cNIXfHWFiG0KRMmYf1CXgaSbSJIs4HYm4OWnCnLSSjxoOC5pQ7qIY/WPecDwggOMMRUAoTC8+/SrO/cHlvHny19jivJTDtWWKoZ/Yt+jcly9Jy5GDjfPcvL7CYmLkvFGRKwUdSpZFVeOm+rJgJ5N2d3o+6ZqlLUsQICdVGFeDM8ksY0Fa8BRDX3oblmOFHT1XimYAycSWY0W23lNmMH1OBNjuR6KlFjRXuC32+C63rC1xY7smAFsyC7hgCEaurgmlNt3HmPW6UoVdod5XUSd+kRttcyqayo6eK9rKwKx+KbPqFDOxLWPxHk7WaKfXoanpPHjuEbntdCbziJ1nITjBnUNjtDUt8QnUuKcwzsfXXMnEcomJsqVL/IN/zUykMV8X19GttdPyOj2dbE8okgPuKYzzX7wl7jq/zC1rS+x2GyJ20Bet8zS/OI21A+T1/2BmiJIiQF9d06moIT9bP8NPbDnDXStVDtdFLN0hJ5Z2NrNhhi2BYFbTedZRfK4NGnSCgOe96UvPh2aHztI5WmeWCddbKCg4IyWGpiaxt4yhlQqoxTxaPotimSiqKl4ABwBwUIMaVFIXDBNIAtri5NOGooroOMPQyeUzBH5IFEUEQUgQdMlkLLSnVQE+c1ZP+TYYwI1l6BpbR4aZ2jLGrQe+ym0HRbyXtHAB5jyTI3a/dSgUrW0W1SxY2xKrmBq7XYVKblgKL1IVbBrTVlENKooqW6Rp+sN0pLHTEwzMDH1VrQBPfRC1t9sU/oGKLU2phfmwiJoTRr4lOae404uYTGxa9nab3O1Ocn+hAGGN405OeudNhkjRxHQUcmCoILOPU+BRNWPBGoWaZCZnwkioZWOfasoCxn2hyoKa5MsmbWuR/xtDDHNBnmOqRqX3CGSupBq1+0bSybZSJW46Cwm9ZF6xn9E8HQkAkwpbSDwar2/VOJBTmbfz7G+tCSuTdo0HckWKYcDBnvBBxE+j4UIhADEvYdabkpY4M5HGbJgB+krWBX0zhCnHCh1FZSE6ven3FX+RRftSQAC0P54+xX/1X8KxXEna0exvK9zv9CP5lqwXQqIkPmoIo+ijhsNrx3cQf/6/0/13Pwo/+Fp+6/O7+PHeOSrjKneETa4euTxh5EzmuqK1fGvttBShXOG2+J3cNFd31rmnMM4NjXOQXNJz3Z6wjRkao9o7wVy8RYpJJrwemPDFOM8bDvw9177te/lN4PIfOcUX/mqam8bL/ec8FAKfNKYvNZM+6T7B8GSPPzp3EZnP7iH4Jh8Cn5OKY/BDCAPwfFqra8TdHnEYohoG9nARLZNBzVgohiEA34DxG9R3VQ3Mop+LumCYwJS9i2KIkvfIFJyZpoFtmzgZG8PUCYKQnusRhU/NByhJ/vAzAXdKAta+XSCoKgo52+KSiybJ5/KiNZaAkJRZm7f79irp79O2JABhDSJhsJzOtc07uSRJQrRoK9Rl2y1tsYIQj6RikpSBAQEK0hnCdD/ztiVm6FQRE5amT0CiktVKkl0sK1nmnRxHDUeyeE1Np0KdOc/cNA+Wzp2lzFPqXTjrdeV5z6+eYX+7RUUVHnkpwzUZenLWrxwrSWtWrN9ct7dpravRqlyPFICSuTLxnxOPqfZOSEY0NeCuRGeZT5S66TZvbNfY221KZhHY5ON459AYZXWEMiYTXk+u4XZPpHPcmytJZlXM3wWCvQsjimEggG5i2yPuI46xGpxhNhAAPV3XqhJz+/Ak820hMlnSTHa5LfYHfcXyffkS7zu5ne2eWOMjdl4A94yIVTtmZrimVZczjacTr8prWnVhQxPW4I+uxMoF3PF/L2dL4HGcDB85d5L5/BSENeZ6ETc0zol5RZC2OA87OXF8To4HM0IEta80Iecdj5kZaRszq07JUYQFRZiS7+i5vP7I++FNj3D5yge5vPFn8FNHmc9P8eC5R5ivrfCR8+dAH6USnaUarXK/U6CsZJkb2Uo31hj6gTPY974YN4yeP29DUSxm/dwuNDsEq2vUTj5B7+wKUatNFIuoN3tsFGN0GK2QQ7UsMe83YPwGNahBPYO6cEDghhfECIiSGUE3CFnuuHiApqmYho5tG/R6Hp1Ol263R/g0YDCtVCjyVPt8pmDxyeUHIWutNrVmG01TmSwVyWcz3HCHKwBYtCoTJiBJ/tAjKQCo4klzZdQ8ZX2ruE3NS5ZOgsSow5xnysfu8V0h7HC/xC63JcQkCeBLU0GOmRnKmMy5rb5/4cYUE/psZWoKDUgxRwpY9/gu806OI3aeO4fGElYzLx+7t9uUbF8xDITq122xpJlS9HDUcHjccpLItb54ZVHV2O6lTBqb2tewoWWatIdRbAGKwhoV6uK2ZKZNtoGtS6koSZs8EaiU9a0yPznd5knTkV6G6dqlZto7vY5M7Njju4mKt8tJ05G5zKn9STrvmDJfO70O8/HJTedQVWLqmojWm1G3sN1zqcZtGe0263XZ47vcliSlVPxF7s2VpMHzje0a17TqjIc+O3qu9IjMhqEU8ez0OiyblmDQuj3x/McK9xTGOWmKnOjfescP8QuPvYQ3ve6LbAk9/tvYNK//qz8SAFUrcYXbYtm0uH14Un7QWNJMCZLLsSKMyZORhVRwtKhq8gPDLrcvejrYMVg2LTF7+J7rxIJsiIArhj6vH7uCn9hyhttHtvUjExGxcnt8l8O1ZS6+dB3m/hHPtp4fwCmMwO0RN9v0zq2y9rUncJdXiNebhB2XCAW7NExmyxjGWAL+7AH4G9SgBvWt1wUDAs+6Xc53e7SDgBCR29kOAhabLb5cq/PVxjpnOh2iGEzLQDd0oijC9wO6bg+30yMIBGsSxzFhGOD73eRfh65bp9dbJwz9b3wgz6C8IOBsvcFXTj7BQ4+dZHHpHKvrbRRFIY6T2TR1hGrcFn50sS9BFSCj1yQbmKaHJKBw1g8TcNM3+N0ILFJBx4z1QgHAvCUphkiroqkSaKTbSMFDVYn7SmOSiDg1IyPo0n3IWcVkRnHj9lLRx7zeV0NPeV1mva5kguadHBU15NQ7382E1+OWtSWubwlAkwKsCa9HMQxkDnBqAJ22CCVo1Upypg+tJGfrCM6Dmu+v40Z7m4TZnI7CPssX+1IVXFViAWQwmV89I9M4jth57s72E1LSeL8U1F7TqgsBCEjl7TWtOiCee1RHJrSkIDxlgyfDVBgkgGo6c7dgaJIBLluXyjnK9PnIxBE3vuYRrg3rTCWq3dOmzW63wU31Zbnmh3LDzDs5rm8JpnO322C7J2YZ25rGFW6L93/0RXyoOMHN6yu8+af2ASJDGZCG3Xt8l4rSlWAsXasFQ2PW60q19cYZ2PQa399ak+uRDUWcXfex/gwkb/keeJXHO5fezd+vPMyXzhS4Y/VR8RypFnOeST5hV5uazl89NsX/5MPEz7UKOIyg2yOor9M6s0z37Arheguv4xLFEWrWIT8xjjFawhgdxigO9cHfQOk7qO/6ip+jfxd2XTAg8JG1dY6tNXi00aTaanO63eFEo8lXG+s80e5wbK3Ow7U6S50OMTFOxsJ2TAxDJ4piOp0efmKKG0U+PW+djrsq/nXO0+6s0Oms0us1/8VAsOn2OP6103zu4eN87svHqTz4JT775eOsrTeJYpELfGO7BmpGCjAWTFvm8G5q04Y1wfS5LQlyjhqOsJrpPi5m+5QsZeeqPihK5tZSZrBsXSri6RLAtMd3BQh6ktgjZatk23VDzYQRqBmO2MLQetYPZUZt2pZGMSQoqWiqeNM3JuUxpy3SlE0j9ommPkv83mt40+u+yO3DkzLG7FO//Kf88egXmQ4EGNrpdUQEm9JXMKfHuDFlZFEVdi4pMEn3D4BiiDX0l8R5J+xfJTrL/tZaP9/YX2Teyck1rCoxj1uOFLbs8ftsm3yekrXZ47vsGx7h6s5632ImOadiGAjGz7qU6SjkiJ2XKSIzkWjTXtOqCyaNInu7TRHRZqmCIe0+JlXVu9yWbMumx/X+e1/I4fw2eVxXd9bZ0XN53HLY221KwDXntsiHAVNel0O5YQlYQbT0z+oi7u6t99xONgxlS3lfaYJl0+Ko4XBNq87h+jrQn2FMP7ws6JH8MJA+L7vdBgtahwNDBU6aDsumxcNOju/rrfOmd/wNXkeHn5kRB/E7nxOM4IrH5b/+EK/4kcfooEomcMrrYvzD1bzo41dQqLyMlX+6lsA0nn0QFUZC3dv1iFsdvNoa7aVzdFdW8ZptwijCGMoyNDGOOTaCOlLCGiuhF3IolimSSwbgb1CDGtS/oC4YEFhttznZbPFoY52Ha3W+slbneL3BareHF0U0PJ/T7Q6PNNbphiGapmIYBqZpYNkmmqbi+wG+5+P7bVx3lW63Jv716oRhD2III48w9InCgDD0vyX/wbTcbo+vLZ3j5BNnWFtv8sTyCk8sn6Pd6aIpArgcyg2L9l+kbQJcGwUj5VgR7d+wIeb12NCajXrMWC+UiuAqXiKgiKn2Tmzazh7flW/KVSWWjBWxLxkbgIXoNHu7zU1t1/TroqptmgdcMDQJkOT9FIN50/u6c0hZonQucKfXoRj6xD/zv1Fu/gLKDsE+vfP8KX6keY43vfrL8ANfxv78X/PfxqZlu/mewrhgR3snNjGbEnCm+1Sy0nuPsLbJoiQFhuls4nQUUta3StVvOVYoW5cmiSNduU4nTYcDQwX2dpss6BF1TZft0MO1ZXmeC4Z4Puey4nhSMPlArijSQaz+sVYRLCGKLQHU7cOTEHVkPvKiqjETC0YP+xKqiPU9bdrcPjwpk0EetxyZuXvatJn1utxWmuJxy2FHT+zvQGGUN7314xRDX4KwlOFLvffe+nMVtgQeNzpLXPufb2NLID6QLJuWVDTv8V3uKYyTiSO2BB7za3XJqO7v9JgNVPZ2m0yGnsw6Pmk6zHkmB9cbLJg2uzuCgfyKnmHbu9/Al84UYPlJeb5jJlz+BHffs4tXjm3n9/7PldzxsasZ+szLCWwb3zQF+/dsVJLeQc8Htwdtl6C+Tnt5hdaZZfxz5wlW6/SaLWIgUypijY2gj5ZwxkYwCnkUW4g+SBnLAfgb1L+pGjCBz0VdMCDQC0O6YUjTDzjf7bHUdln3fMJNIE2hF0bS0kVRFFRVxTR1nIxFFMX0eh5B4BMGPaLQIwo94kiAIlUzUBSVIHDp9VoiKu5pKoxCwjB4ylnCMIpwu138IOD2d01w2baLKI+NMV4sMJITVh4HG+epRqt9IOUvbZq9m4ntfpsyYbPS21AzYkZQDaF3Rsy/BcIzbdbrCkVxel/6KtcUnEnRRsrs4QnTZ2NazuLJTOIEWAJyPq+qxJJtnAkjablC7IvWa7LvtC2dtgdTQcMVbot3/vvPcu4PLofpJbi0zg9nznLjL/wTX9Ez8Icfhz/bTXztXmEynbZs07IvkceUHmPKRlWjVSGukPY4wqS5HCvgL8njTPOWU7Z0b7cpzY/3dpugGMwGCZOa5C+nYHKut4H5Ah7IFeUMZypiAZHRvPHcr2nV2d8R7e1U8LKgdaSHI97S19kDgWBBT5qOtFxJ4972dpscGCoQ7/0Y77z3Hbwrf5wjdp6pxMPv1tppDmUsOonR+azX5ScOzzLhCV/JXW6LZgJMb6ovkw1D3vinr6GjqMx7ZXa7It93JrapawZLmikZ2cnQ47aSsKyZK41JgVBdM9iVJIekLd98GMhM5juHxphzW/zw2BR1zeCBXJGb11f40/wkHz16MaxvYOEf83jPi3+flX+6ljs+drnQTz8b3n9xLEBfzxOAr+NCq0N3ZZXmmWU6S+fwz60S1up0a2u4602CIEB3LDKlYezxUazxUYxiHsWywNAT1o9vNXRoUIMa1KC+YV04FjEbKgaCDeBPAXKGzphtU85lMJ+CHRCq4YDAD1E1E8PMEXVD4lgAvTgO8f0WcWwThQGKZpIzxp96/3GM22vj+V1sK4NtZlAVNTG0DlGIyDkWQ7ksxD4f/xkh/lgwNGaiNqgi7YG43fcL1EVGcBXxJpiyUOU4mQvsnaJsXSoAF6YQQmglyFwp2paGMFjeGD93Y6vGodywbGvOhCFsSA5JW8NHDSfxHQS6J8DalhxLE5QSRB1u7PQS9lKswUZQORPZLCqAYiTnY1IllmxdKgKpaCpznsvL4ia85xOMDyVtyFc8xPhoE65c5E2/8zn47Zex7S9+VLTMcwJ8Hs063Ly+wr25EtP0AdiiqjETAWhUFE8wp2qeBYC4DXGXBSOxjtEKEqBWVCiTlVnDR+x8XyWdZCwvaB3m3ECC5kVVYzGZrRPr41HVDNAS1lExWdJEm5ykBX8saQVX/EUWh4WdyzvPn6KSeNvNkuG6+mnO6iYHLDawwqKVnPpib/dcilogZvsMJJsYP/gbMGTAgwpfOlPgVu00b/i+R1Ee3cNhV+VgsyOi2RAq7dOmzQO5Int8lwM5lf2uwvxaXeYS37y+wguDDgTw2tEJ9nd63LH6KC99V4U7fuM/ctzJ8UCuyJJmcvP6CvflSxxcb3DatCmGPm/f+ghvP3M5t9ZOsyX0uJElxm95hG0f+EluXl/hzqExMXagGByxTW5s19gSeOTDgPszBV7/K6+GD1QAeE/0V0/59/evWnFM7AdEzTad9SamoqIroKka3UaDjutiGaYwczZNMoUhYl3HyDjotoWiawLwqdoA8A3qAqsBM/dc1AXDBD5dKcCQrjFlKewaHuLifA5TVb9O0asqCpZlggK+D8QWcawRRuKDfxxH+H6HXq9Bz28SBt2nfQ2P45hWp8FKY4m2u06UetYQ0+116PbqDOdMRgoFyR4taSZz3R4VVbRaq0os4tnUUDKAVTxpzYKa6ateQQKz2SBhDrWS9ANcVDXofFkIQGJFmErjCRPdsJYcmi/2Fbc32cek+bHpvGDZulSwYH4oLFCSmS6RhduhmgDXnV5HnkdFDWXUm5xD3KAgTtWhM2HEY6bDn1tPAa7nFuEVyff/4yGmo5BDWZE0kooRTifRa9e3RAt8b7dJNW5TUUPRLlUMDq+J6DWiplDGKnY/qi+NkFMMwXAGZzbNGM56Xcqxwv6WsC4pqyMcsfNJAklf7Zwabpcx2d9ak0zlLWtLVDRVqodT8LgQnWZ/UJLr8deFMeZtS9r23FaaEmbP1qVUeyf6opoEvE15XQ5lc1yRqJP3+C4LhlB4b7v6/+XcRT/GG193gD/NTzI3XER5dA9lTJZNiy2BJ9nBfBIVt6SZXNescbAVcXe2JJNc9nabbAk8fntkO39U3Mr+jrDL2XnpGn/3669m2bSYty2KYcD7V49z59AYu9wW39cTs4F3Z0s49RdR1wzuy5f4UHGCLebFPPKuFwFwICei+BZMW6qH73cK3FaaYtm0yIYhf3DLz/Ler/wZ73nk7qf56/tXrDgm9nzC+jrdsys0zq7grjcJPZ9YU7HzOfIjJZzREvrYCNrYCM7kOJkto6Ld69hgpu3eZ//wBzWoQV14dcGDQFNV2ZGxGFE6jNomtqY9raWLMI8OcN0mrVYLzwsJQ5UoMghDlSAA3w+JIyEeieLwKbejKND1O4RhgLoBcIZRSL1d54nzZ1jvNFAUhR97b9/m5Iidl6AwbbfKmcAUmKT+dVFHgpe0hZnOnInbhIccYU2wg85VYIq28caZPLSS9MMrY8okDhDM5LyTY0kTjExViaVlzVHD2QRMU7Vymitc13SpbC1jitk2kG3YVDQCbJrXu3NojHwYwM+/9ps/uYrB45YjYskQbew0e1aWKoBWKm54IFcUbWqKAhiqmcSMOclqDvKJylT8LhXbpMdbVWIOZXObspiXNJNb1pYSKxdx3gt6xI3tGvc7BSEu0VQxs5iA5gmvJ9ckjYlL1+Ko4TBfW2GP70o/QhCt7BTsp+3pvd0m9+bEvOIDuaJsx87XVgA4tfejzHtlrkjarem67e02xRzekDD6bmtakt5iMBl6Im8XOHXiLUx4PW5eX+Egj3JbaYoKdbZ7Ljt6LidNhzedvZLXvPZx3vn2vyQ+8TbmLZW3FXeIdnTG54+KW5nXBTie60XM6012JaKVGYqcx+BDK19lhiI3NM4x57ZklvWNH53i1/66zOSnxKyfZ9tEhv7stH3TimMIQ6Kuh3d+jd75Vbxuj9zIMNbIMOrYCAwPYW8ZJT81kYC+IdSsA5a5ud07qEFdsDWYCXwu6oIGgQrg6CrThRwlO8M3y3eL44gg7uJHDeK4k8wMOqjqEHGUIwwzhGEGBRswCIKQOLGZSf8FQQix8A7MOnkcMwuxQhCEuL0OtUaTJ5ZbLD5xHrfbI2NY3J0tsdPr9M2SQYK91EZj1g9BzQh2LzifMIG2aG8CxF0B/FIrE29JsFiKDWpGAJawIa1aZiJN5OamXoPJzGC673Suj86X2el1ElsSX/rVpUylbD1vMEouxwo/Wz+zKdpsSTM3fd3Yci6GAXNuSzJkD+SKvPHoNfDj18HDT6HEflhYscyEETt6gq1M58vS40+zelPQJVu4Rr9NnNrvLOgRxH6/fR1GArzqW9nju5tUwMQ+BOepKF3KCHBcUUPhZ+e22O65THldZmJbbB9hLL0pdUU5y75Mm4XoNJXeV9jfWpMJHds9l2pwhmvDOgtahx09VyR5aCZoJWlWnbKEqen1/taaVN3ePjwp0054tEBb09hXHGIy9Pj4+WU+fe5RCQj398Rxpp6CdU2Xa9nWNJTL3sG+4hAPOzm22Fdyy9oSKDYTXk+klCRmz8oXrufcb30PfAb2d3qJdY3P/p5odx9uKsyEQjAzo24RaSmIecbfGLmEl126KlJEgP/cXOLXPzLFrx7ZTtd2BOh7jq1domaH7rnztM+dR4nBGR+hUN6KMz4i1LyODbbVB33qAPENalCDeu7rggaBmqJQME2GM1lGChOoyjdajliofqMemuZjGCGGqZDJZCgWxigWJyiVtlIsTmCaIyjKEN1uiOcJ0+lO26XTdnE7XTwvIO+UGM6No6smvZ6P2+nRbrVodzp0OiGtts9vfe4f+dnDH+e9K4vyKFLQIdm9DWyTBCpaoX/YwXnBCoUZAQST9m7ZurR/n6gjQJ8xKcBNwvaV9a19r0F9FNhgMJ3se07ZTl3TZXtz3rYSQFnr31/Nb1L5VpWY147vkEIKQKqMN7KQVYQa+JiZkYbJO3our2us8L63fghefB7spwDuuwxOvfPdLKoic3feUnkgJ5i9lKnc6G84E2nyWA6vCRPuPb7LgtaB4HwfzOKJqD2lK9vsC0m8mmyHY0LYket2KCuEPIecmGIoVML35kT8XCrwqGtCyFHR1E1+jZiTHO6Ocne2xMNOjr3dpmAsjUku37MCWokHM0MSOKdt6CfXe1cWhaGzkmWP73Jr7TTXt2rs9Dp85uhWsmHIXE/4FH5Fz/DK0SmZezzh9djltrhj9VFubNdY0CMycUQ+DASzd9+vSjU1sc++4REONjvc6Czxxu0n2d9aY7fbYH9rjS3W5fzWDbck8YFwyBIG2ds9l0wikCqGgTT5TpNQ/sL7Z+y3fJobwhWUB/bwuc+9ltAynx/q2Cgm6vbonl2hee48diaDNTaKPTYqbFyea4A6qEENalDfoC5sEKgqDJkmumZgmQ7aUwhC4jgmioTdi+e3iEMXTRE0sqKArmtYtkV+KE8+nyefHyKXL5LNFrEsizAIMQwdwzQwEi8y1+2hhBZqbOJ2fIIgRNVUNNUib+XYMpwn6zjwuw/AL1X4d1vP86788U3Htcd3hcqXzcyZOOiuAIpKlrK+lSN2PvETTJjB1PRYMaD7OCBsUoh92cKtxm2hlMXb5Ak4E0aijZu0oOdtiwXTZiGJEYOkbZyaLYNkA2e97maD5AQ4pG3SFNCmHn1l+qkgaTzaG361wo1vvw9GGvA/HoKxp3mD/U81Tn38V6koXQ7X17muWSMbhpw0HWa9rgSDG7N9Z70u+0oTVJWYo4YjgLNWkMynnA30lpihmKy1v9kSJ1FJS1YQuHl9hbI6wv1OgQVljUp0lkVVoxgKlnHetoToxW2BKqLdZoxp8JZYNi1uWVuSDCWI5JE7/u/lHGycl2zqZOiRDUPqms5ut7Ep4eVj+VHZWi+GAWd1k9Omzbyl8pNjL+BhJ8dMa40jdp5l02J/p8eH9y0wHQkG895cib+1RjhpOhyur/O45fDG7SfFHGbZ4nPdB5n1usyv1Znr9siHAR/pbMG+pMXuToMJr8eE12N+rU5b05jzTAlmlzSTk6bDfflSog7WRVxdtp+8Mu+VoWtx8R9+/Kmf6+eq4pio18NdWaVRW8MpDpG5aAJteAis58B3cFCD+m4uMVz/7P4btIMvTHUwiFawoajkjH6bUnkKJjAMfbrdOmHYxfddwsBFSS6cOA6IQo+NF5KigGWZiT9gjO8HGIYh5/6CIMT3ApE6EoUoKliWjm7o6HoBy7KIVZPq+RY/8+6fxv29i9nuidmqYjKYfzTrQAL+0iSQPYEqZ9JQ8yyiydvwlsC+RBgKh2c3MYVl5yphNhzaiSpXtDMJO2K+zH0EnKsox4owlo4VKrYl1LJJe3mjwGQ60lhURYvz7qxgvKp4zFBkwVSlOrivKhbrv6SZoKgQ961hpiMBanZ6HY6ZGW5ZW2L9zy5l6NgG1edQ//kD4DEPLjHhzyZR3v5G5teEAnWX2+JhJ0cxDLjCbXFPYVyyXde3WswmD5/1uiwYGnu7PdkiJk5i+LSSMPi1L2ExftIbvL8kFdo7vQ6TiXH2gmlz59BYXw2tFDjY7HBvLkzyazWx/hS5urPOPA53FcWMZNm6lB3t0zyYGZJt3rqmi5lA5Sxl61JmwpCb6ss8mBkiHwbCRidsMeuHLGkhN7dqHCiMMhOGXN+q8bCT48jQmACm9hh7u02Koc9DjjAgn/B63D48yY6DP8DOTIds8rj0HJqazu5Og2Mnhnlpcurjn7qLD19iwid0vvajP8b2sasg6vD4P74MMnAomxPXXgJ065oufRgXVY2KJj4MzIUB2z1XKtJ3ek3e0lrkidjmf+5+D0H09XZKz1nFMXHXo3dulfb5GtnhIvmLJsGxn+sjG9SgBjWoZ1wXLBNoagojtsG4bXyDe8VEUUiv16DTWcX324jk4fTmiDgOkRPdCvLTv8gMVjFNc5PQRNc1nIxFJmtj2xaZjI1pGmiqimUZDOXzTIyNc+nFF7HldqGCPWk6LJg2R+w8dc0Qc2ZKV3rXzcS2jAUj9pmJtE1MFJqIbKuooQCAafKFYkhwU9GE8jL1EEzFCLP6pTIGLhWjyNi1RIFc0VShHI5WpYikrhmSjUoBQHkDcFow7b5yGaiooVQEz0SivZrm5xZDn91ug2XTYqjy4W/4vN7x8v8Of1lC+c3/BrHP45YAz/fmStJjcNm0pPfeHt/lwFBBtlSPGo5sa0uvQJDCmyefB4oh1zWdzUwFKEua8HME5MzgTGzTThjniqb2118Nua00xW2lKdkOnY7E7+aVs3IdljST6ShkVp3ixnaN61s13nDyMPO2RSYWqusDlli3dP1SNXZb0yiGgRSSnLrsH+T1BUKdezwBg/flSxwzMzKBZW+3SUVTucRzOattToMB4LdfxE/87G+wffQKCGscbArh0aGMxcF1cRyzXpeZ1lpindOS8YB0HwNg3lK5O1uSHzimvC7dWOMrn772+QcAez698zXc8zUyGYehLeMo9gAADmpQ334NhCHPRV2QINDRVKYsjeFoHa997pvcO0oMnSOe+oJRJMhTkv+eaRmGjq7rX6dGHso6XHrRVrbcOQw//wjOL54UM3Vxm3lLxMYRJi0/rUCl9xVwH5EzaRU17ANA6EefRU0xF7jROiZJuZB+g6kRsr8E7iMsBCdkMgmItqMUhUA/e1cxQM0z1+2J43RycttSzJJ47EkQpdhiP2FNegKmStmUSVzSTO53CmTDkNnOOahuuGQ/86QF9QRQ2PbmX+NwbZnD9XUmvJ60aTlt2txTGOfubIkr3BYVpZswkOKDQMqkVqNVafC8x3f7OcgbWM+NrfIyJgebHXleqc1NhToHCqPJ2vdvvztbku33WT8U4CjqC372dpscyub6M4z2Jcw7OSkQqihddrktsmHInUNjfKH88yJlZLjIvOlxuJPlumaNumZIEHfMzPAbxcc4ZmaYt1QednI8cnSMeUulGAZkw1C2yO93CtKXccrrcm9OAMI5t8VDTo65ka28aeSy/rrfeznn/uByFgyNw2urzNe7Utgx14sk6C2GAY+ZDmV1RLaxK5oK1japPK9Gq9I8/EBhlB8Y20Xn+QKukhZS3PNwz67QWj6HaZrkJsYhlxmoewc1qEF919UFBwIVwFRiRlUfK1jHUL9xR1xVNUwzh67bPNWrfMr4fSfL0DSylgmxYA5Hhwv99A81A71TQqihGMLLLnMl2DuAxCYknV2DfpSZkhUCDXUEYl9+lX53CZMnQaRqCdsYY4QqnmT40hzbau+EBJrVuC3m2RSDKa8rgCaC+am6XwKQ4EnO+8WKuJ8xyQxFmcCReg7enS3JObvJ0OPeXImpfAeu3vB8vcCT367v/BH4J5Xbhyep4rGvIEDqcScnLWbSrFyA24cn+4keCfNUDc6IG1NFNSLXNgW8s15XgOC4Le4TNWXCyIGML21iZsJI7FOxpQdgaiWTRt+BmJVc0CMWghNU/EVp61LXdA6uN6hrBjt6rgCJYcQ7z5+S63vn0BinTZtb1pYoKR631k5zuL7ObJjhgVxRMIhOjnm9KVXkQ//8l9xUX+au1VU+/Nt38imtyFwvYsrr0tY06pohAfMRO8/+1hqnTZvrWzUmQ4+rO+scyg1zuLbM+1ePC9DtRfCJaQ5wGSfPH6ep6TyYGaIYBpw0HaaSqLjrWzWKoc+Bwqg4/yRycCOrWlViyuoIM7HNHt/ljo9u41ePbH+GfzXPQgUhtDp0Ti/TPreCk8ngbBmDoTzoF9xL6aAG9R2uAQv4XNQFNxNoaioFHbS4Qz5bYqSw5RvcW0HTDBynRBSHhFFIHD2FJckzZABSU2gBHJ/+Qentjm2xbXKS3/ntEVB9yVilyR+iNKHEVWwBYlQLol4fyCiGmGkLzjAX5Jm3SdrAMUTCuw99q5xLq7hfAudyyuqI2EeiGIZk/rDzZcrOVexRp1iIfVDMJD5Ogc6XuHPoKkiYs6OGA8blgl3TVCDDQtJJnI5CqskxVlTRYp71VSlgSNvZi6rJoiqMiOe9Mm/9yxJvfNMbRWoE8OGvHQTgHfVLOPRf38HhtSX2FUUGblPTubqzzlndFN6AORLvPVOKQebcFpV09k/fStU/Q1nfKvYf1sQ6KDEzYcSSZsp2sMg6tpmJba7vCAbtQKE/87ixBDMYS/XuoWwuAdCCQbxz6Cqmo5Ajqka1d4KDvQL35gTrd19esKHXt2r8dWGMYhhwuNFi2RRCl2XT4ne0afY1T2ErIfv0IdmKXdJMULdABJOhC6//QeZGtlKOFVq//KOAYAiv7qzzoCnWbI/vytb4/U6BnV4nSfPoRyBeGzS4/F2fYf3F/4m/XdrCY6bD/JDF1Z0R8mGwAVTq5MNAzhTeWjvN8c4Sh/PbmNFM5vUmYMnrcS71BmytUau8nFDXnpG4IqOLtB9dUVjzejS+Lg7yO1Bdj2i9SXtllW6nQyY/RGZsBIayAgAORCCDGtSgvgvrggKBCmBrKuMZmzHDYihbxNCfYr5pU6nouoXjDKPrFmHgEQQ9wtAlDD1QnnkLWFG++WePVFCiqAq2ZeFYlmTs0rm0VBSC+wiVzJVASQBBrcBMbFPRBaiSEXF4oI8yr4o33VmvKwbzE3YqBY+V6CxYWwXDpYjbq/4Zqskc4UyoUclcSTX2Nil7pSgiuW0m0lhUlX4bNa2on3O7qJqU0ahGIpptOlHbShCiCnFGXQslKGlrGj/xq7/ENW6dTBzxhrkH4JevgR1rIpEE2FcUIKitaWwJ+vm0ANe06hx3cgnQNCnHCvNOTs7+LWkm6FsTtW8X/DWwRsQ8ZRJrN+sJMcms12VB61JRoJLPMNeLZEu9oobMeQGYOY4aCrOJ3cn9ToHJUKxPhTrTFKXg4vqWMGQ+ZGVoa5r8+Yid55Y1oRK+rlnjccuhqencnS1JZfNRw2HKG+e0aUsAmJ7ru/LHec/qdu7NlVBOXAuxz6m3v49zb34lW+wrIe5SGS4yv1YXBtCmzS63RT4MOO7kOGZmmAw9rmnVuTasEz/6eyKfd8jgk7/+A7SSdT64LnKCs2F/JjQFjg87OW5ZW+K+fInbjCn2+K4A4+YkBxvnOZDxKetbmXdyfOTcSeqffzW6olCyLPKmia4oeFHEes+j4fUYz2TIm+KaCKIIE+gsL9P1fcbGx8nlcqy4Lm7w9Nndz7jcHnR7tFZrRO0OKAqZ0VEyo8Mi1/cZAtVBDWpQg3o+1gUFAmPAC2NWvYiMYZNTLADCKAJFQYWvY+jSnw0jg647RFFAFPoEQZco8tCNzKb7h1FE2/NQNI288WTRSQIXn+Y9I5aSdYW8YzO9dZyz51eTeTlk+3WP77Kgp8redtLqFZYsuzs1Jk2HBTMWDGCaEQyCHeydYiFJBpGef/qo2LZmyyQMQLCFG5jARRWIvcTypZ3McAm2sNo9IRJH1IzIECamHJuy9VuN233PQf88e+LhpLUsRCo7E7FCalJcVWJpdDwdhRyx8+zxXekpNzdc5LV/cBn3aGNk4oiDuhBgnDZttgQej2siTi31AlxUNW4fnpSiCBH3ZkDks2AYsm2eqnjLZMG6NGndilZfMewxb6mUSdriUSTWK/aZt6GMmH1LxSGAjDkrx0hghwmYJSqxz0wk1MQPOzkWotMQAvQVxTevr9DUdCa8HncVJ6TCd2+3yQ82z7Oo21xDnduHJ7m1dlomeewbFu3+K85dxJ3DQgV8fRL99sgvvprPK3lwDOZrK5zVTR63hCdgGg93T2Gc3W6DGxrnaGo6Lww6XN74M3Fh3Poq1v9+K7vza2yxr2S+tiJSXGDD/J/PdZ01LlfakHThRWtd5Bjf7xR48NwjHCpezP6ey5ZDa/S6XZ4YKzMWRRTzOYK1NY598SGCwMd0HC570YsZyueoPb7I46e+BnFMaWycrZOTfO4fPsXq+RXKO3aw8+XfR35o6NsHgV1PZEN6Po2VVRTPE9HRlo1ZHEIr5FFSC5gBABzUoL5DFfHsD9Y+jwRnz1FdUCAQoBuGLHW6tMOQZgjT+TyGoqCoCkNfB9rSEnN/igKqooFmYhgOMbFkAYXlS0C726Tlh7QjHadYQEtau3EcEccxa56HG0TkDIOcYaCpT+YRFRQFMpbJCy6awO12qcZfhbgrWpPRKts9BXSLqvslZvVLE8DnU8bk7mxJJFCk9ithA5QkKUQxBFBTDMEcJqAQ+5KEbewCCQgMa6AJpWYVT6iOY5uqkrSAU2Vxwk6WrUv7gC+xj6kCYDAdaVRVQwLSsr6Vo0A5Rhxj3Ad/aWt4Jgy5oXGO24cnBUOpTVIMA3b0XG4rTTHXbfJBc5LTpi3FC7vdRqKg1qWKthKdFe3duM1MLBTW1d6J/vHSB6qATGBJzyNtT+/tNjli55n1XZa0kKqmMhuoLChLzMbDQlSSrEcqKJnzAuadHHNuiyN2XsbVTUch+1trnDQdrmmtsmxaFEOfg6FI77jfKUiwmg8DmppOU9OlwOa6plDvPmQJccWBoQKfXvkqL7t0ldeuvVyu4R+er/JX+XFp/dLUdJZNiw+Yk7x96yNQH6GjqOTDgLamkYkjMoFgb3e7wt/vuJPjfe/8ADzcZ1SZ+SpDwFDT5K57RrlpVKSPzEQaew+cpeN22fNDeznZ63FaVdnR7fK3d3+Id111FVMvvgLPvoydwEn9Km44d47HHnqIeq1LNpfj7Ne+Ruj7fO+rXoVrO2Rti243ZuWJJzBRePm11/KJT32K0ugIo+NbyDs2GcOg224TBiG2bWPoOr1n+oIQxwL0BQGEEUGvR3OtTtjrkTVMCEMUy8LK59CzGRTbQjEHBtCDGtSg/m3UBQcCY6AbRfhdAcY6fkTJNrBVjXzReNrPIcpGGxiUpA0squu5NFo1IOL8+lmCWCF2JjjbMXF0DTeICOKI9V6P1Z6HG4YMWxaXFYYYtvoWMv33FQVVVRjKZrjsokne+3vLnPjaGu95d5uyOsKhrMesH7Jg7+Co4kC4Ks2Zq3gikUERM3+z8TALqt33u4sT4Yaa74O3lE1MmT3FSOYKfapJ5m9VNagAREhWDwTTOBtmWDAT4BStCgFKcjskDCKh2KYmHlNWRxJ1rWhbT2Mn83YC6Oz0OtxTGBezgI5gI4+ZGckIzlsqZVuAqr30zZJTtvC6Xo27ihPMBXmOqSF7QpWjhpYoYEvcbdFvi6fANbXXSa1bEAbZO70OU16Xqm0lHoYhxCELhsasPyyzgfeVJijHilQ2T2shBxvnOZ0Yaadt511uizuHBDu3rzTB/tYah9TTzDgv5IbGOSZNT3rpHW+e4vKlD6K88Lc4vLbEC4MOn7WGRJpJxudgR4Dwh7Usr/jzeT7FX8J7Zrj7gy/l58eEzc+pq/+e99/7QvYVRplfFeKXN529EpwMTa3DnUNj3LK2xOOWw46ey9zIVuZXz/CG678C2YA/2fIm9It0Hjx0CVM7prl015U8Gn+ZtbNnueiGcW47d5YvPfTPvPDFL+bcuVXOLS1z1StfgTE0lIxfK7TbbXLDRSLTxI0iFEXB9n2Wn3gC13XZdvkLGJuY4NiDD7J08iT+S1+Kpiqouo7v+zQb6yx2vsq1r341KlBfrbFlYoLxyUnyQ0MMDQ+THS6y9bLL8DMZWv6TRhGe/CIQR8Rdj6jdoXb2HAQhecdGQ0HxfBRVQ8llyDoOimmi2iaKnsS9DQDgoAb1na/nwrx5oA25cEDghG0S6Bq9KMaPIsI4puX7nGq1qHsGtqYxlrEpmCbq07zIR8mwufrkOcBY+AlGcYjnd2m6TfJahjNNhW6s0glCgjim6Xl0w4iImHrPZ9iyyJuGYCKBJ1PhqqJgmyaaptJstUEZ5+b1FQ4URtnlNmBIeNOhldiTzJ2JB+Y35ASLdmjf5sTu5/iqGQH6Nt2e3Jaoj1NhCZC0dbtSLJGyiUdVE2KPasoqwoZ28apMKRGMnNcHgAkLBwaLisbGv8g01u2InedwbUmaO9/QqNPUdMipkMSgzTs5ZsKIowmwOpTNcTCZTUu3k65NqjouJ6bU0honKWGT40lAuNPrMG+pzJglZiKEHU/mSgkct3stFpwOFMY3WcCk4DEVeKQZyPO2BVGD/W1NxLVBYo5cYLfb4HhinSKON+aK8RcS/30fUL92dIKDzQ4HWxH5UCETe8wGSQbzH+6B3/kc/O4D3Lilw40nHmb9gVHOHR3hruIE7tADfO3cEH9ujXPHli8zv34NgGQd65rBbaUS8aNvkfv7mV9/Na8IAzRDR9M1Mrk8uWIRO5slCiPW63V63S6WZVEaHSWXzzMxNYXjOLQVhTDuz7d2221KKGQMHU1RcKIIz3VRVJVssUh2eBgnk+HcE0+wcuYMq6ur1Gtr5AsFbMdhvb6GaVu8/FWv5GuPP87Z5WU83+fq7305umGgayqq49BTwH8qX8EY0cL3AsKOS2d1Fbo94jBEUVXQDbSsQ04rEusamm2hpEbvA/A3qEEN6t9gXTAgcLsVElgBvQgaQUw91PGikF7g0/bbtFSDkxmbXcNFIiAIIyxNRVMVgkiAEy+K0BUFS9M2zQ4aukkhN0IYevhhj5a7Ts9dwdSzfK3l40cxURwTxrGEOQqhAIdRjKHwlKMQqUpYVVSCZObqQMYXHmp5ERm3xxNCigVljTJOH8QBRE2OGiMQrgrw5y2BJsygq1HyOxBgLTjDjLqFSu8rYtYwjZVLKmW4DmXspD2MBHPyvlpmk4ilipeIKwQorYYNsQ/V2wQu00oBWQoQJ0OPnV4gZ/mOmRn5/QwZdnab1DV9A6MnEjVmIo3TSabvHt9lwbSZCfuzgftba9zvFKhqBhWlA0om2bcpW9+oGSqxL5I/VFuwoLHPrH4pbGAQD2WFH2Il6rC/3eN+R6Sx7PQ6wuTZh+u9AtXUN6/bY97exsnEcueo4XCwsSL9/IAkws6VqmDll3+Vg01hln2w2SEfBmTiiNtKU1TjNg+e/5qwz3nZ4/3F/B8PgRcx9OWI/L7X8anMP8LHPs75ws/wKyMnsT/4vzm+Z4gPZCa5wm2xrzRB/Lb38rVf+n5+4a0/xNXXfB/1eh1FeQhioWx3Ox1WzpwhP1xkbWUFgNHxcdQ4xrJsisPDWJYlRiuKBU43xTBgaBhsvfhivvbooxiZLNnRUVRNw8xlKebzrC4vca5aRQlD1ms1bNMi9HxOHH8Ey7aYunibmJeNQVVUMtks2y+5hEePH+fhL3yRXbt2YRgGtVqN5sp5RvN5erpOw/P6wM8PiIOAsNvFra8Td3sQx6iWRWG4gKKpaIaBYpvoqib+HtWB6ndQg3r26rmwbRlQgReMudWQHrHVVrk4o7MtY5LVBfujEGEGLbwgYHG9xROtNl+tr3Os3uCRlVUeWV7h+OmzHK8u8cgTyzx65hynz6+x2mzR6vYIwwhV1XAsh4ydpzQ0QWloK60OeL0ANwjxooggjtHDEN3zyfgBZcemaBpJBN3TX4imoVPeMsLYSJLFqyXzYoohlbQbEytSmw0Ug9kwI1keQMTA6aMC6KQtW29JgDh9lIq/KBS+0arIHU5MpKvRKtVoVSpwpb/gk4Ai+qj01JNm1eZk/3tjUtilBOflrGFqtryxZiIhBlkwNI6ZGW5s1zhi56lQl7N5k6HHvJNjwdAkIEsfU1G6gnFDsH3lWKGiCiXtR1eOi3Y5fdPqWa9LJTorZgXTY4k6m84lbeUeNRyOGo5c51lfgLmZ2ObubClhK88JAJgIcNqaAJ7pvGIaAVcMA6ajMLFg8bk7W6IYCpB/1HDY7TY4kFNBMfgv3hLZMKStaRx3cnQUlZvXV9jf6fGmkcsY/4Gz8MhFMD+94eJR4Wod5fc/CnkfHvZ5ReMDDP3hX8Eug8vv/t9kw5BfufIE8S/+CX+z8yCf/sj3kB3K0263URSFyYsuIl8YQlVVoiiiUVvlXLVKFARs2VZmy/Q0YxdfzJbJCVbPnmVtZQWv56HqBr0wxI8iOprGJS96Efn8ELXTpzl/4lHWT50C32dyW5mR8XGaq6ssLS6imybbd+7EKZUYKhUJw5BOq8Xo+BgTW7eixDErZ89SX1tDNwy2TE2BaTG5rYxuGNSXljB7PbKqBm6PuNnCX12jdWaZ9eoZ/PNrRG6XWNNwxkaxJ8awSkUh+MhlUAxDKH61gep3UIMa1L/9umCYwCBWUFUTQ4VhzWAijtAUiCIfDZuiYeJHIcfr6zR9H7/t4q818Dod1FjB0jWCKCIMQ4azDiPFIXKOw5DjYFkmGcdmNJ/F1DME0RBnV9dYWT9LaBqgaSiA1+rgd7tg6KiqiqtpnGl3UABL1xnKOdiGidvz8EOfrG3hej6maZDLZLjpZ49z1weuYt6sMRNlWDATABZ1N6hUBfiZCaNEwdoBbCngmInF7B3dx6hqGYhcIXAwgEiY+NI7A45o+U4Dc57wdNvvrnEom5PgqOp+SRhKJ7Yv0pYm+RnYNBtYjZOWsz7anwtMRBipKreKJ0JBFANQ2em1OGkKocUuN+LenBCQpBY1wgIn3uBFqEqlL6TMm9jegmlwdOwKZqJQeveBQTHsgT3K/l6LQ3YsmcHJwE1i5ADcJP5OeAbO2xazSf7xwYZgxR52cixpJvcUxtnvNqjHEVe4WZZN4bmXtqX3hk2ZAz0ZelKRu8d0yYahnC/c0XOZ78F9+QwfNCdpaxp3Z0vs7TZpajoHhgrEf/4/4J2v4dzfb2H8p47Cq59CEbvLgD+/D0iul1ckv/8hl7f+xv+H8j9/mvmrvp+xXBYnn2P6RS8WMYa2xei2beRGR1k7u0wmk6FYKjE8NkZmdJTs6CjdTBZzcpJpXaez3iTUVHzLZLXXI4oFA95SFIYmJ5jWVDr1BlEYYmQcPMNAy+fZcvnltFZrEEcU83ny4+N4hkF515WsnT2LOTTEjsmtdNptVr0eajZL1HEpbN3KVLFIyzTIly9iKgiIgpAgCPB7TbpnV8DzUYCw1yOIYux8DqcwhGKZGPksaKpg/AY1qEE9x/VcqIMHTOAFAwLrqy3i2MQxVHQrZlxXcDSdMNLomDpFLaQRqyx1PVqej7+ySud8jV6vh2FZ5DI2YRDSabu0W20a7Q6GrmMoKoqqUioO8YKLthIrCqfOrnPqiRUyWYdIVTFMkyCKaNcbxGFI6DicaLus5HOEUUS32yPn2JQnxhgeGqK23qTZajI1Psp6p8exx05SX1+nVCyKk1Hs/gxd1BFCj7ArrGBiHzpfBuuFlGOFvb2IedNLlKwNKmoX/B5z8RbmVQ8yV7IQdURrOHOl2F7mSqpRm1lfZcHQWLTzoOQ4ZLApJaTsXCVBnPAGRLSB03g4JUu1d4JZdUoIKhJwliZD3LK2xAO5opiVs1Tx95iAWRBANjWFXtJMjg6NJWynaA1X0vfuxNT5xnaNQ47YdsoYzjs5DteW2VeaYCaMREYy/QSTimYIkAhMeD3SKLe00u0saSa73QaVjMWimuXgeo0DhVFmPZfTps373vkB1n97N4XejmReL2BH7HJXcSJpa3cE6DMdKW5J5xW3a6J9vd1z5QzhrNelo6jsKw5xcvVR/sC5SK77FW6LB3JFPrJyGt75Gvjz+xj/8evADuAxDy75Zt6Xou5+/C/wXtPlA9fHxLrGumEQKQrZ7RejxCLWUFVVPFUlQMHJZhmZnKQ0PU3d8/A0nbbvoxkG5uQkudIIMTGhrrPc6cj99MKQdU3D2rKF3PAwhBGKptHQdWHPNDxMNpcXbVvToJX83hwdpZjPo2s6qm1jeh5fa7XQJibIBiGoKoplcj4IMHWDzLZtxD2PdbfH2vka3cY6pm1j5TI4uQyxqqFnbDTbEkyfNgB/gxrUoC7sumBA4JmGS0ftkDEN8maAroaYio5u2BhxzFDsoasqnhri6DFnez30KCJXtDGzFhlLh0gjyGlYuoVjZUBRaLY6nF1do7beZK3RRDcMllZW8TyPyYlxms0WWUWhG4a4QD6XY6SY53y9yamls9Qb63hBgGNZnFpaJp/L0Wp3WG+3KE9M0Ha7fO30EpZp8pHbtwFeApToiz/UTKLMTVg4a6tkuuadHIQ1FvQIKMiotiO6kiiIO2J7ybbm1+rcVspSTZizWa/Lgt4GRTBw+9st7s6WRBvZEO3hqpqnShNiwTjKDNhk7YXIwdscERa3eSBXTObfuqAmSGyDNU1FDSmrwnplrtth0c5v2sZct8e85UPUo6rF3J0tMROFEIXMOzmZ3nFPYZzDtWWOOzkW7Tw7vQ5HbJFWMrtBULNveEQCwDRN5Iid58Z2TeYXl5Use7tNDhRGZdv2ltYSytt+jvm1Ogf1iC2BR0dReW20CnW4L19i3vQkOJ3WQophwB5cimFAXTMEqNVU2XYGYXyNKljAHT1XegBm4ojXNVZY1G348S/CgwG87hhMPHMACLAWx6i2jYpCREwYRUSAruuoikLqkOhEEVY+z9bt28mNj9MzDNpBQBCFRHEsWG5VRbX7vpvBBo++GGHN5CsKmmmScrBhFBEGAaqioOk6iiLEV6HvE8cxPVVFsywUoBX4xApEvR6KrqMZRn8bcUxXUdBiiL2A7moNt9lGz2QwRoZRMzaaqgpxhzpg/gY1qEENKq0LBgSuWhl6uoWFSt4NMIIuURRjO1Fi0hygaR6FKCCnajRUlXXfZ9gy+IWfj/nre0JU4Bd+GJEmQVcCkts/NEW9uc7p86ugKHg9j2JpmK3lSV7/7z8PqkAjc12VD9imeHwMYPKWW01uf9co+9stVt/epN7qEIYhURSxvLpGp+NiWSZ3vHsM4jaEDcpJqgVqYtPS+RJV53Kh9iVmNsxA2BU2IlqpHwGnZtjf6nHS7HJNqy5AT6CyYPbbtnMjW5FGz+EqC7qdtIuF2CNtRx4zp2X0WjlWqKYsJIkJtZoXbWPrUtkqvrFdS5SwEYtqlqOG8ApMtyEe2xdIzHV7THkN7s2VOGLnhV2MbQnApHQFQ4knbHAQCueqlvgWxpqcmVxUNR7IFdnltsDOC6/AhMFc0kwJ8qbR2O4JkFuOYd5SmfVdTpoOi6rGvTmh+i2G/ejAm9dXyMQRM7HNg5khEYVmbKWhf46C90LmeoJx3O8qHMr1s5DTY9jfWuOdr/o8yuf3cLDRkfOBxdDnbHiS77Gv5mEnR75VF2vSE4KQ964s8qb3fARec1YcyNVL8OAzAzfv++IH6GUdns4o1X9S5FqsqhQLBUazWXxVpeF5eBvUtzFPo8Z9UoVxTBiGT/37+Ot/H0QRT2f3vCm8MY4JPJ/eehN/bR3f7aJlHKyxEnouO2D8BjWo74Z6TixiBu3gCwYE+o6Da1n04hhXUVEVMeiuo6ISU/DAjHqEvoei6SiaRr3V4m1vG6IcK/ziD8fSDHjW6wpz4MT77dgPHePllSsIFJ8o0ojIkc1lGS1m+Mwnd/ITrz5HNTiT+N0B3ceESANELrCCaGO+W6g953qRYPBin5loiDf+6TAoDQGqdMFEieSKZPYucyUghA57u03m45NiVi8SLbm93SZTXpc7h7Lc7xRYVDWKTsCsH7Ldc8HQqMY++zs9DmUsYTCtb5Xm1EeNEcEaIjz+jtiJRYxmbxB4mExHmjB2NjYkksQ+BOeZVreIc4wVqdo9ajhUo1UBkKwuZX0rZSXLdChEHPuap/hza1yeQ13TIfaZDEPKRjbJ9NXEPKO/RFnfKrwQFYNbEluZRVVjb7fJ1Z117suL5BS5byUGVaOSzQHCYLmSseS5lsmy3RO5wLvclpz5uztbkmbWy6bFfU6JitLleq/LQc+gra3xBvNKDrdEksfN60L9O+e2KIZ+YiAtBDsTXg/lC9czv3ZG5gQD3NA4x0fiLVSdmAXT5r8FTV6x+gF5PXdf9jr4qSXknB9AZRdc/cjT/g3c/udvxs/lyO+wvqW/HS+OWQd008SPInrfiTi271TFMbEfiPndWp04CNBzWcyRYfRcZgAABzWoQQ3qG9QFAwLTihSFnq4JBSCIZIE4xlMUtEgj1ET7yVMi/DCiHCvcvL7CnUNjMi5twcyI+LTYZEkzWcqVuHfvOSqayt98NE+kaKiqghk1+N7rzzJfO8NtpSlubNUEyEoA4EykUVH9pK1pJ8yVzTETaVlSUT0q/7WxqQ0qWp2pebUAAam9yhE7z8H1CQ5kYvn7edtivrPOzesrIpc2UZmms25lNKoIdeqs77JgjLLHdxNfO9E2lQkjal5ut6KpCaNmJkxjFrTJ/pyiVkqA61YWgZmoSCUB0gvBCfZ7U9ydHZEMWTUxva5oKrMhXDF2mczZXbT7IpJi2KSamFNXlK5oVRuTwoMwyQS+fXiSPb7LouqI9Urm74B+ukfnEaqZKwEjmREU7OqNLcFYisg4OGk6sm1dUUMOr4koNYBDVpeDnZA50+bAUIHDa6s87OS4plXnnoJI6zht2hwzM9zQOCd9AAHJKMaP/gafKfwMtxkilaOqxHxq9Xfht1/EG1om2/7iR/knPc8rL3sH7tAD2G/4EvYn/zf82bYECML7/vmPib8/RnlIRU3sTaI4wmt38Brr4PuoYw72cJFQ176lT8BRHNN5PgG/tOKY2PPp1Rp4tTWUKMIo5DGHi6gZZwAABzWo76oaxMY9FzV4lQRQFHqGQcdy6GWzdJ0MAZDLZPml95mMfGwn1UAkLaBmmHNblDG5tXZaAJTUbDjq8B9f3+D1r6vxH39omW3f8zccbJyXuzlpOszENnPdXgIAQ2YiTTBcaoajhsNk6FHRVHZ6gsUrYwo7lt4JoYBVhDp1b7fJdBQy63WZc1tU1FCoeRPLEWKfgy0B1Pa3W9xVnKCtabzzL99NPgzIhiGnfumPuam+LFI01AxV90uJGtZkIQEu0gImBXSKSNGoaKqwUUnTNtQM01EowKm3JPOKq4pgUKtKzGToMRNp4nHOVcKrL7WJiRVmKAJI+xUhNtEEI5msf1VJ5hzTSuYhU9Yzvc/ebjPJJobDtWX2+C47vQ7TUShsc3qnmNUvpRwr3LVSZafX4YbGOapKTF0TApYFQ+NQNsdRwxFm1IbDTCQyiE+bNsedHLOxmIs8YueJ/+RtZOKIJc0U2b0IVXBd05kMPW4fnuTqzro8v9RTkBWPnxx7gVgnPO5aqfKZws/w5t97LXe8f48U2sx6Xd53cjvXHvo5aETQtuEz8N5HP0wvY+NlHXqOhWtbuKZBz7JQhotYU1sxyhdhTEyg5nLS9Py7suJY/AtC4q5Hd6VG59yK8CocLmCODKNmBwBwUIMa1KCeSSlx/N38jvDNa319nUKhwDv/4ZPYudw3f0AMcRASPnGGoN3BmJpAK+TlMLmmKFiqKoykY/jS7geoa4aY8cJjrtuTooO07SjtT5L2cQpOyrEiGbdUGDATRuz0OjJLN1WV3u8UErEH0ow5zZ/d7rnyGNK6ZW2J405uE2CaCSNuqi8zN7KVj597nJ8fu0S2Ko+ZGXa7DQ7lhmW7W7KBSSJHmkmbzvaVY0WAM62w2S9QMSRTKNvFqa1M7wQzhpgnTNcGRGbwrB+yoKwxF+SlchZI2D5D3L5hfnA6Em3jBUPrb3+D2EWaTyfAeTL0hK/iBgFGash859CYTPmoazrbPZdD2ZwUwmy8LX1cRVPBX2J/z+Z3XvAwSiZEOXGt9FFMRSTHzIx87HXNGreVpuTzc3VnnY6i8kCuyHbPZcLrsWxa3O8U5AeBqzvrMtLtDe+/m/nL/l9U28HTVIJ/23++/UrOM45iCEOC9RZRu03jfA3btsmMDKMV8iiWORB+DOq7srqtFm/+/n9Ho9FgaGjouT6cZ62WlpbYunUrDN8BivZN7/8dLe/LvPiSB/jiF7/47O73eVQXXDv4m1dM3O3SXm+ScRxUy9r0phLGMZ0wpJMMuE9WXsbWKOKlfsAb/8M/ccTeKsHTlNfl/Zkv84bOlYDJngT47G+JObP7nQLFMJAigTm3RV3TuSJlwlprPOTkJCCo2JYAf+0WE16Pewrj7HYbAFLFeiibY67bk+1K6Kd93O8UuK00xf5Wjfsyw9zYrtHW+n90d2dL4J+hGOapaqssmCXRJu0+RkXLMMMWKlrcB4BKLOPlZsJIgLVEuLKoahC1hUWNk6OKaN+WrUsh8csTkXIjctbyqGEyE5kcsTVpzQIw66sUw54EtBsNo4XqWZyDNM+my5wbcczMJCyawWQYcl2zxlnd5IYwYNm0qGuGnPXb220yrzeZ1Ia5plXngVwxYWkNOVN52rRZ0kxuaJxj3/AIMyHctB7zuAUrj2XZYl8JsWiFH254NLU+iJsrjTHrh9yXF8Kaewrj3FRfFmIS0wNVY0YrMGl6XNessaPn0lFUMve9hEDXmVRUXFXhPdorN1yqFwAAfBL4iztd/HYbd3UNJY6xclky46Po2YwY8RgAwEENalCDesY1AIFPVT2Per2BmclgPIM3lVhV6Vomd/z9Kzb8MsYMAv4yuIqjP7IsAdrxlYe5vPFn8Jbv4f3z1zBXtIWtiSrawte06iybYnC/khtmyuuy0+sw5XWZ1XSOGiaHcsPsb63xqcdv5QuFn+ZTeoFpJ5QzfcfMTOKjF0rW7FAifkBROZSxpI1L2oKdDD0+dec74NUBf1f4eciPM+Wd57Rps5Mt1GOdJZDGzhVN7TNeCQs3E9tU1K4EdcJWpiVFG9VUXKKK4yirI5IZrKi+yB5O1MR1TZdq4CXNTMCeKGGInQBAaW9j9oGlYnPEFud3sBlxoDAqjLUT4cVutyGZ1f2hL7c/E29hQVPZlTwPD+TE2hyx8+wFyeg1NR0Ug8mwy9zIVsqxwjs/eRuN1/wk76hfAigcd3ISzN+XF630owbSH7CqxOy2hDXNwVbEW8+9jXMX/Rh//cn/hBf4BDEomop7oYGaFNgmMXFxLMBf2OkSuV2iZpvGeoNsNouWz2GVCqiOPQB/gxrUoAb1bdQABD65YiAIhUBU14W32LdTioJnGHiGwa9+bBqY5g7gE+pODl+0jZnWGm94zVfofOJKbh/WuGVNDPg3NV36xu30OtybK7HbbUhlagqk6prBb43fwsPFnFSU3tgWDCMmyWxfnyFL1bDlWAEly3QUMk1RKnWLYcBv/eQv81+8JV7T+ENeU+1xbvdPscV5KbNeN0m4CMDMMBl6zHlB0hpVKYZN2UKt5ITHXyrSOGZmQBNM4KaKOlTVDDNGEnOmGOL7KKTae4SjzlVUlTOAxWToCTVwLNrtUhijiLSQspKV64Kah+A8N/Z6HBIYizm3xTEzIwUhldxwMs+Y5e5siWq0yuG6xwM5FTSbA4VRDteWuaZVp6np7E0O+ab6MvflS1wdeMy5LWFwDZy6+u+hLID7odww86tn6CiCjU2ftzS+r67pUnAy4fW4e7jEP7YW+b0TC4SfTCwS9H9Df5YS1G365ZPu0/8mTv7+Ys8nCnyR+dvzaNYb+L0exVwep1ggs2VM+BIa+iDebVCD+rdQ8XMgDIkHwpDn/bvN29/+dn7zN39z0++2bNnC8vLyv84O4xh8n8JQHn0oK5IFvoPlRxE7P/kiVoD3cC3Kb8N/j0LMYCv/sPcxljSTnV5HzoOlX0HYhtwSdHndS55APfNKPt1c4kA+w/5Og5OmQ10zEvuRFhjIWbxiGHCzu8LDTk7OnQEsmxbXhyEPJ23WO4fGuDcq8ak7Loc3PcLQlh7lhsIut8WWwONxy6Giqcx5IvIsTb5IVa51TcwFppnCN7Zr1DWD3aEvc2/vdwpc32pw59AYVWIq1EVaSdilothCOKNsZz5uC6uZ2E9m/oRIZt4x5Hzi/naLQ7lhwTzGQkgyGYbscg3aGsxQ5EBBZX9rjZ1eh92hn6yRMLROZwqPGiPcnsQizyT2NCmTd9q0ubqzDsAPZ84yZ4xxHYKNvOv8MpVcBJes033Z63jP6nZmchFndZMDQwUOrjf4/9s77/Aoqq8Bv9s3ySabXkkjBBJ6LwECQYr0qoB0FAErqAgWEJViR0VRUKqCgjQRlN6k9x4IJSGBJKT3su1+f2yysiQUf58KyrzPs8rM3Llz7pnJztlzzz1nuVrLotV+WITAKJNjVCox3VSX9mVgLaH/rqndm711lR2++T8WYTXkyjx7WCwIYbHuL2sjK1vsIRMCYTZjKimluLCI4qIi5AKcnRxRq1QonBxQe3qg1miQaVSS8SchISHx/+SBNwIBatWqxdatW23bir/YMLMhBKLUgLGgAEcnB5T/UJoJIVdQqlbQYmtN2z6ZxcKLnfbbVp+GGIoZ7+aB+Ow9OBHO6K8KOKtwYm1GGr85e7JcrWViQTYIo21RSSBqoozF5CiU/Fq28MFVYeJ9xyyiVaG0L8hiiqOR/je9y/3MBi681YQam0KYmlyDN0uvUySTc0XjYIsF/FXrTFLpJQJxx9VswtdQSoLO6nYbXVxARHEBn7j52RJLlxuA8IdRG2oxM6ogiynOjvQ3yQGrpy5eBqgdwRAPaj+ihXURTYviLNviF+uCE8Ufq2vL6iLHyxXsVmjpDyxXWgiUKYgui938VetMkii0GplllUB2y81MLC62eVLL4yvfd9KBWsvEsqTNo929AJhGAO/kpTPNPYBAIFIU8cTYvRCcjnbmESYDj+sH87RHBIgSXPY04VOZjJy/8Fm5r9wcn2cwQIkBmdlsNebKflGLsn9bLBYsZjNmkxlhMmEyW6uDGE1GTCYzRoMRs9mMUiFHrVShVipQKZWolUpkcjkquRyLowNylQqlizMOzk6gUoFadXv5JCQk/sXch2TREv8OI1CpVOLr6/uPXEsUlZCZmY2nr899jTMSMhmfbo76Y4dMBh32Inv+WavnTF3C3CI4pdHxq9aZQGFdaNLfaGCfSm2b4i2vtNHFbF3cMMXRyKx8J8Y732C31Va0m/bMUSj5TenO0xci+MX1GKeT9fzi6EmC2oGJBdnWxSMA2jCShIFYtaNtKjhBbTUEzzvorHGDcrMtPvEnw0nWFvkwzd2d0LIp5a06d5DLSVFY7FZPA9YFJMBueVmCaac/Us6UxyW2L8gCnXvZuSqSLNbydvtUDszKTmG8vgTkHuzWudnqDZdX67BWXFFTtbSYZU7udjkB38nL5bpaa83pKLcqqb+hhB8//hDmN8H5UA3GnfgQdoXY8vSVUyP3e3YBn8X98N/zVAkBpQYshSUUZedgyM1Do1KhKvuhpChLlSSXy0AmQ17m4RNY82/LkSFTqFDIFCgVSixCIFcqUalVKJRKlColco0ahYMWpUKBg1xu/REml9vyekpISEhI/HX8K4zAixcv4u/vj0ajoVmzZsyYMYOqVatW2ra0tJTS0lLbdl5eXoU2CpkMjUJReQJco4mikhIsCgUymQwHpRKD2Yz5n56uq8SAuHnhiQwoFoIpHfcxsTDLliqmamkxOLuzXK0l2myxTdc6mc04m01gLmK83u2m62gZ7wqzcvJsxtwnbtaKH3pDTfB2ZFZWKjkKFfsd9DZjablaS7RFQaShyLYAwtdQaqsHHChkzM1KpUgmJ1+hxDvtJ0aHz+BG8TE+MYfYVuaic8fPbADUdClLjbNbboYyg9BaW1dpi2ksT/WyyPME2l0/cb3F20SCbeVwuZdvvJsHo0tKyVH8URs4Xq4gXu5gmwYGNcccXehSkk9EcQHj9WoC5Q62BSd6FxXz81L43OzOD7XPwPVa8NsmxiWtg0QNPH4du1SbBguo5fx47WeQFf9FD8Jfh1ImR6NUUGg0oih7tguMxrufaLGA0YS5sJjSnFwsJaXIAKWTEwoHDTKVCllZbJ6s/FNuCALIynQko+y5lmFdryQDuQyZTI5CIcdBpaLAZAKlvGJk0G0MaieVCoPZfE9l6/6taBQKZMgoMf//E3Y7KpWYLAKDpWKZPgmJ+4uULPp+8MAbgc2aNWPJkiVUr16dGzduMG3aNKKiojh79iweHh4V2s+cObNCDOHN+DnpeDwiAoCk/DzWxMXh4+REbU8vAnQ6VLUho1F9rubkUi3AD/+yfE2r4i5wLT+/Qn8KmYyaHp5EenjgotFQYjJxJSeHk+lpFN7LC/Z/QC2X08DHl1C9nlE36lNqNpFRVMzZjHQsFguhP+Xx2bEcPtqbx26Flj05SVyVaRnk4QFmgbjykV1/bapOY7wrgAWUGgKxLjKpWloM5HDM0YXfwr35soM7OYUW4lbE0cTXkacnR9I40JmcAjOlk7dx7HAWbRrpee21Jmh1Soric3l6+nkeuZJMm6rTiMbCFMLJUSupVVzANy5eRBmLrXkTi84QKQuxGoBgS86cpBZsSrvCck9fKL5CC0sAy5zc6ZTdlPiYFoSqzbQozi3zIMop/6PubzTb5U3MUShJsmTS3+yIjxb8B0XQ1VnO1xtv0Dr2GqlqDROL4X0nA8gd+WhIKC/NbIhMpaBPfjEyxz6gUINhDQROgECokGtdLQeDhbyy+66Qyajm6oZOrSY+N4eskpK//mG4iVoenkR4eCCvxGDyvylHZqnZjBACrVJJZnExP8Seu/2PHLMFiksw5uRRmJMLZgsOzjqULjpkDhpkirLFU7d46mRAqKsrHg4OXMvLJ7Ww0O7gzRL6ODrRq3p1tEolaUWFLI89j+UepoV6VgsnRK/HaDbz65UrJOTl3vWcWwnQOdPY1xeFTMaJtDSu5Obg4+hIMz9/VAoFZzLSuZCV9af7/ato5ONLVEAAMuBkehqZxcWo5AouZmfdmwF/Ex1CQqjp4YnJYmHb1QTO38dxSUhIPBg88EZg586dbf+uU6cOLVq0ICwsjMWLF/PSSy9VaP/aa6/Z7c/LyyMwMBCwvng6hISwb98+Tp06xZgxY2hVpQoNfXy5fPky3y5aRH5+PjVr1qR79+44OjqycOFCQkJC6NiyJYtOn7Z7OTkolfSpXh1XlZpffvmF48eP4+/vz4ABA2hQuw5rLsaRXFDwl+pDKZfTr0YEjkLw008/ceXKFVxdXWnZsiW9mjUDoPWYdDw9PQm4cJ7k/HyOy6tiar6PG6UX+P3AYGC2XZ+7rryJrNrb1tg6SxFvZlnjAItkchyFhYZFeXy9qw15Fi/UajUrG/vRMLOIlm1cWL9+PQ0aNCDg+57UbzONzPnDyM68zL6TJ+nevTs9rgdx/e10Ig1FzHXQlS3OUFKoUNgWjowuLmCu3IG53CDaEmozBJMsmczKNfCUVxiBQJLcgf0avc2T52cGV7OJ9+qfYtKJurZYvkCBLdl1rTIv5XW1lmM56dSvn85vo8bQbmRVDAYDvZ6qzvzqiziv1RFgKLHlPHz5NSUbNm/k0qVLvPjii2zfvp2DBw/y2muvQckbgKHyG6SWU1LmYa7n7U1zH18KCgpo4ufHt6dOYvqbPFZqhYKYoCC2btlCcnJypW3q1q3LokWLmD17NmlpaYx6+WW+++47/Jx0XCu45QeO2QzFBgz5+RRm5SAzmpArFag8XFG76kGjRqZQ/GHN3WJ4hrm60jkklJycHFpWCWTh6VPkGSrXWZibG+kpKUydOpX58+fj7eRobzRWgk6lIkSvZ9KkSTz++OPUCA7+n4zA6MAqXL8QR1FREY80bcqVUzm0CAig6Hoy8SkpPNKmDZeys//5mYAyanp4sPKnn8jPz+fJJ5+kuLgYk8lETU8Plp47d8/9lP9Yfe+992jatCkRjRtJRqDEg8X9WB0sxSA++EbgrTg5OVGnTh0uXrxY6XGNRoNGo6n0WKjeFVeNhvHjx7N48WKEEDT08eW1115j6dKljBw5En9/fzZv3szChQvZuHEjMTEx9O7dm2PHjlHNzZW47Gxbf+2CgjHl5lG3XTuqVatGjx49OH36NNWrV2f58uV0a92KuKxsqjg74+HgQL7BQLHJSEJuLodSUjALQTVXV2p5epUdL+VidjbnMjOJ8g8gyMUFN62WnJISDBYzl7NzEAgchaBJkyY0btyY6Oho0tLSeO+991izZg0AVapUIS8vj74RkeQbDOQbDPgbG2Mwm+lgMnGl+DBZxSWE6PVo5HJyCvIRx56EpJOQVw08n4PIuqCRUfxjNodXXQNdGM8PG0ZMTAzDhw8H4NChQ4wZM4YWLVqwc+dOrg7vQmiwnsFPPM+RI0eoW7cuHev7c/2TVtRo7s0UTw03LuezbfVVJi69yOpnaxDZM5Tqdd15P7WIjEwDR3alcvyDvewu0gLOjHdMBFGIm7srH43sTkznAPx9taRdLuDc6ktsWpHAz4+N5YXPvHnZRc3+s3lM/WwPHS0uPDmuAcFdQ1FrFOReyUWvPwcX1tAlqiY//vgja9asYfny5UQfGcQTvk4UZpUyOUIP19LBwwsPj1KKi63TuqmpqZw6dcp643V7wHIODN+BJRE0z4PMmU2XPEk1GekYEoCTSkWgiwt79uxh4sSJ7N27l2G1anP0RiqlZjMR7h7oNRpyS0uJzczgSk4uUQEBhOj16DUassu8hgVGAyq5Ar1GTaHBSHJhAQeTkyuEMsiRoZDLSUxMJC4uDoBvv/2Wjh07EhRkrVXdsGFDqlWzxlqWlJSwe/duABRyGbVs3mw1OUXFnEq8xskriVTz8qLRI/XxdnPDAqQVF3E87QYphYU2w89Vo6GJnx9+Tjo0CgVZJSVUcXYmOTmZRo0akZKSwog6dQFIzMvjdHo6l3Kyqap3pa6XF8F6PRcuXGDv3r2A9YdOHU8vIjw8cFaryS4p4UxGOhdv+tuTlV37yJEjtG/fnoYNG+Lj5ERyQT4Xs7Op7emFWqHgQlYm5zIzCXR2pqGPNa74RNoNrpaFiTgolaxbt47r16/TIirKtm/99u1s27aNdu3a0S2sGnKZjNjMDBLz8ogKCMBFrSG5oAAntYoQFz06tZqc0hJKTWZSCwtxUqnwdHSg0GC0eRjreXkTqtfj7qCl0GgiuSCfQykpeDo40MDHh1C9K2aLhXyjgeziEg6npuDu4ICXlxe6Mk/u999/z8GDB/n222/pFR5OocGIWqHAy9ERIQTpxUUcTU2lyGiiRYA/IXpXHJRK8ssM8KCgINzc3PB10tEqoApVnJ3RqVXklhq4kpPDibQb1PTwpIa7OwHOzhQZjZSazaQUFLA/+fqf9j5KSEg82PzrjMDS0lJiY2Np3br1nz63pqcHBw8eRKlUEhERgcFs5tD+/Xz11VfExcXh6elJamYWo0eP5vr16wCEhITg7u7Orl27qNmggc0IdFKpqObmxsiRI2nYsCHff/892SUlPKXV0qRJE4YOHcrVq1ep5+3NsmXLiImJ4ccff8TZ2ZmBAwcSoHMmraiI+t7e7N69m2V79xIWFkbfvn1pExhEcXExv27YQPPmzfnxxx9xc3Nj0KBBaDQatm3bhhCCxYsX216G5ezYsQOz2cwPP/yASqWib9++xJ88SbGvL0ePHuX69euMHz8eL0U+P/34I1lZWbRv357A+uvYZ0kkqkUQN27c4KcFP2E2m+nRowfRgxoRHx/PlStX0Gq1qFQqGjVqBFhfKjk5OVy5coWQqa2Ji4vDYDBYywABzR7xIynJxMaNP5GWlkbNmjV56cOedBpajTr13Fi9ejU6z+asXr0apVLJgCcGsKdtX1p0XEpRiYJoVShn9bkc29wBN3cLq1evZkNiIpGRkfSb2YsBH7YgLy+PVatWkZOTQ4cOHTi28wnAGkt6/MQRzGYzu3btokmTJrRv/wGlpaXs2bOHq1evsnTpUvz8/GhQJ4YtW1bh6Nae5auXU7NmTYKDgyvod+/evfz+++80bdqUdu3mAnDlyhVSU1Np2zScC9lZ6A0GYk+eJLBdO7Zt20Z6ejpLly5Fr9fTrVs3hBBs2LCBc+fOUbt2bTp37oxFCEpLSti4YQONGjVi5cqVtGzZkvr167Ny5Uri4+Px8vKiV69eRAcGsTH+ip1cJWYTR1JTGDxiBEq5DJVcwbp16xgzZgxt2rZFLpORmZlJ9erVK/xddKkahlwIfvvtN86cOUO9evXo0rkzbcOr4ajVsGPHDlYcPIhKpaJdu3b0qV+fr44fx4LAWa1mSK3aJMTHs2jJdxQVFREREUGVvn3Ztm0bxcXFLF26FIVCQdOmTUlKSqJrmzYsPnOa7tWqsWfPHgw+PnbydA+rhsxiYcOGDcTGxtKoUSM6d+iAhzaFAykVvZylpaUsWLCAvLw8+vTpQ6/w6ly/fp2zZ8/SsWNHUgsL6Vw1jDPHj+Pg4ECbatVYcvZMhX7kMhkNvH1wVNqvQFYXFnL+/Hk6tWvH0dRU/OQKDuzZQ5cuXcjOzmbn5s1Ur16dNWvWEBoaymOPPcbZs2eZu2EDderUoWuXLmSXlOAAbNy4kbNnz+Lp6Unfvn2pFlkTuUzG+dOnKdZqSUhI4PTp07Rr147HmzQBwNvbG4PBQEFBAQcOHODy5cssXbqUoKAgWrduzd69e1m7fz9yuZz27dszoG5dMoqKMOfns2fHDvz8/Fi/fj19+/YlODgYNzc3NAoFQQoFv65cSVJSElWrVqVfv35Ud3fD29GJjRs3Iqtbl02bNpGdnU2/fv3oHxHJd+fOYjBL8YQSEv8VHvg0+6+88gq7du0iPj6egwcP0q9fP/Ly8hg2bNif7quKzpn169fTrl07TBYLSrmcH3/8kYEDB+Ll5cWCrTv56qfVfLd7L4VaLXuuXaPQaOCRRx5h/fr1+DvrKA9ZD3HRYzQaWb16NS+88AIJubksOXuGXUmJDBw4kMLCQvbv3w/AsGHDGDx4ME5OTuzfv58OHTrg5+REAx8fXn75ZaZNm4a3tzcbN27k8ccfByA3N5dhw4YxduxYtFotq1evZtSoUYD1pZCYmMi6desoKiqyG2Nh2TRaTk4OOTk5WCwWvvrqK7p27cqRI0dwcHAgKyuLBg0acOnSJVxcXBg8eDC//PILUUFBnD17lqZNm1JQNo3dvn17zpw5g8FgwGAwUFRURE5ODoYyz4JMJmP48OEsWbIEuULOokWLbJ7CctauXUteXh4BAQEsWrSIsWPHUqeedXHKc889R79+/ZDL5cTGxtKyZUtqhDnw5ujWYLQa3J9Obo/OuZS6dety+PBhgoKC2Lt3Lzk5Odap1iZNOHnyJEqlkq5du7JhwwYAtm3bxhNPPMH8+fNxcXFh1KhRrFmzBiEEhYWFGAwGcnJyKCwsRAjB4MGDGTp0KGazGZlMxvbt21mwYIFtHHv27OHLL7/Ew8ODcePG8dVXXwFWw/Drr79Go1TipFJx+vRp3n//fQAKCgowmUzk5OSQXxZTOmbMGGbNmoWrqysffPABL7zwAgq5nJycHIYNG8aoUaNQqVS2Z2fHjh2EhYWRl5fHuXPn0KkqT5Oy9/p15p08wdpbvORxWVmcTk8jPj6eKVOmVDhPJZfTp08fli1bhre3N19++SUTJ07EyUHLsmXLmDRpEn5+fri4uLB3716UcjnKspXzdTy9SE9Lo02bNsjlcoKCgti1a5dt7BaLhZycHHJzc1GpVDz++OOUlJTQLawaBoOBxx57rELKJ5VcTpcuXVi9ejXe3t589NFHTJ06lWb+/ujVFb38r776KpmZmRQUFBAVFcX169fR6XQ88cQTZGVl0aVqGFqFgsGDB1NUVGTzst6MwWAgNzeXei4umIuLbR5ggJMnT/Lhhx8CoNdoSEhI4M033wQgKSmJESNGMGnSJJydnZk+fTpPPfUU77zzDjqdjhdffJGVK1fiptVy9uxZ9u7dS2BgINevX6dJkyaYi4txVKlYtmwZffr0Ydu2bajVarp06cLx48cBWL9+PcuXL8disVBcXGz33AIsWLAAV1dX1Go1ffr0Yfv27Xg6OhIbG8vw4cOZNGkSOp0Os9nMnDlz2LdvHwCbNm3i+vXrBAYGsmnTJnr37o2Xg3U1/JQpU+jTpw9paWmkp6fTokUL5CYTtTw8K332JCT+/4j79Hm4eeA9gdeuXWPgwIFkZGTg5eVF8+bNOXDgAMHBwX+qH4cSAxqlkrNnz9K7d2+KjEZcNBouXrxI+/btyS0tJT83FwetlgxjKb9duQxyOUEuLoSHhzN//nxUcgWOKuuKSkeVioyMDHJzcwkNDeVimdGUUlCAQqEgODiYy5cv07KldUXvlClTaNOmDaNGjaJx48Zs27aNiIgIfvzxR5uH7cknn6ROnTrExsbi5uZGUVER3377Ld7e3vTr14/IyEjAGhv52WefMWHCBK5cuUJUVBSvvfYanTt3plu3bigUCsaOHYtMqURd9oJ99NFH+eCDDwBrAu7evXszY8YMAGrXrs2rr75K9+7defvtt5k6dSojRowArNPvn3/+OfPmzSMiIoKYmBiGDhuGXCbj0KFDADzxxBO0atWKN998kxUrVnDo0CE++uiPxSfPP/88ZrOZjIwMoqOjqV+/PnPmzLG9/F966SX69etnk3PVqlW07dyR0R/6MLf0HGt79uazT2fSvn17vvjiC46ezLL9CJgzZw41a9bk008/BSAgIIC3336brl27AuDn58f8+fMBa6qhX375hd69e9OpUyeKiop49tlnAbCUxerNnDmThg0bAnDp0iW7Z0ilUvHdd9+hUCho3rw5nTp1YuzYsXd87nr27Mm+ffts10lMTGT58uVcu3YNnU7H448/TlBQkDXWEKvhtGjRIpsn9fjx4yxatIioqD/SBe27fu2O1/yz7N69m+TkZA4fPoxMJmPQoEEEBAQwdepUjh8/Trt27Rg2bJjNK5pvMNhWlzqpVFyOi8PDw4NRo0bh6OjIkCFDbGN/5513bGMHaNGiBatWrWLQoEH89NNP1K1bl6pVq3LhwgVbm02bNlFSUmLzdA8YMIAqVaowefJkAl2cyc0o5WYGDBjAhAkTAMjMzOSrr75i2rRp9OnThyVLljBu3Dh27tyJo6MjTZo04ZfL9vcVYNWqVfz++++27dzcXKKjo+9JfyUlJXz//fc4Ojri4+PDc889R2JiIiqVCo1Gw/r16+nXrx+NGjWiYcOG5OXlkZeXx5kzZ9i0aZPth1/z5s35+OOPAUhOTua3336jQYMGtuu4uLgQExPDwYMHefbZZykt88jNnz+fkpISMjIykMlkLF68mHbt2gFWL+nKlStRazQVFgwNHjwYi8VCZmYmMTExtGjRghs3btjScT399NOMHDkSgO3bt3Ps2DG8IiPuSScSEhL/Dh54I/DHH3/8S/oROVYvTHFxMRqNhqLiElw0GlxdXcnOzsZBqaSksBCNgwMKBy2hbm5kl5RisljQaDSUlHkPyj0gJosFZ70euVxOdnY2OldXAJxU1sTD2dnZ6PV62/Xr16/PvuvXiQoIoH79+ly4cAGz2UxBQQExMTHWigpAfn4+165dw83NDQ8PD7y9vUnIzSXY25vssqnozOJiho4YwVNPPUVycjI//vgjvXr1ssUjlnMgOZnoskUxdevWJbukBDetltOnT3Py5En27NmDEAKTyWQb3+nTpzl//jxz51qnOouKiggPD7fTZWpBAdk3eUq8vb2pWbMmkydPpmHDhri7u9u1//bbb/nwww+pVq0aDg4OlJaWkpWVhZeXl003uz49Sb0RkTbdPNKuN7FqR6ZqQnFz1XD27Fk6d+7M0ZNZNI75jgh9ELHxvblw4QINGzYkK7mI2KXnafR4I1tMHGAznM9vSsTLy8umQztWfwe9Btn0RPFboO5ToVndunVRKBQcTkykUa1apKWl2bx790J6UREXL16kevXq6HQ6diReJSYomNDQUC5dukS1atXw9PTE39+fLQnxtAsKZubMmQwcOBBXV1e6d+/Oq6++ioeDA4qyF/o9LVgwmeEO6UVOnz5NYmIiUVFRtudQo9GQnJzM2LFjGTJkCEFBQTzyyCNMmDCB0OrVUcnlGC0WkgsKiGnWjMaNGxMcHEzjxo0ZOXIkjz32mN01fr54kaZ+fjzzzDNMnz6dQYMGMXfuXJ555plK5bl48aKdPFqtltTUVHRqdYX29evXJz4nB61SSf369Vm/fj0AzzzzDE888QQvvvgi8+bNY/To0RQYrTG5tzJw4EDmzZtn2/7yyy/Ztm3O/oPQAABe5klEQVRbhXaVZaoJCgrC0dGRnNISPDw8CAsLQ6VS2bbLn7kLFy7wxBNPoNPp8PT05NSpU7Rp08bWT2RkJDmlJQhh/ZtKS0ureLGbOJicTHMfHwYPHszFixcJDg4mKysLrVZra1OjRg20Wi0/xp5jQGRNu/N//vlnJk6cSEhICDqdjsLCQlJSUmxGYGRkJAm5uYTo9XiXff/4/V2J+iUk7kvZOMkT+MAbgX8VhUbr9GVAQAA3btxAJZORkZtHt27d+PDDD5k2bRo9WkWRWVhERNVgvHQ6TBYLhQYDaWlpNs9MeUB+ckEB0YGBREdH88svvzBu/HiKTCZquLtz+vRp0tLSbL/GATIyMqhbZpClp6fj7u6Oq6srfn5+7Nu3r0LsWWpqKvIyg9MsLHbHPRwcKDGZyCguwt/fn5deeolFixZx8uRJqlevjkwmQwhBg5tirVQqFcYy742rqytjxozhlVdeqaAnV1dXJk+eTJcuXSocK+/X39kZf2dnDiUk2I4NHz6c3r1726ZiyzGbzbz00ktcuXIFT09PSkpK0Ol0tpd7uW4aPFEPF72a9PR06tatS3p2CZGGInYpnDAbLXh5eZGamsqgCD0LR7WgZmNreiBPT0+rPv0d8e0XRnr6RbvUQXK5HIvJgoPJZKfD8rEA0Lmfbb9SqQSjvafpZjkBIn19ycnJQalU4uTkhFqtthnRYa5uHLllAUP5dbwcHfHw8CA9Pd16f7x9EEKQkZGBp6en7T4BGMwWFHI5ffv2pU+fPpw/f54333yTN954g9mzZ1PdzWpon83MYNvVq9YybGaztSyb0n4VrrmkBLPp9nFcrq6uNGnSpMK9K2ffvn2kpaWxZMkSunTpwtWrVwlyceFyTg65hlIUCgXffvstX3zxBbt27WLYsGFUrVoVf39/29ib+PmRW1pK+/btefbZZ1m/fj3nzp2je/fuGG+JMXN1daVVq1asXLmygizHLlVcEJaRkUGIXo9JWEhPT7fd//r166PX61m7di2bN2/m66+/5mxG+m0ngIQQrIqLo/0tswwajcaWezTM1Y1t2cfsjpf/nQphvd+3bpfzwQcfMGLECJ577jkAHn/8cbu/A7lcjrW6nqjwfVDOzc9TdGAga9asIT8/n2PHjtm8gN9//72tffnzZLJUHPWECRNYuXIldevWtf5d33S/yuUxl1WCuZ08EhIS/24e+JjAvww3PTfy8mjdujVHjhzBQ+/C1fR0+vbtC8CoUaNQmo00qBrM6UOHGDt2LCqFAlcHBw4fPkzr1q3JLirGUFQCRhM38vPJKSnhjTfeYObMmfy0YgV19HriTp5k6NChjBs3DmfnP/LUzZgxA4XZzO7du9m3bx+dOnWiadOmKJVKPvjgA4qKiigpKeHXX3+tEOd3K4cPH2bx/PmUZmVTUFDA2rVriY+Pt00dBQQEsHXrVrJTUzHf9II1WwQZBQUMHz6czz77jEOHDmGxWEhOTmb79u0AjBw5ksmTJ3Px4kWEEFy8eJGDBw/a+j148CAJCQkVPGDdunWzBeLfjEwmQ6lUcvnyZUpKSnjzzTftXjRgfTnKHc0cO3aMdevW0bNnTzKOZfKr1pnqxYXsP5bO0KFDmTNnDqdPH2fozMaow/MpLCykb9++LF++nOPHj+PlIeOdd96xTa+VI5dbCO6YYLcvICCA2NhY4uLiSL/HND4HDx5kw4YNKC0W3nnnHfr27YtcLqdOnTr8/vvvJCQkcP36db744gvbOf7+/sTHx3Pu3DlSU1OpXbs2Dg4OzJ07Fy0we/ZsPD09qVGjht21AsuenbVr11JYWEj16tUJDw/HVPYjZP369Xz00UfWVbAGI6KgEENmDgUpNyjJsE/9YbFYKuj8Znr06MGRI0dYtmwZBoOB/Px8fv75ZwB27tzJtWvX8PLyomnTppjLcgyWU9fLi7i4OI4cOYJKpaJx48bo9XpMJhMeHh4UFhZy+PBhLDk51hyGcjmjR49m0KBBjBgxAoVSWSFVSZ8+fdi1axerVq2yxeqtW7cOAKO5YoqdL7/8khs3bpBy7Tpz587lscce40ZhIbmlpYwdO5bhw4fTp08fXFxcOFtmyFeGAK4X5FdIpBwZGcmJEyeIjY0lPT2dTz755LZ93AmNRsPly5cxm81s376dX3/99U/3ERAQwJkzZ7h06RIZGRmo1Wpu3LhBfn4+SUlJfPbZZ/fcl1qt5uLFixiNRj7++GPS09P/tDwSEn8dlvv0ebh5aIxAhaMDCWWrB3fu3ElJSQlGlZI8o4ldu3ZRtWpVBg4cSMOGDZk9e7bNkDCZTLa4nfOJieQlp1KcloE5N49tcXG0b9+e9evXs2rVKurXr8+rr77Kyy+/zPTp08m7qXJJdHQ0LVu25PXXX2fVqlV4eHhgsFjYtGkTCQkJNGzYkKZNm7J69WpkMhlqtZqYmBjAarwBdOrUCbBOFR05coSuXbvSqFEj5s6dy+rVq23pP7799lu+//57nn76afLz86lbty7+/v7IgDOXLtG6dWu++uor3nzzTSIiIujfvz/XrlnjzJ566inbi7NGjRo8++yztkUiL7zwAgqFgmeeeYZt27ah1+ttq7ST8/IwyGRcSUqyjdfFxQW5XM6SJUt45plniIqKokaNGvTr1w/1TdN6jz76KO3ateOZZ56x5WVc9/lZ3sy6TqzakeJXdtC8eXNmz57Nyy+/TEREBFOmTMFisVCzZk3mzp3L888/T3R0NLVr12bq1KkABAYGUqtWLTBbMG7zxtvb22Yot2zZkoEDB/LKK6/Y4gnL9QsmEGaqVKliPR9rbOEbb7zBunXrrNPPWVl88cUXFBmN1KxZ0xZTOXToUEaPHk3jxo0BCA0NZfLkybzxxhtMnToVpVLJ6tWr2bp1Kw0aNGDv3r2sW7cOhUKBRqOhbdu21nteZmht3LiRqKgo6tevT2pqKu+++y4A+/fvJzk5GbPFQmFyGqaMLEzZOZTm5FFa5pVs3bo17u7uyNRqUKtwcXGhRYsWgHV6tXwq0sXFxWaU1K5dmzZt2tjStcTHx/PYY49Rs2ZNpk+fzk8//YTBYibpph8BBoOByZMnU7t2bR599FFeeOEFmjVrhlqtZuHChbz//vt2cYGDBg0iPz+fUaNGcS4zgxKTCUdHR1q1agWAh4cHW7du5aeffqJ27dq0a9fOFn9qKa9fXPb/xo0b88wzzzBgwAB69erFSy+9ZG2fkkJeaSmPPfYYxcXFjB49mss52RVSnFgEhIWFUatWLVvfFmGd4q1fv77t3n/00UcMGDCAPn36MHjwYJsedTqdLe7XZLHg5uZG06ZNbds3P3NvvvkmV65coXbt2ixdupSpU6faYptr1KhBSEgIFiGwCGtWgvIfBqGhobYwjw4dOvDoo48yfvx45s6dS+fOnW3xfCNHjmT8+PG2Z8/d3d0mS7lHr27duvj5WSsCzZs3j08++YSGDRtiNBoZPXo0LmXJ8Zs3b45er7d99zRs2BAvLy9p9kxC4j+GTNzJRfAfIC8vD71ez3s7d+Dp5saTdevx1ltv4e/vz9CRI1l08iTNqwRQx9vHFu8HcCM3Fx+9niVLlnDmzBk++OADPl6+iszcXLRqDQ4OWhQqJd7ubkTXqkmQ1x+r5vJKSjh8/TpmoGNZfFBhYaHN8Mk3GPj1ymXySg3EBAVRzc3NTubskhL0ZYHc2SUlrL0YR78aETiXnZ9ZXIyHg4PdOZlZWew/eQK5Sk1048bobooLAjBbLJy+kcq5kye4cekyo0c9jeMt+RSPXk2gtLiYxmHVUN+0AtVgMnEyIQEfvZ6gsji+m8nKz2f97l1cOn0GZ2dnnhk5EicHB4wmE5fS0wnz8LAz+m7G39+fw4cPExAQUDaOUpY+uZOP9uaRJAqZlZPHuMzP6fPiAha+2xB9lT8qX5w4nc43i47xxitR+Pv94XWl9Fv43hExtD8ylYITc06SvzORFos7o3RQcn3FeQKcTkPXx6iAJQUKe4KyI2jfsibQFvmA0x/lz8q4lJ3NloR4Ij08aVuWi+9m4nNySMjLpXWVQNuzVWIykVlcTMBNXuKkvDyOpKbSKTQUR5WKrOJifoo9R/uQUMJuia/MLijATaejffv2LFmyhNT8Qn45cAhHRwdkCgUmmQyFWs2w6JZ4OztjMJv59eJFjMJCj/DqaJRKSs0mLMKaDy+zuJiN8VeIrhJIYJkBcCdySkrYGH+FG2Xeaj8nJzpXDbM9m+XsTEykwGigXVAwjresZl68eDErV67kl19+4cfYWASC3uHlFUOK2JqQQJvAQDsdAZxOT2NHYqJtOre8Ysit7Ei8Sn1vH9y0Wn799VfeeecdDhw4wM8XL1ZIKN3U149m/v7IZTJOpqWxMymRul5eRAcGopDJuZCVRUJuDu1DQlDIKv5mLjWb0SgU3CgsZH/ydbpUDUOtUJCUl8ep9HQ6hYailMu5XmY03zomwJapwCIEe8sW/bQMqGKLjhJYI6WOpKYik0FjX7/Kbo0dFiEwWSyoFQoS8/JYczHOrmLImYx0qupdcbnlO6B8POX//uXSJep7e1PNzQ2jxcym+Hgu5+Tc9foSf56SggImtY0hNzfXZow/DKSkpFjDrVymgewfjjk1xlIv/CQnTpz4Z6/7APFQGYFanY6WAQHUdnUjPT0d/4AA1l26yPUyT5engwNKuZy8omIKS0sZ3aQJyUlJeHt7cz49g00nT2ExmlAiQymTYTEZKSoqpri0FC83N/w83DEJCzfyCjAKC3VCg+nesIHNCEwqKCAxx1o+LKO0lJKyaScHpRJ3rRazEGSVlGAwmyvUdpVhXYlZaDQisJaOC3N1w5KWxu8bf8PD15fgiAi0Li6onZwoLSwi81oS6ckpqFRKNE46wmtGYMjNZcsv62nXowcyoCQ3j5DwcEwyOH7kCJkZ6cgtUCUoiODwapQajVyKjaWkoBCLxUxxSQn+wcH4hVWjuLiIjISrZKbdQJjMpCQl4ePvT7uOHbl65TIeXl7g5YXsRhphfn7IJp/EP/siO087s7J9Pb5Z1NJmBF49C8++d5Lc80WYTIIkDPQ3mklRqK3VRtQGZDKoG+mMm7szCQmZJMSnAiCXy6hfPxi1Ws7ZSyryfLdRJ60DXYcGondW8dsP13n50GkGh1ZjTkkGQ01OzM1Kx8dioGeXLEoyNWjf+hGaeoAyEyifDtSBTM382NlYkIFSiUypsCV5vrksoFoux8PBAYPZQp6hFJVcbosf1alU1Pb0AhmcSkunyGREr9bgpFbholbjqtGSXlBAQlYWDgolecVFmIpLMBeX4KhQ4qlzwmwyk5yegVwm46X+fUEIFAoFczZuJt9sRuXogFylxNvZGZ1GQ7HFTIHJRInZbKtScrfawTqVCr1Gi8liJrOkBJPFgkImw02rRaNQUmg0kFNqHy+pkMnwdHDA08EBhVxBRlERN4oK7RasaBQKqrm60T4khA4dOnDx4kXWr1+PW3AwK+Mu2PrRKpV2OnVWqXHRaDBazGQVl2ASFaduHJUqlHIZXo6OmC2Ca/n5uDtoGRhZk+eff57Y2FimTZtG9Xr1+O7c2Uq/IzQKBXKZjOKbEnCrFQqUMpntHirlcjy0DqjlMkotFlRyOcUmEwqZDAFklC2UUsrlqOUKikzWcajkcrtnwVWjwUmlIqe0FLNFYEFgMJvRKpQIhG3Fr7VeMJSUGWXl/y7/LnBQWsO5i0wmHJRK3LRaSkwm8g3W5OJFJmMFWSg7z2yxYLBYkGH9zlPJFWQUF6NSyCk1mTEJC04qle3fVj0rMVos/+kazfebh94IdH73PhiB56lXXTICHyojMNDZmQ4hoXaei1KziaOpqRxOTbU711+no5qrG0UmI8eTU6zxdUJYg+8tFiwGI4aiYkylBhTC+oUvM5soLimlsLgYX3d3XnysNwaDAZVKVSG4OiE7G6PFgreTE5nFxWyOv0KpRdzzAikXtRqX4hKObduKQgi8AwPxCw7B298PS3YOESEhCGFhy85dFBYW8NTQYSjLfuWfPHeO1b+so0unTjSrb52uMplN/Pb776RmZHDm6FEaNmmMg6MTR/YfQOvoSEi1MK4lXMViMlG3cWNyc3KIPX2KKiEhKFUqTh8+QscOHehdlp7ldsyefxHLzP08f2EwBqMBjUbDnP5bOb0xibkOZZ4+SxH9TXKaF+SwRu/NbssNMFcSK2kpBrkDWIrpr6xG84IcHIWF6LntqdI/hJKSEtwL4Yn6vxJiKMbJbGaKix6EkVk5eYx392ViQTYJagee2lSD/bt3o3F0JKR5c7LlctuLt4mvHzU9PCgyGdmRmGh76d8LfavXQFeWezAb+LlscYO3oyMDI2ty9epVAgMDWb7/IElp6cjMFkpLSjCUlqJWq3HQahEyMAqwKOQE+vrg7+lBckG+NeedQk41D09aVAnAXfuHhzjfYOBQSjJn7hAH9/+hhps7bYOC0Crt15ddzrEujPF0cCSloIAtCQk4qpSMqFMXo8GAWq3GYDaz4sL5P11PubGPL7U8PSkymdiZeBV3rQMdQ0Nt6U92JyVxNiOD0fXq3bRAQ7AlIYHYrMz/13gj3D3oEBJSaW3mrQkJnM38e/Qs8XAgGYGSEXg/eGhiAsGaLLpP9RqcOHiQ7t27ExgYSP369Zn75Rya+vgSExiEHBmuGg1ahfXFdiEri+M3bmCWy0ClBLUKZ2dngn188PbxwtHLA+cAX5yr+OIZFICDnw9h4VWpVi2MQmFh7b4DqNVqtmzZQqtWrahSpQrVq1fn6aefJsTNjXAPD7798kv8tFoae3qjNJrQIcMBGR5qNUE6ZxzKPAE+jo5UcXbGseylW2IyIXdxpm5UFLXr1UctBBdPniQ/NZU2TZpw7MgRriddo2fnzjRt2IirCQk0b96cGTNmUK9mTcwGA83qN2D27Nk0b96cM6fPUCuyJuH16uLv54ezxgG1XI7FbMLZzY0q4eGEhYejVatxkMlwVChQKlVUqVaNgGrh6D09qRURwc6dO2nevHmlny+++ILnnwynarAjP7VbycbXjrC+wype2JVMRKQzg9r6UqemnoHC+mUw3rGQpIBsPFyKadzQj5joYFxdBEp5KU0b+dOqZThOTiqQO+BqNvGJmx83lGoyanuzcuVKXn75ZeTBnnRs40lEsANbde70N1oNu8vuembW1LK7bQgRr6VgkckoNRgwluWQrOLsjI+jEzqViqiAAH5bs4biG2m0DQxCW2ZMy2Uy/JycCNA52/aV46hUEejsTBVnZz766CO++OIL3G6apnfTWP9do0YNSktLqe3ri6tCASYTKo0ab39f3AN8kXu5o/L2xNHfm4CQQIq1Ks7m5ZAtLKBRU8Pbm67VqrF3y1batWtHlSpVaN68OWt+/JF2QcE08vFFIbM+1w5KJVV0zng6OFT4reGq0RDk7ILrTVOEarkcffl5zs54lZ3nr9PxaNWqrF6xgsaNGxMQEECtWrWYPHkyYa5uVHFwZN7nnxPh4UEdLy+KTSZ+vhjHofQ09l2/xuarCRQYjDfpT2ebhixHJZcToHPG18kJlVyOWqGgZZUqbFy7lsKUFNoGBVPby4v9+/bRvHlzFi5cSHN/fxyUSuRyOW+88QbNmzfnxo0buGg0KGVyfJ2cCHJ2sUs6LZf98TcfoNPh7ehYqaEX7ubG77t3V3imt27dSmNfXzQKBT6O1v6VMjnOKjWBzlb51TeFmjgqlehUVi9woLNzhQTYcmRWOV3s70Vl3wESEv8dpIUh94OH6pukbVAQ27dv57HHHuObb76hV69eXLp0iVGjRlnLPM2dS11v7wrnlZhM/HblCpklxTwSFExoWU5AgNzSUvZdv0ZMUHAFj0hBqYHs4iJSUlJ47LHHWLNmDW3btiUnJ4etW7fa2k2bNo0RI0bQOCiQxkGB9zSWcxkZHEpJpqrelXoRkXbH8sumt3/55Rdq165tTVJbrx5nzpwhLi6Ob775hldeeYXhg6zJYmfPnk1eXh75+fnUr1+fqj4+tA3/Y7Vq8/oN2HH0CC1rROBUt57dtfp068aRi3Gk5OahUCrJzs2lcePGfPfddwAsWrSIY8eO8fnnnwPgVhb/2H2bNS3Lwdkn+SZLhmFTCxSKP16U15PzeX/MIba/0oaY6DsnBi8qMtJ/xFrmbrwEMh1nHXSMNJm4OSXwyLXWlDehO1I52H89Axb50auL1WM5CYBOXLqWxGU/f57o2xd9Jb/EFy1ahJubG4+GhTG6fgOu5+fj4+RkF0t67EYq+5OTaRMYaJ0Croxyb7LBPpVLnbBQ6oSFUmQwIACnMm/10dRU9iVfp39EBN6OTggh2Hb1KmczM1DIZLQNDGLJkiW88cYbLFmyhLZt23Ls2DGGDRvGtWvXeP3112lVpUoFMXJLS9lw+RImi6B9SDD+uj/i1W4UFnIyPY2YwCBUtxhnWcXFGC0Wjh8/zrhx49i0aRP169fnxo0btpXkpaWlvPvuu0yYMIG2QUGVxkxWRvlYm/n50dTP3+5Y+eKGJUuW4OzsTNey/JUnc3K4du0an332GcOHD6djaCgFBQUsW7aMlJQUDAYDzYOCaO5v39/1/Hx2X0uiR7VwnG6JWywyGtlw5TLJN60cl2HN/1lcXGyXvsbX1xdnrZYx9RtwJ36/Zl001bpKxb/xyznZbLwSTw0Pd1pXCbQziNOKCjmVlk5UQIBdfOW5jAx2JCZWOk0uISEhcS88NJ5ALycnPBwceP/995k4cSI9evVib/J19GWlzBYvXmxLztq5c2fmz59PgwYNaNy4Mds3b6Z39eoMrlkLZX4+Q4cOJTw8nJiYGGKPH6dz1TAsBgOdOnViwYIF1KxZk8aNG3P80EECXV25ePEirq6uxMTEIJfLcXd3t60+njJlCvn5+XTt2pXo6GhSUlL48MMP+fzzz3n00UdtyY7Xrl1Ly5YtqVmzJmPGjKGKWs3QWrWp6+vLnDlzaNCgAXXr1uWtt97CQatl165drFmzhk8++YTo6Ghb7jBHR0fatGnDr7/+SrWqVdm5cye1a9e2y623atUqmjdvTo0aNejQoQOpyckM7NwFJ42GgQMH8s0339CkSRNrXduffqJFZE1khYUU5uWy58ABkrOzuXrtGoFBgXh5eeHs7Ex4eDjh4eFs2LCBJk2aULt2bV555RXqjarBt4tbsnfvHqKjo6lRowatW7fmfOwhPl/3CDHRwbz00kt88803tGrVivDwcBYsWMCePXto3rw5tWrVYuPGX1i7rC9efn5Emy2EGIrJL/PklpSUMGrUKMLCwujTpw+166p48dpQenbuwtdff02jRo2oX78+06dPJ9TPn7EjRnD2zBmio6OJjIykUaNG7N69mx9++IFDhw7xyiuvEB0dzfbt2wlwdua7xYtp3LixrepKLVc3nm3QkDAnHWPHjiUiIoJevXrZpd8QBhPm/EIMeX8YGN9//z316tWjadOm7N21Cye1mhUrVvDee+/RyNeXOp5eeDk40rdvXxISEvDTWafNg130aBQKZsyYwUcffUSzVq34/do1wmrVYu7cuXz44Ye2tC+dO3dm9uzZ1KpVi1atWnHh5En6R0YysGYkWQlX6dOnD+Hh4daauElJdAwJJTEhgWHDhjFjxgzCw8Otz+iVK/g4OXHmzBlq1KhBgwYNkMlk+Pr60rNnTwDGjx9PYWEh0dHRREdHI4Tg5ZdfZt68ebRu3Zr27dsjhODbb7+lUaNG1KlTh0mTJlHH3Z1n6jeggacX06ZNo1atWjRo0IDPP/8cOTJWrFjB/v37efXVV4mOjrb9mCqviXvixAn8dTp++uknevXqZc37WMZXX31Fo0aNqFGjBr169aI0PZ2BkTVxUqmIiYlhwYIFtnuwb9cuHqsRUWmJPgcHB9vzHB4ejrOzM08++STz58+nWbNm9O/fn6ysLHr37k1kZCT16tXj/fffp1VAFVpXCeSnn35i+vTpDBkyhLCwMGvZSrmCwbVq8UhQMEsXL6Zp06aEh4fTtWtXPDRa2oeEsHnDhgrfAW3v8UejhMSDz/3wAv6no+HuiYfGCAxw0WMwGNi2bRuPPvooF7IyOXbjBnuuXyM0NJRq1aqxZcsWwJocd9euXRw4cIBvvvmGoUOHcu3aNdRyOf369bMaKefP89FHH9G/f39yc3Mxm81s3ryZpKQkTpw4wWuvvcbTTz8NWJPWCiHo1KkTs2fP5syZM7YUF1OmTEGn07F27Vq2bduGr68vFy9e5PPPP+fTTz/lyJEjHDt2jFdeeYVFixZx6tQpXFxcmDhxIvKy2sc//PADmzZt4sCBA5w+fZqvvvqK1q1b06NHD1588UW2bdvGwIEDbboYPnw4ixYtAqi01m/16tXZuHEj58+f5+WXX6Z///42eQ8fPsy6devYtWsXK1asYPz48Zw9e5ZaoaH4VQlE7+VFSl4uxy9coMRgn45j48aNfPrpp6xZs4ajR4+SmZlpq7Hr6+vLTz/9xPnz520enfJchKdPn+aHH37g559/Zt26dYwbN4558+axefNmFi1axNNPP43FYmZ+TDAtinPxNZSiLJN3w4YNDBs2jNjYWHQ6HZ988gkatZoNGzYwa9Ysfv75Z7Zv38769ettVVLGjh3LO++8Q2xsLFu3bqVq1ao8/vjjNG7cmPfee49t27bRtm1bNmzYwBdffMG6des4evQoqamptnJ5b7/9NtnZ2Zw8eZJ33nmHFStWWJUgBKbsXIpT0zEV/RFXeOjQIQ4fPsyXX37JwIEDuXHjBq1ateKTTz6huLiY1lWq8Pvvv3P58mVCQkK4UrZC09fJiatXr3LhwgU6derEyfQ0jqfd4HBqClFRUZhMJg4dOoTZbGbjxo1cv36dkydPMmXKFHr27ElJUTHGklJ69erFyJEjuXDhAs8//zx9+vTBZDJRVFTE999/j7e3N+fOnaNXr168/PLLALRp04bTp0/Tt29f5s2bx+XLl23j+fDDD3F0dGTbtm22yhtnzpxh/vz5/PDDD6xbt45169Yxb9481q9fz+HDh0lKSmLWrFko5HI++ugjTpw4wf79+9m+fTvLly9n/fr19O3bl2bNmjFjxgy2bdtml5D9bs91s2bN2L17N7GxsXTr1s329wnWutAHDx7k8OHDzJ49mwEDBpCenk59bx9u5fr167z33nu2D8CxY8dYsWIF69evZ+HChSgUCt5++23OnTvHtm3b+Pnnn9m0aRNgLQn38ccf8+KLL3Lu3DlKSkr4+uuv0Ws0/PLLL7z//vssXbqUuLg4pk+fbuu/su+AWp5eFbyYEhISEvfKQ2MEqhRySkpKMJvNuLi4UGS0rtYrLluNqNfr7RIgv/rqq5QCDRo0oGPHjmzcuJELFy6QkJBAWFgYO3fuJCcnBx8fHw4fPgxYM+xPmjQJpUpF7969uXz5MgaDARcXF06cOEGXLl3YsmULUVFR1koJRiNKpRKZTIZKpeJqQYFt8ciwYcOIiIjAycmJ77//ntatW5OUlMSuXbto1KgRv/32G2BNt9G+fXvOnDnD/v37ad68Ob/99htyuRyFQoFCoaDUZLKryhAdHU1sbCyXL1/m999/p3Pnzna6qlGjBps3b2batGns2bOHa9eukZn5R1D9Sy+9hFylonr16vTv359169bh7+dHjaZN8Q6vRqFSSXD9eshveTktWbKEdu3aERcXx549e2jatKltHGFhYRw+fJgZM2awevVqLBYL58+ft507duxYPDw8iIyMJDg4mKFDh+Li4kKTJk3QarWkpKSQFeZNjkJl8wICPPLII7Rq1QqFUknfvn05c+YMYPV2jh07Fh9fXxx0Ol5++WVWrVoFWPOrrVixgoMHD+Li4kKVKlVQKBTI5XKUSiVFFgtyuZzFixfzyCOPcP78+QrjWbNmDRMnTqQEa262Hj16ACDMZgrT0rEYjKgc/1jE8eqrr1IiBE2aNKFNmzZs3rwZf39/2rRpw8qVK1HI5bbSZ4VGI/G5OYB1NWp+fj5yuRxnZ2eKyp7nIqO1Qsqtz/Ubb7xBkdlMx44dqVq1Kvv27WP37t04Ojri6OjIjh07UKvVFBYWEh8fD1jz5D311FMolEoef/xxTp8+DVhz6Z05c4ZGjRqxatUqateuzejRoxFC2D3X14uKbM/1s88+S5UqVXB0dGTJkiU88sgjxMbGsnfvXpo1a2bT35IlS2jfvj2HDx/m2LFjtuf65vuQYzTaFn8A9OvXj3Xr1hEbG0t+fj716tmHLlSvXp2VK1fyzjvvcOnSJQ4cOGCX+HrixImUCEGzZs1o1aoVW7ZswcfJiVspT4Be/iln/PjxOOj1lJTpXQjBJ598wqeffoparWb//v22tt26daNx48Yoyr4ryp/L7777jgkTJlAlNIRtiVfRBgaiUCju+B3geUu6KAkJCYl75aGJCcwvLcXZ2Rk/Pz8uXbpEzebNAaji7ILFYuHKlSt2VRs8PDyIzcyksa8v7u7uZGdnk5ycDGBXU7RDhw62GrgODg7WqgA52YS5uqFUKjGZTAiFAqWTE0898wzjxo0jMzOT2rVrs2HDBnr16mXrK6WwgKpl8YZeXl5klRTjrnUgOTmZnJwcu+uOGDECsHoVLl68iOGm+LLu3bvbjb3UZOZq5h9VGeRyOU888QSPP/44vXv3tpWWKqd///54eHjQrVs3nJycmDNnDgUFBbbSZh4eHlwuqylarhu1Wk2+gxaLRWAsKUWp02Ffd8G6Cqy0tNRuHOU1ZidMmMCVK1cYMmQILi4urF692pakGqxG+vm4TCKqe6DRaNDr9SRfzMU/XI9Go8FgMKBUyZjroCNQ68wEs3XVqWuZPpMLCmztALKysvD09CTbYKDIaMTT05OsssoVP/30E1999RWvvPIK8fHxLFu2jOjoaJss5eX3UlJSrPF5N42nvAJNdnY2Hh4exGVlUd/b2zbdLswW5EolDm6uqF3+iMHz8PDgbGYGLfwDbDoFq/E7ZcoUunTpwsaNG5kzZw5nMzJskxiFRiN1g4NRKpXEx8dTxd2dMxkZVHF2ttWCLU80rFKp0Ol07E9OJirgj+sUFBRQUlJiN47BgwfbyuGV6zA+NweXm3SYbzCg9/Zm3IQJvP7661y5csU2VRkWFmbrKzEvz5bP79bnWqlU2l23d+/e1vuVnMzp06dJKks+rtVqbUmQy8ktLSX3ppQ1Tk5OxMTEMHjwYIYNG2bXVghBmzZtaN++Pa1atUKpVNq80Hb3ICODFjfp5tbFKmDNbfnKK6+QW1qK/qaFG15eXlzJycHL0ZGtW7fy3HPPMWnSJGrXrk1ycrLd8+zq6orRYialoNDuuczMzLTWDS4q4mxGBol5eUR4eNzxO6CyRSwSEv867kftYGlhyMNjBMZnZWNB0L9/f2bNmsX69et5qm49nFQqli1bhkwms1W/AOv0S9eyVCfHjh2jY8eO1KtXD4PBwPjx420GUTm3llGzw2TCWa225U5zd3fH09PT9sWvVqsxGAx2AeMymQyj2UKR0Ujjxo05ceKEbWroZho3bky1atV4/fXXKxwr79fDWYeHs44zOX/UtB02bBhbt25l5MiRducIIdi4cSOZmZk4OjqSlJREzi3JYY8dO8bwunVt/+7Rowe5paX26T5M2OWKA2jUqBFApeP47bffWLlyJbVq1aKgoIDUW9L1VEb+Ld8XOmGhv6GEfSoH8m55tCsrBXbkyBEGDx4MwE+HD9viLz09PZk8eTKTJ0/m888/56uvviI6OtqmT08HR8Cqe7VaXel4IiIiOHbsmM3IP3r0KB07dkQml+Hk54PCyRHUfxjfx44ds8XJHTt2jH79rAtnYmJiyMjIYOLEifTu3dta+uymms1XcnNoVaUKXbt25ZNPPmHOnDn463Q4q9XMnDmTRo0aERYWRk5ODkajkbNnzxJVuzYmk4mTJ08ybdo0ZDIZJSUlTJ48Ge0tScbLvX6VobJY0Gq1FJfloQsMDMTR0RFDWRoYo9GIEILoQPvnusBgxE1jNepcXFxu+1xHRUUxaNCgCsfK70N5kvULNx17+umnmTBhAk888YTdOWlpaSQmJtoMv5u9cjffg5iYGNs9eOKJJ8gzVF5HGuCXSxdRyOUMjKxpG5sA3B20bN68mREjRtimpOfNm2dbFHUnateuzd69e+nRoweDImvi6fjHs3a774CkvDt890hISEjcgYfGCCw1mzifmcVbb71Fly5daN26NX369OH8+fOsW7eOH374wW5q5/333+fSpUucPHkSk8lE165dUSgUPP/888TExPDkk0+iUCjYuXMnn332GfpKKheUs2/fPsaNG0ePHj1wc3Nj9+7dGMoWkgBERUUxZswYatWqxSuvvGJ37vmsTJ588klatWrF8OHDadGiBampqeTk5DBr1iwmTpxI+/btSU9PJzIyksuXL+Pl5cUrr7xCVFQUU6ZM4caNGzz66KN2iz9CQkL4/fffK8gqk8lo2bIlY8aMoVmzZqxevbpCzqo5c+aQmZnJ1atXiYuLY+DAgZy6ycC8HePGjaN169YUFRVRv359EhMTUSqVTJ06lZYtWzJhwgS6d+/Ozz//jGPZy+9O6G+J6b0uV9IuPwtXRxdM9VywWx58C88//zyNGzdGq9Xi5OTE119/bZte69WrF23atEGn0/Hdd98xatQowHqfpk+fzoEDBxg4cCDjxo2jTZs2FBQUUK9ePa5evYpWq7WViXv66adJSEjg7NmztrJ8MrkCubMTKOwjMaZPn865c+c4cuQIDg4OdOjQge1Xr9KqShXGjBnD+PHjOXz4MPE5OeQb//D6ZpeUkJSXx6effkqnTp3o1q0bjzzyCIcOHWLv3r1s2LDB1laj0TB+/Hh69uxpTWvSuLFtyrRt27a0b9+eAQMGYDQa2bx5s00ft+PHH3/km2++oVOnTjg6OrJ+/Xpq1qxJw4YNUalUREZGMmLECKpUqWIrdwfWv8VLOdm89NJLtG3blry8POrUqUNCQgI6nY7XX3+dt99+m8cff5zY2FjbtHOTJk0YMmQIUVFRzJw5k8OHDzNgwAA7mZo3b17pc+3p6Ym7uzvjxo0jNDSUX375pUKbadOmcfr0aQ4dOoRer6ddu3ZsvXr1jjqojLxSA1FRUbz00ks4Oztz8uRJzpw5Q0hIyF3PnTRpEk2bNqW4uJhatWpx6NAhvv766zt+B2iVCgqMkkdD4t+O4J/3zEkLQx6qZNEuLi70qBaOv07Hrl27OHLkCD4+PvTu3RutoyOn09Np4OODXq/nxIkTbN68Ga1WS79+/cgVgqT8PJr5+XPq1Cm2bt2KUqmkSZMmNG/eHJPJxK+//krPnj05kHyd5v4B/Pzzzzbj8dixYxw6dIji4mJCQkLo0qULBUJQYjLhrdGwb98+srKy6NSpExcuXMDNzQ3h5samhHgeq14DZ4WCX3/9lbi4OHx9fWnfvj0BAQGUmk2UFhbx888/k5KSQkhZVYZyr0N5sfnIyEh8fX3Zu3cvXbp04fudu8nOzUVmFjzXpwdbtmyhQYMGeHp6UlBQwPLlyykuLqZ3796cPn2a1q1b4+TkRLVq1fjpp584duwYAH369MGs1fLT+VgMt1QT6B1eHUNaGpmZmTRr1owCgwGZ0cgvv/xiS5BcPp1uMBhYuXIlaWlpdOnShdTUVCIjI/Hy8mLPnj2Eh4dzbW8RjfqEsn37dho0aMDvO/Pp0TuITZs20bJlS958/yKpX5ym1YYwOkVEos7PJz09nVr16xGXlY2PxcLly5dp2bIlJouFvJwcW6qPzp07E1jmsSpfIGA0GmnevDktWrQg32BAp1Jx5MgRrl27RpMmTahSpQqFhYWsW7eOxMREgoKC6NChg81LfOLECXbt2kXt2rXx9fVFoVCg9/dnRdwFkMkIdLbmrVy7di1RUVGsWrUKnU5Hv379yDabiMvKpm1QEJs3b+a1117j6NGjrLt0kfhc+9JnTioVvcOr46pWs3HjRs6dO0dISAg9evTAKJNxNS+XAKWK4OBgYmNjWbVqFd7e3vTp04eEgnxKzWZqeXhy8OBBfv/9d1sd33r16pGbm8vhw4dp3749B5OTqe/hwZYtW+jWrRtms5kDBw5w/PhxjEYjNWrUoGPHjtwoLkajVKA1W9i/fz/5+fn07t2bvXv3Uq1aNW7I5Ry9kcrjNSLAYGDdunUkJSURFBREx44d8fDwQAhBRkYGP//8M9nZ2VSvXp0OHTrg6OiIEIKjR4+SlJRE48aNUSqVXLhwgbZt27LozGlkgItGQ+/w6vz888+28zIyMlixYgVKpZJ+/fqxc+dOevfu/UdM7tWrrF27FmdnZ/r160eG0ciai3G218QjwcG4G4xcuHCBmJgYvjl5ArlMxpN167Ft2zYaNmzI+aIiskpK6BoWZvuOqVevHsHBwRQXF1O3bl0uXbpEYWEhIRERJBcU4FxcTHJyMk2bNqXIaMRUXMzq1atJT0+nXr16dOjQAZlMRmlpaYXvAB8/P746cdxW91ji38tDnyxa92aF0px/O6Y46lWP/dPJoufMmcOHH35ISkoKtWrV4tNPP7WbSfw38VAZgVqdDhlQzc2Nmh6e6DUaSs1m4nNzOJOejr/Oma5hYej1eq5evYqrqyuphQVczc3jcGoKZiGo4uxMbU9PvBwdEcJax/dyTo61dJajAykFBRxJTaWxrx9+OifSi4rJLC4mRO+Ch4MjSrmMQoORhLxcTqenYxGC2p5e+OmcUCsU6FRqikxGioxGjqSmklVSglIup5aHJ+FubjipVBSbTKQUFnAqLR2DxUwdLy9C9a5oFQoKjEau5+dzIi0NL0cHqru546hSoZDJUMrlGMxmEnNzOX7tOsJsArOFOr5+hHq4k5tfwM7jJ2kSHkZ4lQAUcjlebq7cyM5ByGX46vVUq1aN3377jfDwcG4UFpKUn8/hlJQK061gDVhv5OOLUi7nXGYGyQUF1Pb0IszVFQelkiKTiev5+ZzOSCfczY1qrm5oFArctFryiov54cfznI/Lol10MKTL2DfzCDc6VWVQlyoEXbpB/y+TGNY9gGoxeuIupbHg0zSeWeCGSatF7+hIEz8/1HIFZzLSySwupqmfP44qJeczs0gpLKC+tw/BLi4IBDcKCzmcmoqH1oEID3c8HBxstZtPp6dzNS+PcDc3Qlz0OKiUFBlNnEpPI8jFhar68vEYuZZfwMm0NJzVKhp6eeOuVuPs4IBCLudSZibH0tNJLy6CsjiuJr5+hOr1+Ol0ZJUUU2oyk5CXS1ZxCY+GhHDo0CEmTJjAmDFj6Pn4Yyw8fbrS364KmYwIdw9qeLijU6kpNpm4mJ3FuYxMant5UkfnTHBwMLllBuT1/Hwu5+RwIu0GAghzdSXSwwN3rQMmi4WM4iKu5OTgr3PGVaPhSm4O5zOzaObvh4eDA8n5BRSZjAS76HHXasumeQ1czsnhXGYGCpmcut7WtDYqhRwXtYY8QykFBiOHUpIpMBrRKhS2Z9ehrGTc9YJ8TqaloZDLqevlTZCLC2q5nDyDgcS8PE6mpxHioidUb70PSpkcZGA0W7iYncX5rD9iX5v4+lr1WlzCqfQ0Gvr44q/TISsrdZdSUICTSoWLRmNX3zuloICE3FyO3ki1C2lwUatp4ueHo1LFpexsWwWSWh6eVHV1Jc9QysHkFErMJkJc9NTz9kav0aBRKFArFMTn5nAtPx8/Jx0KuYyTaekUGA008fVDo1BwLjOD1MJC6nl5E6K3pv7JKS0lNjOTK7k5t/0OyL3DlLXEv4eH3gh0euP+GIE1zv8pI3D58uUMGTKEOXPm0LJlS+bOncu3337LuXPnCLrHfKgPEv95IzA3NxdXV1embliPtpKVfjcT5uFBv9p1GDNmDB9//DH7kpM5lnz9H5L0H6T8lgvrf8r+hzCaEEYjMrMFzGaKCwowFBYjM1sIDfDl6d49mTBhAi+//DKXS0vYc1Ns2l8un9mCvLCQV5/Yy8wSDw7r9KxWWAiQORJsMeNrMdJstTVZMDJsXn0hw2pg3a9g+TLZRYmBoswsirNzULs44+TtgdzBAZn83mSr7+dPm6AgxowZQ/369XnxxRfZGBfHqdSUPy1SQ/8Aovz9efnll/n6669ZeeY0lzP/fyXU/itEennTo2ZNRo4caU07dPkSp+8hHlVC4q+mpLCQqV27kZOTc8fwov8aNiPQYfQ/bwSaE6hb43qFEBKNRoNGo6n0lGbNmtGwYUO++uor277IyEh69erFzJkz/1Zx/xbEf5ykpCSB1US468fBwUEcOHBACCHE2bNnhb+//z2f+1//yOVysXnzZiGEEJcvXxYRERH3Xab/8sfX11ecOXNGCCFEXl6emDRp0v/cV0BAgDh79qwQQoj9+/cLBweH+z6+B+Xj4uIijh49KoQQ4uTJk8LT0/O+yyR9Hu5PUlLSfXhT3j/y8/NFtWrVhKOj43351KtXr8I9eOuttyqVtbS0VCgUCrF69Wq7/S+88IKIjo7+B7T11/Of9wRaLBaSk5Nxdna25Sr7q8nLyyMwMJCkpKR/pRtfkv/+Isl/f8nLyyM0NJT4+Ph/rfz/Vv3/m2WHv1Z+IQT5+fn4+/vb5b+U+HspLS2ltNQ+pOJ2nsDk5GQCAgLYu3cvUVFRtv0zZsxg8eLFXLhwocI5Dzr/+dXBcrmcKpXUTf07cHFx+Vd+kZUjyX9/keS/f5hMpn+1/PDv1v+/WXb46+R/mKaBHxTuNPV7O251KAkh/jYn09+N9HNDQkJCQkJCQuIueHp6olAoKuSxTUtLw8enYonJfwOSESghISEhISEhcRfUajWNGjViy5YtdvvLy8H+G/nPTwf/E2g0Gt56660/7VJ+UJDkv79I8t9fJPnvH/9m2eHfL7/En+ell15iyJAhNG7cmBYtWjBv3jwSExMZM2bM/Rbtf+I/vzBEQkJCQkJCQuKvYs6cOXzwwQekpKRQu3ZtZs2aZVdf/t+EZARKSEhISEhISDyESDGBEhISEhISEhIPIZIRKCEhISEhISHxECIZgRISEhISEhISDyGSESghISEhISEh8RAiGYH/Iz169CAoKAitVoufnx9DhgwhOTn5jucIIZg6dSr+/v44ODjQtm1bzp49+w9J/AcJCQk8+eSThIaG4uDgQFhYGG+99RYGg+GO5w0fPhyZTGb3ad68+T8k9R/8r/I/KPoHmD59OlFRUTg6OuLq6npP5zwo+v9fZH+QdJ+dnc2QIUPQ6/Xo9XqGDBlCTk7OHc+5n7qfM2cOoaGhaLVaGjVqVKHY/a3s2rWLRo0aodVqqVq1Kl9//fU/Iuft+DPy79y5s4KeZTIZ58+f/wcl/oPdu3fTvXt3/P39kclkrF279q7nPGj6l5C4E5IR+D8SExPDihUruHDhAqtWreLy5cv069fvjud88MEHfPLJJ3zxxRccPnwYX19fOnToQH5+/j8ktZXz589jsViYO3cuZ8+eZdasWXz99de8/vrrdz330UcfJSUlxfb59ddf/wGJ7flf5X9Q9A9gMBh47LHHGDt27J8670HQ//8i+4Ok+yeeeIITJ06wceNGNm7cyIkTJxgyZMhdz7sful++fDnjxo3jjTfe4Pjx47Ru3ZrOnTuTmJhYafv4+Hi6dOlC69atOX78OK+//jovvPACq1at+ttlrYw/K385Fy5csNN1eHj4PySxPYWFhdSrV48vvvjinto/aPqXkLgrQuIv4eeffxYymUwYDIZKj1ssFuHr6yvee+89276SkhKh1+vF119//U+JeVs++OADERoaesc2w4YNEz179vxnBPqT3E3+B1X/CxcuFHq9/p7aPmj6v1fZHyTdnzt3TgDiwIEDtn379+8XgDh//vxtz7tfum/atKkYM2aM3b6IiAgxadKkStu/+uqrIiIiwm7f6NGjRfPmzf82Ge/En5V/x44dAhDZ2dn/gHR/DkCsWbPmjm0eNP1LSNwNyRP4F5CVlcXSpUuJiopCpVJV2iY+Pp7U1FQ6duxo26fRaGjTpg379u37p0S9Lbm5ubi7u9+13c6dO/H29qZ69eqMGjWKtLS0f0C6u3M3+R90/d8rD6r+78SDpPv9+/ej1+tp1qyZbV/z5s3R6/V3leWf1r3BYODo0aN2egPo2LHjbWXdv39/hfadOnXiyJEjGI3Gv03Wyvhf5C+nQYMG+Pn58cgjj7Bjx46/U8y/lAdJ/xIS94JkBP4/mDhxIk5OTnh4eJCYmMjPP/9827blBadvLTLt4+NToRj1P83ly5eZPXv2XcvedO7cmaVLl7J9+3Y+/vhjDh8+TLt27SgtLf2HJK2ce5H/Qdb/vfKg6v9uPEi6T01Nxdvbu8J+b2/vO8pyP3SfkZGB2Wz+U3pLTU2ttL3JZCIjI+Nvk7Uy/hf5/fz8mDdvHqtWrWL16tXUqFGDRx55hN27d/8TIv+/eZD0LyFxL0hG4E1MnTq10qDkmz9HjhyxtZ8wYQLHjx9n8+bNKBQKhg4dirhLARaZTGa3LYSosO+fkh8gOTmZRx99lMcee4ynnnrqjv3379+frl27Urt2bbp3785vv/1GXFwcGzZs+FfIDw+e/v8Mf6f+/27Z4cHRfWXXvJssf/ezfyf+rN4qa1/Z/n+KPyN/jRo1GDVqFA0bNqRFixbMmTOHrl278tFHH/0Tov4lPGj6l5C4E8r7LcCDxHPPPceAAQPu2CYkJMT2b09PTzw9PalevTqRkZEEBgZy4MABWrRoUeE8X19fwPpL0c/Pz7Y/LS2twi/Hf0r+5ORkYmJibEWw/yx+fn4EBwdz8eLFP31uZfyd8j+I+v//8lfq/++U/UHS/alTp7hx40aFY+np6X9Klr/62a8MT09PFApFBa/ZnfTm6+tbaXulUomHh8ffJmtl/C/yV0bz5s35/vvv/2rx/hYeJP1LSNwLkhF4E+VG3f9C+a+9200PhYaG4uvry5YtW2jQoAFgjZnZtWsX77///v8m8C38GfmvX79OTEwMjRo1YuHChcjlf94pnJmZSVJSkt2L/f/D3yn/g6b/v4K/Uv9/p+wPku5btGhBbm4uhw4domnTpgAcPHiQ3NxcoqKi7vl6f/WzXxlqtZpGjRqxZcsWevfubdu/ZcsWevbsWek5LVq04JdffrHbt3nzZho3bnzbeOW/i/9F/so4fvz436rnv5IHSf8SEvfE/VqR8m/m4MGDYvbs2eL48eMiISFBbN++XbRq1UqEhYWJkpISW7saNWqI1atX27bfe+89odfrxerVq8Xp06fFwIEDhZ+fn8jLy/tH5b9+/bqoVq2aaNeunbh27ZpISUmxfW7mZvnz8/PFyy+/LPbt2yfi4+PFjh07RIsWLURAQMC/Qn4hHhz9CyHE1atXxfHjx8Xbb78tdDqdOH78uDh+/LjIz8+vVP4HSf9/VnYhHizdP/roo6Ju3bpi//79Yv/+/aJOnTqiW7dudm0eFN3/+OOPQqVSifnz54tz586JcePGCScnJ5GQkCCEEGLSpEliyJAhtvZXrlwRjo6OYvz48eLcuXNi/vz5QqVSiZUrV/6tcv5V8s+aNUusWbNGxMXFiTNnzohJkyYJQKxateq+yJ+fn297vgHxySefiOPHj4urV69WKv+Dpn8JibshGYH/A6dOnRIxMTHC3d1daDQaERISIsaMGSOuXbtm1w4QCxcutG1bLBbx1ltvCV9fX6HRaER0dLQ4ffr0Pyy9NbUHUOnnZm6Wv6ioSHTs2FF4eXkJlUolgoKCxLBhw0RiYuK/Qn4hHhz9C2FNOVKZ/Dt27LC1eVD1/2dlF+LB0n1mZqYYNGiQcHZ2Fs7OzmLQoEEVUpI8SLr/8ssvRXBwsFCr1aJhw4Zi165dtmPDhg0Tbdq0sWu/c+dO0aBBA6FWq0VISIj46quv/hE5b8efkf/9998XYWFhQqvVCjc3N9GqVSuxYcOG+yC1lfKUNbd+hg0bJoT4d+hfQuJOyIS4y0oGCQkJCQkJCQmJ/xzS6mAJCQkJCQkJiYcQyQiUkJCQkJCQkHgIkYxACQkJCQkJCYmHEMkIlJCQkJCQkJB4CJGMQAkJCQkJCQmJhxDJCJSQkJCQkJCQeAiRjEAJCQkJCQkJiYcQyQiUkJCQkJCQkHgIkYxAif88bdu2Zdy4cf+p6w4fPpxevXr9v/oICQlBJpMhk8nIycm5bbtFixbh6ur6/7qWxO0ZPny47T6sXbv2fosjISHxECEZgRISfxOrV6/m3XfftW2HhITw6aef3j+BKuGdd94hJSUFvV5/v0X5z7Nz585KDe7PPvuMlJSU+yOUhITEQ43yfgsgIfFfxd3d/X6LcFecnZ3x9fW932IAYDQaUalU91uMfxy9Xi8Z4RISEvcFyRMo8dCRnZ3N0KFDcXNzw9HRkc6dO3Px4kXb8fLpz02bNhEZGYlOp+PRRx+189aYTCZeeOEFXF1d8fDwYOLEiQwbNsxuivbm6eC2bdty9epVxo8fb5v6A5g6dSr169e3k+/TTz8lJCTEtm02m3nppZds13r11Ve5teS3EIIPPviAqlWr4uDgQL169Vi5cuX/pJ9FixYRFBSEo6MjvXv3JjMzs0KbX375hUaNGqHVaqlatSpvv/02JpPJdvz8+fO0atUKrVZLzZo12bp1q910Z0JCAjKZjBUrVtC2bVu0Wi3ff/89AAsXLiQyMhKtVktERARz5syxu/b169fp378/bm5ueHh40LNnTxISEmzHd+7cSdOmTXFycsLV1ZWWLVty9erVexr73cb1ySefUKdOHZycnAgMDOSZZ56hoKDAdvzq1at0794dNzc3nJycqFWrFr/++isJCQnExMQA4ObmhkwmY/jw4fckk4SEhMTfhWQESjx0DB8+nCNHjrBu3Tr279+PEIIuXbpgNBptbYqKivjoo4/47rvv2L17N4mJibzyyiu24++//z5Lly5l4cKF7N27l7y8vDvGc61evZoqVarYpl//zPTfxx9/zIIFC5g/fz579uwhKyuLNWvW2LV58803WbhwIV999RVnz55l/PjxDB48mF27dt27YoCDBw8ycuRInnnmGU6cOEFMTAzTpk2za7Np0yYGDx7MCy+8wLlz55g7dy6LFi1i+vTpAFgsFnr16oWjoyMHDx5k3rx5vPHGG5Veb+LEibzwwgvExsbSqVMnvvnmG9544w2mT59ObGwsM2bMYPLkySxevBiw3peYmBh0Oh27d+9mz549NiPdYDBgMpno1asXbdq04dSpU+zfv5+nn37aZnTfibuNC0Aul/P5559z5swZFi9ezPbt23n11Vdtx5999llKS0vZvXs3p0+f5v3330en0xEYGMiqVasAuHDhAikpKXz22Wd/6t5ISEhI/OUICYn/OG3atBEvvviiEEKIuLg4AYi9e/fajmdkZAgHBwexYsUKIYQQCxcuFIC4dOmSrc2XX34pfHx8bNs+Pj7iww8/tG2bTCYRFBQkevbsWel1hRAiODhYzJo1y062t956S9SrV89u36xZs0RwcLBt28/PT7z33nu2baPRKKpUqWK7VkFBgdBqtWLfvn12/Tz55JNi4MCBt9VLZfIMHDhQPProo3b7+vfvL/R6vW27devWYsaMGXZtvvvuO+Hn5yeEEOK3334TSqVSpKSk2I5v2bJFAGLNmjVCCCHi4+MFID799FO7fgIDA8WyZcvs9r377ruiRYsWQggh5s+fL2rUqCEsFovteGlpqXBwcBCbNm0SmZmZAhA7d+687bhvx93GVRkrVqwQHh4etu06deqIqVOnVtp2x44dAhDZ2dmVHr9ZPxISEhL/BFJMoMRDRWxsLEqlkmbNmtn2eXh4UKNGDWJjY237HB0dCQsLs237+fmRlpYGQG5uLjdu3KBp06a24wqFgkaNGmGxWP5SeXNzc0lJSaFFixa2fUqlksaNG9umhM+dO0dJSQkdOnSwO9dgMNCgQYM/db3Y2Fh69+5tt69FixZs3LjRtn306FEOHz5s5yEzm82UlJRQVFTEhQsXCAwMtIs1vFlXN9O4cWPbv9PT00lKSuLJJ59k1KhRtv0mk8kWM3f06FEuXbqEs7OzXT8lJSVcvnyZjh07Mnz4cDp16kSHDh1o3749jz/+OH5+fncd+93G5ejoyI4dO5gxYwbnzp0jLy8Pk8lESUkJhYWFODk58cILLzB27Fg2b95M+/bt6du3L3Xr1r3rtSUkJCTuB5IRKPFQIW6Jpbt5/81ThrcuUJDJZBXOvXWK8XZ93wm5XF7hvJunpe+FcsNzw4YNBAQE2B3TaDR/qq97GYPFYuHtt9+mT58+FY5ptdoKurwTTk5Odv0CfPPNN3ZGOliN7PI2jRo1YunSpRX68vLyAqwxhS+88AIbN25k+fLlvPnmm2zZsoXmzZv/v8Z19epVunTpwpgxY3j33Xdxd3dnz549PPnkk7Z79tRTT9GpUyc2bNjA5s2bmTlzJh9//DHPP//8PelDQkJC4p9EMgIlHipq1qyJyWTi4MGDREVFAZCZmUlcXByRkZH31Ider8fHx4dDhw7RunVrwOoxOn78eIVFHjejVqsxm812+7y8vEhNTbUznE6cOGF3LT8/Pw4cOEB0dDRg9YwdPXqUhg0b2sak0WhITEykTZs29zSG21GzZk0OHDhgt+/W7YYNG3LhwgWqVatWaR8REREkJiZy48YNfHx8ADh8+PBdr+3j40NAQABXrlxh0KBBlbZp2LAhy5cvx9vbGxcXl9v21aBBAxo0aMBrr71GixYtWLZs2V2NwLuN68iRI5hMJj7++GPkcms49YoVKyq0CwwMZMyYMYwZM4bXXnuNb775hueffx61Wg1Q4RmQkJCQuF9IRqDEQ0V4eDg9e/Zk1KhRzJ07F2dnZyZNmkRAQAA9e/a8536ef/55Zs6cSbVq1YiIiGD27NlkZ2ff0QMWEhLC7t27GTBgABqNBk9PT9q2bUt6ejoffPAB/fr1Y+PGjfz22292Bs6LL77Ie++9R3h4OJGRkXzyySd2ueacnZ155ZVXGD9+PBaLhVatWpGXl8e+ffvQ6XQMGzbsnsf1wgsvEBUVxQcffECvXr3YvHmz3VQwwJQpU+jWrRuBgYE89thjyOVyTp06xenTp5k2bRodOnQgLCyMYcOG8cEHH5Cfn29bGHI3D+HUqVN54YUXcHFxoXPnzpSWlnLkyBGys7N56aWXGDRoEB9++CE9e/bknXfeoUqVKiQmJrJ69WomTJiA0Whk3rx59OjRA39/fy5cuEBcXBxDhw6969jvNq6wsDBMJhOzZ8+me/fu7N27l6+//tquj3HjxtG5c2eqV69OdnY227dvt/24CA4ORiaTsX79erp06YKDgwM6ne6e742EhITEX859i0aUkPiHuHWBRlZWlhgyZIjQ6/XCwcFBdOrUScTFxdmOL1y40G4hhBBCrFmzRtz852I0GsVzzz0nXFxchJubm5g4caJ47LHHxIABA2573f3794u6desKjUZj19dXX30lAgMDhZOTkxg6dKiYPn263cIQo9EoXnzxReHi4iJcXV3FSy+9JIYOHWq3CMVisYjPPvtM1KhRQ6hUKuHl5SU6deokdu3adVu9VLYwRAjr4osqVaoIBwcH0b17d/HRRx9V0MfGjRtFVFSUcHBwEC4uLqJp06Zi3rx5tuOxsbGiZcuWQq1Wi4iICPHLL78IQGzcuFEI8cfCkOPHj1e4/tKlS0X9+vWFWq0Wbm5uIjo6Wqxevdp2PCUlRQwdOlR4enoKjUYjqlatKkaNGiVyc3NFamqq6NWrl/Dz8xNqtVoEBweLKVOmCLPZfFs9/JlxffLJJ8LPz8/23CxZssRuscdzzz0nwsLChEajEV5eXmLIkCEiIyPDdv4777wjfH19hUwmE8OGDbO7NtLCEAkJiX8YmRD/QyCThISEHRaLhcjISB5//HG7KiEPMiEhIYwbN+4fKam3d+9eWrVqxaVLl+wW3Ej8gUwmY82aNf/vcoASEhIS94qUJ1BC4n/g6tWrfPPNN8TFxXH69GnGjh1LfHw8TzzxxP0W7U8xceJEdDodubm5f2m/a9asYcuWLSQkJLB161aefvppWrZsKRmAlTBmzBhpWlhCQuK+IHkCJST+B5KSkhgwYABnzpxBCEHt2rV57733bIs3/g1cvXrVtqq1atWqtsUOfwVLlizh3XffJSkpCU9PT9q3b8/HH3+Mh4fHX3aNP0utWrVuWzlk7ty5t12M8neTlpZGXl4eYE1FdPOKaQkJCYm/E8kIlJCQeCi42ei9FR8fnwq5ByUkJCT+60hGoISEhISEhITEQ4gUEyghISEhISEh8RAiGYESEhISEhISEg8hkhEoISEhISEhIfEQIhmBEhISEhISEhIPIZIRKCEhISEhISHxECIZgRISEhISEhISDyGSESghISEhISEh8RAiGYESEhISEhISEg8hkhEoISEhISEhIfEQIhmBEg8sbdu2Zdy4cX9Zf8OHD6dXr15/WX9/Jfcy1pCQED799NN/RB4JCQkJif8+D40RmJaWxujRowkKCkKj0eDr60unTp3Yv3///