diff --git a/README.md b/README.md index fa429a1..3781a35 100644 --- a/README.md +++ b/README.md @@ -14,11 +14,11 @@ This Project Pythia Cookbook covers two objectives: ## Motivation -(Add a few sentences stating why this cookbook will be useful. What skills will you, "the chef", gain once you have reached the end of the cookbook?) +This cookbook provides an overview of how to use python to access Argo oceanographic data and how to use sklearn to perform machine learning analyses. Argo is a global observatory of _in situ_ robots that autonomously sample the ocean interior. It is an international collaborative effort, and provides a treasure trove of high quality, open-source data. However, there are many different ways to access Argo data, which can get confusing for users. This cookbook highlights some basic workflows to access and work with Argo data. ## Authors -[Song Sangmin](@song-sangmin), [Michael Chen](@second-author). +[Song Sangmin](@song-sangmin), [Michael Chen](@mchen96). ### Contributors @@ -28,8 +28,6 @@ This Project Pythia Cookbook covers two objectives: ## Structure -(State one or more sections that will comprise the notebook. E.g., _This cookbook is broken up into two main sections - "Foundations" and "Example Workflows."_ Then, describe each section below.) - This cookbook is broken up into two main sections. 1. Argo Foundations @@ -37,11 +35,11 @@ This cookbook is broken up into two main sections. ### Section 1: Argo Foundations -(Add content for this section, e.g., "The foundational content includes ... ") +This section contains two notebooks. argo-introductions.ipynb provides an overview of the Argo program, what kind of data are available, and how the data are structured. The argo-access.ipynb provides an overview of several methods to retrieve Argo data. ### Section 2: Scikit-learn Workflows -(Add content for this section, e.g., "Example workflows include ... ") +This section provides an overview of workflows using the sklearn package to conduct machine learning analyses on Argo data. The notebooks provide workflows on running regression and clustering (under construction) analyses. ## Running the Notebooks diff --git a/_toc.yml b/_toc.yml index 2d0170f..be2479e 100644 --- a/_toc.yml +++ b/_toc.yml @@ -10,5 +10,5 @@ parts: - file: notebooks/argo-access - caption: Scikit-learn Workflows on Argo chapters: + - file: notebooks/sklearn-regression - file: notebooks/sklearn-clustering - - file: notebooks/sklearn-regression \ No newline at end of file diff --git a/environment.yml b/environment.yml index e658246..94f676a 100644 --- a/environment.yml +++ b/environment.yml @@ -37,3 +37,4 @@ dependencies: - pip: - argovisHelpers==0.0.26 + - matplotlib-label-lines diff --git a/images/float_cycle_diagram.png b/images/float_cycle_diagram.png new file mode 100644 index 0000000..074bf5d Binary files /dev/null and b/images/float_cycle_diagram.png differ diff --git a/images/rfr_workflow.png b/images/rfr_workflow.png new file mode 100644 index 0000000..cbc85da Binary files /dev/null and b/images/rfr_workflow.png differ diff --git a/notebooks/argo-access.ipynb b/notebooks/argo-access.ipynb index 4ba7e5d..880484f 100644 --- a/notebooks/argo-access.ipynb +++ b/notebooks/argo-access.ipynb @@ -4,13 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Let's start here! If you can directly link to an image relevant to your notebook, such as [canonical logos](https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg), do so here at the top of your notebook. You can do this with Markdown syntax,\n", - "\n", - "> `![](http://link.com/to/image.png \"image alt text\")`\n", - "\n", - "or edit this cell to see raw HTML `img` demonstration. This is preferred if you need to shrink your embedded image. **Either way be sure to include `alt` text for any embedded images to make your content more accessible.**\n", - "\n", - "\"Project" + "![Biogeochemical Argo](https://biogeochemical-argo.org/images/logo@2x.png)" ] }, { @@ -33,15 +27,18 @@ "source": [ "## Overview\n", "\n", - "Building upon previous notebook, [Introduction to Argo](notebooks/argo-introduction.ipynb), we next explore how to access Argo data in a few different ways. \n", + "Building upon previous notebook, [Introduction to Argo](notebooks/argo-introduction.ipynb), we next explore how to access Argo data using various methods.\n", + "\n", + "These methods are described in more detail on their respective websites, linked below. Our goal here is to provide a brief overview of some of the different tools available. \n", "\n", - "1. Data formats for Argo profiles\n", - "2. Downloading [monthly snapshots](http://www.argodatamgt.org/Access-to-data/Argo-DOI-Digital-Object-Identifier) using Argo DOI's\n", - "3. Using [Argovis](https://argovis.colorado.edu/argo) for API-based queries \n", - "4. Using the [GO-BGC Toolbox](https://github.com/go-bgc/workshop-python)\n", - "5. Using [Argopy](https://argopy.readthedocs.io/en/latest/user-guide/fetching-argo-data/index.html), a dedicated Python package\n", + "1. [GO-BGC Toolbox](https://github.com/go-bgc/workshop-python) \n", + "2. [Argopy](https://argopy.readthedocs.io/en/latest/user-guide/fetching-argo-data/index.html), a dedicated Python package\n", + "3. [Argovis](https://argovis.colorado.edu/argo) for API-based queries \n", "\n", - "After going through this notebook, you will be able to retrieve Argo data of interest within a certain time frame, geographical location, or by platform identifier. There are many ways of working with Argo data which are not described here. \n", + "\n", + "\n", + "\n", + "After going through this notebook, you will be able to retrieve Argo data of interest within a certain time frame, geographical location, or by platform identifier. There are many other ways of working with Argo data, so we encourage users to explore what applications work best for their needs. \n", "Further information on Argo access can be found on the [Argo website](https://argo.ucsd.edu/data/)." ] }, @@ -79,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 103, "metadata": {}, "outputs": [], "source": [ @@ -92,9 +89,15 @@ "import xarray as xr\n", "from datetime import datetime, timedelta\n", "\n", + "import requests\n", + "import time\n", + "import urllib3\n", + "import shutil\n", + "\n", "import matplotlib.pyplot as plt\n", "import matplotlib.colors as mcolors\n", "import seaborn as sns\n", + "from cmocean import cm as cmo\n", "\n", "from argovisHelpers import helpers as avh" ] @@ -103,38 +106,938 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Snapshots" + "## 1. Downloading with the GO-BGC Toolbox\n", + "\n", + "In the previous notebook, [Introduction to Argo](notebooks/argo-introduction.ipynb), we saw how Argo synthetic profile ('[sprof](https://archimer.ifremer.fr/doc/00445/55637/)') data is stored in netcdf4 format.\n", + "\n", + "Using the GDAC function allows you to subset and download Sprof's for multiple floats. \n", + "We recommend this tool for users who only need a few profilesd in a specific area of interest. \n", + "Considerations: \n", + "- Easy to use and understand\n", + "- Downloads float data as individual .nc files to your local machine (takes up storage space)\n", + "- Must download all variables available (cannot subset only variables of interest)\n", + "\n", + "The two major functions below are courtesy of the [GO-BGC Toolbox](https://github.com/go-bgc/workshop-python) (Ethan Campbell). A full tutorial is available in the Toolbox.\n" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 104, "metadata": {}, "outputs": [], "source": [ + "# # Base filepath. Need for Argo GDAC function.z\n", + "# root = '/Users/sangminsong/Library/CloudStorage/OneDrive-UW/Code/2024_Pythia/'\n", + "# profile_dir = root + 'SOCCOM_GO-BGC_LoResQC_LIAR_28Aug2023_netcdf/'\n", + "\n", "# # Base filepath. Need for Argo GDAC function.\n", - "root = '/Users/sangminsong/Library/CloudStorage/OneDrive-UW/Code/2024_Pythia/'\n", - "profile_dir = root + 'SOCCOM_GO-BGC_LoResQC_LIAR_28Aug2023_netcdf/'" + "root = '../data/'\n", + "profile_dir = root + 'bgc-argo/'" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1.0 GO-BGC Toolbox Functions" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "metadata": {}, + "outputs": [], + "source": [ + "# Function to download a single file (From GO-BGC Toolbox)\n", + "def download_file(url_path,filename,save_to=None,overwrite=False,verbose=True):\n", + " \"\"\" Downloads and saves a file from a given URL using HTTP protocol.\n", + "\n", + " Note: If '404 file not found' error returned, function will return without downloading anything.\n", + " \n", + " Arguments:\n", + " url_path: root URL to download from including trailing slash ('/')\n", + " filename: filename to download including suffix\n", + " save_to: None (to download to root Google Drive GO-BGC directory)\n", + " or directory path\n", + " overwrite: False to leave existing files in place\n", + " or True to overwrite existing files\n", + " verbose: True to announce progress\n", + " or False to stay silent\n", + " \n", + " \"\"\"\n", + " urllib3.disable_warnings(urllib3.exceptions.InsecureRequestWarning)\n", + "\n", + " if save_to is None:\n", + " save_to = root #profile_dir # EDITED HERE\n", + "\n", + " try:\n", + " if filename in os.listdir(save_to):\n", + " if not overwrite:\n", + " if verbose: print('>>> File ' + filename + ' already exists. Leaving current version.')\n", + " return\n", + " else:\n", + " if verbose: print('>>> File ' + filename + ' already exists. Overwriting with new version.')\n", + "\n", + " def get_func(url,stream=True):\n", + " try:\n", + " return requests.get(url,stream=stream,auth=None,verify=False)\n", + " except requests.exceptions.ConnectionError as error_tag:\n", + " print('Error connecting:',error_tag)\n", + " time.sleep(1)\n", + " return get_func(url,stream=stream)\n", + "\n", + " response = get_func(url_path + filename,stream=True)\n", + "\n", + " if response.status_code == 404:\n", + " if verbose: print('>>> File ' + filename + ' returned 404 error during download.')\n", + " return\n", + " with open(save_to + filename,'wb') as out_file:\n", + " shutil.copyfileobj(response.raw,out_file)\n", + " del response\n", + " if verbose: print('>>> Successfully downloaded ' + filename + '.')\n", + "\n", + " except:\n", + " if verbose: print('>>> An error occurred while trying to download ' + filename + '.')" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "metadata": {}, + "outputs": [], + "source": [ + "# Function to download and parse GDAC synthetic profile index file (GO-BGC Toolbox)\n", + "def argo_gdac(lat_range=None,lon_range=None,start_date=None,end_date=None,sensors=None,floats=None,\n", + " overwrite_index=False,overwrite_profiles=False,skip_download=False,\n", + " download_individual_profs=False,save_to=None,verbose=True):\n", + " \"\"\" Downloads GDAC Sprof index file, then selects float profiles based on criteria.\n", + " Either returns information on profiles and floats (if skip_download=True) or downloads them (if False).