diff --git a/notebooks/SMAP/1.0 Download SMAP data.ipynb b/notebooks/SMAP/1.0 Download SMAP data.ipynb new file mode 100644 index 0000000..59c0039 --- /dev/null +++ b/notebooks/SMAP/1.0 Download SMAP data.ipynb @@ -0,0 +1,244 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e86eaecf-a612-4dbb-8bdc-5b5dfddf65b9", + "metadata": {}, + "source": [ + "
\n", + "\n", + "\n", + "# **1.0 Access SMAP data with Python**\n", + "\n", + "
\n", + "---" + ] + }, + { + "cell_type": "markdown", + "id": "4101ae06-3984-435c-abcc-f6346d15069b", + "metadata": {}, + "source": [ + "## **1. Tutorial Introduction/Overview**\n", + "\n", + "We will use the `earthaccess` library to authenticate with our Earthdata Login credentials and to search for and bulk download SMAP data. For this tutorial we wil use SPL3SMP version 008 as an example, but the same method can be applied to any other SMAP data sets archived at NSIDC. \n" + ] + }, + { + "cell_type": "markdown", + "id": "dd6c0128-efe4-4fab-8721-55fc366e3c7e", + "metadata": {}, + "source": [ + "### **Credits**\n", + "\n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use `earthaccess` for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "\n", + "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues)." + ] + }, + { + "cell_type": "markdown", + "id": "a57c664e-76f9-416e-ae03-75dce51b3cb7", + "metadata": {}, + "source": [ + "### **Learning Goals**\n", + "\n", + "After completing this notebook you will be able to use the `earthaccess` library to:\n", + "1. Authenticate with your Earthdata Login credentials.\n", + "2. Search for SMAP data.\n", + "3. Bulk download SMAP data." + ] + }, + { + "cell_type": "markdown", + "id": "015703a9-f02a-42f4-8ff0-3b002bf4f2f5", + "metadata": {}, + "source": [ + "### **Prerequisites**\n", + "\n", + "1. An Earthdata Login is required for data access. If you don't have one, you can register for one [here](https://urs.earthdata.nasa.gov/).\n", + "2. A .netrc file, that contains your Earthdata Login credentials, in your home directory. The current recommended practice for authentication is to create a .netrc file in your home directory following these [instructions](https://nsidc.org/data/user-resources/help-center/programmatic-data-access-guide).\n", + "3. The nsidc-tutorials environment is set up and activated. This [README](https://github.com/nsidc/NSIDC-Data-Tutorials/blob/main/README.md) has setup instructions.\n" + ] + }, + { + "cell_type": "markdown", + "id": "c45f3276-1172-4bfb-8389-e9d3cbbe88f4", + "metadata": {}, + "source": [ + "### **Time requirement**\n", + "\n", + "Allow 5 to 10 minutes to complete this tutorial." + ] + }, + { + "cell_type": "markdown", + "id": "53b77eb5-d5ed-4ddd-8fb1-6c69618d7852", + "metadata": {}, + "source": [ + "## **2. Tutorial steps**" + ] + }, + { + "cell_type": "markdown", + "id": "7820a737-33f0-4470-b9a4-03c5c4f0354c", + "metadata": {}, + "source": [ + "### **Import libraries**\n", + "We need just two libraries, `os` for creating the directory to store the downloaded data in and `earthaccess` to authenticate, search for and download the data. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "059690ab-7dff-45c9-816a-6060a191f550", + "metadata": {}, + "outputs": [], + "source": [ + "#Import libraries \n", + "\n", + "import os # needed to create the directory to store the downloaded data\n", + "import earthaccess # used for authentication and searching for downloading the data" + ] + }, + { + "cell_type": "markdown", + "id": "1966ffa6-a5f2-4520-a8dc-f37678a2cf7a", + "metadata": {}, + "source": [ + "### **Authenticate**\n", + "\n", + "The first step is to authenticate using our Earthdata Login credentials. The `login` method will automatically search for these credentials as environment variables or in a `.netrc` files, and if those aren't available it will prompt us to enter our username and password. We use a `.netrc` strategy. A `.netrc` file is a text file located in our home directory that contains login information for remote machines. If we don't have a `.netrc` file, `login` can create one for us:\n", + "```\n", + "earthaccess.login(strategy='interactive',persist=True)\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d47aa955-3d91-4418-85f9-5772f400f712", + "metadata": {}, + "outputs": [], + "source": [ + "auth = earthaccess.login()" + ] + }, + { + "cell_type": "markdown", + "id": "95e2532d-219b-4b9d-b5b9-b43c95b1aa7d", + "metadata": { + "tags": [] + }, + "source": [ + "### **Search for SPL3SMP data using spatial and temporal filters**\n", + "We will use the `search_data` method from the `earthaccess` library and the following variabes to search for granules within the SPL3SMP data set:\n", + "* `short_name` - this is the data set ID e.g. SPL3SMP. It can be found in the data set title on the data set landing page.\n", + "* `version` - data set version number, also included in the data set title.\n", + "* `cloud_hosted` - NSIDC is in the process of migrating data sets to the cloud. The data set we are interested is currently still archived on-premises so we will set this to False.\n", + "* `temporal` - set a temporal filter by specifying a start and end date in the format YYYY-MM-DD. In this tutorial we will look for data for the month of March 2017.\n", + "\n", + "It will output the number of granules that meet the search criteria." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d66e54ff-71dc-422c-9e8a-5b154fa0dbf7", + "metadata": {}, + "outputs": [], + "source": [ + "#Search for SPL3SMP files \n", + "\n", + "results = earthaccess.search_data(\n", + " short_name = 'SPL3SMP',\n", + " version = '008',\n", + " cloud_hosted = False,\n", + " temporal = ('2017-03-01','2017-03-31')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "c7307f44-93cd-49b0-aa11-ae85aca29722", + "metadata": {}, + "source": [ + "### **Download the data** \n", + "Now that we have found the granules that meet our search criteria, we can download them using the `download` method from `earthaccess`. First, we will create a new directory to save the files in." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80d938ed-4fe6-4bff-b71a-cce39e7a9bd4", + "metadata": {}, + "outputs": [], + "source": [ + "this_dir = os.getcwd()\n", + "DATA_DIR = os.path.join(this_dir, 'data/L3_SM_P')\n", + "\n", + "if not os.path.exists(DATA_DIR):\n", + " os.makedirs(DATA_DIR)\n" + ] + }, + { + "cell_type": "markdown", + "id": "0c0fc789-ac80-474a-9928-8d9d4564ceac", + "metadata": {}, + "source": [ + "Now we will download the SPL3SMP data for March 2017." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "467ece65-932a-46e1-9f4c-1b47b628266b", + "metadata": {}, + "outputs": [], + "source": [ + "smap_files = earthaccess.download(results,DATA_DIR)" + ] + }, + { + "cell_type": "markdown", + "id": "910b2ef6-3e14-475e-b689-77bda4c1814e", + "metadata": {}, + "source": [ + "## **3. Learning outcomes recap (optional)**\n", + "\n", + "1. Authenticate with your Earthdata Login credentials.\n", + "2. Search for SMAP data.\n", + "3. Bulk download SMAP data.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3b6b4172-7ba8-451d-9051-912aea174adf", + "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": "3.9.15" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/SMAP/1.0 Download SMAP data_rendered.ipynb b/notebooks/SMAP/1.0 Download SMAP data_rendered.ipynb new file mode 100644 index 0000000..5bb92d1 --- /dev/null +++ b/notebooks/SMAP/1.0 Download SMAP data_rendered.ipynb @@ -0,0 +1,313 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e86eaecf-a612-4dbb-8bdc-5b5dfddf65b9", + "metadata": {}, + "source": [ + "
\n", + "\n", + "\n", + "# **1.0 Access SMAP data with Python**\n", + "\n", + "
\n", + "---" + ] + }, + { + "cell_type": "markdown", + "id": "4101ae06-3984-435c-abcc-f6346d15069b", + "metadata": {}, + "source": [ + "## **1. Tutorial Introduction/Overview**\n", + "\n", + "We will use the `earthaccess` library to authenticate with our Earthdata Login credentials and to search for and bulk download SMAP data. For this tutorial we wil use SPL3SMP version 008 as an example, but the same method can be applied to any other SMAP data sets archived at NSIDC. \n" + ] + }, + { + "cell_type": "markdown", + "id": "dd6c0128-efe4-4fab-8721-55fc366e3c7e", + "metadata": {}, + "source": [ + "### **Credits**\n", + "\n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use `earthaccess` for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "\n", + "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues)." + ] + }, + { + "cell_type": "markdown", + "id": "a57c664e-76f9-416e-ae03-75dce51b3cb7", + "metadata": {}, + "source": [ + "### **Learning Goals**\n", + "\n", + "After completing this notebook you will be able to use the `earthaccess` library to:\n", + "1. Authenticate with your Earthdata Login credentials.\n", + "2. Search for SMAP data.\n", + "3. Bulk download SMAP data." + ] + }, + { + "cell_type": "markdown", + "id": "015703a9-f02a-42f4-8ff0-3b002bf4f2f5", + "metadata": {}, + "source": [ + "### **Prerequisites**\n", + "\n", + "1. An Earthdata Login is required for data access. If you don't have one, you can register for one [here](https://urs.earthdata.nasa.gov/).\n", + "2. A .netrc file, that contains your Earthdata Login credentials, in your home directory. The current recommended practice for authentication is to create a .netrc file in your home directory following these [instructions](https://nsidc.org/data/user-resources/help-center/programmatic-data-access-guide).\n", + "3. The nsidc-tutorials environment is set up and activated. This [README](https://github.com/nsidc/NSIDC-Data-Tutorials/blob/main/README.md) has setup instructions.\n" + ] + }, + { + "cell_type": "markdown", + "id": "c45f3276-1172-4bfb-8389-e9d3cbbe88f4", + "metadata": {}, + "source": [ + "### **Time requirement**\n", + "\n", + "Allow 5 to 10 minutes to complete this tutorial." + ] + }, + { + "cell_type": "markdown", + "id": "53b77eb5-d5ed-4ddd-8fb1-6c69618d7852", + "metadata": {}, + "source": [ + "## **2. Tutorial steps**" + ] + }, + { + "cell_type": "markdown", + "id": "7820a737-33f0-4470-b9a4-03c5c4f0354c", + "metadata": {}, + "source": [ + "### **Import libraries**\n", + "We need just two libraries, `os` for creating the directory to store the downloaded data in and `earthaccess` to authenticate, search for and download the data. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "059690ab-7dff-45c9-816a-6060a191f550", + "metadata": {}, + "outputs": [], + "source": [ + "#Import libraries \n", + "\n", + "import os # needed to create the directory to store the downloaded data\n", + "import earthaccess # used for authentication and searching for downloading the data" + ] + }, + { + "cell_type": "markdown", + "id": "1966ffa6-a5f2-4520-a8dc-f37678a2cf7a", + "metadata": {}, + "source": [ + "### **Authenticate**\n", + "\n", + "The first step is to authenticate using our Earthdata Login credentials. The `login` method will automatically search for these credentials as environment variables or in a `.netrc` files, and if those aren't available it will prompt us to enter our username and password. We use a `.netrc` strategy. A `.netrc` file is a text file located in our home directory that contains login information for remote machines. If we don't have a `.netrc` file, `login` can create one for us:\n", + "```\n", + "earthaccess.login(strategy='interactive',persist=True)\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d47aa955-3d91-4418-85f9-5772f400f712", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "EARTHDATA_USERNAME and EARTHDATA_PASSWORD are not set in the current environment, try setting them or use a different strategy (netrc, interactive)\n", + "You're now authenticated with NASA Earthdata Login\n", + "Using token with expiration date: 08/26/2023\n", + "Using .netrc file for EDL\n" + ] + } + ], + "source": [ + "auth = earthaccess.login()" + ] + }, + { + "cell_type": "markdown", + "id": "95e2532d-219b-4b9d-b5b9-b43c95b1aa7d", + "metadata": { + "tags": [] + }, + "source": [ + "### **Search for SPL3SMP data using spatial and temporal filters**\n", + "We will use the `search_data` method from the `earthaccess` library and the following variabes to search for granules within the SPL3SMP data set:\n", + "* `short_name` - this is the data set ID e.g. SPL3SMP. It can be found in the data set title on the data set landing page.\n", + "* `version` - data set version number, also included in the data set title.\n", + "* `cloud_hosted` - NSIDC is in the process of migrating data sets to the cloud. The data set we are interested is currently still archived on-premises so we will set this to False.\n", + "* `temporal` - set a temporal filter by specifying a start and end date in the format YYYY-MM-DD. In this tutorial we will look for data for the month of March 2017.\n", + "\n", + "It will output the number of granules that meet the search criteria." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "d66e54ff-71dc-422c-9e8a-5b154fa0dbf7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Granules found: 31\n" + ] + } + ], + "source": [ + "#Search for SPL3SMP files \n", + "\n", + "results = earthaccess.search_data(\n", + " short_name = 'SPL3SMP',\n", + " version = '008',\n", + " cloud_hosted = False,\n", + " temporal = ('2017-03-01','2017-03-31')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "c7307f44-93cd-49b0-aa11-ae85aca29722", + "metadata": {}, + "source": [ + "### **Download the data** \n", + "Now that we have found the granules that meet our search criteria, we can download them using the `download` method from `earthaccess`. First, we will create a new directory to save the files in." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "80d938ed-4fe6-4bff-b71a-cce39e7a9bd4", + "metadata": {}, + "outputs": [], + "source": [ + "this_dir = os.getcwd()\n", + "DATA_DIR = os.path.join(this_dir, 'data/L3_SM_P')\n", + "\n", + "if not os.path.exists(DATA_DIR):\n", + " os.makedirs(DATA_DIR)\n" + ] + }, + { + "cell_type": "markdown", + "id": "0c0fc789-ac80-474a-9928-8d9d4564ceac", + "metadata": {}, + "source": [ + "Now we will download the SPL3SMP data for March 2017." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "467ece65-932a-46e1-9f4c-1b47b628266b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Getting 31 granules, approx download size: 0.93 GB\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "bd55adc8cc1b42d19658cbcc885b9c79", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "SUBMITTING | : 0%| | 0/31 [00:00\n", + "\n", + "\n", + "# **2.0 Read and Plot SMAP data**\n", + "\n", + "\n", + "---" + ] + }, + { + "cell_type": "markdown", + "id": "4101ae06-3984-435c-abcc-f6346d15069b", + "metadata": {}, + "source": [ + "## **1. Overview**\n", + "\n", + "We will read in the SMAP data that was downloaded using the 1.0 Download SMAP data notebook. We will then create a map with SMAP data and plot a time-series at a location on Earth. \n" + ] + }, + { + "cell_type": "markdown", + "id": "dd6c0128-efe4-4fab-8721-55fc366e3c7e", + "metadata": {}, + "source": [ + "### **Credits**\n", + "\n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use earthaccess for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "\n", + "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues)." + ] + }, + { + "cell_type": "markdown", + "id": "a57c664e-76f9-416e-ae03-75dce51b3cb7", + "metadata": {}, + "source": [ + "### **Learning Goals**\n", + "\n", + "1. Read in SMAP data and navigate the metadata\n", + "2. Create a map with SMAP data\n", + "3. Plot a time-series at a location on Earth. " + ] + }, + { + "cell_type": "markdown", + "id": "015703a9-f02a-42f4-8ff0-3b002bf4f2f5", + "metadata": {}, + "source": [ + "### **Prerequisites**\n", + "\n", + "1. The nsidc-tutorials environment is set up and activated. This [README](https://github.com/nsidc/NSIDC-Data-Tutorials/blob/main/README.md) has setup instructions.\n", + "2. SMAP data that were downloaded in the previous notebook tutorial 1.0 Download SMAP data. \n", + "3. The EASE-Grid 2.0 longitude and latitude data sets. The binary format of these files have been provided within this repo for use in this tutorial, but please note they are also available in NetCDF format from the NSIDC website at this [page](https://nsidc.org/data/NSIDC-0772/versions/1). \n" + ] + }, + { + "cell_type": "markdown", + "id": "c45f3276-1172-4bfb-8389-e9d3cbbe88f4", + "metadata": {}, + "source": [ + "### **Time requirement**\n", + "\n", + "Allow 15 to 20 minutes to complete this tutorial." + ] + }, + { + "cell_type": "markdown", + "id": "53b77eb5-d5ed-4ddd-8fb1-6c69618d7852", + "metadata": {}, + "source": [ + "## **2. Tutorial steps**" + ] + }, + { + "cell_type": "markdown", + "id": "7820a737-33f0-4470-b9a4-03c5c4f0354c", + "metadata": {}, + "source": [ + "### **Import libraries**\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "059690ab-7dff-45c9-816a-6060a191f550", + "metadata": {}, + "outputs": [], + "source": [ + "#Import libraries \n", + "import datetime as dt\n", + "import glob\n", + "import h5py\n", + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "import cartopy.crs as ccrs\n", + "import numpy as np\n", + "import os\n", + "import pandas as pd\n", + "import xarray as xr" + ] + }, + { + "cell_type": "markdown", + "id": "1966ffa6-a5f2-4520-a8dc-f37678a2cf7a", + "metadata": {}, + "source": [ + "### **Read SMAP data and navigate metadata**\n", + "\n", + "First we will navigate to the directory with the data we want to use. Then we will generate a list of the files and print out the name of one of the files." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d47aa955-3d91-4418-85f9-5772f400f712", + "metadata": {}, + "outputs": [], + "source": [ + "this_dir = os.getcwd()\n", + "L3_SM_P_dir = os.path.join(this_dir, 'data/L3_SM_P/')\n", + "\n", + "flist = glob.glob(os.path.join(L3_SM_P_dir, '*.h5'))\n", + " \n", + "filename = flist[0]; \n", + "print(\"File we are using: \" + filename + '\\n')" + ] + }, + { + "cell_type": "markdown", + "id": "95e2532d-219b-4b9d-b5b9-b43c95b1aa7d", + "metadata": { + "tags": [] + }, + "source": [ + "Now we will use `h5py.File()`to open the file. Then we can look at the folders within the HDF5 file to access the data we want. The cell below will print out a list of variables within one of the folders in the HDF5 file, the Soil_Moisture_Retrieval_Data_AM folder." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "d66e54ff-71dc-422c-9e8a-5b154fa0dbf7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "By using the command h5py.File() a filehandle is returned:\n", + "\n", + "\n", + "\n", + "Now lets look at the groups within the file to access:\n", + "0\tMetadata\n", + "1\tSoil_Moisture_Retrieval_Data_AM\n", + "2\tSoil_Moisture_Retrieval_Data_PM\n", + "\n", + "\n", + "Now lets look at the variables within the filegroup **Soil_Moisture_Retrieval_Data_AM** to access the actual data:\n", + "0\tEASE_column_index\n", + "1\tEASE_row_index\n", + "2\talbedo\n", + "3\talbedo_dca\n", + "4\talbedo_scah\n", + "5\talbedo_scav\n", + "6\tboresight_incidence\n", + "7\tbulk_density\n", + "8\tclay_fraction\n", + "9\tfreeze_thaw_fraction\n", + "10\tgrid_surface_status\n", + "11\tlandcover_class\n", + "12\tlandcover_class_fraction\n", + "13\tlatitude\n", + "14\tlatitude_centroid\n", + "15\tlongitude\n", + "16\tlongitude_centroid\n", + "17\tradar_water_body_fraction\n", + "18\tretrieval_qual_flag\n", + "19\tretrieval_qual_flag_dca\n", + "20\tretrieval_qual_flag_scah\n", + "21\tretrieval_qual_flag_scav\n", + "22\troughness_coefficient\n", + "23\troughness_coefficient_dca\n", + "24\troughness_coefficient_scah\n", + "25\troughness_coefficient_scav\n", + "26\tsoil_moisture\n", + "27\tsoil_moisture_dca\n", + "28\tsoil_moisture_error\n", + "29\tsoil_moisture_scah\n", + "30\tsoil_moisture_scav\n", + "31\tstatic_water_body_fraction\n", + "32\tsurface_flag\n", + "33\tsurface_temperature\n", + "34\tsurface_water_fraction_mb_h\n", + "35\tsurface_water_fraction_mb_v\n", + "36\ttb_3_corrected\n", + "37\ttb_4_corrected\n", + "38\ttb_h_corrected\n", + "39\ttb_h_uncorrected\n", + "40\ttb_qual_flag_3\n", + "41\ttb_qual_flag_4\n", + "42\ttb_qual_flag_h\n", + "43\ttb_qual_flag_v\n", + "44\ttb_time_seconds\n", + "45\ttb_time_utc\n", + "46\ttb_v_corrected\n", + "47\ttb_v_uncorrected\n", + "48\tvegetation_opacity\n", + "49\tvegetation_opacity_dca\n", + "50\tvegetation_opacity_scah\n", + "51\tvegetation_opacity_scav\n", + "52\tvegetation_water_content\n" + ] + } + ], + "source": [ + "f = h5py.File(filename, 'r')\n", + "print('By using the command h5py.File() a filehandle is returned:')\n", + "print(f); print('\\n')\n", + "\n", + "print(\"Now lets look at the groups within the file to access:\")\n", + "i=0;\n", + "for key in f.keys():\n", + " print(str(i)+ '\\t'+key)\n", + " i+=1\n", + "group_id=list(f.keys())[1];# < Lets focus on the AM overpass for this example\n", + "print('\\n')\n", + "i=0\n", + "print(\"Now lets look at the variables within the filegroup **Soil_Moisture_Retrieval_Data_AM** to access the actual data:\")\n", + "for var in list(f[group_id].keys()):\n", + " print(str(i)+'\\t'+var)\n", + " i+=1" + ] + }, + { + "cell_type": "markdown", + "id": "c7307f44-93cd-49b0-aa11-ae85aca29722", + "metadata": {}, + "source": [ + "Now that we know the variables within the Soil_Moisture_Retrieval_Data_AM folder lets grab the data we want to plot. First we need to take a look at the extent of the data in terms of the number of rows and columns, we will need this later when opening the EASE-Grid 2.0 lat and lon files." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "80d938ed-4fe6-4bff-b71a-cce39e7a9bd4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The extent of the data in rows and columns is: (406, 964)\n" + ] + } + ], + "source": [ + "print('The extent of the data in rows and columns is: '+str(f[group_id][list(f[group_id].keys())[0]].shape))\n" + ] + }, + { + "cell_type": "markdown", + "id": "0c0fc789-ac80-474a-9928-8d9d4564ceac", + "metadata": {}, + "source": [ + "Based on the list above we can find the index number of the variable we want to plot. For example, soil_moisture is at index 26 in the Soil_Moisture_Retrievel_Data_AM folder. We will use this index value in the cell below to read in the data associated with the soil_moisture variable. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "467ece65-932a-46e1-9f4c-1b47b628266b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data are returned as something easy to work with in python.\n" + ] + } + ], + "source": [ + "var_id = list(f[group_id].keys())[26] # soil_moisture\n", + "sm_data = f[group_id][var_id][:,:]\n", + "sm_ds = f[group_id][var_id]\n", + "print('Data are returned as '+str(type(sm_data)) + ' something easy to work with in python.')\n" + ] + }, + { + "cell_type": "markdown", + "id": "84d934ed-c3d2-45e6-8d96-b6c9c227db32", + "metadata": {}, + "source": [ + "This cell plots the out the retrieval quality flag values. For a further explanation of these values, see the third notebook titled '3.0 SMAP Quality Flags'." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "8304ecdd-58cc-44ee-b2c9-6c9ca0b5c8b9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[ 0 1 5 7 8 9 13 15]\n", + "\n" + ] + } + ], + "source": [ + "ret_flag_L3_P = f[group_id]['retrieval_qual_flag'][:,:]\n", + "print(np.unique(ret_flag_L3_P))\n", + "print(type(ret_flag_L3_P))" + ] + }, + { + "cell_type": "markdown", + "id": "910b2ef6-3e14-475e-b689-77bda4c1814e", + "metadata": {}, + "source": [ + "### Create a map with SMAP data\n", + "\n", + "Lets quickly plot the soil_moisture variable data to get a sense of what we are working with." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3b6b4172-7ba8-451d-9051-912aea174adf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(sm_data)\n", + "cbar = plt.colorbar(orientation = 'horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "740a8856-0c47-4053-985c-8b8dd201c5d2", + "metadata": {}, + "source": [ + "We need to ignore the null values to get a better idea of the range of values in the data set. \n", + "\n", + "You can find details on what values are used to represent null in the metadata of the supplemental documents, which are available from the data set landing [page](https://nsidc.org/data/SPL3SMP).\n", + "\n", + "For the soil_moisture variable and most SMAP data sets the null value is -9999. To confirm this is the case we can look at the attributes for the 'soil_moisture' variable. The following cell will find the '_FillValue'_ attribute for the soil_moisture variable and print out its value (in this case it will be -9999)." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "44106db1-01aa-4d26-99b6-c1530af3c554", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-9999.0\n" + ] + } + ], + "source": [ + "print(f[group_id][var_id].attrs['_FillValue'])" + ] + }, + { + "cell_type": "markdown", + "id": "596bbaf0-c33b-4cd4-94ca-98bb834e0195", + "metadata": {}, + "source": [ + "Now we will replace the FillValue of -9999 with NaN and plot the soil moisture variable again, and set the color bar range to 0 - 0.55. " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "69eca887-c762-45e3-879f-3026a8f51d05", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sm_data[sm_data==f[group_id][var_id].attrs['_FillValue']]=np.nan;\n", + "plt.imshow(sm_data,vmin=0.,vmax=0.55, cmap = 'terrain_r');\n", + "cbar = plt.colorbar(orientation='horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "49d9fbc8-69f5-419a-bc78-1c33f57a4d01", + "metadata": {}, + "source": [ + "Lets add some coastlines to this plot, and geolocate the data using the coordinates in the EASE-Grid 2.0 latitude and longitude files. First, we will read in the EASE Grid 2.0 latitude and longitude data sets. " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "a3cf1f80-a58f-4818-87da-b3ba16a4c861", + "metadata": {}, + "outputs": [], + "source": [ + "# Read binary files and reshape to correct size\n", + "lats = np.fromfile('EASE2_M36km.lats.964x406x1.double', \n", + " dtype=np.float64).reshape((406,964))#< reshape to dimensions above\n", + "lons = np.fromfile('EASE2_M36km.lons.964x406x1.double', \n", + " dtype=np.float64).reshape((406,964))" + ] + }, + { + "cell_type": "markdown", + "id": "8a7f186c-2fb7-40b3-9a4b-06a510a956e7", + "metadata": {}, + "source": [ + "Now we will use `cartopy` to plot the soil_moisture variable on a basemap in the Robinson projection. " + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "7b3f885e-8761-42ec-8688-e4e8da312427", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure(figsize=(10,6))\n", + "ax = plt.axes(projection=ccrs.Robinson())\n", + "ax.coastlines()\n", + "p = plt.pcolormesh(lons, lats, sm_data, transform=ccrs.PlateCarree(), clim=(0.,0.55), cmap='terrain_r')\n", + "cbar = fig.colorbar(p, location='bottom', pad=0.05)\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "a0233479-75bf-44d0-b969-1bc9c4b1d4b8", + "metadata": {}, + "source": [ + "Awesome! We have made a global plot, now lets see if we can streamline this to process more data and create a time series. " + ] + }, + { + "cell_type": "markdown", + "id": "5d27d4eb-6582-44c7-a0e8-f1847e769640", + "metadata": {}, + "source": [ + "### Plot a time-series at a location in Earth\n", + "\n", + "Lets navigate back to the L3_SM_P directory which contains all the files we downloaded and print out a list of all these files " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "95e1ffc2-70a4-4beb-b09e-06ac37d6bb37", + "metadata": {}, + "outputs": [], + "source": [ + "for fName in flist:\n", + " print(fName)" + ] + }, + { + "cell_type": "markdown", + "id": "6996b015-54c1-4aac-89c4-bedb8498022f", + "metadata": {}, + "source": [ + "Now we will make a function to load these files, and read in the soil_moisture and retrieval_qual_flag variables. " + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "9fd5d171-79d6-4c32-82cd-49d8e097f5a3", + "metadata": {}, + "outputs": [], + "source": [ + "def read_SML3P(filepath):\n", + " ''' This function extracts lat, lon and soil moisture from SMAP L3 P HDF5 file.\n", + " \n", + " Parameters\n", + " ----------\n", + " filepath : str\n", + " File path of a SMAP L3 HDF5 file\n", + " Returns\n", + " -------\n", + " soil_moisture_am: numpy.array\n", + " ''' \n", + " with h5py.File(filepath, 'r') as f:\n", + " # Extract data info\n", + " group_id_am = 'Soil_Moisture_Retrieval_Data_AM'\n", + " var_id_am = 'soil_moisture'\n", + " flag_id_am = 'retrieval_qual_flag'\n", + " soil_moisture_am = f[group_id_am][var_id_am][:,:]\n", + " flag_am = f[group_id_am][flag_id_am][:,:]\n", + " soil_moisture_am[soil_moisture_am==-9999.0]=np.nan;\n", + " soil_moisture_am[(flag_am>>0)&1==1]=np.nan\n", + " filename = os.path.basename(filepath)\n", + " yyyymmdd= filename.split('_')[4]\n", + " yyyy = int(yyyymmdd[0:4]); mm = int(yyyymmdd[4:6]); dd = int(yyyymmdd[6:8])\n", + " date=dt.datetime(yyyy,mm,dd)\n", + " return soil_moisture_am,date" + ] + }, + { + "cell_type": "markdown", + "id": "40e84063-d082-457c-a525-42dee9a303a6", + "metadata": {}, + "source": [ + "Now we will test that this function works by loading the first file in the list and plotting the soil moisture variable. " + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "3ae0d56d-9c21-4a3d-ac41-b08db0ec9e79", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, '2017-03-27 00:00:00')" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sm_test,date = read_SML3P(flist[0])\n", + "plt.imshow(sm_test)\n", + "cbar = plt.colorbar(orientation='horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')\n", + "plt.title(date)" + ] + }, + { + "cell_type": "markdown", + "id": "0bb0ed7f-76ec-47aa-bcae-85256771ea9e", + "metadata": {}, + "source": [ + "That was just one file, now we will load all 31 files to create a 3D array (soil moisture values over 31 days). The cell below will output the size of this array." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "6643683e-d762-4e66-8ef5-169a2e34c625", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sm_data_3d has dimensions (406, 964, 31)\n" + ] + } + ], + "source": [ + "sm_data_3d = np.empty([sm_data.shape[0],sm_data.shape[1],len(flist)])\n", + "times = []\n", + "print('sm_data_3d has dimensions '+str(sm_data_3d.shape))\n", + "i=0\n", + "for fName in flist:\n", + " sm_data_3d[:,:,i],time_i = read_SML3P(fName)\n", + " times.append(time_i)\n", + " i+=1\n" + ] + }, + { + "cell_type": "markdown", + "id": "09dfcb9b-7d9d-4412-b7e3-be66a862b055", + "metadata": {}, + "source": [ + "Next we will calculate the mean soil moisture over 31 days and plot it." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "08d51de5-b934-4cb2-af7a-d3eaae101c27", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/5l/f2dh2cn97r9822g1lk7jnt7r0000gp/T/ipykernel_67424/3387626929.py:1: RuntimeWarning: Mean of empty slice\n", + " sm_mean = np.nanmean(sm_data_3d,2)\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sm_mean = np.nanmean(sm_data_3d,2)\n", + "sm_mean.shape\n", + "plt.imshow(sm_mean,vmin=0.,vmax=0.55,cmap='terrain_r')\n", + "cbar = plt.colorbar(orientation='horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "003af2be-a78d-4fe7-84a8-3be2252c635b", + "metadata": {}, + "source": [ + "Lastly, we can select a region within this map and plot the average soil moisture over time for this region." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "3103952a-9b6f-4b35-a1e7-bdcb8222b316", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/5l/f2dh2cn97r9822g1lk7jnt7r0000gp/T/ipykernel_67424/3643618336.py:10: RuntimeWarning: Mean of empty slice\n", + " sm_time[i] = np.nanmean(sm_2d[subset]);\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Soil Moisture')" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "N_lat = 37.5; \n", + "S_lat = 33\n", + "W_lon = -113.5\n", + "E_lon = -110.0\n", + "\n", + "subset = (latsS_lat)&(lons>W_lon)&(lons\n", + "\n", + "\n", + "# **2.0 Read and Plot SMAP data**\n", + "\n", + "\n", + "---" + ] + }, + { + "cell_type": "markdown", + "id": "4101ae06-3984-435c-abcc-f6346d15069b", + "metadata": {}, + "source": [ + "## **1. Overview**\n", + "\n", + "We will read in the SMAP data that was downloaded using the 1.0 Download SMAP data notebook. We will then create a map with SMAP data and plot a time-series at a location on Earth. \n" + ] + }, + { + "cell_type": "markdown", + "id": "dd6c0128-efe4-4fab-8721-55fc366e3c7e", + "metadata": {}, + "source": [ + "### **Credits**\n", + "\n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use earthaccess for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "\n", + "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues)." + ] + }, + { + "cell_type": "markdown", + "id": "a57c664e-76f9-416e-ae03-75dce51b3cb7", + "metadata": {}, + "source": [ + "### **Learning Goals**\n", + "\n", + "1. Read in SMAP data and navigate the metadata\n", + "2. Create a map with SMAP data\n", + "3. Plot a time-series at a location on Earth. " + ] + }, + { + "cell_type": "markdown", + "id": "015703a9-f02a-42f4-8ff0-3b002bf4f2f5", + "metadata": {}, + "source": [ + "### **Prerequisites**\n", + "\n", + "1. The nsidc-tutorials environment is set up and activated. This [README](https://github.com/nsidc/NSIDC-Data-Tutorials/blob/main/README.md) has setup instructions.\n", + "2. SMAP data that were downloaded in the previous notebook tutorial 1.0 Download SMAP data. \n", + "3. The EASE-Grid 2.0 longitude and latitude data sets. The binary format of these files have been provided within this repo for use in this tutorial, but please note they are also available in NetCDF format from the NSIDC website at this [page](https://nsidc.org/data/NSIDC-0772/versions/1). \n" + ] + }, + { + "cell_type": "markdown", + "id": "c45f3276-1172-4bfb-8389-e9d3cbbe88f4", + "metadata": {}, + "source": [ + "### **Time requirement**\n", + "\n", + "Allow 15 to 20 minutes to complete this tutorial." + ] + }, + { + "cell_type": "markdown", + "id": "53b77eb5-d5ed-4ddd-8fb1-6c69618d7852", + "metadata": {}, + "source": [ + "## **2. Tutorial steps**" + ] + }, + { + "cell_type": "markdown", + "id": "7820a737-33f0-4470-b9a4-03c5c4f0354c", + "metadata": {}, + "source": [ + "### **Import libraries**\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "059690ab-7dff-45c9-816a-6060a191f550", + "metadata": {}, + "outputs": [], + "source": [ + "#Import libraries \n", + "import datetime as dt\n", + "import glob\n", + "import h5py\n", + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "import cartopy.crs as ccrs\n", + "import numpy as np\n", + "import os\n", + "import pandas as pd\n", + "import xarray as xr" + ] + }, + { + "cell_type": "markdown", + "id": "1966ffa6-a5f2-4520-a8dc-f37678a2cf7a", + "metadata": {}, + "source": [ + "### **Read SMAP data and navigate metadata**\n", + "\n", + "First we will navigate to the directory with the data we want to use. Then we will generate a list of the files and print out the name of one of the files." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d47aa955-3d91-4418-85f9-5772f400f712", + "metadata": {}, + "outputs": [], + "source": [ + "this_dir = os.getcwd()\n", + "L3_SM_P_dir = os.path.join(this_dir, 'data/L3_SM_P/')\n", + "\n", + "flist = glob.glob(os.path.join(L3_SM_P_dir, '*.h5'))\n", + " \n", + "filename = flist[0]; \n", + "print(\"File we are using: \" + filename + '\\n')" + ] + }, + { + "cell_type": "markdown", + "id": "95e2532d-219b-4b9d-b5b9-b43c95b1aa7d", + "metadata": { + "tags": [] + }, + "source": [ + "Now we will use `h5py.File()`to open the file. Then we can look at the folders within the HDF5 file to access the data we want. The cell below will print out a list of variables within one of the folders in the HDF5 file, the Soil_Moisture_Retrieval_Data_AM folder." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d66e54ff-71dc-422c-9e8a-5b154fa0dbf7", + "metadata": {}, + "outputs": [], + "source": [ + "f = h5py.File(filename, 'r')\n", + "print('By using the command h5py.File() a filehandle is returned:')\n", + "print(f); print('\\n')\n", + "\n", + "print(\"Now lets look at the groups within the file to access:\")\n", + "i=0;\n", + "for key in f.keys():\n", + " print(str(i)+ '\\t'+key)\n", + " i+=1\n", + "group_id=list(f.keys())[1];# < Lets focus on the AM overpass for this example\n", + "print('\\n')\n", + "i=0\n", + "print(\"Now lets look at the variables within the filegroup **Soil_Moisture_Retrieval_Data_AM** to access the actual data:\")\n", + "for var in list(f[group_id].keys()):\n", + " print(str(i)+'\\t'+var)\n", + " i+=1" + ] + }, + { + "cell_type": "markdown", + "id": "c7307f44-93cd-49b0-aa11-ae85aca29722", + "metadata": {}, + "source": [ + "Now that we know the variables within the Soil_Moisture_Retrieval_Data_AM folder lets grab the data we want to plot. First we need to take a look at the extent of the data in terms of the number of rows and columns, we will need this later when opening the EASE-Grid 2.0 lat and lon files." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80d938ed-4fe6-4bff-b71a-cce39e7a9bd4", + "metadata": {}, + "outputs": [], + "source": [ + "print('The extent of the data in rows and columns is: '+str(f[group_id][list(f[group_id].keys())[0]].shape))\n" + ] + }, + { + "cell_type": "markdown", + "id": "0c0fc789-ac80-474a-9928-8d9d4564ceac", + "metadata": {}, + "source": [ + "Based on the list above we can find the index number of the variable we want to plot. For example, soil_moisture is at index 26 in the Soil_Moisture_Retrievel_Data_AM folder. We will use this index value in the cell below to read in the data associated with the soil_moisture variable. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "467ece65-932a-46e1-9f4c-1b47b628266b", + "metadata": {}, + "outputs": [], + "source": [ + "var_id = list(f[group_id].keys())[26] # soil_moisture\n", + "sm_data = f[group_id][var_id][:,:]\n", + "sm_ds = f[group_id][var_id]\n", + "print('Data are returned as '+str(type(sm_data)) + ' something easy to work with in python.')\n" + ] + }, + { + "cell_type": "markdown", + "id": "84d934ed-c3d2-45e6-8d96-b6c9c227db32", + "metadata": {}, + "source": [ + "This cell plots the out the retrieval quality flag values. For a further explanation of these values, see the third notebook titled '3.0 SMAP Quality Flags'." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8304ecdd-58cc-44ee-b2c9-6c9ca0b5c8b9", + "metadata": {}, + "outputs": [], + "source": [ + "ret_flag_L3_P = f[group_id]['retrieval_qual_flag'][:,:]\n", + "print(np.unique(ret_flag_L3_P))\n", + "print(type(ret_flag_L3_P))" + ] + }, + { + "cell_type": "markdown", + "id": "910b2ef6-3e14-475e-b689-77bda4c1814e", + "metadata": {}, + "source": [ + "### Create a map with SMAP data\n", + "\n", + "Lets quickly plot the soil_moisture variable data to get a sense of what we are working with." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3b6b4172-7ba8-451d-9051-912aea174adf", + "metadata": {}, + "outputs": [], + "source": [ + "plt.imshow(sm_data)\n", + "cbar = plt.colorbar(orientation = 'horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "740a8856-0c47-4053-985c-8b8dd201c5d2", + "metadata": {}, + "source": [ + "We need to ignore the null values to get a better idea of the range of values in the data set. \n", + "\n", + "You can find details on what values are used to represent null in the metadata of the supplemental documents, which are available from the data set landing [page](https://nsidc.org/data/SPL3SMP).\n", + "\n", + "For the soil_moisture variable and most SMAP data sets the null value is -9999. To confirm this is the case we can look at the attributes for the 'soil_moisture' variable. The following cell will find the '_FillValue'_ attribute for the soil_moisture variable and print out its value (in this case it will be -9999)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "44106db1-01aa-4d26-99b6-c1530af3c554", + "metadata": {}, + "outputs": [], + "source": [ + "print(f[group_id][var_id].attrs['_FillValue'])" + ] + }, + { + "cell_type": "markdown", + "id": "596bbaf0-c33b-4cd4-94ca-98bb834e0195", + "metadata": {}, + "source": [ + "Now we will replace the FillValue of -9999 with NaN and plot the soil moisture variable again, and set the color bar range to 0 - 0.55. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "69eca887-c762-45e3-879f-3026a8f51d05", + "metadata": {}, + "outputs": [], + "source": [ + "sm_data[sm_data==f[group_id][var_id].attrs['_FillValue']]=np.nan;\n", + "plt.imshow(sm_data,vmin=0.,vmax=0.55, cmap = 'terrain_r');\n", + "cbar = plt.colorbar(orientation='horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "49d9fbc8-69f5-419a-bc78-1c33f57a4d01", + "metadata": {}, + "source": [ + "Lets add some coastlines to this plot, and geolocate the data using the coordinates in the EASE-Grid 2.0 latitude and longitude files. First, we will read in the EASE Grid 2.0 latitude and longitude data sets. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a3cf1f80-a58f-4818-87da-b3ba16a4c861", + "metadata": {}, + "outputs": [], + "source": [ + "# Read binary files and reshape to correct size\n", + "lats = np.fromfile('EASE2_M36km.lats.964x406x1.double', \n", + " dtype=np.float64).reshape((406,964))#< reshape to dimensions above\n", + "lons = np.fromfile('EASE2_M36km.lons.964x406x1.double', \n", + " dtype=np.float64).reshape((406,964))" + ] + }, + { + "cell_type": "markdown", + "id": "8a7f186c-2fb7-40b3-9a4b-06a510a956e7", + "metadata": {}, + "source": [ + "Now we will use `cartopy` to plot the soil_moisture variable on a basemap in the Robinson projection. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7b3f885e-8761-42ec-8688-e4e8da312427", + "metadata": {}, + "outputs": [], + "source": [ + "fig = plt.figure(figsize=(10,6))\n", + "ax = plt.axes(projection=ccrs.Robinson())\n", + "ax.coastlines()\n", + "p = plt.pcolormesh(lons, lats, sm_data, transform=ccrs.PlateCarree(), clim=(0.,0.55), cmap='terrain_r')\n", + "cbar = fig.colorbar(p, location='bottom', pad=0.05)\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "a0233479-75bf-44d0-b969-1bc9c4b1d4b8", + "metadata": {}, + "source": [ + "Awesome! We have made a global plot, now lets see if we can streamline this to process more data and create a time series. " + ] + }, + { + "cell_type": "markdown", + "id": "5d27d4eb-6582-44c7-a0e8-f1847e769640", + "metadata": {}, + "source": [ + "### Plot a time-series at a location in Earth\n", + "\n", + "Lets navigate back to the L3_SM_P directory which contains all the files we downloaded and print out a list of all these files " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "95e1ffc2-70a4-4beb-b09e-06ac37d6bb37", + "metadata": {}, + "outputs": [], + "source": [ + "for fName in flist:\n", + " print(fName)" + ] + }, + { + "cell_type": "markdown", + "id": "6996b015-54c1-4aac-89c4-bedb8498022f", + "metadata": {}, + "source": [ + "Now we will make a function to load these files, and read in the soil_moisture and retrieval_qual_flag variables. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9fd5d171-79d6-4c32-82cd-49d8e097f5a3", + "metadata": {}, + "outputs": [], + "source": [ + "def read_SML3P(filepath):\n", + " ''' This function extracts lat, lon and soil moisture from SMAP L3 P HDF5 file.\n", + " \n", + " Parameters\n", + " ----------\n", + " filepath : str\n", + " File path of a SMAP L3 HDF5 file\n", + " Returns\n", + " -------\n", + " soil_moisture_am: numpy.array\n", + " ''' \n", + " with h5py.File(filepath, 'r') as f:\n", + " # Extract data info\n", + " group_id_am = 'Soil_Moisture_Retrieval_Data_AM'\n", + " var_id_am = 'soil_moisture'\n", + " flag_id_am = 'retrieval_qual_flag'\n", + " soil_moisture_am = f[group_id_am][var_id_am][:,:]\n", + " flag_am = f[group_id_am][flag_id_am][:,:]\n", + " soil_moisture_am[soil_moisture_am==-9999.0]=np.nan;\n", + " soil_moisture_am[(flag_am>>0)&1==1]=np.nan\n", + " filename = os.path.basename(filepath)\n", + " yyyymmdd= filename.split('_')[4]\n", + " yyyy = int(yyyymmdd[0:4]); mm = int(yyyymmdd[4:6]); dd = int(yyyymmdd[6:8])\n", + " date=dt.datetime(yyyy,mm,dd)\n", + " return soil_moisture_am,date" + ] + }, + { + "cell_type": "markdown", + "id": "40e84063-d082-457c-a525-42dee9a303a6", + "metadata": {}, + "source": [ + "Now we will test that this function works by loading the first file in the list and plotting the soil moisture variable. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3ae0d56d-9c21-4a3d-ac41-b08db0ec9e79", + "metadata": {}, + "outputs": [], + "source": [ + "sm_test,date = read_SML3P(flist[0])\n", + "plt.imshow(sm_test)\n", + "cbar = plt.colorbar(orientation='horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')\n", + "plt.title(date)" + ] + }, + { + "cell_type": "markdown", + "id": "0bb0ed7f-76ec-47aa-bcae-85256771ea9e", + "metadata": {}, + "source": [ + "That was just one file, now we will load all 31 files to create a 3D array (soil moisture values over 31 days). The cell below will output the size of this array." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6643683e-d762-4e66-8ef5-169a2e34c625", + "metadata": {}, + "outputs": [], + "source": [ + "sm_data_3d = np.empty([sm_data.shape[0],sm_data.shape[1],len(flist)])\n", + "times = []\n", + "print('sm_data_3d has dimensions '+str(sm_data_3d.shape))\n", + "i=0\n", + "for fName in flist:\n", + " sm_data_3d[:,:,i],time_i = read_SML3P(fName)\n", + " times.append(time_i)\n", + " i+=1\n" + ] + }, + { + "cell_type": "markdown", + "id": "09dfcb9b-7d9d-4412-b7e3-be66a862b055", + "metadata": {}, + "source": [ + "Next we will calculate the mean soil moisture over 31 days and plot it." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "08d51de5-b934-4cb2-af7a-d3eaae101c27", + "metadata": {}, + "outputs": [], + "source": [ + "sm_mean = np.nanmean(sm_data_3d,2)\n", + "sm_mean.shape\n", + "plt.imshow(sm_mean,vmin=0.,vmax=0.55,cmap='terrain_r')\n", + "cbar = plt.colorbar(orientation='horizontal')\n", + "cbar.set_label('$cm^3 cm^{-3}$')" + ] + }, + { + "cell_type": "markdown", + "id": "003af2be-a78d-4fe7-84a8-3be2252c635b", + "metadata": {}, + "source": [ + "Lastly, we can select a region within this map and plot the average soil moisture over time for this region." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3103952a-9b6f-4b35-a1e7-bdcb8222b316", + "metadata": {}, + "outputs": [], + "source": [ + "N_lat = 37.5; \n", + "S_lat = 33\n", + "W_lon = -113.5\n", + "E_lon = -110.0\n", + "\n", + "subset = (latsS_lat)&(lons>W_lon)&(lons\n", + "\n", + "\n", + "# **3.0 SMAP Quality Flags**\n", + "\n", + "\n", + "---" + ] + }, + { + "cell_type": "markdown", + "id": "48e87d85-674a-4f38-8af9-14db223b0d96", + "metadata": {}, + "source": [ + "## 1. **Overview**\n", + "\n", + "This provides an overview of the retrieval quality flags and surface quality flags that are used with SMAP data. \n", + "\n", + "* Retrieval Quality Flag (combines all surface flags)\n", + "* Surface Quality Flag (provides information on why certain areas might be flagged) " + ] + }, + { + "cell_type": "markdown", + "id": "88418780-4ced-44d3-a54c-01059c25f5f7", + "metadata": {}, + "source": [ + "### **Credits**\n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use earthaccess for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "\n", + "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues).\n" + ] + }, + { + "cell_type": "markdown", + "id": "faef4353-4c94-45fe-9832-3831f3fa37e0", + "metadata": {}, + "source": [ + "### **Learning Goals**\n", + "\n", + "1. Understand the retrieval and surface quality flags and how to use them" + ] + }, + { + "cell_type": "markdown", + "id": "d21ca604-20de-460d-be82-d504720160d6", + "metadata": {}, + "source": [ + "### **Prerequisites**\n", + "\n", + "1. The nsidc-tutorials environment is set up and activated. This [README](https://github.com/nsidc/NSIDC-Data-Tutorials/blob/main/README.md) has setup instructions.\n", + "2. SMAP data that were downloaded in the first notebook tutorial - 1.0 Download SMAP data. " + ] + }, + { + "cell_type": "markdown", + "id": "bc4ebd76-7580-4c7c-838b-7b0aae2a97a3", + "metadata": {}, + "source": [ + "### **Time Requirement**\n", + "\n", + "Allow approximtely 5 to 10 minutes to complete this tutorial. " + ] + }, + { + "cell_type": "markdown", + "id": "5770fce2-57be-4510-bdb6-b071c220d79b", + "metadata": {}, + "source": [ + "## **2. Tutorial Steps**" + ] + }, + { + "cell_type": "markdown", + "id": "1087c320-3a87-420b-b241-0fbe56620f9b", + "metadata": {}, + "source": [ + "### Import libraries\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a3353e2a-5005-43d8-839a-e9c7e16fcf08", + "metadata": {}, + "outputs": [], + "source": [ + "import datetime as dt\n", + "import glob\n", + "import h5py\n", + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import os" + ] + }, + { + "cell_type": "markdown", + "id": "921ec8d3-5486-48a6-9684-15f66aef587a", + "metadata": {}, + "source": [ + "Read in the SMAP data that we downloaded in the previous notebook." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "759498fc-2ded-4288-9d59-5bfbaf1c22ff", + "metadata": {}, + "outputs": [], + "source": [ + "this_dir = os.getcwd()\n", + "L3_SM_P_dir = os.path.join(this_dir, 'data/L3_SM_P/')\n", + "\n", + "flist = glob.glob(os.path.join(L3_SM_P_dir, '*.h5'))\n", + "filename = flist[0]; \n" + ] + }, + { + "cell_type": "markdown", + "id": "358efeb8-49c7-496e-94d6-558178ae4cfb", + "metadata": {}, + "source": [ + "Read in the soil moisture and surface_flag variables from the Soil_Moisture_Retrieval_Data_AM group in each of the files. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bc77eeae-bfa0-4a3c-88fc-2544b8fbc4e4", + "metadata": {}, + "outputs": [], + "source": [ + "f = h5py.File(filename, 'r')\n", + "group_id = 'Soil_Moisture_Retrieval_Data_AM'\n", + "var_id = list(f[group_id].keys())[25] # soil_moisture\n", + "sm_data = f[group_id][var_id][:,:]\n", + "surf_flag_L3_P = f[group_id]['surface_flag'][:,:]" + ] + }, + { + "cell_type": "markdown", + "id": "7cf93589-41b5-44d7-988f-394fbf18c514", + "metadata": {}, + "source": [ + "Now lets look at the two types of flags\n", + "\n", + "### Retrieval Flags \n", + "\n", + "Four different values are possible, as outlined in the cell below. We will plot the retrieval quality flag and in the resulting plot areas that have a value of 0 (black regions) include data of recommended quality. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a85e1545-84ea-485a-8653-e37a27654e40", + "metadata": {}, + "outputs": [], + "source": [ + "# Grab the Retrieval Quality Variable\n", + "ret_flag_L3_P = f[group_id]['retrieval_qual_flag'][:,:]\n", + "# Create a definition for the retrieval flags\n", + "ret_flags = {\n", + " 0:'Recommended Quality',\n", + " 1:'Retrieval Attempted',\n", + " 2:'Retrieval Successful',\n", + " 3:'Undefined'\n", + "}\n", + "# SMAP RECOMMENDED QUALITY BIT IS 0\n", + "fig, ax = plt.subplots()\n", + "\n", + "cax = ax.imshow((ret_flag_L3_P>>0)&1, cmap=plt.cm.get_cmap('bone', 2))\n", + "ax.set_title(ret_flags[0])\n", + "\n", + "cbar = fig.colorbar(cax, ticks=[0, 1], orientation='horizontal')\n", + "cbar.ax.set_xticklabels(['Good Data', 'Not Recommended']) # horizontal colorbar\n", + "\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "6537954f-7f34-4ce9-8e1d-a4af62dc32ec", + "metadata": {}, + "source": [ + "### Surface Flags \n", + "\n", + "The different values that the flag can have are listed in the cell below " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c2e7941b-c392-4c91-be1c-5175b5b507a1", + "metadata": {}, + "outputs": [], + "source": [ + "surf_flags = {\n", + " 0:'Static water body',\n", + " 1:'Radar water body detection',\n", + " 2:'Coastal Proximity',\n", + " 3:'Urban Area',\n", + " 4:'Precipitation',\n", + " 5:'Snow or Ice',\n", + " 6:'Permanent Snow or Ice',\n", + " 7:'Frozen Ground (radiometer)',\n", + " 8:'Frozen Ground (model)',\n", + " 9:'Mountainous Terrain',\n", + " 10:'Dense Vegetation',\n", + " 11:'Nadir Region',\n", + " 12:'Undefined'\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "d92e6b62-08c2-4267-ae47-f299569dc206", + "metadata": {}, + "source": [ + "Now we will plot the surface flags, where black areas indicate no flag and white areas indicate flagged data." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "689bfe5b-60e6-4c7c-8a61-63947721537a", + "metadata": {}, + "outputs": [], + "source": [ + "for i in np.arange(0,12):\n", + " fig, ax = plt.subplots()\n", + " cax = ax.imshow((surf_flag_L3_P>>i)&1, cmap=plt.cm.get_cmap('bone', 2))\n", + " ax.set_title(surf_flags[i])\n", + " cbar = fig.colorbar(cax, ticks=[0, 1], orientation='horizontal')\n", + " cbar.ax.set_xticklabels(['No Flag', 'Flag Present']) # horizontal colorbar\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e544f7dc-15b4-473a-b09a-043b13a94b97", + "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": "3.9.15" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/SMAP/3.0 SMAP Quality Flags_rendered.ipynb b/notebooks/SMAP/3.0 SMAP Quality Flags_rendered.ipynb new file mode 100644 index 0000000..0f7fa67 --- /dev/null +++ b/notebooks/SMAP/3.0 SMAP Quality Flags_rendered.ipynb @@ -0,0 +1,408 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e49d9ba5-51ce-40df-9942-7fc29c8aee5e", + "metadata": {}, + "source": [ + "
