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Sentinel1 from Planetary Computer: Angle of incidence
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| from io import StringIO | |
| from typing import Optional, List | |
| import numpy as np | |
| import xml.etree.ElementTree as ET | |
| import pandas as pd | |
| import requests | |
| import xarray as xr | |
| from scipy.interpolate import griddata | |
| import pyproj | |
| import stackstac | |
| class CatalogItem: | |
| # Assuming this class exists with necessary attributes | |
| pass | |
| def get_schema_product_urls(item: CatalogItem, catalog) -> List[str]: | |
| """ | |
| Extracts and returns a list of URLs for a given catalog item. | |
| This function addresses issues with STAC objects pointing to incorrect | |
| metadata files. | |
| Parameters: | |
| - item (CatalogItem): An object representing a catalog item. | |
| - catalog: A stac catalogue | |
| Returns: | |
| - List[str]: A list of URL strings. | |
| """ | |
| grd_item = catalog.get_collection("sentinel-1-grd").get_item( | |
| item.id.replace("_rtc", "") | |
| ) | |
| if grd_item is None: | |
| raise ValueError("Catalog item not found.") | |
| urls = [] | |
| for polarization in ["vv", "vh"]: | |
| href = grd_item.assets[f"schema-product-{polarization}"].href | |
| rfi_path = f"/rfi/rfi-iw-{polarization}.xml" | |
| clean_url = ( | |
| href.replace(rfi_path, f"/iw-{polarization}.xml") | |
| if rfi_path in href | |
| else href | |
| ) | |
| urls.append(clean_url) | |
| return urls | |
| def extract_geolocation_data(xml_source: str) -> Optional[pd.DataFrame]: | |
| """ | |
| Extracts geolocation data from an XML source (file or URL) and returns it | |
| as a pandas DataFrame. | |
| This function looks for 'geolocationGridPoint' elements in the XML source | |
| and extracts the 'latitude', 'longitude', 'incidenceAngle', and | |
| 'elevationAngle' from each element. | |
| Parameters: | |
| - xml_source (str): The path to the XML file or a URL to the XML content. | |
| Returns: | |
| - pd.DataFrame: A DataFrame containing the extracted data, or None if no | |
| data is found. | |
| Raises: | |
| - FileNotFoundError: If the specified file does not exist and the source | |
| is not a valid URL. | |
| - ET.ParseError: If there is an error in parsing the XML content. | |
| - requests.RequestException: If downloading from the URL fails. | |
| """ | |
| try: | |
| # Check if the source is a URL | |
| if xml_source.startswith("http://") or xml_source.startswith( | |
| "https://" | |
| ): | |
| response = requests.get(xml_source) | |
| response.raise_for_status() # Raises HTTPError for bad requests | |
| xml_content = StringIO(response.text) | |
| tree = ET.parse(xml_content) | |
| else: | |
| # Load and parse the XML file | |
| tree = ET.parse(xml_source) | |
| root = tree.getroot() | |
| # Extract geolocationGridPoint elements | |
| geolocation_grid_points = root.findall(".//geolocationGridPoint") | |
| # Sanity check: Ensure that geolocationGridPoint elements are found | |
| if not geolocation_grid_points: | |
| print("No geolocationGridPoint elements found in the XML source.") | |
| return None | |
| # Extract the required data | |
| data = [] | |
| for point in geolocation_grid_points: | |
| data.append( | |
| { | |
| "latitude": point.find("latitude").text | |
| if point.find("latitude") is not None | |
| else None, | |
| "longitude": point.find("longitude").text | |
| if point.find("longitude") is not None | |
| else None, | |
| "incidenceAngle": point.find("incidenceAngle").text | |
| if point.find("incidenceAngle") is not None | |
| else None, | |
| "elevationAngle": point.find("elevationAngle").text | |
| if point.find("elevationAngle") is not None | |
| else None, | |
| } | |
| ) | |
| # Create and return a pandas DataFrame | |
| return pd.DataFrame(data) | |
| except FileNotFoundError as e: | |
| raise FileNotFoundError(f"File not found: {xml_source}") from e | |
| except ET.ParseError as e: | |
| raise ET.ParseError( | |
| f"Error parsing XML content from source: {xml_source}" | |
| ) from e | |
| except requests.RequestException as e: | |
| raise requests.RequestException( | |
| f"Error downloading content from URL: {xml_source}" | |
| ) from e | |
| def interpolate_to_raster( | |
| data_array: xr.DataArray, | |
| df: pd.DataFrame, | |
| dst_crs: str, | |
| src_crs: str = "EPSG:4326", | |
| field: str = "incidenceAngle", | |
| ) -> np.ndarray: | |
| """ | |
| Perform bilinear interpolation on a DataFrame with lat/long coordinates | |
| to create a 2D raster matching the shape of an xarray DataArray with | |
| an arbitrary geographical projection. | |
| :param data_array: xarray DataArray to match the shape, with a known CRS. | |
| :param df: DataFrame containing lat/long coordinates and values. | |
| :param src_crs: Source CRS in PROJ format (e.g., 'EPSG:4326' for lat/long). | |
| :param dst_crs: Destination CRS of the DataArray. | |
| :return: 2D numpy array with interpolated values. | |
| """ | |
| # Initialize coordinate transformation | |
| transformer = pyproj.Transformer.from_crs(src_crs, dst_crs, always_xy=True) | |
| # Transform coordinates from lat/long to DataArray's CRS | |
| transformed_points = np.array( | |
| [ | |
| transformer.transform(x, y) | |
| for x, y in zip(df["longitude"], df["latitude"]) | |
| ] | |
| ) | |
| # Extract transformed coordinates and values | |
| points = transformed_points | |
| values = df[field].to_numpy() | |
| grid_x, grid_y = np.meshgrid(data_array.coords["x"], data_array.coords["y"]) | |
| # Perform bilinear interpolation | |
| raster = griddata(points, values, (grid_x, grid_y), method="linear") | |
| return raster | |
| def convert_array_stack_to_xarray( | |
| ds: xr.Dataset, new_band1: xr.DataArray, new_band2: xr.DataArray | |
| ) -> xr.Dataset: | |
| """ | |
| Converts two numpy arrays (new_band1 and new_band2) to xarray | |
| DataArrays and integrates them into an existing xarray Dataset. | |
| Parameters: | |
| - ds (xr.Dataset): The existing xarray Dataset. | |
| - new_band1 (xr.DataArray): The first numpy array to be converted. | |
| - new_band2 (xr.DataArray): The second numpy array to be converted. | |
| Returns: | |
| - xr.Dataset: The updated xarray Dataset with new_band1 and new_band2 | |
| added. | |
| """ | |
| # Extract the non-band specific coordinates from existing data | |
| non_band_coords = { | |
| k: v for k, v in ds.coords.items() if "band" not in v.dims | |
| } | |
| # Convert new_band1 and new_band2 to xarray DataArrays with | |
| # dimensions and coordinates | |
| new_band1_da = xr.DataArray( | |
| new_band1, dims=["time", "y", "x"], coords=non_band_coords | |
| ) | |
| new_band2_da = xr.DataArray( | |
| new_band2, dims=["time", "y", "x"], coords=non_band_coords | |
| ) | |
| # Assign metadata to new DataArrays | |
| for k in ["title", "description"]: | |
| new_band1_da.coords[k] = "Incidence angle [deg] VV" | |
| new_band2_da.coords[k] = "Incidence angle [deg] VH" | |
| # Add a new band dimension to these DataArrays and update the dataset | |
| new_band1_da = new_band1_da.expand_dims({"band": [2]}) | |
| new_band1_da.coords["band"] = ["incidenceAngleVH"] | |
| new_band2_da = new_band2_da.expand_dims({"band": [3]}) | |
| new_band2_da.coords["band"] = ["incidenceAngleVV"] | |
| # Combine the original and new DataArrays into a single dataset | |
| return xr.concat([ds, new_band1_da, new_band2_da], dim="band") | |
| def process_angles(catalog, items: List[CatalogItem], ds: xr.Dataset) -> xr.Dataset: | |
| """ | |
| Processes angle data for a given list of catalog items and integrates | |
| it into an xarray Dataset. | |
| Parameters: | |
| - catalog [?]: A stac catalog object | |
| - items (List[CatalogItem]): A list of catalog items to process. | |
| - ds (xr.Dataset): The initial xarray Dataset. | |
| Returns: | |
| - xr.Dataset: The updated xarray Dataset with processed angle data. | |
| """ | |
| raster_vv, raster_vh = [], [] | |
| missing_metadata = [] | |
| for ii, item in enumerate(items): | |
| try: | |
| metadatas = get_schema_product_urls(item, catalog) | |
| except ValueError: | |
| print("No metadata found for item.") | |
| missing_metadata.append(ii) | |
| continue | |
| for polarization, url in zip(["vv", "vh"], metadatas): | |
| df = extract_geolocation_data(url) | |
| if polarization == "vv": | |
| raster_vv.append(interpolate_to_raster(ds, df, dst_crs=ds.crs)) | |
| elif polarization == "vh": | |
| raster_vh.append(interpolate_to_raster(ds, df, dst_crs=ds.crs)) | |
| valid_items = [x for j, x in enumerate(items) if j not in missing_metadata] | |
| raster_vv, raster_vh = np.array(raster_vv), np.array(raster_vh) | |
| # Assuming stackstac and convert_array_stack_to_xarray functions are defined elsewhere | |
| ds_new = stackstac.stack( | |
| valid_items, bounds_latlon=ds.attrs["bounds_latlon"], epsg=ds.crs | |
| ) | |
| combined_array = convert_array_stack_to_xarray( | |
| ds_new, raster_vv, raster_vh | |
| ) | |
| return combined_array |
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| { | |
| "cells": [ | |
| { | |
| "cell_type": "code", | |
| "execution_count": 1, | |
| "id": "55376804-a52d-473d-b192-98ab5757556d", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [], | |
| "source": [ | |
| "import ipyleaflet\n", | |
| "import matplotlib.pyplot as plt\n", | |
| "import numpy as np\n", | |
| "import pystac\n", | |
| "import pystac_client\n", | |
| "import planetary_computer\n", | |
| "import requests\n", | |
| "import rich.table\n", | |
| "import stackstac\n", | |
| "\n", | |
| "from IPython.display import Image\n", | |
| "\n", | |
| "from s1_incidenceangle import process_angles" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 2, | |
| "id": "faca003d-c7c0-4570-8474-5d4d01ad19f9", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [], | |
| "source": [ | |
| "catalog = pystac_client.Client.open(\n", | |
| " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", | |
| " modifier=planetary_computer.sign_inplace,\n", | |
| ")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 3, | |
| "id": "27af1c26-82e8-4f97-b459-16e93c0c844e", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [ | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| "Found 34 items\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "rothamsted={\n", | |
| " \"type\": \"FeatureCollection\",\n", | |
| " \"features\": [\n", | |
| " {\n", | |
| " \"type\": \"Feature\",\n", | |
| " \"properties\": {},\n", | |
| " \"geometry\": {\n", | |
| " \"coordinates\": [\n", | |
| " [\n", | |
| " [\n", | |
| " -0.38200001987445376,\n", | |
| " 51.812705163614226\n", | |
| " ],\n", | |
| " [\n", | |
| " -0.38200001987445376,\n", | |
| " 51.80480033641925\n", | |
| " ],\n", | |
| " [\n", | |
| " -0.364186352509563,\n", | |
| " 51.80480033641925\n", | |
| " ],\n", | |
| " [\n", | |
| " -0.364186352509563,\n", | |
| " 51.812705163614226\n", | |
| " ],\n", | |
| " [\n", | |
| " -0.38200001987445376,\n", | |
| " 51.812705163614226\n", | |
| " ]\n", | |
| " ]\n", | |
| " ],\n", | |
| " \"type\": \"Polygon\"\n", | |
| " }\n", | |
| " }\n", | |
| " ]\n", | |
| "}\n", | |
| "search = catalog.search(\n", | |
| " collections=[\"sentinel-1-rtc\"],\n", | |
| " intersects=rothamsted[\"features\"][0]['geometry'],\n", | |
| " datetime=\"2023-03-01/2023-10-01\"\n", | |
| ")\n", | |
| "items = search.item_collection()\n", | |
| "print(f\"Found {len(items)} items\")\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 4, | |
| "id": "41c768c8-e25f-4971-8360-0b626e248293", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [ | |
| { | |
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| ".xr-array-data {\n", | |
| " padding: 0 5px !important;\n", | |
| " grid-column: 2;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-array-data,\n", | |
| ".xr-array-in:checked ~ .xr-array-preview {\n", | |
| " display: none;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-array-in:checked ~ .xr-array-data,\n", | |
| ".xr-array-preview {\n", | |
| " display: inline-block;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-dim-list {\n", | |
| " display: inline-block !important;\n", | |
| " list-style: none;\n", | |
| " padding: 0 !important;\n", | |
| " margin: 0;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-dim-list li {\n", | |
| " display: inline-block;\n", | |
| " padding: 0;\n", | |
| " margin: 0;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-dim-list:before {\n", | |
| " content: '(';\n", | |
| "}\n", | |
| "\n", | |
| ".xr-dim-list:after {\n", | |
| " content: ')';\n", | |
| "}\n", | |
| "\n", | |
| ".xr-dim-list li:not(:last-child):after {\n", | |
| " content: ',';\n", | |
| " padding-right: 5px;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-has-index {\n", | |
| " font-weight: bold;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-list,\n", | |
| ".xr-var-item {\n", | |
| " display: contents;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-item > div,\n", | |
| ".xr-var-item label,\n", | |
| ".xr-var-item > .xr-var-name span {\n", | |
| " background-color: var(--xr-background-color-row-even);\n", | |
| " margin-bottom: 0;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-item > .xr-var-name:hover span {\n", | |
| " padding-right: 5px;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-list > li:nth-child(odd) > div,\n", | |
| ".xr-var-list > li:nth-child(odd) > label,\n", | |
| ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n", | |
| " background-color: var(--xr-background-color-row-odd);\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-name {\n", | |
| " grid-column: 1;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-dims {\n", | |
| " grid-column: 2;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-dtype {\n", | |
| " grid-column: 3;\n", | |
| " text-align: right;\n", | |
| " color: var(--xr-font-color2);\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-preview {\n", | |
| " grid-column: 4;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-index-preview {\n", | |
| " grid-column: 2 / 5;\n", | |
| " color: var(--xr-font-color2);\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-name,\n", | |
| ".xr-var-dims,\n", | |
| ".xr-var-dtype,\n", | |
| ".xr-preview,\n", | |
| ".xr-attrs dt {\n", | |
| " white-space: nowrap;\n", | |
| " overflow: hidden;\n", | |
| " text-overflow: ellipsis;\n", | |
| " padding-right: 10px;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-name:hover,\n", | |
| ".xr-var-dims:hover,\n", | |
| ".xr-var-dtype:hover,\n", | |
| ".xr-attrs dt:hover {\n", | |
| " overflow: visible;\n", | |
| " width: auto;\n", | |
| " z-index: 1;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-attrs,\n", | |
| ".xr-var-data,\n", | |
| ".xr-index-data {\n", | |
| " display: none;\n", | |
| " background-color: var(--xr-background-color) !important;\n", | |
| " padding-bottom: 5px !important;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n", | |
| ".xr-var-data-in:checked ~ .xr-var-data,\n", | |
| ".xr-index-data-in:checked ~ .xr-index-data {\n", | |
| " display: block;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-data > table {\n", | |
| " float: right;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-name span,\n", | |
| ".xr-var-data,\n", | |
| ".xr-index-name div,\n", | |
| ".xr-index-data,\n", | |
| ".xr-attrs {\n", | |
| " padding-left: 25px !important;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-attrs,\n", | |
| ".xr-var-attrs,\n", | |
| ".xr-var-data,\n", | |
| ".xr-index-data {\n", | |
| " grid-column: 1 / -1;\n", | |
| "}\n", | |
| "\n", | |
| "dl.xr-attrs {\n", | |
| " padding: 0;\n", | |
| " margin: 0;\n", | |
| " display: grid;\n", | |
| " grid-template-columns: 125px auto;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-attrs dt,\n", | |
| ".xr-attrs dd {\n", | |
| " padding: 0;\n", | |
| " margin: 0;\n", | |
| " float: left;\n", | |
| " padding-right: 10px;\n", | |
| " width: auto;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-attrs dt {\n", | |
| " font-weight: normal;\n", | |
| " grid-column: 1;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-attrs dt:hover span {\n", | |
| " display: inline-block;\n", | |
| " background: var(--xr-background-color);\n", | |
| " padding-right: 10px;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-attrs dd {\n", | |
| " grid-column: 2;\n", | |
| " white-space: pre-wrap;\n", | |
| " word-break: break-all;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-icon-database,\n", | |
| ".xr-icon-file-text2,\n", | |
| ".xr-no-icon {\n", | |
| " display: inline-block;\n", | |
| " vertical-align: middle;\n", | |
| " width: 1em;\n", | |
| " height: 1.5em !important;\n", | |
| " stroke-width: 0;\n", | |
| " stroke: currentColor;\n", | |
| " fill: currentColor;\n", | |
| "}\n", | |
| "</style><pre class='xr-text-repr-fallback'><xarray.DataArray 'stackstac-0c9f29fb1ff86d53c495abafa1dd505b' (time: 34,\n", | |
| " band: 2, y: 94,\n", | |
| " x: 127)>\n", | |
| "dask.array<fetch_raster_window, shape=(34, 2, 94, 127), dtype=float64, chunksize=(1, 1, 94, 127), chunktype=numpy.ndarray>\n", | |
| "Coordinates: (12/39)\n", | |
| " * time (time) datetime64[ns] 2023-03-01T1...\n", | |
| " id (time) <U66 'S1A_IW_GRDH_1SDV_2023...\n", | |
| " * band (band) <U2 'vh' 'vv'\n", | |
| " * x (x) float64 6.805e+05 ... 6.817e+05\n", | |
| " * y (y) float64 5.744e+06 ... 5.743e+06\n", | |
| " s1:processing_level <U1 '1'\n", | |
| " ... ...\n", | |
| " sar:instrument_mode <U2 'IW'\n", | |
| " s1:resolution <U4 'high'\n", | |
| " description (band) <U173 'Terrain-corrected ga...\n", | |
| " title (band) <U41 'VH: vertical transmit...\n", | |
| " raster:bands object {'nodata': -32768, 'data_ty...\n", | |
| " epsg int64 32630\n", | |
| "Attributes:\n", | |
| " spec: RasterSpec(epsg=32630, bounds=(680460.0, 5742560.0, 68173...\n", | |
| " crs: epsg:32630\n", | |
| " transform: | 10.00, 0.00, 680460.00|\\n| 0.00,-10.00, 5743500.00|\\n| ...\n", | |
| " resolution: 10.0\n", | |
| " bounds_latlon: [-0.38200001987445376, 51.80480033641925, -0.364186352509...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'stackstac-0c9f29fb1ff86d53c495abafa1dd505b'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 34</li><li><span class='xr-has-index'>band</span>: 2</li><li><span class='xr-has-index'>y</span>: 94</li><li><span class='xr-has-index'>x</span>: 127</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-aff8237e-14d0-41f7-a55a-d9f87f06c7d6' class='xr-array-in' type='checkbox' checked><label for='section-aff8237e-14d0-41f7-a55a-d9f87f06c7d6' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array<chunksize=(1, 1, 94, 127), meta=np.ndarray></span></div><div class='xr-array-data'><table>\n", | |
| " <tr>\n", | |
| " <td>\n", | |
| " <table style=\"border-collapse: collapse;\">\n", | |
| " <thead>\n", | |
| " <tr>\n", | |
| " <td> </td>\n", | |
| " <th> Array </th>\n", | |
| " <th> Chunk </th>\n", | |
| " </tr>\n", | |
| " </thead>\n", | |
| " <tbody>\n", | |
| " \n", | |
| " <tr>\n", | |
| " <th> Bytes </th>\n", | |
| " <td> 6.19 MiB </td>\n", | |
| " <td> 93.27 kiB </td>\n", | |
| " </tr>\n", | |
| " \n", | |
| " <tr>\n", | |
| " <th> Shape </th>\n", | |
| " <td> (34, 2, 94, 127) </td>\n", | |
| " <td> (1, 1, 94, 127) </td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th> Dask graph </th>\n", | |
| " <td colspan=\"2\"> 68 chunks in 3 graph layers </td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th> Data type </th>\n", | |
| " <td colspan=\"2\"> float64 numpy.ndarray </td>\n", | |
| " </tr>\n", | |
| " </tbody>\n", | |
| " </table>\n", | |
| " </td>\n", | |
| " <td>\n", | |
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| " <!-- Horizontal lines -->\n", | |
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| "</table></div></div></li><li class='xr-section-item'><input id='section-a689dc69-29d0-471a-a075-60a37c50802a' class='xr-section-summary-in' type='checkbox' ><label for='section-a689dc69-29d0-471a-a075-60a37c50802a' class='xr-section-summary' >Coordinates: <span>(39)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-03-01T17:50:17.805101 ... 2...</div><input id='attrs-23719692-6dee-4eb3-ac8e-15be8605407f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-23719692-6dee-4eb3-ac8e-15be8605407f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c904bfc-1982-4bf1-a304-4bd648d6056e' class='xr-var-data-in' type='checkbox'><label for='data-1c904bfc-1982-4bf1-a304-4bd648d6056e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['2023-03-01T17:50:17.805101000', '2023-03-10T06:15:15.620561000',\n", | |
| " '2023-03-13T17:50:17.600372000', '2023-03-22T06:15:15.683825000',\n", | |
| " '2023-03-25T17:50:18.036358000', '2023-04-03T06:15:16.257170000',\n", | |
| " '2023-04-06T17:50:18.077860000', '2023-04-15T06:15:16.736429000',\n", | |
| " '2023-04-18T17:50:18.277084000', '2023-04-27T06:15:16.960629000',\n", | |
| " '2023-05-09T06:15:17.648945000', '2023-05-12T17:50:19.813010000',\n", | |
| " '2023-05-21T06:15:18.413230000', '2023-05-24T17:50:20.162752000',\n", | |
| " '2023-06-02T06:15:18.860784000', '2023-06-05T17:50:20.794867000',\n", | |
| " '2023-06-14T06:15:19.492161000', '2023-06-17T17:50:21.712798000',\n", | |
| " '2023-06-26T06:15:19.808070000', '2023-06-29T17:50:21.898412000',\n", | |
| " '2023-07-08T06:15:21.069370000', '2023-07-11T17:50:23.226788000',\n", | |
| " '2023-07-20T06:15:21.527354000', '2023-07-23T17:50:23.964780000',\n", | |
| " '2023-08-01T06:15:22.211358000', '2023-08-04T17:50:24.993786000',\n", | |
| " '2023-08-13T06:15:22.736043000', '2023-08-16T17:50:25.123364000',\n", | |
| " '2023-08-25T06:15:23.705064000', '2023-08-28T17:50:25.943383000',\n", | |
| " '2023-09-06T06:15:24.348365000', '2023-09-09T17:50:26.523464000',\n", | |
| " '2023-09-18T06:15:24.864822000', '2023-09-21T17:50:26.709914000'],\n", | |
| " dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U66</div><div class='xr-var-preview xr-preview'>'S1A_IW_GRDH_1SDV_20230301T17500...</div><input id='attrs-11103409-cceb-4e11-b677-735d36993b80' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-11103409-cceb-4e11-b677-735d36993b80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a95a476-4e09-4ed8-9e6b-7eac60738b88' class='xr-var-data-in' type='checkbox'><label for='data-7a95a476-4e09-4ed8-9e6b-7eac60738b88' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['S1A_IW_GRDH_1SDV_20230301T175005_20230301T175030_047454_05B27C_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230310T061503_20230310T061528_047578_05B6A8_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230313T175005_20230313T175030_047629_05B868_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230322T061503_20230322T061528_047753_05BC98_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230325T175005_20230325T175030_047804_05BE4F_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230403T061503_20230403T061528_047928_05C270_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230406T175005_20230406T175030_047979_05C431_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230415T061504_20230415T061529_048103_05C85F_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230418T175005_20230418T175030_048154_05CA1E_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230427T061504_20230427T061529_048278_05CE3A_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230509T061505_20230509T061530_048453_05D419_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230512T175007_20230512T175032_048504_05D5A0_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230521T061505_20230521T061530_048628_05D942_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230524T175007_20230524T175032_048679_05DAD0_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230602T061506_20230602T061531_048803_05DE77_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230605T175008_20230605T175033_048854_05E008_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230614T061506_20230614T061531_048978_05E3D3_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230617T175009_20230617T175034_049029_05E55D_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230626T061507_20230626T061532_049153_05E91D_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230629T175009_20230629T175034_049204_05EAAA_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230708T061508_20230708T061533_049328_05EE85_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230711T175010_20230711T175035_049379_05F019_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230720T061509_20230720T061534_049503_05F3D8_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230723T175011_20230723T175036_049554_05F56C_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230801T061509_20230801T061534_049678_05F944_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230804T175012_20230804T175037_049729_05FAD5_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230813T061510_20230813T061535_049853_05FEEF_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230816T175012_20230816T175037_049904_0600B4_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230825T061511_20230825T061536_050028_0604E1_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230828T175013_20230828T175038_050079_0606B0_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230906T061511_20230906T061536_050203_060ADE_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230909T175014_20230909T175039_050254_060CA3_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230918T061512_20230918T061537_050378_0610D2_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230921T175014_20230921T175039_050429_061295_rtc'],\n", | |
| " dtype='<U66')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'><U2</div><div class='xr-var-preview xr-preview'>'vh' 'vv'</div><input id='attrs-f1a44213-930e-402b-b320-d943a85bd073' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f1a44213-930e-402b-b320-d943a85bd073' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8eaacd2f-cc56-4d10-872e-004ae51c8a5d' class='xr-var-data-in' type='checkbox'><label for='data-8eaacd2f-cc56-4d10-872e-004ae51c8a5d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['vh', 'vv'], dtype='<U2')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.805e+05 6.805e+05 ... 6.817e+05</div><input id='attrs-5c280d80-bc0a-4e9a-8149-539e9c423470' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5c280d80-bc0a-4e9a-8149-539e9c423470' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e77bdc79-cf44-44ae-838d-ce33c0cae6d4' class='xr-var-data-in' type='checkbox'><label for='data-e77bdc79-cf44-44ae-838d-ce33c0cae6d4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([680460., 680470., 680480., 680490., 680500., 680510., 680520., 680530.,\n", | |
| " 680540., 680550., 680560., 680570., 680580., 680590., 680600., 680610.,\n", | |
| " 680620., 680630., 680640., 680650., 680660., 680670., 680680., 680690.,\n", | |
| " 680700., 680710., 680720., 680730., 680740., 680750., 680760., 680770.,\n", | |
| " 680780., 680790., 680800., 680810., 680820., 680830., 680840., 680850.,\n", | |
| " 680860., 680870., 680880., 680890., 680900., 680910., 680920., 680930.,\n", | |
| " 680940., 680950., 680960., 680970., 680980., 680990., 681000., 681010.,\n", | |
| " 681020., 681030., 681040., 681050., 681060., 681070., 681080., 681090.,\n", | |
| " 681100., 681110., 681120., 681130., 681140., 681150., 681160., 681170.,\n", | |
| " 681180., 681190., 681200., 681210., 681220., 681230., 681240., 681250.,\n", | |
| " 681260., 681270., 681280., 681290., 681300., 681310., 681320., 681330.,\n", | |
| " 681340., 681350., 681360., 681370., 681380., 681390., 681400., 681410.,\n", | |
| " 681420., 681430., 681440., 681450., 681460., 681470., 681480., 681490.,\n", | |
| " 681500., 681510., 681520., 681530., 681540., 681550., 681560., 681570.,\n", | |
| " 681580., 681590., 681600., 681610., 681620., 681630., 681640., 681650.,\n", | |
| " 681660., 681670., 681680., 681690., 681700., 681710., 681720.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.744e+06 5.743e+06 ... 5.743e+06</div><input id='attrs-ba5c3e74-8073-4615-b48d-551c0e701b15' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ba5c3e74-8073-4615-b48d-551c0e701b15' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-080e4f0e-f346-4194-bbc8-be82a45f1727' class='xr-var-data-in' type='checkbox'><label for='data-080e4f0e-f346-4194-bbc8-be82a45f1727' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([5743500., 5743490., 5743480., 5743470., 5743460., 5743450., 5743440.,\n", | |
| " 5743430., 5743420., 5743410., 5743400., 5743390., 5743380., 5743370.,\n", | |
| " 5743360., 5743350., 5743340., 5743330., 5743320., 5743310., 5743300.,\n", | |
| " 5743290., 5743280., 5743270., 5743260., 5743250., 5743240., 5743230.,\n", | |
| " 5743220., 5743210., 5743200., 5743190., 5743180., 5743170., 5743160.,\n", | |
| " 5743150., 5743140., 5743130., 5743120., 5743110., 5743100., 5743090.,\n", | |
| " 5743080., 5743070., 5743060., 5743050., 5743040., 5743030., 5743020.,\n", | |
| " 5743010., 5743000., 5742990., 5742980., 5742970., 5742960., 5742950.,\n", | |
| " 5742940., 5742930., 5742920., 5742910., 5742900., 5742890., 5742880.,\n", | |
| " 5742870., 5742860., 5742850., 5742840., 5742830., 5742820., 5742810.,\n", | |
| " 5742800., 5742790., 5742780., 5742770., 5742760., 5742750., 5742740.,\n", | |
| " 5742730., 5742720., 5742710., 5742700., 5742690., 5742680., 5742670.,\n", | |
| " 5742660., 5742650., 5742640., 5742630., 5742620., 5742610., 5742600.,\n", | |
| " 5742590., 5742580., 5742570.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:processing_level</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'1'</div><input id='attrs-c349be33-9d9e-41ac-8828-aa68cbb0b61a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c349be33-9d9e-41ac-8828-aa68cbb0b61a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e7a9976-4eca-41f0-a000-e5ec01cba1be' class='xr-var-data-in' type='checkbox'><label for='data-8e7a9976-4eca-41f0-a000-e5ec01cba1be' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('1', dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>start_datetime</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U32</div><div class='xr-var-preview xr-preview'>'2023-03-01 17:50:05.305889+00:0...</div><input id='attrs-9943cf0b-1907-40f5-9937-d409a38e6a93' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9943cf0b-1907-40f5-9937-d409a38e6a93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c6dcd35-a7b4-4748-be14-4e94689b3d22' class='xr-var-data-in' type='checkbox'><label for='data-5c6dcd35-a7b4-4748-be14-4e94689b3d22' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['2023-03-01 17:50:05.305889+00:00',\n", | |
| " '2023-03-10 06:15:03.121079+00:00',\n", | |
| " '2023-03-13 17:50:05.101158+00:00',\n", | |
| " '2023-03-22 06:15:03.185169+00:00',\n", | |
| " '2023-03-25 17:50:05.536434+00:00',\n", | |
| " '2023-04-03 06:15:03.757796+00:00',\n", | |
| " '2023-04-06 17:50:05.578710+00:00',\n", | |
| " '2023-04-15 06:15:04.237110+00:00',\n", | |
| " '2023-04-18 17:50:05.778004+00:00',\n", | |
| " '2023-04-27 06:15:04.461189+00:00',\n", | |
| " '2023-05-09 06:15:05.149521+00:00',\n", | |
| " '2023-05-12 17:50:07.313981+00:00',\n", | |
| " '2023-05-21 06:15:05.914570+00:00',\n", | |
| " '2023-05-24 17:50:07.663686+00:00',\n", | |
| " '2023-06-02 06:15:06.361976+00:00',\n", | |
| " '2023-06-05 17:50:08.295093+00:00',\n", | |
| " '2023-06-14 06:15:06.992770+00:00',\n", | |
| " '2023-06-17 17:50:09.213734+00:00',\n", | |
| " '2023-06-26 06:15:07.308279+00:00',\n", | |
| " '2023-06-29 17:50:09.399369+00:00',\n", | |
| " '2023-07-08 06:15:08.569945+00:00',\n", | |
| " '2023-07-11 17:50:10.727742+00:00',\n", | |
| " '2023-07-20 06:15:09.027915+00:00',\n", | |
| " '2023-07-23 17:50:11.465718+00:00',\n", | |
| " '2023-08-01 06:15:09.712753+00:00',\n", | |
| " '2023-08-04 17:50:12.494098+00:00',\n", | |
| " '2023-08-13 06:15:10.236596+00:00',\n", | |
| " '2023-08-16 17:50:12.624282+00:00',\n", | |
| " '2023-08-25 06:15:11.205635+00:00',\n", | |
| " '2023-08-28 17:50:13.443537+00:00',\n", | |
| " '2023-09-06 06:15:11.848930+00:00',\n", | |
| " '2023-09-09 17:50:14.023706+00:00',\n", | |
| " '2023-09-18 06:15:12.365326+00:00',\n", | |
| " '2023-09-21 17:50:14.210836+00:00'], dtype='<U32')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>constellation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U10</div><div class='xr-var-preview xr-preview'>'Sentinel-1'</div><input id='attrs-db6cf2b8-0c40-4ccb-b8d4-0385be349fe8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-db6cf2b8-0c40-4ccb-b8d4-0385be349fe8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93d794a2-b2d0-46a8-b8c5-3f8d10cefa73' class='xr-var-data-in' type='checkbox'><label for='data-93d794a2-b2d0-46a8-b8c5-3f8d10cefa73' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('Sentinel-1', dtype='<U10')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:slice_number</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U2</div><div class='xr-var-preview xr-preview'>'10' '15' '10' ... '10' '15' '10'</div><input id='attrs-08524310-1f37-4912-9905-2d685bd8def6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-08524310-1f37-4912-9905-2d685bd8def6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-705cc5f9-99a6-42f1-96cf-869fcd5c1e5e' class='xr-var-data-in' type='checkbox'><label for='data-705cc5f9-99a6-42f1-96cf-869fcd5c1e5e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['10', '15', '10', '15', '10', '15', '10', '15', '10', '15', '15',\n", | |
| " '10', '15', '10', '15', '10', '15', '10', '15', '10', '15', '10',\n", | |
| " '15', '10', '15', '10', '15', '10', '15', '10', '15', '10', '15',\n", | |
| " '10'], dtype='<U2')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:relative_orbit</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>132 81 132 81 132 ... 81 132 81 132</div><input id='attrs-ea340bce-c722-476e-94de-5f82b1b13209' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ea340bce-c722-476e-94de-5f82b1b13209' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb9bf6fa-de3e-4358-b2bd-60ce7e751757' class='xr-var-data-in' type='checkbox'><label for='data-eb9bf6fa-de3e-4358-b2bd-60ce7e751757' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([132, 81, 132, 81, 132, 81, 132, 81, 132, 81, 81, 132, 81,\n", | |
| " 132, 81, 132, 81, 132, 81, 132, 81, 132, 81, 132, 81, 132,\n", | |
| " 81, 132, 81, 132, 81, 132, 81, 132])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:absolute_orbit</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>47454 47578 47629 ... 50378 50429</div><input id='attrs-8033d6aa-121d-4fab-96b5-ca32fb3a8ef9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8033d6aa-121d-4fab-96b5-ca32fb3a8ef9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b605e79b-834a-4c54-8405-122a3a4d382d' class='xr-var-data-in' type='checkbox'><label for='data-b605e79b-834a-4c54-8405-122a3a4d382d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([47454, 47578, 47629, 47753, 47804, 47928, 47979, 48103, 48154,\n", | |
| " 48278, 48453, 48504, 48628, 48679, 48803, 48854, 48978, 49029,\n", | |
| " 49153, 49204, 49328, 49379, 49503, 49554, 49678, 49729, 49853,\n", | |
| " 49904, 50028, 50079, 50203, 50254, 50378, 50429])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_datetime</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U32</div><div class='xr-var-preview xr-preview'>'2023-03-01 17:50:30.304312+00:0...</div><input id='attrs-6b9ece1f-2a90-4318-9ab5-47cd2399a440' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6b9ece1f-2a90-4318-9ab5-47cd2399a440' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-832bb1f8-77ac-4458-bd0e-6320fa3aeb66' class='xr-var-data-in' type='checkbox'><label for='data-832bb1f8-77ac-4458-bd0e-6320fa3aeb66' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['2023-03-01 17:50:30.304312+00:00',\n", | |
| " '2023-03-10 06:15:28.120042+00:00',\n", | |
| " '2023-03-13 17:50:30.099585+00:00',\n", | |
| " '2023-03-22 06:15:28.182480+00:00',\n", | |
| " '2023-03-25 17:50:30.536282+00:00',\n", | |
| " '2023-04-03 06:15:28.756545+00:00',\n", | |
| " '2023-04-06 17:50:30.577009+00:00',\n", | |
| " '2023-04-15 06:15:29.235748+00:00',\n", | |
| " '2023-04-18 17:50:30.776165+00:00',\n", | |
| " '2023-04-27 06:15:29.460070+00:00',\n", | |
| " '2023-05-09 06:15:30.148369+00:00',\n", | |
| " '2023-05-12 17:50:32.312039+00:00',\n", | |
| " '2023-05-21 06:15:30.911890+00:00',\n", | |
| " '2023-05-24 17:50:32.661818+00:00',\n", | |
| " '2023-06-02 06:15:31.359591+00:00',\n", | |
| " '2023-06-05 17:50:33.294641+00:00',\n", | |
| " '2023-06-14 06:15:31.991552+00:00',\n", | |
| " '2023-06-17 17:50:34.211863+00:00',\n", | |
| " '2023-06-26 06:15:32.307861+00:00',\n", | |
| " '2023-06-29 17:50:34.397455+00:00',\n", | |
| " '2023-07-08 06:15:33.568795+00:00',\n", | |
| " '2023-07-11 17:50:35.725835+00:00',\n", | |
| " '2023-07-20 06:15:34.026793+00:00',\n", | |
| " '2023-07-23 17:50:36.463843+00:00',\n", | |
| " '2023-08-01 06:15:34.709963+00:00',\n", | |
| " '2023-08-04 17:50:37.493473+00:00',\n", | |
| " '2023-08-13 06:15:35.235490+00:00',\n", | |
| " '2023-08-16 17:50:37.622446+00:00',\n", | |
| " '2023-08-25 06:15:36.204493+00:00',\n", | |
| " '2023-08-28 17:50:38.443229+00:00',\n", | |
| " '2023-09-06 06:15:36.847800+00:00',\n", | |
| " '2023-09-09 17:50:39.023222+00:00',\n", | |
| " '2023-09-18 06:15:37.364317+00:00',\n", | |
| " '2023-09-21 17:50:39.208993+00:00'], dtype='<U32')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:resolution_range</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>20</div><input id='attrs-9c4867d0-32b7-4a56-8e83-7b700fa36694' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9c4867d0-32b7-4a56-8e83-7b700fa36694' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2daa4b65-3a18-4f42-bf09-e72bc283170a' class='xr-var-data-in' type='checkbox'><label for='data-2daa4b65-3a18-4f42-bf09-e72bc283170a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(20)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:center_frequency</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.405</div><input id='attrs-c960971f-7bd5-4a54-81cd-fbc35f62fa66' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c960971f-7bd5-4a54-81cd-fbc35f62fa66' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35702a51-aec6-4ead-9d89-9bf368d44907' class='xr-var-data-in' type='checkbox'><label for='data-35702a51-aec6-4ead-9d89-9bf368d44907' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(5.405)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:pixel_spacing_azimuth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>10</div><input id='attrs-115c4463-ead7-4119-95b5-0ad734662699' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-115c4463-ead7-4119-95b5-0ad734662699' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b6a61d4-350c-40cb-a078-45c30cfa0de8' class='xr-var-data-in' type='checkbox'><label for='data-9b6a61d4-350c-40cb-a078-45c30cfa0de8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(10)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:epsg</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32630 32631 32630 ... 32631 32630</div><input id='attrs-099a3d67-b114-434d-b607-7c86134a1bbe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-099a3d67-b114-434d-b607-7c86134a1bbe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e6be53e3-1af1-4fa9-a3af-ec3b61c2213f' class='xr-var-data-in' type='checkbox'><label for='data-e6be53e3-1af1-4fa9-a3af-ec3b61c2213f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([32630, 32631, 32630, 32631, 32630, 32631, 32630, 32631, 32630,\n", | |
| " 32631, 32631, 32630, 32631, 32630, 32631, 32630, 32631, 32630,\n", | |
| " 32631, 32630, 32631, 32630, 32631, 32630, 32631, 32630, 32631,\n", | |
| " 32630, 32631, 32630, 32631, 32630, 32631, 32630])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:looks_azimuth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-4d6666c7-6c0b-49e7-9f27-beddbaa780c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4d6666c7-6c0b-49e7-9f27-beddbaa780c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0a4a8c7-2e95-45e1-adec-c12d49189fd4' class='xr-var-data-in' type='checkbox'><label for='data-b0a4a8c7-2e95-45e1-adec-c12d49189fd4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:pixel_spacing_range</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>10</div><input id='attrs-4341d17b-eca4-424c-bfbd-db6def52daf8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4341d17b-eca4-424c-bfbd-db6def52daf8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c65371d-0d89-456e-906f-1d7fab6678f5' class='xr-var-data-in' type='checkbox'><label for='data-9c65371d-0d89-456e-906f-1d7fab6678f5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(10)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:instrument_configuration_ID</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'7'</div><input id='attrs-51fe0244-93de-4095-b438-fe14ff007ec4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-51fe0244-93de-4095-b438-fe14ff007ec4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-484bff14-0889-4064-9e50-f239f068c0ee' class='xr-var-data-in' type='checkbox'><label for='data-484bff14-0889-4064-9e50-f239f068c0ee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('7', dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:datatake_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U6</div><div class='xr-var-preview xr-preview'>'373372' '374440' ... '397973'</div><input id='attrs-5081f4a6-e8c3-4cc9-9b33-6f189a48b8a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5081f4a6-e8c3-4cc9-9b33-6f189a48b8a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2cd59f4-1a47-4fb3-a228-8aa29393833b' class='xr-var-data-in' type='checkbox'><label for='data-d2cd59f4-1a47-4fb3-a228-8aa29393833b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['373372', '374440', '374888', '375960', '376399', '377456',\n", | |
| " '377905', '378975', '379422', '380474', '381977', '382368',\n", | |
| " '383298', '383696', '384631', '385032', '386003', '386397',\n", | |
| " '387357', '387754', '388741', '389145', '390104', '390508',\n", | |
| " '391492', '391893', '392943', '393396', '394465', '394928',\n", | |
| " '395998', '396451', '397522', '397973'], dtype='<U6')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:orbit_state</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U10</div><div class='xr-var-preview xr-preview'>'ascending' ... 'ascending'</div><input id='attrs-7b02a1ca-120b-474c-afa6-6ed7aa6bf443' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7b02a1ca-120b-474c-afa6-6ed7aa6bf443' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5556c4a-b439-4e0f-b23f-871ae4b51c4d' class='xr-var-data-in' type='checkbox'><label for='data-e5556c4a-b439-4e0f-b23f-871ae4b51c4d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['ascending', 'descending', 'ascending', 'descending', 'ascending',\n", | |
| " 'descending', 'ascending', 'descending', 'ascending', 'descending',\n", | |
| " 'descending', 'ascending', 'descending', 'ascending', 'descending',\n", | |
| " 'ascending', 'descending', 'ascending', 'descending', 'ascending',\n", | |
| " 'descending', 'ascending', 'descending', 'ascending', 'descending',\n", | |
| " 'ascending', 'descending', 'ascending', 'descending', 'ascending',\n", | |
| " 'descending', 'ascending', 'descending', 'ascending'], dtype='<U10')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:product_timeliness</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U6</div><div class='xr-var-preview xr-preview'>'NRT-3h'</div><input id='attrs-404f5891-2579-4967-9e50-0e5ff4298427' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-404f5891-2579-4967-9e50-0e5ff4298427' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-391146b4-855b-4f41-826a-f77897bed5b4' class='xr-var-data-in' type='checkbox'><label for='data-391146b4-855b-4f41-826a-f77897bed5b4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('NRT-3h', dtype='<U6')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:total_slices</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U2</div><div class='xr-var-preview xr-preview'>'18' '30' '18' ... '18' '30' '18'</div><input id='attrs-3a39ccde-8bf1-49ed-a3e8-09838c07655a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3a39ccde-8bf1-49ed-a3e8-09838c07655a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10993176-6ccf-4398-a161-5ea2983fb6f4' class='xr-var-data-in' type='checkbox'><label for='data-10993176-6ccf-4398-a161-5ea2983fb6f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['18', '30', '18', '30', '18', '30', '18', '30', '18', '30', '30',\n", | |
| " '18', '30', '18', '30', '18', '30', '18', '30', '18', '30', '18',\n", | |