\n", + "\n", + " Arguments:\n", + " lat_range: None, to select all latitudes\n", + " or [lower, upper] within -90 to 90 (selection is inclusive)\n", + " lon_range: None, to select all longitudes\n", + " or [lower, upper] within either -180 to 180 or 0 to 360 (selection is inclusive)\n", + " NOTE: longitude range is allowed to cross -180/180 or 0/360\n", + " start_date: None or datetime object\n", + " end_date: None or datetime object\n", + " sensors: None, to select profiles with any combination of sensors\n", + " or string or list of strings to specify required sensors\n", + " > note that common options include PRES, TEMP, PSAL, DOXY, CHLA, BBP700,\n", + " PH_IN_SITU_TOTAL, and NITRATE\n", + " floats: None, to select any floats matching other criteria\n", + " or int or list of ints specifying floats' WMOID numbers\n", + " overwrite_index: False to keep existing downloaded GDAC index file, or True to download new index\n", + " overwrite_profiles: False to keep existing downloaded profile files, or True to download new files\n", + " skip_download: True to skip download and return: (, ,\n", + " )\n", + " or False to download those profiles\n", + " download_individual_profs: False to download single Sprof file containing all profiles for each float\n", + " or True to download individual profile files for each float\n", + " save_to: None to download to Google Drive \"/GO-BGC Workshop/Profiles\" directory\n", + " or string to specify directory path for profile downloads\n", + " verbose: True to announce progress, or False to stay silent\n", + "\n", + " \"\"\"\n", + " # Paths\n", + " url_root = 'https://www.usgodae.org/ftp/outgoing/argo/'\n", + " dac_url_root = url_root + 'dac/'\n", + " index_filename = 'argo_synthetic-profile_index.txt'\n", + " if save_to is None: save_to = root\n", + "\n", + " # Download GDAC synthetic profile index file\n", + " download_file(url_root,index_filename,overwrite=overwrite_index)\n", + "\n", + " # Load index file into Pandas DataFrame\n", + " gdac_index = pd.read_csv(root + index_filename,delimiter=',',header=8,parse_dates=['date','date_update'],\n", + " date_parser=lambda x: pd.to_datetime(x,format='%Y%m%d%H%M%S'))\n", + "\n", + " # Establish time and space criteria\n", + " if lat_range is None: lat_range = [-90.0,90.0]\n", + " if lon_range is None: lon_range = [-180.0,180.0]\n", + " elif lon_range[0] > 180 or lon_range[1] > 180:\n", + " if lon_range[0] > 180: lon_range[0] -= 360\n", + " if lon_range[1] > 180: lon_range[1] -= 360\n", + " if start_date is None: start_date = datetime(1900,1,1)\n", + " if end_date is None: end_date = datetime(2200,1,1)\n", + "\n", + " float_wmoid_regexp = r'[a-z]*/[0-9]*/profiles/[A-Z]*([0-9]*)_[0-9]*[A-Z]*.nc'\n", + " gdac_index['wmoid'] = gdac_index['file'].str.extract(float_wmoid_regexp).astype(int)\n", + " filepath_main_regexp = '([a-z]*/[0-9]*/)profiles/[A-Z]*[0-9]*_[0-9]*[A-Z]*.nc'\n", + " gdac_index['filepath_main'] = gdac_index['file'].str.extract(filepath_main_regexp)\n", + " filepath_regexp = '([a-z]*/[0-9]*/profiles/)[A-Z]*[0-9]*_[0-9]*[A-Z]*.nc'\n", + " gdac_index['filepath'] = gdac_index['file'].str.extract(filepath_regexp)\n", + " filename_regexp = '[a-z]*/[0-9]*/profiles/([A-Z]*[0-9]*_[0-9]*[A-Z]*.nc)'\n", + " gdac_index['filename'] = gdac_index['file'].str.extract(filename_regexp)\n", + "\n", + " # Subset profiles based on time and space criteria\n", + " gdac_index_subset = gdac_index.loc[np.logical_and.reduce([gdac_index['latitude'] >= lat_range[0],\n", + " gdac_index['latitude'] <= lat_range[1],\n", + " gdac_index['date'] >= start_date,\n", + " gdac_index['date'] <= end_date]),:]\n", + " if lon_range[1] >= lon_range[0]: # range does not cross -180/180 or 0/360\n", + " gdac_index_subset = gdac_index_subset.loc[np.logical_and(gdac_index_subset['longitude'] >= lon_range[0],\n", + " gdac_index_subset['longitude'] <= lon_range[1])]\n", + " elif lon_range[1] < lon_range[0]: # range crosses -180/180 or 0/360\n", + " gdac_index_subset = gdac_index_subset.loc[np.logical_or(gdac_index_subset['longitude'] >= lon_range[0],\n", + " gdac_index_subset['longitude'] <= lon_range[1])]\n", + "\n", + " # If requested, subset profiles using float WMOID criteria\n", + " if floats is not None:\n", + " if type(floats) is not list: floats = [floats]\n", + " gdac_index_subset = gdac_index_subset.loc[gdac_index_subset['wmoid'].isin(floats),:]\n", + "\n", + " # If requested, subset profiles using sensor criteria\n", + " if sensors is not None:\n", + " if type(sensors) is not list: sensors = [sensors]\n", + " for sensor in sensors:\n", + " gdac_index_subset = gdac_index_subset.loc[gdac_index_subset['parameters'].str.contains(sensor),:]\n", + "\n", + " # Examine subsetted profiles\n", + " wmoids = gdac_index_subset['wmoid'].unique()\n", + " wmoid_filepaths = gdac_index_subset['filepath_main'].unique()\n", + "\n", + " # Just return list of floats and DataFrame with subset of index file, or download each profile\n", + " if not skip_download:\n", + " downloaded_filenames = []\n", + " if download_individual_profs:\n", + " for p_idx in gdac_index_subset.index:\n", + " download_file(dac_url_root + gdac_index_subset.loc[p_idx]['filepath'],\n", + " gdac_index_subset.loc[p_idx]['filename'],\n", + " save_to=save_to,overwrite=overwrite_profiles,verbose=verbose)\n", + " downloaded_filenames.append(gdac_index_subset.loc[p_idx]['filename'])\n", + " else:\n", + " for f_idx, wmoid_filepath in enumerate(wmoid_filepaths):\n", + " download_file(dac_url_root + wmoid_filepath,str(wmoids[f_idx]) + '_Sprof.nc',\n", + " save_to=save_to,overwrite=overwrite_profiles,verbose=verbose)\n", + " downloaded_filenames.append(str(wmoids[f_idx]) + '_Sprof.nc')\n", + " return wmoids, gdac_index_subset, downloaded_filenames\n", + " else:\n", + " return wmoids, gdac_index_subset" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1.1 Using GDAC function to access Argo subsets" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + ">>> File argo_synthetic-profile_index.txt already exists. Overwriting with new version.\n", + ">>> Successfully downloaded argo_synthetic-profile_index.txt.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/nt/sjynqxjj7cz9r15fkd5d4r_40000gn/T/ipykernel_89707/1987350156.py:44: FutureWarning: The argument 'date_parser' is deprecated and will be removed in a future version. Please use 'date_format' instead, or read your data in as 'object' dtype and then call 'to_datetime'.\n", + " gdac_index = pd.read_csv(root + index_filename,delimiter=',',header=8,parse_dates=['date','date_update'],\n" + ] + } + ], + "source": [ + "# Get all floats from chosen period\n", + "lat_bounds = [-70,-45] # used to be -70 to -30\n", + "lon_bounds = [10,70] # used to be 10, 60\n", + "\n", + "# Try using more time buffer, 2 years. \n", + "start_yd = datetime(2017,4,20) # datetime(2019,4,30) \n", + "end_yd = datetime(2021,7,30) # datetime(2019,7,19) \n", + "\n", + "# dont download, just get wmoids\n", + "wmoids, gdac_index = argo_gdac(lat_range=lat_bounds,lon_range=lon_bounds,\n", + " start_date=start_yd,end_date=end_yd,\n", + " sensors=None,floats=None,\n", + " overwrite_index=True,overwrite_profiles=False,\n", + " skip_download=True,download_individual_profs=False,\n", + " save_to=profile_dir,verbose=True)\n", + "\n", + "# download specific float #5906030 \n", + "# wmoids, gdac_index, downloaded_filenames \\\n", + "# = argo_gdac(lat_range=None,lon_range=None,\n", + "# start_date=None,end_date=None,\n", + "# sensors=None,floats=5906030,\n", + "# overwrite_index=True,overwrite_profiles=False,\n", + "# skip_download=False,download_individual_profs=False,\n", + "# save_to=profile_dir,verbose=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "metadata": {}, + "outputs": [], + "source": [ + "# DSdict = {}\n", + "# for filename in os.listdir(profile_dir):\n", + "# if filename.endswith(\".nc\"):\n", + "# fp = profile_dir + filename\n", + "# single_dataset = xr.open_dataset(fp, decode_times=False)\n", + "# DSdict[filename[0:7]] = single_dataset\n", + "# # DSdict['5906030']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2. Using the Argopy Python Package\n", + "argopy is a python package that facilitates access and manipulation of Argo data from all available data sources. The documentation is available [here](https://argopy.readthedocs.io/en/latest/index.html). \n", + "\n", + "The package allows you to use python to select subsets of Argo data, including data from:\n", + "* a) All available data within a \"box\" (geospatial area and timeframe)\n", + "* b) A specific float\n", + "* c) A specific float profile\n", + "\n", + "The code here is adapted from the argopy documentation and associated examples." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Imports" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 109, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from argopy import DataFetcher # This is the class to work with Argo data\n", + "from argopy import ArgoIndex # This is the class to work with Argo index\n", + "from argopy import ArgoNVSReferenceTables # This is the class to retrieve data from Argo reference tables\n", + "from argopy import ArgoColors # This is a class with usefull pre-defined colors\n", + "from argopy.plot import scatter_map, scatter_plot # This is a function to easily make maps \n", + "\n", + "# Make a fresh start\n", + "import argopy\n", + "argopy.reset_options()\n", + "argopy.clear_cache()\n", + "argopy.set_options(cachedir='cache_bgc')\n", + "\n", + "#\n", + "import numpy as np\n", + "import matplotlib as mpl\n", + "from matplotlib import pyplot as plt\n", + "import cmocean\n", + "import xarray as xr\n", + "xr.set_options(display_expand_attrs = False)" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "logging.getLogger(\"matplotlib\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"pyproj\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"fsspec\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"parso\").setLevel(logging.ERROR)\n", + "logging.getLogger(\"asyncio\").setLevel(logging.ERROR)\n", + "DEBUGFORMATTER = '%(asctime)s [%(levelname)s] [%(name)s] %(filename)s:%(lineno)d: %(message)s'\n", + "logging.basicConfig(\n", + " level=logging.DEBUG,\n", + " format=DEBUGFORMATTER,\n", + " datefmt='%I:%M:%S %p',\n", + " handlers=[logging.FileHandler(\"nb-docs.log\", mode='w')]\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### a) Fetching data for all profiles within a geographic box" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Define the geographic region you want to investigate within the BOX variable:" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "metadata": {}, + "outputs": [], + "source": [ + "# Format: [lon_min, lon_max, lat_min, lat_max, pres_min, pres_max, datim_min, datim_max]\n", + "BOX = [-56, -45, 54, 60, 0, 2000, '2022-01', '2023-01']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Retrieve the data:\n", + "\n", + "argopy works by constructing a \"Fetcher\" object, named \"f\" here. When we define f, we specify the kinds of data we want, and also how we want to process it. \n", + "\n", + "Input arguments:\n", + "* **[ds](https://argopy.readthedocs.io/en/latest/user-guide/fetching-argo-data/data_set.html#data-set)**: specifies what Argo dataset to retrieve\n", + " 1. **\"phy\"**: physical Argo data (Temperature, Salinity, Pressure)\n", + " 2. **\"bgc\"**: biogeochemical data. Note that BGC data can only be retrieved in expert mode (real-time, no QC) as of now (2024-06-13)\n", + "* **[mode](https://argopy.readthedocs.io/en/latest/user-guide/fetching-argo-data/user_mode.html#user-mode)**: specifies the level of data QC you want\n", + " 1. **\"expert\"**: returns all Argo data. This is raw data with no QC or postprocessing\n", + " 2. **\"standard\"**: this includes real-time data that has undergone automated QC and is probably good quality, but has not been checked by a human\n", + " 3. **\"resesarch\"**: this is the most trustworthy data, and only includes delayed mode data that has undergone QC and and been checked by a human expert\n", + "* **parallel**: if True, parallelizes the data retrieval process to speed it up\n", + "* **progress**: if True, will display a progress bar of data retrieval\n", + "* **cache**: I'm not sure what this does\n", + "* **chunks_maxsize**: specifies how to chunk the data request into smaller domains\n", + "\n", + "Once \"f\" is defined, we can specify f.region(BOX) and load our data.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Construct a fetcher object" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Succeed in Merging chunks of xarray dataset (100% processed)
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\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Final post-processing of the merged dataset () ...\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 11.2 s, sys: 1.52 s, total: 12.7 s\n", + "Wall time: 17.6 s\n" + ] + }, + { + "data": { + "text/plain": [ + "\n", + "Name: Ifremer erddap Argo data fetcher for a space/time region\n", + "API: https://erddap.ifremer.fr/erddap\n", + "Domain: [x=-56.00/-45.00; y=54.00/60.0 ... 00.0; t=2022-01-01/2023-01-01]\n", + "Performances: cache=False, parallel=True\n", + "User mode: research\n", + "Dataset: phy" + ] + }, + "execution_count": 112, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "# f = DataFetcher(ds='bgc', mode='expert', params='all', parallel=True, progress=True).region(BOX).load() # Fetch everything !\n", + "f = DataFetcher(ds='phy', mode='research', params='all',\n", + " parallel=True, progress=True, cache=False,\n", + " chunks_maxsize={'time': 30},\n", + " )\n", + "f = f.region(BOX).load()\n", + "f" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Extract the data from the fetcher object**\n", + "\n", + "Once the data is loaded, we can [extract our data as an xarray dataset](https://argopy.readthedocs.io/en/latest/user-guide/working-with-argo-data/data_manipulation.html). Using f.data, the default output is a 1D array of all measurements across all profiles. " ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 113, "metadata": {}, "outputs": [], "source": [ - "DSdict = {}\n", - "for filename in os.listdir(profile_dir):\n", - " if filename.endswith(\".nc\"):\n", - " fp = profile_dir + filename\n", - " single_dataset = xr.open_dataset(fp, decode_times=False)\n", - " DSdict[filename[0:7]] = single_dataset\n", - "# DSdict['5906030']" + "ds_points = f.data" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 114, "metadata": {}, "outputs": [ { @@ -503,210 +1406,2187 @@ " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", - "
<xarray.Dataset> Size: 2MB\n",
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-       "    JULD                 (N_PROF) float64 936B ...\n",
-       "    REFERENCE_DATE_TIME  object 8B ...\n",
-       "Attributes:\n",
-       "    Comments:  \\n//0\\n//<Encoding>UTF-8</Encoding>\\n//File updated on 08/26/2...