\n", + "\n", + "\n", + "# **3.0 SMAP Quality Flags**\n", + "\n", + "
\n", + "---" + ] + }, + { + "cell_type": "markdown", + "id": "48e87d85-674a-4f38-8af9-14db223b0d96", + "metadata": {}, + "source": [ + "## 1. **Overview**\n", + "\n", + "This provides an overview of the retrieval quality flags and surface quality flags that are used with SMAP data. \n", + "\n", + "* Retrieval Quality Flag (combines all surface flags)\n", + "* Surface Quality Flag (provides information on why certain areas might be flagged) " + ] + }, + { + "cell_type": "markdown", + "id": "88418780-4ced-44d3-a54c-01059c25f5f7", + "metadata": {}, + "source": [ + "### **Credits**\n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use earthaccess for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "\n", + "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues).\n" + ] + }, + { + "cell_type": "markdown", + "id": "faef4353-4c94-45fe-9832-3831f3fa37e0", + "metadata": {}, + "source": [ + "### **Learning Goals**\n", + "\n", + "1. Understand the retrieval and surface quality flags and how to use them" + ] + }, + { + "cell_type": "markdown", + "id": "d21ca604-20de-460d-be82-d504720160d6", + "metadata": {}, + "source": [ + "### **Prerequisites**\n", + "\n", + "1. The nsidc-tutorials environment is set up and activated. This [README](https://github.com/nsidc/NSIDC-Data-Tutorials/blob/main/README.md) has setup instructions.\n", + "2. SMAP data that were downloaded in the first notebook tutorial - 1.0 Download SMAP data. " + ] + }, + { + "cell_type": "markdown", + "id": "bc4ebd76-7580-4c7c-838b-7b0aae2a97a3", + "metadata": {}, + "source": [ + "### **Time Requirement**\n", + "\n", + "Allow approximtely 5 to 10 minutes to complete this tutorial. " + ] + }, + { + "cell_type": "markdown", + "id": "5770fce2-57be-4510-bdb6-b071c220d79b", + "metadata": {}, + "source": [ + "## **2. Tutorial Steps**" + ] + }, + { + "cell_type": "markdown", + "id": "1087c320-3a87-420b-b241-0fbe56620f9b", + "metadata": {}, + "source": [ + "### Import libraries\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "a3353e2a-5005-43d8-839a-e9c7e16fcf08", + "metadata": {}, + "outputs": [], + "source": [ + "import datetime as dt\n", + "import glob\n", + "import h5py\n", + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import os" + ] + }, + { + "cell_type": "markdown", + "id": "921ec8d3-5486-48a6-9684-15f66aef587a", + "metadata": {}, + "source": [ + "Read in the SMAP data that we downloaded in the previous notebook." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "759498fc-2ded-4288-9d59-5bfbaf1c22ff", + "metadata": {}, + "outputs": [], + "source": [ + "this_dir = os.getcwd()\n", + "L3_SM_P_dir = os.path.join(this_dir, 'data/L3_SM_P/')\n", + "\n", + "flist = glob.glob(os.path.join(L3_SM_P_dir, '*.h5'))\n", + "filename = flist[0]; \n" + ] + }, + { + "cell_type": "markdown", + "id": "358efeb8-49c7-496e-94d6-558178ae4cfb", + "metadata": {}, + "source": [ + "Read in the soil moisture and surface_flag variables from the Soil_Moisture_Retrieval_Data_AM group in each of the files. " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bc77eeae-bfa0-4a3c-88fc-2544b8fbc4e4", + "metadata": {}, + "outputs": [], + "source": [ + "f = h5py.File(filename, 'r')\n", + "group_id = 'Soil_Moisture_Retrieval_Data_AM'\n", + "var_id = list(f[group_id].keys())[25] # soil_moisture\n", + "sm_data = f[group_id][var_id][:,:]\n", + "surf_flag_L3_P = f[group_id]['surface_flag'][:,:]" + ] + }, + { + "cell_type": "markdown", + "id": "7cf93589-41b5-44d7-988f-394fbf18c514", + "metadata": {}, + "source": [ + "Now lets look at the two types of flags\n", + "\n", + "### Retrieval Flags \n", + "\n", + "Four different values are possible, as outlined in the cell below. We will plot the retrieval quality flag and in the resulting plot areas that have a value of 0 (black regions) include data of recommended quality. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a85e1545-84ea-485a-8653-e37a27654e40", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Grab the Retrieval Quality Variable\n", + "ret_flag_L3_P = f[group_id]['retrieval_qual_flag'][:,:]\n", + "# Create a definition for the retrieval flags\n", + "ret_flags = {\n", + " 0:'Recommended Quality',\n", + " 1:'Retrieval Attempted',\n", + " 2:'Retrieval Successful',\n", + " 3:'Undefined'\n", + "}\n", + "# SMAP RECOMMENDED QUALITY BIT IS 0\n", + "fig, ax = plt.subplots()\n", + "\n", + "cax = ax.imshow((ret_flag_L3_P>>0)&1, cmap=plt.cm.get_cmap('bone', 2))\n", + "ax.set_title(ret_flags[0])\n", + "\n", + "cbar = fig.colorbar(cax, ticks=[0, 1], orientation='horizontal')\n", + "cbar.ax.set_xticklabels(['Good Data', 'Not Recommended']) # horizontal colorbar\n", + "\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "6537954f-7f34-4ce9-8e1d-a4af62dc32ec", + "metadata": {}, + "source": [ + "### Surface Flags \n", + "\n", + "The different values that the flag can have are listed in the cell below " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c2e7941b-c392-4c91-be1c-5175b5b507a1", + "metadata": {}, + "outputs": [], + "source": [ + "surf_flags = {\n", + " 0:'Static water body',\n", + " 1:'Radar water body detection',\n", + " 2:'Coastal Proximity',\n", + " 3:'Urban Area',\n", + " 4:'Precipitation',\n", + " 5:'Snow or Ice',\n", + " 6:'Permanent Snow or Ice',\n", + " 7:'Frozen Ground (radiometer)',\n", + " 8:'Frozen Ground (model)',\n", + " 9:'Mountainous Terrain',\n", + " 10:'Dense Vegetation',\n", + " 11:'Nadir Region',\n", + " 12:'Undefined'\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "d92e6b62-08c2-4267-ae47-f299569dc206", + "metadata": {}, + "source": [ + "Now we will plot the surface flags, where black areas indicate no flag and white areas indicate flagged data." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "689bfe5b-60e6-4c7c-8a61-63947721537a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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\n", 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DWaC+yUnkL1sVU4EgobOl5jV3HlRzRRf9m5TZPCNz+PLcUq5HJWXwt3MOo/c5PbOkvpL8YTfUsJgiy2nq+lHNsfPgYBZfT2wOxrcsmzrZPBizUo3NkDZ3WDEYOcxkRA7pbQvVQ8Zk89/mM4OUN5Hdc5hxyEZ6Ry6ZkbMwl1ofZqwvK24jChxu/9Bjm5kpKcUDBcelOiuJX/FmDuP5M4gZuT78vSyBmeycIxhtu9TslKTr4EnJYQe2KaYo8PR+ugrGG1XqdaQoNHH/k4UzRBQsPMx3ESnFg5QcUjS3Ppo6f4rnLpAZOHjLxC8YGIf7/M9sMTNlxx1UIknruf7v8zV1WI9vdC0zt6GdD73W3898PeHebh/EjMih5zkD2Q/4+u1Uow7rSdnW9DPOTNlMqJz/0dzPZUi86rmUQSpQ/MkR7G93XfzzQkTB4M2XIaT0SRRYPs9M/eMf/8Dtt9+OlJQUOBwOvP/++5rHlVJYsGABUlJSEBMTg4EDB2Lfvn2aZaqqqjBt2jQkJSUhLi4OI0aMwLFjx3Q1xGx8g8gS6E+DHJC1rLC/m/3TKGa/PsnA/SA0+FxMnTlzBtdeey0WL17c6OMLFy7ECy+8gMWLF2PHjh1wuVwYOnQoKioqPMtkZmZi7dq1yMvLw+bNm1FZWYnbbrsNNTU1PjfACp26FUn5VpS/nRA7MGPZYd0aedkOCTl8ZeccZh/elnbVeyk5bEXpAECtXbvW8+/a2lrlcrlUTk6O575z584pp9Opli1bppRS6vTp0yoiIkLl5eV5ljl+/Lhq0aKFWrdunVev63a7FQClM34Ddc/pz01CBuaQmSOQmEN+Dl9zGZVDyvoIVA4pbdOTRUIGKTncbndAc5gtoCegFxYWoqSkBBkZGZ77oqKikJ6ejq1btwIACgoKcP78ec0yKSkpSEtL8yxTX1VVFcrLyzW3QNPzSVsJqfLtmKP+c6mLTuxt6nWUsE+BFFrMmrWT0ofZYdayORLaJyEDICeHBAEtpkpKSgAAycnJmvuTk5M9j5WUlCAyMhKtWrVqcpn6srOz4XQ6Pbf27dsDANxudyDjk1AXd/R1h++aO4zHkzxDg5SOXEoOPaS0oan3rZR8UnLowb7RGIZcGqGxrwl7c8XqppaZO3cu3G6351ZUVBSwrCTXpYqmYOaQgDkCR8qAwhzGk9I2KTnIGAEtplwuFwA0mGEqLS31zFa5XC5UV1ejrKysyWXqi4qKQkJCguZGWlKm6c3uMJo7/GcGKVmMOPTqz3NKWR/BEmrtJQpVAS2mOnXqBJfLhfz8fM991dXV2LRpE/r37w8A6NWrFyIiIjTLFBcXY+/evZ5lrISdpTx2mDmRTOJ1vKTivhgYUvYzKTlIHp8v2llZWYlDhw55/l1YWIjdu3ejdevWuOKKK5CZmYmsrCykpqYiNTUVWVlZiI2NxZgxYwAATqcTEydOxMyZM5GYmIjWrVtj1qxZ6N69O4YMGRK4lvlASocnJQeRN7i/6iNlYDYrR93revPTT1L2NSk5/CVln7Mjn4upnTt3YtCgQZ5/z5gxAwAwbtw45ObmYvbs2Th79iwmT56MsrIy9O3bF+vXr0d8fLznb1588UWEh4dj1KhROHv2LAYPHozc3FyEhYUFoEkU6thhUHMCvX94c06o0cx+fX8EI7OUvkDKaRiBJCWHFA4lZW/zQXl5OZxOJ9xud0DOn5JyjpC/OQK9CZmDOQKdwe45/Cmo7Lw+ApnDzm0L1RwAAjZ+S2GLHzo2iwXrUMuQ8qmHOcgbZm8f9kVkFXa9pBGLKSHM7ozrSMlBRMaTUoRJyXEp0r4t7Aur5rYKFlNEZDgpHbldc/BDUENGbWszD+eSXCFfTFm9E5LyRmUOLeYgM0nd7laf2bH6eEHGCfliyl9W7RCIyF4aG+DNGPS9eU0Jv2hgZVLWnYQvw0jj86URiCg0Wb0jDzQpOayO15cynp2LGCk4M+UlPT+hQdYkpQOVkoMCQ0ofIiWHnXEdhw4WU14yckCTMlgyR2BI6UCZQ0tCDgkZQgHXMwVbSBdT/gzakgZ6KR0GcxB5R1L/QUSBE9LFlL84aBMR6ce+1HhS1rGUHEZhMUVEFGJ4nSvrkbKOpeSQhsUUEVmGlI5cylfDpawPI1h9Hdt9Joa0eGkEoku4uFO8VMdq145cSg5/SclBRPbEmSkf2XWQkpSj7irJvjy3keuj7v/tPAtARET+C9mZKQ6MckncNo1l4s9LkBVJmaUzIoeUtkkhZX1IyWEkzkwR+YmFFBE1JhSKB9JiMUVEtiZlYJOSg4gCj8UUkc1IGbSl5Ai0pg75SshhBik5jCClbcwhH4spH0gZHEIxR3OvFYrrI5ikdKBScjRGcjYr4vokq2ExRWI6ruZyBDOjFdYHkZUF6oNHsD/AWOkDk5SsUnIYjcWUiThYEoUGKQOKlBxGCEbbvOmz7byOqWkhWUyxiCEiCrxgFxLsy4OH67p5IVlMEZGxpHw6l5IjVHDApVDFYspipAwOzKHFHBRMUooWKTnsjOvYGlhMeYmDFBFxYAsd3NbkCxZTRBfxtgM1uriW0pEzh35SPohZJYc/29oqbQsW5gi+kP1tPvqZlEFKSo76Lu4MGvvx4/rLkBzcLkQULCFXTEkZtKXkoOZxOxFRqGM/eGk8zEd0EX9mM6R0NFJmYqTkIGNJ2e/tjOvYOlhMkc+kDJZG5LDy+RpEwWTmfs/3HEnDYsoLUt64UnLQz7g9yAxWnq0I1HvG6HVg5XUsRaj1jyymiPxk9w5XSvusnEPKgCJlFteI57TzOvaHlByhhsUUmc7Kg6URpOSwMg4oRBRMIVVMSRmkmIPINyyOiEiykCqmiAJNyiBv9xws/GXh9ggd3NbeYTFFPrH7oE0kGQc2LTv3A9zW1sJi6hKkvFml5CAi8odVToK3MinjhJQcwcRiiojEkjJY8ltmxpOyjqXkIGthMUUkCIsH/aTkIKLQwWIqyKw8WBqBOYiIyOp8Kqays7PRp08fxMfH4/LLL8fIkSPx7bffapZRSmHBggVISUlBTEwMBg4ciH379mmWqaqqwrRp05CUlIS4uDiMGDECx44d09+aZnCwpECTMgMiJQcRUajyqZjatGkTpkyZgi+++AL5+fm4cOECMjIycObMGc8yCxcuxAsvvIDFixdjx44dcLlcGDp0KCoqKjzLZGZmYu3atcjLy8PmzZtRWVmJ2267DTU1NYFrGQWclEFbSg6iYJLygVBKDiNIaRtzWJDSobS0VAFQmzZtUkopVVtbq1wul8rJyfEsc+7cOeV0OtWyZcuUUkqdPn1aRUREqLy8PM8yx48fVy1atFDr1q3z6nXdbrcCoNxut9dZAfh8MwJzMAdzMEewMkjJYebzGt025vAtgz/jtxXoOmfK7XYDAFq3bg0AKCwsRElJCTIyMjzLREVFIT09HVu3bgUAFBQU4Pz585plUlJSkJaW5lmmvqqqKpSXl2tuRETBwJPxZZLSNuYgQMcJ6EopzJgxAwMGDEBaWhoAoKSkBACQnJysWTY5OdnzWElJCSIjI9GqVasml6kvOzsbTqfTc2vfvr2/sYnIAEZ05FYuYsg3PJxEVud3MTV16lR8/fXX+N///d8Gj9V/YyilLvlmaW6ZuXPnwu12e25FRUX+xibI6biYQ0tK8SBlfRARWYVfxdS0adPw4YcfYsOGDWjXrp3nfpfLBQANZphKS0s9s1UulwvV1dUoKytrcpn6oqKikJCQoLlZEQcpIiIi+/GpmFJKYerUqVizZg0+++wzdOrUSfN4p06d4HK5kJ+f77mvuroamzZtQv/+/QEAvXr1QkREhGaZ4uJi7N2717NMoLGIoUDj4SQKJil9mJQcRpDSNuawpnBfFp4yZQpWrVqFDz74APHx8Z4ZKKfTiZiYGDgcDmRmZiIrKwupqalITU1FVlYWYmNjMWbMGM+yEydOxMyZM5GYmIjWrVtj1qxZ6N69O4YMGRL4FvpJymDJHFpSclBo4IBiPK5jsgOfiqmlS5cCAAYOHKi5f/ny5Rg/fjwAYPbs2Th79iwmT56MsrIy9O3bF+vXr0d8fLxn+RdffBHh4eEYNWoUzp49i8GDByM3NxdhYWH6WkNERADkfPCQksPOpKxjKTnM4FAWbH15eTmcTifcbrdX509Z+cRe5mAO6TkkZAhmjkt9oSbU1ofeHHZuG3M05Ov4bRX8bT4KaXbvuIKRI9RwHRFRfSymgkRKB8wcREREgWX7YoqDNhGRfuxLjSdlHUvJYSW2L6ZIPymn1UnJQcaS0pEzh/GktE1KDrIuFlONkDJoS8lBRETUnFAfr1hMEREFiJQBxc457Nw2f0jJEepYTBGZzMrf5JPSkUvJQUShicVUEEg5Hs8cWlYuHoiISA5bF1NSBm0iIiIr4LjpH1sXU2QfnBEKDVI6cubQMiKHndvmDyk5yD8spoSSUjxIyUHGYkdOROQ/FlP1sHggItKPfanxpKxjKTnMxGKKQpKUmRgpOUg/KQOKlBxGkNI2KTlIDhZTBpMyWDKHflI6UObQkpKDiEKXbYspKw/apMXBksg8du5LpbSNOazPtsUUEVmLlI6cOYxn57ZRaGIxRRTiOLAREenDYuoiUg4nMQcREZF1sJgKAVJmHphDS0oOsg8pH4Ck5LAzKetYSg6z2bKYuniQUkqZtrE5WFKgSem4mENLSg47k7KOpeQINI5X+oSbHcBo3EEoEOzagZKWlP7Czjns3DZ/SMlB+thyZor0k1I8SMkRaFI6UOYgItKPxRQRERGRDiymhOFMjLGk5CAiIvuwXTHl72AZ6CJGyqAtJQcREZFd2a6YIqLQIGUWV8oHMbvmMOI5pbSNOeyDxRRRkEnpuKyeI9Ck5LAzrmOyKxZT1ICUTxtSBm0p64OIiGRiMUVERESkg62KKSlTyMyhJSUHERFpsX8ODFsVU1bHw0lE5pAyoDCH8aS0TUoOCgwWU2ARQ8EjpQNlDnuR0oc1l8Pq29oK6ziYpOSQgsUUhQSrd+SkJaUjl5LDzriOyQpYTNmUlOLB6t+gYw4tKTmIiCSxTTHF4iEwpOQIVUopbgMiCgop46Yd2KaYIiLvSOlAmUPLzjns3DZ/SMlBgcNiigwjpcOwUo66ZTg7RURkHeFmBzAbBy2SRkrxR+QL9qXGk7KOpeSQxBYzU1IGH+YgCh1SBhQpOYwgpW1ScpBctiimiIwgpQO1Yw49Bb+UHIFk5xx2bps/mMOefCqmli5dih49eiAhIQEJCQno168f/va3v3keV0phwYIFSElJQUxMDAYOHIh9+/ZpnqOqqgrTpk1DUlIS4uLiMGLECBw7diwwrSFdOGgbhznsoW7flPJeISIZfCqm2rVrh5ycHOzcuRM7d+7EzTffjDvuuMNTMC1cuBAvvPACFi9ejB07dsDlcmHo0KGoqKjwPEdmZibWrl2LvLw8bN68GZWVlbjttttQU1MT2JZ5QUqHyOKByFq4fxORhtKpVatW6vXXX1e1tbXK5XKpnJwcz2Pnzp1TTqdTLVu2TCml1OnTp1VERITKy8vzLHP8+HHVokULtW7dOq9f0+12KwDK7XYr9XMl4tctkPzNwBzMcfHrScghZX0whz1y2LltzOG7+uO3Xfh9zlRNTQ3y8vJw5swZ9OvXD4WFhSgpKUFGRoZnmaioKKSnp2Pr1q0AgIKCApw/f16zTEpKCtLS0jzL+IqfEMkuQmVfltJO5tDi+VLGs0MOJeSIjjQ+Xxphz5496NevH86dO4eWLVti7dq16Natm6cYSk5O1iyfnJyMI0eOAABKSkoQGRmJVq1aNVimpKSkydesqqpCVVWV59/l5eW+xqYQZIeOK5Ck5NBDSkfOHFpG5LBz2/whJQc1zueZqV/+8pfYvXs3vvjiC/zhD3/AuHHjsH//fs/j9TtspdQlO/FLLZOdnQ2n0+m5tW/f3tfYIUHKYCklhx1I6UCl5CAiksjnYioyMhKdO3dG7969kZ2djWuvvRYvvfQSXC4XADSYYSotLfXMVrlcLlRXV6OsrKzJZRozd+5cuN1uz62oqAgA4HQ6fY1vCDsUD1IGy1DKIaWtRBQ67DBeSaT7OlNKKVRVVaFTp05wuVzIz8/3PFZdXY1Nmzahf//+AIBevXohIiJCs0xxcTH27t3rWaYxUVFRnssx1N0CkVsCKTko+EKxU5PSZubQ4vlSxpOSg4zh0zlTjz76KG655Ra0b98eFRUVyMvLw8aNG7Fu3To4HA5kZmYiKysLqampSE1NRVZWFmJjYzFmzBgAP88kTZw4ETNnzkRiYiJat26NWbNmoXv37hgyZIghDQwVUt6ozKHFHERE9udTMXXixAncd999KC4uhtPpRI8ePbBu3ToMHToUADB79mycPXsWkydPRllZGfr27Yv169cjPj7e8xwvvvgiwsPDMWrUKJw9exaDBw9Gbm4uwsLCAtuyIOEgRUShzG6z696c5xuq7LatA8mhLLh2ysvLdZ8vFahm633TMQdzMId1MjCHdzms3LaLiynJ69iqOerGb7fbHZBTdqTgb/OR7UjoMJgj8DmIgoH7KfmDxZQOdhmk7JaDyBvc34iCT8q38AMtJIspdqJEZOYMhJTZDyk5jCClbXbJwXGzeSFZTJF9Seu4lFKmdkLS1ofZpOSwM65jCkU+/5wM/UxKh8EcsnG92IuUT+d2zmHntvlDSo5AsHN/yJkpIoGkdKDMEXhSBhQpOYwgpW3METpYTJlEyuBgpxyB6DCk5AgE5tCSksPOuI4pVIVcMcXBMvCk5CCi4JHyQczOpIxXUnJIFnLFFBGRWaQMKFJyGEFK26TkoOBgMWVRUt6ozKHFHFrMEXhSZ4S4jimUsZjykZ06DJJJSkfOHFp6c0jpO6TkaIyUba2XlHXMHMHDYiqESem4pAxSUnLoxRxaUnLYmZR1LCUHhZ6QKqakDJZScuglJQcRBZeUD2J2JmUd22W8MlpIFVNEFFqkdOR2/iDGdWxMDr2k5AgVLKYsRsobhDm0mENLysAWKFJy2BnXMVkZiykvSRmkyBhSOnLmCBwp71k757Bz2/zBHFpScgRDyBRTUgYHO+QI5BtESg49mENLSg4yhpQ+zM6krGMpOawgZIopPaQMDlJyEDVFyj5qx4JfSg5puI61mMMcLKYsQsqOyRxazGEcfiqWTUoRQyQBi6lLsOMgRVpSOnJ/cwR6H5WSw1/MocVzpYzHHFpScgRTSBRTUgYH5pCZw19SchAFi5QPHnYmZR1bvX8OtpAopkg/KW8Q5tBiDi27FvxSchjxnFLaJiWHv6TkCFUsppogZceUkoOMZfVPo4HmTw4p7xU757Bz2/zBHFpScpiBxVQjpOwQRuSQMkgxh37MQUQkg+2LKSt/0qZ/kzJgM4cWc2gxh/GktM3OH+6k5LAS2xdTvpKyQzAHNUXKNjEqh68dOXMEJ4cRpLRNSg5fMYccLKYuImWHsHsOKR2XVXMYRUoOX9j9veIrKTmMIKVtzKElJYfZbF1M+TI4GLlDMIf/mEOLOagp3CbGk7KOOU7IY+tiyltSdgjm0GIOrVDoQJnD/xxWw3Ws5W2OUOiPrCjkiymjdwgpbxDmYI5AYA4t5jCelLZJyCEhAyAnhyS2Laa8GaSk7BDMocUcWsyhFSo5rFZoGyFU1rGU8UpKDisKNzuAWaTsEMyhFUo5pHRcl8oRrG3CHL6RksMfXMe+YQ75bDkzJeWNyhzMoYeEHBIyAMxRn5QcRpDSNubQkpJDqpCbmZKyQ0jIISEDwBz1BTNHc4UlczCHEaS0jTlk5rCqkCmmgr0zNLVjMgdzNJVDSofFHFrMYTwpbWMOLSk5rMB2xVT9QUrKzsAcWqGcQ0ohxRzM4WuOi/mTSXLbmMP8HFZmq2JKSiHFHE3nMPMNKiXHxZhDK9RzSHzP6lmmOdzWMre1lO1iNbYqpgDzd4S6HdPsHHXMziFlfTAHc1ghRx0pOYxgdtu4rRsnJYdV2aqYkrAzSMhQR0IWCRkA5qiPObSY49+MuCK4hHbVkZKFOezFVsUUERH5L5CFFAdpCiUspoiIKCCFFAsoClW6LtqZnZ0Nh8OBzMxMz31KKSxYsAApKSmIiYnBwIEDsW/fPs3fVVVVYdq0aUhKSkJcXBxGjBiBY8eO6YlCRER+8qeQcjgcDW5EocrvYmrHjh149dVX0aNHD839CxcuxAsvvIDFixdjx44dcLlcGDp0KCoqKjzLZGZmYu3atcjLy8PmzZtRWVmJ2267DTU1Nf63hIiIfHapizU2dSOiiyg/VFRUqNTUVJWfn6/S09PV9OnTlVJK1dbWKpfLpXJycjzLnjt3TjmdTrVs2TKllFKnT59WERERKi8vz7PM8ePHVYsWLdS6deu8en23260A8MYbb7zxxhtvFry53W5/yg+x/JqZmjJlCm699VYMGTJEc39hYSFKSkqQkZHhuS8qKgrp6enYunUrAKCgoADnz5/XLJOSkoK0tDTPMvVVVVWhvLxccyMiIiKSwOcT0PPy8rBr1y7s2LGjwWMlJSUAgOTkZM39ycnJOHLkiGeZyMhItGrVqsEydX9fX3Z2Np588klfoxIREREZzqeZqaKiIkyfPh0rV65EdHR0k8vVP56ulLrkMfbmlpk7dy7cbrfnVlRU5EtsIiIiIsP4VEwVFBSgtLQUvXr1Qnh4OMLDw7Fp0yb8+c9/Rnh4uGdGqv4MU2lpqecxl8uF6upqlJWVNblMfVFRUUhISPDc4uPjfYlNREREgigDLg5rJp+KqcGDB2PPnj3YvXu359a7d2+MHTsWu3fvxpVXXgmXy4X8/HzP31RXV2PTpk3o378/AKBXr16IiIjQLFNcXIy9e/d6lrmUi78ZSERERNZit3Hcp3Om4uPjkZaWprkvLi4OiYmJnvszMzORlZWF1NRUpKamIisrC7GxsRgzZgwAwOl0YuLEiZg5cyYSExPRunVrzJo1C927d29wQntTUlJSsH//fnTr1g1FRUVISEjwpRlksPLycrRv357bRhhuF7m4beTitgkspRQqKiqQkpJidpSACvgV0GfPno2zZ89i8uTJKCsrQ9++fbF+/XrNobkXX3wR4eHhGDVqFM6ePYvBgwcjNzcXYWFhXr1GixYt0LZtWwDwHPojebhtZOJ2kYvbRi5um8BxOp1mRwg4h7Logcvy8nI4nU643W7u4MJw28jE7SIXt41c3DbkDV0/J0NEREQU6ixbTEVFReGJJ55AVFSU2VGoHm4bmbhd5OK2kYvbhrxh2cN8RERERBJYdmaKiIiISAIWU0REREQ6sJgiIiIi0oHFFBEREZEOliymlixZgk6dOiE6Ohq9evXC559/bnYkW8vOzkafPn0QHx+Pyy+/HCNHjsS3336rWUYphQULFiAlJQUxMTEYOHAg9u3bp1mmqqoK06ZNQ1JSEuLi4jBixAgcO3YsmE2xvezsbDgcDmRmZnru47Yxz/Hjx/G73/0OiYmJiI2NRc+ePVFQUOB5nNvGHBcuXMBjjz2GTp06ISYmBldeeSWeeuop1NbWepbhtiGfKIvJy8tTERER6rXXXlP79+9X06dPV3FxcerIkSNmR7OtYcOGqeXLl6u9e/eq3bt3q1tvvVVdccUVqrKy0rNMTk6Oio+PV++9957as2ePuueee1SbNm1UeXm5Z5lJkyaptm3bqvz8fLVr1y41aNAgde2116oLFy6Y0Szb2b59u+rYsaPq0aOHmj59uud+bhtznDp1SnXo0EGNHz9ebdu2TRUWFqpPPvlEHTp0yLMMt405nnnmGZWYmKg+/vhjVVhYqP7yl7+oli1bqkWLFnmW4bYhX1iumLrhhhvUpEmTNPd17dpVPfLIIyYlCj2lpaUKgNq0aZNSSqna2lrlcrlUTk6OZ5lz584pp9Opli1bppRS6vTp0yoiIkLl5eV5ljl+/Lhq0aKFWrduXXAbYEMVFRUqNTVV5efnq/T0dE8xxW1jnjlz5qgBAwY0+Ti3jXluvfVWNWHCBM19d955p/rd736nlOK2Id9Z6jBfdXU1CgoKkJGRobk/IyMDW7duNSlV6HG73QCA1q1bAwAKCwtRUlKi2S5RUVFIT0/3bJeCggKcP39es0xKSgrS0tK47QJgypQpuPXWWxv8WDi3jXk+/PBD9O7dG7/97W9x+eWX47rrrsNrr73meZzbxjwDBgzAp59+ioMHDwIAvvrqK2zevBnDhw8HwG1Dvgv4Dx0b6eTJk6ipqUFycrLm/uTkZJSUlJiUKrQopTBjxgwMGDAAaWlpAOBZ941tlyNHjniWiYyMRKtWrRosw22nT15eHnbt2oUdO3Y0eIzbxjyHDx/G0qVLMWPGDDz66KPYvn07HnroIURFReH+++/ntjHRnDlz4Ha70bVrV4SFhaGmpgbPPvssRo8eDYDvG/KdpYqpOg6HQ/NvpVSD+8gYU6dOxddff43Nmzc3eMyf7cJtp09RURGmT5+O9evXIzo6usnluG2Cr7a2Fr1790ZWVhYA4LrrrsO+ffuwdOlS3H///Z7luG2Cb/Xq1Vi5ciVWrVqFa665Brt370ZmZiZSUlIwbtw4z3LcNuQtSx3mS0pKQlhYWIOqv7S0tMEnCAq8adOm4cMPP8SGDRvQrl07z/0ulwsAmt0uLpcL1dXVKCsra3IZ8l1BQQFKS0vRq1cvhIeHIzw8HJs2bcKf//xnhIeHe9Ytt03wtWnTBt26ddPcd/XVV+Po0aMA+L4x08MPP4xHHnkE9957L7p374777rsPf/zjH5GdnQ2A24Z8Z6liKjIyEr169UJ+fr7m/vz8fPTv39+kVPanlMLUqVOxZs0afPbZZ+jUqZPm8U6dOsHlcmm2S3V1NTZt2uTZLr169UJERIRmmeLiYuzdu5fbTofBgwdjz5492L17t+fWu3dvjB07Frt378aVV17JbWOSG2+8scElRA4ePIgOHToA4PvGTD/99BNatNAOf2FhYZ5LI3DbkM9MOvHdb3WXRnjjjTfU/v37VWZmpoqLi1Pff/+92dFs6w9/+INyOp1q48aNqri42HP76aefPMvk5OQop9Op1qxZo/bs2aNGjx7d6NeI27Vrpz755BO1a9cudfPNN/NrxAa4+Nt8SnHbmGX79u0qPDxcPfvss+pf//qXevvtt1VsbKxauXKlZxluG3OMGzdOtW3b1nNphDVr1qikpCQ1e/ZszzLcNuQLyxVTSin13//936pDhw4qMjJSXX/99Z6v6JMxADR6W758uWeZ2tpa9cQTTyiXy6WioqLUTTfdpPbs2aN5nrNnz6qpU6eq1q1bq5iYGHXbbbepo0ePBrk19le/mOK2Mc9HH32k0tLSVFRUlOratat69dVXNY9z25ijvLxcTZ8+XV1xxRUqOjpaXXnllWrevHmqqqrKswy3DfnCoZRSZs6MEREREVmZpc6ZIiIiIpKGxRQRERGRDiymiIiIiHRgMUVERESkA4spIiIiIh1YTBERERHpwGKKiIiISAcWU0REREQ6sJgiIiIi0oHFFBEREZEOLKaIiIiIdGAxRURERKQDiykiIiIiHVhMEREREenAYoqIiIhIBxZTRERERDqwmCIiIiLSgcUUERERkQ4spoiIiIh0YDFFREREpAOLKSIiIiIdWEwRERER6cBiioiIiEgHFlNEREREOrCYIiIiItKBxRQRERGRDiymiIiIiHRgMUVERESkA4spIiIiIh1YTBERERHpwGKKiIiISAcWU0REREQ6hJsdwF/nzp1DdXW12TGIiIjIB5GRkYiOjjY7RkBZspg6d+4cYmJizI5BREREPnK5XCgsLLRVQWXJYoozUkT25na7zY5ARAYoLy9H+/btUV1dzWKKiMhICQkJZkcgIvIaT0AnIiIi0oHFFBEREZEOLKaIiIiIdGAxRURERKQDiykiIiIiHVhMEREREenAYoqIiIhIBxZTRERERDqwmCIiIiLSgcUUERERkQ4spoiIiIh0YDFFREREpAOLKSIiIiIdWEwRERER6cBiioiIiEgHFlNEREREOrCYIiIiItKBxRQRERGRDiymiIiIiHRgMUVERESkA4spIiIiIh3CzQ5ARFRfeXm52RGIyAB2fW9bsphSSqFly5aorKw0OwoRGcDpdJodgYgM0rJlSyilzI4RUJYsphwOByorK1FUVISEhASz4xAREZEXysvL0b59ezgcDrOjBJQli6k6CQkJLKaIiIjIVDwBnYiIiEgHFlNEREREOliymIqKisITTzyBqKgos6MQERGRl+w6fjuU3U6pJyIiIgoiS85MEREREUnBYoqIiIhIBxZTRERERDrYrphasGABevbsaXYMIiIiUQYOHIjMzEyzY9iSIcXU+PHj4XA4kJOTo7n//fff133V09zcXDgcjga3119/XdfzEhERWVnd2Fv/dujQoaDm6Nixo+e1Y2NjkZaWhldeeSWoGfyRm5uLX/ziF379rWEzU9HR0XjuuedQVlYW8OdOSEhAcXGx5jZ27NiAvw4REZGV/OY3v2kwPnbq1CnoOZ566ikUFxfj66+/xsiRIzFp0iSsXr260WWrq6uDnC7wDCumhgwZApfLhezs7GaXe++993DNNdcgKioKHTt2xJ/+9KdLPrfD4YDL5dLcYmJiGl12x44dGDp0KJKSkuB0OpGeno5du3Zplvnmm28wYMAAREdHo1u3bvjkk0/gcDjw/vvve91eIiIis0VFRTUYH8PCwhpdduXKlejduzfi4+PhcrkwZswYlJaWapb58MMPkZqaipiYGAwaNAgrVqyAw+HA6dOnm81R95ydO3fGM888g9TUVM+YOnDgQEydOhUzZsxAUlIShg4dCgDYv38/hg8fjpYtWyI5ORn33XcfTp486XnOd999F927d0dMTAwSExMxZMgQnDlzxvP48uXLcfXVVyM6Ohpdu3bFkiVLPI99//33cDgcWLNmDQYNGoTY2Fhce+21+Oc//wkA2LhxI37/+9/D7XZ7ZtUWLFjg7Wo3rpgKCwtDVlYWXn75ZRw7dqzRZQoKCjBq1Cjce++92LNnDxYsWID58+cjNzc3YDkqKiowbtw4fP755/jiiy+QmpqK4cOHo6KiAgBQW1uLkSNHIjY2Ftu2bcOrr76KefPmBez1iYiIJKqursbTTz+Nr776Cu+//z4KCwsxfvx4z+Pff/897r77bowcORK7d+/Ggw8+6Pf4GB0djfPnz3v+vWLFCoSHh2PLli145ZVXUFxcjPT0dPTs2RM7d+7EunXrcOLECYwaNQoAUFxcjNGjR2PChAk4cOAANm7ciDvvvBN1l8p87bXXMG/ePDz77LM4cOAAsrKyMH/+fKxYsUKTY968eZg1axZ2796NLl26YPTo0bhw4QL69++PRYsWaY58zZo1y/sGKgOMGzdO3XHHHUoppX71q1+pCRMmKKWUWrt2rbr4JceMGaOGDh2q+duHH35YdevWrcnnXr58uQKg4uLiPLfk5GTP40888YS69tprm/z7CxcuqPj4ePXRRx8ppZT629/+psLDw1VxcbFnmfz8fAVArV271tsmExERmWrcuHEqLCxMMz7efffdnsfT09PV9OnTm/z77du3KwCqoqJCKaXUnDlzVFpammaZefPmKQCqrKysyefp0KGDevHFF5VSSp0/f94zbi9ZssSTo2fPnpq/mT9/vsrIyNDcV1RUpACob7/9VhUUFCgA6vvvv2/0Ndu3b69WrVqlue/pp59W/fr1U0opVVhYqACo119/3fP4vn37FAB14MABpdTP9YXT6WyyXc0J96vE9MFzzz2Hm2++GTNnzmzw2IEDB3DHHXdo7rvxxhuxaNEi1NTUNDk1GR8frzlU16JF0xNspaWlePzxx/HZZ5/hxIkTqKmpwU8//YSjR48CAL799lu0b98eLpfL8zc33HCDT20kIiKSYNCgQVi6dKnn33FxcU0u++WXX2LBggXYvXs3Tp06hdraWgDA0aNH0a1bN3z77bfo06eP5m+8HR/nzJmDxx57DFVVVYiMjMTDDz+MBx980PN47969NcsXFBRgw4YNaNmyZYPn+u6775CRkYHBgweje/fuGDZsGDIyMnD33XejVatW+OGHH1BUVISJEyfiP//zPz1/d+HCBTidTs1z9ejRw/P/bdq0AfBzndC1a1ev2tUUw4upm266CcOGDcOjjz6qmT4EAKVUg2/3KS9+3aZFixbo3LmzV68/fvx4/PDDD1i0aBE6dOiAqKgo9OvXz3PCW2MZiIiIrCguLs6r8fHMmTPIyMhARkYGVq5cicsuuwxHjx7FsGHDmh0fvRmjAeDhhx/G+PHjERsbizZt2jR4nvpFXm1tLW6//XY899xzDZ6rTZs2CAsLQ35+PrZu3Yr169fj5Zdfxrx587Bt2zbExsYC+PlQX9++fTV/W39SJiIiwvP/dZnqikg9DC+mACAnJwc9e/ZEly5dNPd369YNmzdv1ty3detWdOnSpclZKV99/vnnWLJkCYYPHw4AKCoq0pzQ1rVrVxw9ehQnTpxAcnIygJ9PWiciIrKrb775BidPnkROTg7at28PANi5c6dmma5du+Kvf/2r5r76yzQlKSnJ60kPALj++uvx3nvvoWPHjggPb7w0cTgcuPHGG3HjjTfi8ccfR4cOHbB27VrMmDEDbdu2xeHDh3V9sz8yMhI1NTV+/W1QLtrZvXt3jB07Fi+//LLm/pkzZ+LTTz/F008/jYMHD2LFihVYvHixbyd9XULnzp3x1ltv4cCBA9i2bRvGjh2r+ebf0KFDcdVVV2HcuHH4+uuvsWXLFs8JdpyxIiIiO7riiisQGRmJl19+GYcPH8aHH36Ip59+WrPMgw8+iG+++QZz5szBwYMH8c4773i+IBbo8XHKlCk4deoURo8eje3bt+Pw4cNYv349JkyYgJqaGmzbtg1ZWVnYuXMnjh49ijVr1uCHH37A1VdfDeDnC3ZnZ2fjpZdewsGDB7Fnzx4sX74cL7zwgtcZOnbsiMrKSnz66ac4efIkfvrpJ6//NmhXQH/66acbTA9ef/31eOedd5CXl4e0tDQ8/vjjeOqppxocDtTjzTffRFlZGa677jrcd999eOihh3D55Zd7Hg8LC8P777+PyspK9OnTBw888AAee+wxAD9/+4CIiMhuLrvsMuTm5uIvf/kLunXrhpycHPzXf/2XZplOnTrh3XffxZo1a9CjRw8sXbrUM9kQFRUV0DwpKSnYsmULampqMGzYMKSlpWH69OlwOp1o0aIFEhIS8I9//APDhw9Hly5d8Nhjj+FPf/oTbrnlFgDAAw88gNdffx25ubno3r070tPTkZub69M1tvr3749JkybhnnvuwWWXXYaFCxd6/bcO5e0B0BCyZcsWDBgwAIcOHcJVV11ldhwiIiIRnn32WSxbtgxFRUVmRxElKOdMSbd27Vq0bNkSqampOHToEKZPn44bb7yRhRQREYW0JUuWoE+fPkhMTMSWLVvw/PPPY+rUqWbHEofFFH6+sOfs2bNRVFSEpKQkDBkyxKsrsRMREdnZv/71LzzzzDM4deoUrrjiCsycORNz5841O5Y4PMxHREREpEPQTkAnIiIisiMWU0REREQ6sJgiIiIi0oHFFBEREZEOLKaIiIiIdGAxRURERKQDiykiIiIiHVhMEREREenAYoqIiIhIh/8HZxA76nFCf/oAAAAASUVORK5CYII=\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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0KhIRERFR0Cwrpm688UYcO3YMs2fPRlFREbKysvCPf/wD7du3tyoSERERUdBs+XMyZWVlSE5OtjoGERERhaC0tBRJSUlWxzCMc27yQERERGQBy07zERFJUfsAvdOuMiIi87GYMoF3w1xz/yx/99EiImPU7Hv+9jNf+6C/Qsp7BIS/++LVt1+HexQF2xfjNLT+iWpjMRWkhhprX6/V/NvInTGQHOHAHMxhdY6GChbv1/1NX1MYBfM5Nc9JGXoabI7a8xzubcXso4G+iqGGvtAGsv6D/Xsr90EpR1yltEdmYjEVIImNZbAbplE7lpRvbMwRmTm8G+ZQjwrVd4QqUtSeZ7M7vECL3oY+P9T1ZFThW/uIZEMCmS5chaQVImmfYjHVgFC/aRjdMBm9Ufr71lb732Z+vl4S8kjIUENKFrNzBHIaLxBO/oYcqkALBKDhU5zBbge+ijrJgllOgUxjZj9hxbYuJUc4sZjyw4gd2oiNJ9DDzkZ82wr0c339bbh2lPpO0YQTc1iTw9+2rqfzNmL/sSt/QxICLQJq/hvJy1ACKcteSg4rsJjyob4NItDOQW8nEsihYQkdQs3nhuvUjtWYQ8uqHEZ14N6nCqUs13Ax6guZ3ZebEUfXrGJEf+WkHFZhMVWLUUd3zC6kajRUyBh55Moff+9r9qHr2qw+KsYc4c1hROFT+z185Yy0Iy2RNK+1BXMhUY1Ax0oFOq0eEtabhAwSsJj6/wWzg4T6ulE5aqZraACuv2IrXGpnDLXQlLKjMoeWUTmsuMrHXyElcdxOfbdqMPMzpcy/0cLxRbf2Z4R65aDROcwiJYcELKYgp+HUM+4jlL8PB7MzRlKD4aQcNYVMqHlD3Y7q6+j8Dai2ar/yzhNIERjIexo5nXcePeulvnF3Eto2KW2XhGUByMkhRcQXU1Ku/gk2h9HfoqU0WNJIWSbMEVqGUIuC+t4vlGXQ0N/5K+D8nYIMhdTTrrWLRSMuLqhPIOvYeyxqsBkCGT9q9pF6af1VJIjoYkpCxwDoH/thxHxIWRaSSFkmdssRSAMajm/lDQ0q9nclW32fFWohVV8ePR2O3bYNf3/bUEFltvrGfpr13r5eM+u0oJGk5JAmYospKRuE3sPiRl3VFOxn1ydcmcz81qP3lGtt4eosJS0PCerbDoMp+Iw4jdXQZ9TQcwTEKkYfOfIn0KN7DeUxc30Gw9f8+NtWnbiunSYii6lgNwizOim9ObwLqlDe0wxWf8v0JZgjAJIyS2DnHMF886/v740Yo2Xk9HZuw0I94ufv1Fgo66ihaY267UZ948ACZed1HUkirpiyc8fgi78CSwrvgbJGFn21G1d/xZKvsWXhGmAciadvJDbkwRyp8PW8lHXhBKEUt3oLn0CKGj2D+ut7X3/tHbcp54m4Ysqu9HZSRhUxenL4u5JKb6Zgv5mG8/RjKGNi9IzLMZKUBj/UI1L+TqN4d6CBDDoPNYcZIi2HnkH/DQl1IHgwnydlfenhhHkwW0QVU5HSSQV6Lp6MEcgRsUg75C2Bv8Hmvo6QNnTVnJ3bDifkCLTgBYLb3xradwNlxLwZ0UY7YV3bVcQUU1KKiXB+mwvn54VKer5QNDQmxKlX7EhpyIG623/tDjaYLxuR2Ck0RNI2GsitI/SOmwtFIKcmg5neKlJzSRQxxVSkklxU6ckkYSxLoPePCXTsTbgGOTfE6uVaw8hxhd4Xavg66uTrOSnLApCVxU7MHOwdzHs4+TQgAY2sDhAOdu+kzDyfH+73MEJ99+2xmr8xOL4GwpN/Royj81UQ+XpfX+tM2rYlZZuxe1tqxnsGsu34axOMnA8py1javhMujj8yZfdGyKn0LA+Jy7K+cRpGXLEULk5vQBvKWfsolZ6jn1KWh5E5pG2jUpZxQ7yvNpayHOtjh4zSRMSRKSIz1Hyz1HtKSO/pTqNIaUCNGojr64hToOvK6KMGekjJ4WRGL+P6BsTbpQik4Dj6yJSURkhKDj0CufopUEYVD/4Glgby/kaOuWLjaBwzbt3hva7ttD9KycocwfG+4MROV/TaZRlL4+hiSg8pG76UHDUkDPxuSCCncszotEMhZVlKyaGXv2K/vsHlvqYNx5gcs/dtKW2HlBz+GHlkuKEreX3924jTf1KWsZQcVnBsMSWlc3BqjlC/aZl5ON2Kzyd7jQkDfHdeRh65qm/snKTlYDeB3l5EKn8XP0jC7TN0ji2myDxSGoBQckjq0CLl6FggnYhZVzX5KvprnvO+E7rROQLJ5ut5X69bSUoOM4R73vyd8nPyMo4UjiympGyYzKFlRfFgxrxLKSbtIlxjRgK9JL2+U4BGFNuhjCu0+1EXs0lpw3wJdIymr/+XRPIytgNHFlN6SdnYmYPMFq4GVPI2VLv4MeOihPqORITjRo56ClkpR0/NYOYNOmsL9HYcdid5XYcDiykyTH0dhFMaDKNE2vIw+8hUIB1WoHesNzqHryItnEfpgj1CJr1TlJ6vtnBktdPycDLHFVNSOinmsE4kzLOUBjTQHGbnbagIqF3Q+DqtF86xUg0J1/bra5nVd+sRq0jJ4S2Q27Q0RMq8SclhZ7xpJxnG30+pmMHfJciSOkV/pDRcTsoRyHqp7yo7KcVpODlpnoPdhsy4qthJy5OC56hiKtI6h0jOwYZLHyn7SrgYfTpPj0Dvwk6BC8fYs2BycN1GHkcVU0aQ0NjajYSGQ0IGCp6UAfBWbD+SxxY6OUc4T6OanUPql91IxGKKdLNyRwrHqT0j2SlrQ9iAagVaHPHO57LeMxR2GxNF5mMxZTApO49VORr66QQj3j/Q0yRGj2OwW0MeKaQuDyltAclity+AFBjHXM3HjVMGKd9GJY5dkJKFObTMymHXnzpyag4p8yUJl4lxeGSK/NJbGJnVGDZ0CbxZn09E9hLuO483dIsEtknOxWKqFinFg5Qckvj6/TRfV/jxSikiqlFzSi3cp9a82yonn9qTepo93BxRTDl1I5Uu3Mu99ufVbpxqxkbx980aJmVfcdoXD3+DzwN9/0hYHnpzBPKewYypDFVDR8ZrXjd7qIGUdU0/c0QxRf9lxbcvq3N4F1bh/vxASOmkKDykbX+RQtL+LyEDhU/QxdS///1vXHXVVUhPT4fL5cK7776reV0phVmzZiE9PR0JCQkYOHAgdu/erZmmoqICU6ZMQWpqKho3boxRo0bhyJEjumbEak7bcaR32r5O8Zl5Y0/py4Nkqdkeud2El6R22Ow2iWQJupg6ffo0unXrhhdeeMHn63PnzsW8efPwwgsvYPPmzXC73Rg6dCjKy8s90+Tm5mLFihUoKCjAhg0bcOrUKYwcORJVVVVBz4CknYfM4es3xGqe89dhsdEylxOWr5S2gzm0nHoTSV8/eG0VKTkcRekAQK1YscLz7+rqauV2u1V+fr7nubNnz6rk5GS1aNEipZRSJ0+eVDExMaqgoMAzzXfffacaNWqkVq1aFdDnlpaWKgBKZ/w6at4zlIeEDE7MUTtLQxkD+Ru9GaQsC+ZgjkjL0dDf1P6vpHmr/XdW5pCyPGoepaWlhuawmqFjpg4cOIDi4mLk5OR4nouLi0N2djY2btwIANi6dSvOnTunmSY9PR1ZWVmeabxVVFSgrKxM8zCanm8ySkiV78Qc3pc2136oBq7UkbI8iMJBytEYq3JI3d+l3HvPDFJySGBoMVVcXAwASEtL0zyflpbmea24uBixsbFo1qyZ32m85eXlITk52fNo27YtAKC0tNTI+GQz3JEjm5T1LyWHFHqKGn9/K2kZhzJ/ds9PDTPlaj5/41vqU980M2fORGlpqedx+PBhw7KSXIE0QN7jpsy4mkdKQ8gcxpHSoTg1Rzjny/uzGvq3VaTkIHMYWky53W4AqHOEqaSkxHO0yu12o7KyEidOnPA7jbe4uDgkJSVpHqQlpXiwssHwLqgkkNKAGpnDjCMP5Dz+Tr8b+V7+3r++0/96SWpfSA5Di6mMjAy43W4UFhZ6nqusrMT69evRr18/AEDPnj0RExOjmaaoqAi7du3yTGMn7Bwo0rAzofp4X2EbaGETSFta3zhJbpdkpaB/6PjUqVPYv3+/598HDhzA9u3b0bx5c7Rr1w65ubmYM2cOMjMzkZmZiTlz5iAxMRFjxowBACQnJ2PixImYPn06UlJS0Lx5c8yYMQNdunTBkCFDjJuzIEjZCaXkIKLIYdYXQl+/k2nml8+aoSJmfobd22h++TdP0MXUli1bMGjQIM+/p02bBgAYP348lixZgnvvvRdnzpzB3XffjRMnTqBPnz5YvXo1mjZt6vmbZ599FtHR0Rg9ejTOnDmDwYMHY8mSJYiKijJgloiI/JPSoUg5NW8kfzn8/eCv0cWP99hbq9a1mTmkr+tI5VJSWpYglJWVITk5GaWlpYaMn5IyRijUHEavwmBzmPWN0K7Lw8k57L6vMEdk5ACML9SkzJsTcgAwrP+Wgr/Np4MN61BTSCqkjMYcROYzqv3gT/jI59RbGrGYEkJKAyAlBxGZz8lfCM2aN7suM7vmtgsWU2QIFmFUHykNOXOQHqGsN67ryBDxxZTdiwApOypzaDEHkTFCaaPt3q6T/UR8MRUqdlJEJIGUwkFCDjNv1imBhGUMyLgYRhoWU+QITt5JpbB7Q240KTnsrr59t/avGlg5uNz7B9fthu2j+VhMBYgbo1zhuOmglaTkIGexW5sm4YhTKLeNocjAYipAZvyArvd7W80uObwbVWmXQ0tpQJlDiznsT9J+TlRb0HdAdxK7D2yU0iibnSPQ95eyPIjIeJLaXiJvPDIVAnba1mPDSmR/bEvNJ2UZS8lhFhZTREQRxqxfLDD7h4yd3iHXR8oXSCk5pGExRaJFcuNJdUlpyKVcGi5leZhFwv7v70eaGyIhO4UPiykSqb5voeHoQLx/8b0mS0MNpJTO0qk5QiUlh9MZuW9674Per1lRSAbaDlDkYTEVJKd2UtJySLoE2e73mCFyIl9X9HL/JKtEbDHFnU4mqXcw5vZCTiFl3wo2h/c+aFXxZKe2wK7r2o4itpgiueprrOzUkBGRPt5HqsMx0L0hgXx2JBQPpMViikQJ9DRfMOOYKLJJ2T6k5HCa+sZWEYULiykSyV+j6H0KUELjKSFDbVLySMlhNF+FvhXzKuUorZQcZvB1atHX8+HOYRUpOSRiMRUEKZ1DJOWww84r4dSDmaSsAyk5fJGczY78LU+n7mNkfxH9czL0Mykdga+r5pRSYT+ML3F5EDlJqPuxy+Xy+bfhLrK82yWJpBSeUnKYjcWUhaTvjBJ4F1UcH0F2JGVblZLDaP6KLCN5v7/3rRn8TUeRISJP87GIsR9f64zrkciZgi1IrDxiHSntUKTMZ6gispgiInNJ+XYuJQcFJ9iO28r7TUm8Lx6FH4spm5Gy00rJIYWU5SElB5lLylECKTnCwapxUpG0jO2MxVSA2EkRETu2yOE9DsrXbRG4PVANFlNEtYRy6N6MQltKI80c+kn5IubkHOGeN+m3bmCO8OPVfBFOSiclJUd9t2Jw+v2knIbryXxmnPqS0hYQBSPijkxJ2VGl5KC6Gvo1eq47IuuFq1huqGCMhC9ZbPMaFnHFFFEgGvpFeomNi5TGXEoOCj+nrfv6CqlIuoEwNYzFFAVNSoNpVo5AG7CGCi6iSCSlfdDLKfNB4cFiKgBSdiopOehnvL9MXVwe/2V1sW+2UHJYeVFHMAL9QWO2Af5F2nJhMUVUSzAdhNOPTEmZNzvmqOlIpHQo4Srs9K6rQIoY79esKFqlrFdfJGdzMhZTZDkpnWVDar6F1u4onXxbhFCYmT2Q5S2tiIk0Ri7/+t4jHPtIQ/Pg6+IUilwRVUxJ2eiZQ6Zgvomys7aO1Z1sINjJ6hfI8jNrP6zvfdkWkC8RVUwRhcIOjaWUjGbmaKjYlbIMIkFDP/objkLSiqNTNVf3RVKhHEnzqgeLKQqKlA5LSg4KL1/39ImkIwV26NiMzmj1+qxdqPuaN7PWiR3WNf0Xi6kGWL0j15CSI9JwudsL15dcetaN93hFK9jh9LKU7V9KjnDiz8kQeYnEhkCqQI4EuFwu09dZ7SNigXacUrYjKTkaUt+pQyvnwcqxW2QfPDJFVIvVjaKUb7hm3kPIDGYvN6uPikQ6f7+XSSQFi6kws3NnaQZJOdhI21O41xu3E2t4F1RcDyRJUMVUXl4eevfujaZNm6Jly5a45pprsG/fPs00SinMmjUL6enpSEhIwMCBA7F7927NNBUVFZgyZQpSU1PRuHFjjBo1CkeOHNE/N/WQ0mmTTHZumO2c3QhW7NvszMPLqmXNfoMCFVQxtX79ekyaNAmfffYZCgsLcf78eeTk5OD06dOeaebOnYt58+bhhRdewObNm+F2uzF06FCUl5d7psnNzcWKFStQUFCADRs24NSpUxg5ciSqqqqMmzMynJTOQ0oOonCS0rFbkcOqeY/0Ik5KDltQOpSUlCgAav369Uoppaqrq5Xb7Vb5+fmeac6ePauSk5PVokWLlFJKnTx5UsXExKiCggLPNN99951q1KiRWrVqVUCfW1paqgCo0tLSgLMCCPphBuaQmUMKKcvDjjmsEM48oawTKTmMfN9ws8sylpKjIaH033aga8xUaWkpAKB58+YAgAMHDqC4uBg5OTmeaeLi4pCdnY2NGzcCALZu3Ypz585ppklPT0dWVpZnGm8VFRUoKyvTPIiIpFJCjp5KyWEUFcTVlEZ+Zu3/9/WQQEqOSBVyMaWUwrRp0zBgwABkZWUBAIqLiwEAaWlpmmnT0tI8rxUXFyM2NhbNmjXzO423vLw8JCcnex5t27YNNTYRmcCMhjyUHxYON++OlkIT6Lq28hQj1y/VJ+RiavLkyfjiiy/wxhtv1HnN1696N7QT1DfNzJkzUVpa6nkcPnw41NgEOefBpeSQQsrtCLheAudrWbHTNVc4j075uqeZ94MICLGYmjJlClauXIm1a9eiTZs2nufdbjcA1DnCVFJS4jla5Xa7UVlZiRMnTvidxltcXBySkpI0Dzvijkf1YSdsL746Wl/Pk7GsXr7STu+RDEEVU0opTJ48GcuXL8eaNWuQkZGheT0jIwNutxuFhYWe5yorK7F+/Xr069cPANCzZ0/ExMRopikqKsKuXbs80xjN6p2PKFBsqMkXKW2YlBzh2D983Sg03J9rJSk57CKon5OZNGkSXn/9dfz9739H06ZNPUegkpOTkZCQAJfLhdzcXMyZMweZmZnIzMzEnDlzkJiYiDFjxnimnThxIqZPn46UlBQ0b94cM2bMQJcuXTBkyBDj5zBEUjoz5tCSkiMcrBhsS4HhejGOnZelGe0R93t7CqqYWrhwIQBg4MCBmucXL16MCRMmAADuvfdenDlzBnfffTdOnDiBPn36YPXq1WjatKln+meffRbR0dEYPXo0zpw5g8GDB2PJkiWIiorSNzdEDsOGNTC8g31dUpaHWeP6rJw/swelB7rfS1nHNaTlCSeXsuHcl5WVITk5GaWlpQGNn7LzwF7mMD+HZIFcuBHuz5SYwawc/tSXz8nLw4wcUubNW32/BxjuK/zs0A4EmiPY/tsu+Nt8REI11GBLaUCJIk24v9RxLKV8LKbCREonxRz2xEaUyFy126RArtTkPkm1BTVmyo7YaRMR6RcJbakd5rGmiDMzqx2WgzQ8MkUNkvINTEoOM/lrxCKpcZMyr1Juyighg1mkzFswR5ykZI6E9tBOHH9kKhRSNlIpOch89Z1iIGv5+kUHci477X+StkVJWazAI1NEwtmpcY8E4b6SLxROzmHVvPELD9WHxRSRxaRcGi4lRyik5CDSg0WafbGYCgMpOwhzEBGFjkU7+ePoYoqdNhERNSTQeziZ3adIKNbYb4aGA9DJFiQ0MmQ+KQ05c2iZkUPKvNXmr52pfQNds37Kpvb7+vsM3udKLhZTQknZUaTkIHNJ7NiIwsHXtu/d7tX+t5ltYjD7odW/T0haLKa8cOMkItLPzm2phB8ZttMXHDuva6M4eswUEVG4SOlQpOQwg5R5k5KD5GAxZTIp3y6YwzmkNOTMQeQ83J9C49hiip22c3DnJrKOk9tSKfPWUI5wtYH+crANbphjiymi+tilEY0kUpYFc5jPyfNmhnAuL1+fxcHuDWMxRRTh2LERUUPYTtSPxVQtUipv5ggPNg7kT6A3cSQKF26PsvHWCBFAStEgMUegN8Ez4zC3lOVBddl13UjpcKXkcDIpy1hKDqs5spjy1UFa0TjatUGOVLXvciyVlGzMoWVWjtrvG+ntidPXtdUiffvSy/Gn+VwuFzcSCkogd0QmZ5LSVtTksDqPk39Gxm45pOQl3xxfTFFopBQPVuUwu+GS0jAyh31I2ScpMnH7qx+LKSIiIhuxorCpGTfKoso3FlPCOHVDlXLkIdgfEiWSgtsjkVyOK6ZCbXCceqWWlBx2xeVHRPQztof+Oa6YIjKalAbEqUctQyVleUj5IubUHGa8p5R5k9K2hHrEXso+KAGLKZNxYyNvdmxAa2OHEn6SswXDKfNB5I3FlMns2HhIKQCldNpSlgdFHm57RPbAYoqIiIiCwkJfy1HFlJSjQMyhJSWHnbHhIiIzsH02hqOKKbtjh0n+sMEzl5Tly5/CMp+UeZOSI1R2z280FlNgEUPhI6UBYg57CHT5SGnDGvqxcDuzwzI247NqPs/7hp1SlocULKYoIti9ISctKQ25lBxOxmVsndo//m6HH4K3UrTVAcgcUooHu19BxxxaUnIQUXj4KqioLscUU1JWMosHMgrXReRix0XhEOzNOrld+sfTfERChGs8gpTG0O45zLwPmpXLxozPtvu6NpqUHMGya+5wYDFFppGy49khh79Bni6XS0x+Ch8elSSyF8ec5gsVGy2yipOvfIoENac96GdcFuaTsoyl5JDEEUempHQ8zEFG4PqzBykdipQcZpAyb1JykFyOKKaIzGB0AxrImChfhZSUhtzIHHoKRik5jOSdw6pcHC9lPuZwpqCKqYULF6Jr165ISkpCUlIS+vbti3/+85+e15VSmDVrFtLT05GQkICBAwdi9+7dmveoqKjAlClTkJqaisaNG2PUqFE4cuSIMXNDurDTdj4uDyIi4wVVTLVp0wb5+fnYsmULtmzZgiuuuAJXX321p2CaO3cu5s2bhxdeeAGbN2+G2+3G0KFDUV5e7nmP3NxcrFixAgUFBdiwYQNOnTqFkSNHoqqqytg5CwCLB/NIyWEnXGZERDaldGrWrJl65ZVXVHV1tXK73So/P9/z2tmzZ1VycrJatGiRUkqpkydPqpiYGFVQUOCZ5rvvvlONGjVSq1atCvgzS0tLFQBVWlqq1M+VSEgPI4WagTkiI4d3nmDymvH5Vi8P5oicHE6eN+YInnf/7RQhj5mqqqpCQUEBTp8+jb59++LAgQMoLi5GTk6OZ5q4uDhkZ2dj48aNAICtW7fi3LlzmmnS09ORlZXlmSZY/DZPduB9iwNf222kbMtS5pM5tDheynxOyKGEnNGRJuhbI+zcuRN9+/bF2bNn0aRJE6xYsQKdO3f2FENpaWma6dPS0vDtt98CAIqLixEbG4tmzZrVmaa4uNjvZ1ZUVKCiosLz77KysmBjUwSyU8MVjqxSloceUhpy5tAyI4eT5y0UUnKQb0Efmbrkkkuwfft2fPbZZ7jrrrswfvx47Nmzx/O6d4OtArj9fEPT5OXlITk52fNo27ZtsLEjgpTOUkoOqZTXjTkbmlYCKTmIiCQKupiKjY3FRRddhF69eiEvLw/dunXD888/D7fbDQB1jjCVlJR4jla53W5UVlbixIkTfqfxZebMmSgtLfU8Dh8+DABITk4ONr4pnFA8SOksIyGHlMvgiSjysL0xh+77TCmlUFFRgYyMDLjdbhQWFnpeq6ysxPr169GvXz8AQM+ePRETE6OZpqioCLt27fJM40tcXJzndgw1DyNySyAlB4VPzZHYSPypGCnzyxxaHC9lPik5yBxBjZn6wx/+gCuvvBJt27ZFeXk5CgoKsG7dOqxatQoulwu5ubmYM2cOMjMzkZmZiTlz5iAxMRFjxowB8PORpIkTJ2L69OlISUlB8+bNMWPGDHTp0gVDhgwxZQYjhZQdlTm0pAw0l7I8iIicKKhi6ocffsC4ceNQVFSE5ORkdO3aFatWrcLQoUMBAPfeey/OnDmDu+++GydOnECfPn2wevVqNG3a1PMezz77LKKjozF69GicOXMGgwcPxpIlSxAVFWXsnIUJOykiimQ8uh45uK79cykbLp2ysjLd46WMmm29xRRzMAdz2CcDcwSWw8nzxhz61PTfpaWlhgzZkYK/zUeOI6HBYA7jcxARScViSgendFJOy0FEFIpgbltCoZFyFb7RIrKY4s5CRFaScpROSg4zhDJvNX9jZFElZRnzy665IrKYIucKtcEwuqFwSgNqFOaIHHZfxnbPT9ZgMRUiKTsccxCFj5Rv507OIWHeJLVnEpaHUSQtV6OxmKKIV3MTTUmNlpQszGE8KR2KlBxmkDJvzBE5WExZRErn4KQcoTQYNZ/r/d9w5zADc2hJyeFkXMYUqSKumGJnaTwpOYgofKR8EXMyKf0V13XDIq6YIiKyipQvHlJymEHKvEnJQeHBYsqmpOyods9hdH67Lw+jMYfxpB4l4DKm+jhp+/CFxVSQnL5BRBqJjaaUTMyhpTeHlLZDSg5fpKxrvaQsY+YIHxZTEUxKw8VOyljMoSUlh5NJWcZSclDkiahiSkqnLSWHXlJyEFF4Sfki5mRSlrFT+iuzRVQxRUSRRUpD7uQvYlzG5uTQS0qOSMFiymak7CDMocUcWlI6NqNIyeFkXMZkZyymAiSlkyLjSGy8pWSSkkMPKfusk3M4ed5CwRxaUnKEQ8QUU1I6ByfkMHIHkZJDD+bQkpKDzCGlDXMyKctYSg47iJhiSg8pnYOUHET+SNlGnVjwS8khDZexFnNYg8WUTUjZMJ2Sw6hvXE5ZHhLxW7FsUooYIglYTDXAiZ0UyRRqh2L0NiolR6iYQ4tjpczHHFpScoRTRBRTUjoH5pCTo+Y99LxXJDYYFNl4BMl8UpaxlH7CLiKimCL9pOwgRl9yb/cGgzm0nFTwS8xhxntKmTcpOUIlJUekYjHlh5QNU0oOp5KyfO3+bdRooeSQsi6dnMPJ8xYK5tCSksMKLKZ8kLJBmJFDSifFHPoxBxGRDI4vpuz8TZv+S0qHzRxazKHFHOaTMm9O/nInJYedOL6YCpaUDYI5yB8p68SsHME25MwRnhxmkDJvUnIEiznkYDFVi5QNwuk5JDRcobynlOVhFik5guH0fSVYUnKYQcq8MYeWlBxWc3QxFUznYOYGwRyhYw4t5iB/uE7MJ2UZs5+Qx9HFVKCkbBDMocUcWpHQgDJH6DnshstYK9AckdAe2VHEF1NmbxBSdhDmCC1HzbRmNbhSlkegmEOLOcwnZd4k5JCQAZCTQ5JoqwOYJZBOSsoGwRxazKHFHFqRksNuhbYZImUZS+mvpOSwI8cWUw2RskEwh1Yk5ZDScDWUI1zrhDmCIyVHKLiMg8Mc8jnyNJ+UHZU5mEMPCTkkZACYw5uUHGaQMm/MoSUlh1QRd2RKygYhIYeEDABzeAtnjvoKS+ZgDjNImTfmkJnDriKmmAr3xuBvw2QO5vCXQ0qDxRxazGE+KfPGHFpSctiB44op705KysbAHFqRnENKIcUczBFsjtpCySR53pjD+hx25qhiSkohxRz+c1i5g0rJURtzaEV6Don7rJ5p6sN1LXNdS1kvduOoYgqwfkOo2TCtzlHD6hxSlgdzMIcdctSQksMMVs8b17VvUnLYlaOKKQkbg4QMNSRkkZABYA5vzKHFHP9lxg1qJcxXDSlZmMNZHFVMERFR6IwspNhJUyRhMUVERIYUUiygKFLpumlnXl4eXC4XcnNzPc8ppTBr1iykp6cjISEBAwcOxO7duzV/V1FRgSlTpiA1NRWNGzfGqFGjcOTIET1RiIgoRKEUUi6Xq86DKFKFXExt3rwZL7/8Mrp27ap5fu7cuZg3bx5eeOEFbN68GW63G0OHDkV5eblnmtzcXKxYsQIFBQXYsGEDTp06hZEjR6Kqqir0OSEioqA1dLNGfw8iqkWFoLy8XGVmZqrCwkKVnZ2tpk6dqpRSqrq6WrndbpWfn++Z9uzZsyo5OVktWrRIKaXUyZMnVUxMjCooKPBM891336lGjRqpVatWBfT5paWlCgAffPDBBx988GHDR2lpaSjlh1ghHZmaNGkSRowYgSFDhmieP3DgAIqLi5GTk+N5Li4uDtnZ2di4cSMAYOvWrTh37pxmmvT0dGRlZXmm8VZRUYGysjLNg4iIiEiCoAegFxQUYNu2bdi8eXOd14qLiwEAaWlpmufT0tLw7bffeqaJjY1Fs2bN6kxT8/fe8vLy8OijjwYblYiIiMh0QR2ZOnz4MKZOnYply5YhPj7e73Te59OVUg2eY69vmpkzZ6K0tNTzOHz4cDCxiYiIiEwTVDG1detWlJSUoGfPnoiOjkZ0dDTWr1+PP/7xj4iOjvYckfI+wlRSUuJ5ze12o7KyEidOnPA7jbe4uDgkJSV5Hk2bNg0mNhEREQmiTLg5rJWCKqYGDx6MnTt3Yvv27Z5Hr169MHbsWGzfvh0XXHAB3G43CgsLPX9TWVmJ9evXo1+/fgCAnj17IiYmRjNNUVERdu3a5ZmmIbWvDCQiIiJ7cVo/HtSYqaZNmyIrK0vzXOPGjZGSkuJ5Pjc3F3PmzEFmZiYyMzMxZ84cJCYmYsyYMQCA5ORkTJw4EdOnT0dKSgqaN2+OGTNmoEuXLnUGtPuTnp6OPXv2oHPnzjh8+DCSkpKCmQ0yWVlZGdq2bct1IwzXi1xcN3Jx3RhLKYXy8nKkp6dbHcVQht8B/d5778WZM2dw991348SJE+jTpw9Wr16tOTX37LPPIjo6GqNHj8aZM2cwePBgLFmyBFFRUQF9RqNGjdC6dWsA8Jz6I3m4bmTiepGL60YurhvjJCcnWx3BcC5l0xOXZWVlSE5ORmlpKTdwYbhuZOJ6kYvrRi6uGwqErp+TISIiIop0ti2m4uLi8MgjjyAuLs7qKOSF60Ymrhe5uG7k4rqhQNj2NB8RERGRBLY9MkVEREQkAYspIiIiIh1YTBERERHpwGKKiIiISAdbFlMLFixARkYG4uPj0bNnT3z88cdWR3K0vLw89O7dG02bNkXLli1xzTXXYN++fZpplFKYNWsW0tPTkZCQgIEDB2L37t2aaSoqKjBlyhSkpqaicePGGDVqFI4cORLOWXG8vLw8uFwu5Obmep7jurHOd999h1tuuQUpKSlITExE9+7dsXXrVs/rXDfWOH/+PB588EFkZGQgISEBF1xwAWbPno3q6mrPNFw3FBRlMwUFBSomJkb96U9/Unv27FFTp05VjRs3Vt9++63V0Rxr2LBhavHixWrXrl1q+/btasSIEapdu3bq1KlTnmny8/NV06ZN1TvvvKN27typbrzxRtWqVStVVlbmmebOO+9UrVu3VoWFhWrbtm1q0KBBqlu3bur8+fNWzJbjfP7556pDhw6qa9euaurUqZ7nuW6scfz4cdW+fXs1YcIEtWnTJnXgwAH14Ycfqv3793um4bqxxuOPP65SUlLU+++/rw4cOKDefvtt1aRJE/Xcc895puG6oWDYrpi67LLL1J133ql5rmPHjur++++3KFHkKSkpUQDU+vXrlVJKVVdXK7fbrfLz8z3TnD17ViUnJ6tFixYppZQ6efKkiomJUQUFBZ5pvvvuO9WoUSO1atWq8M6AA5WXl6vMzExVWFiosrOzPcUU14117rvvPjVgwAC/r3PdWGfEiBHqtttu0zx33XXXqVtuuUUpxXVDwbPVab7Kykps3boVOTk5mudzcnKwceNGi1JFntLSUgBA8+bNAQAHDhxAcXGxZr3ExcUhOzvbs162bt2Kc+fOaaZJT09HVlYW150BJk2ahBEjRtT5sXCuG+usXLkSvXr1wv/8z/+gZcuW6NGjB/70pz95Xue6sc6AAQPw0Ucf4auvvgIA7NixAxs2bMDw4cMBcN1Q8Az/oWMz/fjjj6iqqkJaWprm+bS0NBQXF1uUKrIopTBt2jQMGDAAWVlZAOBZ9r7Wy7fffuuZJjY2Fs2aNaszDdedPgUFBdi2bRs2b95c5zWuG+t88803WLhwIaZNm4Y//OEP+Pzzz/G73/0OcXFx+O1vf8t1Y6H77rsPpaWl6NixI6KiolBVVYUnnngCN998MwDuNxQ8WxVTNVwul+bfSqk6z5E5Jk+ejC+++AIbNmyo81oo64XrTp/Dhw9j6tSpWL16NeLj4/1Ox3UTftXV1ejVqxfmzJkDAOjRowd2796NhQsX4re//a1nOq6b8HvzzTexbNkyvP766/jlL3+J7du3Izc3F+np6Rg/frxnOq4bCpStTvOlpqYiKiqqTtVfUlJS5xsEGW/KlClYuXIl1q5dizZt2nied7vdAFDvenG73aisrMSJEyf8TkPB27p1K0pKStCzZ09ER0cjOjoa69evxx//+EdER0d7li3XTfi1atUKnTt31jzXqVMnHDp0CAD3Gyvdc889uP/++3HTTTehS5cuGDduHH7/+98jLy8PANcNBc9WxVRsbCx69uyJwsJCzfOFhYXo16+fRamcTymFyZMnY/ny5VizZg0yMjI0r2dkZMDtdmvWS2VlJdavX+9ZLz179kRMTIxmmqKiIuzatYvrTofBgwdj586d2L59u+fRq1cvjB07Ftu3b8cFF1zAdWOR/v3717mFyFdffYX27dsD4H5jpZ9++gmNGmm7v6ioKM+tEbhuKGgWDXwPWc2tEf785z+rPXv2qNzcXNW4cWN18OBBq6M51l133aWSk5PVunXrVFFRkefx008/eabJz89XycnJavny5Wrnzp3q5ptv9nkZcZs2bdSHH36otm3bpq644gpeRmyC2lfzKcV1Y5XPP/9cRUdHqyeeeEJ9/fXX6rXXXlOJiYlq2bJlnmm4bqwxfvx41bp1a8+tEZYvX65SU1PVvffe65mG64aCYbtiSimlXnzxRdW+fXsVGxurLr30Us8l+mQOAD4fixcv9kxTXV2tHnnkEeV2u1VcXJz69a9/rXbu3Kl5nzNnzqjJkyer5s2bq4SEBDVy5Eh16NChMM+N83kXU1w31nnvvfdUVlaWiouLUx07dlQvv/yy5nWuG2uUlZWpqVOnqnbt2qn4+Hh1wQUXqAceeEBVVFR4puG6oWC4lFLKyiNjRERERHZmqzFTRERERNKwmCIiIiLSgcUUERERkQ4spoiIiIh0YDFFREREpAOLKSIiIiIdWEwRERER6cBiioiIiEgHFlNEREREOrCYIiIiItKBxRQRERGRDiymiIiIiHRgMUVERESkA4spIiIiIh1YTBERERHpwGKKiIiISAcWU0REREQ6sJgiIiIi0oHFFBEREZEOLKaIiIiIdGAxRURERKQDiykiIiIiHVhMEREREenAYoqIiIhIBxZTRERERDqwmCIiIiLSgcUUERERkQ4spoiIiIh0YDFFREREpAOLKSIiIiIdWEwRERER6cBiioiIiEiHaKsDhOrs2bOorKy0OgYREREFITY2FvHx8VbHMJQti6mzZ88iISHB6hhEREQUJLfbjQMHDjiqoLJlMcUjUkTOVlpaanUEIjJBWVkZ2rZti8rKShZTRERmSkpKsjoCEVHAOACdiIiISAcWU0REREQ6sJgiIiIi0oHFFBEREZEOLKaIiIiIdGAxRURERKQDiykiIiIiHVhMEREREenAYoqIiIhIBxZTRERERDqwmCIiIiLSgcUUERERkQ4spoiIiIh0YDFFREREpAOLKSIiIiIdWEwRERER6cBiioiIiEgHFlNEREREOrCYIiIiItKBxRQRERGRDiymiIiIiHSItjoAEZG3srIyqyMQkQmcum/bsphSSqFJkyY4deqU1VGIyATJyclWRyAikzRp0gRKKatjGMqWxZTL5cKpU6dw+PBhJCUlWR2HiIiIAlBWVoa2bdvC5XJZHcVQtiymaiQlJbGYIiIiIktxADoRERGRDiymiIiIiHSwZTEVFxeHRx55BHFxcVZHISIiogA5tf92KacNqSciIiIKI1semSIiIiKSgsUUERERkQ4spoiIiIh0cFwxNWvWLHTv3t3qGERERKIMHDgQubm5VsdwJFOKqQkTJsDlciE/P1/z/Lvvvqv7rqdLliyBy+Wq83jllVd0vS8REZGd1fS93o/9+/eHNUeHDh08n52YmIisrCy89NJLYc0QiiVLluAXv/hFSH9r2pGp+Ph4PPnkkzhx4oTh752UlISioiLNY+zYsYZ/DhERkZ385je/qdM/ZmRkhD3H7NmzUVRUhC+++ALXXHMN7rzzTrz55ps+p62srAxzOuOZVkwNGTIEbrcbeXl59U73zjvv4Je//CXi4uLQoUMHPPPMMw2+t8vlgtvt1jwSEhJ8Trt582YMHToUqampSE5ORnZ2NrZt26aZ5ssvv8SAAQMQHx+Pzp0748MPP4TL5cK7774b8PwSERFZLS4urk7/GBUV5XPaZcuWoVevXmjatCncbjfGjBmDkpISzTQrV65EZmYmEhISMGjQICxduhQulwsnT56sN0fNe1500UV4/PHHkZmZ6elTBw4ciMmTJ2PatGlITU3F0KFDAQB79uzB8OHD0aRJE6SlpWHcuHH48ccfPe/5t7/9DV26dEFCQgJSUlIwZMgQnD592vP64sWL0alTJ8THx6Njx45YsGCB57WDBw/C5XJh+fLlGDRoEBITE9GtWzd8+umnAIB169bh1ltvRWlpqeeo2qxZswJd7OYVU1FRUZgzZw7mz5+PI0eO+Jxm69atGD16NG666Sbs3LkTs2bNwkMPPYQlS5YYlqO8vBzjx4/Hxx9/jM8++wyZmZkYPnw4ysvLAQDV1dW45pprkJiYiE2bNuHll1/GAw88YNjnExERSVRZWYnHHnsMO3bswLvvvosDBw5gwoQJntcPHjyIG264Addccw22b9+OO+64I+T+MT4+HufOnfP8e+nSpYiOjsYnn3yCl156CUVFRcjOzkb37t2xZcsWrFq1Cj/88ANGjx4NACgqKsLNN9+M2267DXv37sW6detw3XXXoeZWmX/605/wwAMP4IknnsDevXsxZ84cPPTQQ1i6dKkmxwMPPIAZM2Zg+/btuPjii3HzzTfj/Pnz6NevH5577jnNma8ZM2YEPoPKBOPHj1dXX321UkqpX/3qV+q2225TSim1YsUKVfsjx4wZo4YOHar523vuuUd17tzZ73svXrxYAVCNGzf2PNLS0jyvP/LII6pbt25+//78+fOqadOm6r333lNKKfXPf/5TRUdHq6KiIs80hYWFCoBasWJFoLNMRERkqfHjx6uoqChN/3jDDTd4Xs/OzlZTp071+/eff/65AqDKy8uVUkrdd999KisrSzPNAw88oACoEydO+H2f9u3bq2effVYppdS5c+c8/faCBQs8Obp37675m4ceekjl5ORonjt8+LACoPbt26e2bt2qAKiDBw/6/My2bduq119/XfPcY489pvr27auUUurAgQMKgHrllVc8r+/evVsBUHv37lVK/VxfJCcn+52v+kSHVGIG4cknn8QVV1yB6dOn13lt7969uPrqqzXP9e/fH8899xyqqqr8Hpps2rSp5lRdo0b+D7CVlJTg4Ycfxpo1a/DDDz+gqqoKP/30Ew4dOgQA2LdvH9q2bQu32+35m8suuyyoeSQiIpJg0KBBWLhwoeffjRs39jvtf/7zH8yaNQvbt2/H8ePHUV1dDQA4dOgQOnfujH379qF3796avwm0f7zvvvvw4IMPoqKiArGxsbjnnntwxx13eF7v1auXZvqtW7di7dq1aNKkSZ33+n//7/8hJycHgwcPRpcuXTBs2DDk5OTghhtuQLNmzXD06FEcPnwYEydOxP/+7/96/u78+fNITk7WvFfXrl09/9+qVSsAP9cJHTt2DGi+/DG9mPr1r3+NYcOG4Q9/+IPm8CEAKKXqXN2nAvh1m0aNGuGiiy4K6PMnTJiAo0eP4rnnnkP79u0RFxeHvn37ega8+cpARERkR40bNw6ofzx9+jRycnKQk5ODZcuWoUWLFjh06BCGDRtWb/8YSB8NAPfccw8mTJiAxMREtGrVqs77eBd51dXVuOqqq/Dkk0/Wea9WrVohKioKhYWF2LhxI1avXo358+fjgQcewKZNm5CYmAjg51N9ffr00fyt90GZmJgYz//XZKopIvUwvZgCgPz8fHTv3h0XX3yx5vnOnTtjw4YNmuc2btyIiy++2O9RqWB9/PHHWLBgAYYPHw4AOHz4sGZAW8eOHXHo0CH88MMPSEtLA/DzoHUiIiKn+vLLL/Hjjz8iPz8fbdu2BQBs2bJFM03Hjh3xj3/8Q/Oc9zT+pKamBnzQAwAuvfRSvPPOO+jQoQOio32XJi6XC/3790f//v3x8MMPo3379lixYgWmTZuG1q1b45tvvtF1ZX9sbCyqqqpC+tuw3LSzS5cuGDt2LObPn695fvr06fjoo4/w2GOP4auvvsLSpUvxwgsvBDfoqwEXXXQR/vrXv2Lv3r3YtGkTxo4dq7nyb+jQobjwwgsxfvx4fPHFF/jkk088A+x4xIqIiJyoXbt2iI2Nxfz58/HNN99g5cqVeOyxxzTT3HHHHfjyyy9x33334auvvsJbb73luUDM6P5x0qRJOH78OG6++WZ8/vnn+Oabb7B69WrcdtttqKqqwqZNmzBnzhxs2bIFhw4dwvLly3H06FF06tQJwM837M7Ly8Pzzz+Pr776Cjt37sTixYsxb968gDN06NABp06dwkcffYQff/wRP/30U8B/G7Y7oD/22GN1Dg9eeumleOutt1BQUICsrCw8/PDDmD17dp3TgXq8+uqrOHHiBHr06IFx48bhd7/7HVq2bOl5PSoqCu+++y5OnTqF3r174/bbb8eDDz4I4OerD4iIiJymRYsWWLJkCd5++2107twZ+fn5ePrppzXTZGRk4G9/+xuWL1+Orl27YuHChZ6DDXFxcYbmSU9PxyeffIKqqioMGzYMWVlZmDp1KpKTk9GoUSMkJSXh3//+N4YPH46LL74YDz74IJ555hlceeWVAIDbb78dr7zyCpYsWYIuXbogOzsbS5YsCeoeW/369cOdd96JG2+8ES1atMDcuXMD/luXCvQEaAT55JNPMGDAAOzfvx8XXnih1XGIiIhEeOKJJ7Bo0SIcPnzY6iiihGXMlHQrVqxAkyZNkJmZif3792Pq1Kno378/CykiIopoCxYsQO/evZGSkoJPPvkETz31FCZPnmx1LHFYTOHnG3vee++9OHz4MFJTUzFkyJCA7sRORETkZF9//TUef/xxHD9+HO3atcP06dMxc+ZMq2OJw9N8RERERDqEbQA6ERERkROxmCIiIiLSgcUUERERkQ4spoiIiIh0YDFFREREpAOLKSIiIiIdWEwRERER6cBiioiIiEgHFlNEREREOvx/I7vSWnlZvSgAAAAASUVORK5CYII=\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for i in np.arange(0,12):\n", + " fig, ax = plt.subplots()\n", + " cax = ax.imshow((surf_flag_L3_P>>i)&1, cmap=plt.cm.get_cmap('bone', 2))\n", + " ax.set_title(surf_flags[i])\n", + " cbar = fig.colorbar(cax, ticks=[0, 1], orientation='horizontal')\n", + " cbar.ax.set_xticklabels(['No Flag', 'Flag Present']) # horizontal colorbar\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e544f7dc-15b4-473a-b09a-043b13a94b97", + "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": "3.9.15" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/SMAP/EASE2_M36km.lats.964x406x1.double b/notebooks/SMAP/EASE2_M36km.lats.964x406x1.double new file mode 100644 index 0000000..48d3ae1 --- /dev/null +++ b/notebooks/SMAP/EASE2_M36km.lats.964x406x1.double @@ -0,0 +1,7713 @@ 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F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð F@Ê Eð 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Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ7 Eð FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· @FÀ„c· 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\ No newline at end of file diff --git a/notebooks/SMAP/EASE2_M36km.lons.964x406x1.double b/notebooks/SMAP/EASE2_M36km.lons.964x406x1.double new file mode 100644 index 0000000..6bf6f40 Binary files /dev/null and b/notebooks/SMAP/EASE2_M36km.lons.964x406x1.double differ diff --git a/notebooks/SMAP/README.md b/notebooks/SMAP/README.md new file mode 100644 index 0000000..34aedfc --- /dev/null +++ b/notebooks/SMAP/README.md @@ -0,0 +1,25 @@ +## SMAP Python Notebooks + +### Summary + +In this set of three tutorials we demonstrate how to search for, download and plot SMAP data. Tutorial 1 demonstrates how to search for and download SMAP data using the `earthaccess` library. The second tutorial demonstrates how to read in and plot the data downloaded in Tutorial 1. And Tutorial 3 provides information on the surface quality and retrieval quality flags. + +We use the [SMAP L3 Radiometer Global Daily 36 km EASE-Grid Soil Moisture, Version 8](https://nsidc.org/data/SPL3SMP/versions/8) data set as an example + +**NOTE** these notebooks are an updated version of the notebooks orginially published in this [repo](https://github.com/nsidc/smap_python_notebooks/tree/main). The notebooks are based on notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC applied the following updates: +* Used `earthaccess` instead of `requests` for authentication, searching for and downloading the data. This reduced the code to just a few lines. +* Used the latest version of SPL3SMP (version 8). +* Replaced the use of `Basemap` with `cartopy`. +* Updated the surface quality flag names to reflect the ones used in the latest version. +* Minor text edits to provide additional information where necessary. +* Moved the tutorials to the standard NSIDC tutorials template. + +### Set up + +To run the notebook provided in this folder, please see the [NSIDC-Data-Tutorials repository readme](https://github.com/nsidc/NSIDC-Data-Tutorials#readme) for instructions on several ways (using Binder, Docker, or Conda) to do this. + +### Key Learning Objectives + +1. Use the `earthaccess` library to search for and download SMAP data. +2. Use the `h5py` library to read in the HDF5 files and plot the variables on a map using `cartopy` and `matplotlib`. +3. Understand the surface quality and retrieval quality flag options. diff --git a/notebooks/SMAP/environment/environment.yml b/notebooks/SMAP/environment/environment.yml new file mode 100644 index 0000000..e63e8b7 --- /dev/null +++ b/notebooks/SMAP/environment/environment.yml @@ -0,0 +1,29 @@ +name: smap-tutorial +channels: +- conda-forge +dependencies: +- python=3.9 +- xarray +- matplotlib-base>=3.5 +- numpy=1.23.5 +- geopandas +- h5py +- h5netcdf +- netcdf4=1.6.2 +- geopy +- pyresample +- earthaccess>=0.5.2 +- fiona +- rasterio~=1.3.6 +- cartopy +- vaex +- jupyter-offlinenotebook +- sidecar +- geoviews +- pipreqsnb +- conda-lock>=1.2.1 +- mamba>=1.0 +platforms: +- linux-64 +- osx-64 +- win-64 diff --git a/notebooks/SMAP/img/nsidc_logo.png b/notebooks/SMAP/img/nsidc_logo.png new file mode 100644 index 0000000..46db84c Binary files /dev/null and b/notebooks/SMAP/img/nsidc_logo.png differ diff --git a/notebooks/SMAP/smap_tutorial_test.ipynb b/notebooks/SMAP/smap_tutorial_test.ipynb new file mode 100644 index 0000000..82d5cee --- /dev/null +++ b/notebooks/SMAP/smap_tutorial_test.ipynb @@ -0,0 +1,2743 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "91ebd94c-fb02-42a7-9cfe-b02a0da5967a", + "metadata": {}, + "source": [ + "# Read and plot SMAP data\n", + "\n", + "## Overview\n", + "\n", + "This has become an overly long notebook. It was started to demonstrate some more _pythonistic_ streamlined workflows than we show in the SMAP tutorials for accessing, loading and plotting SMAP L3 data. However, what should have been a short and simple demonstration of workflows became an exploration of the shortcomings of the L3 SMAP HDF5 files and workarounds to deal with them. What follows is a hybrid of a tutorial, critique and suggested improvements. I summarize the problems with the data set in this overview section. Please see the code and plots below for examples.\n", + "\n", + "The tutorials use the SMAP L3 Radiometer Global Daily 36 km EASE-Grid Soil Moisture, Version 8 (SPL3SMP, DOI:10.5067/OMHVSRGFX38O).\n", + "\n", + "[Data set landing page](https://nsidc.org/data/spl3smp/versions/8) \n", + "[User Guide](https://nsidc.org/sites/default/files/spl3smp-v008-userguide.pdf)\n", + "\n", + "### Problems with the L3 SMAP Data\n", + "\n", + "This list is not exhaustive. It is informed by trying to describe workflows to open, read and plot the data contained in the files using current, standard tools in the geospatial python stack. I suspect that the same problems and frustrations would be encountered if other software tools and programming languages were used.\n", + "\n", + "The critique is also inspired by the belief that self-desribing file formats, conventions such as CF and COARDS, along with software tools designed to take advantage of these file formats and conventions, are there to make the working with data simple, allow scientists to start analysis sooner. Ad-hoc file structures and incomplete (or inaccurate) metadata _\"break\"_ these tools, workflows. Often the _forensic investigations_ required to track down the necessary information to \"fix\" problems introduced by non-conforming files is time consuming. The following quote from the CF Conventions makes this point well.\n", + "\n", + ">The purpose of the CF conventions is to require conforming datasets to contain sufficient metadata that they are self-describing in the sense that each variable in the file has an associated description of what it represents, including physical units if appropriate, and that each value can be located in space (relative to earth-based coordinates) and time.\n", + ">\n", + ">An important benefit of a convention is that it enables software tools to display data and perform operations on specified subsets of the data with minimal user intervention. It is possible to provide the metadata describing how a field is located in time and space in many different ways that a human would immediately recognize as equivalent. The purpose in restricting how the metadata is represented is to make it practical to write software that allows a machine to parse that metadata and to automatically associate each data value with its location in time and space. It is equally important that the metadata be easy for human users to write and to understand.\n", + "\n", + "1. **The HDF5 files do not contain sufficient information for the data to be geolocatable**. The data are in a projected coordinate reference system (CRS) - EASE-Grid 2.0 - on a 406 x 964 grid with a 36 km grid cell height and width. Although `latitude` and `longitude` 2D grids are included as Datasets, these grids are masked, so that coordinates are not available for all grid cells. Coordinate grids **should not** have missing values. Furthermore, standard tools in the Geoscience stack, such as `xarray`, do not allow coordinate variables to have missing data in accordance with conventions such as CF and COARDS.\n", + "2. The data have a projected CRS, the projected coordinates should be included in the file. These would be vectors containing `x` and `y` in meters.\n", + "3. There are no named dimensions. Standard tools (and humans) have no way to associate dimension variables (dimension scales in HDF5 terms) with data variables.\n", + "4. There is no information about the CRS contained in the file. It may be in the xml but modern tools expect to find it as a variable. It should be included at least as a WKT string and an EPSG code.\n", + "5. The names of Datasets have an inconsistent naming convention. Datasets in the `Soil_Moisture_Retrieval_Data_PM` Group have the suffix `_pm`. Datasets in the `Soil_Moisture_Retrieval_Data_AM` group do not. This makes programmatic workflows more complicated because users have to \"code around\" the differences in file names. For example: `if spass == 'PM': filename = f\"{variable}_{spass.lower()} \\\\ else: filename = variable` instead of `filename = f\"{variable}_{spass.lower()}\"`.\n", + "6. Some of the attribute data is incorrect. See the `landcover_class` for an example. The `long_name` attribute is used to describe the dimensions. This is the wrong place to describe this. `long_name` should be reserved for the name of the variables. If named dimensions had been created there would be no need to describe the dimensions. Moreover, dimensions are listed as longitude, latitude and IGBP land cover type. Longitude and latitude cannot be dimensions. The data arrays are in projected coordinates. Longitude and latitude are 2D arrays and, therefore, it is impossible to assign them as dimensions, which by definition, are 1D vectors. The dimensions should be x and y or easting and northing. \n", + " \n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "b35a4034-033a-419c-97a1-fb3a4234e799", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/apbarret/anaconda3/envs/nsidc_data_cookbook/lib/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", + " from .autonotebook import tqdm as notebook_tqdm\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "import earthaccess\n", + "import h5py\n", + "import rioxarray\n", + "import xarray as xr\n", + "import numpy as np\n", + "\n", + "from affine import Affine\n", + "from pyproj import CRS\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import cartopy.crs as ccrs\n", + "import cartopy.feature as cfeature\n", + "\n", + "from pprint import pprint" + ] + }, + { + "cell_type": "markdown", + "id": "58a65b4d-42a7-49b7-807f-150daf3928e5", + "metadata": {}, + "source": [ + "## Search for SMAP data\n", + "\n", + "We will use `earthaccess` to search for SMAP Level 3 files for March 2017. The first step is to authenticate using `earthaccess.login`. We can then use `search_data` to search for data." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "04c73ccc-c8dc-4dcb-84bf-962f8b0e6c84", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "EARTHDATA_USERNAME and EARTHDATA_PASSWORD are not set in the current environment, try setting them or use a different strategy (netrc, interactive)\n", + "You're now authenticated with NASA Earthdata Login\n", + "Using token with expiration date: 09/19/2023\n", + "Using .netrc file for EDL\n" + ] + } + ], + "source": [ + "auth = earthaccess.login()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1b04c8b8-fe00-4452-9989-8a32012ed338", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Granules found: 31\n" + ] + } + ], + "source": [ + "results = earthaccess.search_data(\n", + " short_name = 'SPL3SMP',\n", + " version = '008',\n", + " cloud_hosted = False,\n", + " temporal = ('2017-03-01','2017-03-31')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "dd8b84a6-6085-40a1-bebf-792ad2605549", + "metadata": {}, + "source": [ + "## Download files\n", + "\n", + "If you haven't already, we'll download the files to a local directory. This is defined in the `DOWNLOAD_PATH` constant. In this example, we'll use the `Path` object from the [`pathlib`](https://docs.python.org/3/library/pathlib.html) package to build a path to a directory `smap_data` under the current working directory. `Path` objects have methods to return the current working directory `.cwd()`, make directories `.mkdir()`, and search using globbing `.glob()`.\n", + "\n", + "