RbtL0Mmk6HVarl69ard/l69ejF8+PAK7fft24dCoeDRRx+ttL9Vq1bRrFkz9Ho9zs7O1KpVi5dffrnSth07dkShUHDgwIG7yrlz505kMpnt4+DgQK1atZg3b97dB/kPUy7jreMqLS3Fw8MDmUzGzp07749wf4IbN26gUqn4/vvvKz0+evRo6tatC8DUqVORyWSMGTPGrs2JEyeQyWQkJCQAkJCQYHcf3dzciI6OZteuXZVeY+bMmchkskqN3djYWHr06GF71po3b05iYmKFdjNmzEChUPDee+9VOLZ69Wo6dOiAl5cXLi4utGjRgk2bNt1JLRISEhIPNQ+NEdi3b19OnjzJ4sWLiYuLY926dbRt25asrKy/9boGg+Fv7f9WZDIZU6ZMuae2CxYs4Pnnn2fPnj0VXrhbt25lwIAB9OvXj0OHDnH06FGmT59e6XgSExPZv38/zz33HPPnz79nWS9cuEBKSgrnzp1j9OjRjB07lm3btt3z+f8UgYGBLFy40G7fmjVr0Ol0/+++jUbj/7uPe8HHx4euXbtWGAdAcXExP/74I08++aRtn1arZf78+cTFxd21761bt5KSksKuXbtwcXGhS5cuxMfH27U5fPgw8+bNsxmaN3P58mVatWpFREQEO3fu5OTJk0yePBmtVluh7cKFC3n11VdZsGBBhWO7d++mQ4cO/Prrrxw9epSYmBi6d+/O8ePH7zoGCQkJiYcS8RCQnZ0tALFz5847trt69aro0aOHcHJyEs7OzuKxxx4TqamptuPDhg0TPXv2tDvnxRdfFG3atLFtt2nTRjz77LNi/PjxwsPDQ0RHRwshhDhz5ozo0qWLcHZ2FjqdTrRq1UpcunTJdt6CBQtERESE0Gg0okaNGuLLL7/80+MExIQJE4RcLhenTp2y7e/Zs6cYNmyYXduCggLh7Owszp8/L/r37y/efvvtCuNq27btPV136tSpYsCAASI2NlY4OzuLgoKCO7bfsWOHAER2drbd/qpVq4oPPvjAtt2mTRvx4osv2ra/++470ahRI6HT6YSPj48YOHCguHHjhl0fd9LzrffvyJEjwsvLS0ybNu22sgLizTffFC4uLqKoqMi2v0OHDmLy5MkCEDt27LDtf/XVV0V4eLhwcHAQoaGh4s033xQGg8F2/K233hL16tUT8+fPF6GhoUImkwmLxWJ7bp599lmh1+uFu7u7eOONN4TFYrGdGxwcLGbNmmXbzsnJEaNGjRJeXl7C2dlZxMTEiBMnTtx2LOvWrRMymUzEx8fb7V+yZIlQq9UiIyPDTsYOHTqIxx57zNbu+PHjArCdHx8fLwBx/PhxW5tr164JQHz99de2ffn5+SI8PFxs2bKlwj0VQoj+/fuLwYMH31bucnbu3CkCAgKEwWAQ/v7+YteuXXc9p2bNmhWebQkJCQkJKw+FJ1Cn06HT6Vi7di2lpaWVthFC0KtXL7Kysti1axdbtmzh8uXL9O/f/09fb/HixSiVSvbu3cvcuXO5fv060dHRaLVatm/fztGjRxk5ciQmkwmAb775hjfeeIPp06cTGxvLjBkzmDx5MosXL7b12bZt20qndG8lKiqKbt268dprr92x3fLly6lRowY1atRg8ODBLFy4ECGE7bivry9nz57lzJkzd+xHCMHChQsZPHgwERERVK9enRUrVtxVzlv72LhxI0lJSTRr1uy27QwGA++++y4nT55k7dq1xMfH2+nkbnq+mZ07d/LII4/w9ttv88Ybb9xRvkaNGhEaGsqqVasASEpKYvfu3QwZMqRCW2dnZxYtWsS5c+f47LPP+Oabb5g1a5Zdm0uXLrFixQpWrVrFiRMnbPvLn5uDBw/y+eefM2vWLL799ttKZRJC0LVrV1JTU22er4YNG/LII4/c1rvdpUsXfH19WbRokd3+BQsW0KtXLzw8POz2v/fee6xatYrDhw/fUT834+joCNh7OJ999lm6du1K+/btK7S3WCxs2LCB6tWr06lTJ7y9vWnWrBlr166t0Hb+/PkMHDgQlUrFwIED7+p1tlgs5Ofn4+7ufs/yS0hISDxU3FcT9B9k5cqVws3NTWi1WhEVFSVee+01cfLkSdvxzZs3C4VCIRITE237zp49KwBx6NAhIcS9ewLr169v1+a1114ToaGhdh6hmwkMDBTLli2z2/fuu++KFi1a2LaHDBkiJk2adMcxAmLNmjXi7NmzQqFQiN27dwshKvcERkVFiU8//VQIIYTRaBSenp5iy5YttuMFBQWiS5cuAhDBwcGif//+Yv78+aKkpMSun82bNwsvLy9hNBqFEELMmjVLtGzZ8o5ylnsCnZychJOTk1AqlUIul1fwyFXmNbqZQ4cOCUDk5+cLIe6u5/L7t3btWuHs7FxB55VRrtNPP/1UxMTECCGEePvtt0Xv3r1tHuabPYG38sEHH4hGjRrZtt966y2hUqlEWlpahbFGRkbaef4mTpwoIiMjbds3ewK3bdsmXFxcKtyPsLAwMXfu3NvKM3HiRBEcHGy7zpUrV4RMJhObNm2yk7FevXpCCCEGDBgg2rVrJ4S4uyewoKBAjB49WigUCpsn+ocffhC1a9cWxcXFtnHefE9TUlIEIBwdHcUnn3wijh8/LmbOnClkMpmd5z43N1c4OjraPJ3Hjx8Xjo6OIjc397Zj/eCDD4S7u3sFb7GEhISEhJWHwhMI1pjA5ORk1q1bR6dOndi5cycNGza0eUViY2MJDAwkMDDQdk7NmjVxdXUlNjb2T12rcePGdtsnTpygdevWqFSqCm3T09NJSkriySeftHksdTod06ZN4/Lly7Z2S5YsYebMmfd0/Zo1azJ06FAmTpxY6fELFy5w6NAhBgwYAIBSqaR///52cVZOTk5s2LCBS5cu8eabb6LT6Xj55Zdp2rQpRUVFtnbz58+nf//+KJVKAAYOHMjBgwe5cOHCXeX8/fffOXHiBCdOnODbb79lxowZfPXVV7dtf/z4cXr27ElwcDDOzs60bdsWwBbPeCc9l3Pw4EH69u3L4sWLGThw4F1lLGfw4MHs37+fK1eusGjRIkaOHFlpu5UrV9KqVSt8fX3R6XRMnjy5QrxlcHAwXl5eFc5t3rw5MpnMtt2iRQsuXryI2Wyu0Pbo0aMUFBTg4eFh99zEx8fbPTe38uSTT3L16lW2b98OWL2AVapUqdRLBzBt2jR+//13Nm/efNs+o6Ki0Ol0ODs788svv7Bo0SLq1KlDUlISL774It9//32l8X1g9dYB9OzZk/Hjx1O/fn0mTZpEt27d+Prrr23tli1bRtWqValXrx4A9evXp2rVqvz444+V9vvDDz8wdepUli9fjre3921ll5CQkHiYUd5vAf5JtFotHTp0oEOHDkyZMoWnnnqKt956i+HDhyOEsHsBl3PzfrlcbjdlCpUH9js5OdltOzg43Fam8pfgN998U2EqVKFQ3NvAKuHtt9+mevXqt51WM5lMBAQE2PYJIVCpVGRnZ+Pm5mbbHxYWRlhYGE899RRvvPEG1atXZ/ny5YwYMYKsrCzWrl2L0Wi0M97MZjMLFizg/fffv6OMoaGhuLq6AlCrVi0OHjzI9OnTGTt2bIW2hYWFdOzYkY4dO/L999/j5eVFYmIinTp1si1WuZOebx6Ph4cHCxYsoGvXrqjV6rueA+Dh4UG3bt148sknKSkpoXPnzuTn59u1OXDgAAMGDODtt9+mU6dO6PV6fvzxRz7++GO7drc+H/8LFosFPz+/Slcml+u0MsLDw2ndujULFy4kJiaGxYsXM2LECOTyyn8PhoWFMWrUKCZNmnTb6dfly5fbfjDdPKV89OhR0tLSaNSokW2f2Wxm9+7dfPHFF5SWluLp6YlSqaRmzZp2fUZGRrJnzx7b9oIFCzh79qztx0a5DubPn8/TTz9dQZ4nn3ySn3766bbGrYSEhITEQ2YE3krNmjVtRlLNmjVJTEwkKSnJ5g08d+4cubm5REZGAuDl5VUhRu7EiRN39DwB1K1bl8WLF2M0Giu09fHxISAggCtXrjBo0KC/aGTWFa3PPfccr7/+OmFhYbb9JpOJJUuW8PHHH9OxY0e7c/r27cvSpUt57rnnKu0zJCQER0dHCgsLAVi6dClVqlSpYGhu27aNmTNnMn36dLuX9t1QKBQUFxdXeuz8+fNkZGTw3nvv2e7PkSNH7NrcSc/leHp6snr1atq2bUv//v1ZsWLFXe9fOSNHjqRLly5MnDixUgN97969BAcH28UY3pqu507cmobmwIEDhIeHV3qthg0bkpqailKpJCQk5J6vAVZv4NixY+nZsyfXrl1jxIgRd2w/ZcoUwsLCbut1CwwMtHvGynnkkUc4ffq03b4RI0YQERFh06FCoaBJkyYVPMdxcXEEBwcDcPr0aY4cOcLOnTvt4vtycnKIjo7mzJkz1K5dG7B6AEeOHMkPP/xA165d764MCQkJiYeZ+zsb/c+QkZEhYmJixHfffSdOnjwprly5IlasWCF8fHzEyJEjhRBCWCwW0aBBA9G6dWtx9OhRcfDgQdGoUSO7eL+NGzcKmUwmFi9eLOLi4sSUKVOEi4tLhZjAW+PYMjIyhIeHh+jTp484fPiwiIuLE0uWLBHnz58XQgjxzTffCAcHB/Hpp5+KCxcuiFOnTokFCxaIjz/+2NbHn4kJLCczM1Po9Xqh1WptMYFr1qwRarVa5OTkVDj/9ddft8UzvvXWW2LChAlix44d4sqVK+LYsWNi+PDhwsHBwSZ3vXr1xMSJEyv0k5eXJzQajVi7dm2lcpbHBF64cEGkpKSIhIQEsWLFCuHs7CxGjBhRqS7T0tKEWq0WEyZMEJcvXxY///yzqF69ul1M2t30fHNMZ0pKioiIiBB9+/a1xTPeTacWi0Wkp6eL0tJSIYSoEBO4du1aoVQqxQ8//CAuXbokPvvsM+Hu7i70er2tv5vj7W6mTZs2QqfTifHjx4vz58+LZcuWCScnJ7tVtjfHBFosFtGqVStRr149sXHjRhEfHy/27t0r3njjDXH48OHbjkcIIQoLC4WLi4twc3MT7du3r3C8MhknT54stFrtXVcH343K/j5Wr14tVCqVmDdvnrh48aKYPXu2UCgU4vfffxdCWONumzVrVml/UVFRYty4cUIIIZYtWyaUSqX48ssvRUpKiu1T2bMuISEhISHEQ2EElpSUiEmTJomGDRsKvV4vHB0dRY0aNcSbb75pl/bjbilihBBiypQpwsfHR+j1ejF+/Hjx3HPP3dUIFEKIkydPio4dOwpHR0fh7OwsWrduLS5fvmw7vnTpUlG/fn2hVquFm5ubiI6OFqtXr7br99bFHbdyqxEohBAzZswQgO3cbt26iS5dulR6/tGjRwUgjh49KrZv3y769u0rAgMDhVqtFj4+PuLRRx+1vZiPHDlit2jmVrp37y66d+9e6bFyI7D8o1QqRWhoqHjllVfs0svcqstly5aJkJAQodFoRIsWLcS6desqGCF30vOtC3uSk5NF9erVxeOPPy5MJlOlslam03IqWxgyYcIE4eHhIXQ6nejfv7+YNWvWPRuBzzzzjBgzZozNQJs0adIdU8Tk5eWJ559/Xvj7+wuVSiUCAwPFoEGD7BY33Y6nn35aAJUujqlMxry8POHp6fm3GIFCCDF//nxRrVo1odVqRb169Ww/IEpLS4WHh4dd6qCb+fjjj4Wnp6coLS0Vbdq0sXuuyj93+7uRkJCQeFiRCXFLkJuEhISEhISEhMR/nodmdbCEhISEhISEhMQfSEaghISEhISEhMRDiGQESkhISEhISEg8hEhGoISEhISEhITEQ4hkBEpISEhISEhIPIRIRqCEhISEhISExEOIZARKSEhISEhISDyESEaghISEhISEhMRDiGQESkhISEhISEg8hEhGoISEhISEhITEQ4hkBEpISEhISEhIPIT8H4prv/AVHz9oAAAAAElFTkSuQmCC", "text/plain": [ - "
    " + "
    " ] }, "metadata": {}, @@ -1000,9 +1014,11 @@ } ], "source": [ - "fig, ax = plt.subplots()\n", + "fig, ax = plt.subplots(figsize=(16, 8))\n", "\n", - "r_20210205[\"Gap_Filled_DNB_BRDF-Corrected_NTL\"].sel(time=\"2021-02-05\").plot.pcolormesh(\n", + "VNP46A2_20210205[\"Gap_Filled_DNB_BRDF-Corrected_NTL\"].sel(\n", + " time=\"2021-02-05\"\n", + ").plot.pcolormesh(\n", " ax=ax,\n", " cmap=cc.cm.bmy,\n", " robust=True,\n", @@ -1020,7 +1036,7 @@ " color=\"black\",\n", " weight=\"normal\",\n", ")\n", - "ax.set_title(\"Ghana: NTL Radiance on Feb 5, 2021\", fontsize=20);" + "ax.set_title(\"Ghana: NTL Radiance on Feb 5 2021\", fontsize=20);" ] }, { @@ -1040,7 +1056,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "e66412ec5c7648cead01e89017d8d8fa", + "model_id": "d8b28e2e6c014a45b4b02c81a6bd6850", "version_major": 2, "version_minor": 0 }, @@ -1054,7 +1070,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "15d83574d39e4b14b8405c931fa8255b", + "model_id": "e6386625d25948d3a93256e7908616de", "version_major": 2, "version_minor": 0 }, @@ -1068,7 +1084,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "82a3f8d03db347ca93d87ffd10ca85b9", + "model_id": "75ed5575e91d4c0ba3b165208315307a", "version_major": 2, "version_minor": 0 }, @@ -1087,7 +1103,7 @@ "version_minor": 0 }, "text/plain": [ - " 0%| | 0.00/8.64M [00:00" + "
    " ] }, "metadata": {}, @@ -1195,9 +1213,9 @@ } ], "source": [ - "fig, ax = plt.subplots()\n", + "fig, ax = plt.subplots(figsize=(16, 8))\n", "\n", - "r_202110[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2021-10-01\").plot.pcolormesh(\n", + "VNP46A3_202110[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2021-10-01\").plot.pcolormesh(\n", " ax=ax,\n", " cmap=cc.cm.bmy,\n", " robust=True,\n", @@ -1215,7 +1233,7 @@ " color=\"black\",\n", " weight=\"normal\",\n", ")\n", - "ax.set_title(\"Ghana: NTL Radiance in Oct, 2021\", fontsize=20);" + "ax.set_title(\"Ghana: NTL Radiance in Oct 2021\", fontsize=20);" ] }, { @@ -1243,7 +1261,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "37edd4a18fce46fabab42271a427bc0b", + "model_id": "a4e843d5edc048bfb3922be7d42f12ff", "version_major": 2, "version_minor": 0 }, @@ -1257,7 +1275,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d555f3020dec4290aea104345201cd9b", + "model_id": "fc6cada0c66f48609bbee8d762b2d778", "version_major": 2, "version_minor": 0 }, @@ -1271,7 +1289,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "dc853b402b544b2e86294bd5ab572766", + "model_id": "a273499e471343689617ac4d6ecc97aa", "version_major": 2, "version_minor": 0 }, @@ -1290,7 +1308,7 @@ "version_minor": 0 }, "text/plain": [ - " 0%| | 0.00/13.8M [00:00" + "
    " ] }, "metadata": {}, @@ -1398,9 +1418,9 @@ } ], "source": [ - "fig, ax = plt.subplots()\n", + "fig, ax = plt.subplots(figsize=(16, 8))\n", "\n", - "r_2021[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2021-01-01\").plot.pcolormesh(\n", + "VNP46A4_2021[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2021-01-01\").plot.pcolormesh(\n", " ax=ax,\n", " cmap=cc.cm.bmy,\n", " robust=True,\n", @@ -1433,7 +1453,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "3e218054-3085-48b3-8f9e-f6dea8410e6f", "metadata": { "editable": true, @@ -1448,7 +1468,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "1ff7b50eaf9a442ab3f0aa77fd014f97", + "model_id": "35ee8aa3ce2a4140891c96cb5e1f1279", "version_major": 2, "version_minor": 0 }, @@ -1462,7 +1482,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f680b9081ccd4decae1f97cc7bfa4828", + "model_id": "b3d93314fe8642c2a28aa6a37c6ee916", "version_major": 2, "version_minor": 0 }, @@ -1476,7 +1496,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "44d6132d476249b99fca13d17f49bbfd", + "model_id": "1b4429ca5dea4adca4b0e24af99bf79e", "version_major": 2, "version_minor": 0 }, @@ -1495,7 +1515,7 @@ "version_minor": 0 }, "text/plain": [ - " 0%| | 0.00/1.87M [00:00\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
    <xarray.Dataset> Size: 1GB\n",
    +       "Dimensions:                            (x: 1071, y: 1544, time: 90)\n",
    +       "Coordinates:\n",
    +       "  * x                                  (x) float64 9kB -3.26 -3.256 ... 1.198\n",
    +       "  * y                                  (y) float64 12kB 11.17 11.17 ... 4.744\n",
    +       "  * time                               (time) datetime64[ns] 720B 2022-01-01 ...\n",
    +       "Data variables:\n",
    +       "    Gap_Filled_DNB_BRDF-Corrected_NTL  (time, y, x) float64 1GB nan nan ... nan\n",
    +       "Attributes: (12/31)\n",
    +       "    AlgorithmType:                     b'SCI'\n",
    +       "    DataResolution:                    b'Moderate'\n",
    +       "    DayNightFlag:                      b'Day'\n",
    +       "    EastBoundingCoord:                 0.0\n",
    +       "    GranuleDayNightFlag:               b'Day'\n",
    +       "    GRingPointLatitude:                [ 0. 10. 10.  0.]\n",
    +       "    ...                                ...\n",
    +       "    VersionID:                         b'001'\n",
    +       "    VerticalTileNumber:                b'08'\n",
    +       "    WestBoundingCoord:                 -10.0\n",
    +       "    AREA_OR_POINT:                     Area\n",
    +       "    scale_factor:                      1.0\n",
    +       "    add_offset:                        0.0
    " + ], + "text/plain": [ + " Size: 1GB\n", + "Dimensions: (x: 1071, y: 1544, time: 90)\n", + "Coordinates:\n", + " * x (x) float64 9kB -3.26 -3.256 ... 1.198\n", + " * y (y) float64 12kB 11.17 11.17 ... 4.744\n", + " * time (time) datetime64[ns] 720B 2022-01-01 ...\n", + "Data variables:\n", + " Gap_Filled_DNB_BRDF-Corrected_NTL (time, y, x) float64 1GB nan nan ... nan\n", + "Attributes: (12/31)\n", + " AlgorithmType: b'SCI'\n", + " DataResolution: b'Moderate'\n", + " DayNightFlag: b'Day'\n", + " EastBoundingCoord: 0.0\n", + " GranuleDayNightFlag: b'Day'\n", + " GRingPointLatitude: [ 0. 10. 10. 0.]\n", + " ... ...\n", + " VersionID: b'001'\n", + " VerticalTileNumber: b'08'\n", + " WestBoundingCoord: -10.0\n", + " AREA_OR_POINT: Area\n", + " scale_factor: 1.0\n", + " add_offset: 0.0" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "r_daily" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "2843cf02-e793-4598-9641-0fd455ced384", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create the figure and axis\n", + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "\n", + "# Plot the mean NTL radiance over the dimensions x and y\n", + "r_daily[\"Gap_Filled_DNB_BRDF-Corrected_NTL\"].mean(dim=[\"x\", \"y\"]).plot(ax=ax)\n", + "\n", + "# Add the data source text\n", + "ax.text(\n", + " 0,\n", + " -0.2,\n", + " \"Source: NASA Black Marble VNP46A2\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " transform=ax.transAxes,\n", + " fontsize=10,\n", + " color=\"black\",\n", + " weight=\"normal\",\n", + ")\n", + "\n", + "# Set the title with appropriate fontsize\n", + "ax.set_title(\"Ghana: Daily Average NTL Radiance\", fontsize=20, weight=\"bold\")\n", + "\n", + "# Add labels to the axes\n", + "ax.set_xlabel(\"Date\", fontsize=12)\n", + "ax.set_ylabel(\"Radiance (nW/cm²/sr)\", fontsize=12)\n", + "\n", + "# Adjust layout for better spacing\n", + "fig.tight_layout()\n", + "\n", + "# Show the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "f7675142-193a-4609-91fb-7704d9bd65ab", + "metadata": {}, + "source": [ + "```{figure} ../../images/favicon.ico\n", + "---\n", + "height: 0px\n", + "---\n", + "This figures describes the daily average nighttime lights radiance data plotted over time. The data reflects fluctuations in radiance levels due to varying cloud cover, affecting the accuracy of the measurements\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "75594551-b3b8-497f-9c84-ed06b1a5dd32", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "remove-output" + ] + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "fdb31ebaad724566afd581020d55e1d7", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "GETTING MANIFEST...: 0%| | 0/4 [00:00\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
    <xarray.Dataset> Size: 159MB\n",
    +       "Dimensions:                        (x: 1071, y: 1545, time: 12)\n",
    +       "Coordinates:\n",
    +       "  * x                              (x) float64 9kB -3.259 -3.255 ... 1.193 1.197\n",
    +       "  * y                              (y) float64 12kB 11.17 11.17 ... 4.746 4.742\n",
    +       "  * time                           (time) datetime64[ns] 96B 2022-01-01 ... 2...\n",
    +       "Data variables:\n",
    +       "    NearNadir_Composite_Snow_Free  (time, y, x) float64 159MB nan nan ... nan\n",
    +       "Attributes: (12/39)\n",
    +       "    AlgorithmType:                     b'SCI'\n",
    +       "    AlgorithmVersion:                  b'NPP_PR46A3 2.0.0'\n",
    +       "    Conventions:                       b'CF-1.6'\n",
    +       "    creator_email:                     b'modis-ops@lists.nasa.gov'\n",
    +       "    creator_name:                      b'VIIRS Land SIPS Processing Group'\n",
    +       "    creator_url:                       b'https://ladsweb.modaps.eosdis.nasa.gov'\n",
    +       "    ...                                ...\n",
    +       "    VersionID:                         b'001'\n",
    +       "    VerticalTileNumber:                b'08'\n",
    +       "    WestBoundingCoord:                 0.0\n",
    +       "    AREA_OR_POINT:                     Area\n",
    +       "    scale_factor:                      1.0\n",
    +       "    add_offset:                        0.0