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<xarray.Dataset> Size: 18MB\n",
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+       "    TIME             (N_POINTS) datetime64[ns] 2MB 2022-01-01T01:12:00 ... 20...\n",
+       "Data variables:\n",
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+       "    DIRECTION        (N_POINTS) <U1 933kB 'A' 'A' 'A' 'A' ... 'A' 'A' 'A' 'A'\n",
+       "    PLATFORM_NUMBER  (N_POINTS) int64 2MB 6902751 6902751 ... 6904231 6904231\n",
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"File \u001b[0;32m/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/backends/api.py:577\u001b[0m, in \u001b[0;36mopen_dataset\u001b[0;34m(filename_or_obj, engine, chunks, cache, decode_cf, mask_and_scale, decode_times, decode_timedelta, use_cftime, concat_characters, decode_coords, drop_variables, inline_array, chunked_array_type, from_array_kwargs, backend_kwargs, **kwargs)\u001b[0m\n\u001b[1;32m 570\u001b[0m overwrite_encoded_chunks \u001b[38;5;241m=\u001b[39m kwargs\u001b[38;5;241m.\u001b[39mpop(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124moverwrite_encoded_chunks\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m)\n\u001b[1;32m 571\u001b[0m backend_ds \u001b[38;5;241m=\u001b[39m backend\u001b[38;5;241m.\u001b[39mopen_dataset(\n\u001b[1;32m 572\u001b[0m filename_or_obj,\n\u001b[1;32m 573\u001b[0m drop_variables\u001b[38;5;241m=\u001b[39mdrop_variables,\n\u001b[1;32m 574\u001b[0m \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mdecoders,\n\u001b[1;32m 575\u001b[0m \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs,\n\u001b[1;32m 576\u001b[0m )\n\u001b[0;32m--> 577\u001b[0m ds \u001b[38;5;241m=\u001b[39m \u001b[43m_dataset_from_backend_dataset\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 578\u001b[0m \u001b[43m \u001b[49m\u001b[43mbackend_ds\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 579\u001b[0m \u001b[43m \u001b[49m\u001b[43mfilename_or_obj\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 580\u001b[0m \u001b[43m \u001b[49m\u001b[43mengine\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 581\u001b[0m \u001b[43m \u001b[49m\u001b[43mchunks\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 582\u001b[0m \u001b[43m \u001b[49m\u001b[43mcache\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 583\u001b[0m \u001b[43m \u001b[49m\u001b[43moverwrite_encoded_chunks\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 584\u001b[0m \u001b[43m \u001b[49m\u001b[43minline_array\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 585\u001b[0m \u001b[43m \u001b[49m\u001b[43mchunked_array_type\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 586\u001b[0m \u001b[43m \u001b[49m\u001b[43mfrom_array_kwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 587\u001b[0m \u001b[43m \u001b[49m\u001b[43mdrop_variables\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdrop_variables\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 588\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mdecoders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 589\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 590\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 591\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m ds\n", - "File \u001b[0;32m/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/backends/api.py:370\u001b[0m, in \u001b[0;36m_dataset_from_backend_dataset\u001b[0;34m(backend_ds, filename_or_obj, engine, chunks, cache, overwrite_encoded_chunks, inline_array, chunked_array_type, from_array_kwargs, **extra_tokens)\u001b[0m\n\u001b[1;32m 368\u001b[0m ds \u001b[38;5;241m=\u001b[39m backend_ds\n\u001b[1;32m 369\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 370\u001b[0m ds \u001b[38;5;241m=\u001b[39m \u001b[43m_chunk_ds\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 371\u001b[0m \u001b[43m \u001b[49m\u001b[43mbackend_ds\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 372\u001b[0m \u001b[43m \u001b[49m\u001b[43mfilename_or_obj\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 373\u001b[0m \u001b[43m \u001b[49m\u001b[43mengine\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 374\u001b[0m \u001b[43m \u001b[49m\u001b[43mchunks\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 375\u001b[0m \u001b[43m \u001b[49m\u001b[43moverwrite_encoded_chunks\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 376\u001b[0m \u001b[43m \u001b[49m\u001b[43minline_array\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 377\u001b[0m \u001b[43m \u001b[49m\u001b[43mchunked_array_type\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 378\u001b[0m \u001b[43m \u001b[49m\u001b[43mfrom_array_kwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 379\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mextra_tokens\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 380\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 382\u001b[0m ds\u001b[38;5;241m.\u001b[39mset_close(backend_ds\u001b[38;5;241m.\u001b[39m_close)\n\u001b[1;32m 384\u001b[0m \u001b[38;5;66;03m# Ensure source filename always stored in dataset object\u001b[39;00m\n", - "File \u001b[0;32m/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/backends/api.py:318\u001b[0m, in \u001b[0;36m_chunk_ds\u001b[0;34m(backend_ds, filename_or_obj, engine, chunks, overwrite_encoded_chunks, inline_array, chunked_array_type, from_array_kwargs, **extra_tokens)\u001b[0m\n\u001b[1;32m 307\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_chunk_ds\u001b[39m(\n\u001b[1;32m 308\u001b[0m backend_ds,\n\u001b[1;32m 309\u001b[0m filename_or_obj,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 316\u001b[0m \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mextra_tokens,\n\u001b[1;32m 317\u001b[0m ):\n\u001b[0;32m--> 318\u001b[0m chunkmanager \u001b[38;5;241m=\u001b[39m \u001b[43mguess_chunkmanager\u001b[49m\u001b[43m(\u001b[49m\u001b[43mchunked_array_type\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 320\u001b[0m \u001b[38;5;66;03m# TODO refactor to move this dask-specific logic inside the DaskManager class\u001b[39;00m\n\u001b[1;32m 321\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(chunkmanager, DaskManager):\n", - "File \u001b[0;32m/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/namedarray/parallelcompat.py:117\u001b[0m, in \u001b[0;36mguess_chunkmanager\u001b[0;34m(manager)\u001b[0m\n\u001b[1;32m 115\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(manager, \u001b[38;5;28mstr\u001b[39m):\n\u001b[1;32m 116\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m manager \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m chunkmanagers:\n\u001b[0;32m--> 117\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m 118\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124munrecognized chunk manager \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mmanager\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m - must be one of: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mlist\u001b[39m(chunkmanagers)\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 119\u001b[0m )\n\u001b[1;32m 121\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m chunkmanagers[manager]\n\u001b[1;32m 122\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(manager, ChunkManagerEntrypoint):\n\u001b[1;32m 123\u001b[0m \u001b[38;5;66;03m# already a valid ChunkManager so just pass through\u001b[39;00m\n", - "\u001b[0;31mValueError\u001b[0m: unrecognized chunk manager dask - must be one of: []" + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" ] } ], "source": [ - "# xr.open_mfdataset(\"/Users/sangminsong/Library/CloudStorage/OneDrive-UW/Code/2024_Pythia/SOCCOM_GO-BGC_LoResQC_LIAR_28Aug2023_netcdf/*.nc\")" + "ds_profiles = ds_points.argo.point2profile();" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 116, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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datelatitudelongitudewmocyc
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42022-10-14 12:53:0057.828338-49.130402690423114
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4922022-03-17 11:39:3654.478210-45.868540790058988
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4962022-04-06 11:59:2554.083720-47.027260790058992
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497 rows × 5 columns

\n", + "" + ], + "text/plain": [ + " date latitude longitude wmo cyc\n", + "0 2022-10-19 10:44:00 57.657937 -48.629002 6904231 18\n", + "1 2022-10-17 12:58:00 57.658190 -48.705695 6904231 17\n", + "2 2022-10-16 13:03:00 57.703905 -48.804165 6904231 16\n", + "3 2022-10-15 13:06:00 57.765147 -48.940843 6904231 15\n", + "4 2022-10-14 12:53:00 57.828338 -49.130402 6904231 14\n", + ".. ... ... ... ... ...\n", + "492 2022-03-17 11:39:36 54.478210 -45.868540 7900589 88\n", + "493 2022-03-22 11:52:50 54.376430 -45.618210 7900589 89\n", + "494 2022-03-27 12:02:29 54.397450 -45.479260 7900589 90\n", + "495 2022-04-01 11:59:34 54.197520 -46.080610 7900589 91\n", + "496 2022-04-06 11:59:25 54.083720 -47.027260 7900589 92\n", + "\n", + "[497 rows x 5 columns]" + ] + }, + "execution_count": 117, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "f.index" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Basic data visualization\n", + "argopy includes some [built-in data visualization functions](https://argopy.readthedocs.io/en/latest/user-guide/working-with-argo-data/visualisation.html#)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here is the default map function, which plots each float's trajectory, colored by the float." + ] + }, + { + "cell_type": "code", + "execution_count": 118, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/plot/plot.py:409: UserWarning: More than one N_LEVELS found in this dataset, scatter_map will use the first level only\n", + " warnings.warn(\"More than one N_LEVELS found in this dataset, scatter_map will use the first level only\")\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scatter_map(ds_profiles);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also zoom out and see where the data globally" + ] + }, + { + "cell_type": "code", + "execution_count": 119, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/plot/plot.py:409: UserWarning: More than one N_LEVELS found in this dataset, scatter_map will use the first level only\n", + " warnings.warn(\"More than one N_LEVELS found in this dataset, scatter_map will use the first level only\")\n" + ] + }, + { + "data": { + "image/png": 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", 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To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 1.23 s, sys: 80.1 ms, total: 1.31 s\n", + "Wall time: 4.98 s\n" + ] + }, + { + "data": { + "text/plain": [ + "\n", + "Name: Ifremer erddap Argo data fetcher for floats\n", + "API: https://erddap.ifremer.fr/erddap\n", + "Domain: WMO5904673\n", + "Performances: cache=False, parallel=True\n", + "User mode: research\n", + "Dataset: phy" + ] + }, + "execution_count": 120, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "f = DataFetcher(ds='phy', mode='research', params='all',\n", + " parallel=True, progress=True, cache=False,\n", + " chunks_maxsize={'time': 30},\n", + " )\n", + "\n", + "# We use the f.float() method to fetch data from a specific float (using its WMO#, here 5904673)\n", + "# To request multiple floats, simply pass a list of multiple WMO numbers, e.g. [5904673, 5904672]\n", + "f = f.float(5904673).load();\n", + "f" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Extracting and manipulating the data\n", + "As before, we extract the data as a 1D array of measurements in xarray, and convert that into a 2D array of profiles using ds.argo.point2profile()" + ] + }, + { + "cell_type": "code", + "execution_count": 121, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" + ] + } + ], + "source": [ + "ds_points = f.data\n", + "ds_profiles = ds_points.argo.point2profile();" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Visualizing the data\n", + "This float is from the Southern Ocean's Pacific sector" + ] + }, + { + "cell_type": "code", + "execution_count": 122, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/plot/plot.py:409: UserWarning: More than one N_LEVELS found in this dataset, scatter_map will use the first level only\n", + " warnings.warn(\"More than one N_LEVELS found in this dataset, scatter_map will use the first level only\")\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = scatter_map(ds_profiles,\n", + " figsize=(10,6),\n", + " set_global=True,\n", + " markersize=2,\n", + " markeredgecolor=None,\n", + " legend_title='Floats WMO',\n", + " cmap='Set2')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now let's plot the float's temperature profiles over its trajectory" + ] + }, + { + "cell_type": "code", + "execution_count": 123, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n", + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" + ] + }, + { + "data": { + "text/plain": [ + "\n", + "Name: Ifremer erddap Argo data fetcher for profiles\n", + "API: https://erddap.ifremer.fr/erddap\n", + "Domain: WMO5904673_CYC30\n", + "Performances: cache=False, parallel=True\n", + "User mode: research\n", + "Dataset: phy" + ] + }, + "execution_count": 124, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "## Argovis" + "%%time\n", + "f = DataFetcher(ds='phy', mode='research', params='all',\n", + " parallel=True, progress=True, cache=False,\n", + " chunks_maxsize={'time': 30},\n", + " )\n", + "\n", + "# We use the f.profile() method to fetch data from a specific profile using the float WMO number and profile number\n", + "# To request multiple profiles, simply pass a list of multiple profile numbers, e.g. (5904673,[1,2,3])\n", + "f = f.profile(5904673,30).load();\n", + "f" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Argovis provides an API that allows us to interact with Argo data while only downloading the exact subsets of data needed for analysis. " + "#### Extracting and manipulating the data\n", + "Once again, we extract the data as a 1D array of measurements in xarray, and convert that into a 2D array of profiles using ds.argo.point2profile()" + ] + }, + { + "cell_type": "code", + "execution_count": 125, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" + ] + } + ], + "source": [ + "ds_points = f.data\n", + "ds_profiles = ds_points.argo.point2profile();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Getting started with `argovisHelpers`" + "#### Visualizing the data\n", + "Let's plot the vertical temperature and salinity profiles" + ] + }, + { + "cell_type": "code", + "execution_count": 126, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Temperature profile: Float 5904673, Profile 30')" + ] + }, + "execution_count": 126, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(ds_profiles.sel(N_PROF=0).TEMP.data,ds_profiles.sel(N_PROF=0).PRES.data) # Plot Temperature versus Pressure (i.e. depth)\n", + "plt.gca().invert_yaxis() # Invert the axis to put the surface at the top\n", + "plt.xlabel('Temperature (C)')\n", + "plt.ylabel('Pressure (dbar)')\n", + "plt.title('Temperature profile: Float 5904673, Profile 30')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 127, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Salinity profile: Float 5904673, Profile 30')" + ] + }, + "execution_count": 127, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(ds_profiles.sel(N_PROF=0).PSAL.data,ds_profiles.sel(N_PROF=0).PRES.data) # Plot Temperature versus Pressure (i.e. depth)\n", + "plt.gca().invert_yaxis() # Invert the axis to put the surface at the top\n", + "plt.xlabel('Practical Salinity (psu)')\n", + "plt.ylabel('Pressure (dbar)')\n", + "plt.title('Salinity profile: Float 5904673, Profile 30')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 3. Querying Data with Argovis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "We will be using the Argovis capabilities\n", + "Argovis provides an API that allows us to interact with Argo data while only downloading the exact subsets of data needed for analysis. \n", + "Our examples here are modified from the [tutorial notebooks](https://github.com/argovis/demo_notebooks) released by Argovis. We showcase only a few of the functionalities, but more information can be found in the previous link.