\n", + "Tip: If you want to download files to a different directory change the cell below to \n", + "\n", + "```\n", + "DOWNLOAD_PATH = Path(\"path-to-download-directory\")\n", + "```\n", + "
\n", + "\n", + "`earthaccess.download` checks if the files already exist in the local download directory." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4d7cb4e8-0854-4dfa-b2a0-28fffca94305", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Getting 31 granules, approx download size: 0.93 GB\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "QUEUEING TASKS | : 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 6042.26it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File SMAP_L3_SM_P_20170301_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170302_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170303_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170305_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170304_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170308_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170309_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170306_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170307_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170311_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170312_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170310_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170313_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170316_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170317_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170318_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170315_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170314_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170321_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170322_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170323_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170324_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170325_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170320_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170326_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170327_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170328_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170329_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170330_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170331_R18290_001.h5 already downloaded\n", + "File SMAP_L3_SM_P_20170319_R18290_001.h5 already downloaded\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "PROCESSING TASKS | : 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 85598.04it/s]\n", + "COLLECTING RESULTS | : 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 211420.20it/s]\n" + ] + } + ], + "source": [ + "DOWNLOAD_PATH = Path.cwd() / \"smap_data\"\n", + "DOWNLOAD_PATH.mkdir(parents=True, exist_ok=True) # creates parents if they don't exist and fails silently if path exists\n", + "\n", + "smap_files = earthaccess.download(results, DOWNLOAD_PATH)" + ] + }, + { + "cell_type": "markdown", + "id": "2696e5a4-92be-4860-a84b-7ea387ea25bf", + "metadata": {}, + "source": [ + "I then use `.glob('*.h5')` to get a list of SMAP files in the `DOWNLOAD_PATH`" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a474c513-0473-43eb-b2d1-f386c52272b5", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170319_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170330_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170313_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170324_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170328_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170326_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170305_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170303_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170322_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170321_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170309_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170317_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170304_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170301_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170329_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170312_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170323_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170315_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170308_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170316_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170306_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170302_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170325_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170311_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170331_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170327_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170314_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170307_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170318_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170310_R18290_001.h5'),\n", + " PosixPath('/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170320_R18290_001.h5')]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "smap_files = list(DOWNLOAD_PATH.glob('*.h5')) # .glob() returns a generator list() turn it into a list \n", + "smap_files" + ] + }, + { + "cell_type": "markdown", + "id": "4f49af27-5890-4b0e-807c-d7394594d008", + "metadata": {}, + "source": [ + "## Read data from HDF5 file using `h5py`\n", + "\n", + "HDF5 files are hierarchical data structures that consist of _Groups_ and _Datasets_. Groups contain sub-groups and Datasets. Datasets are equivalent to Variables in NetCDF files. Both Groups and Datasets can have attributes. Datasets are multidimensional arrays similar to numpy arrays and have `shape`, `ndim`, `dtype` attributes the same as numpy arrays.\n", + "\n", + "The best way to explore an HDF5 file is to use a \"viewer\". [MyHDF5](https://myhdf5.hdfgroup.org/) is one such tool. You can upload a file from your local machine or point to a URL for a file." + ] + }, + { + "cell_type": "markdown", + "id": "83ea9670-0d39-4ab2-bc10-bcfb2d05fa46", + "metadata": {}, + "source": [ + "We open an HDF5 file using `h5py.File`, which returns a file object. This file object is also the _root_ group for the file. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2113e065-5aa3-4a9f-a537-170cd92e69ec", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "root = h5py.File(smap_files[0], 'r')\n", + "root" + ] + }, + { + "cell_type": "markdown", + "id": "ce4f263a-0233-42e4-a904-658c94a7cb07", + "metadata": {}, + "source": [ + "_Add examples of accessing Groups by path, accessing attributes and data arrays, as well as dimensions_\n", + "\n", + "A HDF5 `Dataset` can be accessed using a similar syntax to how you would access a file on your hard drive. For example we can access the `soil_moisture` data set for the AM pass with the following command. " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "bf41372e-df90-4a42-adf4-ebab4b210909", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "root['Soil_Moisture_Retrieval_Data_AM/soil_moisture']" + ] + }, + { + "cell_type": "markdown", + "id": "8a4b57b9-593e-4634-9c85-91fd150e4c72", + "metadata": {}, + "source": [ + "We can see that this is a data array with shape 406 x 964 containing 32 bit floating point numbers (`\n", + "Tip: The non-numerical data attributes are byte strings, these can be converted to strings using `decode`\n", + "" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "adc57f9e-6f08-460f-b15b-eadfde6d3d74", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "_FillValue: -9999.0\n", + "coordinates: b'/Soil_Moisture_Retrieval_Data_AM/latitude /Soil_Moisture_Retrieval_Data_AM/longitude'\n", + "long_name: b'Representative DCA soil moisture measurement for the Earth based grid cell.'\n", + "units: b'cm**3/cm**3'\n", + "valid_max: 0.5\n", + "valid_min: 0.019999999552965164\n" + ] + } + ], + "source": [ + "for key, value in root['Soil_Moisture_Retrieval_Data_AM/soil_moisture'].attrs.items():\n", + " print(f\"{key}: {value}\")" + ] + }, + { + "cell_type": "markdown", + "id": "1c6b8ff0-e329-4505-a8e1-3e607a9887ea", + "metadata": {}, + "source": [ + "## _Optional_: An alternative way to access Groups and Datasets\n", + "\n", + "An alternative way to list `Groups` and `Datasets` in the file is to use the `visit` and `visititems` methods. Both these methods iterate over the objects in a file. They take a function name as an argument. `visit` takes a function with the form:\n", + "\n", + "```\n", + "myfunc()\n", + "```\n", + "\n", + "This function can be used to return a list of all Groups and Datasets in the file. In the example below we create an empty list and then pass the `list.append` method, which is a function, to visit." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "91d27b73-0d8b-4ebe-baed-c3c5324836ec", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "['Metadata',\n", + " 'Metadata/AcquisitionInformation',\n", + " 'Metadata/AcquisitionInformation/platform',\n", + " 'Metadata/AcquisitionInformation/platformDocument',\n", + " 'Metadata/AcquisitionInformation/radar',\n", + " 'Metadata/AcquisitionInformation/radarDocument',\n", + " 'Metadata/AcquisitionInformation/radiometer',\n", + " 'Metadata/AcquisitionInformation/radiometerDocument',\n", + " 'Metadata/DataQuality',\n", + " 'Metadata/DataQuality/CompletenessOmission',\n", + " 'Metadata/DataQuality/DomainConsistency',\n", + " 'Metadata/DatasetIdentification',\n", + " 'Metadata/Extent',\n", + " 'Metadata/GridSpatialRepresentation',\n", + " 'Metadata/GridSpatialRepresentation/Column',\n", + " 'Metadata/GridSpatialRepresentation/GridDefinition',\n", + " 'Metadata/GridSpatialRepresentation/GridDefinitionDocument',\n", + " 'Metadata/GridSpatialRepresentation/Row',\n", + " 'Metadata/Lineage',\n", + " 'Metadata/Lineage/EASEGRID_LON_M',\n", + " 'Metadata/Lineage/InputConfiguration',\n", + " 'Metadata/Lineage/L2_SM_P',\n", + " 'Metadata/Lineage/MetadataConfiguration',\n", + " 'Metadata/Lineage/OutputConfiguration',\n", + " 'Metadata/Lineage/RunConfiguration',\n", + " 'Metadata/OrbitMeasuredLocation',\n", + " 'Metadata/ProcessStep',\n", + " 'Metadata/ProductSpecificationDocument',\n", + " 'Metadata/QADatasetIdentification',\n", + " 'Metadata/SeriesIdentification',\n", + " 'Soil_Moisture_Retrieval_Data_AM',\n", + " 'Soil_Moisture_Retrieval_Data_AM/EASE_column_index',\n", + " 'Soil_Moisture_Retrieval_Data_AM/EASE_row_index',\n", + " 'Soil_Moisture_Retrieval_Data_AM/albedo',\n", + " 'Soil_Moisture_Retrieval_Data_AM/albedo_scah',\n", + " 'Soil_Moisture_Retrieval_Data_AM/albedo_scav',\n", + " 'Soil_Moisture_Retrieval_Data_AM/boresight_incidence',\n", + " 'Soil_Moisture_Retrieval_Data_AM/bulk_density',\n", + " 'Soil_Moisture_Retrieval_Data_AM/clay_fraction',\n", + " 'Soil_Moisture_Retrieval_Data_AM/freeze_thaw_fraction',\n", + " 'Soil_Moisture_Retrieval_Data_AM/grid_surface_status',\n", + " 'Soil_Moisture_Retrieval_Data_AM/landcover_class',\n", + " 'Soil_Moisture_Retrieval_Data_AM/landcover_class_fraction',\n", + " 'Soil_Moisture_Retrieval_Data_AM/latitude',\n", + " 'Soil_Moisture_Retrieval_Data_AM/latitude_centroid',\n", + " 'Soil_Moisture_Retrieval_Data_AM/longitude',\n", + " 'Soil_Moisture_Retrieval_Data_AM/longitude_centroid',\n", + " 'Soil_Moisture_Retrieval_Data_AM/radar_water_body_fraction',\n", + " 'Soil_Moisture_Retrieval_Data_AM/retrieval_qual_flag',\n", + " 'Soil_Moisture_Retrieval_Data_AM/retrieval_qual_flag_scah',\n", + " 'Soil_Moisture_Retrieval_Data_AM/retrieval_qual_flag_scav',\n", + " 'Soil_Moisture_Retrieval_Data_AM/roughness_coefficient',\n", + " 'Soil_Moisture_Retrieval_Data_AM/roughness_coefficient_scah',\n", + " 'Soil_Moisture_Retrieval_Data_AM/roughness_coefficient_scav',\n", + " 'Soil_Moisture_Retrieval_Data_AM/soil_moisture',\n", + " 'Soil_Moisture_Retrieval_Data_AM/soil_moisture_error',\n", + " 'Soil_Moisture_Retrieval_Data_AM/soil_moisture_scah',\n", + " 'Soil_Moisture_Retrieval_Data_AM/soil_moisture_scav',\n", + " 'Soil_Moisture_Retrieval_Data_AM/static_water_body_fraction',\n", + " 'Soil_Moisture_Retrieval_Data_AM/surface_flag',\n", + " 'Soil_Moisture_Retrieval_Data_AM/surface_temperature',\n", + " 'Soil_Moisture_Retrieval_Data_AM/surface_water_fraction_mb_h',\n", + " 'Soil_Moisture_Retrieval_Data_AM/surface_water_fraction_mb_v',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_3_corrected',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_4_corrected',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_h_corrected',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_h_uncorrected',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_qual_flag_3',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_qual_flag_4',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_qual_flag_h',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_qual_flag_v',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_time_seconds',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_time_utc',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_v_corrected',\n", + " 'Soil_Moisture_Retrieval_Data_AM/tb_v_uncorrected',\n", + " 'Soil_Moisture_Retrieval_Data_AM/vegetation_opacity',\n", + " 'Soil_Moisture_Retrieval_Data_AM/vegetation_opacity_scah',\n", + " 'Soil_Moisture_Retrieval_Data_AM/vegetation_opacity_scav',\n", + " 'Soil_Moisture_Retrieval_Data_AM/vegetation_water_content',\n", + " 'Soil_Moisture_Retrieval_Data_PM',\n", + " 'Soil_Moisture_Retrieval_Data_PM/EASE_column_index_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/EASE_row_index_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/albedo_dca_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/albedo_scah_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/albedo_scav_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/boresight_incidence_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/bulk_density_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/clay_fraction_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/freeze_thaw_fraction_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/grid_surface_status_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/landcover_class_fraction_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/landcover_class_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/latitude_centroid_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/latitude_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/longitude_centroid_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/longitude_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/radar_water_body_fraction_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/retrieval_qual_flag_dca_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/retrieval_qual_flag_scah_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/retrieval_qual_flag_scav_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/roughness_coefficient_dca_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/roughness_coefficient_scah_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/roughness_coefficient_scav_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/soil_moisture_dca_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/soil_moisture_error_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/soil_moisture_scah_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/soil_moisture_scav_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/static_water_body_fraction_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/surface_flag_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/surface_temperature_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/surface_water_fraction_mb_h_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/surface_water_fraction_mb_v_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_3_corrected_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_4_corrected_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_h_corrected_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_h_uncorrected_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_qual_flag_3_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_qual_flag_4_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_qual_flag_h_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_qual_flag_v_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_time_seconds_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_time_utc_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_v_corrected_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/tb_v_uncorrected_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/vegetation_opacity_dca_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/vegetation_opacity_scah_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/vegetation_opacity_scav_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/vegetation_water_content_pm']" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list_of_names = []\n", + "root.visit(list_of_names.append)\n", + "list_of_names" + ] + }, + { + "cell_type": "markdown", + "id": "5e44f69e-1dd6-44eb-9aaf-744aeb888f76", + "metadata": {}, + "source": [ + "We can also write a function to look for members with albedo in the name. " + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "06263ffa-d2fb-4e12-86d3-e2cfff25677e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['Soil_Moisture_Retrieval_Data_AM/albedo',\n", + " 'Soil_Moisture_Retrieval_Data_AM/albedo_scah',\n", + " 'Soil_Moisture_Retrieval_Data_AM/albedo_scav',\n", + " 'Soil_Moisture_Retrieval_Data_PM/albedo_dca_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/albedo_scah_pm',\n", + " 'Soil_Moisture_Retrieval_Data_PM/albedo_scav_pm']" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list_of_names = []\n", + "def get_albedo(name):\n", + " if 'albedo' in name.lower():\n", + " list_of_names.append(name)\n", + "\n", + "root.visit(get_albedo)\n", + "list_of_names" + ] + }, + { + "cell_type": "markdown", + "id": "17dc5739-e32f-42e0-af28-55e66bf6eebe", + "metadata": {}, + "source": [ + "`visititems` not only takes a function with the member name but also the actual Group or Dataset object.\n", + "\n", + "```\n", + "myfunc(name, obj)\n", + "```\n", + "\n", + "we can use this to get particular variables or do some form of processing based on whether the object is a Group or a Dataset.\n", + "\n", + "In the example below, we will extract the data arrays for albedo variables for the AM pass. I first look for `AM` in the name and then check if the name contains `albedo` as in the `visit` example above. I only want `Datasets`. `Groups` do not contain data arrays. To do this, I use the `isinstance` function that is part of the standard library. `isinstance` take `obj` as an argument and checks to see if it is of the type `h5py.Dataset`.\n", + "\n", + "If all three of these conditions are `True`, I then want to write the variables to a dictionary. I want to use the name of the `Dataset` as the key for each data array. I can split the `name` string on the `/` character and take the last element of the list that is returned. To assign the data array and not the `Dataset` object, I use the `[:]` syntax. " + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "c17e3b4f-5283-4d1d-96e1-965a623e361c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'albedo': array([[-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " ...,\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [ 2.8333332e-02, 0.0000000e+00, 0.0000000e+00, ...,\n", + " 0.0000000e+00, 0.0000000e+00, 2.9999997e-02]], dtype=float32),\n", + " 'albedo_scah': array([[-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " ...,\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [ 2.3611115e-02, 0.0000000e+00, 0.0000000e+00, ...,\n", + " 0.0000000e+00, 0.0000000e+00, 2.5000004e-02]], dtype=float32),\n", + " 'albedo_scav': array([[-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " ...,\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [-9.9990000e+03, -9.9990000e+03, -9.9990000e+03, ...,\n", + " -9.9990000e+03, -9.9990000e+03, -9.9990000e+03],\n", + " [ 2.3611115e-02, 0.0000000e+00, 0.0000000e+00, ...,\n", + " 0.0000000e+00, 0.0000000e+00, 2.5000004e-02]], dtype=float32)}" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dict_of_vars = {}\n", + "def get_vars(name, obj):\n", + " if ('AM' in name) & ('albedo' in name) & isinstance(obj, h5py.Dataset):\n", + " dict_of_vars[name.split('/')[-1]] = obj[:]\n", + "\n", + "root.visititems(get_vars)\n", + "dict_of_vars" + ] + }, + { + "cell_type": "markdown", + "id": "084a4e87-ad0b-4379-af68-bfd8faf5f9bc", + "metadata": {}, + "source": [ + "The `h5py.File` opens the file. The file needs to be closed, otherwise it remains in memory. If you are reading multiple files, this could lead to memory problems." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "ded43124-14cc-4be6-b690-be4f7f3bcceb", + "metadata": {}, + "outputs": [], + "source": [ + "root.close()" + ] + }, + { + "cell_type": "markdown", + "id": "1304aa23-5196-4c6b-b92d-d2ed050f3fe0", + "metadata": {}, + "source": [ + "## Creating a georeferenced `xarray.Dataset` for a subset of variables from an HDF5 SMAP file\n", + "\n", + "Fully georeferenced data sets are required for Earth science analysis workflows. This may be as simple as plotting a map. You may want to transform the data so it can be used with another data set, or you may want to perform some geospatial subsetting.\n", + "\n", + "Unfortunately, the SMAP HDF5 files do not contain sufficient information to geolocate data on the Earth surface. This is is the case both for using the data with software tools to display or manipulate the data, and for humans trying to understand the data. The following example shows:\n", + "\n", + "1. how to read a subset of `Datasets` (variables) from the HDF5 file and create a geospatially aware `xarray.Dataset`;\n", + "2. how to mask missing data;\n", + "3. how to add coordinate information to the dataset;\n", + "4. how to add a coordinate reference system information the dataset." + ] + }, + { + "cell_type": "markdown", + "id": "aa714ea3-2dd2-4831-b482-a0421e0979f9", + "metadata": {}, + "source": [ + "`xarray` can read a group from an HDF5 file. In the following example, we read the `Soil_Moisture_Retrieval_Data_AM` group." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "759e1df8-eb4f-472d-8175-69e634c30503", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset>\n",
+       "Dimensions:                      (phony_dim_0: 406, phony_dim_1: 964,\n",
+       "                                  phony_dim_2: 3)\n",
+       "Dimensions without coordinates: phony_dim_0, phony_dim_1, phony_dim_2\n",
+       "Data variables: (12/53)\n",
+       "    EASE_column_index            (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    EASE_row_index               (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    albedo                       (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    albedo_dca                   (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    albedo_scah                  (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    albedo_scav                  (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    ...                           ...\n",
+       "    tb_v_uncorrected             (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    vegetation_opacity           (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    vegetation_opacity_dca       (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    vegetation_opacity_scah      (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    vegetation_opacity_scav      (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    vegetation_water_content     (phony_dim_0, phony_dim_1) float32 ...