    " + ], + "text/plain": [ + " Size: 159MB\n", + "Dimensions: (x: 1071, y: 1545, time: 12)\n", + "Coordinates:\n", + " * x (x) float64 9kB -3.259 -3.255 ... 1.193 1.197\n", + " * y (y) float64 12kB 11.17 11.17 ... 4.746 4.742\n", + " * time (time) datetime64[ns] 96B 2022-01-01 ... 2...\n", + "Data variables:\n", + " NearNadir_Composite_Snow_Free (time, y, x) float64 159MB nan nan ... nan\n", + "Attributes: (12/39)\n", + " AlgorithmType: b'SCI'\n", + " AlgorithmVersion: b'NPP_PR46A3 2.0.0'\n", + " Conventions: b'CF-1.6'\n", + " creator_email: b'modis-ops@lists.nasa.gov'\n", + " creator_name: b'VIIRS Land SIPS Processing Group'\n", + " creator_url: b'https://ladsweb.modaps.eosdis.nasa.gov'\n", + " ... ...\n", + " VersionID: b'001'\n", + " VerticalTileNumber: b'08'\n", + " WestBoundingCoord: 0.0\n", + " AREA_OR_POINT: Area\n", + " scale_factor: 1.0\n", + " add_offset: 0.0" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "r_monthly" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "4833ef8e-80c6-445b-adec-0d8aebb5239f", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "remove-output" + ] + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "fcfd3198786f47f982259e1d4486646e", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "GETTING MANIFEST...: 0%| | 0/4 [00:00\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
    <xarray.Dataset> Size: 53MB\n",
    +       "Dimensions:                        (x: 1071, y: 1545, time: 4)\n",
    +       "Coordinates:\n",
    +       "  * x                              (x) float64 9kB -3.259 -3.255 ... 1.193 1.197\n",
    +       "  * y                              (y) float64 12kB 11.17 11.17 ... 4.746 4.742\n",
    +       "  * time                           (time) datetime64[ns] 32B 2019-01-01 ... 2...\n",
    +       "Data variables:\n",
    +       "    NearNadir_Composite_Snow_Free  (time, y, x) float64 53MB nan nan ... nan nan\n",
    +       "Attributes: (12/39)\n",
    +       "    AlgorithmType:                     b'SCI'\n",
    +       "    AlgorithmVersion:                  b'NPP_PR46A3 2.0.0'\n",
    +       "    Conventions:                       b'CF-1.6'\n",
    +       "    DataResolution:                    b'15 arc second'\n",
    +       "    DayNightFlag:                      b'Night'\n",
    +       "    HorizontalTileNumber:              b'18'\n",
    +       "    ...                                ...\n",
    +       "    NorthBoundingCoord:                10.0\n",
    +       "    publisher_email:                   b'modis-ops@lists.nasa.gov'\n",
    +       "    publisher_name:                    b'LAADS'\n",
    +       "    publisher_url:                     b'https://ladsweb.modaps.eosdis.nasa.gov'\n",
    +       "    SouthBoundingCoord:                0.0\n",
    +       "    WestBoundingCoord:                 0.0
    " + ], + "text/plain": [ + " Size: 53MB\n", + "Dimensions: (x: 1071, y: 1545, time: 4)\n", + "Coordinates:\n", + " * x (x) float64 9kB -3.259 -3.255 ... 1.193 1.197\n", + " * y (y) float64 12kB 11.17 11.17 ... 4.746 4.742\n", + " * time (time) datetime64[ns] 32B 2019-01-01 ... 2...\n", + "Data variables:\n", + " NearNadir_Composite_Snow_Free (time, y, x) float64 53MB nan nan ... nan nan\n", + "Attributes: (12/39)\n", + " AlgorithmType: b'SCI'\n", + " AlgorithmVersion: b'NPP_PR46A3 2.0.0'\n", + " Conventions: b'CF-1.6'\n", + " DataResolution: b'15 arc second'\n", + " DayNightFlag: b'Night'\n", + " HorizontalTileNumber: b'18'\n", + " ... ...\n", + " NorthBoundingCoord: 10.0\n", + " publisher_email: b'modis-ops@lists.nasa.gov'\n", + " publisher_name: b'LAADS'\n", + " publisher_url: b'https://ladsweb.modaps.eosdis.nasa.gov'\n", + " SouthBoundingCoord: 0.0\n", + " WestBoundingCoord: 0.0" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "r_yearly" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "834574dc-a262-4495-8ca2-deafeba3e710", + "metadata": { + "editable": true, + "scrolled": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Set up the figure and subplots\n", + "fig, axs = plt.subplots(2, 2, figsize=(16, 16))\n", + "\n", + "for i, t in enumerate(r_yearly[\"time\"]):\n", + " row = i // 2\n", + " col = i % 2\n", + " ax = axs[row, col]\n", + "\n", + " r_yearly[\"NearNadir_Composite_Snow_Free\"].sel(time=t).plot.pcolormesh(\n", + " ax=ax,\n", + " cmap=cc.cm.bmw,\n", + " robust=True,\n", + " vmax=50,\n", + " )\n", + " cx.add_basemap(ax, crs=gdf.crs.to_string())\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "a8731efc-8d83-4203-a9f4-f30e5aa8435a", + "metadata": {}, + "source": [ + "```{figure} ../../images/favicon.ico\n", + "---\n", + "height: 0px\n", + "---\n", + "Temporal variation of `NearNadir_Composite_Snow_Free` mapped over multiple years. Each subplot represents a different time period overlaid with a basemap.\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "849663a1-6401-4d86-b6dc-945a872ee597", + "metadata": {}, + "source": [ + "#### Visualizing difference in radiance year over year" + ] + }, + { + "cell_type": "markdown", + "id": "12b30a59-ab2a-4a44-bffd-b603a0154637", + "metadata": {}, + "source": [ + "Lastly, we calculate the increase/decrease in nighttime lights radiance levels." + ] }, { "cell_type": "code", - "execution_count": null, - "id": "2843cf02-e793-4598-9641-0fd455ced384", + "execution_count": 37, + "id": "d2c80c0c-2970-4e40-88fb-65fec0ceaf55", + "metadata": { + "editable": true, + "scrolled": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(16, 8))\n", + "\n", + "delta = (\n", + " (\n", + " (\n", + " r_yearly[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2022-01-01\")\n", + " - r_yearly[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2019-01-01\")\n", + " )\n", + " / r_yearly[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2019-01-01\")\n", + " )\n", + " # .drop(\"time\")\n", + " .plot.pcolormesh(ax=ax, cmap=\"Spectral\", robust=True)\n", + ")\n", + "cx.add_basemap(ax, crs=gdf.crs.to_string(), source=cx.providers.CartoDB.DarkMatter)\n", + "\n", + "ax.text(\n", + " 0,\n", + " -0.1,\n", + " \"Source: NASA Black Marble VNP46A3\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " transform=ax.transAxes,\n", + " fontsize=10,\n", + " color=\"black\",\n", + " weight=\"normal\",\n", + ")\n", + "ax.set_title(\"Ghana: NTL Radiance Increase/Decrease (2019-2022)\", fontsize=16);" + ] + }, + { + "cell_type": "markdown", + "id": "3d302674-129a-4c21-b555-11023cb7c9b3", + "metadata": {}, + "source": [ + "```{figure} ../../images/favicon.ico\n", + "---\n", + "height: 0px\n", + "---\n", + "This figure displays the percentage change in radiance for Ghana between 2019 and 2022. The data, sourced from NASA's Black Marble VNP46A3 product is visualized with basemap.\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "35e1add7-3231-42b3-ba18-53cab6216780", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "### Compute trends on nighttime lights over time\n", + "\n", + "In this section, we use the `bm_extract` function to observe treends in nighttime lights over time. The `bm_extract` function leverages the [rasterstats](https://pythonhosted.org/rasterstats/) package to aggregate nighttime lights data to polygons. In the following example, we show trends in annual nighttime lights data across Ghana's first-administrative divisions." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "5f708787-01f8-41cd-8c7c-68411101fa70", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [ - "hide-input" - ] - }, - "outputs": [], - "source": [ - "fig, ax = plt.subplots()\n", - "\n", - "r_daily[\"Gap_Filled_DNB_BRDF-Corrected_NTL\"].mean(dim=[\"x\", \"y\"]).plot(ax=ax)\n", - "\n", - "ax.text(\n", - " 0,\n", - " -0.2,\n", - " \"Source: NASA Black Marble VNP46A2\",\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " transform=ax.transAxes,\n", - " fontsize=10,\n", - " color=\"black\",\n", - " weight=\"normal\",\n", - ")\n", - "ax.set_title(\"Ghana: NTL Radiance\", fontsize=20);" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "42d1f400-2063-4d39-8c3b-4ed4052281f4", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" + "tags": [] + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "6e1c98f14d214f2da8cfc53fbbbbc63b", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "GETTING MANIFEST...: 0%| | 0/4 [00:00\n", + " .bk-notebook-logo {\n", + " display: block;\n", + " width: 20px;\n", + " height: 20px;\n", + " background-image: url(data:image/png;base64,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);\n", + " }\n", + " \n", + "
    \n", + " \n", + " Loading BokehJS ...\n", + "
    \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "'use strict';\n", + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = true;\n", + "\n", + " if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n", + " root._bokeh_onload_callbacks = [];\n", + " root._bokeh_is_loading = undefined;\n", + " }\n", + "\n", + "const JS_MIME_TYPE = 'application/javascript';\n", + " const HTML_MIME_TYPE = 'text/html';\n", + " const EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n", + " const CLASS_NAME = 'output_bokeh rendered_html';\n", + "\n", + " /**\n", + " * Render data to the DOM node\n", + " */\n", + " function render(props, node) {\n", + " const script = document.createElement(\"script\");\n", + " node.appendChild(script);\n", + " }\n", + "\n", + " /**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + " function handleClearOutput(event, handle) {\n", + " function drop(id) {\n", + " const view = Bokeh.index.get_by_id(id)\n", + " if (view != null) {\n", + " view.model.document.clear()\n", + " Bokeh.index.delete(view)\n", + " }\n", + " }\n", + "\n", + " const cell = handle.cell;\n", + "\n", + " const id = cell.output_area._bokeh_element_id;\n", + " const server_id = cell.output_area._bokeh_server_id;\n", + "\n", + " // Clean up Bokeh references\n", + " if (id != null) {\n", + " drop(id)\n", + " }\n", + "\n", + " if (server_id !== undefined) {\n", + " // Clean up Bokeh references\n", + " const cmd_clean = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n", + " cell.notebook.kernel.execute(cmd_clean, {\n", + " iopub: {\n", + " output: function(msg) {\n", + " const id = msg.content.text.trim()\n", + " drop(id)\n", + " }\n", + " }\n", + " });\n", + " // Destroy server and session\n", + " const cmd_destroy = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n", + " cell.notebook.kernel.execute(cmd_destroy);\n", + " }\n", + " }\n", + "\n", + " /**\n", + " * Handle when a new output is added\n", + " */\n", + " function handleAddOutput(event, handle) {\n", + " const output_area = handle.output_area;\n", + " const output = handle.output;\n", + "\n", + " // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n", + " if ((output.output_type != \"display_data\") || (!Object.prototype.hasOwnProperty.call(output.data, EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + "\n", + " const toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + "\n", + " if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n", + " toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n", + " // store reference to embed id on output_area\n", + " output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " }\n", + " if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " const bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " const script_attrs = bk_div.children[0].attributes;\n", + " for (let i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + " }\n", + "\n", + " function register_renderer(events, OutputArea) {\n", + "\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " const toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " const props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[toinsert.length - 1]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " /* Handle when an output is cleared or removed */\n", + " events.on('clear_output.CodeCell', handleClearOutput);\n", + " events.on('delete.Cell', handleClearOutput);\n", + "\n", + " /* Handle when a new output is added */\n", + " events.on('output_added.OutputArea', handleAddOutput);\n", + "\n", + " /**\n", + " * Register the mime type and append_mime function with output_area\n", + " */\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " /* Is output safe? */\n", + " safe: true,\n", + " /* Index of renderer in `output_area.display_order` */\n", + " index: 0\n", + " });\n", + " }\n", + "\n", + " // register the mime type if in Jupyter Notebook environment and previously unregistered\n", + " if (root.Jupyter !== undefined) {\n", + " const events = require('base/js/events');\n", + " const OutputArea = require('notebook/js/outputarea').OutputArea;\n", + "\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " }\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " const NB_LOAD_WARNING = {'data': {'text/html':\n", + " \"
    \\n\"+\n", + " \"

    \\n\"+\n", + " \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n", + " \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n", + " \"

    \\n\"+\n", + " \"
      \\n\"+\n", + " \"
    • re-rerun `output_notebook()` to attempt to load from CDN again, or
    • \\n\"+\n", + " \"
    • use INLINE resources instead, as so:
    • \\n\"+\n", + " \"
    \\n\"+\n", + " \"\\n\"+\n", + " \"from bokeh.resources import INLINE\\n\"+\n", + " \"output_notebook(resources=INLINE)\\n\"+\n", + " \"\\n\"+\n", + " \"
    \"}};\n", + "\n", + " function display_loaded(error = null) {\n", + " const el = document.getElementById(\"b80650c2-225c-4999-923a-83aa155ccaef\");\n", + " if (el != null) {\n", + " const html = (() => {\n", + " if (typeof root.Bokeh === \"undefined\") {\n", + " if (error == null) {\n", + " return \"BokehJS is loading ...\";\n", + " } else {\n", + " return \"BokehJS failed to load.\";\n", + " }\n", + " } else {\n", + " const prefix = `BokehJS ${root.Bokeh.version}`;\n", + " if (error == null) {\n", + " return `${prefix} successfully loaded.`;\n", + " } else {\n", + " return `${prefix} encountered errors while loading and may not function as expected.`;\n", + " }\n", + " }\n", + " })();\n", + " el.innerHTML = html;\n", + "\n", + " if (error != null) {\n", + " const wrapper = document.createElement(\"div\");\n", + " wrapper.style.overflow = \"auto\";\n", + " wrapper.style.height = \"5em\";\n", + " wrapper.style.resize = \"vertical\";\n", + " const content = document.createElement(\"div\");\n", + " content.style.fontFamily = \"monospace\";\n", + " content.style.whiteSpace = \"pre-wrap\";\n", + " content.style.backgroundColor = \"rgb(255, 221, 221)\";\n", + " content.textContent = error.stack ?? error.toString();\n", + " wrapper.append(content);\n", + " el.append(wrapper);\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(() => display_loaded(error), 100);\n", + " }\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls == null || js_urls.length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length;\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + "\n", + " function on_error(url) {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error.bind(null, url);\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error.bind(null, url);\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.4.2.min.js\"];\n", + " const css_urls = [];\n", + "\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {\n", + " }\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if (root.Bokeh !== undefined || force === true) {\n", + " try {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }\n", + "\n", + " } catch (error) {display_loaded(error);throw error;\n", + " }if (force === true) {\n", + " display_loaded();\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " } else if (force !== true) {\n", + " const cell = $(document.getElementById(\"b80650c2-225c-4999-923a-83aa155ccaef\")).parents('.cell').data().cell;\n", + " cell.output_area.append_execute_result(NB_LOAD_WARNING)\n", + " }\n", + " }\n", + "\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n", + " run_inline_js();\n", + " } else {\n", + " load_libs(css_urls, js_urls, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + "}(window));" + ], + "application/vnd.bokehjs_load.v0+json": "'use strict';\n(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n\n if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n root._bokeh_onload_callbacks = [];\n root._bokeh_is_loading = undefined;\n }\n\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n const NB_LOAD_WARNING = {'data': {'text/html':\n \"