\n", + "\n", + "The introduction published by Argovis:\n", + ">\"Argovis is a REST API and web application for searching, downloading, co-locating and visualizing oceanographic data, including Argo array data, ship-based profile data, data from the Global Drifter Program, tropical cyclone data, and several gridded products. Our API is meant to be integrated into living documents like Jupyter notebooks and analyses intended to update their consumption of Argo data in near-real-time, and our web frontend is intended to make it easy for students and educators to explore data about Earth's oceans at will.\"\n", "\n", + "Argovis should be cited as:\n", + "\n", + "Tucker, T., D. Giglio, M. Scanderbeg, and S.S.P. Shen: Argovis: A Web Application for Fast Delivery, Visualization, and Analysis of Argo Data. J. Atmos. Oceanic Technol., 37, 401–416, https://doi.org/10.1175/JTECH-D-19-0041.1\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Getting started with `argovisHelpers`" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "From the Argovis tutorial: \n", "> In order to allocate Argovis's limited computing resources fairly, users are encouraged to register and request a free API key. This works like a password that identifies your requests to Argovis. To do so:\n", ">\n", @@ -721,7 +3601,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 128, "metadata": {}, "outputs": [], "source": [ @@ -733,12 +3613,19 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "We set up our query parameters using a Dictionary before requesting data: " + "### Getting Argo data documents" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Before actually getting Argo measurements, we can query information about the profile (including pointers to the metadata)." ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 129, "metadata": {}, "outputs": [ { @@ -773,7 +3660,7 @@ " 'metadata': ['1901820_m0']}" ] }, - "execution_count": 9, + "execution_count": 129, "metadata": {}, "output_type": "execute_result" } @@ -790,20 +3677,9 @@ "argoProfiles[0]" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Note that the first object in argoProfiles is a single vertical Argo \"profile\". \n", - "The first 7 digits of `argoProfiles[0]['_id']` refer to a float's WMO unique identification number. \n", - "The last three digits are the profile number. \n", - "\n", - "In the above example, we are looking at data from the 256th profile from float WMO #1901820." - ] - }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 130, "metadata": {}, "outputs": [ { @@ -812,7 +3688,7 @@ "'1901820_256'" ] }, - "execution_count": 13, + "execution_count": 130, "metadata": {}, "output_type": "execute_result" } @@ -825,12 +3701,23 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "We can also request metadata using the argo/meta " + "Note that the first object in argoProfiles is a single vertical Argo \"profile\". \n", + "The first 7 digits of `argoProfiles[0]['_id']` refer to a float's WMO unique identification number. \n", + "The last three digits are the profile number. \n", + "\n", + "In the above example, we are looking at data from the 256th profile from float WMO #1901820." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can get more information about this particular float by querying `argo/meta`." ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 131, "metadata": {}, "outputs": [ { @@ -849,7 +3736,7 @@ " 'wmo_inst_type': '854'}]" ] }, - "execution_count": 15, + "execution_count": 131, "metadata": {}, "output_type": "execute_result" } @@ -858,14 +3745,20 @@ "metaOptions = {\n", " 'id': argoProfiles[0]['metadata'][0]\n", "}\n", - "\n", "argoMeta = avh.query('argo/meta', options=metaOptions, apikey=API_KEY, apiroot=API_ROOT)\n", "argoMeta" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also specify all of the profiles taken from the same float with WMO ID 1901820." + ] + }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 132, "metadata": {}, "outputs": [ { @@ -896,18 +3789,44 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "We can query float profiles within these bounds: " + "Now, we want to retrieve actual measurements. We can use any number of identifiers. \n", + "\n", + "Below, we are specifying float WMO 4901283 and profile #003. The `data` variable can be:\n", + "\n", + "- A comma separated list of variable names, e.g. `'temperature, doxy'`\n", + "- `'all'`, meaning get all available variables. " ] }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 133, "metadata": {}, "outputs": [], "source": [ "dataQuery = {\n", - " 'startDate': '2017-08-01T00:00:00Z',\n", - " 'endDate': '2017-09-01T00:00:00Z',\n", + " 'id': '4901283_003',\n", + " 'data': 'all'\n", + "}\n", + "profile = avh.query('argo', options=dataQuery, apikey=API_KEY, apiroot=API_ROOT)\n", + "# avh.data_inflate(profile[0])[0:10]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can query float profiles within larger bounds: " + ] + }, + { + "cell_type": "code", + "execution_count": 134, + "metadata": {}, + "outputs": [], + "source": [ + "dataQuery = {\n", + " 'startDate': '2020-01-01T00:00:00Z',\n", + " 'endDate': '2024-01-01T00:00:00Z',\n", " 'polygon': [[-150,-30],[-155,-30],[-155,-35],[-150,-35],[-150,-30]],\n", " 'data': 'doxy'\n", "}\n", @@ -917,25 +3836,25 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 135, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "[{'doxy': 235.335724, 'pressure': 7.6},\n", - " {'doxy': 235.327026, 'pressure': 13.07},\n", - " {'doxy': 235.418045, 'pressure': 17.720001},\n", - " {'doxy': 235.212158, 'pressure': 22.02},\n", - " {'doxy': 235.242828, 'pressure': 26.68},\n", - " {'doxy': 235.235306, 'pressure': 31.320002},\n", - " {'doxy': 235.273743, 'pressure': 36.709999},\n", - " {'doxy': 235.165115, 'pressure': 41.73},\n", - " {'doxy': 235.16153, 'pressure': 48.260002},\n", - " {'doxy': 235.032471, 'pressure': 54.619999}]" + "[{'doxy': 241.201248, 'pressure': 2.11},\n", + " {'doxy': 241.218338, 'pressure': 3.91},\n", + " {'doxy': 241.165558, 'pressure': 5.91},\n", + " {'doxy': 241.141434, 'pressure': 7.91},\n", + " {'doxy': 241.180618, 'pressure': 9.91},\n", + " {'doxy': 241.151245, 'pressure': 11.91},\n", + " {'doxy': 241.115402, 'pressure': 13.91},\n", + " {'doxy': 241.214294, 'pressure': 15.91},\n", + " {'doxy': 241.186188, 'pressure': 17.91},\n", + " {'doxy': 241.199326, 'pressure': 19.91}]" ] }, - "execution_count": 22, + "execution_count": 135, "metadata": {}, "output_type": "execute_result" } @@ -945,6 +3864,45 @@ "inflated_data[0:10]" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Querying within geospatial bounds" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "70.017\n", + "71.957\n" + ] + } + ], + "source": [ + "qs = {\n", + " 'startDate': '2017-08-01T00:00:00Z',\n", + " 'endDate': '2017-09-01T00:00:00Z',\n", + " 'box': [[-20,70],[20,72]]\n", + "}\n", + "\n", + "profiles = avh.query('argo', options=qs, apikey=API_KEY, apiroot=API_ROOT)\n", + "latitudes = [x['geolocation']['coordinates'][1] for x in profiles]\n", + "print(min(latitudes))\n", + "print(max(latitudes))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + }, { "cell_type": "markdown", "metadata": {}, diff --git a/notebooks/argo-introduction.ipynb b/notebooks/argo-introduction.ipynb index 743bba8..41654a8 100644 --- a/notebooks/argo-introduction.ipynb +++ b/notebooks/argo-introduction.ipynb @@ -1,5 +1,12 @@ { "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![Biogeochemical Argo](https://biogeochemical-argo.org/images/logo@2x.png)" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -20,40 +27,70 @@ "source": [ "## Overview\n", "\n", - "If you have an introductory paragraph, lead with it here! Keep it short and tied to your material, then be sure to continue into the required list of topics below,\n", + "Argo floats are autonomous profiling instruments that sample the interior ocean by traveling with the ocean currents. They are part of the Argo program, an international collaborative effort to monitor the state of the ocean. The deployment of thousands of Argo floats has enabled new observation-based studies in previously undersampled regions (e.g. Wong et al. 2020, Swart et al. 2023). Some newer Argo floats, known as Biogeochemical-Argo (BGC-Argo) floats, have been further equipped with biologically relevant sensors for oxygen, nitrate, optical backscatter, and chlorophyll fluorescence (Claustre et al. 2020, Sarmiento et al. 2023, Roemmich et al. 2019). Argo floats provide critical data that enhances our understanding of the ocean and its influence on the global climate system. Through international collaboration and advanced technology, the Argo program plays a vital role in monitoring and studying the world's oceans. \n", "\n", - "[add a few sentences on what the Argo program is]\n", "\n", "Here, we introduce Argo profiling floats, which are autonomous instruments that operate remotely and sample the ocean interior continuously. \n", + "Our objectives:\n", "\n", - "1. What are Argo floats?\n", - "2. What data are available, and in what formats?\n", + "1. What are Argo floats? \n", + "2. How are the data formatted? \n", + "3. How can we transform data to work with?\n", + "3. What are some ways of visualizing float data?\n", " \n", "In the next notebook, [Accessing Argo Data](notebooks/argo-access.ipynb), we will explore different ways of downloading and retrieving float profiles. \n" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Basic profiling scheme of an Argo float" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Float Cycle Diagram, courtesy of UCSD (https://argo.ucsd.edu/how-do-floats-work/) \n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import Image\n", + "print('Float Cycle Diagram, courtesy of UCSD (https://argo.ucsd.edu/how-do-floats-work/) ')\n", + "Image(filename='../images/float_cycle_diagram.png') \n" + ] + }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Prerequisites (fill in)\n", - "This section was inspired by [this template](https://github.com/alan-turing-institute/the-turing-way/blob/master/book/templates/chapter-template/chapter-landing-page.md) of the wonderful [The Turing Way](https://the-turing-way.netlify.app) Jupyter Book.\n", - "\n", - "Following your overview, tell your reader what concepts, packages, or other background information they'll **need** before learning your material. Tie this explicitly with links to other pages here in Foundations or to relevant external resources. Remove this body text, then populate the Markdown table, denoted in this cell with `|` vertical brackets, below, and fill out the information following. In this table, lay out prerequisite concepts by explicitly linking to other Foundations material or external resources, or describe generally helpful concepts.\n", - "\n", - "Label the importance of each concept explicitly as **helpful/necessary**.\n", "\n", "| Concepts | Importance | Notes |\n", "| --- | --- | --- |\n", - "| [Intro to Cartopy](https://foundations.projectpythia.org/core/cartopy/cartopy.html) | Necessary | |\n", - "| [Understanding of NetCDF](https://foundations.projectpythia.org/core/data-formats/netcdf-cf.html) | Helpful | Familiarity with metadata structure |\n", - "| Project management | Helpful | |\n", + "| [Intro to NetCDF](https://foundations.projectpythia.org/core/data-formats/netcdf-cf.html) | Necessary | Familiarity with metadata structure |\n", + "| [Intro to Xarray](https://foundations.projectpythia.org/core/xarray.html) | Necessary | |\n", + "| [Intro to Matplotlib](https://foundations.projectpythia.org/core/matplotlib.html) | Helpful | |\n", "\n", - "- **Time to learn**: estimate in minutes. For a rough idea, use 5 mins per subsection, 10 if longer; add these up for a total. Safer to round up and overestimate.\n", - "- **System requirements**:\n", - " - Populate with any system, version, or non-Python software requirements if necessary\n", - " - Otherwise use the concepts table above and the Imports section below to describe required packages as necessary\n", - " - If no extra requirements, remove the **System requirements** point altogether" + "- **Time to learn**: 15 min" ] }, { @@ -73,7 +110,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -96,57 +133,474 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## What are Argo floats?" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Describe what the floats do (moved by the current, take V-shaped dives)\n", - "\n", - "- add image or gif showing schematic of what the floats are doing\n" + "## How is Argo data formatted?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Should show some of the ways in which Argo data is QC'd. See Tanya Maurer 2021 paper. \n", + "In the next notebook, we will discuss other ways of accessing Argo data. \n", + "Here, we will use one float as an example for what the platform is observing.\n", "\n", - "- Describe what a \"synthetic profile\" sprof is\n", - "- Describe why we should always use \"delayed-mode\" data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Argo Xarray Data Format" + "Often, floats are packaged into xarray Datasets, which are objects that can deal with data with multiple dimensions. " ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 4, "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset> Size: 3MB\n",