| " '30', '18', '30', '18', '30', '18', '30', '18', '30', '18', '30',\n", | |
| " '18'], dtype='<U2')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:polarizations</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{'VH', 'VV'}</div><input id='attrs-112dde88-201f-47ab-b86a-ec51f92f031d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-112dde88-201f-47ab-b86a-ec51f92f031d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8126599d-74fb-4b94-9e4b-89d212a11592' class='xr-var-data-in' type='checkbox'><label for='data-8126599d-74fb-4b94-9e4b-89d212a11592' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({'VH', 'VV'}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:looks_equivalent_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.4</div><input id='attrs-5fb2d0c5-f38c-4f24-9291-f174532bf2fe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5fb2d0c5-f38c-4f24-9291-f174532bf2fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7cd20b9a-2e97-4ffe-a37a-2df2680ca6f6' class='xr-var-data-in' type='checkbox'><label for='data-7cd20b9a-2e97-4ffe-a37a-2df2680ca6f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(4.4)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:resolution_azimuth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>22</div><input id='attrs-5dcb0660-1440-43ea-a7b1-ec580e1ccfaf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5dcb0660-1440-43ea-a7b1-ec580e1ccfaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98279dbb-17ec-4ab8-b51f-a4deb906658b' class='xr-var-data-in' type='checkbox'><label for='data-98279dbb-17ec-4ab8-b51f-a4deb906658b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(22)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:looks_range</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>5</div><input id='attrs-0beafd0e-07ca-43ee-a8f3-af4051ea9508' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0beafd0e-07ca-43ee-a8f3-af4051ea9508' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-075c04c3-d615-4fa6-ac70-3e04bea6fad6' class='xr-var-data-in' type='checkbox'><label for='data-075c04c3-d615-4fa6-ac70-3e04bea6fad6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(5)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:observation_direction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U5</div><div class='xr-var-preview xr-preview'>'right'</div><input id='attrs-228c504d-e3b5-4f9f-9145-aded772ac6df' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-228c504d-e3b5-4f9f-9145-aded772ac6df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89e2e405-406d-4a53-8231-7dfce054486a' class='xr-var-data-in' type='checkbox'><label for='data-89e2e405-406d-4a53-8231-7dfce054486a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('right', dtype='<U5')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:orbit_source</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U6</div><div class='xr-var-preview xr-preview'>'PREORB'</div><input id='attrs-1c37822c-89ea-42f9-abf5-7a96a4bf8dbf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c37822c-89ea-42f9-abf5-7a96a4bf8dbf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-862134fc-eeb7-4084-8359-a738a5f43740' class='xr-var-data-in' type='checkbox'><label for='data-862134fc-eeb7-4084-8359-a738a5f43740' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('PREORB', dtype='<U6')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>platform</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U11</div><div class='xr-var-preview xr-preview'>'SENTINEL-1A'</div><input id='attrs-1992ef58-d352-44cf-8dc4-ef728f4e6a41' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1992ef58-d352-44cf-8dc4-ef728f4e6a41' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2f9a054-0902-4722-b239-90165483ed32' class='xr-var-data-in' type='checkbox'><label for='data-f2f9a054-0902-4722-b239-90165483ed32' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('SENTINEL-1A', dtype='<U11')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:product_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U3</div><div class='xr-var-preview xr-preview'>'GRD'</div><input id='attrs-4b5ec871-7c21-4e99-b162-af3a904e0435' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4b5ec871-7c21-4e99-b162-af3a904e0435' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fec53522-ad30-46a0-80c3-ce218e2e52fa' class='xr-var-data-in' type='checkbox'><label for='data-fec53522-ad30-46a0-80c3-ce218e2e52fa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('GRD', dtype='<U3')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:frequency_band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'C'</div><input id='attrs-cf575c71-f12a-469d-bf3f-114cb96cbf28' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cf575c71-f12a-469d-bf3f-114cb96cbf28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec69e852-ab09-406c-8dd3-d7cfd060705b' class='xr-var-data-in' type='checkbox'><label for='data-ec69e852-ab09-406c-8dd3-d7cfd060705b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('C', dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:platform_international_designator</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U9</div><div class='xr-var-preview xr-preview'>'2014-016A'</div><input id='attrs-35e7617e-3788-4272-8b9b-76c63fc6f4c2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-35e7617e-3788-4272-8b9b-76c63fc6f4c2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cec837e9-bd56-4326-b9b0-a082f198ba08' class='xr-var-data-in' type='checkbox'><label for='data-cec837e9-bd56-4326-b9b0-a082f198ba08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('2014-016A', dtype='<U9')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:instrument_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U2</div><div class='xr-var-preview xr-preview'>'IW'</div><input id='attrs-f3b37dca-953b-44f8-a3e2-a5d9008e974e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f3b37dca-953b-44f8-a3e2-a5d9008e974e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d8af437-deb0-4688-bfc7-f82e9294cead' class='xr-var-data-in' type='checkbox'><label for='data-6d8af437-deb0-4688-bfc7-f82e9294cead' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('IW', dtype='<U2')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:resolution</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U4</div><div class='xr-var-preview xr-preview'>'high'</div><input id='attrs-892ca1b7-ec2c-459d-aa46-50b015cbaa85' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-892ca1b7-ec2c-459d-aa46-50b015cbaa85' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0cf54047-03c9-4eb0-b82a-9ac6b9e0f68f' class='xr-var-data-in' type='checkbox'><label for='data-0cf54047-03c9-4eb0-b82a-9ac6b9e0f68f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('high', dtype='<U4')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>description</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'><U173</div><div class='xr-var-preview xr-preview'>'Terrain-corrected gamma naught ...</div><input id='attrs-af51046f-30ca-4cab-a0ea-4b62ca462ca3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-af51046f-30ca-4cab-a0ea-4b62ca462ca3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b54791d-4e33-49c7-b41e-daa283479e73' class='xr-var-data-in' type='checkbox'><label for='data-8b54791d-4e33-49c7-b41e-daa283479e73' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['Terrain-corrected gamma naught values of signal transmitted with vertical polarization and received with horizontal polarization with radiometric terrain correction applied.',\n", | |
| " 'Terrain-corrected gamma naught values of signal transmitted with vertical polarization and received with vertical polarization with radiometric terrain correction applied.'],\n", | |
| " dtype='<U173')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>title</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'><U41</div><div class='xr-var-preview xr-preview'>'VH: vertical transmit, horizont...</div><input id='attrs-dd02ec53-ded2-485c-809a-75cc1fb9296b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dd02ec53-ded2-485c-809a-75cc1fb9296b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d60fea87-3cde-410e-bef6-2de369b50929' class='xr-var-data-in' type='checkbox'><label for='data-d60fea87-3cde-410e-bef6-2de369b50929' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['VH: vertical transmit, horizontal receive',\n", | |
| " 'VV: vertical transmit, vertical receive'], dtype='<U41')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>raster:bands</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{'nodata': -32768, 'data_type': ...</div><input id='attrs-a81aeff9-84f8-4d19-a427-49bdb82a6925' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a81aeff9-84f8-4d19-a427-49bdb82a6925' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2281ab5-8323-46a0-be4c-d6dcaff7eea2' class='xr-var-data-in' type='checkbox'><label for='data-d2281ab5-8323-46a0-be4c-d6dcaff7eea2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({'nodata': -32768, 'data_type': 'float32', 'spatial_resolution': 10.0},\n", | |
| " dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>epsg</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32630</div><input id='attrs-e5baf8d3-4120-4988-88c6-70bb0c26ef64' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e5baf8d3-4120-4988-88c6-70bb0c26ef64' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a31f039-c12a-4383-9d57-2fae9789b0dd' class='xr-var-data-in' type='checkbox'><label for='data-4a31f039-c12a-4383-9d57-2fae9789b0dd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(32630)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-34c9f73d-930b-437a-bda2-6fd129926836' class='xr-section-summary-in' type='checkbox' ><label for='section-34c9f73d-930b-437a-bda2-6fd129926836' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-505e50d8-3528-40cb-9a55-aa43fd9c8097' class='xr-index-data-in' type='checkbox'/><label for='index-505e50d8-3528-40cb-9a55-aa43fd9c8097' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2023-03-01 17:50:17.805101', '2023-03-10 06:15:15.620561',\n", | |
| " '2023-03-13 17:50:17.600372', '2023-03-22 06:15:15.683825',\n", | |
| " '2023-03-25 17:50:18.036358', '2023-04-03 06:15:16.257170',\n", | |
| " '2023-04-06 17:50:18.077860', '2023-04-15 06:15:16.736429',\n", | |
| " '2023-04-18 17:50:18.277084', '2023-04-27 06:15:16.960629',\n", | |
| " '2023-05-09 06:15:17.648945', '2023-05-12 17:50:19.813010',\n", | |
| " '2023-05-21 06:15:18.413230', '2023-05-24 17:50:20.162752',\n", | |
| " '2023-06-02 06:15:18.860784', '2023-06-05 17:50:20.794867',\n", | |
| " '2023-06-14 06:15:19.492161', '2023-06-17 17:50:21.712798',\n", | |
| " '2023-06-26 06:15:19.808070', '2023-06-29 17:50:21.898412',\n", | |
| " '2023-07-08 06:15:21.069370', '2023-07-11 17:50:23.226788',\n", | |
| " '2023-07-20 06:15:21.527354', '2023-07-23 17:50:23.964780',\n", | |
| " '2023-08-01 06:15:22.211358', '2023-08-04 17:50:24.993786',\n", | |
| " '2023-08-13 06:15:22.736043', '2023-08-16 17:50:25.123364',\n", | |
| " '2023-08-25 06:15:23.705064', '2023-08-28 17:50:25.943383',\n", | |
| " '2023-09-06 06:15:24.348365', '2023-09-09 17:50:26.523464',\n", | |
| " '2023-09-18 06:15:24.864822', '2023-09-21 17:50:26.709914'],\n", | |
| " dtype='datetime64[ns]', name='time', freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>band</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-cea6dad9-b978-4cdf-ba01-a6df0a205847' class='xr-index-data-in' type='checkbox'/><label for='index-cea6dad9-b978-4cdf-ba01-a6df0a205847' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['vh', 'vv'], dtype='object', name='band'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-bf4bf07d-4dc7-40b2-8191-693cf8f7eea7' class='xr-index-data-in' type='checkbox'/><label for='index-bf4bf07d-4dc7-40b2-8191-693cf8f7eea7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([680460.0, 680470.0, 680480.0, 680490.0, 680500.0, 680510.0,\n", | |
| " 680520.0, 680530.0, 680540.0, 680550.0,\n", | |
| " ...\n", | |
| " 681630.0, 681640.0, 681650.0, 681660.0, 681670.0, 681680.0,\n", | |
| " 681690.0, 681700.0, 681710.0, 681720.0],\n", | |
| " dtype='float64', name='x', length=127))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5a99b22a-4b86-4d6f-90c0-e2c2d29211bd' class='xr-index-data-in' type='checkbox'/><label for='index-5a99b22a-4b86-4d6f-90c0-e2c2d29211bd' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([5743500.0, 5743490.0, 5743480.0, 5743470.0, 5743460.0, 5743450.0,\n", | |
| " 5743440.0, 5743430.0, 5743420.0, 5743410.0, 5743400.0, 5743390.0,\n", | |
| " 5743380.0, 5743370.0, 5743360.0, 5743350.0, 5743340.0, 5743330.0,\n", | |
| " 5743320.0, 5743310.0, 5743300.0, 5743290.0, 5743280.0, 5743270.0,\n", | |
| " 5743260.0, 5743250.0, 5743240.0, 5743230.0, 5743220.0, 5743210.0,\n", | |
| " 5743200.0, 5743190.0, 5743180.0, 5743170.0, 5743160.0, 5743150.0,\n", | |
| " 5743140.0, 5743130.0, 5743120.0, 5743110.0, 5743100.0, 5743090.0,\n", | |
| " 5743080.0, 5743070.0, 5743060.0, 5743050.0, 5743040.0, 5743030.0,\n", | |
| " 5743020.0, 5743010.0, 5743000.0, 5742990.0, 5742980.0, 5742970.0,\n", | |
| " 5742960.0, 5742950.0, 5742940.0, 5742930.0, 5742920.0, 5742910.0,\n", | |
| " 5742900.0, 5742890.0, 5742880.0, 5742870.0, 5742860.0, 5742850.0,\n", | |
| " 5742840.0, 5742830.0, 5742820.0, 5742810.0, 5742800.0, 5742790.0,\n", | |
| " 5742780.0, 5742770.0, 5742760.0, 5742750.0, 5742740.0, 5742730.0,\n", | |
| " 5742720.0, 5742710.0, 5742700.0, 5742690.0, 5742680.0, 5742670.0,\n", | |
| " 5742660.0, 5742650.0, 5742640.0, 5742630.0, 5742620.0, 5742610.0,\n", | |
| " 5742600.0, 5742590.0, 5742580.0, 5742570.0],\n", | |
| " dtype='float64', name='y'))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fa8aac4e-7422-4a5d-b61a-97aa66075678' class='xr-section-summary-in' type='checkbox' checked><label for='section-fa8aac4e-7422-4a5d-b61a-97aa66075678' class='xr-section-summary' >Attributes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>spec :</span></dt><dd>RasterSpec(epsg=32630, bounds=(680460.0, 5742560.0, 681730.0, 5743500.0), resolutions_xy=(10.0, 10.0))</dd><dt><span>crs :</span></dt><dd>epsg:32630</dd><dt><span>transform :</span></dt><dd>| 10.00, 0.00, 680460.00|\n", | |
| "| 0.00,-10.00, 5743500.00|\n", | |
| "| 0.00, 0.00, 1.00|</dd><dt><span>resolution :</span></dt><dd>10.0</dd><dt><span>bounds_latlon :</span></dt><dd>[-0.38200001987445376, 51.80480033641925, -0.364186352509563, 51.812705163614226]</dd></dl></div></li></ul></div></div>" | |
| ], | |
| "text/plain": [ | |
| "<xarray.DataArray 'stackstac-0c9f29fb1ff86d53c495abafa1dd505b' (time: 34,\n", | |
| " band: 2, y: 94,\n", | |
| " x: 127)>\n", | |
| "dask.array<fetch_raster_window, shape=(34, 2, 94, 127), dtype=float64, chunksize=(1, 1, 94, 127), chunktype=numpy.ndarray>\n", | |
| "Coordinates: (12/39)\n", | |
| " * time (time) datetime64[ns] 2023-03-01T1...\n", | |
| " id (time) <U66 'S1A_IW_GRDH_1SDV_2023...\n", | |
| " * band (band) <U2 'vh' 'vv'\n", | |
| " * x (x) float64 6.805e+05 ... 6.817e+05\n", | |
| " * y (y) float64 5.744e+06 ... 5.743e+06\n", | |
| " s1:processing_level <U1 '1'\n", | |
| " ... ...\n", | |
| " sar:instrument_mode <U2 'IW'\n", | |
| " s1:resolution <U4 'high'\n", | |
| " description (band) <U173 'Terrain-corrected ga...\n", | |
| " title (band) <U41 'VH: vertical transmit...\n", | |
| " raster:bands object {'nodata': -32768, 'data_ty...\n", | |
| " epsg int64 32630\n", | |
| "Attributes:\n", | |
| " spec: RasterSpec(epsg=32630, bounds=(680460.0, 5742560.0, 68173...\n", | |
| " crs: epsg:32630\n", | |
| " transform: | 10.00, 0.00, 680460.00|\\n| 0.00,-10.00, 5743500.00|\\n| ...\n", | |
| " resolution: 10.0\n", | |
| " bounds_latlon: [-0.38200001987445376, 51.80480033641925, -0.364186352509..." | |
| ] | |
| }, | |
| "execution_count": 4, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "import shapely\n", | |
| "bbox = list(shapely.bounds(shapely.geometry.Polygon(rothamsted['features'][0]['geometry']['coordinates'][0])))\n", | |
| "ds = stackstac.stack(items, bounds_latlon=bbox, epsg=32630)\n", | |
| "ds.attrs[\"bounds_latlon\"] = bbox\n", | |
| "ds" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 5, | |
| "id": "1a6ccffc-7697-40e2-9ae1-1690684e452e", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "32630" | |
| ] | |
| }, | |
| "execution_count": 5, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "int(ds.crs.split(\":\")[-1])" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 6, | |
| "id": "deadc652-bd3e-4679-a79d-9855046e29da", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [ | |
| { | |
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| "</style><pre class='xr-text-repr-fallback'><xarray.DataArray 'stackstac-067d81628e86afabb9f35891eb98fcb5' (time: 5,\n", | |
| " band: 4, y: 94,\n", | |
| " x: 127)>\n", | |
| "dask.array<concatenate, shape=(5, 4, 94, 127), dtype=float64, chunksize=(1, 1, 94, 127), chunktype=numpy.ndarray>\n", | |
| "Coordinates: (12/39)\n", | |
| " * time (time) datetime64[ns] 2023-08-28T1...\n", | |
| " id (time) <U66 'S1A_IW_GRDH_1SDV_2023...\n", | |
| " * band (band) <U16 'vh' ... 'incidenceAng...\n", | |
| " * x (x) float64 6.805e+05 ... 6.817e+05\n", | |
| " * y (y) float64 5.744e+06 ... 5.743e+06\n", | |
| " s1:processing_level <U1 '1'\n", | |
| " ... ...\n", | |
| " sar:instrument_mode <U2 'IW'\n", | |
| " s1:resolution <U4 'high'\n", | |
| " description (band) <U173 'Terrain-corrected ga...\n", | |
| " title (band) <U41 'VH: vertical transmit...\n", | |
| " raster:bands object {'nodata': -32768, 'data_ty...\n", | |
| " epsg int64 32630\n", | |
| "Attributes:\n", | |
| " spec: RasterSpec(epsg=32630, bounds=(680460.0, 5742560.0, 681730.0...\n", | |
| " crs: epsg:32630\n", | |
| " transform: | 10.00, 0.00, 680460.00|\\n| 0.00,-10.00, 5743500.00|\\n| 0.0...\n", | |
| " resolution: 10.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'stackstac-067d81628e86afabb9f35891eb98fcb5'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 5</li><li><span class='xr-has-index'>band</span>: 4</li><li><span class='xr-has-index'>y</span>: 94</li><li><span class='xr-has-index'>x</span>: 127</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-8c68c611-8ba3-441c-8f3c-2c74e3dc3686' class='xr-array-in' type='checkbox' checked><label for='section-8c68c611-8ba3-441c-8f3c-2c74e3dc3686' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array<chunksize=(1, 1, 94, 127), meta=np.ndarray></span></div><div class='xr-array-data'><table>\n", | |
| " <tr>\n", | |
| " <td>\n", | |
| " <table style=\"border-collapse: collapse;\">\n", | |
| " <thead>\n", | |
| " <tr>\n", | |
| " <td> </td>\n", | |
| " <th> Array </th>\n", | |
| " <th> Chunk </th>\n", | |
| " </tr>\n", | |
| " </thead>\n", | |
| " <tbody>\n", | |
| " \n", | |
| " <tr>\n", | |
| " <th> Bytes </th>\n", | |
| " <td> 1.82 MiB </td>\n", | |
| " <td> 93.27 kiB </td>\n", | |
| " </tr>\n", | |
| " \n", | |
| " <tr>\n", | |
| " <th> Shape </th>\n", | |
| " <td> (5, 4, 94, 127) </td>\n", | |
| " <td> (1, 1, 94, 127) </td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th> Dask graph </th>\n", | |
| " <td colspan=\"2\"> 20 chunks in 6 graph layers </td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th> Data type </th>\n", | |
| " <td colspan=\"2\"> float64 numpy.ndarray </td>\n", | |
| " </tr>\n", | |
| " </tbody>\n", | |
| " </table>\n", | |
| " </td>\n", | |
| " <td>\n", | |
| " <svg width=\"394\" height=\"157\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n", | |
| "\n", | |
| " <!-- Horizontal lines -->\n", | |
| " <line x1=\"0\" y1=\"0\" x2=\"33\" y2=\"0\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"0\" y1=\"25\" x2=\"33\" y2=\"25\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Vertical lines -->\n", | |
| " <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"25\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"6\" y1=\"0\" x2=\"6\" y2=\"25\" />\n", | |
| " <line x1=\"13\" y1=\"0\" x2=\"13\" y2=\"25\" />\n", | |
| " <line x1=\"19\" y1=\"0\" x2=\"19\" y2=\"25\" />\n", | |
| " <line x1=\"26\" y1=\"0\" x2=\"26\" y2=\"25\" />\n", | |
| " <line x1=\"33\" y1=\"0\" x2=\"33\" y2=\"25\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Colored Rectangle -->\n", | |
| " <polygon points=\"0.0,0.0 33.03683596565622,0.0 33.03683596565622,25.412616514582485 0.0,25.412616514582485\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n", | |
| "\n", | |
| " <!-- Text -->\n", | |
| " <text x=\"16.518418\" y=\"45.412617\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >5</text>\n", | |
| " <text x=\"53.036836\" y=\"12.706308\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,53.036836,12.706308)\">1</text>\n", | |
| "\n", | |
| "\n", | |
| " <!-- Horizontal lines -->\n", | |
| " <line x1=\"103\" y1=\"0\" x2=\"121\" y2=\"18\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"103\" y1=\"88\" x2=\"121\" y2=\"107\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Vertical lines -->\n", | |
| " <line x1=\"103\" y1=\"0\" x2=\"103\" y2=\"88\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"107\" y1=\"4\" x2=\"107\" y2=\"93\" />\n", | |
| " <line x1=\"112\" y1=\"9\" x2=\"112\" y2=\"98\" />\n", | |
| " <line x1=\"116\" y1=\"13\" x2=\"116\" y2=\"102\" />\n", | |
| " <line x1=\"121\" y1=\"18\" x2=\"121\" y2=\"107\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Colored Rectangle -->\n", | |
| " <polygon points=\"103.0,0.0 121.63670057835293,18.636700578352936 121.63670057835293,107.45559821614822 103.0,88.81889763779529\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n", | |
| "\n", | |
| " <!-- Horizontal lines -->\n", | |
| " <line x1=\"103\" y1=\"0\" x2=\"223\" y2=\"0\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"107\" y1=\"4\" x2=\"227\" y2=\"4\" />\n", | |
| " <line x1=\"112\" y1=\"9\" x2=\"232\" y2=\"9\" />\n", | |
| " <line x1=\"116\" y1=\"13\" x2=\"236\" y2=\"13\" />\n", | |
| " <line x1=\"121\" y1=\"18\" x2=\"241\" y2=\"18\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Vertical lines -->\n", | |
| " <line x1=\"103\" y1=\"0\" x2=\"121\" y2=\"18\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"223\" y1=\"0\" x2=\"241\" y2=\"18\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Colored Rectangle -->\n", | |
| " <polygon points=\"103.0,0.0 223.0,0.0 241.63670057835293,18.636700578352936 121.63670057835293,18.636700578352936\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n", | |