    \\n\"+\n \"

    \\n\"+\n \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n \"

    \\n\"+\n \"
      \\n\"+\n \"
    • re-rerun `output_notebook()` to attempt to load from CDN again, or
    • \\n\"+\n \"
    • use INLINE resources instead, as so:
    • \\n\"+\n \"
    \\n\"+\n \"\\n\"+\n \"from bokeh.resources import INLINE\\n\"+\n \"output_notebook(resources=INLINE)\\n\"+\n \"\\n\"+\n \"
    \"}};\n\n function display_loaded(error = null) {\n const el = document.getElementById(\"b80650c2-225c-4999-923a-83aa155ccaef\");\n if (el != null) {\n const html = (() => {\n if (typeof root.Bokeh === \"undefined\") {\n if (error == null) {\n return \"BokehJS is loading ...\";\n } else {\n return \"BokehJS failed to load.\";\n }\n } else {\n const prefix = `BokehJS ${root.Bokeh.version}`;\n if (error == null) {\n return `${prefix} successfully loaded.`;\n } else {\n return `${prefix} encountered errors while loading and may not function as expected.`;\n }\n }\n })();\n el.innerHTML = html;\n\n if (error != null) {\n const wrapper = document.createElement(\"div\");\n wrapper.style.overflow = \"auto\";\n wrapper.style.height = \"5em\";\n wrapper.style.resize = \"vertical\";\n const content = document.createElement(\"div\");\n content.style.fontFamily = \"monospace\";\n content.style.whiteSpace = \"pre-wrap\";\n content.style.backgroundColor = \"rgb(255, 221, 221)\";\n content.textContent = error.stack ?? error.toString();\n wrapper.append(content);\n el.append(wrapper);\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(() => display_loaded(error), 100);\n }\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls == null || js_urls.length === 0) {\n run_callbacks();\n return null;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n\n function on_error(url) {\n console.error(\"failed to load \" + url);\n }\n\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error.bind(null, url);\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n }\n\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error.bind(null, url);\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.4.2.min.js\"];\n const css_urls = [];\n\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {\n }\n ];\n\n function run_inline_js() {\n if (root.Bokeh !== undefined || force === true) {\n try {\n for (let i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\n\n } catch (error) {display_loaded(error);throw error;\n }if (force === true) {\n display_loaded();\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n } else if (force !== true) {\n const cell = $(document.getElementById(\"b80650c2-225c-4999-923a-83aa155ccaef\")).parents('.cell').data().cell;\n cell.output_area.append_execute_result(NB_LOAD_WARNING)\n }\n }\n\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(css_urls, js_urls, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "
    \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function embed_document(root) {\n", + " const docs_json = {\"c77c37c3-d255-4746-b1f5-487e7697cd84\":{\"version\":\"3.4.2\",\"title\":\"Bokeh Application\",\"roots\":[{\"type\":\"object\",\"name\":\"Figure\",\"id\":\"p2023\",\"attributes\":{\"width\":760,\"x_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p2024\"},\"y_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p2025\"},\"x_scale\":{\"type\":\"object\",\"name\":\"LinearScale\",\"id\":\"p2033\"},\"y_scale\":{\"type\":\"object\",\"name\":\"LogScale\",\"id\":\"p2034\"},\"title\":{\"type\":\"object\",\"name\":\"Title\",\"id\":\"p2026\",\"attributes\":{\"text\":\"Ghana Regions: Annual Average Nighttime Lights Radiance\",\"text_font_size\":\"16pt\"}},\"renderers\":[{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2079\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2073\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2074\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2075\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"4h0R3hHhrT9UPOBvrqixPxG6X/ZQu7Q/iCaaaKKJtj97iLuHuHvAP+IzepP4jL4/JH7njCJ5wz/6KOjk16PDP7iK1QCuYsU/qn3UL51SyD8LCwoG9rXNPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2080\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2081\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2076\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#d60000\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2077\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#d60000\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2078\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#d60000\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2090\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2084\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2085\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2086\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"yl3x+N81zz8ALm29rfrPPzeIZUBktNE/ToyW9vqD0D9GPu6/Td/VPyVEVIsPh9U/boa/dgyo2D+CvgaMzXPcP3ORc1u5KeA/MZIaWWPD5D8PihKyKevoPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2091\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2092\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2087\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#8c3bff\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2088\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#8c3bff\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2089\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#8c3bff\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2100\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2094\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2095\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2096\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"HT3wRW6Frj+TIBocyt6wP0uJsYGpzLE/Urxzi46QtD9AHbcI/Zu4P2U/azHRUbo/oNS5jzMyvz/F9IUxNbzBP3IgHdf8T8U/WEmcKI2Eyj8/RarfpfvPPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2101\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2102\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2097\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#018700\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2098\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#018700\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2099\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#018700\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2110\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2104\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2105\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2106\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"rgixmuI9iD+hPkqtFMmNP5VngzVNb5I/59V0y9nzlj9MS7/82R2eP9pDwrjwfqA/V4Uu1MzWpj+g9SI7RvukP9e2rAJNpqg/I+Q++YYTsT+5cPZWUzm0Pw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2111\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2112\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2107\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#00acc6\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2108\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#00acc6\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2109\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#00acc6\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2120\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2114\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2115\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2116\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"zoKZCNNyyD+ZVqzJTuLRP6KUsij4q9E/b/sVczC70z94De4i3r7YPwV9ZNRFoNs/2MUaqM3k3z9Nt0ZNGXPgP5AozYfGm+I/XMU2Ez4j6j+3vsWljMLuPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2121\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2122\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2117\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#97ff00\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2118\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#97ff00\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2119\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#97ff00\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2130\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2124\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2125\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2126\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"eN2F4vFDuD87UttpgNi+PyyMpcinacA/OJBrHNozwT8Txk7B90fHP4RcpNnVxMs/cl8mGWGd0T8ThZERFRHSP2UYhRdGX9Q/BucRIWWJ3D+AMQRGybPgPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2131\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2132\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2127\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#ff7ed1\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2128\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#ff7ed1\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2129\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#ff7ed1\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2140\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2134\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2135\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2136\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"wKCl89PYCkBmyUwhfA0NQGmg+B4QUQ5AAWrDNIIFDEDeWgVsOOwQQNXtg15SIBNARqAobRepFUD7UwAxG28YQCsFrKCgDxxAnnlAJ97cIUB3K637Fv8jQA==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2141\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2142\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2137\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#6b004f\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2138\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#6b004f\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2139\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#6b004f\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2150\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2144\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2145\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2146\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"zqbAn8llgz+duU4FeuWGP0+u1+h1H4k/RsxPS2hDhT/OqajYssuUP0lltWb5VZo/szm7iiXsnT+lxPfNjlOjP6qMxzapdKo/jjcC6U4qsD/Jg1DAGnmyPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2151\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2152\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2147\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#ffa52f\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2148\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#ffa52f\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2149\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#ffa52f\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2160\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2154\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2155\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2156\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"WuqPQpiRoT/UgE4Xp5KkPw/7PTnlOqY/ViRHdR1Xqj9ebTy7PtqwPwkYqhbDlrM/roEuE9ZLtj8YpEu1QcC3P8752hrgsLw/4Dj8vh4jwz9s7J4PD0rGPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2161\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2162\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2157\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#573b00\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2158\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#573b00\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2159\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#573b00\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2170\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2164\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2165\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2166\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"o3/FpK3CdD/ovX3xZwh6P7OqzPI9C34/gwZGoQTmij8+Z0H1xAKXP3aVv5Yh450/bO+X9B8moT+X18b/ChiiP0bJO4PDtac/8J2AF7APsT+7v0d5aja0Pw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2171\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2172\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2167\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#005659\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2168\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#005659\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2169\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#005659\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2180\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2174\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2175\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2176\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"3nnvKp4pcj8TW/MPm4p1P+13T42wxnQ/q8Nb37j9ez/ZDdlnZ7GGPzV6H7HY44s/A6LFd0rijD+RQa62r1eLPzB192Npj40/+RJjdl4MkT9bvJ0d2lSVPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2181\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2182\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2177\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#0000dd\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2178\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#0000dd\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2179\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#0000dd\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2190\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2184\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2185\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2186\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"D6fM03dwpT8l3/D9F9ukP4ROw19Gtqo/WvcTMpjTsT94rZMjz4S5P6k4izscFsA/uEXePIJSvj9C8OYAU0C/P28KuksgFMI/D20DWSc2zT+2aQo9CSvSPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2191\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2192\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2187\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#00fdcf\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2188\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#00fdcf\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2189\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#00fdcf\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2200\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2194\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2195\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2196\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"e0ebzrRxkT+FsTsAlFqOP858M+f0ypE/i6TqR+drmj9t4usdzDekP56ccay2N6g/Mt6dSLYUrD8rZQIYghKqPzSRFBxdGa0/KIcuhicRsj+RqpptIai3Pw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2201\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2202\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2197\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#a17569\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2198\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#a17569\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2199\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#a17569\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2210\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2204\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2205\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2206\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"97VC+wmptj//dsMWbym7P7fEsDXPgL8/StXP8OZOwT8pIKwDSd/MP27yBR5zSNA/1/aBeCf/0D+tEhe6eSPTP/adjh2ZDNY/qqxD7bOG3j/5Lx5n5rTiPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2211\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2212\