+       "Dimensions:                          (N_PROF: 23, N_PARAM: 8, N_CALIB: 1,\n",
+       "                                      N_LEVELS: 559)\n",
+       "Dimensions without coordinates: N_PROF, N_PARAM, N_CALIB, N_LEVELS\n",
+       "Data variables: (12/86)\n",
+       "    DATA_TYPE                        object 8B ...\n",
+       "    FORMAT_VERSION                   object 8B ...\n",
+       "    HANDBOOK_VERSION                 object 8B ...\n",
+       "    REFERENCE_DATE_TIME              object 8B ...\n",
+       "    DATE_CREATION                    object 8B ...\n",
+       "    DATE_UPDATE                      object 8B ...\n",
+       "    ...                               ...\n",
+       "    NITRATE                          (N_PROF, N_LEVELS) float32 51kB ...\n",
+       "    NITRATE_QC                       (N_PROF, N_LEVELS) object 103kB ...\n",
+       "    NITRATE_dPRES                    (N_PROF, N_LEVELS) float32 51kB ...\n",
+       "    NITRATE_ADJUSTED                 (N_PROF, N_LEVELS) float32 51kB ...\n",
+       "    NITRATE_ADJUSTED_QC              (N_PROF, N_LEVELS) object 103kB ...\n",
+       "    NITRATE_ADJUSTED_ERROR           (N_PROF, N_LEVELS) float32 51kB ...\n",
+       "Attributes:\n",
+       "    title:                Argo float vertical profile\n",
+       "    institution:          AOML\n",
+       "    source:               Argo float\n",
+       "    history:              2022-07-09T21:43:13Z creation (software version 1.1...\n",
+       "    references:           http://www.argodatamgt.org/Documentation\n",
+       "    user_manual_version:  1.0\n",
+       "    Conventions:          Argo-3.1 CF-1.6\n",
+       "    featureType:          trajectoryProfile\n",
+       "    software_version:     1.13 (version 09.06.2022 for ARGO_simplified_profile)
" + ], + "text/plain": [ + " Size: 3MB\n", + "Dimensions: (N_PROF: 23, N_PARAM: 8, N_CALIB: 1,\n", + " N_LEVELS: 559)\n", + "Dimensions without coordinates: N_PROF, N_PARAM, N_CALIB, N_LEVELS\n", + "Data variables: (12/86)\n", + " DATA_TYPE object 8B ...\n", + " FORMAT_VERSION object 8B ...\n", + " HANDBOOK_VERSION object 8B ...\n", + " REFERENCE_DATE_TIME object 8B ...\n", + " DATE_CREATION object 8B ...\n", + " DATE_UPDATE object 8B ...\n", + " ... ...\n", + " NITRATE (N_PROF, N_LEVELS) float32 51kB ...\n", + " NITRATE_QC (N_PROF, N_LEVELS) object 103kB ...\n", + " NITRATE_dPRES (N_PROF, N_LEVELS) float32 51kB ...\n", + " NITRATE_ADJUSTED (N_PROF, N_LEVELS) float32 51kB ...\n", + " NITRATE_ADJUSTED_QC (N_PROF, N_LEVELS) object 103kB ...\n", + " NITRATE_ADJUSTED_ERROR (N_PROF, N_LEVELS) float32 51kB ...\n", + "Attributes:\n", + " title: Argo float vertical profile\n", + " institution: AOML\n", + " source: Argo float\n", + " history: 2022-07-09T21:43:13Z creation (software version 1.1...\n", + " references: http://www.argodatamgt.org/Documentation\n", + " user_manual_version: 1.0\n", + " Conventions: Argo-3.1 CF-1.6\n", + " featureType: trajectoryProfile\n", + " software_version: 1.13 (version 09.06.2022 for ARGO_simplified_profile)" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "\n", - "- Describe how the basic xarray format works (I gave example below)\n", - "- Very often, float data is packaged as an .nc file\n", - "- Show users basic ways to work around .nc files\n", - "\n" + "wmo = 5905367\n", + "flt_data = xr.open_dataset('../data/' + str(wmo) + '_Sprof.nc', decode_times=False)\n", + "flt_data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "In the next notebook, we will discuss other ways of accessing Argo data. \n", - "Here, we will use one float as an example for what the platform is observing." + "Note that the \"Attributes\" of the .nc file show metadata on the platform. \n", + "We can also look at more specific attributes of variables.\n", + "\n", + "Most users should always use the `*_ADJUSTED` values. The corresponding variable `*_ADJUSTED_QC` gives the standard Argo QC flags. " ] }, { "cell_type": "code", - "execution_count": 89, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -515,101 +969,68 @@ " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", - "
<xarray.Dataset> Size: 3MB\n",
-       "Dimensions:                          (N_PROF: 23, N_PARAM: 8, N_CALIB: 1,\n",
-       "                                      N_LEVELS: 559)\n",
-       "Dimensions without coordinates: N_PROF, N_PARAM, N_CALIB, N_LEVELS\n",
-       "Data variables: (12/86)\n",
-       "    DATA_TYPE                        object 8B ...\n",
-       "    FORMAT_VERSION                   object 8B ...\n",
-       "    HANDBOOK_VERSION                 object 8B ...\n",
-       "    REFERENCE_DATE_TIME              object 8B ...\n",
-       "    DATE_CREATION                    object 8B ...\n",
-       "    DATE_UPDATE                      object 8B ...\n",
-       "    ...                               ...\n",
-       "    NITRATE                          (N_PROF, N_LEVELS) float32 51kB ...\n",
-       "    NITRATE_QC                       (N_PROF, N_LEVELS) object 103kB ...\n",
-       "    NITRATE_dPRES                    (N_PROF, N_LEVELS) float32 51kB ...\n",
-       "    NITRATE_ADJUSTED                 (N_PROF, N_LEVELS) float32 51kB ...\n",
-       "    NITRATE_ADJUSTED_QC              (N_PROF, N_LEVELS) object 103kB ...\n",
-       "    NITRATE_ADJUSTED_ERROR           (N_PROF, N_LEVELS) float32 51kB ...\n",
+       "
<xarray.DataArray 'TEMP_ADJUSTED' (N_PROF: 23, N_LEVELS: 559)> Size: 51kB\n",
+       "[12857 values with dtype=float32]\n",
+       "Dimensions without coordinates: N_PROF, N_LEVELS\n",
        "Attributes:\n",
-       "    title:                Argo float vertical profile\n",
-       "    institution:          AOML\n",
-       "    source:               Argo float\n",
-       "    history:              2022-07-09T21:43:13Z creation (software version 1.1...\n",
-       "    references:           http://www.argodatamgt.org/Documentation\n",
-       "    user_manual_version:  1.0\n",
-       "    Conventions:          Argo-3.1 CF-1.6\n",
-       "    featureType:          trajectoryProfile\n",
-       "    software_version:     1.13 (version 09.06.2022 for ARGO_simplified_profile)
" + " long_name: Sea temperature in-situ ITS-90 scale\n", + " standard_name: sea_water_temperature\n", + " units: degree_Celsius\n", + " valid_min: -2.5\n", + " valid_max: 40.0\n", + " C_format: %9.3f\n", + " FORTRAN_format: F9.3\n", + " resolution: 0.001
" ], "text/plain": [ - " Size: 3MB\n", - "Dimensions: (N_PROF: 23, N_PARAM: 8, N_CALIB: 1,\n", - " N_LEVELS: 559)\n", - "Dimensions without coordinates: N_PROF, N_PARAM, N_CALIB, N_LEVELS\n", - "Data variables: (12/86)\n", - " DATA_TYPE object 8B ...\n", - " FORMAT_VERSION object 8B ...\n", - " HANDBOOK_VERSION object 8B ...\n", - " REFERENCE_DATE_TIME object 8B ...\n", - " DATE_CREATION object 8B ...\n", - " DATE_UPDATE object 8B ...\n", - " ... ...\n", - " NITRATE (N_PROF, N_LEVELS) float32 51kB ...\n", - " NITRATE_QC (N_PROF, N_LEVELS) object 103kB ...\n", - " NITRATE_dPRES (N_PROF, N_LEVELS) float32 51kB ...\n", - " NITRATE_ADJUSTED (N_PROF, N_LEVELS) float32 51kB ...\n", - " NITRATE_ADJUSTED_QC (N_PROF, N_LEVELS) object 103kB ...\n", - " NITRATE_ADJUSTED_ERROR (N_PROF, N_LEVELS) float32 51kB ...\n", + " Size: 51kB\n", + "[12857 values with dtype=float32]\n", + "Dimensions without coordinates: N_PROF, N_LEVELS\n", "Attributes:\n", - " title: Argo float vertical profile\n", - " institution: AOML\n", - " source: Argo float\n", - " history: 2022-07-09T21:43:13Z creation (software version 1.1...\n", - " references: http://www.argodatamgt.org/Documentation\n", - " user_manual_version: 1.0\n", - " Conventions: Argo-3.1 CF-1.6\n", - " featureType: trajectoryProfile\n", - " software_version: 1.13 (version 09.06.2022 for ARGO_simplified_profile)" + " long_name: Sea temperature in-situ ITS-90 scale\n", + " standard_name: sea_water_temperature\n", + " units: degree_Celsius\n", + " valid_min: -2.5\n", + " valid_max: 40.0\n", + " C_format: %9.3f\n", + " FORTRAN_format: F9.3\n", + " resolution: 0.001" ] }, - "execution_count": 89, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "wmo = 5905367\n", - "flt_data = xr.open_dataset('../data/' + str(wmo) + '_Sprof.nc', decode_times=False)\n", - "flt_data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### add description of the \"attributes\" in the xarray file\n", - "\n", - "- all this info is online through Argo" + "flt_data.TEMP_ADJUSTED" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "- Try plotting temperature" + "### Plotting time-depth sections from a single float." ] }, { "cell_type": "code", - "execution_count": 67, + "execution_count": 6, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "text/plain": [ + "Text(0.5, 1.0, 'Adjusted Temperature from WMO 5905367')" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" ] @@ -621,12 +1042,29 @@ "source": [ "fig = flt_data.TEMP.T.plot(figsize = (6,3), cmap = cmo.thermal)\n", "ax = plt.gca()\n", - "ax.invert_yaxis()" + "ax.invert_yaxis()\n", + "ax.set_title('Adjusted Temperature from WMO ' + str(wmo))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Transforming an Xarray Dataset into a Pandas Dataframe." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "- The pd Dataframe is a useful object resembling a table (can be interchangeable with .csv files). \n", + "- After transforming to a Dataframe, we can easily pull variables of interest, and add others. \n", + "- Note that having time in a numerical format (here, \"yearday\" since 2019-01-01) helps with training models. " ] }, { "cell_type": "code", - "execution_count": 90, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -660,9 +1098,16 @@ " float_df[key] = newlist\n" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here is what the resulting dataframe might look like: " + ] + }, { "cell_type": "code", - "execution_count": 91, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -1030,7 +1475,7 @@ "[12857 rows x 17 columns]" ] }, - "execution_count": 91, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -1039,9 +1484,24 @@ "float_df" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Considering dive-averaged data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The sampling strategy of the float is to sample as it ascends from a dive. \n", + "If we want to know the average information for the entire dive, we can average over the dive observations." + ] + }, { "cell_type": "code", - "execution_count": 87, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -1061,6 +1521,7 @@ " \"\"\"\n", " Make dive-averaged dataframes (per profile). \n", " @param: df: dataframe with all profiles\n", + " @return: single dataframe with dive-averaged data\n", " \"\"\"\n", " prof_list = list_profile_DFs(df)\n", "\n", @@ -1074,9 +1535,16 @@ "\n" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "- This particular float returns 23 profiles in the bounds we provided earlier." + ] + }, { "cell_type": "code", - "execution_count": 88, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -1299,217 +1767,73 @@ "22 5905367022 -148.150023 -63.700000 86.840000" ] }, - "execution_count": 88, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "make_diveav(float_df)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Add plot that shows float trajectory (latitude longitude) over time\n", - "\n", - "If you have experience with SSH data, overlaying the float trajectory over satellite data would be nice. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# plot with float trajectory" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# use float_df and try to plot some profiles of salinity over depth " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# describe QC flags (documentation online) and remove bad data from float_df" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Below is template material from Pythia" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Your first content section" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This is where you begin your first section of material, loosely tied to your objectives stated up front. Tie together your notebook as a narrative, with interspersed Markdown text, images, and more as necessary," - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# as well as any and all of your code cells\n", - "print(\"Hello world!\")" + "float_dav = make_diveav(float_df)\n", + "float_dav" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### A content subsection\n", - "Divide and conquer your objectives with Markdown subsections, which will populate the helpful navbar in Jupyter Lab and here on the Jupyter Book!" + "- Using the dive-averaged data, we can easily plot the overall trajectory using matplotlib." ] }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# some subsection code\n", - "new = \"helpful information\"" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Another content subsection\n", - "Keep up the good work! A note, *try to avoid using code comments as narrative*, and instead let them only exist as brief clarifications where necessary." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Your second content section\n", - "Here we can move on to our second objective, and we can demonstrate" - ] - }, - { - "cell_type": "markdown", + "execution_count": 11, "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Float 5905367 Trajectory in 2019')" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "### Subsection to the second section\n", - "\n", - "#### a quick demonstration\n", + "# plot with float trajectory\n", "\n", - "##### of further and further\n", + "fig = plt.figure(figsize=(10,4))\n", + "ax = fig.gca()\n", "\n", - "###### header levels" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "as well $m = a * t / h$ text! Similarly, you have access to other $\\LaTeX$ equation [**functionality**](https://jupyter-notebook.readthedocs.io/en/stable/examples/Notebook/Typesetting%20Equations.html) via MathJax (demo below from link),\n", + "sca = ax.scatter(float_dav.LONGITUDE, float_dav.LATITUDE, c=float_dav.YEARDAY, cmap='viridis', s=20, zorder=3)\n", + "ax.plot(float_dav.LONGITUDE, float_dav.LATITUDE, zorder=1, linewidth=0.5, linestyle='dashed', color='k')\n", + "plt.colorbar(sca, shrink=0.6, label='Days since 2019-01-01')\n", "\n", - "\\begin{align}\n", - "\\dot{x} & = \\sigma(y-x) \\\\\n", - "\\dot{y} & = \\rho x - y - xz \\\\\n", - "\\dot{z} & = -\\beta z + xy\n", - "\\end{align}" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Check out [**any number of helpful Markdown resources**](https://www.markdownguide.org/basic-syntax/) for further customizing your notebooks and the [**Jupyter docs**](https://jupyter-notebook.readthedocs.io/en/stable/examples/Notebook/Working%20With%20Markdown%20Cells.html) for Jupyter-specific formatting information. Don't hesitate to ask questions if you have problems getting it to look *just right*." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Last Section\n", + "ax.yaxis.set_major_formatter(\"{x:1.0f}°S\")\n", + "ax.xaxis.set_major_formatter(\"{x:1.0f}°E\")\n", + "ax.set_aspect('equal')\n", + "ax.grid(zorder=1)\n", + "ax.set_ylim([-68, -60])\n", "\n", - "If you're comfortable, and as we briefly used for our embedded logo up top, you can embed raw html into Jupyter Markdown cells (edit to see):" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
\n", - "

Info

\n", - " Your relevant information here!\n", - "
" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Feel free to copy this around and edit or play around with yourself. Some other `admonitions` you can put in:" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
\n", - "

Success

\n", - " We got this done after all!\n", - "
" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
\n", - "

Warning

\n", - " Be careful!\n", - "
" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
\n", - "

Danger

\n", - " Scary stuff be here.\n", - "
" + "ax.set_title('Float ' + str(wmo) + ' Trajectory in 2019')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "We also suggest checking out Jupyter Book's [brief demonstration](https://jupyterbook.org/content/metadata.html#jupyter-cell-tags) on adding cell tags to your cells in Jupyter Notebook, Lab, or manually. Using these cell tags can allow you to [customize](https://jupyterbook.org/interactive/hiding.html) how your code content is displayed and even [demonstrate errors](https://jupyterbook.org/content/execute.html#dealing-with-code-that-raises-errors) without altogether crashing our loyal army of machines!" + "In the next notebook, [Accessing Argo](argo-access.ipynb), we go over more details on accessing the Argo data and plotting profiles. " ] }, { diff --git a/notebooks/sklearn-clustering.ipynb b/notebooks/sklearn-clustering.ipynb index 75b9958..0949cc3 100644 --- a/notebooks/sklearn-clustering.ipynb +++ b/notebooks/sklearn-clustering.ipynb @@ -4,13 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Let's start here! If you can directly link to an image relevant to your notebook, such as [canonical logos](https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg), do so here at the top of your notebook. You can do this with Markdown syntax,\n", - "\n", - "> `![](http://link.com/to/image.png \"image alt text\")`\n", - "\n", - "or edit this cell to see raw HTML `img` demonstration. This is preferred if you need to shrink your embedded image. **Either way be sure to include `alt` text for any embedded images to make your content more accessible.**\n", - "\n", - "\"Project" + "![Scikit-learn](https://seeklogo.com/images/S/scikit-learn-logo-8766D07E2E-seeklogo.com.png)" ] }, { @@ -84,45 +78,33 @@ }, { "cell_type": "code", - "execution_count": 62, + "execution_count": 1, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 62, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "import sys\n", - "import pyxpcm\n", - "import glob\n", - "import pandas as pd\n", - "import numpy as np\n", + "# import sys\n", + "# import glob\n", + "# import pandas as pd\n", + "# import numpy as np\n", "\n", - "from argopy import DataFetcher # This is the class to work with Argo data\n", - "from argopy import ArgoIndex # This is the class to work with Argo index\n", - "from argopy import ArgoNVSReferenceTables # This is the class to retrieve data from Argo reference tables\n", - "from argopy import ArgoColors # This is a class with usefull pre-defined colors\n", - "from argopy.plot import scatter_map, scatter_plot # This is a function to easily make maps \n", + "# from argopy import DataFetcher # This is the class to work with Argo data\n", + "# from argopy import ArgoIndex # This is the class to work with Argo index\n", + "# from argopy import ArgoNVSReferenceTables # This is the class to retrieve data from Argo reference tables\n", + "# from argopy import ArgoColors # This is a class with usefull pre-defined colors\n", + "# from argopy.plot import scatter_map, scatter_plot # This is a function to easily make maps \n", "\n", - "# Make a fresh start\n", - "import argopy\n", - "argopy.reset_options()\n", - "argopy.clear_cache()\n", - "argopy.set_options(cachedir='cache_bgc')\n", + "# # Make a fresh start\n", + "# import argopy\n", + "# argopy.reset_options()\n", + "# argopy.clear_cache()\n", + "# argopy.set_options(cachedir='cache_bgc')\n", "\n", - "#\n", - "import matplotlib as mpl\n", - "from matplotlib import pyplot as plt\n", - "import cmocean\n", - "import xarray as xr\n", - "xr.set_options(display_expand_attrs = False)" + "# #\n", + "# import matplotlib as mpl\n", + "# from matplotlib import pyplot as plt\n", + "# import cmocean\n", + "# import xarray as xr\n", + "# xr.set_options(display_expand_attrs = False)" ] }, { @@ -141,66 +123,99 @@ }, { "cell_type": "code", - "execution_count": 56, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ - "ds = ArgoDataFetcher().region([-75, -45, 20, 30, 0, 10, '2011-01', '2011-06'])" + "# import logging\n", + "# logging.getLogger(\"matplotlib\").setLevel(logging.ERROR)\n", + "# logging.getLogger(\"pyproj\").setLevel(logging.ERROR)\n", + "# logging.getLogger(\"fsspec\").setLevel(logging.ERROR)\n", + "# logging.getLogger(\"parso\").setLevel(logging.ERROR)\n", + "# logging.getLogger(\"asyncio\").setLevel(logging.ERROR)\n", + "# DEBUGFORMATTER = '%(asctime)s [%(levelname)s] [%(name)s] %(filename)s:%(lineno)d: %(message)s'\n", + "# logging.basicConfig(\n", + "# level=logging.DEBUG,\n", + "# format=DEBUGFORMATTER,\n", + "# datefmt='%I:%M:%S %p',\n", + "# handlers=[logging.FileHandler(\"nb-docs.log\", mode='w')]\n", + "# )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load a dataset using argopy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Working off the argopy tutorial\n", + "https://nbviewer.org/github/euroargodev/argopy/blob/master/docs/examples/BGC_region_float_data.ipynb" ] }, { "cell_type": "code", - "execution_count": 61, + "execution_count": 3, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/Michael/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", - " self._dims = list(xarray_obj.dims.keys())\n", - "/Users/Michael/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", - " self._dims = list(xarray_obj.dims.keys())\n" - ] - }, - { - "ename": "AttributeError", - "evalue": "'ScipyArrayWrapper' object has no attribute 'oindex'", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[61], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mds\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mto_xarray\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/fetchers.py:491\u001b[0m, in \u001b[0;36mArgoDataFetcher.to_xarray\u001b[0;34m(self, **kwargs)\u001b[0m\n\u001b[1;32m 486\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m InvalidFetcher(\n\u001b[1;32m 487\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m Initialize an access point (\u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m) first.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 488\u001b[0m \u001b[38;5;241m%\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m,\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mjoin(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mFetchers\u001b[38;5;241m.\u001b[39mkeys())\n\u001b[1;32m 489\u001b[0m )\n\u001b[1;32m 490\u001b[0m xds \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfetcher\u001b[38;5;241m.\u001b[39mto_xarray(\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[0;32m--> 491\u001b[0m xds \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mpostproccessor\u001b[49m\u001b[43m(\u001b[49m\u001b[43mxds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 493\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m xds\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/fetchers.py:457\u001b[0m, in \u001b[0;36mArgoDataFetcher.region..postprocessing\u001b[0;34m(xds)\u001b[0m\n\u001b[1;32m 456\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mpostprocessing\u001b[39m(xds):\n\u001b[0;32m--> 457\u001b[0m xds \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfetcher\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfilter_data_mode\u001b[49m\u001b[43m(\u001b[49m\u001b[43mxds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 458\u001b[0m xds \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfetcher\u001b[38;5;241m.\u001b[39mfilter_qc(xds)\n\u001b[1;32m 459\u001b[0m xds \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfetcher\u001b[38;5;241m.\u001b[39mfilter_variables(xds, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_mode)\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/data_fetchers/erddap_data.py:818\u001b[0m, in \u001b[0;36mErddapArgoDataFetcher.filter_data_mode\u001b[0;34m(self, ds, **kwargs)\u001b[0m\n\u001b[1;32m 816\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mfilter_data_mode\u001b[39m(\u001b[38;5;28mself\u001b[39m, ds: xr\u001b[38;5;241m.\u001b[39mDataset, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m 817\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Apply xarray argo accessor filter_data_mode method\"\"\"\u001b[39;00m\n\u001b[0;32m--> 818\u001b[0m ds \u001b[38;5;241m=\u001b[39m \u001b[43mds\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43margo\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfilter_data_mode\u001b[49m\u001b[43m(\u001b[49m\u001b[43merrors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mignore\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 819\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m ds\u001b[38;5;241m.\u001b[39margo\u001b[38;5;241m.\u001b[39m_type \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mpoint\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 820\u001b[0m ds[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mN_POINTS\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39marange(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;28mlen\u001b[39m(ds[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mN_POINTS\u001b[39m\u001b[38;5;124m\"\u001b[39m]))\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:714\u001b[0m, in \u001b[0;36mArgoAccessor.filter_data_mode\u001b[0;34m(self, keep_error, errors)\u001b[0m\n\u001b[1;32m 711\u001b[0m plist \u001b[38;5;241m=\u001b[39m [p \u001b[38;5;28;01mfor\u001b[39;00m p \u001b[38;5;129;01min\u001b[39;00m possible_list \u001b[38;5;28;01mif\u001b[39;00m p \u001b[38;5;129;01min\u001b[39;00m ds\u001b[38;5;241m.\u001b[39mdata_vars]\n\u001b[1;32m 713\u001b[0m \u001b[38;5;66;03m# Create one dataset for each of the data_mode:\u001b[39;00m\n\u001b[0;32m--> 714\u001b[0m argo_r, argo_a, argo_d \u001b[38;5;241m=\u001b[39m \u001b[43mds_split_datamode\u001b[49m\u001b[43m(\u001b[49m\u001b[43mds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 716\u001b[0m \u001b[38;5;66;03m# Fill in the adjusted field with the non-adjusted wherever it is NaN\u001b[39;00m\n\u001b[1;32m 717\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m v \u001b[38;5;129;01min\u001b[39;00m plist:\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:606\u001b[0m, in \u001b[0;36mArgoAccessor.filter_data_mode..ds_split_datamode\u001b[0;34m(xds)\u001b[0m\n\u001b[1;32m 601\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\" Create one dataset for each of the data_mode\u001b[39;00m\n\u001b[1;32m 602\u001b[0m \n\u001b[1;32m 603\u001b[0m \u001b[38;5;124;03m Split full dataset into 3 datasets\u001b[39;00m\n\u001b[1;32m 604\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 605\u001b[0m \u001b[38;5;66;03m# Real-time:\u001b[39;00m\n\u001b[0;32m--> 606\u001b[0m argo_r \u001b[38;5;241m=\u001b[39m \u001b[43msafe_where_eq\u001b[49m\u001b[43m(\u001b[49m\u001b[43mxds\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mDATA_MODE\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mR\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m 607\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m v \u001b[38;5;129;01min\u001b[39;00m plist:\n\u001b[1;32m 608\u001b[0m vname \u001b[38;5;241m=\u001b[39m v\u001b[38;5;241m.\u001b[39mupper() \u001b[38;5;241m+\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m_ADJUSTED\u001b[39m\u001b[38;5;124m\"\u001b[39m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:577\u001b[0m, in \u001b[0;36mArgoAccessor.filter_data_mode..safe_where_eq\u001b[0;34m(xds, key, value)\u001b[0m\n\u001b[1;32m 574\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21msafe_where_eq\u001b[39m(xds, key, value):\n\u001b[1;32m 575\u001b[0m \u001b[38;5;66;03m# xds.where(xds[key] == value, drop=True) is not safe to empty time variables, cf issue #64\u001b[39;00m\n\u001b[1;32m 576\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 577\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mxds\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwhere\u001b[49m\u001b[43m(\u001b[49m\u001b[43mxds\u001b[49m\u001b[43m[\u001b[49m\u001b[43mkey\u001b[49m\u001b[43m]\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m==\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mvalue\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdrop\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[1;32m 578\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m v:\n\u001b[1;32m 579\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m v\u001b[38;5;241m.\u001b[39margs[\u001b[38;5;241m0\u001b[39m] \u001b[38;5;241m==\u001b[39m (\n\u001b[1;32m 580\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mzero-size array to reduction operation \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 581\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mminimum which has no identity\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 587\u001b[0m \u001b[38;5;66;03m# https://github.com/euroargodev/argopy/issues/64\u001b[39;00m\n\u001b[1;32m 588\u001b[0m \u001b[38;5;66;03m# Here, we just need to return an empty array\u001b[39;00m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/common.py:1228\u001b[0m, in \u001b[0;36mDataWithCoords.where\u001b[0;34m(self, cond, other, drop)\u001b[0m\n\u001b[1;32m 1225\u001b[0m \u001b[38;5;28mself\u001b[39m \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39misel(\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mindexers)\n\u001b[1;32m 1226\u001b[0m cond \u001b[38;5;241m=\u001b[39m cond\u001b[38;5;241m.