| "\n", | |
| " <!-- Horizontal lines -->\n", | |
| " <line x1=\"121\" y1=\"18\" x2=\"241\" y2=\"18\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"121\" y1=\"107\" x2=\"241\" y2=\"107\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Vertical lines -->\n", | |
| " <line x1=\"121\" y1=\"18\" x2=\"121\" y2=\"107\" style=\"stroke-width:2\" />\n", | |
| " <line x1=\"241\" y1=\"18\" x2=\"241\" y2=\"107\" style=\"stroke-width:2\" />\n", | |
| "\n", | |
| " <!-- Colored Rectangle -->\n", | |
| " <polygon points=\"121.63670057835293,18.636700578352936 241.63670057835293,18.636700578352936 241.63670057835293,107.45559821614822 121.63670057835293,107.45559821614822\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n", | |
| "\n", | |
| " <!-- Text -->\n", | |
| " <text x=\"181.636701\" y=\"127.455598\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >127</text>\n", | |
| " <text x=\"261.636701\" y=\"63.046149\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(0,261.636701,63.046149)\">94</text>\n", | |
| " <text x=\"102.318350\" y=\"118.137248\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,102.318350,118.137248)\">4</text>\n", | |
| "</svg>\n", | |
| " </td>\n", | |
| " </tr>\n", | |
| "</table></div></div></li><li class='xr-section-item'><input id='section-e303ba14-3cc9-4047-a2f7-82bc6a95deba' class='xr-section-summary-in' type='checkbox' ><label for='section-e303ba14-3cc9-4047-a2f7-82bc6a95deba' class='xr-section-summary' >Coordinates: <span>(39)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-08-28T17:50:25.943383 ... 2...</div><input id='attrs-da142146-7aa8-4f79-976a-acd5de7c41b3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-da142146-7aa8-4f79-976a-acd5de7c41b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d7a57537-22b7-4d6b-ac0e-36b533f8a07f' class='xr-var-data-in' type='checkbox'><label for='data-d7a57537-22b7-4d6b-ac0e-36b533f8a07f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['2023-08-28T17:50:25.943383000', '2023-09-06T06:15:24.348365000',\n", | |
| " '2023-09-09T17:50:26.523464000', '2023-09-18T06:15:24.864822000',\n", | |
| " '2023-09-21T17:50:26.709914000'], dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U66</div><div class='xr-var-preview xr-preview'>'S1A_IW_GRDH_1SDV_20230828T17501...</div><input id='attrs-862126cd-4a7d-45c1-a3c8-490c7dd56f6b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-862126cd-4a7d-45c1-a3c8-490c7dd56f6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0baa16ed-a61e-49c1-83c3-d203464adcb6' class='xr-var-data-in' type='checkbox'><label for='data-0baa16ed-a61e-49c1-83c3-d203464adcb6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['S1A_IW_GRDH_1SDV_20230828T175013_20230828T175038_050079_0606B0_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230906T061511_20230906T061536_050203_060ADE_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230909T175014_20230909T175039_050254_060CA3_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230918T061512_20230918T061537_050378_0610D2_rtc',\n", | |
| " 'S1A_IW_GRDH_1SDV_20230921T175014_20230921T175039_050429_061295_rtc'],\n", | |
| " dtype='<U66')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'><U16</div><div class='xr-var-preview xr-preview'>'vh' 'vv' ... 'incidenceAngleVV'</div><input id='attrs-d5d8747f-2d0d-4cab-b209-021bf4c98833' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d5d8747f-2d0d-4cab-b209-021bf4c98833' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-53e9c2af-69ed-406e-874e-1ea7255973dc' class='xr-var-data-in' type='checkbox'><label for='data-53e9c2af-69ed-406e-874e-1ea7255973dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['vh', 'vv', 'incidenceAngleVH', 'incidenceAngleVV'], dtype='<U16')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.805e+05 6.805e+05 ... 6.817e+05</div><input id='attrs-0f289608-1363-4cab-8cb5-8d9940cd6398' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0f289608-1363-4cab-8cb5-8d9940cd6398' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44ecfc02-0220-434c-915c-fb53e912edf5' class='xr-var-data-in' type='checkbox'><label for='data-44ecfc02-0220-434c-915c-fb53e912edf5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([680460., 680470., 680480., 680490., 680500., 680510., 680520., 680530.,\n", | |
| " 680540., 680550., 680560., 680570., 680580., 680590., 680600., 680610.,\n", | |
| " 680620., 680630., 680640., 680650., 680660., 680670., 680680., 680690.,\n", | |
| " 680700., 680710., 680720., 680730., 680740., 680750., 680760., 680770.,\n", | |
| " 680780., 680790., 680800., 680810., 680820., 680830., 680840., 680850.,\n", | |
| " 680860., 680870., 680880., 680890., 680900., 680910., 680920., 680930.,\n", | |
| " 680940., 680950., 680960., 680970., 680980., 680990., 681000., 681010.,\n", | |
| " 681020., 681030., 681040., 681050., 681060., 681070., 681080., 681090.,\n", | |
| " 681100., 681110., 681120., 681130., 681140., 681150., 681160., 681170.,\n", | |
| " 681180., 681190., 681200., 681210., 681220., 681230., 681240., 681250.,\n", | |
| " 681260., 681270., 681280., 681290., 681300., 681310., 681320., 681330.,\n", | |
| " 681340., 681350., 681360., 681370., 681380., 681390., 681400., 681410.,\n", | |
| " 681420., 681430., 681440., 681450., 681460., 681470., 681480., 681490.,\n", | |
| " 681500., 681510., 681520., 681530., 681540., 681550., 681560., 681570.,\n", | |
| " 681580., 681590., 681600., 681610., 681620., 681630., 681640., 681650.,\n", | |
| " 681660., 681670., 681680., 681690., 681700., 681710., 681720.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.744e+06 5.743e+06 ... 5.743e+06</div><input id='attrs-3b35caf5-d433-47c7-bd1a-eb1ce3bcf80c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3b35caf5-d433-47c7-bd1a-eb1ce3bcf80c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78a04c09-2303-422e-a84d-23b51adc5deb' class='xr-var-data-in' type='checkbox'><label for='data-78a04c09-2303-422e-a84d-23b51adc5deb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([5743500., 5743490., 5743480., 5743470., 5743460., 5743450., 5743440.,\n", | |
| " 5743430., 5743420., 5743410., 5743400., 5743390., 5743380., 5743370.,\n", | |
| " 5743360., 5743350., 5743340., 5743330., 5743320., 5743310., 5743300.,\n", | |
| " 5743290., 5743280., 5743270., 5743260., 5743250., 5743240., 5743230.,\n", | |
| " 5743220., 5743210., 5743200., 5743190., 5743180., 5743170., 5743160.,\n", | |
| " 5743150., 5743140., 5743130., 5743120., 5743110., 5743100., 5743090.,\n", | |
| " 5743080., 5743070., 5743060., 5743050., 5743040., 5743030., 5743020.,\n", | |
| " 5743010., 5743000., 5742990., 5742980., 5742970., 5742960., 5742950.,\n", | |
| " 5742940., 5742930., 5742920., 5742910., 5742900., 5742890., 5742880.,\n", | |
| " 5742870., 5742860., 5742850., 5742840., 5742830., 5742820., 5742810.,\n", | |
| " 5742800., 5742790., 5742780., 5742770., 5742760., 5742750., 5742740.,\n", | |
| " 5742730., 5742720., 5742710., 5742700., 5742690., 5742680., 5742670.,\n", | |
| " 5742660., 5742650., 5742640., 5742630., 5742620., 5742610., 5742600.,\n", | |
| " 5742590., 5742580., 5742570.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:processing_level</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'1'</div><input id='attrs-a089cff4-4d84-4a5f-8c3b-d07a089b088a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a089cff4-4d84-4a5f-8c3b-d07a089b088a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03904008-c503-4a80-9081-998ca2de48e5' class='xr-var-data-in' type='checkbox'><label for='data-03904008-c503-4a80-9081-998ca2de48e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('1', dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>start_datetime</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U32</div><div class='xr-var-preview xr-preview'>'2023-08-28 17:50:13.443537+00:0...</div><input id='attrs-3b30479c-705f-45c0-bc7f-8a20cec34907' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3b30479c-705f-45c0-bc7f-8a20cec34907' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40048613-252d-4a9c-b7f7-c4b216bcbdd5' class='xr-var-data-in' type='checkbox'><label for='data-40048613-252d-4a9c-b7f7-c4b216bcbdd5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['2023-08-28 17:50:13.443537+00:00',\n", | |
| " '2023-09-06 06:15:11.848930+00:00',\n", | |
| " '2023-09-09 17:50:14.023706+00:00',\n", | |
| " '2023-09-18 06:15:12.365326+00:00',\n", | |
| " '2023-09-21 17:50:14.210836+00:00'], dtype='<U32')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>constellation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U10</div><div class='xr-var-preview xr-preview'>'Sentinel-1'</div><input id='attrs-e64dbf80-a638-4720-94cf-1b4621891d84' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e64dbf80-a638-4720-94cf-1b4621891d84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84846fa7-e488-4998-88c9-d914ebbb608e' class='xr-var-data-in' type='checkbox'><label for='data-84846fa7-e488-4998-88c9-d914ebbb608e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('Sentinel-1', dtype='<U10')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:slice_number</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U2</div><div class='xr-var-preview xr-preview'>'10' '15' '10' '15' '10'</div><input id='attrs-bb295565-f2ef-4b5d-87f7-24fc1cd60d28' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bb295565-f2ef-4b5d-87f7-24fc1cd60d28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-077beb90-9abe-4dcf-8cd2-489e7d07baaa' class='xr-var-data-in' type='checkbox'><label for='data-077beb90-9abe-4dcf-8cd2-489e7d07baaa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['10', '15', '10', '15', '10'], dtype='<U2')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:relative_orbit</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>132 81 132 81 132</div><input id='attrs-dddb5326-a78d-4e05-9dc5-c0f5b2f25c82' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dddb5326-a78d-4e05-9dc5-c0f5b2f25c82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce8e7fb1-5e0b-4a01-9294-15ad7ae3c2f1' class='xr-var-data-in' type='checkbox'><label for='data-ce8e7fb1-5e0b-4a01-9294-15ad7ae3c2f1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([132, 81, 132, 81, 132])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:absolute_orbit</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>50079 50203 50254 50378 50429</div><input id='attrs-9f4da101-62c1-4ab7-9334-2d9d89bb5256' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9f4da101-62c1-4ab7-9334-2d9d89bb5256' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba4a7fac-6161-47ab-aa90-2aa7db2c30d5' class='xr-var-data-in' type='checkbox'><label for='data-ba4a7fac-6161-47ab-aa90-2aa7db2c30d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([50079, 50203, 50254, 50378, 50429])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_datetime</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U32</div><div class='xr-var-preview xr-preview'>'2023-08-28 17:50:38.443229+00:0...</div><input id='attrs-e565516c-1887-447b-a6a7-d6ae0e7e83f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e565516c-1887-447b-a6a7-d6ae0e7e83f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f6f2a7d6-b2d9-4f9a-b84a-ae56c0a3325b' class='xr-var-data-in' type='checkbox'><label for='data-f6f2a7d6-b2d9-4f9a-b84a-ae56c0a3325b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['2023-08-28 17:50:38.443229+00:00',\n", | |
| " '2023-09-06 06:15:36.847800+00:00',\n", | |
| " '2023-09-09 17:50:39.023222+00:00',\n", | |
| " '2023-09-18 06:15:37.364317+00:00',\n", | |
| " '2023-09-21 17:50:39.208993+00:00'], dtype='<U32')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:resolution_range</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>20</div><input id='attrs-1f100ac9-063a-457f-8819-c234984834bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f100ac9-063a-457f-8819-c234984834bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a417b170-fc52-46fb-be04-c93c47fd3f08' class='xr-var-data-in' type='checkbox'><label for='data-a417b170-fc52-46fb-be04-c93c47fd3f08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(20)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:center_frequency</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.405</div><input id='attrs-7ce18b49-cde0-416f-9be3-4ca4a862c87b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7ce18b49-cde0-416f-9be3-4ca4a862c87b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c0de855-78b0-44e5-8b3e-6379b846e119' class='xr-var-data-in' type='checkbox'><label for='data-0c0de855-78b0-44e5-8b3e-6379b846e119' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(5.405)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:pixel_spacing_azimuth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>10</div><input id='attrs-03662799-fdb2-4f8c-80ac-f4b296e05c93' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-03662799-fdb2-4f8c-80ac-f4b296e05c93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fed72f1e-1aca-4a80-bc9a-ce0100b7dde8' class='xr-var-data-in' type='checkbox'><label for='data-fed72f1e-1aca-4a80-bc9a-ce0100b7dde8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(10)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>proj:epsg</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32630 32631 32630 32631 32630</div><input id='attrs-ffda41bc-70d3-4919-bbe2-16ba91fbe8b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ffda41bc-70d3-4919-bbe2-16ba91fbe8b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-318b1288-aefc-48e5-93f6-d6c70c0c1dd8' class='xr-var-data-in' type='checkbox'><label for='data-318b1288-aefc-48e5-93f6-d6c70c0c1dd8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([32630, 32631, 32630, 32631, 32630])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:looks_azimuth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-f70e1b01-1cc4-4573-8b63-f0f9bbb95274' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f70e1b01-1cc4-4573-8b63-f0f9bbb95274' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ed560bc-5047-4ebf-8024-557bc7bbb963' class='xr-var-data-in' type='checkbox'><label for='data-7ed560bc-5047-4ebf-8024-557bc7bbb963' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(1)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:pixel_spacing_range</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>10</div><input id='attrs-cb048977-8d7c-4458-a43f-2a8b5f4deadb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb048977-8d7c-4458-a43f-2a8b5f4deadb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b75a332-38f5-4ac7-a22b-ca5adf5cd3b8' class='xr-var-data-in' type='checkbox'><label for='data-7b75a332-38f5-4ac7-a22b-ca5adf5cd3b8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(10)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:instrument_configuration_ID</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'7'</div><input id='attrs-c29aa6a6-f93d-463a-8f5c-c427cba7f37f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c29aa6a6-f93d-463a-8f5c-c427cba7f37f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c282da25-ec59-488c-839f-12bcedd375b7' class='xr-var-data-in' type='checkbox'><label for='data-c282da25-ec59-488c-839f-12bcedd375b7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('7', dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:datatake_id</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U6</div><div class='xr-var-preview xr-preview'>'394928' '395998' ... '397973'</div><input id='attrs-fc426afb-3bec-4c0b-931f-118eb4b50c50' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fc426afb-3bec-4c0b-931f-118eb4b50c50' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97873385-c145-4a36-995b-d23ac5b42500' class='xr-var-data-in' type='checkbox'><label for='data-97873385-c145-4a36-995b-d23ac5b42500' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['394928', '395998', '396451', '397522', '397973'], dtype='<U6')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:orbit_state</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U10</div><div class='xr-var-preview xr-preview'>'ascending' ... 'ascending'</div><input id='attrs-098dff71-be57-4cb1-9c4e-f1877244612e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-098dff71-be57-4cb1-9c4e-f1877244612e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-520460b8-c359-4859-96c3-c8c3fae9e5ac' class='xr-var-data-in' type='checkbox'><label for='data-520460b8-c359-4859-96c3-c8c3fae9e5ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['ascending', 'descending', 'ascending', 'descending', 'ascending'],\n", | |
| " dtype='<U10')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:product_timeliness</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U6</div><div class='xr-var-preview xr-preview'>'NRT-3h'</div><input id='attrs-9bea90ef-7975-4c33-b78c-fc5cb406f007' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9bea90ef-7975-4c33-b78c-fc5cb406f007' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-740ac670-bf5f-4f62-8416-0a8db140cae3' class='xr-var-data-in' type='checkbox'><label for='data-740ac670-bf5f-4f62-8416-0a8db140cae3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('NRT-3h', dtype='<U6')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:total_slices</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'><U2</div><div class='xr-var-preview xr-preview'>'18' '30' '18' '30' '18'</div><input id='attrs-5b699b91-912b-4ac7-bd7a-c15647bfdfc1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5b699b91-912b-4ac7-bd7a-c15647bfdfc1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa1d322b-394c-42d6-b5b6-1e8b29c48d4d' class='xr-var-data-in' type='checkbox'><label for='data-aa1d322b-394c-42d6-b5b6-1e8b29c48d4d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['18', '30', '18', '30', '18'], dtype='<U2')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:polarizations</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{'VH', 'VV'}</div><input id='attrs-a3f0fdf6-ab78-4e2e-aaa4-ed87929ae5b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a3f0fdf6-ab78-4e2e-aaa4-ed87929ae5b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-262505e4-2292-4bff-a1c8-271b002d7188' class='xr-var-data-in' type='checkbox'><label for='data-262505e4-2292-4bff-a1c8-271b002d7188' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({'VH', 'VV'}, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:looks_equivalent_number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.4</div><input id='attrs-44455c41-5263-4dd8-86d7-b409630ff47d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-44455c41-5263-4dd8-86d7-b409630ff47d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2b4d332-5ee3-47c5-b0de-99eaf016bce1' class='xr-var-data-in' type='checkbox'><label for='data-e2b4d332-5ee3-47c5-b0de-99eaf016bce1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(4.4)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:resolution_azimuth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>22</div><input id='attrs-9a777683-7140-4e35-9cc4-81a0d29d15cb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9a777683-7140-4e35-9cc4-81a0d29d15cb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c36eebc-a7b2-4f42-a304-d9cca70bea71' class='xr-var-data-in' type='checkbox'><label for='data-4c36eebc-a7b2-4f42-a304-d9cca70bea71' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(22)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:looks_range</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>5</div><input id='attrs-2eae8a59-c21f-44af-a345-752dfce322dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2eae8a59-c21f-44af-a345-752dfce322dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5cfee46b-1d64-4725-a0fd-b0216890336f' class='xr-var-data-in' type='checkbox'><label for='data-5cfee46b-1d64-4725-a0fd-b0216890336f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(5)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:observation_direction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U5</div><div class='xr-var-preview xr-preview'>'right'</div><input id='attrs-936feb1c-83b5-4cbf-965f-79ee13c37e8e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-936feb1c-83b5-4cbf-965f-79ee13c37e8e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7fdfbe35-3314-4426-8362-3186310130e5' class='xr-var-data-in' type='checkbox'><label for='data-7fdfbe35-3314-4426-8362-3186310130e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('right', dtype='<U5')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:orbit_source</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U6</div><div class='xr-var-preview xr-preview'>'PREORB'</div><input id='attrs-283234a2-c4c6-431c-8205-c94fe9eb8287' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-283234a2-c4c6-431c-8205-c94fe9eb8287' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8d523cb7-e46f-4684-a6f8-53893256eaa7' class='xr-var-data-in' type='checkbox'><label for='data-8d523cb7-e46f-4684-a6f8-53893256eaa7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('PREORB', dtype='<U6')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>platform</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U11</div><div class='xr-var-preview xr-preview'>'SENTINEL-1A'</div><input id='attrs-13d72568-a1c2-45ea-978f-1e03cda2fa4a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-13d72568-a1c2-45ea-978f-1e03cda2fa4a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1df3227b-8f3b-49ca-982a-601a4406235a' class='xr-var-data-in' type='checkbox'><label for='data-1df3227b-8f3b-49ca-982a-601a4406235a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('SENTINEL-1A', dtype='<U11')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:product_type</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U3</div><div class='xr-var-preview xr-preview'>'GRD'</div><input id='attrs-3d505caf-616d-4259-b1ab-26081736cb39' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3d505caf-616d-4259-b1ab-26081736cb39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b4ffa09f-5163-425a-a8a9-77d7cc833c11' class='xr-var-data-in' type='checkbox'><label for='data-b4ffa09f-5163-425a-a8a9-77d7cc833c11' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('GRD', dtype='<U3')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:frequency_band</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'C'</div><input id='attrs-68355a04-c544-4280-9218-482ac418831c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-68355a04-c544-4280-9218-482ac418831c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51eb25c9-372f-43cb-b541-49926942f9f5' class='xr-var-data-in' type='checkbox'><label for='data-51eb25c9-372f-43cb-b541-49926942f9f5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('C', dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sat:platform_international_designator</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U9</div><div class='xr-var-preview xr-preview'>'2014-016A'</div><input id='attrs-767828bd-789b-4982-abea-00c05cf30f83' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-767828bd-789b-4982-abea-00c05cf30f83' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb2714ca-cf79-4de8-abe6-5cafc96d9972' class='xr-var-data-in' type='checkbox'><label for='data-fb2714ca-cf79-4de8-abe6-5cafc96d9972' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('2014-016A', dtype='<U9')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sar:instrument_mode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U2</div><div class='xr-var-preview xr-preview'>'IW'</div><input id='attrs-e1d207ed-eaea-4883-be9f-1e2357931971' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e1d207ed-eaea-4883-be9f-1e2357931971' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-273fbadd-eaa5-4d7f-bf5c-2667a3e66a35' class='xr-var-data-in' type='checkbox'><label for='data-273fbadd-eaa5-4d7f-bf5c-2667a3e66a35' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('IW', dtype='<U2')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s1:resolution</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U4</div><div class='xr-var-preview xr-preview'>'high'</div><input id='attrs-420386eb-0aaf-4d96-90d2-048d07b33137' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-420386eb-0aaf-4d96-90d2-048d07b33137' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c788d11-4989-4382-aa6e-3b66cbcf2297' class='xr-var-data-in' type='checkbox'><label for='data-6c788d11-4989-4382-aa6e-3b66cbcf2297' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array('high', dtype='<U4')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>description</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'><U173</div><div class='xr-var-preview xr-preview'>'Terrain-corrected gamma naught ...</div><input id='attrs-f85fae9d-b9ba-400c-8840-54bb9e60d12d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f85fae9d-b9ba-400c-8840-54bb9e60d12d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ad80d45-4928-49e2-846a-95b582975d89' class='xr-var-data-in' type='checkbox'><label for='data-6ad80d45-4928-49e2-846a-95b582975d89' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['Terrain-corrected gamma naught values of signal transmitted with vertical polarization and received with horizontal polarization with radiometric terrain correction applied.',\n", | |