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2207\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#bcb6ff\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2208\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#bcb6ff\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2209\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#bcb6ff\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2220\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2214\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2215\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2216\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"qZMflV/uxD8T11HP0yLFP7ikLvdFgsQ/xQRvYEtaxj9LcsE36irNPxrSxyVhMM4/FLA1F/d50T+WY+jSC97RP5i13dRcUtM/Iae8zrKN2D/OpYcDujjbPw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2221\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2222\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2217\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#95b577\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2218\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#95b577\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2219\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#95b577\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p2230\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p2224\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p2225\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p2226\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAADWlJc0IAAICFNr9zQgAAQJixNHRCAAAAqyyqdEIAAMC9px91QgAAQDZ1lXVCAAAASfAKdkIAAMBba4B2QgAAgG7m9XZCAAAA57Nrd0IAAMD5LuF3Qg==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}],[\"y\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"sAGRf2m8oj/hrk7iKwWlP38frWOiZKM/XEkKhhWioj/bruJKvsepPxJAMT7VV6Y//3Y5kiBbrT94ajwAEmSuPxxdC42jYbA/Luz9DO0ftz/Uh1JcLUm8Pw==\"},\"shape\":[11],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p2231\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p2232\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2227\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#bf03b8\",\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2228\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#bf03b8\",\"line_alpha\":0.1,\"line_width\":2,\"line_dash\":[2,4,6,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p2229\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"#bf03b8\",\"line_alpha\":0.2,\"line_width\":2,\"line_dash\":[2,4,6,4]}}}}],\"toolbar\":{\"type\":\"object\",\"name\":\"Toolbar\",\"id\":\"p2032\",\"attributes\":{\"tools\":[{\"type\":\"object\",\"name\":\"PanTool\",\"id\":\"p2057\"},{\"type\":\"object\",\"name\":\"WheelZoomTool\",\"id\":\"p2058\",\"attributes\":{\"renderers\":\"auto\"}},{\"type\":\"object\",\"name\":\"BoxZoomTool\",\"id\":\"p2059\",\"attributes\":{\"overlay\":{\"type\":\"object\",\"name\":\"BoxAnnotation\",\"id\":\"p2060\",\"attributes\":{\"syncable\":false,\"level\":\"overlay\",\"visible\":false,\"left\":{\"type\":\"number\",\"value\":\"nan\"},\"right\":{\"type\":\"number\",\"value\":\"nan\"},\"top\":{\"type\":\"number\",\"value\":\"nan\"},\"bottom\":{\"type\":\"number\",\"value\":\"nan\"},\"left_units\":\"canvas\",\"right_units\":\"canvas\",\"top_units\":\"canvas\",\"bottom_units\":\"canvas\",\"line_color\":\"black\",\"line_alpha\":1.0,\"line_width\":2,\"line_dash\":[4,4],\"fill_color\":\"lightgrey\",\"fill_alpha\":0.5}}}},{\"type\":\"object\",\"name\":\"ResetTool\",\"id\":\"p2065\"},{\"type\":\"object\",\"name\":\"SaveTool\",\"id\":\"p2066\"},{\"type\":\"object\",\"name\":\"BoxSelectTool\",\"id\":\"p2067\",\"attributes\":{\"renderers\":\"auto\",\"overlay\":{\"type\":\"object\",\"name\":\"BoxAnnotation\",\"id\":\"p2068\",\"attributes\":{\"syncable\":false,\"level\":\"overlay\",\"visible\":false,\"left\":{\"type\":\"number\",\"value\":\"nan\"},\"right\":{\"type\":\"number\",\"value\":\"nan\"},\"top\":{\"type\":\"number\",\"value\":\"nan\"},\"bottom\":{\"type\":\"number\",\"value\":\"nan\"},\"editable\":true,\"line_color\":\"black\",\"line_alpha\":1.0,\"line_width\":2,\"line_dash\":[4,4],\"fill_color\":\"lightgrey\",\"fill_alpha\":0.5}}}}]}},\"left\":[{\"type\":\"object\",\"name\":\"LogAxis\",\"id\":\"p2052\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"LogTicker\",\"id\":\"p2053\",\"attributes\":{\"num_minor_ticks\":10,\"mantissas\":[1,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"LogTickFormatter\",\"id\":\"p2054\"},\"axis_label\":\"NTL Radiance\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p2055\"}}}],\"right\":[{\"type\":\"object\",\"name\":\"Legend\",\"id\":\"p2082\",\"attributes\":{\"click_policy\":\"hide\",\"items\":[{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2083\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Ahafo\"},\"renderers\":[{\"id\":\"p2079\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2093\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Ashanti\"},\"renderers\":[{\"id\":\"p2090\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2103\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Bono\"},\"renderers\":[{\"id\":\"p2100\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2113\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"BonoEast\"},\"renderers\":[{\"id\":\"p2110\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2123\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Central\"},\"renderers\":[{\"id\":\"p2120\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2133\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Eastern\"},\"renderers\":[{\"id\":\"p2130\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2143\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"GreaterAccra\"},\"renderers\":[{\"id\":\"p2140\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2153\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"NorthEast\"},\"renderers\":[{\"id\":\"p2150\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2163\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Northern\"},\"renderers\":[{\"id\":\"p2160\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2173\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Oti\"},\"renderers\":[{\"id\":\"p2170\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2183\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Savannah\"},\"renderers\":[{\"id\":\"p2180\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2193\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"UpperEast\"},\"renderers\":[{\"id\":\"p2190\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2203\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"UpperWest\"},\"renderers\":[{\"id\":\"p2200\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2213\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Volta\"},\"renderers\":[{\"id\":\"p2210\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2223\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Western\"},\"renderers\":[{\"id\":\"p2220\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p2233\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"WesternNorth\"},\"renderers\":[{\"id\":\"p2230\"}]}}]}}],\"below\":[{\"type\":\"object\",\"name\":\"DatetimeAxis\",\"id\":\"p2035\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"DatetimeTicker\",\"id\":\"p2036\",\"attributes\":{\"num_minor_ticks\":5,\"tickers\":[{\"type\":\"object\",\"name\":\"AdaptiveTicker\",\"id\":\"p2037\",\"attributes\":{\"num_minor_ticks\":0,\"mantissas\":[1,2,5],\"max_interval\":500.0}},{\"type\":\"object\",\"name\":\"AdaptiveTicker\",\"id\":\"p2038\",\"attributes\":{\"num_minor_ticks\":0,\"base\":60,\"mantissas\":[1,2,5,10,15,20,30],\"min_interval\":1000.0,\"max_interval\":1800000.0}},{\"type\":\"object\",\"name\":\"AdaptiveTicker\",\"id\":\"p2039\",\"attributes\":{\"num_minor_ticks\":0,\"base\":24,\"mantissas\":[1,2,4,6,8,12],\"min_interval\":3600000.0,\"max_interval\":43200000.0}},{\"type\":\"object\",\"name\":\"DaysTicker\",\"id\":\"p2040\",\"attributes\":{\"days\":[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31]}},{\"type\":\"object\",\"name\":\"DaysTicker\",\"id\":\"p2041\",\"attributes\":{\"days\":[1,4,7,10,13,16,19,22,25,28]}},{\"type\":\"object\",\"name\":\"DaysTicker\",\"id\":\"p2042\",\"attributes\":{\"days\":[1,8,15,22]}},{\"type\":\"object\",\"name\":\"DaysTicker\",\"id\":\"p2043\",\"attributes\":{\"days\":[1,15]}},{\"type\":\"object\",\"name\":\"MonthsTicker\",\"id\":\"p2044\",\"attributes\":{\"months\":[0,1,2,3,4,5,6,7,8,9,10,11]}},{\"type\":\"object\",\"name\":\"MonthsTicker\",\"id\":\"p2045\",\"attributes\":{\"months\":[0,2,4,6,8,10]}},{\"type\":\"object\",\"name\":\"MonthsTicker\",\"id\":\"p2046\",\"attributes\":{\"months\":[0,4,8]}},{\"type\":\"object\",\"name\":\"MonthsTicker\",\"id\":\"p2047\",\"attributes\":{\"months\":[0,6]}},{\"type\":\"object\",\"name\":\"YearsTicker\",\"id\":\"p2048\"}]}},\"formatter\":{\"type\":\"object\",\"name\":\"DatetimeTickFormatter\",\"id\":\"p2049\"},\"axis_label\":\"Year\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p2050\"}}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p2051\",\"attributes\":{\"axis\":{\"id\":\"p2035\"}}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p2056\",\"attributes\":{\"dimension\":1,\"axis\":{\"id\":\"p2052\"}}},{\"id\":\"p2082\"}]}}]}};\n", + " const render_items = [{\"docid\":\"c77c37c3-d255-4746-b1f5-487e7697cd84\",\"roots\":{\"p2023\":\"ecf9d329-4f43-4371-8044-65a3f3e32a44\"},\"root_ids\":[\"p2023\"]}];\n", + " void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", + " }\n", + " if (root.Bokeh !== undefined) {\n", + " embed_document(root);\n", + " } else {\n", + " let attempts = 0;\n", + " const timer = setInterval(function(root) {\n", + " if (root.Bokeh !== undefined) {\n", + " clearInterval(timer);\n", + " embed_document(root);\n", + " } else {\n", + " attempts++;\n", + " if (attempts > 100) {\n", + " clearInterval(timer);\n", + " console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n", + " }\n", + " }\n", + " }, 10, root)\n", + " }\n", + "})(window);" + ], + "application/vnd.bokehjs_exec.v0+json": "" + }, + "metadata": { + "application/vnd.bokehjs_exec.v0+json": { + "id": "p2023" + } + }, + "output_type": "display_data" + } + ], "source": [ - "# Set up the figure and subplots\n", - "fig, axs = plt.subplots(1, 4, figsize=(20, 6))\n", + "p = figure(\n", + " title=\"Ghana Regions: Annual Average Nighttime Lights Radiance\",\n", + " width=760,\n", + " height=600,\n", + " x_axis_label=\"Year\",\n", + " x_axis_type=\"datetime\",\n", + " y_axis_type=\"log\",\n", + " y_axis_label=\"NTL Radiance\",\n", + " tools=\"pan,wheel_zoom,box_zoom,reset,save,box_select\",\n", + ")\n", "\n", - "for i, t in enumerate(r_annual[\"time\"]):\n", - " ax = axs[i]\n", - " r_annual[\"NearNadir_Composite_Snow_Free\"].sel(time=t).plot.pcolormesh(\n", - " ax=ax,\n", - " cmap=cc.cm.bmw,\n", - " robust=True,\n", - " vmax=50,\n", + "data = VNP46A4.pivot_table(\n", + " index=\"date\", columns=[\"NAME_1\"], values=[\"ntl_mean\"], aggfunc=\"mean\"\n", + ")\n", + "\n", + "for column, color in zip(data.columns, cc.glasbey):\n", + " r = p.line(\n", + " data.index,\n", + " data[column],\n", + " legend_label=column[1],\n", + " line_color=color,\n", + " line_dash=\"dotdash\",\n", + " line_width=2,\n", " )\n", - " cx.add_basemap(ax, crs=gdf.crs.to_string())\n", "\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "849663a1-6401-4d86-b6dc-945a872ee597", - "metadata": {}, - "source": [ - "#### Visualizing difference in radiance year over year" - ] - }, - { - "cell_type": "markdown", - "id": "12b30a59-ab2a-4a44-bffd-b603a0154637", - "metadata": {}, - "source": [ - "Lastly, we calculate the increase/decrease in nighttime lights radiance levels." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d2c80c0c-2970-4e40-88fb-65fec0ceaf55", - "metadata": { - "editable": true, - "scrolled": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-input" - ] - }, - "outputs": [], - "source": [ - "fig, ax = plt.subplots()\n", + "p.legend.click_policy = \"hide\"\n", + "p.title.text_font_size = \"16pt\"\n", "\n", - "delta = (\n", - " (\n", - " (\n", - " r_annual[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2022-01-01\")\n", - " - r_annual[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2019-01-01\")\n", - " )\n", - " / r_annual[\"NearNadir_Composite_Snow_Free\"].sel(time=\"2019-01-01\")\n", - " )\n", - " # .drop(\"time\")\n", - " .plot.pcolormesh(ax=ax, cmap=\"Spectral\", robust=True)\n", - ")\n", - "cx.add_basemap(ax, crs=gdf.crs.to_string(), source=cx.providers.CartoDB.Positron)\n", + "p.add_layout(p.legend[0], \"right\")\n", "\n", - "ax.text(\n", - " 0,\n", - " -0.1,\n", - " \"Source: NASA Black Marble VNP46A3\",\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " transform=ax.transAxes,\n", - " fontsize=10,\n", - " color=\"black\",\n", - " weight=\"normal\",\n", - ")\n", - "ax.set_title(\"Ghana: NTL Radiance Increase/Decrease (2019-2022)\", fontsize=20);" + "output_notebook()\n", + "show(p)" ] }, { "cell_type": "markdown", - "id": "35e1add7-3231-42b3-ba18-53cab6216780", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "### Compute trends on nighttime lights over time\n", - "\n", - "In this section, we use the `bm_extract` function to observe treends in nighttime lights over time. The `bm_extract` function leverages the [rasterstats](https://pythonhosted.org/rasterstats/) package to aggregate nighttime lights data to polygons. In the following example, we show trends in annual nighttime lights data across Ghana's first-administrative divisions." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "5f708787-01f8-41cd-8c7c-68411101fa70", + "id": "f95416f3-f991-4cac-9b54-db732f9e8f5b", "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, "tags": [] }, - "outputs": [], - "source": [ - "data = bm_extract(\n", - " gdf,\n", - " \"VNP46A4\",\n", - " pd.date_range(\"2012-01-01\", \"2022-01-01\", freq=\"YS\"),\n", - " bearer,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2a41dd77-8127-4408-a8d5-357aa54f2e9d", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [ - "hide-input" - ] - }, - "outputs": [], "source": [ - "sns.set(style=\"whitegrid\")\n", - "\n", - "g = sns.catplot(\n", - " data=data,\n", - " kind=\"bar\",\n", - " x=\"date\",\n", - " y=\"ntl_mean\",\n", - " col=\"NAME_1\",\n", - " height=2.5,\n", - " col_wrap=3,\n", - " aspect=1.2,\n", - " color=\"orange\",\n", - ")\n", - "\n", - "# Set the x-axis rotation for better visibility\n", - "g.set_xticklabels(rotation=45)\n", - "\n", - "# Adjust spacing between subplots\n", - "plt.tight_layout()\n", - "\n", - "# Show the plot\n", - "plt.show()" + "```{figure} ../../images/favicon.ico\n", + "---\n", + "height: 0px\n", + "---\n", + "This figure illustrates the trend in nighttime lights radiance across Ghana over the period from 2012 to 2022. The X-axis represents the years from 2012 to 2022, while the Y-axis measures the radiance in nanowatts per square centimeter per steradian (nW/cm²/sr). The data highlights changes in light intensity, which can be indicative of economic activity, urbanization, and infrastructure development. Data source: NASA Black Marble VNP46A4 retrieved with [BlackMarblePy](https://worldbank.github.io/blackmarblepy).\n", + "```" ] }, { @@ -6901,6 +10651,7 @@ "metadata": {}, "source": [ "{cite:empty}`ROMAN2018113`\n", + "{cite:empty}`blackmarblepy`\n", "\n", "```{bibliography}\n", ":filter: docname in docnames\n", @@ -6925,7 +10676,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.11.9" } }, "nbformat": 4, diff --git a/pyproject.toml b/pyproject.toml index b6f373d..0e6c6c5 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -71,5 +71,5 @@ skip = 'docs/_build,docs/references.bib,__pycache__,*.png,*.gz,*.whl' ignore-regex = '^\s*"image\/png":\s.*' ignore-words-list = "gost," -[tool.ruff.pydocstyle] +[tool.ruff.lint.pydocstyle] convention = "numpy"