\u001b[39misel(\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mindexers)\n\u001b[0;32m-> 1228\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mops\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwhere_method\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcond\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mother\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/ops.py:179\u001b[0m, in \u001b[0;36mwhere_method\u001b[0;34m(self, cond, other)\u001b[0m\n\u001b[1;32m 177\u001b[0m \u001b[38;5;66;03m# alignment for three arguments is complicated, so don't support it yet\u001b[39;00m\n\u001b[1;32m 178\u001b[0m join \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124minner\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m other \u001b[38;5;129;01mis\u001b[39;00m dtypes\u001b[38;5;241m.\u001b[39mNA \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mexact\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m--> 179\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mapply_ufunc\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 180\u001b[0m \u001b[43m \u001b[49m\u001b[43mduck_array_ops\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwhere_method\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 181\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 182\u001b[0m \u001b[43m \u001b[49m\u001b[43mcond\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 183\u001b[0m \u001b[43m \u001b[49m\u001b[43mother\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 184\u001b[0m \u001b[43m \u001b[49m\u001b[43mjoin\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mjoin\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 185\u001b[0m \u001b[43m \u001b[49m\u001b[43mdataset_join\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mjoin\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 186\u001b[0m \u001b[43m \u001b[49m\u001b[43mdask\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mallowed\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[1;32m 187\u001b[0m \u001b[43m \u001b[49m\u001b[43mkeep_attrs\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m 188\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/computation.py:1253\u001b[0m, in \u001b[0;36mapply_ufunc\u001b[0;34m(func, input_core_dims, output_core_dims, exclude_dims, vectorize, join, dataset_join, dataset_fill_value, keep_attrs, kwargs, dask, output_dtypes, output_sizes, meta, dask_gufunc_kwargs, on_missing_core_dim, *args)\u001b[0m\n\u001b[1;32m 1251\u001b[0m \u001b[38;5;66;03m# feed datasets apply_variable_ufunc through apply_dataset_vfunc\u001b[39;00m\n\u001b[1;32m 1252\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28many\u001b[39m(is_dict_like(a) \u001b[38;5;28;01mfor\u001b[39;00m a \u001b[38;5;129;01min\u001b[39;00m args):\n\u001b[0;32m-> 1253\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mapply_dataset_vfunc\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 1254\u001b[0m \u001b[43m \u001b[49m\u001b[43mvariables_vfunc\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1255\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1256\u001b[0m \u001b[43m \u001b[49m\u001b[43msignature\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43msignature\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1257\u001b[0m \u001b[43m \u001b[49m\u001b[43mjoin\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mjoin\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1258\u001b[0m \u001b[43m \u001b[49m\u001b[43mexclude_dims\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mexclude_dims\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1259\u001b[0m \u001b[43m \u001b[49m\u001b[43mdataset_join\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdataset_join\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1260\u001b[0m \u001b[43m \u001b[49m\u001b[43mfill_value\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdataset_fill_value\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1261\u001b[0m \u001b[43m \u001b[49m\u001b[43mkeep_attrs\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mkeep_attrs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1262\u001b[0m \u001b[43m \u001b[49m\u001b[43mon_missing_core_dim\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mon_missing_core_dim\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1263\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1264\u001b[0m \u001b[38;5;66;03m# feed DataArray apply_variable_ufunc through apply_dataarray_vfunc\u001b[39;00m\n\u001b[1;32m 1265\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28many\u001b[39m(\u001b[38;5;28misinstance\u001b[39m(a, DataArray) \u001b[38;5;28;01mfor\u001b[39;00m a \u001b[38;5;129;01min\u001b[39;00m args):\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/computation.py:523\u001b[0m, in \u001b[0;36mapply_dataset_vfunc\u001b[0;34m(func, signature, join, dataset_join, fill_value, exclude_dims, keep_attrs, on_missing_core_dim, *args)\u001b[0m\n\u001b[1;32m 512\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(args) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m1\u001b[39m:\n\u001b[1;32m 513\u001b[0m args \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mtuple\u001b[39m(\n\u001b[1;32m 514\u001b[0m deep_align(\n\u001b[1;32m 515\u001b[0m args,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 520\u001b[0m )\n\u001b[1;32m 521\u001b[0m )\n\u001b[0;32m--> 523\u001b[0m list_of_coords, list_of_indexes \u001b[38;5;241m=\u001b[39m \u001b[43mbuild_output_coords_and_indexes\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 524\u001b[0m \u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msignature\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mexclude_dims\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcombine_attrs\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mkeep_attrs\u001b[49m\n\u001b[1;32m 525\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 526\u001b[0m args \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mtuple\u001b[39m(\u001b[38;5;28mgetattr\u001b[39m(arg, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdata_vars\u001b[39m\u001b[38;5;124m\"\u001b[39m, arg) \u001b[38;5;28;01mfor\u001b[39;00m arg \u001b[38;5;129;01min\u001b[39;00m args)\n\u001b[1;32m 528\u001b[0m result_vars \u001b[38;5;241m=\u001b[39m apply_dict_of_variables_vfunc(\n\u001b[1;32m 529\u001b[0m func,\n\u001b[1;32m 530\u001b[0m \u001b[38;5;241m*\u001b[39margs,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 534\u001b[0m on_missing_core_dim\u001b[38;5;241m=\u001b[39mon_missing_core_dim,\n\u001b[1;32m 535\u001b[0m )\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/computation.py:252\u001b[0m, in \u001b[0;36mbuild_output_coords_and_indexes\u001b[0;34m(args, signature, exclude_dims, combine_attrs)\u001b[0m\n\u001b[1;32m 250\u001b[0m merged_indexes \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mdict\u001b[39m(unpacked_coords\u001b[38;5;241m.\u001b[39mxindexes)\n\u001b[1;32m 251\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 252\u001b[0m merged_vars, merged_indexes \u001b[38;5;241m=\u001b[39m \u001b[43mmerge_coordinates_without_align\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 253\u001b[0m \u001b[43m \u001b[49m\u001b[43mcoords_list\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mexclude_dims\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mexclude_dims\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcombine_attrs\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcombine_attrs\u001b[49m\n\u001b[1;32m 254\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 256\u001b[0m output_coords \u001b[38;5;241m=\u001b[39m []\n\u001b[1;32m 257\u001b[0m output_indexes \u001b[38;5;241m=\u001b[39m []\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/merge.py:413\u001b[0m, in \u001b[0;36mmerge_coordinates_without_align\u001b[0;34m(objects, prioritized, exclude_dims, combine_attrs)\u001b[0m\n\u001b[1;32m 409\u001b[0m filtered \u001b[38;5;241m=\u001b[39m collected\n\u001b[1;32m 411\u001b[0m \u001b[38;5;66;03m# TODO: indexes should probably be filtered in collected elements\u001b[39;00m\n\u001b[1;32m 412\u001b[0m \u001b[38;5;66;03m# before merging them\u001b[39;00m\n\u001b[0;32m--> 413\u001b[0m merged_coords, merged_indexes \u001b[38;5;241m=\u001b[39m \u001b[43mmerge_collected\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 414\u001b[0m \u001b[43m \u001b[49m\u001b[43mfiltered\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mprioritized\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcombine_attrs\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mcombine_attrs\u001b[49m\n\u001b[1;32m 415\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 416\u001b[0m merged_indexes \u001b[38;5;241m=\u001b[39m filter_indexes_from_coords(merged_indexes, \u001b[38;5;28mset\u001b[39m(merged_coords))\n\u001b[1;32m 418\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m merged_coords, merged_indexes\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/merge.py:290\u001b[0m, in \u001b[0;36mmerge_collected\u001b[0;34m(grouped, prioritized, compat, combine_attrs, equals)\u001b[0m\n\u001b[1;32m 288\u001b[0m variables \u001b[38;5;241m=\u001b[39m [variable \u001b[38;5;28;01mfor\u001b[39;00m variable, _ \u001b[38;5;129;01min\u001b[39;00m elements_list]\n\u001b[1;32m 289\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 290\u001b[0m merged_vars[name] \u001b[38;5;241m=\u001b[39m \u001b[43munique_variable\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 291\u001b[0m \u001b[43m \u001b[49m\u001b[43mname\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mvariables\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcompat\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mequals\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[43mname\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[1;32m 292\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 293\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m MergeError:\n\u001b[1;32m 294\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m compat \u001b[38;5;241m!=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mminimal\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 295\u001b[0m \u001b[38;5;66;03m# we need more than \"minimal\" compatibility (for which\u001b[39;00m\n\u001b[1;32m 296\u001b[0m \u001b[38;5;66;03m# we drop conflicting coordinates)\u001b[39;00m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/merge.py:123\u001b[0m, in \u001b[0;36munique_variable\u001b[0;34m(name, variables, compat, equals)\u001b[0m\n\u001b[1;32m 121\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m compat \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mbroadcast_equals\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 122\u001b[0m dim_lengths \u001b[38;5;241m=\u001b[39m broadcast_dimension_size(variables)\n\u001b[0;32m--> 123\u001b[0m out \u001b[38;5;241m=\u001b[39m \u001b[43mout\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mset_dims\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdim_lengths\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 125\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m compat \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mno_conflicts\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 126\u001b[0m combine_method \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfillna\u001b[39m\u001b[38;5;124m\"\u001b[39m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/util/deprecation_helpers.py:140\u001b[0m, in \u001b[0;36mdeprecate_dims..wrapper\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m 132\u001b[0m emit_user_level_warning(\n\u001b[1;32m 133\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mThe `\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mold_name\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m` argument has been renamed to `dim`, and will be removed \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 134\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124min the future. This renaming is taking place throughout xarray over the \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 137\u001b[0m \u001b[38;5;167;01mPendingDeprecationWarning\u001b[39;00m,\n\u001b[1;32m 138\u001b[0m )\n\u001b[1;32m 139\u001b[0m kwargs[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdim\u001b[39m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m=\u001b[39m kwargs\u001b[38;5;241m.\u001b[39mpop(old_name)\n\u001b[0;32m--> 140\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/variable.py:1376\u001b[0m, in \u001b[0;36mVariable.set_dims\u001b[0;34m(self, dim, shape)\u001b[0m\n\u001b[1;32m 1371\u001b[0m expanded_dims \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mtuple\u001b[39m(d \u001b[38;5;28;01mfor\u001b[39;00m d \u001b[38;5;129;01min\u001b[39;00m dim \u001b[38;5;28;01mif\u001b[39;00m d \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m self_dims) \u001b[38;5;241m+\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdims\n\u001b[1;32m 1373\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdims \u001b[38;5;241m==\u001b[39m expanded_dims:\n\u001b[1;32m 1374\u001b[0m \u001b[38;5;66;03m# don't use broadcast_to unless necessary so the result remains\u001b[39;00m\n\u001b[1;32m 1375\u001b[0m \u001b[38;5;66;03m# writeable if possible\u001b[39;00m\n\u001b[0;32m-> 1376\u001b[0m expanded_data \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdata\u001b[49m\n\u001b[1;32m 1377\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m shape \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 1378\u001b[0m dims_map \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mdict\u001b[39m(\u001b[38;5;28mzip\u001b[39m(dim, shape))\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/variable.py:448\u001b[0m, in \u001b[0;36mVariable.data\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 446\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_data\n\u001b[1;32m 447\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_data, indexing\u001b[38;5;241m.