| " 'Terrain-corrected gamma naught values of signal transmitted with vertical polarization and received with vertical polarization with radiometric terrain correction applied.',\n", | |
| " 'Incidence angle [deg] VV', 'Incidence angle [deg] VH'],\n", | |
| " dtype='<U173')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>title</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'><U41</div><div class='xr-var-preview xr-preview'>'VH: vertical transmit, horizont...</div><input id='attrs-d0871820-2bef-48c0-93d0-ca607cf5d3ee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d0871820-2bef-48c0-93d0-ca607cf5d3ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15e86c13-d1c1-41f8-bd90-b8da3f96d91f' class='xr-var-data-in' type='checkbox'><label for='data-15e86c13-d1c1-41f8-bd90-b8da3f96d91f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(['VH: vertical transmit, horizontal receive',\n", | |
| " 'VV: vertical transmit, vertical receive',\n", | |
| " 'Incidence angle [deg] VV', 'Incidence angle [deg] VH'],\n", | |
| " dtype='<U41')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>raster:bands</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>{'nodata': -32768, 'data_type': ...</div><input id='attrs-a91f1ef1-52ad-48b0-8a6d-c1b5d0067aa3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a91f1ef1-52ad-48b0-8a6d-c1b5d0067aa3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dcfa3be9-9211-4664-9641-f2ea641e0a1e' class='xr-var-data-in' type='checkbox'><label for='data-dcfa3be9-9211-4664-9641-f2ea641e0a1e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array({'nodata': -32768, 'data_type': 'float32', 'spatial_resolution': 10.0},\n", | |
| " dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>epsg</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>32630</div><input id='attrs-58948b64-6032-41bc-aa6d-d97989939cf2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-58948b64-6032-41bc-aa6d-d97989939cf2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96635585-8e58-46a4-aae6-1f21bae07a3e' class='xr-var-data-in' type='checkbox'><label for='data-96635585-8e58-46a4-aae6-1f21bae07a3e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(32630)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6412f73b-4c8d-4916-920d-2e16635c09b8' class='xr-section-summary-in' type='checkbox' ><label for='section-6412f73b-4c8d-4916-920d-2e16635c09b8' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e2a740fb-a399-45d1-ac3d-7331cac1f097' class='xr-index-data-in' type='checkbox'/><label for='index-e2a740fb-a399-45d1-ac3d-7331cac1f097' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2023-08-28 17:50:25.943383', '2023-09-06 06:15:24.348365',\n", | |
| " '2023-09-09 17:50:26.523464', '2023-09-18 06:15:24.864822',\n", | |
| " '2023-09-21 17:50:26.709914'],\n", | |
| " dtype='datetime64[ns]', name='time', freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>band</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-285ae88c-6fa2-4249-91ff-e55d173ce644' class='xr-index-data-in' type='checkbox'/><label for='index-285ae88c-6fa2-4249-91ff-e55d173ce644' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['vh', 'vv', 'incidenceAngleVH', 'incidenceAngleVV'], dtype='object', name='band'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-786cc0b5-4d00-44eb-8f3f-3ae0303bf283' class='xr-index-data-in' type='checkbox'/><label for='index-786cc0b5-4d00-44eb-8f3f-3ae0303bf283' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([680460.0, 680470.0, 680480.0, 680490.0, 680500.0, 680510.0,\n", | |
| " 680520.0, 680530.0, 680540.0, 680550.0,\n", | |
| " ...\n", | |
| " 681630.0, 681640.0, 681650.0, 681660.0, 681670.0, 681680.0,\n", | |
| " 681690.0, 681700.0, 681710.0, 681720.0],\n", | |
| " dtype='float64', name='x', length=127))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fad81bff-8758-4842-854f-f4189f8c5bf5' class='xr-index-data-in' type='checkbox'/><label for='index-fad81bff-8758-4842-854f-f4189f8c5bf5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([5743500.0, 5743490.0, 5743480.0, 5743470.0, 5743460.0, 5743450.0,\n", | |
| " 5743440.0, 5743430.0, 5743420.0, 5743410.0, 5743400.0, 5743390.0,\n", | |
| " 5743380.0, 5743370.0, 5743360.0, 5743350.0, 5743340.0, 5743330.0,\n", | |
| " 5743320.0, 5743310.0, 5743300.0, 5743290.0, 5743280.0, 5743270.0,\n", | |
| " 5743260.0, 5743250.0, 5743240.0, 5743230.0, 5743220.0, 5743210.0,\n", | |
| " 5743200.0, 5743190.0, 5743180.0, 5743170.0, 5743160.0, 5743150.0,\n", | |
| " 5743140.0, 5743130.0, 5743120.0, 5743110.0, 5743100.0, 5743090.0,\n", | |
| " 5743080.0, 5743070.0, 5743060.0, 5743050.0, 5743040.0, 5743030.0,\n", | |
| " 5743020.0, 5743010.0, 5743000.0, 5742990.0, 5742980.0, 5742970.0,\n", | |
| " 5742960.0, 5742950.0, 5742940.0, 5742930.0, 5742920.0, 5742910.0,\n", | |
| " 5742900.0, 5742890.0, 5742880.0, 5742870.0, 5742860.0, 5742850.0,\n", | |
| " 5742840.0, 5742830.0, 5742820.0, 5742810.0, 5742800.0, 5742790.0,\n", | |
| " 5742780.0, 5742770.0, 5742760.0, 5742750.0, 5742740.0, 5742730.0,\n", | |
| " 5742720.0, 5742710.0, 5742700.0, 5742690.0, 5742680.0, 5742670.0,\n", | |
| " 5742660.0, 5742650.0, 5742640.0, 5742630.0, 5742620.0, 5742610.0,\n", | |
| " 5742600.0, 5742590.0, 5742580.0, 5742570.0],\n", | |
| " dtype='float64', name='y'))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3f90cfc4-1b9e-4455-933a-6ee9753837ec' class='xr-section-summary-in' type='checkbox' checked><label for='section-3f90cfc4-1b9e-4455-933a-6ee9753837ec' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>spec :</span></dt><dd>RasterSpec(epsg=32630, bounds=(680460.0, 5742560.0, 681730.0, 5743500.0), resolutions_xy=(10.0, 10.0))</dd><dt><span>crs :</span></dt><dd>epsg:32630</dd><dt><span>transform :</span></dt><dd>| 10.00, 0.00, 680460.00|\n", | |
| "| 0.00,-10.00, 5743500.00|\n", | |
| "| 0.00, 0.00, 1.00|</dd><dt><span>resolution :</span></dt><dd>10.0</dd></dl></div></li></ul></div></div>" | |
| ], | |
| "text/plain": [ | |
| "<xarray.DataArray 'stackstac-067d81628e86afabb9f35891eb98fcb5' (time: 5,\n", | |
| " band: 4, y: 94,\n", | |
| " x: 127)>\n", | |
| "dask.array<concatenate, shape=(5, 4, 94, 127), dtype=float64, chunksize=(1, 1, 94, 127), chunktype=numpy.ndarray>\n", | |
| "Coordinates: (12/39)\n", | |
| " * time (time) datetime64[ns] 2023-08-28T1...\n", | |
| " id (time) <U66 'S1A_IW_GRDH_1SDV_2023...\n", | |
| " * band (band) <U16 'vh' ... 'incidenceAng...\n", | |
| " * x (x) float64 6.805e+05 ... 6.817e+05\n", | |
| " * y (y) float64 5.744e+06 ... 5.743e+06\n", | |
| " s1:processing_level <U1 '1'\n", | |
| " ... ...\n", | |
| " sar:instrument_mode <U2 'IW'\n", | |
| " s1:resolution <U4 'high'\n", | |
| " description (band) <U173 'Terrain-corrected ga...\n", | |
| " title (band) <U41 'VH: vertical transmit...\n", | |
| " raster:bands object {'nodata': -32768, 'data_ty...\n", | |
| " epsg int64 32630\n", | |
| "Attributes:\n", | |
| " spec: RasterSpec(epsg=32630, bounds=(680460.0, 5742560.0, 681730.0...\n", | |
| " crs: epsg:32630\n", | |
| " transform: | 10.00, 0.00, 680460.00|\\n| 0.00,-10.00, 5743500.00|\\n| 0.0...\n", | |
| " resolution: 10.0" | |
| ] | |
| }, | |
| "execution_count": 6, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "\n", | |
| "ds_new = process_angles(catalog, items[:5], ds)\n", | |
| "ds_new" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 7, | |
| "id": "9b331f48-9ac8-483f-ae63-be8db8393d4e", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 1600x300 with 6 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| }, | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "<Figure size 600x600 with 0 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 1600x300 with 6 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| }, | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "<Figure size 600x600 with 0 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "for pol in [\"vh\", \"vv\"]:\n", | |
| " sigma = 10*np.log10(ds_new.sel(band=pol)**2)\n", | |
| " sigma.plot.imshow(col=\"time\", col_wrap=5, robust=True, cmap=\"magma\")\n", | |
| " plt.figure()" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 12, | |
| "id": "d03537b6-ce52-4e14-a048-4777b7d32985", | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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8IivlX375ZcTGxiIgIMAuFI917KVKlUJsbCx3H7ZJXBMSEpyWefLkifxvq4tNdrB++RgMrpUmonr16vK/T5w44aCUP3/+PHr16gXGGMaOHesQGokgCIIgCIIgCIIgCILIP2zevBlTpkzJMFqENWQ1AJQpUwaTJ092CE+tB1xLg0fogtq1awMALl26JF+zjXN+9epVoXa3bt0KABg0aBC6du2KAgUKiA8yA6xJZ/fs2SOHrnn55ZftrNWtz3Lz5k0YjUbuPvz9/eHn5wcAOHPmjNMyp0+flv9drlw57j7SYw25Y+1XTxw5cgSlSpVCqVKlHLwobN+vrbcFYD7QeO211/Dw4UM0atQIn332mSbjJQiCIAiCIAiCIAiCIPTH1q1bMXLkSDx8+BDh4eHo2bMnhgwZgiFDhqBkyZIoWrQo+vTpg06dOqFChQq4fPky+vbti2PHjuX20B0gpTzBja+vLwAgMTFRvvb888/LVtrr168XateqlK1QoYLd9bt37zot7+XlBQByglklBAUFoVatWoiNjcXPP/8MwD50DQA0aNBAHs/mzZsVt23FYDCgZcuWAIAVK1Y4jYW/ZMkSAEBgYKBD3PqsiI+Pt/v57t27uHDhAgAgJCQk07rWdwbwvbfsEBQUhOvXr+PatWv4888/7e4dOnRI/nfVqlXt7vXv3x///fcfChUqhGXLlgl5XxAEQRAEQRAEQRAEQRB5g//9738ICAjAli1bMHfuXHz66acYOnQohg4dinXr1sHX1xfJycn48ssvsWnTJsyZMwcA8O233+buwJ1ASnmCG9uMxUlJSQCAZ599Ft26dQMATJ48GUePHpXLnDp1Ci+//DJiYmIybdeqlN2wYYOsoF++fDm+++47AHCwWg8KCgIAHD58mCuWulUJv379eri7u6NVq1Z292vXro2GDRsCMIfUsR3333//jZYtW2aZ6HX06NFwc3PDwYMHMXToUDlcjdFoxNy5czF79mwAwKeffsqtbN6wYQPWrVsntzd69GikpKTAw8MD7du3z7Ru8eLF4e5ujlr1119/cfUrSkBAAFq0aAEAmDhxouwlcOvWLYwePRoA8NxzzyEsLEyuExkZiRUrVgAAZs2alSPeBARBEARBEARBEARBEITrEhMTgxdeeAGlS5d2uFeoUCE0bNgQ0dHR8rUWLVqgbdu2OHLkiJbDVAQp5QluihYtKv/7ypUr8r8jIyNRpUoV3LlzB7Vr10bFihVRqlQphISEYOvWrXJS1YwYOXIkAHMy2cDAQBQvXhx9+/ZF165dAQAPHjywK9+hQwcA5lAwJUqUUGxxblXKm0wmNGnSBIULF3Yo88MPP6BEiRI4e/YsKlWqhMqVK6N48eJo0KABdu7caWfh7Yz69esjKioKBoMBc+bMwbPPPosqVargmWeewaBBg2A0GjFgwAAMGTJE0ZhtqV27Njp16oQyZcqgcOHCWLRoEQDgk08+QWBgYKZ1DQYD2rVrBwAYP348AgMD8cUXXwAArl+/jurVq6N69er4559/uMeVGfPmzUOJEiVw9epVhISEIDg4GKVKlcLhw4fh7+8vew4AwO3bt/Hhhx/K4/3qq6/kcdl+rKedBEEQBEEQBEEQBEEQRN6nZMmS2Lt3L27cuOFwLy4uDn/++Se8vb3trnt6esLT01OrISqGlPIEN3Xr1pWTmVqt2AGgWLFi2L9/Pz788EOULVsWV65cQWJiItq2bYutW7eiV69embbbvXt3fPvttyhbtizi4+NRrlw5/P7773jnnXcAAI8fP5bDtADAq6++is8//xxBQUFITExUHIO+fv36KFasGIC0GPPpqVSpEg4ePIgBAwagRIkSuHTpEiRJQpcuXbB//340b948y34GDRqE/fv3o2vXrihSpAhiYmLg7u6ONm3aYP369Zg3b56i8abnvffew/fffw8fHx+kpKSgYsWKmDFjBsaPH6+o/uzZs9GuXTv4+voiJSVFDmmTnJyMEydO4MSJE3aJaHOCChUq4PDhwxg4cCBKliyJ69evIyAgAH369MHhw4ftEr4mJCTIoXVMJpM8pvSf27dv5+gYiexTtmxZSJKECRMmuGT7ucELL7wASZLQu3dvReUlSYIkSVi8eLGq4yLyNjRX+aG5Sugdmtf80LwmcgOaq/zQXCUIwpaBAwfi+vXraNWqFQYOHIivv/4a3377LUaOHIlWrVrh6tWrshGvlfR6J93ACIIgiDzPokWLGACHT4ECBViNGjXYpEmTWEJCQrb6CA4OZgDY+PHjc2bQ6WjVqhULDQ1ls2fPVqV9pRw6dIi98cYbrGTJkszDw4M9++yz7JVXXmGbN2/mbis8PJwBYG+//bai8qGhoSw0NJStW7eOuy+lzJ8/nz333HPM29ub+fr6smbNmrGNGzc6lDMajez06dNs5cqV7KOPPmKtW7dmAQEBLCYmRrWx5QdoruYceXmu3r59m23bto1FRESwN954g1WtWpVNmjQpw/JXr15l/fv3l99FYGAge+utt9i5c+cUlS9VqhQbMmQIu3PnjirPk9eheZ1z5OV5zRjJ4NyG5mrOkZfnKslggsh9fv75Z1a3bl1WpUoVu0/16tXZxIkTWUpKilw2NTWV7d69m508eTIXR+wcUsoTBEHkA2w3GdaFamhoKPP395ev16lThz1+/Fi4j5zYZPAuurVm4cKFzM3NjQFgPj4+rFKlSszPz09+h8OGDeNqLyeeNyYmRu5/586dwu0wxtjQoUPltp599llWqFAh+efIyEi7su+//77TjSspBLIHzdWcIS/P1X///dfp3Mvo93n+/HlWvHhxBoC5ubmx4OBg5u7uzgAwPz8/dvToUbvyFy9eZIGBgQwAMxgMrHTp0kySJAaAVapUid2/f1947PkVmtc5Q16e14yRDNYDNFdzhrw8V0kGE4R+ePr0Kdu+fTv77rvv2Pfff8+2bt3Kbt++ndvD4oLC1xAEQeQzjh8/Ln/u3buHn3/+Ge7u7jh06BAiIiJye3i65dChQ3j33XdhNBoxdOhQ3L17F2fPnkVcXBzmzJkDNzc3REZG2oX1ciVOnjwpJ6EeNWoUbt++jbt37+LVV18FAHz88ce4f/++XL5Vq1YYP348xo8fj7fffjtXxpzXobkqRl6fqwEBAfLcGz9+vNPcOLYMHjwYt27dQnBwME6fPo1Lly7h0qVLqFy5Mh49eoThw4fble/fvz9u3LiBsLAwxMbG4sqVKzhw4AAKFiyIc+fOYfLkyWo+Xp6H5rUYeX1ekwzWHzRXxcjrc5VkMEHoB29vb7z44ovo168f3nnnHbRu3RrPPvtsbg+LC1LKEwRB5HNee+01dO/eHQCwZs2aXB6NfomIiEBqairq1auHyMhIOY+Fm5sbBg0ahKFDhwIAJk6cCJPJlJtDFWLHjh1gjMHDwwMTJ04EYE6IY914JiQk4M8//5TLt2nTBhMmTMCECRMUx/gksgfNVWXk9blaokQJee5NmDABRYoUybDs48ePsX37dgBmpV7FihUBAEFBQRg5ciQAYM+ePUhISAAAXLx4Eb///jsA4Msvv0TJkiUBmPMJ9ezZEwAQHR2tynPlV2heKyOvz2uSwfqH5qoy8vpcJRlMEPrk2rVrmDJlCjp27Ij69eujevXqeO6559C2bVuMGTMG586dy+0hOoWU8gRBEATq1q0LAIiJiXG4FxcXh2HDhqFUqVLw8vJCpUqVMGnSJCQnJytqOz4+HqNHj0aFChXg6emJgIAA9OrVC7GxsXKZxYsXQ5Ik7Nq1CwDwww8/OCR0Sp+4avr06ZAkCQULFpSTA1uJiIiAJEkoXLiw3b3Y2Fi8/fbbCAgIgLe3N8LCwhAVFQXGWKbPwBjDtm3bAAA9evSAJEkOZazJrK9du4b//vsPAOQk0ZIk4eLFi+jZsyd8fX0xbtw4h/orV65ESEgIvL29Ua1aNacWROkTV73wwgsoV66cfL958+aQJAl//PGHQ//WaxlhTfDs7+8PHx8f+XpwcLBDGSL3oLlKc5UHg8GAH374AUuXLnVIeFWmTBkA5qTq8fHxAICjR4/K9xs0aGBXvkaNGgCAq1ev5tj4CDM0r2lekwx2DWiu0lzlgWQwQWjD/v370a5dOyxZsgSnT5/Gw4cPkZqaiqdPn+LixYuIjo5Gp06dsHPnztweqgPuuT0AgiAIIvdJTU0FANmaxcq9e/fQuHFjnDlzBm5ubihRogTOnz+P8ePH4+jRo1i7dm2m7T58+BBNmjTB8ePH4e7ujlKlSuHatWtYunQptm/fjkOHDiEwMBBFixZFaGgoYmJikJCQgCJFiiAoKAilSpXKsO127drhww8/REJCAg4fPoz69evL9/bu3QvA7N7t4eEBADh//jyaNm2KmzdvwtPTE8888wyOHz+OYcOGISYmBjNmzMiwr7i4ODx8+BAAULlyZadlqlSpIv/74sWLqFmzpt397t274+TJkwgODna4t3PnTvzwww8oVaoUfHx8cPr0aQwYMABJSUmyRZEzypUrhxs3buDs2bMAzBuxggULomDBggDMVnahoaEAIF/LiKpVqwIA7ty5g3v37uGZZ54BAJw+fVouExISkmkbhPrQXKW5ykOBAgVk67r0nDlzBoDZ6i8gIAAA0KRJE+zZswcAUKxYMbvyjx8/BgCXcwt2BWhe07wmGewa0FylucoDyWCC0IapU6fi6dOn6NOnDzp37oygoCB4e3vDaDTi5s2b2LBhA6KiojBjxgw0b948t4drT24FsycIgiC0wzZxlTPat2/PALB27drZXe/VqxcDwCpWrMhiY2MZY4xt375dTt60ceNGuayzxFWffvopA8CKFCnCTp8+zRgzJ1oKCAhgANiIESPs+ssskZOz9itUqMAAsGnTpsnXTCYTK1q0KAPAFi1aJF9v1qwZA8Dq168vJ0lavHgxA8AkSWL//vtvhu/v0qVLipJDWcssXrxYflbrtVq1arG4uDinzytJElu+fDljjLGkpCTWtWtXOQHUo0ePHNq3fa6cSlyVkpLCwsLCGADWuXNnduPGDRYTE8OaNGnCALD27dtnWHfnzp2UZC6HoLlKc5UX3qSBycnJbPfu3axkyZIMAJs3b56iei1atGAAWLdu3bIx2vwJzWua11lBMlgf0FylucoLyWCCyH3CwsLYkCFDMi0zfPhwFhYWptGIlEPhawiCIPIx165dw4QJE7Bx40Z4eXlh/Pjx8r379+/jxx9/BABMnjxZtsJ58cUX0bZtWwCQ72dEwYIF0a1bN4wdO1a2jClbtiy6du0KANi9e3e2xv/KK68AgGxVAgAnTpzA/fv3IUkSXn75ZQDmZF3WvmbOnCnHf3z77bcRFhYGxhhWrVqVYT8sC3ddJeXHjRuHokWLZvgcPXr0AGC21vnyyy8BAI8ePcKWLVu4+hbF3d0dW7duRatWrfDzzz8jMDAQ5cqVw969e/HWW29hxYoVmoyDcA7NVZqr2eX06dOQJAmenp5o1qwZbt++jcjISAwYMCDLun///Td27NgBABgyZIjaQ8030LymeW2FZLC+oblKczW7kAwmCPWoWLEivLy8Mi3j4eGB8uXLazQi5ZBSniAIIp9hjZkoSRJKlSqFiRMnIiAgAL/88oscKxMADhw4IMeXbNy4sV0bVhfPEydOZNrXmDFjsHLlSnzwwQd2161u2XFxcdl6FusmY+/evfLC3rrhqFOnDooXLw4A2LdvHwCzMH7++eft2lD6LNklow0GkPY+rFSoUEGOI2sbX1Jtrl+/jitXrshjKlSoEADgwoULuHv3rmbjIMzQXKW5mpN4eXkhNDQUlStXhoeHB1JTU7F69WrcuXMn03opKSkYNGgQAHNYgaZNm2ox3DwLzWua1xlBMlhf0FyluZqTkAwmiJzh1q1bDp/Bgwdj165d+Omnn5ze37hxI/766y8514aeoJjyLk58fDxOnTolf4YPH47AwEDF9RcvXoxly5bh9u3bqFixImbMmIGyZcuqN2CCIHId66IaAB48eIBr167hzp07WLhwIZo0aSLHlLRdJLZu3douWdPt27cBmC1TsiI+Ph7z5s3Djh07cOPGDaSkpMj1eS1q0hMeHo6CBQsiLi4OJ0+eRGhoqBwf07oBsX0Wk8kkJ0qycu3aNcXPoiUlSpTA5cuXce/ePU36u3LlClq3bo24uDh8/fXXGDlyJFJTUzFkyBDMnz8frVq1wpEjR3I01iaROTRXaa7mJOXKlcPx48cBmBU8nTp1wu7du9GjRw/89ttvGdYbN24cjhw5gqCgIERFRWk13DwLzWua184gGaw/aK7SXM1JSAYTRM4QHh7uNIk0ADsvpvS4ubnh/fff112yV1LKuzg9e/a0SwDUv39/xXWjoqIwa9Ys9OzZEw0bNsTZs2fh7++vxjAJgtAR1gWhlV9//RXt27fH8uXLUaVKFYwdOxZAWjIrADh58qTTtkwmU6Z9Xb16FeHh4bh48WI2R+0cLy8vtGzZEuvXr8eePXsQGhoqW/7YbjKsz2I0GjO08MnsWTIS/DlV3hne3t4AgOTk5Gy3pYTp06cjLi4OdevWxciRIwGY3elnzpyJ9evX49y5c1i4cCGGDRumyXgImqs0V9XD398fU6dORaNGjbB9+3acPXvWaVK+DRs2ICIiAm5ubli1apVD4jmCH5rXNK+dQTJYf9BcpbmqFiSDCUKckiVL5vYQchQKX+PirF+/HmfOnMk027gz7t69i3nz5qF9+/YYO3YsWrZsicGDB8PPz0+lkRIEoVdat26Nnj17AoBdzFI3Nzf536mpqWCMOXwuXbqUadujRo3CxYsX4ePjg1WrVuHJkydgjGV6is2LbZzMy5cvIzY2FgEBAXauxdZnKVWqlNPnYIzhjz/+yLAPW8u0hIQEp2WePHki/9vqcp4drJseg0EbUf3nn38CABo1amR33dvbW3ZhtlpVEbkDzVWaqzlJ9erV5X87U76cP38evXr1AmMMY8eOdQjLQOQMNK9pXgMkg10Bmqs0V3MSksEEIcaOHTuy9dEbrvXNRXCRkpKCyZMno169eqhTpw7GjRsnnyDv3bsXKSkpaNeuHYCsT+8Jgsjb1K5dGwDsNg22cRuvXr0q1O7WrVsBAIMGDULXrl1RoEAB8UFmgDWJ1p49e+QN68svv2xnfWN9lps3b8JoNHL34e/vLx9anjlzxmkZW6+lcuXKcfeRHqsLsVaHpfHx8QDsN5dWrNesZYjcg+Zq5uSHucrDkSNHUKpUKZQqVcrBgtP2/dpaegJmZcprr72Ghw8folGjRvjss880GW9+heZ15uSHeU0y2DWguZo5+WGu8kAymCC05fHjxzhy5Ai2bNmCdevW2d2z5v7QG6SUz8PMmDEDy5cvR//+/TFkyBCsWbMGc+fOBWAWtIBZKL7wwgsIDQ1F7969KYkQQeRTfH19AQCJiYnyteeff162Olm/fr1Qu9ZFZoUKFeyuZ/RdY82aziM0g4KCUKtWLcTGxuLnn38GYO+KCwANGjSQx7N582bFbVsxGAxo2bIlALN1lLPYnkuWLAEABAYGOsThzIr0G+27d+/iwoULAICQkJBM69pmms/OYsOaT+TgwYN211NSUnD48GEAObN5IrIHzdXMyQ9zlYegoCBcv34d165dky1xrRw6dEj+d9WqVe3u9e/fH//99x8KFSqEZcuWOVUUEjkHzevMyQ/zmmSwa0BzNXPyw1zlgWQwQWiDyWRCZGQkwsPD0aNHD4wcORJjxoyR7//1119o0qQJjh07loujdA4p5fMoCQkJWLZsGVq3bo3+/fujT58+aNq0KX788UcAaYJoy5YtmDBhAj7++GMcOHAAkydPzs1hEwSRS1iTVQFAUlISAODZZ59Ft27dAACTJ0/G0aNH5TKnTp3Cyy+/jJiYmEzbtS4yN2zYIG84li9fju+++w4AHKxwgoKCAACHDx/mig1p3VSsX78e7u7uaNWqld392rVro2HDhgDMLsK24/7777/RsmXLLBNXjR49Gm5ubjh48CCGDh0qu98ajUbMnTsXs2fPBgB8+umn3IvnDRs2yKf5RqMRo0ePRkpKCjw8PNC+fftM6xYvXhzu7uYUMX/99RdXv7Z07twZgNmCav78+QDMC5yPP/4YsbGxAIAuXboIt0/kDDRXaa7yEBAQgBYtWgAAJk6cKFso3rp1C6NHjwYAPPfccwgLC5PrREZGyqEZZs2aRYpADaB5TfOaZLBrQHOV5ioPJIMJQhsiIyMxZ84cuLu746WXXkKlSpXs7tepUwe+vr6YM2dOLo0wExiRJ4iMjGSVK1dm58+fZ4wxdvLkSVa5cmU2b948lpiYyBITE9nkyZNZ5cqV2aNHj+Ty//33n9zGiBEjWLVq1djDhw9z6zEIglCJRYsWMQAso6/9zZs3y/fPnj0rX79z5w6rUqUKA8AkSWIVKlRgQUFBctkffvhBLhscHMwAsPHjx8vXfvzxR7lssWLFWEBAAPPy8mI9e/ZkAJivr6/dONatWyeXL1q0KAsLC8u0fSt//vmnXO+FF15w+oxnz55lJUqUYACYm5sbq1SpEgsICGAAmMFgYDt27MjyPc6ZM4cZDAYGgPn4+LDKlSuzwoULy30PGDDArnxMTIx8b+fOnQ7thYeHMwCsXr16DAArXbo0K1iwoFwn/bNary9atMjueseOHeXfUYkSJdjkyZMZY4xdu3aNhYaGstDQUHbgwIFMny0lJYW1atXK7veV2bPZsnPnTrlcTExMpv0QmUNzleZqVnM1PZm9b8YYO3/+vPw+JUliZcqUYe7u7gwA8/f3t1sL3rp1i3l4eMjv2jqm9J/Zs2dzjTG/Q/Oa5jXJYNeA5irNVZLBBOF6NGvWjL3yyissPj6eMcbY1KlTWdWqVe3KjB49mtWtWzc3hpcpZCmfR7GeYE+fPh01atRAjRo1ZFexR48ewdPTE4C9G1dYWBiMRqNsjUEQRP6hbt26cnImq1UOABQrVgz79+/Hhx9+iLJly+LKlStITExE27ZtsXXrVvTq1SvTdrt3745vv/0WZcuWRXx8PMqVK4fff/8d77zzDgBz3Der2ykAvPrqq/j8888RFBSExMRExTE169evj2LFigFIi5mZnkqVKuHgwYMYMGAASpQogUuXLkGSJHTp0gX79+9H8+bNs+xn0KBB2L9/P7p27YoiRYogJiYG7u7uaNOmDdavX4958+YpGm963nvvPXz//ffw8fFBSkoKKlasiBkzZihO8DV79my0a9cOvr6+SElJkb/bk5OTceLECZw4ccIusZYz3N3dsXnzZnz99deoUaMGHj9+jJSUFNSrVw+LFi0SfjYiZ6G5SnOVlwoVKuDw4cMYOHAgSpYsievXryMgIAB9+vTB4cOH7ZLNJSQkyN6UJpNJHlP6z+3bt3N0jPkdmtc0r0kGuwY0V2mu8kIymCDU5/79+6hZs6YcYswZycnJuowrLzHmJNAX4XJERUVh1qxZ2LJlCypUqIDjx4+jc+fOeOedd9CmTRu7siEhIdi6dStGjRqFxYsXyy5q8+fPx/Tp07Fp0yYHdw+CIAiCIAiCIAiCIAiCIAi90KVLF8TGxmL27NmoW7cuIiIisHjxYpw6dQqAOZn2hx9+iFq1amHZsmW5PFp73HN7AIQ6lC1bFu7u7nj06BFq1arlcD8sLAwGgwG7d++WlfJHjhxBgQIFUKZMGY1HSxAEQRAEQRAEQRAEQRAEoZyRI0eif//+eOuttxAYGChbxL/11lu4evUqbt68CTc3NwwfPjyXR+oIKeXzKL6+vujRowdWrFiBkiVLolq1ajh16hSuXbuGKVOmoFy5cmjbti2WLl2K4sWLIykpCTt37sSAAQPsQtoQBEEQBEEQBEEQBEEQBEHojYYNG+L777/Hl19+KSdUBoB//vkHgDks16effornn38+t4aYIaSUz8OMGjUKBoMBy5cvx+PHj1GlShW7k6FJkybBx8cHs2bNAgC8+eabeO+993JruARBEARBEARBEARBEARBEIqpV68e1q1bh5s3b+LGjRtISUmBm5sbSpQogaCgoNweXoboMqb87t270b9/f4frhw8flhOrWFm7di3GjBnjtJ2hQ4c6KJm3bNmC999/H506dcLUqVMBmAP+R0VFYePGjYiPj0fNmjXx8ccfo3LlynK9xo0b4+7du3ZtjR07Fj179gQAHDt2DBMnTsTZs2dRpkwZjBkzBk2aNOF/eIIgCIIgCIIgCIIgCIIgCCLPoktL+bi4OABAREQEAgIC5Ove3t4OZZs0aYJFixbZXTt8+DCioqJQtWpVu+tGoxFRUVEObXz11VdYtmwZhg4divLly2P69Ono378/Nm/eDF9fX5hMJty/fx/t27fHa6+9JtcrX768PN5+/fqhdOnSiIiIwOrVqzFo0CCsX79eLkMQBEEQBEEQBEEQBEEQBEEQulTKWy3SW7RoAT8/v0zLBgQE2CnujUYjIiIi0Lp1a7z00kt2ZdevX4/4+HiHNjZs2ICGDRti6NChAICEhAR8+umnOHbsGBo1aoQHDx7AaDSievXqaNSokUP96OhoPHz4EIsXL0ZISAjq1auHpk2bYsWKFfjss8+4n58gCIIgCIIgCIIgCIIgCILIm+hSKX/v3j14eHjAz88PjDFIkqS4bnR0NC5cuIA5c+bYXU9JScHs2bPRr18/TJkyxe7e9u3b4eHhIf/s6+sLwKycB9IOCYoVK+Z0PMeOHYOHhwdCQkLkcqVLl8axY8cUj5uHp0+f4uLFiyhfvjx8fHxU6YMgCPWgOUwQrg3NYYJwXWj+EoRrQ3OYIAi9sGzZMqxYMgmz5/2KcuXK5fZw8g3Hjh3D5cuXheq2b98+h0eTPXSplL979y68vb3Ru3dv/PPPP6hcuTKmTZuGihUrZll36dKlaN++vUMg/9WrVyM5ORmdO3d2UMpbrfGTk5Px4MEDrFq1CiVKlJCt4u/duwfArPAfP3483N3dMWzYMLz55psAgIcPHzpY9Pv5+eH+/ftZjnfTpk3YtGlTluVsiY+Px8GDB1HiRgi8U30Bg8F8I/3hhcGQdoBgsPxXMtj826a8ZLArJ9eTJOftO7QrpV2z/Jc57ce2XcnhGnN4Bpt61nblvp08sySBWS8Z0pWXHMsz22sGpJWX4FjXto5d+zbPbL