" + ], + "text/plain": [ + "\n", + "Dimensions: (phony_dim_0: 406, phony_dim_1: 964,\n", + " phony_dim_2: 3)\n", + "Dimensions without coordinates: phony_dim_0, phony_dim_1, phony_dim_2\n", + "Data variables: (12/53)\n", + " EASE_column_index (phony_dim_0, phony_dim_1) float32 ...\n", + " EASE_row_index (phony_dim_0, phony_dim_1) float32 ...\n", + " albedo (phony_dim_0, phony_dim_1) float32 ...\n", + " albedo_dca (phony_dim_0, phony_dim_1) float32 ...\n", + " albedo_scah (phony_dim_0, phony_dim_1) float32 ...\n", + " albedo_scav (phony_dim_0, phony_dim_1) float32 ...\n", + " ... ...\n", + " tb_v_uncorrected (phony_dim_0, phony_dim_1) float32 ...\n", + " vegetation_opacity (phony_dim_0, phony_dim_1) float32 ...\n", + " vegetation_opacity_dca (phony_dim_0, phony_dim_1) float32 ...\n", + " vegetation_opacity_scah (phony_dim_0, phony_dim_1) float32 ...\n", + " vegetation_opacity_scav (phony_dim_0, phony_dim_1) float32 ...\n", + " vegetation_water_content (phony_dim_0, phony_dim_1) float32 ..." + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gds = xr.open_dataset(smap_files[0], group='Soil_Moisture_Retrieval_Data_AM') #, decode_coords='all', decode_cf=True)\n", + "gds" + ] + }, + { + "cell_type": "markdown", + "id": "05d558e4-448d-4c7a-a188-ea5cf27dc124", + "metadata": {}, + "source": [ + "53 variables are loaded from `Soil_Moisture_Retrieval_Data_AM`. However, we can immediately see some issues. The dimensions are named `phony_dim_0`, `phony_dim_1`, and `phony_dim_2`, which is not much help. This is because no dimensions are assigned to Datasets so `xarray` has to generate some dummy variables. The same problem arises if the Python binding for HDF5 library, `h5py`, were used.\n", + " \n", + "Let's change the names of the dimensions to something useful and meaningful. The first thing is to figure out what the dimensions are. This is more diffcult than is should be. Some of the metadata is wrong. Some is confusing. The description of the `landcover_class` offers some information, albeit misleading, but it is a clue.\n", + "\n", + "> An enumerated type that specifies the most common landcover class in the grid cell based on the IGBP landcover map. The array order is longitude (ascending), followed by latitude (descending), and followed by IGBP land cover type descending dominance (only the first three types are listed)\n", + "\n", + "This description states that the dimensions of the landcover_class array are longitude, latitude and IGBP land cover class. The data are in projected coordinates (EASE Grid 2.0) **so longitude and latitude cannot be dimensions**. Longitude and latitude must be 2D arrays for a projected dataset. However, x and y or easting and northing are likely candidates. However, the 3rd dimension appears to be land cover class. Plotting the `soil_moisture` variable also shows that `phony_dim_1` is the x-dimension and `phony_dim_0` is the y-dimension in cartesian coordinates. So we'll rename the coordinates:\n", + "\n", + " - `phony_dim_0 --> y`\n", + " - `phony_dim_1 --> x`\n", + " - `phony_dim_2 --> igbp_class`\n", + "\n", + "We can do this using `rename_dims`, which takes a dictionary as an argument, where keys are the old dimension name and values are the new dimension name." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "a445433e-d160-4ca2-9a58-a0b74ccf348b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:                      (y: 406, x: 964, igbp_class: 3)\n",
+       "Dimensions without coordinates: y, x, igbp_class\n",
+       "Data variables: (12/53)\n",
+       "    EASE_column_index            (y, x) float32 ...\n",
+       "    EASE_row_index               (y, x) float32 ...\n",
+       "    albedo                       (y, x) float32 ...\n",
+       "    albedo_dca                   (y, x) float32 ...\n",
+       "    albedo_scah                  (y, x) float32 ...\n",
+       "    albedo_scav                  (y, x) float32 ...\n",
+       "    ...                           ...\n",
+       "    tb_v_uncorrected             (y, x) float32 ...\n",
+       "    vegetation_opacity           (y, x) float32 ...\n",
+       "    vegetation_opacity_dca       (y, x) float32 ...\n",
+       "    vegetation_opacity_scah      (y, x) float32 ...\n",
+       "    vegetation_opacity_scav      (y, x) float32 ...\n",
+       "    vegetation_water_content     (y, x) float32 ...
" + ], + "text/plain": [ + "\n", + "Dimensions: (y: 406, x: 964, igbp_class: 3)\n", + "Dimensions without coordinates: y, x, igbp_class\n", + "Data variables: (12/53)\n", + " EASE_column_index (y, x) float32 ...\n", + " EASE_row_index (y, x) float32 ...\n", + " albedo (y, x) float32 ...\n", + " albedo_dca (y, x) float32 ...\n", + " albedo_scah (y, x) float32 ...\n", + " albedo_scav (y, x) float32 ...\n", + " ... ...\n", + " tb_v_uncorrected (y, x) float32 ...\n", + " vegetation_opacity (y, x) float32 ...\n", + " vegetation_opacity_dca (y, x) float32 ...\n", + " vegetation_opacity_scah (y, x) float32 ...\n", + " vegetation_opacity_scav (y, x) float32 ...\n", + " vegetation_water_content (y, x) float32 ..." + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gds = gds.rename_dims({'phony_dim_0': 'y', 'phony_dim_1': 'x', 'phony_dim_2': 'igbp_class'})\n", + "gds" + ] + }, + { + "cell_type": "markdown", + "id": "de673df1-483f-47b0-9e9a-c1aadd711629", + "metadata": {}, + "source": [ + "Another issue is that there are no coordinate variables, again because the HDF5 file was not created with any. Inspecting the variables, we see that there are two possible candidate coordinate variables: `latitude` and `longitude`. So let's plot them." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "96f26e1e-2c6d-4f57-bf51-72653e2c76d9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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LElmKoSW0xtxgLbktQzFwIDIdO3s7oydSJqu2gfvjjz8wcOBAZGRkwN3dHU2bNsXu3bvRqVMnPH78GGlpafjqq69w//59+Pr6ol27dtiyZUuJxpIODg7o27cvHj9+jA4dOmDdunVajSWJiEg5bKnNnTFdgQCASmAJnFJZNTSPi4vDlStXkJeXh6ysLOzduxedOnUC8FdjyaysLOTn5+Pq1atYt25diZcNihpL3rlzB7m5udi5c6ekXkiQS8kHS48svy2SH1ajmmdb7MqIyHAsWyVF48X6LwxOieTHWh35kvQxgCMik1NqCa21saTKOqx5jrENHOnCb9ZAvKgpn1yqnch4DIiISK4YwEkYL/hEJCd8+DEDY6tPWYWqWAzgFEapF1CbuVgTERVjp1LBzs6Iif3AKRYDOCKZknr1n1IDfL6JSkRSwADOAngBJSKiijBuIPvCiZSJ3yyRlbE0hsiy5NS+uGgwe2MmUiYGcGQVcrqAEpE08eGHbBkDODKKHC6glmy/xcDUeuRwLppiHWyPaFvYkS/pwgDOQngBJZImqb8MYk08NtbHNnCkC79ZieMFlEyNDxNE8mFnb2w7OGvvAZkLAzgiIiI98IGEpIQBHMkKS4+IyJao7FRGT6RMDOCIJEAOwSKr87XJ4Tsrjg8/8mRnZ+Rg9na8zSsVv1mF4gWUiGwBr3VkqxjAVYAcSgcsiRdQIiLzYDcipAsDOLIJDLqth1V3usktv2R57EaEdOE3a0G8WNsGBotERGRuDOCIyiD10qOKBot8mCCSB5WdndETKRO/WTIJqQc6RFIhtxJaSz4kKHVbxjDqDdT/TaRM/GZJC7uKICIikj4GcESkKHIrDZZbfsnCjH2BgSVwisVv1sJ4sSbSD0todeOxsR0qOyPfQmUbOMXiN0tENo8BEUkVX2IgXfjNVhAv+CR3LA0mJeE5RraGAZwMMFgkIpKOWh2jLbatwqpQeyMm3uaVit8syZJSS49YikBExXEkBtKF3yyRzLHrFzIEH0iIlIEBHBGRERikkDnZ2dkZPZEy8ZtVOD5tk1Tw/NCNx+YvLFHWZukq1FmzZkGlUmlNPj4+4ueCIGDWrFnw8/ODi4sL2rZti9OnT2utIy8vD2PGjIGnpycqV66Mnj174saNG1pp7t27h4EDB8Ld3R3u7u4YOHAg7t+/X+HjVJ5Lly5hxowZePPNN5GVlQUA2L17d4m8ywkDOLIqOVxASX4YEBFVXJMmTZCRkSFOaWlp4mcLFy7E4sWLsXz5chw5cgQ+Pj7o1KkTHjx4IKYZP348duzYgc2bN+PAgQN4+PAhevTogYKCAjHNgAEDcPz4cezevRu7d+/G8ePHMXDgQLPsT1JSEkJCQvDbb79h+/btePjwIQDg5MmT+Pjjj82yTUtgAGcFvLlYB5/siUhurPESg4ODA3x8fMSpRo0aAApL32JjYzF9+nT07t0bwcHBWL9+PXJzc7Fp0yYAQHZ2NuLi4rBo0SJ07NgRLVq0wIYNG5CWloa9e/cCAM6ePYvdu3djzZo1CA8PR3h4OFavXo3vv/8e58+fN93B+58pU6Zg7ty5SEhIgJOTkzi/Xbt2SE5ONvn2LIUBHJEeWBVNUsOHBNugUhnZka/K8Nv8xYsX4efnh8DAQPTv3x+XL18GAKSnpyMzMxNRUVFiWrVajcjISBw8eBAAkJKSgqdPn2ql8fPzQ3BwsJgmOTkZ7u7uaNWqlZimdevWcHd3F9OYUlpaGl5//fUS82vUqIE7d+6YfHuWYtUAbuXKlWjatCnc3Nzg5uaG8PBw/Pjjj+LnpqprJ6LSMVj8C0todZNbfqmknJwcrSkvL6/UdK1atcJXX32FPXv2YPXq1cjMzERERATu3LmDzMxMAIC3t7fWMt7e3uJnmZmZcHJyQrVq1cpM4+XlVWLbXl5eYhpTqlq1KjIyMkrMT01NRc2aNU2+PUuxagBXq1YtLFiwAEePHsXRo0fRvn17vPbaa2KQZqq6diIisg6WXhvHVFWo/v7+4gsD7u7uiImJKXV7Xbt2xRtvvIGQkBB07NgRP/zwAwBg/fr1f+VJpdJaRhCEEvOe93ya0tLrs56KGDBgAD766CNkZmZCpVJBo9Hg119/xaRJkzBo0CCTb89SrBrAvfrqq+jWrRsaNGiABg0aYN68eahSpQoOHTpksrp2pZBL6QAv1kREpmOqAO769evIzs4Wp6lTp+q1/cqVKyMkJAQXL14U30Z9vpQsKytLLJXz8fFBfn4+7t27V2aaP/74o8S2/vzzzxKle6Ywb9481K5dGzVr1sTDhw/RuHFjvPLKK4iIiMCMGTNMvj1LkUwbuIKCAmzevBmPHj1CeHi4yeraS5OXl1eiOJmIyJr4QEKlsbO3M3oCIDZVKprUarVe28/Ly8PZs2fh6+uLwMBA+Pj4ICEhQfw8Pz8fSUlJiIiIAACEhobC0dFRK01GRgZOnTolpgkPD0d2djYOHz4spvntt9+QnZ0tpjElR0dHbNy4ERcuXMC3336LDRs24Ny5c/j6669hb29v8u1ZioO1M5CWlobw8HA8efIEVapUwY4dO9C4cWMxACutrv3q1asA9KtrL01MTAxmz55t4j0hIilxDx9psZJrS27LFOSWX7KcSZMm4dVXX0Xt2rWRlZWFuXPnIicnB4MHD4ZKpcL48eMxf/581K9fH/Xr18f8+fNRqVIlDBgwAADg7u6OYcOGYeLEiahevTo8PDwwadIksUoWABo1aoQuXbpg+PDh+OKLLwAA7733Hnr06IGGDRuabd+CgoIQFBRktvVbmtUDuIYNG+L48eO4f/8+tm3bhsGDByMpKUn83BR17c+bOnUqoqP/Gow4JycH/v7+qNUxGjmH11RwTwzDmwvJVXbyCouVFllyW0RSpLJTQWXEaAoqO8PalN24cQNvvvkmbt++jRo1aqB169Y4dOgQAgICAACTJ0/G48ePMXLkSNy7dw+tWrVCfHw8XF1dxXUsWbIEDg4O6Nu3Lx4/fowOHTpg3bp1WqVdGzduxNixY8UatJ49e2L58uUV3s+yFBQUYN26dfjpp5+QlZUFjUaj9fm+ffvMsl1zs3oA5+TkhHr16gEAwsLCcOTIEXz22Wf46KOPABSWsvn6+orpddW1Fy+Fy8rKKrMYVq1W6118XBbeXMhclBrg82GCpEbq13FjB6Q3dNnNmzeXvT6VCrNmzcKsWbN0pnF2dsayZcuwbNkynWk8PDywYcMGg/JWUePGjcO6devQvXt3BAcHm+VFCWuwegD3PEEQkJeXp1XX3qJFCwB/1bX/61//AqBd1963b18Af9W1L1y40Gr7QERE1sGHBHre5s2b8e2336Jbt27WzopJWTWAmzZtGrp27Qp/f388ePAAmzdvRmJiInbv3m2yunai4qT+tE1EVJylS+CUqHhNn5JY9Zv9448/MHDgQDRs2BAdOnTAb7/9ht27d6NTp04ACuvax48fj5EjRyIsLAw3b94sta69V69e6Nu3L9q0aYNKlSph586dsn6zhPQn5W5L5NL1CxFJlzVGYlCaiRMn4rPPPoMgCNbOiklZtQQuLi6uzM9NVddORCQHbI9IZBq9e/fW+n/fvn348ccf0aRJEzg6Omp9tn37dktmzWQYmhMRmYCUS2hNwZIdfMvt2JiTyt4edkZMKhutjSo+6oS7uztef/11REZGwtPTs8RnciW5lxhsiVKftvlkT0RkGmwDVzFr1661dhbMzja/WSoXAzAiIlKC9u3b4/79+yXm5+TkoH379pbPkIkwgCOrY7BofVJ+GUQu2yIyB1ONhWrLEhMTkZ+fX2L+kydP8Msvv1ghR6bBKtTnsPqPiIikouhtUmOWt1UnT54U/z5z5ozWEJsFBQXYvXs3atasaY2smQQDOCIDsC2h5XHoLt3kll8yHNvAVVzz5s2hUqmgUqlKrSp1cXGRdQ8WDOCMxAsoERGR9KSnp0MQBNStWxeHDx9GjRo1xM+cnJzg5eUl6z5jGcDJCINFIpIrll5XjMpOZVwJnIGD2StJQEAAAJQYvF4pbLds1QYx+CMikhejRmEwsv0cSRu/WTILvmlYiMNpERGROTCAIyKDMVgksgyVnb3RE5nPtGnTMHToUKtsmwEcEVkcS2h147EpxIeE/7GzN36yQUuXLsWTJ08AANeuXTPbQPY3b97ElStXzLLu8jCAKwUvoERUEfw9yxODReWJjo5GTk4OACAwMBB//vmnWbazfv167Nu3zyzrLg/fQiUiIpIqO7vCyZjlbZCfnx+2bduGbt26QRAE3LhxQyyRe17t2rUtnDvTYABHksDOWkunpO4QiMhwKnt7qIzoq8yYZeVsxowZGDNmDEaPHg2VSoWWLVuWSCMIAlQqFQoKCkpdx9KlS/Xe3tixYyuc14piAEdEABgskrLwfLZt7733Ht58801cvXoVTZs2xd69e1G9enWD1rFkyRK90qlUKgZwRERkGJZeK5yxLyLY6EsMAODq6org4GCsXbsWbdq0gVqtNmj59PR0M+XMNGyzctzE+JRXOr4MQnLEvvtIUuzsjHwLlbf5wYMHQ61WIyUlBRs2bMDGjRtx7Ngxa2fLaCyBkxk+AVsfq2bI3HiOURFjR1PgSAxAVlYW+vfvj8TERFStWhWCICA7Oxvt2rXD5s2btcZILS46OlrvbSxevNhU2dUbAzjSicEiKQUDIt14bEjpxowZg5ycHJw+fRqNGjUCAJw5cwaDBw/G2LFj8c0335S6XGpqql7rV6msM94sAzgiIhNiQKQbj00FqIxsA6ey3TZwRXbv3o29e/eKwRsANG7cGJ9//jmioqJ0Lvfzzz9bInsVxrJVCWBbMTIVtt8iUhiOxGA0jUYDR0fHEvMdHR2h0WgMWtfvv/+OPXv24PHjxwBgthEe9MEAjogkj8EiEVVU+/btMW7cONy6dUucd/PmTUyYMAEdOnTQax137txBhw4d0KBBA3Tr1g0ZGRkAgHfffRcTJ040S77LwwCOiEQsDSaSlqKXGIyZbN3y5cvx4MED1KlTB0FBQahXrx4CAwPx4MEDLFu2TK91TJgwAY6Ojrh27RoqVaokzu/Xrx92795trqyXiW3giIjI5kn2pS32A2c0f39/HDt2DAkJCTh37hwEQUDjxo3RsWNHvdcRHx+PPXv2oFatWlrz69evj6tXr5o6y3phAKcDG9sqm2Qv1kREZBadOnVCp06dKrTso0ePtEreity+fdvgDoJNhWWrpBhSrf4z9kGAgSaRDWNHvpLwyiuv4KuvvhL/V6lU0Gg0+OSTT9CuXTur5IklcEREMscSZeXiYPbS8Mknn6Bt27Y4evQo8vPzMXnyZJw+fRp3797Fr7/+apU8MTQnIjIxS5bQmoJUS5RZek1S0bhxY5w8eRJ/+9vf0KlTJzx69Ai9e/dGamoqgoKCrJInlsARERFJlZ2dcdWgNl6F+uzZM2zcuBGdO3eGj4+PUevy8fHB7NmzTZQz49n2NytTcnoq5RMwEZER2JGvURwcHPDBBx8gLy/PqPWsXbsWW7duLTF/69atWL9+vVHrrigGcFQm9uxPRGQ9Kjt7oydb16pVKxw/ftyodSxYsACenp4l5nt5eWH+/Pk6l/Pw8DBoql69ut7dkrAKlYisht316MZjQ9YQExOD7du349y5c3BxcUFERAT+9a9/oWHDhmKaIUOGlCh1atWqFQ4dOiT+n5eXh0mTJuGbb77B48eP0aFDB6xYsUKrH7V79+5h7Nix+O677wAAPXv2xLJly1C1alWT7tPIkSMRHR2N69evIzQ0FJUrV9b6vGnTpuWu4+rVqwgMDCwxPyAgANeuXdO53P379xEbGwt3d/dytyEIAkaOHImCgoJy0wIM4IjICHJ6+5EBEcmSysg2cCrDlk1KSsKoUaPQsmVLPHv2DNOnT0dUVBTOnDmjFfh06dIFa9euFf93cnLSWs/48eOxc+dObN68GdWrV8fEiRPRo0cPpKSkwP5/b8YOGDAAN27cEEcyeO+99zBw4EDs3Lmzontbqn79+gEAxo4dK85TqVQQBAEqlUqvgMnLywsnT55EnTp1tOafOHEC1atXL3PZ/v37w8vLS6+8jhkzRq90AAO4Mlnygs+bC1HZLBksyikwJWUzthrU0GWfHxZq7dq18PLyQkpKCl555RVxvlqt1vlSQHZ2NuLi4vD111+Lox1s2LAB/v7+2Lt3Lzp37oyzZ89i9+7dOHToEFq1agUAWL16NcLDw3H+/HmtEj9jpaenG72O/v37Y+zYsXB1dRWPQ1JSEsaNG4f+/fvrXE6j0Ri0nQcPHuid1qpt4GJiYtCyZUu4urrCy8sLvXr1wvnz57XSDBkyBCqVSmtq3bq1Vpq8vDyMGTMGnp6eqFy5Mnr27IkbN25YclcYfBERkWTl5ORoTfo26s/OzgZQ2JaruMTERHh5eaFBgwYYPnw4srKyxM9SUlLw9OlTREVFifP8/PwQHByMgwcPAgCSk5Ph7u4uBm8A0Lp1a7i7u4tpTCUgIKDMSR9z585Fq1at0KFDB7i4uMDFxQVRUVFo3759mW3gzMmqJXCWLKolkjOWBhPZqKKRGIxZHoXjgRb38ccfY9asWWUuKggCoqOj8dJLLyE4OFic37VrV/Tp0wcBAQFIT0/HzJkz0b59e6SkpECtViMzMxNOTk6oVq2a1vq8vb2RmZkJAMjMzCy1WtHLy0tMY0pff/01Vq1ahfT0dCQnJyMgIACxsbEIDAzEa6+9Vu7yTk5O2LJlC+bOnYvjx4/DxcUFISEhegeARS5cuIDExERkZWWVKJ37xz/+YdC6rBrAWaqo1hR4UyMiMg1eTw1gon7grl+/Djc3N3G2PuN3jh49GidPnsSBAwe05he1KQOA4OBghIWFISAgAD/88AN69+6tc31Fbc6KFP9bVxpTWLlyJf7xj39g/PjxmDdvntjmrWrVqoiNjdUrgCtSv3591K9fv0L5WL16NT744AN4enrCx8enxLEwNICTVDci5iqqfV5eXl6J4mQic2J3LETWwbaMhdzc3LSm8gK4MWPG4LvvvsPPP/+s9eZoaXx9fREQEICLFy8CKOzwNj8/H/fu3dNKl5WVBW9vbzHNH3/8UWJdf/75p5jGVJYtW4bVq1dj+vTpWrVyYWFhSEtLM+m2yjJ37lzMmzcPmZmZOH78OFJTU8Xp2LFjBq9PMgFcWUW1GzduxL59+7Bo0SIcOXIE7du3F+vv9SmqfV5MTAzc3d3F6fmi5dLwpkhERJZWNBaqMZMhBEHA6NGjsX37duzbt6/UrjOed+fOHVy/fh2+vr4AgNDQUDg6OiIhIUFMk5GRgVOnTiEiIgIAEB4ejuzsbBw+fFhM89tvvyE7O1tMYyrp6elo0aJFiflqtRqPHj0y6bbKcu/ePfTp08dk65NMAFdUVPvNN99oze/Xrx+6d++O4OBgvPrqq/jxxx9x4cIF/PDDD2Wur6xi2KlTpyI7O1ucrl+/brL9oJI48gMRVZTNPzxbeCSGUaNGYcOGDdi0aRNcXV2RmZmJzMxMPH78GADw8OFDTJo0CcnJybhy5QoSExPx6quvwtPTE6+//joAwN3dHcOGDcPEiRPx008/ITU1FW+//TZCQkLEpk6NGjVCly5dMHz4cBw6dAiHDh3C8OHD0aNHD5O+gQoAgYGBpXbk++OPP6Jx48Ym3VZZ+vTpg/j4eJOtTxLdiBQV1e7fv9+ootripXBZWVk6o3i1Wq1X/T9RWdiOh0hZJNl9jLHDYRm47MqVKwEAbdu21Zq/du1aDBkyBPb29khLS8NXX32F+/fvw9fXF+3atcOWLVvg6uoqpl+yZAkcHBzQt29fsSPfdevWaVVhbty4EWPHjhWbQPXs2RPLly+v4I7q9uGHH2LUqFF48uQJBEHA4cOH8c033yAmJgZr1qwx+faKW7p0qfh3vXr1MHPmTBw6dAghISFwdHTUSlu8nzp9WDWAEwQBY8aMwY4dO5CYmGh0UW3fvn0B/FVUu3DhQrPmn4jkRW5BN98+JksTBKHMz11cXLBnz55y1+Ps7Ixly5Zh2bJlOtN4eHhgw4YNBufRUO+88w6ePXuGyZMnIzc3FwMGDEDNmjXx2WefldmH28mTJ/Xehq7RHJYsWaL1f5UqVZCUlISkpCSt+SqVSl4B3KhRo7Bp0yb83//9n1hUCxQWv7q4uODhw4eYNWsW3njjDfj6+uLKlSuYNm2azqLa6tWrw8PDA5MmTdIqqiXjsANVIsMxICJTUNnZQWXEW6jGLKskw4cPx/Dhw3H79m1oNBq9RkZo3ry51ogNZdE1moMpOhHWxarf7MqVK5GdnY22bdvC19dXnLZs2QIAYlHta6+9hgYNGmDw4MFo0KABkpOTSxTV9urVC3379kWbNm1QqVIl7Ny5U3Z9wDFwsSzeXIlI8lRGtn9Tyes+aA7t27fH/fv3AQCenp5i8JaTk4P27dvrXC49PR2XL19Geno6tm3bhsDAQKxYsUJ8c3TFihUICgrCtm3b9MrHnDlzkJubW2L+48ePMWfOHIP3y+pVqGUxZVEtaWPpABER2YLExETk5+eXmP/kyRP88ssvOpcr3klvnz59sHTpUnTr1k2c17RpU/j7+2PmzJno1atXufmYPXs2RowYgUqVKmnNz83NxezZs+XdDxwRSYNU3xxWan96ptiW3PJLelKpCgekr/Bk2k5x5eTkyZNiO7YzZ86I/588eRKpqamIi4tDzZo19VpXWlpaqe30AwMDcebMGb3Woasq9sSJEyX6v9WHJN5CVQq23yIikh5Z1zgUBWLGLG+jitqwqVSqUqtKXVxc9K65a9SoEebOnYu4uDg4OzsDKBwUYO7cuWjUqFGZy1arVk3MR4MGDbSCuIKCAjx8+BAjRowwYM8KMYArh1R/+AwWiYiIdEtPT4cgCKhbty4OHz6MGjVqiJ85OTnBy8tL77byq1atwquvvgp/f380a9YMQGHJmUqlwvfff1/msrGxsRAEAUOHDsXs2bPh7u6ulY86deogPDzc4P1jAEdERCRRgsoOghGlaMYsK3dFbdieHzS+Iv72t78hPT0dGzZswLlz5yAIAvr164cBAwagcuXKZS47ePBgPHv2DADQsWPHcvu71RcDOFIcqZaaWhJLaIkUglWoJnHhwgUkJiYiKyurRECn78sDlSpVwnvvvVeh7Ts4OGDkyJE4e/ZshZYvdZ0mWxORDWJHqwwWiUjaVq9ejQ8++ACenp7w8fHRaoOmUql0BnDfffcdunbtCkdHR3z33XdlbqNnz57l5qNVq1ZITU3VervVGAzgiIgIgHQfEmyaSmXcm6Q2/BZqkblz52LevHn46KOPDFquV69eyMzMhJeXV5ndhKhUKp0d+RY3cuRITJw4ETdu3EBoaGiJqlddoznowgCOiMhMGBDpJtVjI7kSZTu7wsmY5W3cvXv30KdPH4OXK17Vaop2dP369QOgPeZp8ZEe9AkCi2MAR0REJFF8icF4ffr0QXx8fIW66gCAp0+fIioqCl988QUaNGhQ4XyYelgtBnA2TKrttyT3BExERLJVr149zJw5E4cOHUJISAgcHR21Pi9vEHlHR0ecOnWq3PFQy2Oqtm9FGMCRTbNksMjAlCpCqlWNZCF8C9VoX375JapUqYKkpCQkJSVpfaZSqcoN4ABg0KBBiIuLw4IFC4zKy6VLlxAbG4uzZ89CpVKhUaNGGDduHIKCggxeFwM4IrI6qZYGyw0fSBSIAZzRTFF1mZ+fjzVr1iAhIQFhYWElXkBYvHhxuevYs2cPevbsiebNm6NNmzYQBAEHDx5EkyZNsHPnTnTq1MmgPDGA04OSL/hEpBsDImngsSFTyM/PR3p6OoKCguDgYFj4c+rUKbz44osACvuUK07fqtUpU6ZgwoQJJUrxpkyZgo8++ogBnNwxWCQiIhFL4IyWm5uLMWPGYP369QAKA7C6deti7Nix8PPzw5QpU8pdx88//2x0Ps6ePYtvv/22xPyhQ4ciNjbW4PXxm5UxSwZ6DCqJiCxPUKnEN1ErNrEfuKlTp+LEiRNITEwUB6IHCoe12rJli8XyUaNGDRw/frzE/OPHj8PLy8vg9bEEjshIbL9FRCRd//3vf7Flyxa0bt1aq7qzcePGuHTpkl7reP3110utKlWpVHB2dka9evUwYMAANGzYUOc6hg8fjvfeew+XL19GREQEVCoVDhw4gH/961+YOHGiwfvFEjgiKhXbHBFJQFEVqjGTjfvzzz9LLeF69OiR3u3X3N3dsW/fPhw7dkxcJjU1Ffv27cOzZ8+wZcsWNGvWDL/++qvOdcycORP/+Mc/sGzZMkRGRuKVV17B8uXLMWvWLEyfPt3g/eI3S0RGY3U+VQQfEvRQNJSWMZONa9myJX744Qfx/6IAbPXq1QgPD9drHT4+PhgwYAAuX76Mbdu2Yfv27bh06RLefvttBAUF4ezZsxg8eHCZw3WpVCpMmDABN27cQHZ2NrKzs3Hjxg2MGzeuQn3MsQqViIgUj80PbFdMTAy6dOmCM2fO4NmzZ/jss89w+vRpJCcnl+gXTpe4uDj8+uuvsCs2NJmdnR3GjBmDiIgIzJ8/H6NHj8bLL7+s1/pcXV0rtC/FsQSOiIhIqliFarSIiAj8+uuvyM3NRVBQEOLj4+Ht7Y3k5GSEhobqtY5nz57h3LlzJeafO3dOHMPU2dm5zJK0P/74AwMHDoSfnx8cHBxgb2+vNRmKJXAmxv6KdGNjfyIiw3AsVNMICQkRuxGpiIEDB2LYsGGYNm0aWrZsCZVKhcOHD2P+/PkYNGgQACApKQlNmjTRuY4hQ4bg2rVrmDlzJnx9fY0emosBHNk8dtZKUscHEhumsgPsjAjCGMBh165dsLe3R+fOnbXm79mzBxqNBl27di13HUuWLIG3tzcWLlyIP/74AwDg7e2NCRMmiO3eoqKi0KVLF53rOHDgAH755Rc0b9684jtTDL9ZIoXiDV83SwbRcgvY5ZZfovJMmTJFrOYsThAEvTrxBQB7e3tMnz4dGRkZuH//Pu7fv4+MjAxMmzZNrP6sXbs2atWqpXMd/v7+EAShYjtRCgZweuJFjYhIGx8SLIBt4Ix28eJFNG7cuMT8F154Ab///rvB63Nzc4Obm5vBy8XGxmLKlCm4cuWKwcuWht+sBLF0gMg2MSDSzWaPDQM4o7m7u+Py5csl5v/+++8lBqU3p379+iExMRFBQUFwdXWFh4eH1mQotoEjIiIqhm1VlaVnz54YP348duzYgaCgIACFwdvEiRPRs2dPi+WjIuOdloUBHOmNFzVpYIN2IhvCweyN9sknn6BLly544YUXxDZqN27cwMsvv4xPP/3UYvkYPHiwXukWLFiAESNGoGrVqmWmYwBHksRgURoYLBJZV9Fg9sYsb+vc3d1x8OBBJCQk4MSJE3BxcUHTpk3xyiuvWDtrpZo/fz769u3LAI6I5IHBIhGZi0qlQlRUFKKiovReZunSpXqnHTt2bEWyVSp931RlAEdEpCAsvdZNlg8JrEK1miVLlmj9/+effyI3N1csGbt//z4qVaoELy8vkwZw+uI3awayu0AQyYwlf2P8PZNVcTB7q0lPTxenefPmoXnz5jh79izu3r2Lu3fv4uzZs3jxxRfxz3/+0yr5YwAnc7y56MbuWIiIyBRmzpyJZcuWoWHDhuK8hg0bYsmSJZgxY4ZV8sQAjohIBviQYKOs1A/cihUrEBgYCGdnZ4SGhuKXX34x8Y7JS0ZGBp4+fVpifkFBgTi0lqUZ/M0OGTIE+/fvN0deiIhIAhgsSkfRYPbGTIbasmULxo8fj+nTpyM1NRUvv/wyunbtimvXrplhDy3j0qVLmDFjBt58801kZWUBAHbv3o3Tp0/rtXyHDh0wfPhwHD16VHzJ4OjRo3j//ffRsWNHk+b15ZdfhouLS7npDP5mHzx4gKioKNSvXx/z58/HzZs3K5RBAIiJiUHLli3h6uoKLy8v9OrVC+fPn9dKIwgCZs2aBT8/P7i4uKBt27YlDnheXh7GjBkDT09PVK5cGT179sSNGzcqnC8ipVBqWzG5BRhyy68l8diUwwolcIsXL8awYcPw7rvvolGjRoiNjYW/vz9Wrlxphh00v6SkJISEhOC3337D9u3b8fDhQwDAyZMn8fHHH+u1jn//+9+oWbMm/va3v8HZ2RlqtRqtWrWCr68v1qxZo9c6jh07hrS0NPH///u//0OvXr0wbdo05Ofni/N37doFX1/fctdn8De7bds23Lx5E6NHj8bWrVtRp04ddO3aFf/5z39KLV4sS1JSEkaNGoVDhw4hISEBz549Q1RUFB49eiSmWbhwIRYvXozly5fjyJEj8PHxQadOnfDgwQMxTVEPy5s3b8aBAwfw8OFD9OjRo9TBa+WCFzUiIm1s81txOTk5WlNeXl6p6fLz85GSklKiu42oqCgcPHjQElk1uSlTpmDu3LlISEiAk5OTOL9du3ZITk7Wax01atTArl27cO7cOWzduhXffvstzp49i127dsHLy0uvdbz//vu4cOECAODy5cvo378/KlWqhK1bt2Ly5MkG71eFKserV6+OcePGITU1FYcPH0a9evUwcOBA+Pn5YcKECbh48aJe69m9ezeGDBmCJk2aoFmzZli7di2uXbuGlJQUAIWlb7GxsZg+fTp69+6N4OBgrF+/Hrm5udi0aRMAIDs7G3FxcVi0aBE6duyIFi1aYMOGDUhLS8PevXsrsns6qQRB78mS2zOWe/hIRW4LsNwxlOq2TLE9KW4r5+DnstovQ7Zn7nVYMr+m3pbczjFTKOzI17gJAPz9/eHu7i5OMTExpW7v9u3bKCgogLe3t9Z8b29vZGZmmn1/zSEtLQ2vv/56ifk1atTAnTt3DFpXnTp10LBhQ3Tv3h0NGjQwaNkLFy6gefPmAICtW7filVdewaZNm7Bu3Tps27bNoHUBRr7EkJGRgfj4eMTHx8Pe3h7dunXD6dOn0bhx4xL9p+gjOzsbAMRBXdPT05GZman1JKBWqxEZGSk+CaSkpODp06daafz8/BAcHKzzaSEvL6/E0wgREZHUCILxEwBcv34d2dnZ4jR16tQyt6t6rvsRQRBKzJOLqlWrIiMjo8T81NRU1KxZU6915ObmYtiwYahUqRKaNGkitgccO3YsFixYoNc6BEGARqMBAOzduxfdunUDUBhc3759W691FGdwAPf06VNs27YNPXr0QEBAALZu3YoJEyYgIyMD69evR3x8PL7++mvMmTPHoPUKgoDo6Gi89NJLCA4OBgAx2i/rSSAzMxNOTk6oVq2azjTPi4mJ0XoS8ff3NyivZBlSeQK2dW4Ro6ydBSIykpubm9akVqtLTefp6Ql7e/sS98+srKwS92K5GDBgAD766CNkZmZCpVJBo9Hg119/xaRJkzBo0CC91jF16lScOHECiYmJcHZ2Fud37NgRW7Zs0WsdYWFhmDt3Lr7++mskJSWhe/fuAAoLqypybA0O4Hx9fTF8+HAEBATg8OHDOHr0KEaMGAFXV1cxTefOncsdw+t5o0ePxsmTJ/HNN9+U+KwiTwJlpZk6darWk8j169cNyispjyWDRQamulkyWGRgSnKgEQSjJ0M4OTkhNDQUCQkJWvMTEhIQERFhyl2zmHnz5qF27dqoWbMmHj58iMaNG+OVV15BRESE3n24/fe//8Xy5cvx0ksvacUWjRs3xqVLl/RaR2xsLI4dO4bRo0dj+vTpqFevHgDgP//5T4WOrcFDaS1ZsgR9+vTRikCfV61aNaSnp+u9zjFjxuC7777D/v37UatWLXG+j48PgMJStuJvZBR/EvDx8UF+fj7u3bunVQqXlZWl84Co1WqdTx9lcYsYxZsvkQ3KOfi5rAI+S+ZXbsdGboT/TcYsb6jo6GgMHDgQYWFhCA8Px5dffolr165hxIgRRuTEehwdHbFx40bMmTMHqamp0Gg0aNGiBerXr6/3Ov78889SX1Z49OiR3lXLTZs21XoLtcgnn3wCe3t7vfNSxOASuIEDB5YZvBlCEASMHj0a27dvx759+xAYGKj1eWBgIHx8fLSeBPLz85GUlCQGZ6GhoXB0dNRKk5GRgVOnTsn2aYGIbBcfEsna+vXrh9jYWMyZMwfNmzfH/v37sWvXLgQEBFg7a0YJCgrC3//+d/Tt29eg4A0AWrZsiR9++EH8vyhoW716NcLDw/Vez/3797FmzRpMnToVd+/eBQCcOXNG7JvOEFYdzH7UqFHYtGkT/u///g+urq5inbu7uztcXFygUqkwfvx4zJ8/H/Xr1xf7nqtUqRIGDBggph02bBgmTpyI6tWrw8PDA5MmTUJISIjJO9cjKgtLaInI1DRC4WTM8hUxcuRIjBypjO6sCgoKsG7dOvz000/IysoSXyQosm/fvnLXERMTgy5duuDMmTN49uwZPvvsM5w+fRrJyclISkrSKx8nT55Ehw4dULVqVVy5cgXDhw+Hh4cHduzYgatXr+Krr74yaL+sOpTWypUrkZ2djbZt28LX11ecijcInDx5MsaPH4+RI0ciLCwMN2/eRHx8vFabuyVLlqBXr17o27cv2rRpg0qVKmHnzp0VKpKUI7bfsj2ssiKyDYIgGD3ZunHjxmHcuHEoKChAcHAwmjVrpjXpIyIiAr/++ityc3MRFBSE+Ph4eHt7Izk5GaGhoXqtIzo6Gu+88w4uXryoVZPZtWvXCo1wZdUSOH1OLJVKhVmzZmHWrFk60zg7O2PZsmVYtmyZCXNHREREcrd582Z8++23YrcdFRUSEoL169dXePkjR47giy++KDG/Zs2aFepjj4PZE5HJsISWKoJvH+tWVIVqzGTrnJycxDc+K0rfYbDK4uzsXGq/s+fPn0eNGjUMzhMDOCIyirVuiAwWyVYIRkwETJw4EZ999plR1cnPD4PVr18/g4fBeu211zBnzhxx2FGVSoVr165hypQpeOONNwzOk1WrUEk62ACfiEibFLpIsdZLDHLXu3dvrf/37duHH3/8EU2aNIGjo6PWZ9u3by93fc8PgxUZGYlNmzbh119/Rf/+/REbG1vuOj799FN069YNXl5eePz4MSIjI5GZmYnw8HDMmzdP730rwgDOTKTww5cqSwaLDEzNj8eXiKTG3d1d6//SxkI1xPPDYPXo0QOAYcNgubm54cCBA9i3bx+OHTsGjUaDF198scI9ZjCAIyIikihj3yS11bdQ165da9L1FQ2D1bFjRyQlJWHlypUAKjYMVvv27REREQG1Wm3U+LJsA0f0P0rtjkVuJWRKbdBuim3JLb9kPI0JJlvXvn173L9/v8T8nJwctG/fXq91mGIYLI1Gg3/+85+oWbMmqlSpIo5YNXPmTMTFxem3M8UwgDMQL2pERNrk9pBAtiUxMbHUN0WfPHmCX375Ra91FA2DlZ2djY8//lic/8knn+jdtcjcuXOxbt06LFy4EE5OTuL8kJAQrFmzRq91FMcATsIYLBLZJgZEutnasREE4ydbdfLkSZw8eRJA4XBVRf+fPHkSqampiIuLQ82aNY3ahrOzc4mXInT56quv8OWXX+Ktt97SGmigadOmOHfunMHbZhs4IiIiieJbqBXXvHlzqFQqqFSqUqtKXVxc9B4AoKCgAEuWLMG3336La9eulSjRKxrXtCw3b94stT86jUYjdi1iCJbAkcFs7QmYiIjkJz09HZcuXYIgCDh8+DDS09PF6ebNm8jJycHQoUP1Wtfs2bOxePFi9O3bF9nZ2YiOjkbv3r1hZ2dX5khRxTVp0qTUKtutW7eiRYsWhuwaAJbAkcSxOxbd2B0LkfLxLdSKCwgIAIASg9dXxMaNG7F69Wp0794ds2fPxptvvomgoCA0bdoUhw4dwtixY8tdx8cff4yBAwfi5s2b0Gg02L59O86fP4+vvvoK33//vcF5YgkcERGRRPEtVGnIzMxESEgIAKBKlSrIzs4GAPTo0QM//PCDXut49dVXsWXLFuzatQsqlQr/+Mc/cPbsWezcuROdOnUyOE8M4IhIttgdi25yy68lsVSfDFWrVi1kZGQAAOrVq4f4+HgAhQPUq9Xqcpd/9uwZZs+ejcaNGyMpKQkPHz5Ebm4uDhw4gKioqArliQEcERGRRAkw8i1Ua++AQrz++uv46aefAADjxo3DzJkzUb9+fQwaNEivdnQODg745JNPUFBQYLI8MYAzI5YO6MYnYCKi8mkEwejJFi1duhRPnjwBAFy7ds3otoALFizAtGnTAAB///vf8csvv+CDDz7A1q1bsWDBAr3W0bFjRyQmJhqVj+L4EgMpHhv7E5FcCTCuFM02wzcgOjoa/fv3h7OzMwIDA5GRkQEvLy+Trb9169Zo3bq1Qct07doVU6dOxalTpxAaGorKlStrfd6zZ0+D1scAjshKLPmGLd/mVQ4+JBCVz8/PD9u2bUO3bt0gCAJu3Lghlsg9r3bt2nqt8/z581i2bBnOnj0LlUqFF154AWPGjEHDhg31Wv6DDz4AACxevLjEZyqVyuDqVVahEpFJyS244PiiuvHYWF9RR77GTLZoxowZGD9+POrWrQuVSoWWLVsiMDBQa6pTpw4CAwP1Wt9//vMfBAcHIyUlBc2aNUPTpk1x7NgxBAcHY+vWrXqtQ6PR6Jwq0jaOJXBERCQrNlV6bexwWDYawL333nt48803cfXqVTRt2hR79+5F9erVK7y+yZMnY+rUqZgzZ47W/I8//hgfffQR+vTpY2yWDcYATuLYfouIDMHfMVEhV1dXBAcHY+3atWjTpo1e3X3okpmZiUGDBpWY//bbb+OTTz7Rax1Lly4tdb5KpYKzszPq1auHV155RWuc1LIwgCPJs/oTMBGRlWggQGNEMZoxyyrF4MGDAQApKSli+7VGjRrhxRdf1Hsdbdu2xS+//FJiLNMDBw7g5Zdf1msdS5YswZ9//onc3FxUq1YNgiDg/v37qFSpEqpUqYKsrCzUrVsXP//8M/z9/ctdHwM4omIYLJLcsfRNWQQjq1BttBcRLVlZWejfvz8SExNRtWpVCIKA7OxstGvXDps3b0aNGjVKXe67774T/+7Zsyc++ugjpKSkiG+fHjp0CFu3bsXs2bP1ysf8+fPx5ZdfYs2aNQgKCgIA/P7773j//ffx3nvvoU2bNujfvz8mTJiA//znP+WujwEcEemFVXNEJEdjxoxBTk4OTp8+jUaNGgEAzpw5g8GDB2Ps2LH45ptvSl2uV69eJeatWLECK1as0Jo3atQojBgxotx8zJgxA9u2bRODN6BwVIdPP/0Ub7zxBi5fvoyFCxfijTfe0Gu/+BYqEUmOVEtB5RbAsjNx+eNbqMbbvXs3Vq5cKQZvANC4cWN8/vnn+PHHH3UuV9ZboxV5gzQjIwPPnj0rMf/Zs2fIzMwEUNj9yYMHD/RaHwM4IiIJYkBEgJHDaBn7BqtCaDQaODo6lpjv6OgIjUZjsXy0a9cO77//PlJTU8V5qamp+OCDD9C+fXsAQFpamt5dmzCAqwBDSgf4BExERGQ97du3x7hx43Dr1i1x3s2bNzFhwgR06NDBYvmIi4uDh4cHQkNDoVaroVarERYWBg8PD8TFxQEAqlSpgkWLFum1PgZwVCFyCxbZIan8vjMi+ustVGMmW7d8+XI8ePAAderUQVBQEOrVq4fAwEA8ePAAy5Yts1g+fHx8kJCQgDNnzmDr1q349ttvcebMGcTHx8Pb2xtAYSldVFSUXuvjSwxEMibVFwtsqqNVIjPiW6jG8/f3x7Fjx5CQkIBz585BEAQ0btwYHTt2tEp+ikaHCAoKgoNDxcMwBnBERKSTVB8SbIVGEKAxIgozZlml6dSpEzp16mS17efm5mLMmDFYv349AODChQuoW7cuxo4dCz8/P0yZMsWg9bEKlYjIglhaqJtUjw0DWAIKX4a4cOECDhw4gP3792tN+pg6dSpOnDiBxMREODs7i/M7duyILVu2GJwflsAREZHNkUvJYoGmcDJmeTLeoUOHMGDAAFy9ehXCc6WaKpVKr65E/vvf/2LLli1o3bo1VCqVOL9x48a4dOmSwXliCRxpkeoTsCXxzWEikoqiKlRjJjLeiBEjEBYWhlOnTuHu3bu4d++eON29e1evdfz555/w8vIqMf/Ro0daAZ2+GMCR1TBYJCIiObh48SLmz5+PRo0aoWrVqnB3d9ea9NGyZUv88MMP4v9FQdvq1asRHh5ucJ4YwBERkUmw9Nr0NIKAAiMmc5XAXblyBcOGDUNgYCBcXFwQFBSEjz/+GPn5+VrpVCpViWnVqlVaadLS0hAZGQkXFxfUrFkTc+bMKVFNmZSUhNDQUDg7O6Nu3bol1lGeS5cuYcaMGXjzzTeRlZUFoHCEhtOnT+u1fKtWrfD7778btM3nxcTEYPr06fjggw/w7NkzfPbZZ+jUqRPWrVuHefPmGbw+toEjIpIodpFChcNhGfMWqgkzU8y5c+eg0WjwxRdfoF69ejh16hSGDx+OR48e4dNPP9VKu3btWnTp0kX8v3iJVU5ODjp16oR27drhyJEjuHDhAoYMGYLKlStj4sSJAID09HR069YNw4cPx4YNG/Drr79i5MiRqFGjhl7jhiYlJaFr165o06YN9u/fj3nz5sHLywsnT57EmjVrdA4cf/LkSfHvMWPGYOLEicjMzERISEiJkR2aNm1abj4iIiLw66+/4tNPP0VQUBDi4+Px4osvIjk5GSEhIeUu/zyrBnD79+/HJ598gpSUFGRkZGDHjh1ag8cOGTJEfN22SKtWrXDo0CHx/7y8PEyaNAnffPMNHj9+jA4dOmDFihWoVauWpXZDUtj/FimFJRuZy6VBexG55ZeUp0uXLlpBWd26dXH+/HmsXLmyRABXtWpV+Pj4lLqejRs34smTJ1i3bh3UajWCg4Nx4cIFLF68GNHR0WKJXe3atREbGwsAaNSoEY4ePSoOAl+eKVOmYO7cuYiOjoarq6s4v127dvjss890Lte8eXOoVCqt0sChQ4eKfxd9pu9LDAAQEhJSIq6pKKtWoT569AjNmjXD8uXLdabp0qULMjIyxGnXrl1an48fPx47duzA5s2bceDAATx8+BA9evTQ+2BWFHv2tyzerIjIFhW9hWrMBBSWdBWf8vLyTJ7X7OxseHh4lJg/evRoeHp6omXLlli1apXW+KPJycmIjIyEWq0W53Xu3Bm3bt3ClStXxDTPj07QuXNnHD16FE+fPi03X2lpaXj99ddLzK9Rowbu3Lmjc7n09HRcvnwZ6enppU5Fn12+fFnnOp4/7mVNhrJqCVzXrl3RtWvXMtOo1WqdkXt2djbi4uLw9ddfiz0qb9iwAf7+/ti7dy86d+5s8jwTkX6UWhost5JnueWXtJmqI19/f3+t+R9//DFmzZplTNa0XLp0CcuWLSsxjuc///lPdOjQAS4uLvjpp58wceJE3L59GzNmzAAAZGZmok6dOlrLFA0rlZmZicDAQGRmZorziqd59uwZbt++DV9f3zLzVrVqVWRkZJQYJD41NRU1a9bUuVxAQID49/79+xEREVFi5IRnz57h4MGDWmmf37a+b5gaWvAk+TZwiYmJ8PLyQtWqVREZGSnWXQNASkoKnj59qhWZ+/n5ITg4GAcPHtQZwOXl5Wk9fVQk8iXzYfUQEZFpXb9+HW5ubuL/xUu8ips1axZmz55d5rqOHDmCsLAw8f9bt26hS5cu6NOnD959912ttEWBGlBYJQkAc+bM0Zr/fIBTVGVZfL4+aXQZMGAAPvroI2zduhUqlQoajQa//vorJk2ahEGDBpW7PFBY3ZqRkVGiG5Ds7Gy0a9dOZ/D1888/i39fuXIFU6ZMwZAhQ8S3TpOTk7F+/XrExMTolY/iJB3Ade3aFX369EFAQADS09Mxc+ZMtG/fHikpKVCr1cjMzISTkxOqVaumtZy3tzcyMzN1rjcmJqbcE9SU+ASsHwZuFWNLbcWsvX0iSyt6m9SY5QHAzc1NK4DTZfTo0ejfv3+ZaYqXmN26dQvt2rVDeHg4vvzyy3LX37p1a+Tk5OCPP/6At7c3fHx8Styvi94SLSp105XGwcEB1atXL3eb8+bNw5AhQ1CzZk1xHNSCggIMGDBAK5AsS1Fbt+fduXMHlStX1rlcZGSk+PecOXOwePFivPnmm+K8nj17IiQkBF9++SUGDx6sV16KSDqA69evn/h3cHAwwsLCEBAQgB9++AG9e/fWuZyuA11k6tSpiI6OFv/PyckpUbxM1sMbNBFRIQ2Me5PU0IEYPD094enpqVfamzdvol27dggNDcXatWthZ1d+s/rU1FQ4OzujatWqAIDw8HBMmzYN+fn5cHJyAgDEx8fDz89PDBTDw8Oxc+dOrfXEx8cjLCysxNugpXF0dMTGjRsxZ84cpKamQqPRoEWLFqhfv365yxbFGiqVCkOGDNEquSwoKMDJkycRERFR7nqAwtK20ro/CQsLK1FyqQ9Z9QPn6+uLgIAAXLx4EUBhVJ6fn4979+5ppcvKyipRX16cWq0Wn0b0fSoh87PVwI19ZxH9hS+IaSvQCEZP5nDr1i20bdsW/v7++PTTT/Hnn38iMzNTq6Rs586dWL16NU6dOoVLly5hzZo1mD59Ot577z0xEBowYADUajWGDBmCU6dOYceOHZg/f774BipQOArC1atXER0djbNnz+Lf//434uLiMGnSJIPyHBQUhL///e/o27evXsEbALGjXkEQ4OrqqtV5r4+PD9577z1s2LBBr3X5+/uXGsB98cUXFSpEknQJ3PPu3LmD69eviw0WQ0ND4ejoiISEBPTt2xcAkJGRgVOnTmHhwoXWzCoRmQEDUCJpiI+Px++//47ff/+9RLddRe3THB0dsWLFCkRHR0Oj0aBu3bqYM2cORo36K3B2d3dHQkICRo0ahbCwMFSrVg3R0dFatWSBgYHYtWsXJkyYgM8//xx+fn5YunRpmV2IFF++PIsXL9b52dq1ayEIAgRBwLJly7S6ITHUkiVL8MYbb2DPnj1o3bo1gMIxVi9duoRt27YZvD6rBnAPHz7U6tk4PT0dx48fh4eHBzw8PDBr1iy88cYb8PX1xZUrVzBt2jR4enqKrwO7u7tj2LBhmDhxIqpXrw4PDw9MmjQJISEh4lupRESkTLbw9rFg5Fuoz49oYCpDhgzBkCFDykzzfF9xuoSEhGD//v1lpomMjMSxY8f0zl9qaqrW/ykpKSgoKEDDhg0BABcuXIC9vT1CQ0PLXZcgCNi0aROmT59uVADXrVs3XLx4EStXrsTZs2chCAJee+01jBgxQn4lcEePHkW7du3E/4si5sGDB2PlypVIS0vDV199hfv378PX1xft2rXDli1btA7gkiVL4ODggL59+4od+a5btw729vYW3x8ynC01wCciMlSBUDgZs7wtKv725+LFi+Hq6or169eLLz3eu3cP77zzDl5++eVy12VnZ4f69evjzp07ele9Fjl58iSCg4PF9oG1atUqc9is06dPo2HDhiW6Kyk1XwblxMTatm0rFk0Wn9atWwcXFxfs2bMHWVlZyM/Px9WrV7Fu3boSUaqzszOWLVuGO3fuIDc3Fzt37uQLCRbE9lulk0PbGiIiW7Bo0SLExMRo9VhRrVo1zJ07t0S/dbosXLgQH374IU6dOmXQtlu0aFFmZ8HPCw8Px7Vr1/RKK6s2cESWwq5f5MfY70xupcGGrENOx4a0maojX1tW1G1JkyZNtOZnZWXhwYMHeq3j7bffRm5uLpo1awYnJye4uLhofX737t1SlxMEATNnzkSlSpX02k5+fr5e6QAGcEREBrOFtlcVJbf8Sp2xb5Ka6y1UOXn99dfxzjvvYNGiRVovD3z44YdldklWXNE4rIZ65ZVXcP78eb3Th4eHlwgOdWEAZyGWfALmBZSIiKjQqlWrMGnSJLz99tvi2KkODg4YNmwYPvnkE73WYWgnu0USExMrtJw+GMBRCawuISKSBlahGq9SpUpYsWIFPvnkE1y6dAmCIKBevXpljqBQlsePH4uBYBFr9Ccrq458ich4DM6VjyXwylH0FqoxExWqXLkymjZtimbNmhkcvD169AijR4+Gl5cXqlSpgmrVqmlN1sASOCIyCKvzpY9BOtFf2rVrV+bwmvv27St3HZMnT8bPP/+MFStWYNCgQfj8889x8+ZNfPHFF1iwYIEps6s3BnBEJFmszicpscYDCatQjde8eXOt/58+fYrjx4/j1KlTerdt27lzJ7766iu0bdsWQ4cOxcsvv4x69eohICAAGzduxFtvvWWGnJeNARwREdksqT8kaDQCNEa8SWrMskqxZMmSUufPmjULDx8+1Gsdd+/eRWBgIIDC9m5F3Ya89NJL+OCDD0yTUQOxDZwRWDVkeUrtOFjKNxAish6Nke3fGL/p9vbbb+Pf//63Xmnr1q2LK1euAAAaN26Mb7/9FkBhyVzVqlXNlMOyMYAjIiIim5OcnAxnZ2e90r7zzjs4ceIEAGDq1KlYsWIF1Go1JkyYgA8//NCc2dSJVahkU+TW274Ut0WF5NaZr9zyK8VtWQPbwBnv+c56BUFARkYGjh49ipkzZ+q1jgkTJoh/t2vXDufOncPRo0cRFBSEZs2amTS/+mIAp1C8gBIRyV+BIKDAiCDMmGWVws3NTestVDs7OzRs2BBz5sxBVFRUhdZZu3Zt1K5d21RZrBAGcEREViC3UlOWKJNcrVu3rsLLduvWDd988w3c3d0BAPPmzcOoUaPEdm937tzByy+/jDNnzpggp4ZhGzgiMiveiIkqrugtVGMmW1e3bl3cuXOnxPz79++jbt26ZS67Z88e5OXlif//61//0hq4/tmzZwaNdWpKDOCoVKwSJTlisGh+vDZYVgGMHInB2jsgAVeuXEFBQckjkZeXh5s3b5a5rPBcFfTz/1sTq1AtiG3FSsfqEiL54G+V5OK7774T/96zZ49YDQoABQUF+Omnn1CnTh0r5Mw0GMARlYFBNxFZE99CrbhevXoBAFQqVYkRFxwdHVGnTh0sWrSozHWoVKoSw3CVNSyXJTGAI5IIvjlcOpbQ6sZjo3x8C7XiNBoNACAwMBBHjhyBp6enwesQBAFDhgyBWq0GADx58gQjRoxA5cqVAUCrfZylMYAjIvofBkSmI6eHBFK29PT0Ci/7fMnd22+/XSLNoEGDKrx+YzCAMxIv+ERkCQyIdLN06bVrq+EW2RZQ+BZqAcdCNdjSpUvx3nvvwdnZGUuXLi0z7dixY3V+tnbtWlNnzWQYwMmIlINFVv8REZlegZEBnDHLytmSJUvw1ltvwdnZWedg9kBhe7ayAjgpYwBHZEbs/NTyGODrxmMjPwzgKqZ4takxVahSxn7gLIw3WFICBgGF+Hsmkr45c+YgNze3xPzHjx9jzpw5VsiRaTCAUzDeXIhIrviQUKhA81cpXMUma++B9c2ePRsPHz4sMT83NxezZ8+2Qo5MgwEcEZENYECkm5SPjXHBm3HVr0ohCEKpfbedOHECHh4eVsiRabANHJGN4osnRKRk1apVEzvibdCggVYQV1BQgIcPH2LEiBFWzKFxGMCRJLCxP5F5Kf2ct+RDws2ERfD22WiRbfElhoqLjY2FIAgYOnQoZs+erTWUlpOTE+rUqYPw8HAr5tA4DOCIiIgkiv3AVVxRJ7yBgYGIiIiAo6OjlXNkWmwDR7JkydIEpW6L5KG8UiVWTROVLTIyUgzeHj9+jJycHK1JrhjAEREVY8mASN9tmTJPxjwkMFi0vALByJcYbHgs1CK5ubkYPXo0vLy8UKVKFVSrVk1rkisGcCYgxQt+EV6siczLEqWmRduQWwmt3PIrRXwL1Xgffvgh9u3bhxUrVkCtVmPNmjWYPXs2/Pz88NVXX1k7exXGAI5MhhdrItPj74rIODt37sSKFSvw97//HQ4ODnj55ZcxY8YMzJ8/Hxs3WuZlFHNgAEekIEotDTYUgx5SCpbAGe/u3bsIDAwEALi5ueHu3bsAgJdeegn79++3ZtaMwgCOiCSP1flkq55pBKMnc6lTp47Yz1rRNGXKFK00165dw6uvvorKlSvD09MTY8eORX5+vlaatLQ0REZGwsXFBTVr1sScOXMgPNd2LykpCaGhoXB2dkbdunWxatUqvfNZt25dXLlyBQDQuHFjfPvttwAKS+aqVq1q+I5LhFUDuP379+PVV1+Fn58fVCoV/vvf/2p9LggCZs2aBT8/P7i4uKBt27Y4ffq0Vpq8vDyMGTMGnp6eqFy5Mnr27IkbN25YcC8Mx9IBIiJpkepDgtRL4ObMmYOMjAxxmjFjxl95LyhA9+7d8ejRIxw4cACbN2/Gtm3bMHHiRDFNTk4OOnXqBD8/Pxw5cgTLli3Dp59+isWLF4tp0tPT0a1bN7z88stITU3FtGnTMHbsWGzbtk2vPL7zzjs4ceIEAGDq1KliW7gJEybgww8/NNGRsDyrBnCPHj1Cs2bNsHz58lI/X7hwIRYvXozly5fjyJEj8PHxQadOnfDgwQMxzfjx47Fjxw5s3rwZBw4cwMOHD9GjRw8UFBRYajfIBii1+o8PE0RkDFdXV/j4+IhTlSpVxM/i4+Nx5swZbNiwAS1atEDHjh2xaNEirF69Wuy+Y+PGjXjy5AnWrVuH4OBg9O7dG9OmTcPixYvFUrhVq1ahdu3aiI2NRaNGjfDuu+9i6NCh+PTTT/XK44QJEzB27FgAQLt27XDu3Dl88803OHbsGMaNG2fiI2I5Vg3gunbtirlz56J3794lPhMEAbGxsZg+fTp69+6N4OBgrF+/Hrm5udi0aRMAIDs7G3FxcVi0aBE6duyIFi1aYMOGDUhLS8PevXstvTtERPQcPiQYR2Nk6VtRR77P932Wl5dnkvz961//QvXq1dG8eXPMmzdPq3o0OTkZwcHB8PPzE+d17twZeXl5SElJEdNERkZCrVZrpbl165ZY7ZmcnIyoqCit7Xbu3BlHjx7F06dPDc5z7dq10bt3b3h4eGDo0KEGLy8Vkm0Dl56ejszMTK0vTa1WIzIyEgcPHgQApKSk4OnTp1pp/Pz8EBwcLKYpTV5enmI68qOKkXJjfzmyhX2UCgZEuinx2BQIgtETAPj7+8Pd3V2cYmJijM7buHHjsHnzZvz8888YPXo0YmNjMXLkSPHzzMxMeHt7ay1TrVo1ODk5ITMzU2eaov/LS/Ps2TPcvn27wvm/e/cu1q9fX+HlrU2yAVzRF1fal1b8S3VycirREV/xNKWJiYnROpH9/f1NnHvbxeo/28Tvgkjarl+/juzsbHGaOnVqqelmzZpV4sWE56ejR48CKKyajIyMRNOmTfHuu+9i1apViIuLw507d8T1FR9AvoggCFrzn09TVHVqaBpbI9kArkhpX1p5X1h5aaZOnap1Il+/ft0keSUiy2CJnzallijzezbdSwxubm5aU/Eqy+JGjx6Ns2fPljkFBweXumzr1q0BAL///jsAwMfHp0Rhyr179/D06VOxcKa0NFlZWQBQbhoHBwdUr15d72OpNJIN4Hx8fACg1C+t+Jean5+Pe/fu6UxTGrVaXeJkJiJ5cIsYpVeJn1xKg60RpLDEVD4s/Raqp6cnXnjhhTInZ2fnUpdNTU0FAPj6+gIAwsPDcerUKWRkZIhp4uPjoVarERoaKqbZv3+/Vtu5+Ph4+Pn5oU6dOmKahIQErW3Fx8cjLCxMcQPUG0KyAVxgYCB8fHy0vrT8/HwkJSUhIiICABAaGgpHR0etNBkZGTh16pSYxhA3ExYZn3E9WfKCL5ebC5+2SR8MPoisLzk5GUuWLMHx48eRnp6Ob7/9Fu+//z569uyJ2rVrAwCioqLQuHFjDBw4EKmpqfjpp58wadIkDB8+XCw4GTBgANRqNYYMGYJTp05hx44dmD9/PqKjo8WatBEjRuDq1auIjo7G2bNn8e9//xtxcXGYNGlSmXns3bt3mdOECRPMe5DMzMGaG3/48KFY1AoUvrhw/PhxeHh4oHbt2hg/fjzmz5+P+vXro379+pg/fz4qVaqEAQMGAADc3d0xbNgwTJw4EdWrV4eHhwcmTZqEkJAQdOzY0Vq7RWS0nIOfWyygVeq2iJTA2L7czNUPnFqtxpYtWzB79mzk5eUhICAAw4cPx+TJk8U09vb2+OGHHzBy5Ei0adMGLi4uGDBggFb3H+7u7khISMCoUaMQFhaGatWqITo6GtHR0WKawMBA7Nq1CxMmTMDnn38OPz8/LF26FG+88UaZeXR3dy/380GDBlXwCFifVQO4o0ePol27duL/RV/Y4MGDsW7dOkyePBmPHz/GyJEjce/ePbRq1Qrx8fFwdXUVl1myZAkcHBzQt29fPH78GB06dMC6detgb29v8f0hsjX6VmfKbVtKZCvHT2kPCQWCBgUajVHLm8OLL76IQ4cOlZuudu3a+P7778tMExISUu6QVpGRkTh27JhBeVy7dq1B6eXGqlWobdu2hSAIJaZ169YBKHyBYdasWcjIyMCTJ0+QlJRUovGks7Mzli1bhjt37iA3Nxc7d+7kW6U2RC7tnMg8zHWjVlIAUITnL5GySLYNnNwo8YJPVFGW+D3wN2cccwd0bhGj+B2ZgKk68iXlYQBHRCZni6U9tl4a/HywVpRHW6m6NRepj4VK1sMAzoqUesHnxboklkSQ0un63SutTZqlPdMAzzSCEZO194DMhQEckcJU5GZp6qC7rDyYals5Bz/nwwIR2SwGcM/hDYHIeFL5HUklH1JjyW5jyDisQiVdGMAREdkYOQVWtt6ZOAM40oUBHJVLqRdQKVQ1SmVbciHFG6y18PzQjceGbAEDOBui1OCDF2vbYeh3zYCvUPHjYK2xV/k7rRiWwJEuDOCISDaeDz7MGYxIvTTYHOswZlsMls2D/cCRLgzgSlHRJ0VewEiOrFUiY05F+2Tpkh+pljKV1cUHEckTAzgrY7BI1sabOJkKr0umxypU0oUBHJGEyb30yNw39OK9/Zc231IYuJC5CIIAQWPEJDCAUyoGcEQKZO32UEUsFUjp2g4DK9vFkmVSOgZwZDZyLz2SwrbkylqBU9F2Lb19nhN809RcNP97EcGYiZSJARwRmZxUbuRF+WCAr5vc8mtuUiu1FQTB6ImUiQGcBPDmok1qF1AyHkvEzMOY/VTi28dKZFT7t/9NpEwM4MimSaWtmFSY6wZb2nrNsS1bf3lBn37yrFEqSUSmxwBOB17ciKisAM0tYpRJrxPmCAbNeR3jw49lsA0c6cIATsZs+aJWGqVWRSvxYYLnrrQo8RxTCkFj/ETKxACO9MIbLpG2nIOf6/xdMMDXjceGyDQYwNkgXkDJ2sx1XvBlCcPx4Uza+BYq6cIAjoiMVl4QYMqSqooGHEoItsyBx0Xa2AaOdGEAVwaWVBEZr7SAy1ylPtb+HbE0i4gshQGcifECTuYg54eJ0nrot3agZS5K3S9T43HSH/uBI10YwJHZSf1ize4QSO6k/huzJtkfG2ODNwZwisUAjhRFziVVpsZgsaSKfme2cCylfj4TkTYGcBIi9eDDFm5iVMgU56KSzpeKHA9b+I0ptfRaSt+DRhCMnkiZGMCVg0+l1iGlCyhVjL6/Hf7GyNzkfI4JgpFt4BjAKRYDOFIcqZdkymFbRCQNfImBdGEAR0SyI5fqNGsE+HLLLxFVDAM4M+DNxbrbIiJSCo3G2M58rb0HZC4M4PTAQIfIeGU9bPA3RlQ6DqVFujCAIzKSlIMPS5bQukWM4ssnREQWwgCOiEymrKCv+GcM9MxDbqWLUn4gkQpBY/xEysQAjixGyiVVZFnW/n6svX0p47EpJJWHDKkOZp+YmAiVSlXqdOTIETFdaZ+vWrVKa11paWmIjIyEi4sLatasiTlz5pSo+k1KSkJoaCicnZ1Rt27dEuuwRZIO4GbNmlXii/fx8RE/FwQBs2bNgp+fH1xcXNC2bVucPn3aLHlRavAh5Yu1XF4GkfK2yPqk/BsjqqiIiAhkZGRoTe+++y7q1KmDsLAwrbRr167VSjd48GDxs5ycHHTq1Al+fn44cuQIli1bhk8//RSLFy8W06Snp6Nbt254+eWXkZqaimnTpmHs2LHYtm2bxfZXiiQdwAFAkyZNtL74tLQ08bOFCxdi8eLFWL58OY4cOQIfHx906tQJDx48sGKOSSqUGghzW5YntwBfbvm1FCmfY7pItR84Jycn+Pj4iFP16tXx3XffYejQoVCpVFppq1atqpXWxcVF/Gzjxo148uQJ1q1bh+DgYPTu3RvTpk3D4sWLxVK4VatWoXbt2oiNjUWjRo3w7rvvYujQofj000/Nsm9yIfkAzsHBQeuLr1GjBoDC0rfY2FhMnz4dvXv3RnBwMNavX4/c3Fxs2rTJyrk2niEXGmMvoJbcFpEtklsgLLf8KplUA7jnfffdd7h9+zaGDBlS4rPRo0fD09MTLVu2xKpVq6Ap1rdJcnIyIiMjoVarxXmdO3fGrVu3cOXKFTFNVFSU1jo7d+6Mo0eP4unTp2bZHzmQfAB38eJF+Pn5ITAwEP3798fly5cBFBapZmZman2parUakZGROHjwYJnrzMvLQ05OjtZElsGLtfwo9WbOc5FsyfP3vLy8PJOuPy4uDp07d4a/v7/W/H/+85/YunUr9u7di/79+2PixImYP3+++HlmZia8vb21lin6PzMzs8w0z549w+3bt026H3Ii6QCuVatW+Oqrr7Bnzx6sXr0amZmZiIiIwJ07d8QvtrQvtegzXWJiYuDu7i5Oz59wuvCCT1Ih1XORVXdEpmWqwez9/f217nsxMTGlbq+0tufPT0ePHtVa5saNG9izZw+GDRtWYn0zZsxAeHg4mjdvjokTJ2LOnDn45JNPtNI8X+VaVHVafL4+aWyNg7UzUJauXbuKf4eEhCA8PBxBQUFYv349WrduDaD0L7W8L3Tq1KmIjo4W/8/JydE7iNOXW8Qoyd5kyTxyDn7OoIIkQW7XHkv+dgzZlhSu48ZWgxYte/36dbi5uYnzi1dZFjd69Gj079+/zHXWqVNH6/+1a9eievXq6NmzZ7n5ad26NXJycvDHH3/A29sbPj4+JQpdsrKyAPxVQKMrjYODA6pXr17uNpVK0iVwz6tcuTJCQkJw8eJF8W3U0r7U50vlnqdWq+Hm5qY12TqlVl2xfZ/8SPX8sDU8NtIgCEa2gftfSdXz9zxdAZynpydeeOGFMidnZ2et/K1duxaDBg2Co6NjufuTmpoKZ2dnVK1aFQAQHh6O/fv3Iz8/X0wTHx8PPz8/MVAMDw9HQkKC1nri4+MRFham1zaVSlYBXF5eHs6ePQtfX18EBgbCx8dH60vNz89HUlISIiIizJYH3lzIFEwRLOp7fjAwlQYl/555jtmuffv2IT09vdTq0507d2L16tU4deoULl26hDVr1mD69Ol47733xABywIABUKvVGDJkCE6dOoUdO3Zg/vz5iI6OFmvTRowYgatXryI6Ohpnz57Fv//9b8TFxWHSpEkW3VepkXQAN2nSJCQlJSE9PR2//fYb/v73vyMnJweDBw+GSqXC+PHjMX/+fOzYsQOnTp3CkCFDUKlSJQwYMMDaWSdSFDkFH0oIJpSwD+ZiyYcfKRCM7MTX3G+hxsXFISIiAo0aNSrxmaOjI1asWIHw8HA0bdoUn332GebMmYNFixaJadzd3ZGQkIAbN24gLCwMI0eORHR0tFYzp8DAQOzatQuJiYlo3rw5/vnPf2Lp0qV44403zLpvUifpNnA3btzAm2++idu3b6NGjRpo3bo1Dh06hICAAADA5MmT8fjxY4wcORL37t1Dq1atEB8fD1dXVyvnXNlM0S5E33YoltyWKbAdnHFM9X0bmp7nR+l4bKzP2AHpzT2YfVnddnXp0gVdunQpdx0hISHYv39/mWkiIyNx7Ngxg/OnZJIugdu8eTNu3bqF/Px83Lx5E9u2bUPjxo3Fz1UqFWbNmoWMjAw8efIESUlJCA4OtmKOTY9VtmQtzw9Ob4nzo2gbrB4mIiqbpAM4qZLizcVU21JqwMhtadPnfMk5+LkignpT/Tbk+BszBTmcz1LfljHk0pEvWR4DuArihYaMJccA35LbMuV5X16e+BsjqZLqYPZkfQzgiGSuIsFHRQMWBjpkbvqcY5Z8SGA1PUkVAziyKqVerBnoSIe+VcHGfmeGnDtyOz/kll8lETQFRk+kTAzgZIJVtiQVpjo/9G2HJyVl5VlqebU0uZZUSf17YwBHujCAM4LUit+Vui1TUmogLPWbEJVU3ncmtd8YzzEiaWEAR6Vi8KE8Ugvw9f3e9Ql0WPWtLPwe/iJoNEaWwGmsvQtkJgzgjMRAh8qi1POD5yIpiZRLQ4WCAqMnUiYGcCQJUgo+pFZSReb1/HcgpXOxLNY4d+RybJREEIxsAycwgFMqBnAmoNSLGi+g8qPU86O8bRmTF7kFUUWk+PuU8wOJFI8nUVkYwMlQWRcaU19AbXFbpsYbg3KZYvxOS573piCV344Uj4058C1U0oUBnIko+UIjlQs2tyWvbZkj6Na1PWtuyxTHW25BvlTOMTlvS18M4EgXBnAmZOsXGlNR8r6VxhwBvqUCnbK2RSRHPJ9JLhjAyZgUAkaWLkpzW5am1H3j+aGbFI6NLbxwxBI40oUBnInJ7SIsJ+a6gJb2nVlyW+ai1HNRqfsFyG/flHo+S+l7YD9wpAsDODOwdkDA4IOKKPU7s/Z5bwslPxUlt/wSyRUDOAWw9o2T25LutkrD4MNwtnR+GEqpx0Yq34NGU2D0RMrEAM5MpPLjNwdr7ps5A4Ln98uS2zInbkt+5LZvSv3eLXlN0IVt4EgXBnBmpNSLmiUpdb8A7X0z941BqeeirdzM5VaSacnzWUm/HSJDMIAzM2vdYHgBlf62LI3nomm3ZW5yOxflll9DWHPfWAJHujCAs4CiH78lnqKVeoPhtuS3PW5LXtsyBR4bMzB2IHsOZq9YKkEQBGtnwtpycnLg7u6OPzIz4ebmZu3syJJbxCiLXVAtuS1L4jE0DaUeR7l9Z0o9Nm4Ro3Bjdwy8fXyQnZ1ttntG0X2paoepUDk4V3g9wrMnuP9TjFnzStbBAA4M4IiISH85OTkM4MjqHKydASIiIiqdoNEARrRjY0e+ysUAjoiISKIETYGRARzbwCkVX2IgIiIikhmWwBEREUlUYRVqxatBWYWqXAzgiIiIJIpVqKQLq1CJiIiIZIYlcERERBLFEjjShQEcERGRRGk0BVAxgKNSsAqViIiISGZYAkdERCRRQoEGUBlRAlfAt1CVigEcERGRRAmCkW3gBFahKpViqlBXrFiBwMBAODs7IzQ0FL/88ou1s0RERGQUQVNg9ETKpIgSuC1btmD8+PFYsWIF2rRpgy+++AJdu3bFmTNnULt2bf1XJGgKJyIiIl14nyAJUEQJ3OLFizFs2DC8++67aNSoEWJjY+Hv74+VK1daO2tEREQVxhI40kX2JXD5+flISUnBlClTtOZHRUXh4MGDpS6Tl5eHvLw88f+cnByz5pGIiKgiBE2BcS8xMIBTLNkHcLdv30ZBQQG8vb215nt7eyMzM7PUZWJiYjB79uwS8x88eGCWPBIRkXIU3SsEQTD/xgqewqitFDw1VU5IYmQfwBVRqVRa/wuCUGJekalTpyI6Olr8Pz09Hc2bN0e9Bg3NmkciIlKOBw8ewN3d3SzrdnJygo+PDzLPfGv0unx8fODk5GSCXJGUyD6A8/T0hL29fYnStqysrBKlckXUajXUarX4f0BAAADg2rVrZvsx2oKcnBz4+/vj+vXrcHNzs3Z2ZI3H0jR4HE2Dx1GbIAh48OAB/Pz8zLYNZ2dnpKenIz8/3+h1OTk5wdnZ2QS5IimRfQDn5OSE0NBQJCQk4PXXXxfnJyQk4LXXXtNrHXZ2he9yuLu78+JkAm5ubjyOJsJjaRo8jqbB4/gXSzzsOzs7M/AinWQfwAFAdHQ0Bg4ciLCwMISHh+PLL7/EtWvXMGLECGtnjYiIiMjkFBHA9evXD3fu3MGcOXOQkZGB4OBg7Nq1S6waJSIiIlISRQRwADBy5EiMHDmyQsuq1Wp8/PHHWu3iyHA8jqbDY2kaPI6mweNIJD0qwSLvQRMRERGRqShiJAYiIiIiW8IAjoiIiEhmGMARERERyQwDOCIiIiKZYQAHYMWKFQgMDISzszNCQ0Pxyy+/WDtLkhETE4OWLVvC1dUVXl5e6NWrF86fP6+VRhAEzJo1C35+fnBxcUHbtm1x+vRprTR5eXkYM2YMPD09UblyZfTs2RM3btyw5K5ISkxMDFQqFcaPHy/O43HU382bN/H222+jevXqqFSpEpo3b46UlBTxcx7L8j179gwzZsxAYGAgXFxcULduXcyZMwcajUZMw+NIJGGCjdu8ebPg6OgorF69Wjhz5owwbtw4oXLlysLVq1etnTVJ6Ny5s7B27Vrh1KlTwvHjx4Xu3bsLtWvXFh4+fCimWbBggeDq6ips27ZNSEtLE/r16yf4+voKOTk5YpoRI0YINWvWFBISEoRjx44J7dq1E5o1ayY8e/bMGrtlVYcPHxbq1KkjNG3aVBg3bpw4n8dRP3fv3hUCAgKEIUOGCL/99puQnp4u7N27V/j999/FNDyW5Zs7d65QvXp14fvvvxfS09OFrVu3ClWqVBFiY2PFNDyORNJl8wHc3/72N2HEiBFa81544QVhypQpVsqRtGVlZQkAhKSkJEEQBEGj0Qg+Pj7CggULxDRPnjwR3N3dhVWrVgmCIAj3798XHB0dhc2bN4tpbt68KdjZ2Qm7d++27A5Y2YMHD4T69esLCQkJQmRkpBjA8Tjq76OPPhJeeuklnZ/zWOqne/fuwtChQ7Xm9e7dW3j77bcFQeBxJJI6m65Czc/PR0pKCqKiorTmR0VF4eDBg1bKlbRlZ2cDADw8PAAA6enpyMzM1DqGarUakZGR4jFMSUnB06dPtdL4+fkhODjY5o7zqFGj0L17d3Ts2FFrPo+j/r777juEhYWhT58+8PLyQosWLbB69Wrxcx5L/bz00kv46aefcOHCBQDAiRMncODAAXTr1g0AjyOR1ClmJIaKuH37NgoKCuDt7a0139vbG5mZmVbKlXQJgoDo6Gi89NJLCA4OBgDxOJV2DK9evSqmcXJyQrVq1UqksaXjvHnzZhw7dgxHjhwp8RmPo/4uX76MlStXIjo6GtOmTcPhw4cxduxYqNVqDBo0iMdSTx999BGys7PxwgsvwN7eHgUFBZg3bx7efPNNADwniaTOpgO4IiqVSut/QRBKzCNg9OjROHnyJA4cOFDis4ocQ1s6ztevX8e4ceMQHx8PZ2dnnel4HMun0WgQFhaG+fPnAwBatGiB06dPY+XKlRg0aJCYjseybFu2bMGGDRuwadMmNGnSBMePH8f48ePh5+eHwYMHi+l4HImkyaarUD09PWFvb1/iSTErK6vEU6etGzNmDL777jv8/PPPqFWrljjfx8cHAMo8hj4+PsjPz8e9e/d0plG6lJQUZGVlITQ0FA4ODnBwcEBSUhKWLl0KBwcH8TjwOJbP19cXjRs31prXqFEjXLt2DQDPSX19+OGHmDJlCvr374+QkBAMHDgQEyZMQExMDAAeRyKps+kAzsnJCaGhoUhISNCan5CQgIiICCvlSloEQcDo0aOxfft27Nu3D4GBgVqfBwYGwsfHR+sY5ufnIykpSTyGoaGhcHR01EqTkZGBU6dO2cxx7tChA9LS0nD8+HFxCgsLw1tvvYXjx4+jbt26PI56atOmTYmubC5cuICAgAAAPCf1lZubCzs77VuAvb292I0IjyORxFnp5QnJKOpGJC4uTjhz5owwfvx4oXLlysKVK1esnTVJ+OCDDwR3d3chMTFRyMjIEKfc3FwxzYIFCwR3d3dh+/btQlpamvDmm2+W2tVArVq1hL179wrHjh0T2rdvb/NdDRR/C1UQeBz1dfjwYcHBwUGYN2+ecPHiRWHjxo1CpUqVhA0bNohpeCzLN3jwYKFmzZpiNyLbt28XPD09hcmTJ4tpeByJpMvmAzhBEITPP/9cCAgIEJycnIQXX3xR7CKDBAFAqdPatWvFNBqNRvj4448FHx8fQa1WC6+88oqQlpamtZ7Hjx8Lo0ePFjw8PAQXFxehR48ewrVr1yy8N9LyfADH46i/nTt3CsHBwYJarRZeeOEF4csvv9T6nMeyfDk5OcK4ceOE2rVrC87OzkLdunWF6dOnC3l5eWIaHkci6VIJgiBYswSQiIiIiAxj023giIiIiOSIARwRERGRzDCAIyIiIpIZBnBEREREMsMAjoiIiEhmGMARERERyQwDOCIiIiKZYQBHREREJDMM4IiIiIhkhgEcERERkcwwgCMiLX/++Sd8fHwwf/58cd5vv/0GJycnxMfHWzFnRERUhGOhElEJu3btQq9evXDw4EG88MILaNGiBbp3747Y2FhrZ42IiMAAjoh0GDVqFPbu3YuWLVvixIkTOHLkCJydna2dLSIiAgM4ItLh8ePHCA4OxvXr13H06FE0bdrU2lkiIqL/YRs4IirV5cuXcevWLWg0Gly9etXa2SEiomJYAkdEJeTn5+Nvf/sbmjdvjhdeeAGLFy9GWloavL29rZ01IiICAzgiKsWHH36I//znPzhx4gSqVKmCdu3awdXVFd9//721s0ZERGAVKhE9JzExEbGxsfj666/h5uYGOzs7fP311zhw4ABWrlxp7ewRERFYAkdEREQkOyyBIyIiIpIZBnBEREREMsMAjoiIiEhmGMARERERyQwDOCIiIiKZYQBHREREJDMM4IiIiIhkhgEcERERkcwwgCMiIiKSGQZwRERERDLDAI6IiIhIZhjAEREREcnM/wMhIJL3mZMD7gAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "gds.latitude.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "fe9bc187-b64d-414d-9074-5bc5e33c3774", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "array(-9999.) \n", + "array(83.63197327)\n" + ] + } + ], + "source": [ + "print(gds.latitude.min(), gds.latitude.max())" + ] + }, + { + "cell_type": "markdown", + "id": "ba404a65-2dd2-4f1b-a538-40861dfcd199", + "metadata": {}, + "source": [ + "If we plot both latitude and soil_moisture, we can see that latitude values have been masked with -9999. where there are no valid data values. **This is not a good or sensible approach because latitude and longitude are coordinates. As long as latitude and longitude values are between -90 and 90, and -180 and 180 (or 0 and 360), they are valid coordinates. Under NetCDF and CF conventions, coordinate values should not have missing values. We also need coordinates for all grid cells for plotting and other operations.** " + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "18d8326c-fea7-4fb5-a7bc-e38f4bbfdd05", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, 1)\n", + "gds.latitude.plot(ax=ax[0]);\n", + "gds.soil_moisture.plot(ax=ax[1])" + ] + }, + { + "cell_type": "markdown", + "id": "43d5222c-82ba-4c58-83b5-0b13c1919ec2", + "metadata": {}, + "source": [ + "Neither the plot of latitude nor the minimum and maximum values look as we would expect. We expect latitude to be in the range of -90 to +90. The maximum is actually in this range but the minimum is -9999., which is suspiciously like a `_FillData` or missing data value. We would also expect the image to show a smooth field that only varies in the vertical direction, e.g. from -90. to 90. or some similar range. Instead it shows a set of lozenges.\n", + "\n", + "Let's set the `_FillValue` attribute for latitude to `-9999`. In `xarray`, we have to use `where` to apply a mask everywhere a condition is not `True`. Here we set the condition to be _not equal to -9999._ To save time and errors later, we also set the `encoding` entry for `fillvalue` to -9999.\n", + "\n", + "
\n", + "`encoding` is a dictionary of parameters that defines how data are \"encoded\" in the file. It includes information about how data are compressed, chunked, the _FillValue, and data type. Saving the `encoding` is not strictly necessary unless you want to write the data to a new file. We'll follow these steps here to demonstrate how to preserve the encoding data. \n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "c65618de-eb3d-4f07-804c-81f0199a3ed4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'zlib': True, 'szip': False, 'zstd': False, 'bzip2': False, 'blosc': False, 'shuffle': False, 'complevel': 2, 'fletcher32': False, 'contiguous': False, 'chunksizes': (1, 964), 'source': '/home/apbarret/src/NSIDC-Data-Cookbook/nsidc-data-cookbook/tutorials/smap_data/SMAP_L3_SM_P_20170319_R18290_001.h5', 'original_shape': (406, 964), 'dtype': dtype('float32')}\n" + ] + } + ], + "source": [ + "print(gds.latitude.encoding)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "efc06b5a-fe82-4732-8753-f589485bb3f5", + "metadata": {}, + "outputs": [], + "source": [ + "fillvalue = -9999.\n", + "\n", + "# `where` does not preserve encoding, so we have to copy first\n", + "encoding = gds.latitude.encoding\n", + "# Apply fillvalue mask\n", + "gds['latitude'] = gds.latitude.where(gds.latitude != fillvalue)\n", + "# we copy the encoding back to DataArray\n", + "gds.latitude.encoding = encoding\n", + "# ...and update encoding to include fillvalue\n", + "gds.latitude.encoding['fillvalue'] = fillvalue" + ] + }, + { + "cell_type": "markdown", + "id": "511b2d12-c6ce-4fc4-b924-d5b3e4b13cf9", + "metadata": {}, + "source": [ + "Now when we check the range of the latitude values, we see that the range is between -83.63... and 83.63... as we expect." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "ec868a8e-bf13-4967-bde6-02cc2b07738e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "array(-83.63197327) \n", + "array(83.63197327)\n" + ] + } + ], + "source": [ + "print(gds.latitude.min(), gds.latitude.max())" + ] + }, + { + "cell_type": "markdown", + "id": "5acf9bca-d60d-4d34-9618-7d33e7236772", + "metadata": {}, + "source": [ + "Plotting the data again, we see that latitude values are within the expected range but that hasn't solved the missing data problem." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "c7d6df08-b03f-465a-bb21-d6a68665fde2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, 1)\n", + "gds.latitude.plot(ax=ax[0]);\n", + "gds.soil_moisture.plot(ax=ax[1])" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "id": "efc6edf9-0555-4256-86c7-c6527c9746c7", + "metadata": {}, + "source": [ + "#### Adding coordinates\n", + "\n", + "There are no useful coordinate values. If we plotted `longitude` we would see the same problem, and beside we need both latitude and longitude. As noted above, the files do not include complete information about the coordinate reference system or the grid definition. So we need to do some data sleuthing.\n", + "\n", + "Tables 4 and 5 in the [User Guide](https://nsidc.org/sites/default/files/spl3smp-v008-userguide.pdf) provide geospatial information. Further information on EASE Grids can be found on [A Guide to EASE Grids page](https://nsidc.org/data/user-resources/help-center/guide-ease-grids).\n", + "\n", + "
\n", + "Note: The ATBD for the L3 SMP data gives the data array dimensions as 406 x 963.\n", + "
\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "3d642bf9-c8fb-431d-8467-7720a3378081", + "metadata": {}, + "source": [ + "The CRS and grid definition are independent. The CRS defines how projected coordinates, usually in meters, relate to geographic latitude and longitude. The grid definition relates how image coordinates (columns and rows) map to the projected coordinates. The Guide to EASE Grids has 8 grid definitions, ranging from 1 km to 36 km cell sizes, for the Global EASE-Grid 2.0 CRS (EPSG:9633). We could define many more grid definitions. For more information on CRS, map projections and grids see [_Link to be added_]().\n", + "\n", + "In the [table](https://nsidc.org/data/user-resources/help-center/guide-ease-grids#anchor-10) for the 36 km Global EASE-Grid 2.0 we are given the height and width of each grid cell, and the x and y coordinates of the upper-left corner of the upper-left grid cell. We can see that the 36 km grid cell size is not exact. In fact the value the table gives is not exact. The actual value runs to 9 decimal places. This is because the grid cell height and width of the global grid were defined so that an exact number of cells span the equator {@brodzik_ease}. This is not necessary for polar grids.\n", + "\n", + "
\n", + "Tip: Exact definitions of CRS, projection and grid parameters can be found in the Grid Parameter Definition (gpd) files in the [`mapxmaps` GitHub repository](https://github.com/nsidc/mapxmaps). These gpd files have a somewhat esoteric format, so might take a little bit to understand. It is important that the grid definition is exact because we cannot merge datasets if the coordinates do not match, even to the 9th decimal place.\n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "78dc5886-d10a-4ca7-b2df-e10ac1de0c8d", + "metadata": {}, + "outputs": [], + "source": [ + "grid_cell_width = 36032.220840584\n", + "grid_cell_height = -36032.220840584\n", + "x_upper_left_corner = -17367530.4451615\n", + "y_upper_left_corner = 7314540.8306386" + ] + }, + { + "cell_type": "markdown", + "id": "927e8b99-28d0-46d0-9c0e-8f9fd6223861", + "metadata": {}, + "source": [ + "The projected coordinates of a grid cell can be found using the following formulas:\n", + "\n", + "$$\n", + "x = (grid\\_cell\\_width \\times row) + x\\_upper\\_left\\_corner\n", + "$$\n", + "$$\n", + "y = (grid\\_cell\\_height \\times column) + y\\_upper\\_left\\_corner)\n", + "$$\n", + "\n", + "This equations assumes that the origin of the image coordinates start at row=0. and column=0. in the upper-left corner of the upper-left grid cell. So the center of the upper-left grid cell is row=0.5 and column=0.5. Adding 0.5 to row and column indices solves this problem.\n", + "\n", + "We could write a function to return (x, y) coordinates for (column, row) image coordinates using the equations above. Or we can use the `Affine` class from the `affine` package to define an affine matrix. This is what we'll do below. " + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "feed97dc-b521-4240-9446-8811c8694aeb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Affine(36032.220840584, 0.0, -17367530.4451615,\n", + " 0.0, -36032.220840584, 7314540.8306386)" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "transform = Affine(grid_cell_width, 0.0, x_upper_left_corner, \n", + " 0.0, grid_cell_height, y_upper_left_corner)\n", + "transform" + ] + }, + { + "cell_type": "markdown", + "id": "08669cb5-4848-41e7-a08b-0b3e71d21f40", + "metadata": {}, + "source": [ + "This then allows us to calculate x and y coordinates from column and row indices using matrix multiplication." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "98bd706e-78fc-4cc5-a11a-ff0cb22ca93c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(17367530.445161477, -7314540.830638505)" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "transform * (964, 406)" + ] + }, + { + "cell_type": "markdown", + "id": "549fc024-b032-406a-acdc-f7a76dea9e49", + "metadata": {}, + "source": [ + "We'll define vectors for the row and column indices of the grid cell centers, and then use the `transform` matrix to get x and y coordinates. These only need to be vectors as well because each column will have the same row indices and each row will have the same column indices. We'll use the `numpy.arange` function to do and start the range at 0.5 to offset the row and column indices for grid cell centers by 0.5." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "4a314543-1a0c-482d-86d3-5905b6b11b2b", + "metadata": {}, + "outputs": [], + "source": [ + "nrows, ncolumns, nclass = gds.dims['y'], gds.dims['x'], gds.dims['igbp_class'] #data_vars['soil_moisture'][1].shape\n", + "row = np.arange(0.5, nrows)\n", + "column = np.arange(0.5, ncolumns)\n", + "\n", + "x, _ = transform * (column, 0.5)\n", + "_, y = transform * (0.5, row)\n", + "igbp_class = np.arange(nclass) # Add attributes" + ] + }, + { + "cell_type": "markdown", + "id": "85c7ee2c-05e7-4f00-a30c-e8697c91499e", + "metadata": {}, + "source": [ + "We need to assign `x`, `y`, and `igbp_class` as coordinates. This should be sufficient for plotting. However, if we want to reproject the data we should define the CRS and spatial coordinates, and transform. We do this using `rioxarray` accessors." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "4fda308a-6433-4174-b14e-b162a71ae729", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:                      (y: 406, x: 964, igbp_class: 3)\n",
+       "Coordinates:\n",
+       "  * x                            (x) float64 -1.735e+07 -1.731e+07 ... 1.735e+07\n",
+       "  * y                            (y) float64 7.297e+06 7.26e+06 ... -7.297e+06\n",
+       "  * igbp_class                   (igbp_class) int64 0 1 2\n",
+       "    wgs84_easegrid2_global       int64 0\n",
+       "Data variables: (12/53)\n",
+       "    EASE_column_index            (y, x) float32 ...\n",
+       "    EASE_row_index               (y, x) float32 ...\n",
+       "    albedo                       (y, x) float32 ...\n",
+       "    albedo_dca                   (y, x) float32 ...\n",
+       "    albedo_scah                  (y, x) float32 ...\n",
+       "    albedo_scav                  (y, x) float32 ...\n",
+       "    ...                           ...\n",
+       "    tb_v_uncorrected             (y, x) float32 ...\n",
+       "    vegetation_opacity           (y, x) float32 ...\n",
+       "    vegetation_opacity_dca       (y, x) float32 ...\n",
+       "    vegetation_opacity_scah      (y, x) float32 ...\n",
+       "    vegetation_opacity_scav      (y, x) float32 ...\n",
+       "    vegetation_water_content     (y, x) float32 ...
" + ], + "text/plain": [ + "\n", + "Dimensions: (y: 406, x: 964, igbp_class: 3)\n", + "Coordinates:\n", + " * x (x) float64 -1.735e+07 -1.731e+07 ... 1.735e+07\n", + " * y (y) float64 7.297e+06 7.26e+06 ... -7.297e+06\n", + " * igbp_class (igbp_class) int64 0 1 2\n", + " wgs84_easegrid2_global int64 0\n", + "Data variables: (12/53)\n", + " EASE_column_index (y, x) float32 ...\n", + " EASE_row_index (y, x) float32 ...\n", + " albedo (y, x) float32 ...\n", + " albedo_dca (y, x) float32 ...\n", + " albedo_scah (y, x) float32 ...\n", + " albedo_scav (y, x) float32 ...\n", + " ... ...\n", + " tb_v_uncorrected (y, x) float32 ...\n", + " vegetation_opacity (y, x) float32 ...\n", + " vegetation_opacity_dca (y, x) float32 ...\n", + " vegetation_opacity_scah (y, x) float32 ...\n", + " vegetation_opacity_scav (y, x) float32 ...\n", + " vegetation_water_content (y, x) float32 ..." + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gds = gds.assign_coords(x=x, y=y, igbp_class=igbp_class)\n", + "\n", + "gds.rio.write_crs(6933, grid_mapping_name='wgs84_easegrid2_global', inplace=True)\n", + "gds.rio.set_spatial_dims(x_dim='x', y_dim='y', inplace=True)\n", + "gds.rio.write_coordinate_system(inplace=True)\n", + "gds.rio.write_transform(transform)\n", + "gds.rio.write_grid_mapping('wgs84_easegrid2_global', inplace=True)\n", + "gds" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "29cb574a-7f44-4924-b275-0fce25606569", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "wgs84_easegrid2_global\n", + "(-17367530.4451615, -7314540.830638505, 17367530.445161473, 7314540.8306386)\n" + ] + } + ], + "source": [ + "print(gds.latitude.rio.grid_mapping)\n", + "print(gds.rio.bounds())" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "70f54aaa-a1fc-46a2-826d-737bd71aa386", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "EASEGrid2 = ccrs.epsg(gds.rio.crs.to_epsg())\n", + "\n", + "fig = plt.figure(figsize=(12,7))\n", + "ax = fig.add_subplot(projection=EASEGrid2)\n", + "\n", + "ax.coastlines()\n", + "gds.soil_moisture.plot(ax=ax,)\n", + "ax.set_title('Soil Moisture');" + ] + }, + { + "cell_type": "markdown", + "id": "ae67f0aa-b858-4ee1-aa29-3961df9c54cc", + "metadata": { + "jp-MarkdownHeadingCollapsed": true + }, + "source": [ + "## Extra Stuff to be refined" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1d00eaa2-7b6e-477a-b71c-6d90d09aa0a2", + "metadata": {}, + "outputs": [], + "source": [ + "grid_mapping_name = \"WGS84_NSIDC_EASEGrid_2.0_Global\"\n", + "datasets = ['Soil_Moisture_Retrieval_Data_AM/soil_moisture', 'Soil_Moisture_Retrieval_Data_AM/retrieval_qual_flag']\n", + "data_vars = {}\n", + "dims = ['y', 'x']\n", + "with h5py.File(smap_files[0]) as root:\n", + " for dataset in datasets:\n", + " ds = root[dataset]\n", + " path = ds.name\n", + " name = path.split('/')[-1]\n", + " attrs = {k: (v.decode('UTF-8') if hasattr(v, 'decode') else v) for k, v in dict(ds.attrs).items()}\n", + " attrs['grid_mapping'] = grid_mapping_name # Add so that dataset is CF-compliant and geoferenced\n", + " data_vars[name] = (dims, ds[:], attrs)\n", + "\n", + "data_vars\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "39afd220-8f13-4993-a25a-5ec0513476be", + "metadata": {}, + "outputs": [], + "source": [ + "plt.imshow(data_vars['soil_moisture'][1])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1d7878b4-eec8-4214-8479-df2a8aab1016", + "metadata": {}, + "outputs": [], + "source": [ + "data_vars['soil_moisture'][1].shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5329fb83-8b95-42db-8ac1-7efe555a0c4f", + "metadata": {}, + "outputs": [], + "source": [ + "plt.pcolormesh(x, y, data_vars['soil_moisture'][1])" + ] + }, + { + "cell_type": "markdown", + "id": "083d7efa-0fb3-418b-93b6-04132a0375fe", + "metadata": {}, + "source": [ + "We also need to define the CRS. We know that the CRS has the EPSG code 6933. We can use `pyproj` to get the CRS definition." + ] + }, + { + "cell_type": "markdown", + "id": "fcbd0150-c72c-453b-8045-489f702b8349", + "metadata": {}, + "source": [ + "Base on [CF-Conventions](http://cfconventions.org/cf-conventions/cf-conventions.html#grid-mappings-and-projections), we add the CRS as a variable with the same name as we used for the `grid_mapping` attribute of each data variable. We define this variable as an integer. The grid mapping information is then copied as attributes for that variable. We use the `to_cf()` method of the `pyproj.CRS` object to do this." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "037dc012-8f52-4144-b929-fb3169dcebeb", + "metadata": {}, + "outputs": [], + "source": [ + "ds = xr.Dataset(data_vars, coords={'x': x, 'y': y})\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "667dbefd-1a3e-4b9f-94a7-dfc0cb314961", + "metadata": {}, + "outputs": [], + "source": [ + "ds.rio.write_crs(6933, inplace=True)\n", + "\n", + "#ds[grid_mapping_name].attrs = crs.to_cf()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "58167732-336b-49a1-b915-2b3683336226", + "metadata": {}, + "outputs": [], + "source": [ + "ds =xr.decode_cf(ds)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f479de98-57b8-401d-8ae6-f5372c835dc1", + "metadata": {}, + "outputs": [], + "source": [ + "ds.soil_moisture.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "c98fef70-b2eb-4e17-90f1-58d8e93c2f56", + "metadata": {}, + "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": "3.11.0" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}