1n242Ttpghg3t219L9G+n6Sffozss7f4bMy2f2DJmN0fEZMn8Wx34yHYfttYzGlUGftvcy6t9c3pxi4+xnH0Ap2ZnDa74zIbRy5mWNzGT3swkMJpgs95jlmglGWP5tuWb92XwfduWNdtfSyhgtL8OY7kWbIMn3TJZ7RrtrBvmaPG7LhLK9Z7T82wTHa2l9GeRrju0b5LGZkFbPaHPfOkZn/dv+nP5a2tgkuU3bf9uN0a59KZNrafVM6d6tiRnSytncMznpy5Tu3dv+15Ru3BmVY+n6Sl8GQFoZJsnXrX9Fdm2k+/tgTIKJ2bfBnLTBnPTFbOo5vwZ7bMvZXJPrWS7GvPkJlJKdOVzyXi14mQo5yNA0uWZwlKu2923lqzO5mr68rXyV0vdlUz4z+WorV9O1zyTJ8b6t3DGk+93byEt7+ZSuLyfl7WSitQ2b9p3KPUv5TGWnjXxNL/+cyTfbfjKTcY7lM2jfWflM5F/mY7J5TmdjQwbXMutT4Tgc5G1G483k2e3LM8dymbyr8x8pk8Nqy2C1sMp2E9LkeNo9+2tGMAfZbrIpJ9eDc9luvifZyE/Jpo7993pmst1oM6GVynZTui8BIzMoku1GO1ltL1uNMDiV7cZ0f1AZyXbrz/K/me37UC7b7d6jQtmeXn6aIDmV2en7sK2XvjzLYJ3A0veVgWyX27D5t/leWl0lst1WZp/qNAFKydZe+FpVeKX4OspZg83fXbprkt0e1EZ2O+wp0+5J6eWsweB0D+pM9lr/ywxOyju06+SahYzkszLZDrl9h32hTXk7uWu7L7Ypn+Ge1ZCuL1uZmq68U/lpUNBH+p/TP18G5Z3KVK7yNmN3Vs9pG+l/31k9i2P7mZbLRH5muT7I7J7l32fGvQ8ia+7fv49vv5mE+McSpn/ZGrO+O5vbQ8o3/PXXX/jmm2+E6pJSXgFxcXFISkrCq6++iu7du2P8+PH44IMPsGHDhkzrHTlyBKdPn3ZI/JqUlIS5c+eiX79+8PT0zLB+nTp1kJycDC8vLyxbtgwFChQAkKaUDwgIQFRUFL7//ntMmjQJtWrVQmhoKIxGo4P1vMFggNFozPJZ27Vrh3bt2mVZzpYTJ07YxbaXsa6ElHoWqFxesqzmmDPleUZ1mHXTppNnsI7HKqEUdgPGUdbSj+JnhnlvK6+VecakYnn+351tZaV9WKqq9swcvzQLOTqHM8EElnUhp/XEMfH8EVswptfCKe5LrF56hbmiOgLPBThuphXV0bAv0XrpN+5q1hPtS2RuKkX1OWwrCwGH9UKGiMg3DjnCW15iALNqadIrFzLC+gWkdJpyts8rd2QZAuhIdtpXy7Ke9c/C+qNq6xK+aafJusQJWslgLUivZFdcT7Q/gRef/uBYcV9CslpwPSE6RoH+0hsxKEVkbaDlukBLVJnDJovwMSj8nZqYc6V2Zu1nZBSXAWn7YpXWALK8VXstoHzPKrpvkyAo21Xas3LLN8b/DJquNfT9leBSzP66Pkwm4KMhDBGzJRw6dAh16tTJ7WHlC0JCQsAYQ9WqVVGtWrXcHk620KVSvlevXujatStat24NAIiJicG3336LY8eOoUaNGhnW++OPP+Dp6YnatWvbXV+xYgVSU1PRrVu3TPtdvnw57t+/j+nTp2PEiBHYsGEDfH19ERYWhnHjxqFDhw7w9fVFuXLl0Lx5c6xevRqhoaHZf+BswBiDxLPwYCbAlM6iLyt4FzaiinKeOoB58cGzfubZkHILRmYp7uTEXoV+lL9bzkUBE9zoA+or1jn6sPbDrVBwgUWKSUDNLrrRzw60cU9XJw9v3E0Cf16if5LCSv3cgpnSrO2yLJvOtDUrGZ3+JXJv3JUV5z/MBhj46wBqyk6x8hLPmCAgR1Rdl9gX18u7FVLe5zNE5Ly5nkAdwe9U0cNtsYMAwb4EZLy4HBRdh+hbxruazGXW/ZjifZJl1vDKaTX3uKIGZFoYnHGV51T2m9KMFxSVF1hraKb4VnOtodH6h8iaK1euYOU6YEhvoFcXYMM2hq++eAMrfz7DFX6bEMMaOrxly5ZyblBXRZdK+fDwcLufrScfV65cyVQpv2/fPlSvXt3OGv7JkyeYP38+3nrrLUiShOTkZADmhLDJycl2Za1tu7m5oW/fvti6dSu6dOmC4OBgBAcHy+UCAwNRpEgRxMbGAjBbxZtM6UJMmExwc3MTeXyCIAiCIAiCIAiCIAiCIHTG9C9bwr8o0Ot1s+3qqEFAnw8kbNu2TTYuJtTD398fJUqUyO1h5Ahix/oqs3r1auzdu1f+2arwNmRiqZ2SkoJTp06hcmX74JA7duxAXFwcZs6ciRo1aqBu3boAgA0bNqBNmzZITEzEsmXLcPDgQblOyZIlAQA3b94EABw8eBA//vgjUlJS5DKMMXk8RYoUQXx8vF2/jx49QpEiRXgfnQ8eU0MT4zJnZIyZrQ14+uAtzzkma/uS5aMUkfI8SLwnysxsDSBxmDRJjK8ftcuDmT8idVQbE28/LN3HhTAyJmT9boSYm7uoRZwotjFtebCNl8rVn6A1nZiFm4Hbok68L/F6vNjGhFe7nktMWRH5yYHE654gIDuFnkFENiusIssELjnCK/95ZafNM6gqD3l/33zFrfJcTZkOJrmGO5qOMILZ5YdRVIelxZPn60tM7orJT345CFhiz3NuXU2QhD3OtJKfon1pKT9FZbwmMBP/nlJ0X6y8gpj8FJDtXHC9I/NHsRy1vFP1ZQl/ea32xWq3L7Qv5kH3i2v98O+//2LrTgnD+gA+3uZrDesATeszfB3xnmwITKjL559/jpYtW+b2MLKNLpXy8+fPx4wZM+SfT58+DQAoX758hnWuXr2K1NRUhwSvjRs3xqpVq+TPsmXLAJit8WfNmgVPT09MmzYN3333nVzn0qVLAIDSpUsDAA4cOIAJEyYgJiYGAHDjxg08fPhQHk9YWJh8KACYY+JfvXoVYWFh2XkNBEEQBEEQBEEQBEEQBEHkMowxRHz+OiqXZ+iQziD+w4HA1RvAqlWrcmdw+YymTZuiatWquT2MbKPL8DUdO3ZEZGQkvvnmG5QrVw6LFi1CnTp15Bd+/PhxJCYmylbvAHD58mUAQKlSpeza8vf3h7+/v/xzUlKSfN0ah+j111/HsmXLMGvWLJQvXx4zZ85EYGCgfOrStm1bzJ07FxMnTkSvXr2wcuVKGAwGdO/eHQDQqVMnzJs3D5999hn69u2L6OhoGAwGvPHGGyq9IeVwx9bjTuJmLQ9Vk8rwlJfjuSl9FjmOr6WcjhLSyQfWOokzp0msPGs9leL4cj+DjsnLcWezg0jMd1dIyCral5AFu1BP4vFnherpaRJb49LqNWcLR6xZxisLVZY7/EnmLdUMHH1Y++Fal3C0byMLAfVix2oRm5/3GbKVR4YAAJgEPONEk7wLeamJJmrXMB+MiEU/4CLrCRfIPaMaXJbf5lnBDAa+eM8mJrAvVkdG2yVz5ajH/z3MJw9F8qmon8xVsDygTCaK7HE13Hfz1MtLe2MtOHDgAA79J2H+Vwzpo1VXLg90bAPMjvocb731Vu4MMB+SkpKCK1eu4PHjxzAa0+ICuLm5wc/PD8HBwZlGXcltdKmUHzBgAFJTU7F27Vo8ePAA9erVw6RJk+T7ERERuHjxIvbt2ydfu3XrFgAgICCAu79Ro0bBx8cHq1evRkJCAp577jl88sknKFiwIACgbNmymDdvHqZNm4ZRo0YhMDBQPjAAgGeeeQYLFy7ExIkTMXr0aJQuXRqzZs1CpUqVsvMaso9tZvis0DLRDU89kYR0qi8iLP/UiaKce1GgwSJC1wnp8uCCg9e9HRBzbzf3JaicF3Rx15q8unF3hUMH8eSvYvVyDJ4NO8yH5XJpRQm4bR5QrQN2bsWA5cDfoHxDDViU/jpL/qr25lXtdYbIAb7qG3DbOanSAbsrY2QCCdsFTyvEQsGJykHR9YFA2BxRmaZpollR+aldglotD+1zDeE9q8K9sYiMttZTSX6K7rv1lnRdYkyDhLTqlrdLrKsTAzWHSZwP5G5Ocv/+fQBAWIhz87iaoRLWbtGvAjgvERMTgxkzZmDXrl12ocbT4+3tjVdeeQUffPCBncG2XtClUt7DwwPDhw/H8OHDnd5funSpw7Vu3bqhW7duWbbt5eWFM2fOOFwbOXIkRo4cmWG9hg0bYu3atRner1GjBn7++ecs+ycIgiAIgiAIgiAIgiAIwvVIYUakODmlNBt4kVJebU6fPo233noL8fHx8PPzQ7ly5eDn5wcAOHLkCHx9fVG2bFncvXsXN27cwJo1a/Dnn3/ixx9/RPHixXN59PboUilPCJLeDT6rU3GNQs9IJgbGaa2XZiWmkpWfgEs/z3jELNfUduMTbB/gPKnnsOSwdqA3i3oXRMS9Hci7Lu65YWVP1nTp6gj1JB4CJzfM97gSvwmHhxOwjFNNFlqq8bjAA2Lh4Ti8D3jljlDIM/mCwk50FnpGC4v6bIeqycMyOqcQltkaWqMLecZpGMoG0NZ7T0hWu4R3mwtMWB6vcW4ZLRZ+Li3EmlqebODTBzL5/xR676kfekY0zJ0EicvbSk/ee1quNVxh6roCLINAsowWM5oQERGB5ORkfPXVV3jllVfgZhNL6NixY+jXrx86d+6M119/Hbdv38b333+PxYsX45tvvsHUqVNzceSO0BEOQRAEQRAEQRAEQRAEQRBEFqTAhBTm+DEKH58TPBw9ehStW7fGq6++aqeQB8xRTFq1aoXIyEgA5hDnH3/8MZo1a4Y//vgjF0abOaSUzwMwxvis9ZgpLYa8sg7MH5MpzSqApx5PeQ4kxszWAAqHJDGLmRhPN9zl+Z5ZMlksJngtPLneK2f7nOUlZjndF63HMy4eGGcfvOU1QDTurFCMecG4s0IJ1yAJ9Sdq6Sdm1a+9lYOoNZ1ojFxeyziROoDZmk7I0l5gLor2pSqiMlel8hJjafKTB64+BL7feb6DWboPZz9c5XkQkSNaPIOoTOdBTfmfBzGBwaSxe4+ovDDCwO2xZoJByPrdyAxCVuxiaxgxmSbyHoX7yobcFamjZT1VMDHAxMT2xjzwLlB4vepMTFy266Y8xPfFHH3wyBLRPSvvVzW3fNPqGfK53M1pUmBy+hHNAUPwUbBgQVy5csUusasVxhguXryIJ0+e2F0vVaoUkpKStBqiYih8DUEQBEEQBEEQBEEQBEEQRBakMpZBTHntx5Ifee211zB//nx07NgRr732GipUqAAPDw/ExsYiOjoaR48exUsvvWRX5/z58yhfvnwujThjSCnv6nDGXeUtzxiDpHKmd+G4uWq1bwIkg95i5dkX54nvyhdbjzPOHIPiZxCNlcf9bnnh/V1ojKglnYjjnGhs87wad1ZkfKJ9pdXVNo6sqFWcVn25bOBLkZwtvPHdLX2oGpcWAAyc9XjzzqgYDz5Ndqor01XP2cL4n0F0naF+/FuJzORtcB6RNmuMgnlksoOWclTLXDIifQFiayYtY8WLryeEqgl5t+UYVkt3Sdnv0mpFL1tlZyVHZXlr6UbNnGe8ed6sqLgvNpdXOCbO9mX5CYlvL8axB1V7363ZHpfnmSEYP57Es2KSGUOyk/eVmqtfhvmHYcOG4fbt21i3bh2++uoru3uMMVSuXBmfffaZfM1oNKJWrVqoWrWq1kPNElLKuzJKJrwl3AyzJKFRvIgQSUjHczig54R0vO2rmJBOOMmafCFny4uOS2gRofKYVFf25zBabtxFN41Cm2jhzbDo5lvDjW2uhMDR98ZddJ2qG9f4rOBUDKQlQlWYjE5EdlrrqZbY3GZDDai4SeY9tEhToCgqzwDGk+wO0E7xLaBIUOuAXSujgvyGiKx2dNhWWk/7X4KWslf8QF0sjJ92feXdQ/vswEwMEpeBGkfyV3MHAjLd8rPqh+bKigslQlV9322tyFfelQ3URJOba/luSUYrJ6MoyqSS1wZ3d3dMnToV3bt3x5YtW3Dp0iUYDAYEBQWhfv36eOmll+x0n25ubvjggw9yccQZQ0p5giAIgiAIgiAIgiAIgiCILEhhkvPwNXp1v8+j1KpVC7Vq1crtYWQLUsrnZXhc4GQLHUErP9Ws3S0WeCaJ2xpAbyf7aR1y1FPrpJ63fHaeQcXy3CEARMakM/RuTSfsPp5HXdxFQwK5ipU9oHEIHKFaGsDpXSa7zqvpAg+IWevxWOBzh9DjCA9neadWC0jVZbSKFmVqrzOyY1HPVY8XgXWJi4rmHEHUI06slth3fu5Y2Qtao2vpGadhPS3lp/691DiTqAOq7Vm5Q7eZWJo3l0qebKLPrNSiXovQM9kKDwfl/ai/Z+UL1Wc3YXWy1iDsSYEByU6up9IL1ZTY2FicOXMGnp6eqF27Nnx9fQEAycnJ2Lx5M06cOAGDwYCaNWuidevWcHfXnwpcfyMiCIIgCIIgCIIgCIIgCILQGSnMkEGiV1LKa0FKSgrGjBmDzZs3y9d8fHzw+eefo379+njnnXdw/vx5O0OohQsX4ocffkChQoVya9hOIaV8XsQSR15xvDxuSzebWHx6TEinpA6z+YdKCenELdcELQJUtDjgja2n64R0eUBO5mVrOoo7mxN95UJM1/ya/JWZ+BKiA+omaNcomasWOVvUljtq5yERlTuaJFzXIIavSD95QT7nBEZBnyCjQDUtE7UD2UuELoKWXniAxtb5LuAJkNswxiCJ7IsBjrxqnO2LWuzz1OGOOW9tX63yaRb4AKds4JKHnN5+GqwdtPJ8U7UPwilGGJx6o+eGt3N+JCoqCps2bYKfnx+ef/55SJKEgwcP4uOPP0b16tVx+fJlvP7666hevTri4+OxceNGnDx5EtOnT8eECRNye/h2kFI+D8HvDq9RqBqROmonpFM9gR2vCyMoIZ0KY8p2qCGdk1c37lqGlwH0v7HVMqwMkDvTQCQBrGjSWM3RMjycSofMduPhGJNm4eF4D6V5XO21ljtZ1MtWYl21Dwfkysr7AEgxkBEmoUTtYojKeJFk7cKyWmOFvrlPAaME4fWBdof3rrQ+EIJbsc4Ag3IZzRhLmzFqhZLhfQZZ8c1hFAX+tYAmBmqWX4XSKaHFITtXOBybUGy6Ud7b9kMyN0dIzchSnl6wJmzYsAFly5bFTz/9BD8/PwDA48eP8frrr+Po0aOIiopCy5Yt5fK9evXC66+/ju3bt+tOKa/96oYgCIIgCIIgCIIgCIIgCMLFSGHuTj9G5pbbQ8sX3Lt3D88//7yskAcAX19f1K1bFwDQoEEDu/IeHh6oUaMGHj58qOk4lUBKeVeHmcwn6SZltguMMa7y1jqMx1qHMT4TRmt5jjHJ9Xjgad8EPnMjyzuVWNrJtSIY+MxOBMpzjYm3vMCYRNvnqiOCy5j/OCJqTSdiUWeEJBZiRtCaTqtErkZmELLqFx6joHW+kKW9ln0J1ssWvN+LWsIld0zmj1IZaiknmZgcIk4RvDKa98uC8fchMSZbgCsrr7astbxbzr8rnmcwl+cZE8RkrcrrDN7fhXlMUr40jzcyE4yMX/KKeMUJy2ohOSjWl5FJQlblYmsQSTikgIkZhN6LcD2dy2zGJP0mgGWmNE9wJcV597ice2i5vBb7aIXI39nczwL+vTEHQvJTg3207va4Gsho1ffceYRkZkAyc3P4iIZNI/goXbo0fvvtNxw9elS+9u+//+K3334DACxfvtyu/O3bt/HHH38gKChIy2EqgsLXEARBEARBEARBEARBEARBZEEq3JDi5BDVCBPgNNo8kZP07t0b48aNwxtvvCFbyz969AhFixZFly5d8M0332DTpk2oWrUqHj9+jL/++guJiYn48MMPc3nkjpBS3pXhtcADOJLQWMqbDHzx+IC8kZCOK7Yef9xV3Sak01E8eNUT0vGW1xCtLOnM9bSLfSoel14bSzpAPDmP3uPOukJcet1a3okgkrOFN747d3JZy7/1mLNFQZW0xKnKn12zuLTyBWX1ROShWslf5fblHzj6ULN8HsYk8A0pHCtey0TtojHRNfKIA8THmB1cIpeMhnHpcxxmAjOZf6+SaslZdZiHDTB/MfD8SXOsHexkrpJxie6r1JYljH9MesuHI7TvttZTs3w+x+xl7fjCRGQ8wU/Xrl2RnJyMefPm4c6dOwCA5557DpMmTUJwcDCePn2KTZs24dy5cwAAg8GAbt26oW/fvrk5bKeQUj6vI7ooUHsRoWZCuvTub1kuIszlhTLCmyuqUl5iTCyRm47KCyXVs/bDq1DIg4oB2rjbo/eNu3iStryZoFZcOSBULVcVBHKidfnwWNlY+BO061CmcyfUs/xX6Z89Z/tayR2u8pzKClFlv9qKBO7DAYE+8ste1iQorY2CX5Ai8kI8ebpYCDkRxA0LxELgaI22SeWFusrdpOtcoWdsFPFq7Vk5Za419BwTSOYKKD8E11vieJGDYP6Df1jKc7bPbSgA1Z4hO8p7cz989Vxhb6wnUpgb3J28ZFE5TfDTs2dP9OzZEw8ePICXlxd8fHzke19//TXee+89nDp1Cm5ubggLC0OJEiVycbQZQ0p5giAIgiAIgiAIgiAIgiCILEhh7s6V8sImcoQoRYoUcXo9ODgYwcHB2g5GAFLK52VMJuVuedyWbrxuf/ZWhLwWAVwhbrjc+MBtGad26Bn+U/E0S39Ffcin6MqtGrSwvrOtppsQADpAS2s6USuwvGpNJ2yhpqXlngu4qgtbsIvUyw3jFB5ZC5jd4C2u9opkLmM21uUqyk5AufzklTu29XQid0QtykRC3Kjubi53pnxMgDbvVtVnzwOIWtSJRKvVNFydsKzWzuNMtC8Rz0JXsrLXXNarDL9Hmk0IVyBruWudw9xrAc4wdFzy07JXNVnKK5bt1gbUKs/rSYC08HMq9aG+17hNNbW8wK0dqG1RT9iRwgxwcyJ7UinRqyYsX74cISEheO655xzuHThwAGvXrsWVK1cQHx+PZ599Fo0bN0b37t1RsGDBXBht5pBSniAIgiAIgiAIgiAIgiAIIgtMMDg1MGP5zbogl/j888/Rp08fB6X86NGjsXHjRvlAFgDOnTuH/fv3Y/ny5ViyZAlKlSql9XAzhZTyeQk5Lp35xywtAmTreJPyxDWAqif7aWOy/Ky3hHQcFn6KE+NY62iVkM6FT/a1sqjXI2RNl64eWdPZ18ujcWf1anknw/NMKseDl0zMxqJMHdkm+gxCOVtUtLDmiX+rmdzhtr4TjE3L1YelqmrPLFmKM9sf8yUiXnGiDvKi8kJkbaBlzHfhfDUukHRdtF52cOnkr1ZMjMMLnM9rXDgnjBW18rYIJIK3qgEUyRMTIBn05jWeVpznT5Bnz6pXr3HucRE5Rgpzc2opnxsJxQkzu3btwoYNGxAYGIiBAwciLCwM3t7euHHjBqKjo7Fp0yZ89dVXiIyMzO2h2kFK+bwAZ0Z47kUEr7I/rSNrBeXleZX9VhTUkxjA8mNCOi3d8kTqqaSk4T0csEs6pGP0vnEXTv6aRzfu4slftVSya+eqLuwWL1RLJ2gUHk71BO084eGEN9QKN/qaJWjnXZfoL8SdcPscfVj7UU25kU8wCn7TGQW/IIWU7BomNBcPjad/+alp8nShWq6JdZ8nGfj3xor3twCfsp+3vKjynvcgn1s28LfPu+9WP5mrpbx8QVk9tfegWhiokdzNeVKYOwzOwtcIyi4i+/z777+QJAn/+9//ULVqVfl6+fLl0bhxY9y/fx9//vlnLo7QOaSUJwiCIAiCIAiCIAiCIAiCyIIU5uZUKU+W8rmHNSxNmTJlnN4vVqwYjEaROALqQkp5F4eZGCSuk3qBhHRKQ9vIiW4sP+ssIR3XyT5v6BkN3fJ4+hGyFlfbYl/uTPmYAPXfrSuFtiFrunR9kTWdHVpb02nq4u4qJj4i4eFUDm8j5AIPW7mj3NJNcUgVofL88sDlw8MxfvmvukW9YD/5MZkrLybBcHUiXnHCXmqiYd0E6ol6nImsQ1xiPeECaxfN4fQat0vOCmS9N5bnpGA/KnmNS4wJJHPV5x6Xq461nl723YJ7XLXlp50XuOh+ncgQEzM4lU8UU1479uzZA6PRiKJFi6Jo0aIoUKAAChUqhJkzZ+L999+Ht7c3AODx48fYvn07fvnlF9StWzeXR+0IKeUJgiAIgiAIgiAIgiAIgiCyIAUGGJibw3WylNeOc+fO4dy5c/LPkiSBMYYlS5YgODgYPXr0QEJCAp5//nkAgLe3Nz788MPcGm6GkFLepVFgE5PeAkAn8eD1nJCOezwqxoMXjq0nX1DYvrWgahZ4fJaQukxIp0PyqjWdlklcAf1b0wlb2buANZ1Y8lehrjQhOzlbFNWxTYauVsJ1USs6HeZs4bbAl39QWEllzyxRuSbx1LHW08IrAMr7yUsYmVhmFxGvOC0TtYv2J5IEXbQvrZOnCyV41zD3TJ6MS8+d2JTTa5wrWazYvluS1wJqe5mruRbQJp+KSN4WPq9xDbz3OJ9B0/xw+VBGi5LK3Egpn4scPXoU9+7dQ1xcnNNPaGgoAMBgMKB8+fKoXr06+vXrh0qVKuXyyB0hpTxBEARBEARBEARBEARBEEQWpDA3SM6U8pToVRO8vb0RFBSEoKCgLMtt3rxZo1GJQUr5PAxXJnmrFY/J8iUiahGQ9aDM/+U9peepwx1z3tq+WuWtcXnNFbhO07ks3TgtRQRi8ekupq0WFvUaQtZ06eqQNV26vvKuNZ1Qf3oy3eOWhRrEpbWFR37y/Jlxx7/lyNmikdzJTqxZtWLOa/kMgJrrEr7ydt4KeRCT4NMJebdpKD+Fc8ho6BWnZZ4bYVntEt5tOlw8K4Tbk01ETvN6sFnRjfU6nxe4uNe48nclnBOGMz+cFtbovB5sulv/EHakmNwgmchSnsg+pJTPi3C7kHO45cGi7Lf+oMOEdIoWHpb2JQOH6xj4XNqE3fJ0mJBOb4uIbCWkc4GFh8jGXUydn3c37lqGshHtT8uNu5aJZgGxjbtoWJpcVRKYTGIbcZXKi7rAp31nqyTTBRQJaoeeUdvVXosQd9Z+1HaBV18xYCkoCX4JuBgmAYltFA5XJyCrhcOzaRlCTkMFtsaH9poepGuZqD03YCYBgzO+PSi/sl9QfpqUj0n1fbdg+DnJoLaBGn95Xvmm9iG7ZmHriGxjhMGpvBSVGQQ/d+/exYoVK3Dy5Em4u7sjPDwcXbp0gSRJWL9+PZYsWYJLly7Bx8cH9erVw5AhQ1ChQoXcHrYDpJQnCIIgCIIgCIIgCIIgCILIAiMzIJViyucaFy9exJtvvokHDx7Ih6O///47du3ahUaNGmHSpEly2SdPnmDLli3YvXs3fvzxR93FldflX8zu3btRpUoVh8+TJ08cyq5du9Zp2SpVqiAqKsqh/JYtW1ClShV8/PHH8rXk5GRMnz4dL7zwAurUqYM+ffrg7NmzdvWWLFmCFi1aoFatWujevTuOHTtmd79x48YO/S9btiyH3ohCmCnN1U5JccbkP2BFmFjaSTpPeZ4+mLrlJcZpiGVt3wQ+U2Se94Q0izrl5WE+Ged6FnXL879b80ekjlpj4n4GlRG1phOxqBO1phOxqDPBIJYAVtCaTiicjaA1nagVu1bu54xJmlnGifYFJomZ++ho7tphlc3cMtSUFhZHUT+cL4Bb7gjIQtXlFOcawGTxRlOxD9FnVip/5HIC8pALgfKuLnO1RFRWGy0f/noiMsagWagY4fWE6BiF1iCSWOg5jdcFYvW4q3B/NWoJM7G05ONKMJn49sVCMp2zPO8LtspnkT0lD6ruu2GRJYxrb6y27OGWuQLyUJf7biJTUkwGpx9RL3SCj2nTpuH+/ft44403MG/ePMybNw9vvvkmtm/fji+//BJNmzbFxo0bcezYMezduxejR49GQkICZsyYkdtDd0CXlvJxcXEAgIiICAQEBMjXvb29Hco2adIEixYtsrt2+PBhREVFoWrVqnbXjUajU0X9V199hWXLlmHo0KEoX748pk+fjv79+2Pz5s3w9fXFpk2b8MUXX6B79+5o2LAhoqKi0K9fP2zduhX+/v4wmUy4f/8+2rdvj9dee01ut3z58tl6DwRBEARBEARBEARBEARB6IMU5gaQpXyu8c8//+Cll17CuHHj5Gvh4eG4efMmfv/9d0yePBnFixcHABQrVgx9+vTBf//9h927d+fWkDNEl0r5u3fvAgBatGgBPz+/TMsGBATYKe6NRiMiIiLQunVrvPTSS3Zl169fj/j4eIc2NmzYgIYNG2Lo0KEAgISEBHz66ac4duwYGjVqhIULF6Js2bKYOHEiAMDDwwODBw/Grl270KlTJzx48ABGoxHVq1dHo0aNsvXs3DATmCVWnqQkDhxj+k5IxxNnV8WEdNmJ5yZST81kblxjEoitp8ekenI9NcvrHK0s6QBt47cLx7rVsC9RCwm9x4oXsaQDNI4VrzfrFI6cLXJcWuuFLBOhpnuxKuds4WnfulzgTi6nsoxWW+7w5mDhKs/5DGnJ7gTrqTWVbP9sdTZdcwMRjzhzPYE6WuaQ0Tx5uoiVvXZrHq3zuug9Lr1qaLVnVXOPq3IyV9G1g5DcVTufirWCzvas3LlteHLPiK4FeNsnsiQjzyR6hdqQmpoKDw8Ph+ulS5cGAFkhnx4TjxeyRuhSKX/v3j14eHjAz8/PnFSUQ1EbHR2NCxcuYM6cOXbXU1JSMHv2bPTr1w9Tpkyxu7d9+3a7X6ivry8As3IeAMqVK4cqVarI94OCggCkHR5Y/1usWDHu8WYLLpc2TkW8vGmHeosIPSekUyn5q7m8yCZZXYWFcPuAas+gdkI6UYWF1ogmd8sOtHHPmb5o4579eq66sOVO/MaZcJ27vCaKAUs1xd/ZlgomSdEBu9w+x7OrLzst5eULyuqJbKrVPJQWW5dYutKLst/FMQp82xkFvyBF5a6Y/BQ83BYKjad/+alp8nShnlxUOc99eCy6L1apfeuawcSxL7bWU8ugjaX7R5aGApZi0NshO4NkKaz6vliLQ3a11wIkoxVjZG6QnFjKi8o9go86depg69atqFy5Mlq3bo1y5coBANq0aYPg4GC7so8ePcK6deuwbds2NGjQIDeGmym6/Iu5e/cuvL290bt3b1SvXh2dOnXC+fPnFdVdunQp2rdvLyvOraxevRrJycno3LmzQx0/Pz/4+PggOTkZt2/fxqpVq1CiRAnZ6n3GjBl499135fInT54EADlBwL179wCYDwTq1q2L+vXrY/ny5fwPThAEQRAEQRAEQRAEQRCELkkxuTn9UPgaZWzZsgVjxowRrj9q1Cj4+Phg5syZ6N69u3y9Zs2adj+fP38e9evXx5QpU+Dm5ob3338/W+NWA11aysfFxSEpKQmvvvoqunfvjvHjx+ODDz7Ahg0bMq135MgRnD592uGXm5SUhLlz56Jfv37w9PTMsH6dOnWQnJwMLy8vLFu2DAUKFHAok5KSgoULFyI4OBhNmjQBkKaUDwgIQFRUFL7//ntMmjQJtWrVQmhoaKZj3rRpEzZt2pRpmfQ4C8GTEdzWeqJufyaTcmsAaz2ek32u0DOW022TpXwWw7JzHQNUdGnj9SQA5O90lfpQ3y3PppqaJ/U8lgC8z5wFas9hK1q6uGcH0YVIXrWm09ryXe/WdMKWdCqa7uTIHLaVhYD+wsNxyE+lslO8D0s1td3HeepY66ksd5R6cjlMSt242mvjFcCDVjJYC0yCnnGicl4o+atoWDfBJK5CfeXV9YQLeAKI/AlrNodlD22OfTFgltM6kdF2nuwc9fgtv3m9wEW8xvn3xYDN3lhBH4Cg55uCOmJe43xj0ipsXU7vjfMLqczg9A9Si0Svt27dwpQpU7B//364u7sjPDwco0ePRpEiRZCamoqoqCisW7cOjx8/Ru3atfHpp5+ibNmyGba3ZMkSzJ8/H48fP0azZs0wbtw4FCtWTL7fuHFjOTqIlbFjx6Jnz57Cz/Dff/9h3bp1DlFMlFK1alX8/PPP+N///oeYmJhMyxYoUAC1a9fGsGHDUL16daH+1ESXSvlevXqha9euaN26NQAgJiYG3377LY4dO4YaNWpkWO+PP/6Ap6cnateubXd9xYoVSE1NRbdu3TLtd/ny5bh//z6mT5+OESNGYMOGDXIoGytz587FhQsXsGjRIri7m19fWFgYxo0bhw4dOsDX1xflypVD8+bNsXr16iyV8u3atUO7du0yLZOeEydO2CWUJQgi96A5TBCuDc1hgnBdaP4ShGtDc5ggCFck1WQATNqHrzEajRg0aBCuXbuG0aNHIzExEREREXjw4AHmzJmD77//HnPnzkWfPn1QpUoVTJkyBQMHDsTGjRudxmD/5Zdf8MUXX+CNN95AjRo1MHXqVLz77rtYvXo1DAYDTCYT7t+/j/bt29t975YvX17V58yMAwcOIDAwEGXLlkVERESmZStWrIhDhw5pNDIxdKmUDw8Pt/u5WrVqAIArV65kqpTft28fqlevbmcN/+TJE8yfPx9vvfUWJElCcnIyAPMfc3Jysl1Za9tubm7o27cvtm7dii5dusj3//zzT8yZMwf9+/dHw4YN5evBwcF2cYsCAwNRpEgRxMbGijx+zsETc5YzVh6/BX460wk1E9JxxdbjjeMLSAZ9xZnjTkjHWx76PdnPjzFqXSHubHYga7p09ciaLkfqqQqvp5iJ8Vm52bavcs4W5bLZ8l+DBl5vqidoVzvuvIAFIafFPu8z6NVLDkziN5XXOUbGb8cuIufN9US8uUTloJi8ELEgFM49o2HydOEE7xrmnslPeV3s4PRIk/e4spzL4r0JW+CrJz8123fL70hZcd7280YyV5tqOvEaz4/7ZzVgcJ7oVfQ7Winnzp3DiRMnMGLECDk097///otNmzYhKSkJv/32G4KCgvDRRx8BAK5du4bIyEhcuHABVatWdWhv9uzZKF++PCZMmAAAePz4Mb744gscOHAADRo0wIMHD2A0GlG9enU5vHduM3DgQLz22mv47LPP5GsvvvgiunXrhgEDBuTiyMTQZcCj1atXY+/evfLP1gy5hkw2vSkpKTh16hQqV65sd33Hjh2Ii4vDzJkzUaNGDdStWxcAsGHDBrRp0waJiYlYtmwZDh48KNcpWbIkAODmzZvytZs3b2LkyJGoVq0ahg0bZtfHwYMH8eOPPyIlJUW+xhjLdLxqwEzMnACNmdIWIJlhMgEmk7z4UIxJxfKM2X946ylEYpz7PoH2YWJczy4xJishlPbB8wzC5Tl/3dz7adExqfjsesfEmJCbuwlibu6iLu6ibu6iGCEJjlVs4y6y6DIyiXvzbmIG4Y27VolcBb4q5L64+xPtTAW45KdS2ZzWuJgcVFV28sopS3ne3xm3HOGrIHH8GtLkDu+7Bf8zqynXmFgdNZ/BWj6vyej0mMBgEvjSEpHZIjIGEJefQslfBdcHIrLQyAzCCWrF5K7Yob1W65DsrAtyNZGrIIxnD2rZF3M0LibTOfeH3LKH90uDMa7vYBF5qJXs4ZUjau6jheWnBmsBImdIZQanH1HjKKVUrFgR//zzD/r27Stf8/X1hdFoRGJiIpKTk+Hj4yPf8/PzAwAkJiY6tJWUlITz58/j+eefl69Zo478999/ACCHrSlWrBi/3jATypQpI+tmeSlUqBD27NmDCxcuyNeuXbuGBw8e5NDotEWXlvLz589HoUKF5Jjtp0+fBpC5i8TVq1eRmprqkOC1cePGWLVqlfxzSkoKevbsifDwcIwYMQKenp6YNm0aGjRoIP9RXLp0CQBQunRpuc6IESOQkJCAadOmObh9HDhwADNnzkSdOnVQuXJl3LhxAw8fPsxVlw6CIAiCIAiCIAiCIAiCIHKOVJMBzOR4EGuy5GYaOHAgd5tKwnm5u7vDz88PjDEkJSXh0qVL+O233/DSSy+hcOHCaNeuHaZPn47ffvsNoaGhWLNmDcqXL+80lvqTJ0/AGIOXl5d8rXDhwgDScndY82dGR0dj/PjxcHd3x7Bhw/Dmm29yP58tb7zxBt544w2hum3btsWiRYvQrl07SJIkG0MvXrwYS5YsybL+8ePHhfpVC10q5Tt27IjIyEh88803KFeuHBYtWoQ6derI7hbHjx9HYmKi3cnK5cuXAQClSpWya8vf3x/+/v7yz0lJSfL1kJAQAMDrr7+OZcuWYdasWShfvjxmzpyJwMBAtGzZEgAQERGBI0eOoF27drh16xZu3boFwHzqVL16dbRt2xZz587FxIkT0atXL6xcuRIGg8Eu66+qaJUoDhr0w5tUhichne3Jns5Cz3DVsdbTiVuepgnpeN3+eMaUi5YDIu7tQN51cdciQY5jn9omqBW1phPrSzsXflFLOhHDC5ex2tMqPBxveZPyMcn1VHaBVxweztK+ZGlfVRnNHUoGXGPSLDycWiHxROD9PeQRRBO2G4U84wTDsAiFZ9M6hJx2Mk3LEDiahqXRWMZrRnb2rDoJPSPZhMMxX1An5JsmieNVDj0jHOZOvsAxLrX26eAMcye476aQNTlPKjOAOUv0avmlzJ07V9X+//33XzlnZpkyZTB58mQAQL9+/XDq1CkMHToUgFnv+dNPP8n5MG3x9/dHgQIF7BKlWsN9W6OVWJXyAQEBiIqKwvfff49JkyahVq1aWebPTM+VK1fwv//9D3FxcZg3b558fcaMGTh37hwGDx6MsLCwLNv54IMP4Ovriw0bNuD69etISUmBJEkwmUzyuF0JXSrlBwwYgNTUVKxduxYPHjxAvXr1MGnSJPl+REQELl68iH379snXrIrygIAA7v5GjRoFHx8frF69GgkJCXjuuefwySefoGDBggDMIXAAx+zw9erVw9KlS1G2bFnMmzcP06ZNw6hRoxAYGCgfKBAEQRAEQRAEQRAEQRAE4fqYmATJySmHVoeXlSpVwqpVq3Dp0iV88cUXGDt2LKKiorBmzRr88ssv+OCDD1ChQgV8+eWX+OSTT7Bo0SKnivm2bdti3bp12LlzJ0JCQmTlvpWwsDCMGzcOHTp0gK+vL8qVK4fmzZtj9erVXEr5gwcPom/fvkhKSkKlSpXs7j158gQ7d+7E3r17sXjxYtSpUyfTtjw8PDBkyBAMGTJEvla1alX06dMHo0ePVjwmvaBLpbyHhweGDx+O4cOHO72/dOlSh2vdunWTT4oyw8vLC2fOnHG4NnLkSIwcOdJpHatSPjMaNmyItWvXZlkux+FObCqSkE6ppZvlVEq3CemUFTefQPNbAwACJ/Xclmv8/fDIBVUT0gk+g2YJeHRgOSASc9Zcjx9Ra3Tx5G7aWd+pnfXeaZ86t6bT2ipOqJ7oJNRjfEyLPGQGg3KLd27rcs7y2UnmylGPPzkZr5ecNrLTXF75mITKmweXNQIW+Fpa1PPU4/77yIOIWL4bRfvS0jNOy+TpGvYlnMTVBbzbeNOEAWKebXojLZlrur1rhhUs5ayhKkT3xlkPjN8C34qq+2Ko6Alt+V1AUi2xKb9XgKW40rWDoDwUkdPc70iurLwPQhnGjMLXaLTIKViwIGrVqoVatWrh4sWLmDdvHq5cuYKvv/4aTZo0wbvvvmsej8mE9957D9u3b0ebNm0c2nn//fdx4sQJDBw4EJIkycljrSFhgoODERwcLJcPDAxEkSJFEBsbyzXer776Ct7e3li4cKFDLPmxY8fi9ddfR+/evfH111/jxx9/5GobAKZMmeKg7HcVdKmUJ3KQdC5wyt3hNXD7s6Ki2xzAswkXLA+J06WNx4XRUkXhryFto6/sXWXLjY+jvMgiQu2FjZ7d50Vc3EU2+ea+8qaLu+jhgVYLKbs+aeOerp6ocl4Hkzk74eGUyFsR2Wmtp7YLPOe4NAkPx3sorbKrvfqHzKLrEp4+LFV4n0FuQGG9PI5oKBtRp2yhxOTC6wPtZJN46DntDiu0ldXaHaTrPpRNRvAYnHGWl5X91gtqhZIRPJSXoMG+WG0DNYG9MZ+BmorlNVTec7Vv24+LTuvcILeU8pcvX8aePXsQHh4u58AsWbIkAODmzZt48OCBXcSOChUqAADOnz/vtL1ixYohOjoaFy5cQMGCBXHr1i2sWbMGRYoUAWC2cD937hy6dOki59ZkjMlKe6WcPn0aHTp0yDC5a9WqVdGqVSusW7eOq10rbdu2RXx8vBxBBQDc3Nzg5+cHT09PoTa1gpTyBEEQBEEQBEEQBEEQBEEQWZDKDDA4iymvssd2XFwcPv/8cyQlJaFv374AgEuXLgEw59f09PSU820CkOPFlyhRIsM2JUlCxYoVAQA//fQTAKB27doAgAMHDmDmzJmoU6cOKleujBs3buDhw4coX74817j9/Pxw7ty5DO8zxnDmzBkUKlRIcZv379/HvHnz8Ntvv+H69etOy0iShODgYLz66qvo06ePXVJbvUBK+bwMU2h5B1s3PssFV05Ip7a1Aa/bX3YS0qnlxsdbXq8n+zbjUlLH1dzmycU9Xb086uKeHfJ0CByhvoS6yj68LurcckfABR62FmUc8pMrJB6Uy0IAXOHhNAo9o4WrvVYWhNyyVr7A0Y/aFof5zExPOGG7QDVNw89pKHsB/YeQ0zx5upZ9ucrCmtMLnHuPK2SBb/m3bpKzWqopfRZ5ny7xrQU43pWmyVxVLK9Hr3E9hXB1RYwmKVcs5cPCwhASEoL58+ejcOHCSEpKwqpVq9CyZUuULFkSHTt2xJo1azBr1iyUK1cOM2bMQJEiRdCiRQsAZov527dvo0GDBjAYDHj8+DEWL16MkJAQXLhwAd999x2aNm2KWrVqATBboM+dOxcTJ05Er169sHLlShgMBnTv3p1r3C1btsTKlSvRu3dvdOjQAYGBgfD09ERKSgpu3LiB9evX49ixY4pCkgPA1atX0bNnT9y8eRMA4OvrCz8/PwDA9evXUaBAARQsWBD3799HTEwMIiMjsW3bNixZsoRL8a8FpJQnCIIgCIIgCIIgCIIgCILIAsYk54eSKhsIubu7Y+7cuZgyZQqmTZsGDw8PdOjQAR9++CEAYMyYMShQoADWrFmDR48eoXr16vjoo4/g7+8PAFiwYAGio6Nx7NgxeHl54cmTJ9i3bx8WLFgALy8vdOnSxS5ZatmyZTFv3jxMmzYNo0aNQmBgIL755hu7EDlK+PDDD3H27Fn89ddf+Pvvvx3uM8bw3HPPyc+RFREREbh9+zaGDx+Obt26yc8HANu3b8cnn3yCiRMnokWLFjh27BgWLFiAbdu2YebMmfjss8+4xq42pJTPg7B0ltlZwpv8lZkEEt2Ixb4TSkinpI5wUhmeuLyWKtxW3+pa1ImUd/mTfR3Hj88KLePOCsd0zaNxZ8Wt6LSLO2slz1rT6d18hzEwxpRb0gFcXmzWPtSPSwuuelrkbOFOOs6boF00Z4uINbqKXm8i8Ww1sahXs3wexCTg5iMaX14454qIB5mGCdu19MIDNLbO17knAJCLnmqZwUyyJSvXvhjg8EwTyMMGCOSe4ajDncxV0KJeC49rlb3GecekST4cgfJKvcaF+iCcYjJJYCbHl6hFfrLixYvj22+/dXqvQIECGDNmDMaMGeP0/tSpUzF16lS7trJKrNqwYUOsXbtWeLyA2ZJ9+fLl+PXXX7Fr1y7cunULKSkp8PDwQPHixdGsWTO0bt1acaz6P//8E61atcKgQYMc7rVs2RLbtm3D1KlT0aJFC9SoUQORkZF488038euvv5JSniAIgiAIgiAIgiAIgiAIwtUwwgDJyWGwyCFqfkGSJLRp0wZt2rTJdlvu7u6Ij4/P8P79+/dx584du2vVqlXDiRMnst13TkNK+byEVif1ap7sc5/U81nfiT6DZPly1cvJvsRYWtzVLOrp1dJN/t1BUjV+HyBgOaBDKO5sur5cwbJNw7iz2UHbuPRCXenTAk8hmuZs4bLYFyhvRWc5W7hj06ood7Jj5QZkLa9EZbqI15ua8ePlPsDXj6tgZPx27MJyXtTyXcQaXXh9wF9P3KJfO5kmmktG5N3n5bj0OQ6315iN17iSOhrEg5cs8o0rJwysFtMqrwVU85KzdCFfUDYktfO28Oy7re2r/QyaWNQTmWI0SZCcWco7uUakcfr0acTExCApKcnhXkJCAi5evKjIkr1169ZYvXo1+vXrh65du6JChQrw8PBAbGwsfv75Z+zduxeNGjWyq3PlyhWULl06x54lpyClfF6AQ8gzxiDpOCGd4oWHtZ5aCemEBZ26iwKhhHRcCy39PYMuQwDkInp3cRdxbzf3lTdd3LVUDmSnv+yg6cbd1ZTzPOHhrEo8peHhbBOhKymfvp6KbvD8B9nauM6rvXkVSmyq9uGA3JnyMQHqjos7hEE+Q1hma6j4FpWjImsELZPKi4efy5uGArpRsqsE/+G3oAEc11pAXaM5WflrVRxmMSy7w2yATwZx7dv49qxmvYH1B44+AI53y9s+X3mRPa5m4XOILGFMooUMBw8fPsSwYcNw4MCBLMsqUcp/9NFHuHTpEvbu3Yt9+/bZ3WOMoVixYvj000/la0ajEYULF0azZs34B68ypJQnCIIgCIIgCIIgCIIgCILIAqPJAMnkJHyNk2sEMG3aNPz999+oWrWqHEbm3Llz6Ny5MwDg4MGDcHd3xxtvvKGovYIFC+KHH37A5s2bsXXrVsTExMBgMCAoKAj169dHt27dUKBAAbm8m5sbpk2bpsqzZRdSyucXuK3dreU5EtKpHQ6HNyGdjRsfwGP5zZtgLg8lpHPhk33NwvTkMOTinq4eubin60v/Lu7ZQSQsjUtY7onIQxXdzSUTs7EoU8ftPDvh4ZT8SrUJeaaNq72Q5RqXBT7fusROpOhEpucVTBqbHYrKNfGQcFp6q2loVa7h+kBLma1ponY9I7wvVlZeKPycFS4vcKb8Gaz9qBx+TjLoy+Nai2SuevUadxUvcFfFlEH4GlcOuakmu3fvxvPPP4+lS5cCACIiInDu3DlMnjwZgNmSvkOHDnaK9KyQJAnt2rVDu3btVBmzVpBSniAIgiAIgiAIgiAIgiAIIgsYkzI4sKSTEGckJiaibNmy8s+FChUCAMTHx6NQoUIoXLgwXnjhBURFRaFTp07C/Zw+fRp///03bt68icePH8PT0xMlSpRAjRo1UL9+/ew+hiqQUj6vwxn7jvtkX05Cw1HH3JF6VoGisWl1mJBOKH6fjsprdrLPYUXIbc2gAaKWdHk17qxoXPq8GndW87j0rhJ3VkeWKGnJXPWZs0XVBO3cMeet7atVns8C364fteLf8uadsYlpby6vdEywr5gF2UqGrrLFYV7CJCitjblgbqf3PC2AqPee6PpAwPLdBWS2SfBPy5UtQK37PEmpF7hF3jKDgXtfrJYFvsMvQMW9MZ/85PTeY/z7bvWTuVrKA4rkW17yGtfj3tgVyDCmPONbTuYXQkJCsGnTJtSoUQMdOnRA2bJlwRjD1KlTMWbMGCQkJODQoUN48uSJUPsPHjzAqFGjsHfvXgBpezMgTU9Zo0YNREVFISAgIPsPlIOQUj4vYlHEM5MBkmobfdFEN5af1UxIx7PuFllE8Iae0Sghi6S0D97yyIWkMmqOS8dSUsuNO7m420Mu7tmvk516Lr0T4HUfNzFzaDhAkQxljKX9lakeHo6vfbMc4ZGhysOqqL0Bl2WhBuHh1EwWK5Q4VW3lvW0/ah6MuBiiSnajUB3tX6R4iDwBQwHhg3ER2atdX6L1XGF9kGuI7lm5D7M5Qr5a66lkoMabzNWuD0B3e1yhOnorz1PHWk9tAzX5Akc/hAwzSYCT8DVgEr1SJ3zwwQfo0aMHxo0bhwYNGqBly5YIDAzE2rVrsXbtWrlc+/bthdqfOHEi9uzZg6CgILRp0wZBQUHw8fFBamoqbt26ha1bt+Lff//FpEmTMGvWrJx6rByBlPIEQRAEQRAEQRAEQRAEQRBZYMpAKS+52sGlRtSoUQPLli3DkiVL4O3tDU9PT8yfPx+TJk3Cv//+Cz8/P7Ro0QKjRo0San/Xrl2oVKkSVq1a5TQu/bvvvouuXbti37592X2UHIeU8nkJbss4G+t4nYSekWzC4ZgvqGNRp3ZSWi1Cz6jvxmdpnyepnrkCZ6gajoR0WlnU5zIi1nQilnTmeqKWXPp2cRcOZZNHXdzFLfaEqmmbwDU3JzbHg4qGh+Nyg+eUnerLQks1kfBwPFOR01uBz2Lf/F9uizKtwsNxtK83i/r8aq0n4hUnGq5OyAo9V6zsRb3wXEGOauitJlQrD1vMcyU21Tj8HPfemENOcyWLBWDgkO1M/j/V9unCnm/gS3LO45mm5TPw9KN24ngiYzK0lBcV2PmAWrVqoVatWvLPlSpVkhO/ZpcCBQqgdu3aGSaK9fDwQM2aNXHnzp0c6S8nEVsBEQRBEARBEARBEARBEARB5CMYMyvm039cxgpQY/755x/ExsZmWmbXrl1Yvny5UPu9e/fGrl27cO/ePaf3Hz58iD179uDNN98Ual9NyFI+H8JtrWeNxWeynOGomZCO1wLfioJ6EmMCsfWsldUqb43Lq2JCOm5LSMt/uU/2LT+qaIHH/Y7kysrK602E5lVrOoo7m/2+ROu5QtxZcUs/wYpqo1XOFjWTuQJ81uuiFvVKre80kjsiMV15x6RZTF4Bma7euoRzTHkQo+A3nVHwe05E7orLT+1tvkTGqqV1ft7OWyNUTVcwxpTviwGznFYrfrxmyVx5Lb/5y/N7jXM+g2hOGE5Lf7Xzo3DtcbVa/xBZwyC+acmH9OrVC3369Mk0PM3WrVuxbdu2LBXnffr0cXr9wYMHaNu2LUJDQx3unT17FgCQkpLCMWptIKV8fkMoIZ2y8rKy33pBZwnpeNq3rrPyQkI6NRPM6XER4WqharJCy427sJJdw427S2yi86iLu0skf9XLxBcJD6d2KBkRF3jYfmer5DrPnXBd/dAzegsPZ04yb/2Bsw89HsjrZJrqAZOgRlPkAF74QFwkUbuorM4Fhb6ozBYKW6fh4b0rhMDJNTgNzuQ9rnXi8e6N1ZSfnGNSfd8tj0dZcWv7kkFNAzXLf9WSbzo2UOMeE6GYjMLXMGchbfIpO3bswM6dOwGYvw/37t2LR48eOS378OFD/PHHH/Dz88uy3T///DPDe4mJiZne/9///odhw4Zl2YeWkFKeIAiCIAiCIAiCIAiCIAgiK5hEpx1ZcPLkSaxevRqA+XDyzJkzOHPmTIbl3dzcMGjQoCzbXbJkSY6NUQ+QUj6Pw+TTZz53eKGEdNwW+JZ/68WKkNt63VLBJKmWkE7YWk++kLPlZfR4sp/HLerJmi5dX6KJXPOqdX4edXF3Nbf4bIWHUyIXZLljUh4Ox1pPbRd4PYaH47HAN9l4oankaq9Z8leePiDm9aa2xaGrYmRiQeREvOK0TNQu2p+INbloX6JyMDdwBe89sbB1Ql1pCjMxSFx7Vg55KxzyVW0vcMt/DcrlovC+WGeJUMlrnG9crrIv1gUZJXqllyjTsmVLBAUFgTGGTz75BM2aNcPLL7/sUE6SJBQqVAghISEIDAzMst169eqpMdxcg5TyBEEQBEEQBEEQBEEQBEEQWcAyiinvAoeTWlG1alVUrVoVABAdHY0WLVqgU6dOqvWXkJCANWvW4O+//8aNGzfw5MkTeHp6okSJEqhZsyZ69OgBf39/1foXhZTyeRmeJDS21neAayek441lp9nJvkA9tWLr8ZbXKqlMNizwlIxJJC6vmpgELOr0bk0nHpde/9Z0YolmtbVk1HvcWfH48mLVNIM75ipfeaG4tLao5fXGG/+WJ2eLvLxQN767FolQ+WPO85XPlkU9Zz1VDcDyULx5k8CXlmiidi3lp3AOGQGPMy094kT7y40Y+Frmd3GpOPFZocWelTcevBWdJHPlHpOce0Y/8eDtcrZw1NNkz8plgS+SKJdvTK7mNa47MrSU134orsDSpUsBmJOxurm5oVChQvK92NhYpKamoly5csLtnzp1Cv369UNcXJy8b7Jy7tw57NmzB4sXL8aCBQtQq1Yt4X7UQPuVBKE+jPH5D5o4twEmxt8HZ3nJxOSkdDztS0r7MFk+vH6WPM/AMx6YBaNkPXHlGJZwPxzt86DFM3BnO+ctryGiG3ehsDRMEtq8i27cRTbGoht3oQME0TEK1hGqJ+jiLhqWRiulPq8IyU5fqmJiaRt9haRfKCrqg6esgOxUXaZzyh3ePw6JgfvZ1ZedNvKQB87yfO+Vr33xdYngu8qDmASktZExGAW+IEXkhREGoRBtJhjEQtYJHvYLHcCLyEFImstdLeEVEVZEZbYuENkX8+yNeV8qb/vWPa6IbFc8JvBtLAT3YSJylwvu8ky5/MnGM2gmp1Xqg3COZHL+ET5hz+MkJydjzJgxaNiwIfbv3w8AMBqNGDFiBFq1aoW2bduiR48eePjwoVD7EydOxL1799CqVSvMmzcPmzdvxu+//45ff/0VS5YsQZcuXfD48WN88cUXOflYOQJZyhMEQRAEQRAEQRAEQRAEQWQFxZTn4n//+x+io6NRtGhRFClSBACwYMECbN26FSVLloSXlxcOHz6MyMhIjB07lrv9U6dOoWHDhpg5c6bDveDgYNSrVw+3b9/GX3/9lWVb58+fR9GiRfHMM8843Hv8+DG2bduGK1euID4+Hs8++ywaNWqEGjVqcI/ZCinl8zHCCelEQuIoDocj4CrIUZ4/cWo2XOC43Pj4XB55EtKluanzvltl7YuWF0lIp1VYAq0RsaQDIGRJZ+5PzJpOrC9tLOmA7ITp0XcIHC2TtInWEw9LI1DP1ax7eMPDyfNaQObyus7zyB3GBJK58spoSzUtvuP15NJuU5w7EapOQuIJhYfjfVcuiqisNgrV0TZkmqbJ0zXsSzj0nAskcM0OuvNWyylMTN5XKdoXmxhg0CiEK0/4OcAsn3llu0rl+ffd5v/y7lkly69C6VeESEg57uSv8g/qjEmrRPBEJjA4t4p3tX2KRmzevBlVqlTBypUr4ePjg8TERCxatAj16tXDokWLIEkS3nrrLezcuVNIKV+yZMksk8Q+++yzihLJtm/fHn369MGoUaPsrq9evRpfffUVHj9+bOf5PHPmTLz44ouYPn06vLy8uMcuHL7m119/xZMnT0SrEwRBEARBEARBEARBEARBuA5MyvhDOHDnzh0899xz8PHxAQCsXLkSDx8+xCeffAI3NzcYDAZUrlwZd+7cEWr/k08+wY4dO7Bv3z6n9w8dOoQdO3bgo48+yrItxphDuNHTp09j/PjxePr0Kdq2bYuPP/4YEyZMwLvvvosyZcrg999/x4wZM4TGLmwpP3z4cHh4eKBevXoIDw9H8+bNUbp0adHmCK1gJsBkOYvRY0I6zoRxqiWk407aZ/6PLhPScVrGKbbWsw5Fpyf7qiekUwGypktXh6zp7OtoaE0nEnMWEI85K2R95woTnMdTjFvupLO8V2xRZpFTSvvhttYDYNCb15ulG27rdV4LQl5rOh6LQ8vQBJ7BXE8/XnLcFvV5BFGvOJFaovJCKIeMhp5jgNh6Qlx+atmXdvXyrMU7L5xe4Nx7XFneCuyL1S5vJYt6suwR2RvzTB/Ofb0WiVDzo9d4Xs3vogYZxY+nd+icMmXKYPv27ejQoQOSk5Mxe/ZsNG3aFFWrVgUA3L17F7t27UJQUFCWbVWvXt3pdZPJhH79+sHNzc3hntFoRKFChfD999+jRYsW3OPfuXMnGGOYMWMGWrVqZXdv8ODBeP3117FlyxaMGTOGu21hS/lq1aohNTUV+/btw5QpU9CqVSu88sormD59Og4ePMifyIxQFWZiacJUCZYkNFy/R+5EN5zleRPS2SZzVTWpDF8FXSek4y2vYh+qJ6SzlNNjgjmT5X98dcQ37iIbOtGNu2iyNt4xiidxFU3WpmVf/PWyk8RVq3A2nFPepi/xwwC1cGZhkXkFztkrkqRc9WSuvHLKUl5hFd7yAPifwZqkS2l5We7wvltwPgdHWYisY9SX0ZRYLg2jwIswMvOHvy9+uZudJOhaHYprmZDVJZKnQ1R+8st40XWBnhDdF3N0wCfXrTKE1yKCO3E8Z9sie0/VE8GDW/Zoti/mGJOQ/NRgLUAoR2LOP4Rz3nnnHdy9exc9evRA7969kZSUhJEjRwIANmzYgObNm+PGjRt48803s2wrNTXV6cdk0V86u8cYw6NHj3Do0CGh8Vst/Js1a+Zwz8vLC7Vq1cKDBw+E2ha2lI+OjsaDBw/w119/4c8//8T+/ftx4cIFXLhwAQsWLEDhwoXRtGlTNG/eHM2aNYOvr69oVwRBEARBEARBEARBEARBELlLRolexZzi8jwdO3ZEcnIy1qxZA09PTwwaNAhVqlQBACQkJMDb2xuDBg3CW2+9lWVbp0+fVnu4OH/+PH7//XcULVoURYsWRcOGDVGoUCHs2LEDbdu2tSsbGxuLHTt2oHz58kJ9ZSvRa5EiRdCmTRu0adMGAHD9+nXs3r0bP/zwA2JiYrBp0yZs2rQJbm5uaNSoEfr374/nn38+y3Z3796N/v37O1w/fPgwChYsaHdt7dq1GboIDB06FO+9957dtS1btuD9999Hp06dMHXqVABAcnIyoqKisHHjRsTHx6NmzZr4+OOPUblyZbsxTZ06FbGxsahSpQomTJhg5zZx7NgxTJw4EWfPnkWZMmUwZswYNGnSJMtnVR3R5KzcLnAm5X1Y66mUkI7XrZ3XjS+tH0v1fJiQTtVnsNZTqTz37y0XEbWmE+tLwPJdMJSNcAgcQWs6EbRMyKplIldRAw7dJ3/NTr2cwCpr9Roejqe8dTOhWngbvmdOG4+y4tb2JYPE9yehotwRTebKG05O2HWeo33uMfGST6zMTMKJ2sUQ8lITDesmIqs1DI0HuMB6QuOQQGIW/UJd5R68e1bbEHE6CT0j2YTD4aonsjdWO3G8yqFnxJPMKutDbh+Sbp5BNBG8K+2NdQV5AHLTtWtXdO3a1eH6a6+9hu7duwMwK+gLFCig9dAc2L17N/bs2WN3jTGGDz/8ECkpKejQoQOSkpLQvXt3nDt3DkajEZ988olQX9lSygPm2DzHjx/H33//jX/++QeHDx+WE8CWLFkSDRo0wPHjx+WH+uyzz7J0SYiLiwMAREREICAgQL7u7e3tULZJkyZYtGiR3bXDhw8jKipKjk9kO9aoqCiHNr766issW7YMQ4cORfny5TF9+nT0798fmzdvhq+vLy5cuIDBgwejfv36GDp0KL777jv07dsXW7duRdGiRREXF4d+/fqhdOnSiIiIwOrVqzFo0CCsX79e+LSEIAiCIAiCIAiCIAiCIAj9QDHl+Zg1axYGDBgAT09Ph3vWa+vWrcP06dMdlOFKiYmJwY8//ohLly4hMTHR4f7Tp09x+fJlHDhwINN25s2bh7i4uAw/VkNxo9GIU6dOITAwEEOHDnWwoFeKsFJ+3rx5OHDgAI4cOYKnT5+CMQZJkhAaGooWLVqgRYsWdkrxgwcPYsSIEZg3b16WSvm7d+8CAFq0aAE/P79MywYEBNgp7o1GIyIiItC6dWu89NJLdmXXr1+P+Ph4hzY2bNiAhg0bYujQoQDMpzOffvopjh07hkaNGmH58uUwmUyYNm0a/P39Ubp0aXTp0gXr169H7969ER0djYcPH2Lx4sUICQlBvXr10LRpU6xYsQKfffZZ5i9STbgSm6ZLGJdleV5LNw0T0nEliwVfZgUm/59q1gmqJ6SzWlpCuRWhls/A04/qiW91gJbWdMLJ2vKoNZ1wotk8ak0nbtEvVE2sXi4shJmJQeJJOm4ygVlkoSKLdw0StAslcwXMCV3VSoTKnfzVUk1lucPbD3/yV05rNRHrdQ0s6q3Nq/rsOsLImxfCWk/wS0ssP4uorBbxpBP7RYqvQ7STaSLPJvru86onnZ7h90iz8ZTjXAso3nebBybgyW6BW7YrHZO1fbXKM0iWwup5pvN6N/C2n1ZcTe89vvVV+srK+yHSyFApT+FrnDJr1ixs3LgRY8eOdYgocvz4cUyePBn//vuvcPuHDx/GO++8g6SkJPmaJEkOOb4MCr53w8PDFfVZoEAB/Pnnn/D39+cbbDqElfLffPMNAPOpRtOmTWVFvK2C3Ja6deuiefPm+OWXX7Js+969e/Dw8ICfn5+s7FdKdHQ0Lly4gDlz5thdT0lJwezZs9GvXz9MmTLF7t727dvh4eEh/2yNf5+QkADAHJqmdOnS8ssOCwuDh4eH/Edz7NgxeHh4ICQkBABQrFgxlC5dGseOHVM8boIgCIIgCIIgCIIgCIIgdExGMeXz2EFlTlG7dm0cPnwY/fv3R+vWrTFmzBh4eHhg+vTpiI6OhslkQnBwMD788EOh9r/++mswxvDxxx8jNDQUK1euxJYtW7B8+XIAwO+//449e/ZgwYIFQu1fu3YNS5Yswd9//40bN27gyZMn8PDwQGBgIGrWrIm+ffuiYsWKQm0LK+U7duyIFi1aoEmTJopj/nz++ef49NNPsyx39+5deHt7o3fv3vjnn39QuXJlTJs2TdFDLl26FO3bt0dQUJDd9dWrVyM5ORmdO3d2UMpbrfGTk5Px4MEDrFq1CiVKlECjRo0AAA8fPkSRIkXs6hQqVAj379+X76e36Pfz85Pv6xabuHQ8Bx9gKsaPFz3Z57ao47WM4y/PHyuPN66gpZrCX4WIdR+gPLaejAYn+2pbBeoRsqbLfl8AWdOlR/fWdLp3AeUwh1E51qyd/NSJ7MxOzha9xIO3ixsLjn60ytnC8Rzqx/C1VMvH1nomwS8tIe82jeWniMeZqCediCzUOs+NSD3X8G7T1itON3B7gQvmhLFeUGstYGJ8FvuM2eyrFNQzMVkNoN4+2tq+ouJp+0OT8n2xtR/ufbEGHmYi9XjkNOmMc4aMLOX1v3fJHVasWIFdu3Zh5syZ2Lp1K/bs2QODwYD4+Hj4+/tjyJAh6NatG9zdxVTUZ86cQbt27dC7d28AwB9//AEAqFOnjvzf48eP49tvv3XQB2fF/v37MXjwYCQmJtpZ3qempuLixYu4ePEiNm7ciKioKDRv3px77MJKeWuSVF6cxYVPT1xcHJKSkvDqq6+ie/fuGD9+PD744ANs2LAh03pHjhzB6dOnHRK/JiUlYe7cuejXr5/TGEZW6tSpg+TkZHh5eWHZsmXyYYPRaHRQWhsMBhiNRkX3M8OaDJcHZyF4uOBM/iovIjiTvwklpONNKsMzJhGFRV5ISKeRYkB3iwhOl37RRUp25rDI5l3vG3fhTXEe3bgLb/bz6MZdPJSNejsI1eWw1uHhssJGpisODWetp7YLvNLwcBqFnuFX9vO72mulrOBWrHPUkSuopazIhFxZRyvAJCCtjcLh6kRlvHZKdrEQctrJQUDbQ3uxxKpaK9lFDtL56+hiDnManPF68nMpyuU1gOVnvSSZ5ZY9LM2KmHNfrPRdZSuZK6Be+FMyUMsXSIBzBbwGSvlbt25hypQp2L9/P9zd3REeHo7Ro0ejSJEiSE1NRVRUFNatW4fHjx+jdu3a+PTTT1G2bNkM21uyZAnmz5+Px48fo1mzZhg3bhyKFSsm39+9ezemTp2K2NhYVKlSBRMmTED16tW5xx0eHo7w8HD88ssvmD59Oq5du4Z3330X/fv3l6OViFK4cGHcvHlT/tkaweXMmTOoUqUKAKBs2bLYvHkzt1J+6tSpePr0Kfr06YPOnTsjKCgI3t7eMBqNuHnzJjZs2ICoqCjMmDFDW6W8mvTq1Qtdu3ZF69atAZgD9n/77bc4duwYatSokWG9P/74A56enqhdu7bd9RUrViA1NRXdunXLtN/ly5fj/v37mD59OkaMGIENGzZk+48jK9q1a4d27dpx1Tlx4gRee+01lUZEEAQPNIcJwrWhOUwQrgvNX4JwbWgOEwThkuSSpbzRaMSgQYNw7do1jB49GomJiYiIiMCDBw8wZ84cfP/995g7dy769OmDKlWqYMqUKRg4cCA2btxoF7Lbyi+//IIvvvgCb7zxBmrUqIGpU6fi3XffxerVq2EwGHDhwgUMHjwY9evXx9ChQ/Hdd9+hb9++2Lp1K4oWLep0jBs3bszyOSpUqIBr166hYsWK2Llzp9299u3bc7+XFi1aYNmyZejRowdmzZqFWrVqgTGGIUOGoFevXkhMTMTGjRvtDhuUEhMTg5YtW2L06NF2193c3BAUFIRBgwbhzJkz2LFjB3fbgE6V8ukD61erVg0AcOXKlUyV8vv27UP16tXtrOGfPHmC+fPn46233oIkSUhOTgZg/mNOTk62K2tt283NTf5D69KlCwwGA0wm+xlnMpng5uYGAFne1xMiCemUW9/ZJLoBdJiQTllxsaQyalsbWOoJWAWqmWRNjyf7alsR5jRkTZeuL7Kmy3a9vGpNZ64nVk1zRMLDcXqxqR4OR9BaT2IKk45rUD7NKs61w8NJjN+yT1OLeo56rphwPTuIyOus/Wwzqicim7ST1YDGCd4F+hL1LHQF7zaTgPx0+ZA0GWGRt8yyZ81yb2x9EdyeaQJynddr3IqK+2Ke9rVKDK6F17jiPatW1usCFvvCYyKyRGLIFUv5c+fO4cSJExgxYgQ6d+4MAPj333+xadMmJCUl4bfffkNQUBA++ugjAOZY6JGRkbhw4QKqVq3q0N7s2bNRvnx5TJgwAQDw+PFjfPHFFzhw4AAaNGiA5cuXw2QyYdq0afD390fp0qXRpUsXrF+/Xg4Vk55Ro0Yp2v8wxhwU3YCYUn748OE4fPgwjhw5gidPnqBmzZpo06YNtm7diilTpshRPAYMGMDddsWKFeHl5ZVpGQ8PD5QvX567bUCnSvnVq1cjMDBQzsprVXhnlik3JSUFp06dQpcuXeyu79ixA3FxcZg5cyZmzpwpX9+wYQMOHTqELVu2YM2aNahatSrq1q0LAChZsiQAyO4PRYoUcXCTi4+Pl+PMO7v/6NEjhzj0BEEQBEEQBEEQBEEQBEG4KCab8M42qH2YWbFiRfzzzz92YcF9fX1hNBqRmJiI5ORk+Pj4yPesuS8TExMd2kpKSsL58+fRtWtX+Zo16sh///2HBg0a4NixYyhdujT8/f0BAGFhYfDw8MC///6b4Rg7duzIF+IrByhUqBB++ukn7N+/H8888wwAYPr06QgPD8fRo0dRuHBhNG/eHM8991ym7dy6dcvh2uDBg/Hxxx/jp59+cjAgB4ADBw7gr7/+QlRUlNDYdamUnz9/PgoVKiQr5U+fPg0AmZ48XL16FampqQ4JXhs3boxVq1bJP6ekpKBnz54IDw/HiBEj4OnpiWnTpqFBgwayUv7SpUsAgNKlSwMw/+GtWrUKcXFx8Pf3x8mTJ5GSkoKwsDD5/tatW3Hq1ClUq1YNcXFxuHr1qjz+XEX+VtDAAk/tk32tEtJxlpegn3jwvAnpsmXpxlueywJfhwnpVETU8j2vWtOJWLcBedeaTksre3M9/jqaxorXw6TNiOzkbFHiLSacoJ1DRmcnwSxPPS1ytnB4Bmohd9RP5mpTTWWvN7VkrST4XaJnRDzizPUE6mid/FXT5OkiVvaiclC7pOt52ZNOl/DuWXm8xjWKBy/JawHePav6+2K19umie1Z+bzxer3ER7z3rBeV9ADy/O772hb0V8jsZWcpbGDhwIHeTSsJ5ubu7w8/PD4wxJCUl4dKlS/jtt9/w0ksvoXDhwmjXrh2mT5+O3377DaGhoVizZg3Kly/vNAb8kydPwBizswIvXLgwgLTcHQ8fPnQwNi5UqBDu37+f4RhF848qZd68eQgJCUHTpk3la9evX0ehQoXsrrm5uaFTp07o1KmT4rbDw8Mz3GONHz8+w3pubm54//33HULxKEGXSvmOHTsiMjIS33zzDcqVK4dFixahTp06srvF8ePHkZiYKCvRAeDy5csAgFKlStm15e/vL5/qAObTIOv1kJAQAMDrr7+OZcuWYdasWShfvjxmzpyJwMBAtGzZEgDQo0cPrF69GqNGjUKXLl2wcOFC+Pn5oWPHjgCATp06Yd68efjss8/Qt29fREdHw2Aw4I033lDnBalAmmIgDySkUz28jeW/3IJO3dAzIgnplC+0LGPSIqmeuSO+9pXWsRWcOlx00MbdHtq4Z7+OaD3NQ+AI9SXUlSowm6TditDCBR7gS4ZurcelrIBy2WlpX2l4OOHQM2qHMBPYvAqHt1Fb2S93qKya+usSzvIuhlHQp90oUE1YVmuY0Fz4AF7nh9taJk8HROUnKeezQt4b84Sg40gWa06EKrYvVl1RbpIUyXY7YzDVDNR4Dyws1eSDEXX6Ud9ATUR5b+lKrbUDYYeUgaU8TOZXO3fuXFX7//fff+WcmWXKlMHkyZMBAP369cOpU6cwdOhQAGa9508//QR3d0fVr7+/PwoUKICYmBj5mjXctzVaidFodPgeNBgMMBr5zQNTU1OxadMm3LhxA4MGDZKvr1u3Dg8ePECXLl0U5fScM2cOOnfubKeAf/HFF9GnTx+MGjWKe1y2WKOmaIkulfIDBgxAamoq1q5diwcPHqBevXqYNGmSfD8iIgIXL17Evn375GtWNwNrll0eRo0aBR8fH6xevRoJCQl47rnn8Mknn6BgwYIAgEqVKmH27NmIiIjAqFGjULlyZSxYsEB2i3jmmWewcOFCTJw4EaNHj0bp0qUxa9YsVKpUKTuvgSAIgiAIgiAIgiAIgiAInZCRUl4ro6FKlSph1apVuHTpEr744guMHTsWUVFRWLNmDX755Rd88MEHqFChAr788kt88sknWLRokVPFfNu2bbFu3Trs3LkTISEhsnI/p7lx4wb69euHCxcuoESJEnZK+b///hvR0dFYunQpli9fjhIlSmTaVmBgIDZs2ICKFSuiUqVKcHNzA2MMN2/exOHDh7McizVEjzNEk7VmB10q5T08PDB8+HAMHz7c6f2lS5c6XOvWrZt8UpQZXl5eOHPmjMO1kSNHYuTIkRnWCw8Pdxo/yEqNGjXw888/Z9m/LuF08TaX13FCOiV1RNz4wOuiJuqWl02LAKX9qGQZp8eTfT2FqlELEUs6IO9a02mZdE20npbWdKLrQ9dI/pqLE5sxMes4nYSekWzC4XDV0yI8HK9sVj3kWTZc7XViXS7sAi83oLQfS3Wy1nOKSWDHLuZHJ+ilJpqoXcPQc5ommqVk8nboyUtNFbi9wPnK81vg27xwtcLDCe+7+bzSJYPevMbTiquVzFV3XuMiYyKcY4Jz4azRd2TBggVRq1Yt1KpVCxcvXsS8efNw5coVfP3112jSpAneffdd8zBNJrz33nvYvn072rRp49DO+++/jxMnTmDgwIGQJElOHmvN52kwGGSreSsmkwlubm5c4/3iiy8QExODYcOGoXXr1nb3RowYgWrVquGrr77Cl19+icjIyEzbevfddzFmzBh8/vnn8jVJkrBlyxZs2bIl07qSJOHkyZNcY1cbXSrlCYIgCIIgCIIgCIIgCIIg9ITEnOfBsTNQVIHLly9jz549CA8Pl3NgWkOu3Lx5Ew8ePEC5cuXk8hUqVAAAnD9/3ml7xYoVQ3R0NC5cuICCBQvi1q1bWLNmjRxHvkiRInJ8eSvx8fEOceazYt++fXj55ZcxePBgh3vFixdHr1698N9//+H333/Psq1OnTqhdOnS2LBhA65du4bk5GQcPHgQxYsXl9+JK0FK+fyMaEI6zlN0roR0alvUc8fWs1QTsQjgMcZRMSGdpslcOcprcrIvOKbcRjTubPb6JGs6u3pkTZfteuLJX8Xq5cK0UQR3zharbDZZyvHEqVcal9Y8MH6LfSs6y9nCGzOWK0G7YB+q5WwRtNYTimfLa6EoV1beB+D61npGxm/HLhxfXljOiCRdF/Wk468n/Fwayl3hBO8a5rlxhbj0eoSZGCQeL3CTCcwib3n3xWpZ4AvJaGs9tRKharTvFvZky49e4xx1iCzIJUv5uLg4fP7550hKSkLfvn0BAJcuXQJgzq/p6ekp59sEIMeLzywkjCRJqFixIgDgp59+ApAW4iUsLAyrVq1CXFwc/P39cfLkSaSkpCAsLIxr3AaDQc7vmRFPnz5V/J1at25duxyjVatWRdu2bTF69GiucekBUsrnN5gJzLLR12VCOp4wOmompBNdROgxIZ1abnzWoWjxDHJnCutAA5dHDdDSxT075NWNu3ii2by5cdc6BI6YlkCsK9XgOXAVdYG3XlA9PJzy9tPkiFobanU34LIoNykPDWfth3vjrrKsFVLe21bM6XEJ9OEKmAS/fITD0mgoP4XC1Wl4+A5oG1JPSFa7QEg98XB1QtX0geielTv0DEeYOy2TuQJZ743T/4J1FHomrTPOOnorr0UfLmag5gpIDE5jyqv9DsPCwhASEoL58+ejcOHCSEpKwqpVq9CyZUuULFkSHTt2xJo1azBr1iyUK1cOM2bMQJEiRdCiRQsAZov527dvo0GDBjAYDHj8+DEWL16MkJAQXLhwAd999x2aNm2KWrVqAQB69OiB1atXY9SoUejSpQsWLlwIPz8/dOzYkWvczz//PHbs2IFZs2ahU6dOCAwMhMFgAGMMN27cwNq1a7Fjxw40a9ZM6L38/vvvKFSokFDd3IaU8gRBEARBEARBEARBEARBEFmQUaJXtQ2E3N3dMXfuXEyZMgXTpk2Dh4cHOnTogA8//BAAMGbMGBQoUABr1qzBo0ePUL16dXz00Ufw9/cHACxYsADR0dE4duwYvLy88OTJE+zbtw8LFiyAl5cXunTpYmdtXqlSJcyePRsREREYNWoUKleujAULFuCZZ57hGvfo0aNx9OhRzJ49G7Nnz4YkSXK8esYYGGMoUqQIRo0aJfRegoKCAACPHj3CpUuXnFrlJyQkICYmBr179xbqQy1IKZ9f4LaMs7GO10soGd6EdOmsCLkS0qnq9qfjhHS87UPSzTNwJ6QTtSLUGC1d3EWtxrIDWdOlq0PWdDnSV64jEB5OsQs8IJig3fJvvch0Wzd1Jc8ie9VJyr3etHKBly8oHJfKXm8iFoq6tKh3QUyCtu9GIc84Qct3UbkrUE88hJx23m1ayl1Nvds0DoHjUpM7O/tiReV5Q9UI7Lth3hsztbzMRcPPcXuNq+/5pjg8nGAfmnnvgSnfF1vrubjXuJ7JLKa82hQvXhzffvut03sFChTAmDFjMGbMGKf3p06diqlTp9q19eOPP2baX3h4OMLDw4XHCwDly5fHhg0bMHfuXOzatQu3bt1Camoq3N3dERAQgPDwcAwcOBDFixcXaj8xMRETJ07EunXrsixLSnmCIAiCIAiCIAiCIAiCIAhXg0F/YTN1TkBAAMaNG6dK25GRkYiOjsYzzzyDChUq4OrVq7h+/ToaNmwIADh16hSKFCmC5s2bq9J/diClPGEHdzJX24R0XFZ7KiakUzu2ntyPtQG1yjNIlsJ6S0jH+8wS1I0ryJd0yFqJYzw6IK/Gnc0uerem09KCHXABazot48triUUW6jZnC3f8W4463NZ02uReUVvucJXn9czSKB68SHnNxuTiiFi+G0X70jL5q5bJ0zXsCxBbL7mClb1JcE7lK+82Z9h4aHPvi7WQ0SL1OPbGPBbZQuW5vcZ5Pewt1RT+KuzywynoQyhxqtoeZlqtHQgAmYSvyY0Eby5GXFwcEhMTHa4/ffoUFy9exEsvvcTd5q+//oqQkBCsXLkSnp6eiIiIwOLFi7Fo0SIAwPXr19G1a1c0aNAg2+PPaUgpT5hROSO8pgnpVE0Wy+R1lssmpBNQWIhkqecpr2VCOj3tF5iA9kHvLu6i4WhyR6FPG3f7ekLVtN2462kCW+GWIzaH0krqaRB6Ji08HF/7ZjmikswVPWBXOfSMSD98yV95lRvqP4NeD+RdAZFwNqL7eZHvfuFDeA1lmuj6QEx+ateXaD1XOLR3aQTCzwEW5RzHHpQ7bJ2I/JQPzVXcd/O0z3uIb2KykYOeDqdFyuvRQI17303YkZFSnpLlOsdkMmHOnDn44Ycf8Pjx40zLnjp1irv9Bw8eoGnTpvD09AQAFCxYEIBZ0e/j44OSJUuiRYsWiIiIyHYonpxGey0IQRAEQRAEQRAEQRAEQRCEi2FVyjt8SCnvlAULFmDWrFl4+vQpSpYsiUKFCoExhtKlS6N06dJybHkRK3nAnJD2119/xf79+2EymVC6dGkwxvDdd98BAJKTk3H27Fncvn07Jx8rRyClfD6GmZg5wRrjs8lhvGaRPOaXJmb+MMZnfqly+YwSeWTavgl85k7WZ1c8JiZbuykrz/cMcnlewcJZnu+9mj/8vw/+cWmFqIu7iJu7EZJmCWCNzCBk3Sbq4q51klrRPk1M4rZyE6mTnXqi1nRC9SDwFcP5da8XGGN88pOZ+OQzY2YrfBNnHVVlp0VO8cpDleUO1zNYLaF4/1i53y1v+3zlZXkusg5QaUzCMt3FMIIJJW03MvOHry8xOS8qs4XWBzAIeuJJ3F5nWstPUZmrnfwU7Euwnish74uVwi1vLTKdc7/HXZ57nw4+ecWY2L5Y1X03LLKE79mF9sUqlddqj5uXZa3msEw+hAM///wzypYti127duH3339H586dIUkStm3bhm3btmHVqlUwmUzo16+fUPtDhw7F/fv30adPH1y7dg0vvvgiihQpgv/973+oX78+GjVqhH///Rd169bN4SfLPqSUJwiCIAiCIAiCIAiCIAiCyIKMLOVJKe+c27dvo0GDBnjmmWcAAN7e3gDMFuwAEBISgsaNG2PixIlC7Tdp0gQzZ85EjRo14O7uDl9fX3zzzTcIDAzEw4cP8eTJEzRq1AiTJk3KmQfKQSimfH5ENAmNFgnpeGPrWVGUkIUJJHPli62ny4R0GsbKA1SO+cf5jnjGZBeXV2NEYs6a6wn2p/O4s6LxUrWMO5tdtLJgB8T+rjVN/gqIBbR0Fas9rXK2qJnM1ToulePSKs7ZIi8vmLLyFoRktIpyR2RMousM7sRyHHWs9VxlSuYWJkEXHxFZLxzzXcBeSzQ/i3AiV4288ACNE7y7QO4ZV/RSUwQzKd+vAmJ7Vh0mcwWUy0+RpLQS9BUPXn5m7iSzHGVVLp+tZ+ApT2SJxCimPA9ly5bF7t27ceXKFZQpUwZBQUEAgHXr1qFr164AgLt37+LixYvCfbRu3RqtW7eWf27YsCF27NiBu3fvws/PT443rzdIKU8QBEEQBEEQBEEQBEEQBJEFkolBchZaKs+eXmaPPn36YNSoUWjTpg1+/fVXNG/eHD4+Phg/fjx+/PFHPH36FJcvX86R8DKpqak4f/48rl+/DpPJhODgYBQrViwHnkIdSCmf3+A92TeZlFvGy9Z9lp/VOtm39MNUs9gDYOC3BuApz2udYGe5BnCdpiu2gAC/pRtP+9l5BoDHkoOvfT1ZDojEnAX4Y86a+9LaGj2PWrZlwzRUS2s6rZ9PZD0qvIbV4dqXyZbfyq3vuC3eVbbAz5a1nopyh6d9We5wPruwjFbJGt3Ok0uPFvWc9fKKRb2RMyeTXE8kvrywFbWI7BVdH2joUaehVbnoc4l6AuRVTzpdonD/JstnXq9xbjnNse82D0y21FV1XwxweJlb/svtca3inpV7TJbft1JLf5tnMJfXh/eeyNpBj2tqvSKHq3FynXCkffv2uHv3LhYuXAgAeOaZZzBp0iSMHTsWp06dAgBUqFABEyZMUNReXFwcChYsCC8vL7vrixcvxvfff487d+7YXS9TpgzGjBmDF154IdvPktOQUp5wCr87vIDbH3c4HL0pym3cx9RyaeM+sLBUkw9Gsigvb6p5362y9u3Kq7yIUFsBoSUiLu6i8j+vuriLHh5oeRCQXfLsxt2VlfPZCQ+nRBbK3w0qutqLyk49hofjlc1yZ5x19Faep461nl6U93qYx5yYBAYtLLM1VHwLH8ILJmwXQUtDAWElu0scpIusJ4S6cj14QrfJSnjBtYBaoWRsDefU3herbqDGvzfmmbr8BmqCB/KAbva4omHr8j0MLrlmyU3eeecdvPPOO/LP7dq1Q4sWLXDu3Dn4+fkhODgYBoW6wfHjx+PUqVPYvn27fG3WrFmYPXs2GGOoUqUKypYtC5PJhAsXLuDixYsYPHgwIiMj0bJlyxx/tuxASnmCIAiCIAiCIAiCIAiCIIgsyNBSnhT1XBQoUAA1a9YEAFy7dg337t1DjRo1sqx36NAhhIeH211buXIl/Pz8MGfOHNSpU8fu3pEjRzBkyBBERUXpTikvduRP5D2YyfwxsbTTdCVwlmeMyVb4CiukfVQak+rtm8wfiTHZKkAJ3F/oapa3nARLjG9cvOV5T5zl9pXWEXiG3ETUxV0suaqYi7uY9Z0kZO0n6uKulZWa6HOZmEHYAk8UE5O4n5ExSdiaTiycjYC5DpNyJzYGtxwxpXmLKSrPK3cs7XOOy2lszMzg/cWaoHxM1u923mcQkLUickrNPrR8Bp5+VF1nwHVkszNMlv/xYmQMRiHvOBEZahDyBjPBwG39bmQGwYSsomsYbdcHvP2J1AGyI3e16yvX5K7aWPfGSotzy0Mmvi9Wu7zCOrLs4V078HxVcq5/ZLnGa8WsRXkO5P2tjvbdRDpMaYp524+wK1wep1q1apg2bVqmZebMmYPBgwcrau/p06cOVvVPnjzBSy+95KCQB4DnnnsOrVu3RkxMjPJBawRZyhMEQRAEQRAEQRAEQRAEQWRBRoleXdnAIKc5e/Yszpw5A8B8cHnhwgVs3LjRadmHDx9iz549SExMVNR2rVq1sHXrVvTq1QtVqlQBADRq1AhXr151Wv7x48f4888/ERgYKPAk6kJKeQLMxCApjZUHACYTmOVUSpcJ6ZSMSU5aw9RLSCcaL1eHCem4Y+vJPyivwzMm4Vh5LmjIo2XcWc2Tv+o87qx4kjb9x53NDuKx4kUs8MS60jOMMeWyEwBXzhbRuLRWdJSzhS/hGzPndwG0y9mS5Zgs5cG3zhCKha+yrLUWVy+pHmf5PIhRqI5o3HHt5KimuWQE+xJO5KrzWPG8xstWRGPF55UEsGmJ2pXuWXlzpInmngH/vli1ZK6Ce1zeePCce1AR+alYvgnKQ9VzntnO13ywL9YTruR9n1ts27YNs2bNgiRJkCQJu3btwq5duzIszxhD586dFbX9/vvv480338Trr7+O1q1bo3HjxnjhhRfwxRdfYPr06WjevDlSU1MRFxeH//77Dxs2bMDdu3fx2Wef5dTj5RiklM/PiC4KuDf7GigUVFIMiCostFhEpHWW1Vgsz8ytsFDWfrbLa9EH5yJFj4i4twPiLu5ifWmZkFXDja2WfWmYpC079UTRVKGvF6yy1mT5W89iUy0nWpc3ycqenV/Zz6ssZjYbd7WT0amkSLBRtuhGwcy70c+Oopz3gF0t5UYeRlRWZwdRuSEUfk5DeSiexFW7wwptlez6Xx/oeBmdOYxBFihK9qy2ydnVSs7KfXBs2e9xJHMF+A/BNUkcr/KeVcSgjc9ATcRQwFpZeR8Aj07DtrLCMRGZIhmd/2k7izOfX6latSo6deoEAIiOjkalSpVQvXp1p2X9/PxQvXp1tG3bVlHbNWrUwLx58/DRRx9h48aN2LRpEwDzfmjBggVYsGCBXJYxBjc3NwwcOBBvvvlmNp8q5yGlPEEQBEEQBEEQBEEQBEEQRBZIzLkCnpTyabRs2VJOqhodHY2mTZti9OjROdZ+o0aN8Ntvv2Hr1q04ePAgbt68iaSkJPm+h4cHChcujGrVquHll19G6dKlc6zvnISU8vkRbss1Trc8bks3m/Z5TvZNDIwn7A7PyT63G1+6f6jm0m/pRSXLODAGyVJBuVueBs8AQAKvJQdUCwGQU4hY1OndxV3c8j1vurhraWUvWk9rF/fskBt9Zgeu8HCiLvAKLfDT+hEMD8cjPw2Cru2K5YLa7VvqccodoXBvKrvAC1nU21ZUYVz5waJeJOlrbuzjxa3RtZP1ruCtpqUVu6gY1CphbF5G9mRTbJ1sI6dVWwuoG7ZO3ueZLOV49saqeo3z71n5Pdl43y1v+2nF9SSjCWVIJgbJmZu9q21WNOL06dOIjo7Gq6++iuHDh+PFF18EACxfvhwLFixAamoqXnvtNYwYMYLL89fb2xsdO3ZEx44dVRq5+pBSniAIgiAIgiAIgiAIgiAIIgskUwbha0gn75RNmzZhzJgxAACj0WxmuG3bNnz++edymfnz56NIkSJ45513uNp+9OgRvLy84OXlZXc9NjYWp06dgsFgQFhYGIoXL57Np1AHUsoTzrGJS8dtDaCXhHSyNaDC8tZiIgnm8kpCOt5Td0D1+O5qWQXaPQPHuHIaLa3pKO5s9vsy16O4s9mtl+fXqyLyUO148Fb0mLNFSR2rhSL0Ew9e05wtKlocahP/1lItnxneGgW+7YyCX5Cicjc7CFm+u0KiWcpbY0e+N/zk9gLnKy9b4APqrgVMTPWcMNZlD09id77y1vaVDQs2IUZU3xdrsMdVM2cddy6Z/A5jzr8c8/0XpnMWLFiAYsWKYc6cOQgLCwMAzJgxA0FBQfj+++/h7e2Nt956C2vWrFGslF+9ejXmzJmDmzdvAgDq1KmDiRMnokyZMpg4cSLWrl0rf78aDAZ0794dY8eOVecBswEp5Ql7OBUJdgnpOELJqJqQTm1lvxUNEtJZwx7oRQGhiVuetZ5aiwjeZ9AAkU07oO3GXUsXd5fYRGuoZBdWlgvV0tjFXaSenncMeg4PpwTGbDavam3cLf/lDQ/HLXfUDT3DJadsDhQABf3YPIO5vHrKCktHitvnPsgWVN7nJUzCidr5ET4QF5S72UF8rNrJbKGwdRobCug9BI6rwmQls4l/X6zaXlLM4Exob6yq/GQAbzgcznclrOwHFMmrvGCgJjouwkxGlvJ53/JIjMuXL6NDhw6oUaMGAGD79u24dOkS5syZg+DgYABAkyZN8PPPPytqb926dbKCvVChQpAkCQcPHsTbb7+NF198EWvWrEG5cuUQEhKCx48f46+//sKKFStQsmRJ9O3bV52HFISU8gRBEARBEARBEARBEARBEFkgGZlsPGF3nRK9OqVYsWI4evQokpKSkJKSgq+//hqVK1dGixYt5DLHjx+Hn5+fovYWLFiAwoULIzIyEvXr1wcAHDp0CEOGDMFPP/2EwYMHY9iwYXL569evo1u3bvjpp590p5TX3iyC0CXMxGSLAEWYTGkWeMo6MH9MjC+rIG95Xmsk3i9NxsyZtnm6yci1KQP42zd/JKV9yOWVd8E7JvFnEKvHMy49Y/p/e3ceHkWVtg387pDFQNiisshgwiIJSxAEwYFIjIAIggpuqJAXAwiO+Ik4ysAoLgSQVxEV9QUUFFkcZF8CCIyDMiAKouyoIIRFQUnYkSxd5/sj6Up3upv0Oamqrk7unxeXpPtU1ekiTz9Vp84ihFKPOtXedCq91DSEKfWoUx3ibtVis06EKS9AZ1WvPUuPJRyKvfrVRm0qdSSVjH/b0ASEEHqPukDK6zk0ULL/ELLlXblZ8h8u4DxVVNbc8kU5QTZHa3I3XLJ5R6m8Qi40O9c6VOIzROLZKTQ4ZeLRtR2E2nQ2St/7ivlTaSSdQ6lHeVk4RZhSrlc5L6rnMjRytkO697tqng8ZqvlW5r7YdRyp8go5XTq3Q+6mwoJ7XLPzlVXlpe9BzSyvet9NHlzXg15/eE596tGjB/bv34/k5GSkpKQgKytLbzTfsmUL7r33XuzatQvdunULaH+HDx/GHXfcoTfIA4XT13Tt2hUAkJ6e7lH+uuuuQ2pqKn799VeDPpFx2ChPREREREREREREVJqSD7/0h1Rslfflb3/7G+666y5cvHgRubm5ePLJJ9GlSxcAhQ3s+/fvR0pKCkaMGBHQ/mJjY7F9+3ZcunRJf+3SpUv47rvvAED/v0tBQQF27dqFGjVqGPOBDMTpayoy/cl24HPl6duZPR+8i90WpJMoH/Dcsfo2rsqZU97sufU86mVSecsW1Qsyq3rSAWVYcE2xN51Vx7JyfnnA/vPOhsK89OoHU9zOaqprtkjMTev6lQp8gXb53KZU3qWU7fS8I7MYHVDYs08mnCT2b+liriaWV5kP3oo56qX2bzOa4peP0ug2KxdqV81NquvBKB6vLKycl97SnG3ldqEauP5YtiYM5I4je4+ricDXhCnaf/Ec5AFspwEIM/fawap7VocIfO0Z+cVcy/AZANPu76Xv08kvh/AzcpLT1/gUFRWFSZMmYezYsQgPD0dkZKT+XseOHbF48WI0a9Ys4P3ddddd+Oijj3D77bejXbt2AIBt27bh3LlzuPHGGzF8+HDcd999SEhIwMWLF5GZmYn9+/ejb9++hn+2srJlo/xXX32FwYMHe72+fft2VKlSxeO1xYsXY9SoUT73M2zYMDz11FMer61atQrPPPMMevfujddeew0AoGka3nnnHSxcuBCXLl1C69at8cILL6BBgwb45ptvkJaW5nP/rn3k5eXpKwi7mzp1KlJTUwP6zHZWvJirBQvSBbrvworJLUjn3jhQkRakk66T7IWWa/eKFx8yn0PqQkvywsaGDXu8cS+xnUVT2ageS7mRPQQWqFVb/FXpUNYuGmuB4sXiTLrRl2zs1/9hJBdol3rALp07ZW/YizaD4nYm5R0I+QXW5G/05corN/bLbAOTr0tsTlPI1k7lxV9Vc7zK9CuKD+0tmjYHUM9pZWH3Bv3C7eS3sTxnhzAhROAPv4HCPC2do+UXagdgo4ZyYcHDbNkHFkWb6Q9GJI4j9e8tsW/J8uqN90XbVbxwNY3D6XvaRE5fc2WVK1f2eq1+/frS+3nmmWdw/PhxrF27FmvXrgUAREdHY8KECWjXrh3S0tIwZ84c/btaCIHExMSAe+JbyZaN8jk5OQCAiRMnolatWvrrV111lVfZ5ORkfPTRRx6vbd++HVOmTEFiYqLH606nE1OmTPHaxwcffICpU6di6NChuOGGGzBhwgQMGTIEK1euRGJiotf+jxw5gpdeeknf/6lTpwAAjz32GDp16qSXK3l8IiIiIiIiIiIiCk0Ozd9Cr2yVt0JkZCTeeecdHD58GD/99BOioqJw0003oWrVqgCApUuXYuXKldi3bx/CwsJw44034s4770RERESQa+7Nlo3yrkbu22+/vdTVd2vVquXRcO90OjFx4kR069ZNn+TfZdmyZTh//rzXPmbOnIkOHTpg+PDhAIDs7GyMGzcOP/zwA9q1a4cOHTp4lJ81axZatmyp96B31bdt27ZeZUOezBByvWe8Yq89s4bPy/bYlx3GB7XeA3Lli+oj2ytQc+sNEOBxZJ6gy5S37Ml+ORs+b2VvOpWedIXHKp+96ayeAsfuQ9wt78Gu8qtvl+tglenhrJpKRmIIPODeo0yid5xZU9xJlrdq6hmzh9pb0eNQaQi8xw4CPY59821ZqOZqp+rxFBd/VTqW4uLpKtSn1FMZSReEXvbl9PoAsE/6NYVrRJpW9HsmfW8cWHn5Hvgqo8Dl74tN3b/ebGCnUeOexUs9jmx5V3XsNmrcrU4UAAE/Q4x4Eq0UHx+P+Ph4r9ejo6PxwAMPWF8hBbZc6DU7OxsRERGoVq2aPnVKoJYsWYKDBw9i5MiRHq/n5+fjvffew6BBgzxev3DhAtq0aYPu3bvrr1133XUAihvb3X399dfYsGEDRo8ejbCi4WTZ2dkAgKuvvlq6vkRERERERERERGR/Dk34/MM55YPn7NmzmDJlCgYOHIju3bvrC8kCwOnTpzFjxgzk5eUFsYa+2bJR/tSpU7jqqqswYMAAtGjRAr1798aBAwcC2nb27Nno1asX6tWr5/H6ggULkJeXh/vuu8/j9ZiYGLz//vseT1H27dsHALjhhhu89v/JJ5+gXbt2aN26tUd9gcI55Fu1aoVOnTrp8xqFLKEV9woIpLjswwhNQAght52+orU9yjtE0dNk2SFKMl/UmpDav0MUzW0mENBDWv0zBFhep1Jegkqd9M8iU6cQeobmhFqPOtXedFbN3+5EmNpct6p1VOxNp7SQq+K8s6pzxattJ72J9Fdr8XYKve+Eo3x2qy2i50EtwMTgys3SeUci8ajmTtntNMjlQ5PzDoQwP49In1vZ/Rf+ke7pZkWuDfSzhFhuLkkr+k9+O4VjKX7vO+FQW0fGwpymcj2hngfVriesns9eNTSEcFg3Oq4c5mwhk281DdA0+Xtcyfs96fIqOVr1vtjs/SvcG8uQzZ8y5VXvu82+NvGoFwXM4RS+/1jQSffkyZMYPnw42rdvj44dO2L06NE4c+YMAKCgoACTJ09GSkoK2rRpg8GDB+Pw4cNX3N+sWbPQpUsXtG7dGo8++ih27drl8X7Hjh2RkJDg8WfOnDkmfTo1e/fuxR133IH3338fmzZtwqFDh3D8+HH9/ePHj+PNN9/EBx98EMRa+mbL6WtycnKQm5uLu+++G3379sVLL72EESNGYPny5Vfc7vvvv8f+/fu9Fn7Nzc3F1KlTMWjQII9Vfn05f/485s2bh3bt2nk1yp84cQIbNmxARkaGV30BoEmTJujXrx/eeustPPvss/j3v//tMbWOLytXrsTKlSuvWMZXHYnIHhjDRKGNMUwUuhi/RKGNMUxEocjfnPJKPZ4kOJ1OPPHEEzh+/Dief/55XL58GRMnTsSZM2fw/vvvY+bMmZg6dSrS09ORkJCACRMmYOjQoVixYoXP+dQzMzMxfvx43HPPPUhNTcUbb7yBwYMHY/Xq1ahZsyY0TcPp06fRq1cv9OnTR9+uYcOGpn5OWRMmTMCFCxfw//7f/0OXLl0we/ZsLFiwQH+/RYsWuOWWW7B8+XI8+eSTQaypN1s2yqelpeHBBx9Et27dAACHDh3CW2+9hZ07d6Jly5Z+t9uwYQMiIyNx0003ebw+b948FBQU4KGHHir12OPGjcPFixcxZswYr/e++uoraJqGW265xeP1Tp06ISYmBo888ggcDgcqV66MRx55BMuWLcPgwYOveLyePXuiZ8+epdbL3Z49ezwCwhBFveJF0Vx5joDngZNdGV5xvnkNJs59V/T/QDvJSK9WX7SZ7HzwMnPlFR7AtJXeLZ0rz/1AgZYPdBsh/xlKU5YYFhb2plNhVU86oAx1tLB3m5U96crrvLOql6lmdjoJSh6WnnNVrryrh55eWmbeeZn5bGXWnSnaf8BrthR9ZtflgulrtsjmQ4k1W2SPYXZ51ZyuNJ+tyZ1mbXMdXYJT4dvOqfg9p5p31fKndXO+h8K6LqrHUl6jpQzUrg9MqEgJdo1hpXtW6fng7bUOm54/NUdg98Uqc9rDmvngiw9m8nFMyp/S97ju25hVnjxpfkZ7mPy9+fPPP2PPnj0YPny4PgvIjh07sHLlSuTm5mLdunWoV6+ePp338ePH8c477+DgwYNITEz02t+6desQERGBsWPHIioqCrm5uRg5ciS+++47dOnSBWfOnIHT6USLFi1svX7mrl27cNddd+GJJ54AAFSpUsWrzF/+8hd8++23VletVLZslE9JSfH4uWnTpgCAI0eOXLFRftOmTWjRooVHb/iLFy9i+vTp6N+/PxwOhz6HkNPpRF5enkfZRYsWYcmSJXjllVd8Tl2zadMm1K5d22tqnKZNm+p1dK/v0aNHA/3IwSV9E64VN8LbcUG6QLZxa7AwbUE61Qshmy3mJr/4q40XpLPhRQdv3EscizfuHqxt+LawccHqRWPtREgs/grILfym3Nhf9LNdcrr0Q2kBaEUbBHpqJc+V2Yu56kx8wG5p4737hkbXK4RoCq2aqtPRKk0vo7pQu4ULuapcgwAhcj2hOCUQmUi6c5dkBzXpPO22f+n7Yrt0aCvxF5MWjlfp0Obq6VzqcfS2A0dR+UDrZFFHAUicKxvfF4cU4bunvNnT1zRu3Bhbt27FVVddpb8WExMDp9OJy5cvIy8vD9HR0fp71apVAwBcvnzZ5/7y8vIQERGBqKgoj/K5ubkAiqfqvuaaa+QXo7ZQ5cqV8dtvv/l9Py8vD9u2bUNsbKyFtQqMLeeUX7BgAf773//qP2tFySjsCskuPz8f+/btQ5MmTTxe/+KLL5CTk4O3334bLVu2RNu2bQEAy5cvx5133qmX279/P1555RWkpqaib9++Po+xc+dOr/0DwJdffonFixdL1ZeIiIiIiIiIiIhCSNEaEl5/TG6UDw8PR7Vq1RAREYHc3Fz8+OOPWLduHbp27Yrq1aujZ8+eOHjwINatW4dff/0VCxcuRMOGDdGiRQuf++vZsycuXbqE2bNn448//sDcuXMRGxuLW2+9FQCQnZ0NAFiyZAnatm2L9u3bY+7cuaZ+RhU9evTA1q1bMWDAACxZskSfT37r1q1YuHAhHn74Yfzyyy+46667glxTb7bsKT99+nRUrVoVycnJAAobzIErz1t07NgxFBQUePVi79ixI+bPn6//nJ+fj379+iElJQXDhw8HAJw7dw5PPfUUYmJiMG7cOJ/7z83NxW+//YZOnTp5vbd27VosXrwYXbt2RdWqVQOqbyjSh8MH/BS26DG6FqbWGyCwSqGoUqaU9xjGB8j1CDC1Z5wI+Em9o+iU6h2NAn7yLntuZfdfXNw2ve+CtMCNSk86oPz2plPuZV9Oe9OFwkgA1etPpe1CbSEq2enh9GnbFKaHk+iBrzbUvojdpoezUd4pSy4EAqiXRVPPqJQ3u0e9HTiFfOZVGRFXuJ1KL2rVPKg6kk5+O+Vp7izsVa7yuQqPZ900d6Ewkq7c0oR+XyV9X2z2VDUy27i2k+qNHniPbPle4qqjxmVH2BdtJjEFndyocbdYs9k9rtT1D12Rwyng8LECr2ukytChQ6X3KTOd144dO/Tpua+//np93ctBgwZh3759GDZsGAAgNjYWn332GcLDfTf99ujRA3v37kVGRgYyMjJw1VVXYfbs2XqPeVejfK1atTBlyhTMnDkTr776Klq1aoXmzZtLf0azPPvsszh06BA2bdqEb775BkBh+2VaWpr+9w4dOuDpp58OZjV9smWj/L333ot33nkHkydPRoMGDfDRRx+hTZs2+hxIu3fvxuXLl/Ve7wCQlZUFoHCeIHexsbEeQxRcwzBiY2PRrFkzAMDIkSNx5MgRDBgwAD/++KNetlatWmjcuDGAwqlzhBBejf6u+i5atAijRo1Cz549MW3aNMTExOCee+4x4nQQERERERERERFRsGla8RMed0UPiaZOnWrq4W+44QbMnz8fhw8fxrhx4/Diiy9iypQpWLhwIVavXo0RI0agUaNGGD9+PEaPHo2PPvrIZ8P8xo0b8dFHH2HAgAHo0KED3n77bYwaNQrz589HTEwMkpKSMGbMGNxzzz2IiYlBgwYNkJqaigULFtiqUT46OhozZszA+vXr8Z///AcnTpxAXl4ewsPDUadOHdx222244447bDn9ji0b5R9//HEUFBRg8eLFOHPmDNq1a4dXX31Vf3/ixIn45ZdfsGnTJv21kydPAihsSJf1xRdfAAA+/vhjfPzxx/rrvXv3xmuvveax/9q1a3ttf/PNN+PNN9/Ee++9h+eeew6NGjXC//3f/6F69erSdbElKxekM/HJvtSCdNJz6xV9BjsuSGdyTzcrF6Qzc+FbKxakKw170xlzLPam8xQSvenKa495mTylPC9t0c+mr9kS+P6L84hJOVd11JvJ88GbOf9tmT4DYJ81W1R61NuMpvjlozy6zcL8qbSGjIXzywPWrnOjlKtDYnSb6vWE0mblh2Rvd/0eV4P8fbHZ+VMfyRbg6D0XmXtjmYXgNchNrKwJfeSh3Ua+cdR4BSEEfJ4wi85hlSpV0KpVK7Rq1Qq//PILpk2bhiNHjuCNN95AcnIyhgwZAqBwau2nnnoK69ev95i+2+XNN99EXFwcRo0aBaBw7vg+ffpg/vz5GDhwIOLi4hAXF6eXr1u3LmrUqGHb9TO7dOmCLl26BLsaUmzZKB8REYGnn37a79CC2bNne7320EMP6cM3riQqKsqjNzwAr599SU5OvmK5Hj16oEePHqXuJ1QIvZE58OHw0hcRZi9Ip3oRIT2MT7axWNh3QTrZBA/YclheINupNlhYQeXGXbVxuLzeuKtOZVNeb9ytbNAv3M66Y4Vsy54b6YWTVKaqsfP0cAFUyWNYu2k3yGUcAm/SccyeekZlqL3yjX7oh6tOU2xmdyot/qqa463L1epTyFmX06x8aG/pg/RQWKg9hBXfF5v0kF1lyldAvuFbqqNA0f8lp5+TXQjVimnrAl7MVfEY7KBWMfmbvkZvtzFJVlYWNm7ciJSUFNSvXx8AcN111wEATpw4gTNnzqBBgwZ6+UaNGgEADhw44HN/Bw8e1OePB6DPFOIqv23bNvz888+4//77ERERAaDwvsUu62cePXoUP/74IyIjI3HTTTchJiYGQOHCrpmZmdizZw/CwsLQqlUr3HHHHX6n8Qkm+9WIiIiIiIiIiIiIyG40Db670pnbKJ+Tk4OxY8ciNzcXAwcOBAAcPnwYQOFU3pGRkfrU3gBw6NAhAECdOnV87q9OnTpXLP/tt9/i7bffRps2bdCkSRP89ttvOHv2bNDXz8zPz8eoUaOQmZmpvxYdHY2xY8eiffv2eOyxx3DgwAG94/Ds2bPRtGlTzJo1C1WrVg1WtX1iozx5Ul2ERtMC7w3gOo5ZC9JZtpirFU/25bcpPJi9ypv9ZF+qfAj11mNvuhLbsTedh3Lbm0557hzF7YLJqunhzFwoTvYzKE4PF/g5Ktp9mHlTyQBQyjsB53TZ8kXM7r1uSY/6EKSSq52qx1IeYWXdiDNLF3hXvg5RyPEhMLpNtYOmpaPbQoV+UiTuWU0eYVamUeAS5WWnYlNZOF6+R72rcuaUlx2NZ8Wo8TJ9BjPrRYU0Ab+N8iZ2Ik9KSkKzZs0wffp0VK9eHbm5uZg/fz66dOmC6667Dvfeey8WLlyId999Fw0aNMCbb76JGjVq4PbbbwdQ2AP+999/xy233IKwsDD06dMHkydPRkZGBm6++WZMmzYNERER+oKzPXr0wNSpU/HKK68gLS0N//rXvxAWFoa+ffua9yEDMGXKFKxcuRLVqlXDzTffDIfDgW3btuEf//gHWrRogaysLDzwwANo0aIFzp8/jxUrVmDv3r2YNGkSXn755aDWvSQ2yhMRERERERERERGVxumnp7xDM7VRPjw8HFOnTsWECRPw+uuvIyIiAvfccw/+/ve/AwBGjRqFypUrY+HChTh37hxatGiBkSNHIjY2FgDw4YcfYsmSJdi5cyeioqIwaNAgCCGwaNEiLFq0CI0bN8YHH3ygT3sTHx+PadOm4fXXX8dzzz2HunXrYvLkyR5T5ATD8uXLER8fj88++wzVqlUDAFy4cAEPPPAAfvjhB0yZMsVjbvm0tDQ88MADWL9+PRvlyaake67Zd0G6gBejc+1farFYAGEWzbNr1oJ0eg+8wHtByM+VV4bPUFg5U44j3QPfBqzsTWflomuA/XvTKS/iWk5706ku8GbpXPEh0FteaKJwvRYgsN53mgZRlGvNX7PFxB71ru1MG12mOHrNgjVbZH6VlcrrPwS+DWBuj3p9swoyn63q/PKqi7+qfPcrryFj6eLpquu6WHfNY22uDoGRdEpblR/Fi7lKjhqXXghVYv/uC8wCUgu1F24oNzIt8FHmRf+XGjVu7nzwZq89o3LfDZg7es/O66qFFOGvUd78b8XatWvjrbfe8vle5cqVMWrUKH3h1pJee+01vPbaa/rP4eHheOKJJ/DEE0/4Pd5f//pXLF68uEx1Nlp2djbuvfdevUEeAGJiYtC2bVscPnwYt9xyi0f5iIgItGzZEkuWLLG6qqWyx+z8FFKEbMuMkLjlEAL6gnSawnYmlXcIod+IB1oeAnJXqtLlJT+DVnxxFlB5UZRTpP+95YrLlC+uU4DbFZXTtwth/matK3U7xRt3lZtw1Rt3pTqKMLXFZhVv3JUWclW8cbdyO9Ubd6XtpLeQ/2q3NaGp5UOp8lYcQyF3BvoF5tq/5D+69Pe7Sm42PadbVN5GdZLO6SHACQGnwodxKnx+5VytnD8VHm4jTHF6PPvnT9Wca13+VDyW4nYh+0RNlSbkeji4yluRp2Voknm3KK/L3hebW17tnlXpvtjs8qp5NFDlJNfaglPz/cfkhV6pUP369bFu3Tr88MMP+ms7duzAunXrAABz5871KP/7779jw4YNqFevnpXVDAh7yhMRERERERERERGVxt9Cr2FslLfCgAEDMGbMGDz88MN6b/lz586hZs2auP/++zF58mSsXLkSiYmJuHDhArZs2YLLly/r0/zYCRvlqXSup/laUU8XExekC3hofuEGxX8PZDtXbz2JOpWLBekUhgqqlLdkQTozh8EL60fvqUxNo9qbToVVPekA9cXa7L4gq5VDzwH13nRKx7J08dcQ7oFn2fRwCvuXyTsy08NZNQQecscxe+oZK4baK08PJ53TZRf6AxeVc6MpLdSuRnnxV5Vp3VRztc0XmgUsvp6w+bULoDZKrdyMbCuNkFj8FZL3uEU53fXrL71Qu03KOwSkp4eTvhZQnX5OZSFUk6aSkS2vPuVr0XblOO9azumEz1/WMNVsTjIefPBB5OXlYdq0afjjjz8AAK1bt8arr76KuLg4/Pnnn1i5ciV+/vlnAEBYWBgeeughDBw4MJjV9omN8kRERERERERERESlEX7mGqowTyeDr1+/fujXrx/OnDmDqKgoREdH6++98cYbeOqpp7Bv3z5UqlQJSUlJqFOnThBr6x8b5emKChekk+t9Z9sF6WR67Eku5mq7BekUe7qZuSCdZU/2JXvgBbvnAHvTlTgWe9MF71ih0JuuHF/n6ovFBdxrTWKx2MIDFJWXzJ0uMttJ5R3ZPCWzSLlqrzjJHK0vphfY7ovzYWDnSmUxV9NzoeIouVBccB0AnDJzQLtvpzK/vPJi4Sq5WnUkneJ2KjnNwsXTlRd4t3DR2FAYSVfuFMW/KBo1LntvHPgCrXI98K0ZBe7av0SdJPYvmw/dtzN71HjA+c2mo8Y9gl6yThQAzc/6EOE8iVarUaOGz9fj4uIQFxdnbWUUsFGefFO52ZeeesaiBgWThrVLT5+jH8c+U8+UaRifbHmTLyJMn6bHhsrrjbv6w4PyeeNenqfAUTuY2qFsyX16uABuqPWGew2B34BDcui8aq614/RwMuHm1gnBLjm6LA0JstPu2KXx3u4NAprCF5Dyg3QL86fqw22Vh/bK09xZOKWe8nY2f5CuPl2d0mblg8w9bslGeLtMJeM+JY7Z98Vm36ebPPWMfEcBhennTL7vlv+3c984wDoRhFODED4mo9U4fY2V1q5diz179uDixYto0KABunfvjtjYWJ9lJ06ciFmzZmHv3r0W1/LK2ChPREREREREREREVBqn0/cTGTbKW+LUqVMYMmQI9u7d6zHaeOLEifif//kfPPnkk7jqqqu8thM2fMrMRnnyFOoL0gnhNozcLsP4SvxFokeAmVPPyC3KVvRFB7lehHZbkE5pCgALqAxvL/sx2ZvOiGOxN13J7ZQ2s3bRWBtwTUVm6hB4QG2Bdoke+NKj5GSmh1PMO8pD503KOyrHMLu8VVPPmHpdEkSaYt93p+IXpEq+UJ+ezcop5KzLaVaOpLN8dJuFOT6U867ZpEakAYV5WjpHy14LlGHauoDuq4ru8zSH3Mg0qXtQ18ECLa967aB2nMDPrcS+i8or5WgEfpxgT+Ea6oTT6fO7VJ9umEw1YcIE7NmzBzfffDO6dOmCypUrY8+ePcjMzMSHH36I9evX4/XXX0eLFi2CXdVSsVGeiIiIiIiIiIiIqDRC+O6NZMOe2OXRxo0bccstt+Djjz/WX3vggQfw7LPP4u2338a8efPQt29fDBw4EMOGDUNERETwKlsKta4NVLFpAkIIuaEfws9CGH7L+/mSM6q8Jgr/SH5pOiTKO4RQKy8gN2ey5Gd3aMWL0gVWL4m6uMpLfwa58g4hWS/Z+gSJBrW5Z1XnNy8L1d50Kj3qnHBI96jThEO5N51VvdhV6yiEQ7qXm8o2ZdlOqduNapyGSHzrZBeMNDMXusqbnHNl86H0DY0Q5ucF6TzlltNlmFm+LJ/BTjndJpxCKPV+9zEDbQDbyOdBoHA0l+yILvVcHabUQ19tnRu1YzmFQ/qaqSzXBVb1tHfd1siS/eov3EbxuqC8kj35kuX1e24r7otN3r/KvbEM6TwiJO6Li/KabL4yu7x7vWS3oTJyOn3/UVwYnuTk5eWhdu3aXq9XrVoVL7zwAj755BNcc801mD59Ovr06YOdO3cGoZaBYaM8ERERERERERERUWk0Z+EUNiX/cE55SyQlJeHzzz/H6tWrfXYWbtu2LZYtW4bU1FT8/PPPePjhh7F27dog1LR0bJSnwEn2dtef7Kv0Bgh8A3v2IpTtriL73a0F3ivQqp5uquXNfLIfqj3qVXrfqfbkUu1tVhah0ptOVnnvTSe/TRl62av2tLezAPNIce7U5BaLks478j32HVrhH5lt5HIn5PKhct6R6alndg98IdfT3+0zyH4OKZLlrRglZ1cqc8yrjoxTzRcqvezVe+crHEuxd756/rTyWPYeSefaTnoblIvwVSI0oX5fHCjVHvgKI83MKi+fP4vqL/sFKXmuzM6fdh41Hoqj0uxK89Ugz0Z5yzz77LMAgBEjRqB169aYMmWKV5nq1avj/fffx+jRo1GpUiUcP37c6moGhI3yVCqhCbkFK2QbElwXNdINCiZedEg3DEjeVJfYLlBKCVhGeRmW59pOgh0vUqwe4i59LMWb6LKw8sZdZdi/6rFc21l1LEunwIHajbvSlIyqDfp2oHwDbsPp4Uye3sb88q6barlfQpmp4VzHka6TbHmbPcxWaqwIAU4IpUXbnaLwj/zxrGz4VpgCR/XhewhMIaeynfX50+Lp6kI178pSzbcq98Wyx5AtH+B2ev5UuTeWoDT1jOkPza0pH9KfoQK64YYbAAFcqnrG6z0BgUvVTiMi9yrrK1bBtGrVCvPmzcNf//pXFBQU4OzZs37LpqWlYf78+YiLi7OwhoHjQq9EREREREREREREfjRq1AhVztXE2atPosr5mgjTKunv/VnlHHKjL2HGjBlBrGHF0axZM8ycORO5ubnIy8u7YtmmTZvi888/t6hmctgoT77pT7c1wBFgTxfXNo4Ae0uolncpZTvXEHu9c0+Ax3EIARFonVz1kizvKOoFFHDHEtdHN6m8qwdhoJ/b9URfmFgn5c/g2qC07Ur2ArBpJx/VAXBWDW8vy3YqdSwrq3qwq26nuniaaqcWq4a5F25o0YKxoUhI5FoUDoN3yOQdTei5MODtrMzpAWyj5x1NAGEBHsP1BRroqXWNVAhw/9J5x0UlH8qEgmR5h3D7Dgk45xYdyqzPHKI0pSE+iou8q+ZexYHSVk07B0B5oVkVKj3zAcXrCSuPpXo9oXhBobpdSJDNb66e8WEB/k7quUfiGK56SZR3aAIi0Pwp/ZmL/h9m7rWDyj2rfH5TvC+20303VNo05PZfka3esQwpySk4V/N31MiuC6Cwl/yZa37DVRdjkJycHOQaVixRUVGIiorSfz59+jS2b9+OX3/9FZqmIS4uDu3bt0d0dHQQa+kfG+WJiIiIiIiIiIiIrqB27dp4YtgTeP/d/0PM2asRXhCJC9WzURCRh0WrFwS7ehVCVlYWwsLCUL9+ff21/Px8/O///i8WLFiA3Nxcj/JVqlTBiBEj8Mgjj1hd1VKxUZ7KxLVgjUPTAu8NABT2CAj0ST1Q2OMg0P2b3AO/uE5F/w/0Yyv0jHPA3Cf18nWSPbeu3cs9qXcIyQ6yEk/2pc+RTajMOQuozzurQnUhVqVjlaErh5XHVO5lX0570yn3pCunPfBc67U4Au75Ldn7zjUvrcyINz23md2bLrDi8r3oijaDZA9CE/NOcS4s+jHAkVwBly9i/jWA+8FMrpNNOGXmdnbfTmV+eeXvfdWe7yrXB9aNqLMyDwKKC7wrXy+Vz5F0dotfq+n3xQHfJynkaEDhWkDh3lgqf8re5wkLRphJXjsUnVIRFtgxlK41TB817rlZeb83DraBAwdi6jvTcebqE4j9ox7OxhZOZ5OYmBjsqlUIr776Ko4dO+YxJc3EiRMxZ84cREREIDU1FfHx8dA0DQcPHsTXX3+NsWPHIjw8HA8++GAQa+6NjfKkRnKId3F5xYsPky4ipB8OCOF2k2zWMDvVIW0BfnbXKdXcpvYJ9BgmJXfLLiJsNixPKLRQ2n2Iu3KDt4VD3MuKN+4GHK8iN84LAT2SA8mF7g+lbTL1jMf0cGbduJv9GSyaeka+sULuxtiKxg3Z6xLpxnu3hxB2bRTQFL98lHK2hQ3fyg/hLcz1VnYUUM7VIfEgXeV6QulQFYurYV0Lk+xwJncPKjVtnXKHM8n7e+mH8rLtB4AjzG4d1NTKy+Y3Szqo6S9IHId0MTExeHHsP/HKy69AhGkQYRpWfb802NWqMHbv3o1u3bp5vLZixQrUrl0bc+bM8ehBDwDHjx9HWloaZsyYwUZ5KjvXUIz8iMvmH8zhgN6dzZVA3ZNi0d8dDodbo4HrvbDi91z0JOzw3p/D4bm/kvVw+C/vO5sUvlbcjO7wnd1EiX0Ih3fid3j/oJcR8K6H22krPoz3eSs+tMPrIwi310pWEYDXBY1wuO3Xvar6Prw/k9d+3Y+JEu+VrK9+TP/lr3TqfX0m99e89uco8Xf3fbm9pn9OX3XzKOdj/0X+/PNPU+ccc8Xw4SOFvyiuHnWuejqLLnI1FN/Ql/x/4d8dReUd+u+5s+g9182XEw6vm0VN+NivKG50cNXHvRHC9XfX9bSG4rlzXQ0BQgg4SzRBuG4eNYQV17coOIRwuG1bHDDFrzlK/BxW/Hf9sxdvV3z+wnxs66qHw6sxQRMOvZ7C/Zy6bVPyPf2YrjKi+Dx7HMt14VviRl+D2/5F8WsocUzN41gljum2D9dn14QDJduONOFdTv9ZFNfRnShxPoRwu6HX/++9XfEBfAe9o2Q5uJf38V7JY/l6z32fRa9ZFcPKeVj/PnbLryVynGfu9M6v+vu+8mrJ4/jKrx45FN6v+cyvJfKOZ5Jxe8M7rxa/5Su/+sirJT+Dj/zq8ybdIz+5beNe/gpVBaCfR5951b3ePvbrc38l6+G2j5J51Ved3HOcr5zlM7/6yHU+P0OJz+LzmPp+Hb7Llfws7vv38ZrPc1SijmbGsCt+f8kqvax7znMpzgXFP7vnQQBeeb2w/JVzu3tOd1e4/6K/+8jtvurontsLfxZeuV2D8Pr+95fbC3/WPHJ68TauOvnP7SVzsedrvnO7e073OB8e+3fLt0XH1+vo/r1T4twK95ztI+/rn81Pbi98r/jzuV9nyeR297bTQHN7yUZ5IRzFKfIKuV34OB8e1xW+crvPXO3rC6conIvK2z4Hq3LP3b7ybck86567S7svdv3s635XP4SP965Q3teXrMd9MeDji9v1muf7nvexJTdweOdvh9s+SpYP83Ut4PCZD/3lb/cqFu/XVx51eOQpn/v0t1/33F7iUJ7lHcV/v1L5K5z60u6LgdKvBXznZYff8iXPi/tnNzuGy4sHHngA4/75Gv6MOYchQ4agTp06wa5ShaFpGv7880+P15xOJ1JSUrwa5AGgXr16SElJwcKFC62qYsDYKB+Cjh07BgDIrnssyDUJYR53SUGrBdnUL788iubNm5u2f1cMvzLerhc7vh4BEHny165mB7/0SbMkhpmHfRBgXqUyMzMPu+L3+YxAekVbPxrLPMztVDojcvsv3dOZg0NJyRZk5vAKz+x74fIiIiICH382A0/cNRyDBw8OdnUqlPbt2+Pzzz/H3XffjVtvvRUA0LVrV+zbt89n+V9//RXr1q1DfHy8hbUMjEOozJ9AQZWTk4P//ve/+Mtf/uKxyrC78ePHY/To0RbXrHzjOTWWnc9nw4YNTe0dwBi2Hs+n8ex8ToMdw3Y+N6GK59R4dj6nZsYwc7D1eD6NZ+dzyhxc/vCcGs/O59TsGCYqq0OHDuHBBx/EhQsX0Lp1a3Ts2BGRkZGYMmUKunbtittuuw0FBQXIycnBrl27sGHDBuTm5mLSpEno0aNHsKvvgT3lQ1BsbCzuvvvuK5apWrUqn24ajOfUWBX5fDKGrcfzabyKfE5Li+GKfG7MwnNqvIp6TpmDrcfzabyKfE6Zg63Hc2o8nlMidQ0aNMCcOXMwcuRIbN++Hd9//z2Awin3MjMzsWrVKr2sEAIxMTF44YUXbNcgD7BRnoiIiIiIiIiIiIhCQEJCApYuXYpt27Zh69atOHHiBPLy8vT3w8PDUb16dTRt2hS33XYbqlSpEsTa+sdGeSIiIiIiIiIiIiIKGW3btkXbtm2DXQ1l5Wn1IiIiIiIiIiIiIiIiW2OjPBERERERERERERGRRdgoT0RERERERERERERkEc4pT0RERERERERERES2Nm/ePKxfv156O4fDgRkzZphQI3VslCciIiIiIiIiIiIiWwsPD8fmzZult3M4HCbUpmzYKE9EREREREREREREttasWTMAQO/evdG7d+8g16Zs2ChPRERERERERERERLbWpEkThIeHo169emjXrl2wq1MmXOiViIiIiIiIiIiIiGwtMjISjRs3DnY1DMGe8kRERERERERERERke0uXLg12FQzBnvLlVM+ePYNdhXKH59RYPJ9XxvNjLJ5P4/Gc+sdzYzyeU+PxnPrHc2Msnk/j8Zz6x3NjPJ5T4/GcEhEAOIQQItiVICIiIiIiIiIiIiIqzZYtW7B//35ERUWhQ4cOiIuLAwDk5ORg3rx52L17NypVqoQbb7wRDz30EKpXrx7kGntjozwRERERERERERER2dqFCxfw+OOP4/vvv9dfczgc+Pvf/47OnTujf//++OOPP+Bq7nY4HKhbty7mzZuHOnXqBKvaPrFRnoiIiIiIiIiIiIhs7eWXX8a//vUvxMXFISUlBQ6HAxs3bsThw4cRHx+P7OxsDBw4EM2bN8f58+exdOlSbNiwAT179sQbb7wR7Op7YKM8EREREREREREREdlax44dUbt2bcyfPx8REREAgIKCAvTt2xd79uzBJ598gptvvtljm0cffRQHDx7Eli1bglFlv7jQKxERERERERERERHZ2rlz59C0aVO9QR4AwsPD0aRJEwBAQkKC1zbx8fG4dOmSZXUMFBvliYiIiIiIiIiIiMjWGjdujFWrViEzMxMXL17ExYsXsWrVKqxevRpCCLz11lvIz8/Xy+/btw/r1q1DgwYNglhr3zh9DRERERERERERERHZ2vr16zFs2DA4HA6P1+vXr49evXrhvffeQ40aNdCwYUNcuHABBw4cgBAC48aNQ58+fYJUa9/YKE9EREREREREREREtvfFF19g+vTp+OmnnxAVFYWOHTvi+eefR61atTB58mTMmjULly9fBgBUrlwZTzzxBAYPHhzkWntjozwRERERERERERERhbwLFy7g0KFDqFSpEho3bozIyMhgV8knzilvY7t27UK/fv3QsmVLdOrUCZ9++qnPcgUFBZg8eTJSUlLQpk0bDB48GIcPH/Yos2TJEnTu3BktW7bEgAEDcPToUY/3O3bsiISEBI8/c+bMMeujBYVR5zMvLw+7d+/GggULMHbsWHz55Zde+/jqq6/Qo0cPJCUl4f7778fu3bvN+lhBZeU5DbXfUcav8RjDxmMM+8cYNhbj13iMX/8Yv8ZjDBuPMewfY9h4jGFjMX6J7C0mJgZJSUlo1qyZbRvkASA82BUg33766SekpaWhYcOGmDBhAnJzcxEbG+uz7MyZMzF16lSkp6cjISEBEyZMwNChQ7FixQpERERg8+bNGDVqFHr16oWUlBS8+eabGDRoEFasWIHIyEhomobTp0+jV69eHvMrNWzY0KqPazojz+frr7+OTz75RC/fuHFjj+0PHjyIv/3tb2jfvj2GDRuGDz74AAMHDsSaNWtQs2ZNUz+nlaw8p6H2O8r4NR5j2HiMYf8Yw8Zi/BqP8esf49d4jGHjMYb9YwwbjzFsLMYvUfCkpaUpb+twODBr1iwDa2MAQbY0ZMgQ0apVK3HmzJlSy95///0iNTVV//ndd98VTZo0Efv27RNCCPH444+Ldu3aifz8fCGEEKtXrxZNmjQRa9euFUIIkZ2dLZo0aSI++ugj4z+ITRh5Pl22bNkimjRpIubNm+fx+iuvvCKaNm0qsrOzhRBC7Ny5s1yeXyvPaaj9jjJ+jccYNh5j2D/GsLEYv8Zj/PrH+DUeY9h4jGH/GMPGYwwbi/FLFDwJCQk+/yQmJvp9z72M3bCnvA3l5+dj8+bNuO2221C9enVomoawMP8zDeXl5SE6Olr/uVq1agCgL2qwc+dONG/eHOHhhf/crVu3BgDs2LEDXbt2xalTpwAA11xzDYQQXisYhzqjz2dpdu7cifr16+tPy5OSkhAREYEdO3aU4VPYi9XnNJR+Rxm/xmMMG48x7B9j2FiMX+Mxfv1j/BqPMWw8xrB/jGHjMYaNxfglCq65c+d6vXb48GFkZGQgLS0NnTp18np/69atmDVrFmbOnGlFFaVwTnkbysnJQW5uLsLDwzFw4EA0b94cnTp1whdffOGzfM+ePXHw4EGsW7cOv/76KxYuXIiGDRuiRYsWAICzZ8/qX/5AcSI4ffo0ACA7OxtA4Xx7bdu2Rfv27X3+oocqo89naUqebwCoWrWqfr7LA6vPaSj9jjJ+jccYNh5j2D/GsLEYv8Zj/PrH+DUeY9h4jGH/GMPGYwwbi/FLFFxt2rTx+rNw4ULceuuteOaZZ3y+P3ToULRv3x4ZGRnBrr4XNsrbUH5+PgBg7dq1uP322zF16lRUrlwZI0aMQE5Ojlf5QYMGoUePHhg2bBhSU1Px+++/Y/r06XqPAKfT6fFE1fUk1+l0Aij+oq9VqxamTJmCpKQkvPrqq9izZ4+pn9MqRp/P0pQ830DhOXed7/LA6nMaSr+jjF/jMYaNxxj2jzFsLMav8Ri//jF+jccYNh5j2D/GsPEYw8Zi/BLZz969e0uNKU3TbLnoNBvlbeyhhx7Co48+ipSUFIwePRp//vknMjMzvcotXLgQq1evxogRI/Dee+8hOjoao0ePRkFBQUDHSUpKwpgxY/DPf/4THTp0wNixY+FwOLBgwQKjP1JQWXU+KxL+jvrHc2M8xrDx+HvqH8+NsRi/xuPvqH88N8ZjDBuPv6f+8dwYjzFsLP6OEtlHw4YNsXr1amRkZGD79u24cOECgMLpow4ePIhJkyZh/fr1uP7664NcU2+cU96GIiMjPf4PFH4ZA0BWVpZHWU3T8MYbbyA5ORlDhgzRX3vqqaewfv163HnnnQgLC4OmaR7bAEClSpUAAHFxcYiLi9Pfr1u3LmrUqIGjR4+a8OmsZ/T5LE3J8+3ah+t8lwdWn9NQ+h1l/BqPMWw8xrB/jGFjMX6Nx/j1j/FrPMaw8RjD/jGGjccYNhbjl8h+xowZg8cffxxz5szRp3dyOBwQQgAAhBCIiorCqFGjgllNn9hT3oauueYaRERE6EOVgOIhdhERER5lc3JycObMGTRo0EB/rVGjRgCAAwcOAABq1KiB8+fP6++fO3dOfx0Atm3bhk8//VQfigUU/tJeacGSUGL0+SxNyfMNAOfPn9fPd3lg9TkNpd9Rxq/xGMPGYwz7xxg2FuPXeIxf/xi/xmMMG48x7B9j2HiMYWMxfonsp3Xr1li1ahWGDh2K5s2bIyYmBkDhOiI33HAD0tPTsXLlSnTo0CHINfXGSLahsLAwJCUlYfPmzfqwpu+//x4AkJCQ4FE2NjYWkZGRHk9lDx06BACoU6cOgMInt3v27NH3tXPnTv11APj222/x8ssv69v99ttvOHv2LBo2bGjWR7SU0eezNElJSTh69Kg+p9zevXuRn5+vn+/ywOpzGkq/o4xf4zGGjccY9o8xbCzGr/EYv/4xfo3HGDYeY9g/xrDxGMPGYvwS2dO1116L4cOHY+HChdi6dSv27t2Lb775BsuXL8fzzz+P+vXrB7uKvgmypY0bN4omTZqIp556SqxcuVLcfvvtIjU1VeTm5opdu3aJrVu36mVfeOEFkZiYKKZMmaKXbdeuncjOzvbY17PPPisyMzNFly5dROfOnUVubq4QQohDhw6JpKQk8cgjj4g1a9aIAQMGiKZNm4pffvklKJ/dDEaeT5ctW7aIJk2aiHnz5nm8/tNPP4nmzZuL9PR0sWrVKnHfffeJtm3bilOnTlnyWa1i5TkNtd9Rxq/xGMPGYwz7xxg2FuPXeIxf/xi/xmMMG48x7B9j2HiMYWMxfomCa8mSJeKLL74IdjUMwUZ5G1uyZIno0qWLaN68uXj44YfFzz//LIQQol+/fqJDhw56uYsXL4rx48eLlJQU0bp1a9G/f3+xe/duj30tXrxYpKamihYtWoh+/fp5fYlv3rxZ9O7dWyQlJYk77rhDrFmzxvwPaDEjz6cQ/hOnEEJs2LBBdO/eXTRv3lz07t1b/PDDD+Z9sCCy8pyG2u8o49d4jGHjMYb9Ywwbi/FrPMavf4xf4zGGjccY9o8xbDzGsLEYv0TBk5CQIBITE8WAAQNC/gGVQ4iime+JiIiIiIiIiIiIiGwoMTERDRo0wIkTJ5Cfn48+ffrgscce81i/IVRwTnkiIiIiIiIiIiIisr3U1FSsWbMG3bt3x4IFC9CjRw/07dsX06ZNw3fffYdLly4Fu4oBYU95IiIiIiIiIiIiIrK1xMREpKen4/nnnwdQuIDy/PnzsWzZMpw+fRoOhwMOhwN16tTB9ddfjzp16uDaa6/F1VdfjQEDBgS38iWwUZ6IiIiIiIiIiIiIbK1ko7xLXl4evv32W2zevBlbtmzBjz/+CKfTqb/vcDiwb98+q6t7ReHBrgARERERERERERERkYrIyEgkJycjOTkZAFBQUIBjx44hKysLx44dQ3Z2dpBr6I2N8kRERERERERERERULoSHhyM+Ph7x8fHBropfXOiViIiIiIiIiIiIiGztuuuuQ40aNYJdDUNwTnkiIiIiIiIiIiIiIotw+hoiIiIiIiIiIiIiCkmXL1/GokWL8PXXX+PXX3+Fpmm4/vrr0aVLF/Tq1QsOhyPYVfTCnvJEFJLOnz+Pffv26X+efvpp1K1bN6Btn3nmGaxatcrjtW7duuGdd94xo6pEVALjlyi0MYaJQhtjmCh0MX6polu6dCmOHTuGYcOG6a/9/PPPSE9Px6lTp1CymdvhcODGG2/E9OnTUa1aNaure0XsKU9EIalfv37Yv3+//vPgwYMD3jY7OxtNmjTBqFGj9NeuvvpqQ+tHRP4xfolCG2OYKLQxholCF+OXKroPP/wQtWrV8njt5Zdfxh9//IGOHTvi4YcfRnx8PJxOJw4ePIhFixZh06ZNmDhxIsaNGxekWvvGRnkiCknLli0DAEyZMgXvvvuu1LbZ2dmIi4tDhw4dzKgaEZWC8UsU2hjDRKGNMUwUuhi/VNEdPXoUt9xyi8dru3btQtu2bTFjxgyP1xMSEtCjRw8MGjQI69evt12jfFiwK0BEZLT8/HxkZGSgXbt2aNOmDcaMGYO8vDz9/VOnTuGaa64BAK+hTUQUXIxfotDGGCYKbYxhotDF+KWK4Oqrr8auXbs8XqtduzYaNmzod5vq1aujoKDA7KpJY6M8EZU7b775JubOnYvBgwfjySefxMKFCzF16lQAQEFBAc6ePYsff/wRnTp1QsuWLfHiiy/a8guaqCJi/BKFNsYwUWhjDBOFLsYvVQT33nsvduzYgWeffRZZWVkAgPT0dKxbtw6///67R9nz58/jww8/xJo1a7x619sBG+WJTPDvf/8bCQkJ6Ny5MzRNAwDs3bsXCQkJuOmmm3D69Okg17D8unTpEubMmYNu3bph8ODBSE9Px6233opPP/0UAJCTkwMhBDRNw4QJE9CvXz989tlnmD17dpBrTnbB+A0exi8ZgTEcPIxhMgJjOHgYw1RWjN/gYfxSRTF06FB07NgRmZmZuPPOO9GlSxesWLECFy9exN1334309HT0798fPXv2RIcOHTBp0iTUrFkT//jHP4JddS9slCcyQefOndGyZUscO3YMGzduBAA92T322GOoWbNmMKtXrmVlZSEvLw/NmjVDbm4ucnNzcf311yMnJwfnz59H5cqVMXbsWEyYMAEdO3bEyJEjERcXhwULFgS76mQTjN/gYfySERjDwcMYJiMwhoOHMUxlxfgNHsYvVRSRkZH44IMP8I9//AP16tXDsWPHsH37duTl5eHMmTPYvHkztm7digMHDiA8PBz33nsvFi1ahPr16we76l640CuRSZ5++mkMHDgQn376KW688UasWrUKNWrUwGOPPRbsqpVr586dAwBMmjQJkyZN8nqvXr16ePDBBz1eT0xMxH/+8x8IIeBwOCyrK9kX4zc4GL9kFMZwcDCGySiM4eBgDJMRGL/BwfiliiQsLAwDBgzAgAEDcPLkSZw4cQK5ubn6++Hh4ahevTri4+NRqVKlINb0ytgoT2SS5ORktG3bFl9++SXeeustXL58GcOGDUNMTEywq1auValSBUBhT4w777zT471rr70WR44cwaZNm9CpUyfUq1cPQOEiN5UqVeKFCOkYv8HB+CWjMIaDgzFMRmEMBwdjmIzA+A0Oxi9VND/99BPWr1+PAwcO4OzZs8jPz9ffi4iIQLVq1dC4cWN07twZiYmJQaypf2yUJzLR8OHD0a9fP3z66ae49tpr0a9fv2BXqdyLj49HeHg4zp07h1atWnm9//vvv+Pll1/Giy++qP97/Pjjj2jQoIHFNSW7Y/xaj/FLRmIMW48xTEZiDFuPMUxGYfxaj/FLFUV+fj7GjBmDpUuXQghRavl3330XvXr1QkZGBiIjIy2oYeDYKE9korZt26J27do4efIkUlNTER0dHewqlXsxMTF45JFHMG/ePFx33XVo2rQp9u3bh+PHj2PChAlo2bIlGjVqhGnTpqF69erYsWMHsrKykJGREeyqk80wfq3H+CUjMYatxxgmIzGGrccYJqMwfq3H+KWK4q233sKSJUuQmJiIu+66Cw0aNED16tURFla8bKqmaTh79iyysrKQmZmJFStW4Oqrr8bIkSODWHNvbJQnMtHatWtx8uRJhIeHIzMzE8888wxiY2ODXa1y77nnnkNYWBjmzp2LCxcuICEhAU8//TSAwkVBpk2bhoyMDLz00kuIjo7Gk08+ifvvvz/ItSa7YfwGB+OXjMIYDg7GMBmFMRwcjGEyAuM3OBi/VBEsW7YMbdq0wezZsz0a4v1JT09H//79sXz5cts1yjtEIH39iUiapmno1asXsrKyMHLkSGRkZCA9Pd12XwJE5I3xSxTaGMNEoY0xTBS6GL9EZKbWrVujR48eGDduXMDbjBo1CmvWrMH3339vYs3klf5IgYiULF++HAcOHED37t3Rt29fXHvttZg7dy5OnjwZ7KoRUSkYv0ShjTFMFNoYw0Shi/FLRGZq3bo1VqxYgdmzZyMnJ+eKZXNycjB79mxkZmbipptusqiGgWOjPJEJCgoK8N577wEAHn30UURERODBBx9Ebm4u3n///SDXjoiuhPFLFNoYw0ShjTFMFLoYv0RkthdeeAFVq1bF+PHjkZycjPbt26Nr167o1q2b/qdr165o3749kpOTMX78eMTExGD06NHBrroXNsoTmWDRokU4cuQImjdvrq98/tBDDyE8PByLFi3C0aNHg1tBIvKL8UsU2hjDRKGNMUwUuhi/RGS2hg0bYvny5UhLS0PdunVx9uxZHD16FFlZWfqfo0eP4uzZs6hTpw769++PZcuWoVGjRsGuuhfOKU9EREREREREREREIeXy5cs4e/YsCgoK9NfCw8NRrVo1REdHB7FmpWOjPBERERERERERERGRRTh9DRERERERERERERGRRdgoT0RERERERERERERkETbKExERERERERERERFZhI3yREREREREREREREQWYaM8EREREREREREREZFF2ChPRERERERERERERGQRNsoTEREREREREREREVmEjfJERERERERERERERBZhozwRERERERERERERkUXYKE9EREREREREREREZBE2yhMRERERERERERERWeT/A9l1HrIEpEbVAAAAAElFTkSuQmCC", | |
| "text/plain": [ | |
| "<Figure size 1600x300 with 6 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "\n", | |
| "g = ds_new.sel(band=\"incidenceAngleVH\").plot.imshow(col=\"time\", col_wrap=5, robust=True)\n", | |
| "# Get the time values from the dataset\n", | |
| "time_values = ds_new['time'].values\n", | |
| "\n", | |
| "# Iterate over each axis in the FacetGrid and the corresponding time value\n", | |
| "for ax, time_value in zip(g.axs.flatten(), time_values):\n", | |
| " # Find the corresponding 'sat:relative_orbit' value for this time\n", | |
| " relative_orbit = ds_new.sel(time=time_value)['sat:relative_orbit'].values.item()\n", | |
| " # Set the title of this subplot to the 'sat:relative_orbit' value\n", | |
| " ax.set_title(f\"Relative Orbit: {relative_orbit}\")\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "id": "a892e365-0d79-4767-98bd-2aea717cdaeb", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [] | |
| } | |
| ], | |
| "metadata": { | |
| "kernelspec": { | |
| "display_name": "Python 3 (ipykernel)", | |
| "language": "python", | |
| "name": "python3" | |
| }, | |
| "language_info": { | |
| "codemirror_mode": { | |
| "name": "ipython", | |
| "version": 3 | |
| }, | |
| "file_extension": ".py", | |
| "mimetype": "text/x-python", | |
| "name": "python", | |
| "nbconvert_exporter": "python", | |
| "pygments_lexer": "ipython3", | |
| "version": "3.10.10" | |
| } | |
| }, | |
| "nbformat": 4, | |
| "nbformat_minor": 5 | |
| } |
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| from io import StringIO | |
| from typing import Optional, List | |
| import numpy as np | |
| import xml.etree.ElementTree as ET | |
| import pandas as pd | |
| import requests | |
| import xarray as xr | |
| from scipy.interpolate import griddata | |
| import pyproj | |
| import stackstac | |
| class CatalogItem: | |
| # Assuming this class exists with necessary attributes | |
| pass | |
| def get_schema_product_urls(item: CatalogItem, catalog) -> List[str]: | |
| """ | |
| Extracts and returns a list of URLs for a given catalog item. | |
| This function addresses issues with STAC objects pointing to incorrect | |
| metadata files. | |
| Parameters: | |
| - item (CatalogItem): An object representing a catalog item. | |
| - catalog: A stac catalogue | |
| Returns: | |
| - List[str]: A list of URL strings. | |
| """ | |
| grd_item = catalog.get_collection("sentinel-1-grd").get_item( | |
| item.id.replace("_rtc", "") | |
| ) | |
| if grd_item is None: | |
| raise ValueError("Catalog item not found.") | |
| urls = [] | |
| for polarization in ["vv", "vh"]: | |
| href = grd_item.assets[f"schema-product-{polarization}"].href | |
| rfi_path = f"/rfi/rfi-iw-{polarization}.xml" | |
| clean_url = ( | |
| href.replace(rfi_path, f"/iw-{polarization}.xml") | |
| if rfi_path in href | |
| else href | |
| ) | |
| urls.append(clean_url) | |
| return urls | |
| def extract_geolocation_data(xml_source: str) -> Optional[pd.DataFrame]: | |
| """ | |
| Extracts geolocation data from an XML source (file or |
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