\u001b[39mExplicitlyIndexed):\n\u001b[0;32m--> 448\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_data\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_duck_array\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 449\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 450\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mvalues\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/indexing.py:833\u001b[0m, in \u001b[0;36mMemoryCachedArray.get_duck_array\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 832\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_duck_array\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[0;32m--> 833\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_ensure_cached\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 834\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39marray\u001b[38;5;241m.\u001b[39mget_duck_array()\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/indexing.py:827\u001b[0m, in \u001b[0;36mMemoryCachedArray._ensure_cached\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 826\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_ensure_cached\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[0;32m--> 827\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39marray \u001b[38;5;241m=\u001b[39m as_indexable(\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43marray\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_duck_array\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m)\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/indexing.py:784\u001b[0m, in \u001b[0;36mCopyOnWriteArray.get_duck_array\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 783\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_duck_array\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[0;32m--> 784\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43marray\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_duck_array\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/indexing.py:643\u001b[0m, in \u001b[0;36mLazilyIndexedArray.get_duck_array\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 641\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_duck_array\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m 642\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39marray, ExplicitlyIndexedNDArrayMixin):\n\u001b[0;32m--> 643\u001b[0m array \u001b[38;5;241m=\u001b[39m \u001b[43mapply_indexer\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43marray\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mkey\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 644\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 645\u001b[0m \u001b[38;5;66;03m# If the array is not an ExplicitlyIndexedNDArrayMixin,\u001b[39;00m\n\u001b[1;32m 646\u001b[0m \u001b[38;5;66;03m# it may wrap a BackendArray so use its __getitem__\u001b[39;00m\n\u001b[1;32m 647\u001b[0m array \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39marray[\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mkey]\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/indexing.py:1024\u001b[0m, in \u001b[0;36mapply_indexer\u001b[0;34m(indexable, indexer)\u001b[0m\n\u001b[1;32m 1022\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m indexable\u001b[38;5;241m.\u001b[39mvindex[indexer]\n\u001b[1;32m 1023\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(indexer, OuterIndexer):\n\u001b[0;32m-> 1024\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mindexable\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moindex\u001b[49m\u001b[43m[\u001b[49m\u001b[43mindexer\u001b[49m\u001b[43m]\u001b[49m\n\u001b[1;32m 1025\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 1026\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m indexable[indexer]\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/core/indexing.py:366\u001b[0m, in \u001b[0;36mIndexCallable.__getitem__\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m 365\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m__getitem__\u001b[39m(\u001b[38;5;28mself\u001b[39m, key: Any) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m Any:\n\u001b[0;32m--> 366\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgetter\u001b[49m\u001b[43m(\u001b[49m\u001b[43mkey\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m~/miniconda3/envs/sklearn-argo-dev/lib/python3.9/site-packages/xarray/coding/variables.py:72\u001b[0m, in \u001b[0;36m_ElementwiseFunctionArray._oindex_get\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m 71\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_oindex_get\u001b[39m(\u001b[38;5;28mself\u001b[39m, key):\n\u001b[0;32m---> 72\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mtype\u001b[39m(\u001b[38;5;28mself\u001b[39m)(\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43marray\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43moindex\u001b[49m[key], \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfunc, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdtype)\n", - "\u001b[0;31mAttributeError\u001b[0m: 'ScipyArrayWrapper' object has no attribute 'oindex'" - ] - } - ], + "outputs": [], + "source": [ + "# # Format: [lon_min, lon_max, lat_min, lat_max, pres_min, pres_max, datim_min, datim_max]\n", + "# BOX = [-56, -45, 54, 60, 0, 2000, '2022-01', '2023-01']\n", + "# # BOX = [-56, -45, 54, 60, 0, 2000, '2022-09', '2023-01']\n", + "# BOX = [-56, -45, 54, 60, 0, 500, '2019-01', '2023-01']\n", + "# # BOX = [-75, -62, 38, 42, 0, 2000, '2021-01', '2022-01']" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# # Select profile in a space/time domain:\n", + "# index_BOX = [BOX[ii] for ii in [0, 1, 2, 3, 6, 7]] # We don't want the pressure axis BOX limits\n", + "# idx.search_lat_lon_tim(index_BOX)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# # Get the list of all parameters for this region:\n", + "# idx.read_params()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# # How many different floats in the region:\n", + "# len(idx.read_wmo())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], "source": [ - "ds.to_xarray()" + "# %%time\n", + "# f = DataFetcher(ds='bgc', mode='expert', params='all',\n", + "# parallel=True, progress=True, cache=False,\n", + "# chunks_maxsize={'time': 30},\n", + "# )\n", + "# f = f.region(BOX).load()\n", + "# f" ] }, { @@ -213,7 +228,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ diff --git a/notebooks/sklearn-regression.ipynb b/notebooks/sklearn-regression.ipynb index dad9f26..677ef1f 100644 --- a/notebooks/sklearn-regression.ipynb +++ b/notebooks/sklearn-regression.ipynb @@ -4,22 +4,15 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Let's start here! If you can directly link to an image relevant to your notebook, such as [canonical logos](https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg), do so here at the top of your notebook. You can do this with Markdown syntax,\n", - "\n", - "> `![](http://link.com/to/image.png \"image alt text\")`\n", - "\n", - "or edit this cell to see raw HTML `img` demonstration. This is preferred if you need to shrink your embedded image. **Either way be sure to include `alt` text for any embedded images to make your content more accessible.**\n", - "\n", - "\"Project" + "![Biogeochemical Argo](https://biogeochemical-argo.org/images/logo@2x.png) \n", + "![Scikit-learn](https://seeklogo.com/images/S/scikit-learn-logo-8766D07E2E-seeklogo.com.png)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "# Project Pythia Notebook Template\n", - "\n", - "Next, title your notebook appropriately with a top-level Markdown header, `#`. Do not use this level header anywhere else in the notebook. Our book build process will use this title in the navbar, table of contents, etc. Keep it short, keep it descriptive. Follow this with a `---` cell to visually distinguish the transition to the prerequisites section." + "# Regression Modeling on Argo using Scikit-learn\n" ] }, { @@ -34,13 +27,37 @@ "metadata": {}, "source": [ "## Overview\n", - "If you have an introductory paragraph, lead with it here! Keep it short and tied to your material, then be sure to continue into the required list of topics below,\n", "\n", - "1. This is a numbered list of the specific topics\n", - "1. These should map approximately to your main sections of content\n", - "1. Or each second-level, `##`, header in your notebook\n", - "1. Keep the size and scope of your notebook in check\n", - "1. And be sure to let the reader know up front the important concepts they'll be leaving with" + "Among machine learning approaches, RFR is a relatively simple algorithm that can be trained on regional datasets too small for deep learning. RFR has been successfully applied to a range of cases in oceanography (e.g. \\citet{sharp2022_GOBAIO2, callens2020_Using, tong2019_MultiFeature}), including for oxygen prediction in the Southern Ocean using BGC-Argo float data (\\citet{giglio2018_Estimating}). Furthermore, many oceanographic applications highlight RFR as a useful tool for geospatial observations because of its reduced overfitting tendency and ability to handle non-linear relationships between variables \\citep{zhou2023_Comparative, sharp2022_Monthly}. Deep learning methods are not necessarily better than simpler algorithms for data that are non-uniformly distributed; where multiple algorithms produce similar regional predictions, simple learners can offer greater stability and interpretability.\n", + "\n", + "The objectives for this notebook are:\n", + "\n", + "- Train RFR on data from BGC-Argo ocean autonomous profilers and GO-SHIP bottle data\n", + "- Validate RFR to select the best model parameters, use cross-validation to assess overfitting\n", + "- Test RFR for an estimate of prediction error\n", + "- Predict missing variable on other profiling observations" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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NtXYaAoaAIWAIGAKVGoFiOP/nSc7ikZL94xOSs3RUCJzqtZMepOkL18vsJRuEEaR1alaXfVrWlx4dmhTaruXrtsmUuWvk5wVrJTsnV/p3b+V+zRsVjsnClVu8tKvlx3lrpEZaNenavrGcOqCT1Ktdo9ByNcKmbbvkzL9+LN8+do6esq0hYAgYAoaAIWAIJCkC8RMzz1yZPXu4I2S5G+eEm1ut7RGSdtC14eNk3Xnz69nywJs/5Kv+0D7t5LW/DJM2TevmO89BZlaO/O2lCfLw8MmSk5tXIPx3Jx8gT95wlFRPK6iUXLNpp5x396cy+udlBdJByj6+/zQZcmC7AmFBJ57+cJqMmrpMxk5bLoN6tw2KYucMAUPAEDAEDAFDIEkQKJSY5WVskOxpz3u//0jezrX5mpV+5qdSrf2QfOeS/QAS1rJxHafFgvBccv8X8vWjZ+dr1pYdmTLwuuGClg3p2bGpHNK9paR62rYxHkGav3yT/OeTX2TW4g3y3j2niF97NmHGSjnrro9l1YYdTks28IA20mvfZrJyw3b5bvoKWbl+u6xYtz1fedEOMjKz5fH3f3LBj7w9xYhZNKDsvCFgCBgChoAhkCQIRCVmeZvmS9ZPT0j2rDdFsne55qTUaSVpva/0tGb/lrzMLZLacN8kaWb81TzCI0rD/3qSjJ+xQo74v+HyzU9LBXNl22b1wplc//i3jpSh3Xrs2iFy+Ym9wmHsvD1qrlzsEbqJs1bJ97NWeubJzi58287dYVKGmfTNO0+UAzo1C6fdtTtb7nttktSvE58p8+UvZ3qTpu506T+Z8KvMW7ZJurRrFM7PdgwBQ8AQMAQMAUMguRAIJGZZ398nWRMf8Fqy10RX/Yi7pXrf60VSq0v2zNc8W96W5GppEWs7oGcbadqglqzfkuH5nm0ME7ORU5bIqyNmudxe+ONxcvaQLgVyPmdoV2GmeYjYKZ7PmMo9r3zvNGWN6tWUbzyfsBYRfmg1a6TJvZcP0Ogxt5hP//nWZBenWmqKM6c+9s6P8sxNR8dMZ4GGgCFgCBgChoAhkLgIBBKz6of+WVKb7C9Zkx+V3LVTXe2zJtwreetnSVq/GxO3NaVYM3y2IGVIr32bhnP+8odFbv/YgzsEkjKNiH9apPzvm5Bv3j2XHV6AlEXGLez43THzhMEDDeqkOzJ2wb2fySsjZsrfrxggTerXCienDc9+PM0NaGjXvJ7T5u3XtpFcPqyX7Nu6gezOzpHnP5nuNHtp1VLlOK9dENJJs1fJYT1ay1EHtQ/nhXbuhc+ny7Rf1wkksl/XFnKFpy1k38QQMAQMAUPAEDAESo5A8Bs1JVWqdTnd/Rh5me0RNLed85Zke7/KLON+WSG9Ln1FZiwK+Y/hxI/PmcrU+SE/u0EHFHS0z8rOlSxvZGak1E5PE0ZPrvD8x5ChffaSnci48R4/uGegAvU778hucpc3EAHfNgYD3HnxoeFsIFN3vjA+fKw7Zw7aT7Zn1Jbjbn1X8HtTecUzjzIqlSk4bjjroDAx+9Yz6Z7rDVhQskp84j7x/lT59B+nC2TPxBAwBAwBQ8AQMARKhkDBIYMR+VVrP1TSz/xEal4wzhE18UibSuaHZ3o+aG+I5FaeebRwvldSRjvfGT1PPv1+oTbZ8zcLkavWTfeSNQ3EtFjnuH8X+C1atSVMyogbNMpT84hnizkVgsiIT8gTa8Rff2Yfl/SpD6a6EaNB+XRt11juvvRwue2CQ+SgLi2cKRRSVssjjo9cM8SNQD10/1aOlPnTr9ucIed7GjlI2f6eb9zj1x8pf/vt4a4d+LVddN8XgSNT/XnYviFgCBgChoAhYAgUjkCwxiwgXWqLPpJ+4muSt3mhZE15zBGy3A2zvQlmfy9Zkx6UWpf+EpAq+U6d0L+jPPC7gbJq4w55xtM+fTR+gZzlzRO24ZNrnSZp/32aOM2Un7xpK5kDLVI4hcaNLaZC5jqbs3SjQIBiCabEXbtzwlEG9Gzt0nNCp/U4aL8WzuEfcrRPi/ouLlNxvDFytlw2rGc4re68cvvxbo41PX79q9lu97oz+shN5/R1++cd2VVanfFsPs3YB+Pmu0EGmCwnPHW+M58SedihHeWQq95wZs+fvLnYDu7W0uVhfwwBQ8AQMAQMAUOgeAjsVX/lS58nuasmSe7qkHO5PyjFG4lZ4+gnpNbls6X6wTdJSg2PEERMo+GPn2z7jIhkpCS+Vm/cOUwa1k13Gii0VEif/Zq77cfjf5Wd3nQVfvnT+YdI5tc3ut+/rxvqgiBlaKQgNd33aezODf825GvmTxu5f9JtH8iQG94K/5iiA2EyW8yKCOTtyD+87X6n3P6hO8efR72pM/L2jttw59Guad05ketFWLZ2mwuDjKpAHiFcflESir8ZPm0qELH2ewjhL57fmYkhYAgYAoaAIWAIlAyBYGKWkyW7hh8lu945IWruKXVaSPUj7pFaV86V6gPvixovmQMgKenVq7kmKIn5zbHdpXbNNFmwYrNc9+9v8jUPrRgz+O/IyJInP/jZhTFIQOXKkw5wu0+8NzVwclkCccbHnHr+Ud3kt8f3CP/UwV59y5o1rCUHdm5e4MdcajO9+dNGTF7sytI/tIO6qRAvvUboeOmaEEHTsMh51HQetl9XbtYobsuoU52uo4k3YMDEEDAEDAFDwBAwBEqGQNymzKjF1KgnaQdcHjU42QJ2ZeY4Mx6aqTdGzhJMgwgjFJFOrRt6ps5BwlxmL34+w2md0I5190ycCFqsqx/92pk769aqLvdfcYQ7z5//O72PYBZk4tpjb3nX+WldfWpvYfoMTJzjPX+vm58aLX84u6/z4won3LODc//7Y+e7I1YkQKsXKaff8ZF8+N0CeeStKXL8IQXD/fHRoDH6lMlwjzyonZsS5CuP0DFJrl+YOgTBBPuWN0cbU4Qw0OGfXhnMvYY2jqWoTAwBQ8AQMAQMAUOgZAjEJma52bJ7zG3hElLEUwkFSbV0T3v2t6CQpDuHT9lHpy7IV2/8tZgaQgWCtXTNVs9k+KNg4tz/kpfDU1Rs2BqaYqNx/Zry6u0nSGvfck5o1F73CBVTW0B+/vLf79yPOBs8x3qWeYolECFMkGpqDYrLYACI2dc/LnHTWlT3tH7RBAd+TKFMprvv+f+V1k3qyhKvXZHC1B/MzcbEuSwl9cdn6zutoLaVfFo1KTgYIjIfOzYEDAFDwBAwBAyB2AgUSsyyf3oydg5eaEr1OpWGmNFYCFRzb4JYZvu/ytNoMeeXXwh/+OrBcvLhnTySMtYtYK4kpb63GgBrVj5141Fh/yt/WkjYqH+d65k6p8pTnrkTLRimSwRz5TlDu8iAXiENlT8d+TM9BXLreQf7g/Lts8YmxA2fL6ayuHmPU3++SHsOIFysPoCGDx82SBkjNyFZket4QjIZYPCvd390pJQs8L/7hzdQ4vcn9w7K3s4ZAoaAIWAIGAKGQBERSMnzpECanN2y83HPUT01LTTbf0CUfGmq1ZDqh9+Z75T/gNGKeaNv9p+qVPuY9Ras2ORGTXZu08gRu3gbyHxhrCwAyWnfol4+P7B48yhuPMjY1h27BZPrSm/tzpqezxmm2jPu/NiZXP94/sHy4O8H5cseH7g5Xn1re3OdMUEtvmrJIClDHvEGRBS81ZOh7lZHQ8AQMAQMgaqDQGyNmbf8Eg7+JrERwMdKfcxixywYymSufjNpwRhld+bul78XlnE68dB95eN/nOZIFr5uOuqzQ8sGBQpnAIF/fc8CEeyEIWAIGAKGgCFgCBQbgegOSHFmmZe5WXIq+WoAcUKRdNHOHLyf0+59NnGhdLvoJbnlmTFuiyaNAQm/OaZ70rXJKmwIGAKGgCFgCCQzAsEas2rVpeb5Yzxnq+i8LW/zIsma+qRb0DzFi1er27nJjEOVrDujLR+6arDc/vw45+vGSE4EUoZPWT3PX87EEDAEDAFDwBAwBMoPgWBi5o2+TG3ZN7AWuSu/l6wfn5CcXz8VyduzLmSDDoFx7WTiI3DLuf3ktCM6yzc/LpXV3moHXds3EgYQ+NcHTfxWxFfDoJUZ4ktpsYIQMJ+9IFTsnCFgCBgCJUMgCjGLyDQvR3Lmf+wRssfzrQaQ2qKvVD/oGm8NzTMiEthhMiHQuU1D4WdiCBgChoAhYAgYAhWLQGxitnu7ZM94xTNZPiV5W5eGauqN1BRvfjMk/eTXJaVeu9B5+2sIGAJVCoHc3FxJTY3u7lClwLDGGgKGgCFQSggEErO87Sske+ozkv3Li5K3OzThaErNxpLW6zJJO/B3suutYzyitsSrQnJMlVBKWFk2SY6Amd5KdgHnzp0r3bp1K1kmltoQMAQMAUMgJgKBxCxn4ReSPeuNMCkjB5ZdSut7vaTUbBQzw8oQ+POCtfLSFzOlY6v6cuNZwb52laGd1gZDwBAwBAwBQ8AQSCwEAolZ2gFXSNr+F7oRl/iV5W1ZLFk/POxMmmk9LhbxpshINpm9ZINMnb9Wflm43k3myjqRzB/WpH7BxbdZoPzx936SQ7q3rPTEbL23FFSDOt6SWt5cbCaGgCFgCBgChoAhULEIBBIzV6W0WpLW+3dOU5Yz7wPJmvyo5K77RbJ/fjZc49wNs6Ravbbh40TcWeXNaP/7R0bKJxN+LVC92jXT5GFvuoirTz2wSLP1F8goSU+wYPlJf/5A2jevL7NfvdTIWZJeR6u2IWAIGAKGQOVBoHA1SUo1qdb1LKn5mwmSfvqHUq3twHDrMz84Q3a9faxg+kxEmThrlfS89GVHytK8xbxZG/L6Mw+Si47dX/Zr20h27sqWa//1jZzskZOc3Mq/XA8z/d/+/HeydtNOd7nQDLKc1NK1W2XrzsxEvIRWJ0PAEDAEDAFDoEohEF1jFgBDtQ5HC7/c1VOcBo25zHJXTJDd66ZLrWtXBaSouFPbdu6WC//+mWzcustbLqmxvPaXYdK3S4twhXK9dRMf/t9kufPF8cLM9w8Pnyy3XXBIOLwy7vzzrcmyPSPLzejfvFFtufSEnt76keLmLgsy6VZGDKxNhoAhYAgYAoZAIiNQuMYsoPapLft5U2W8KbUu+VHSel4iUi09IFbFnvrLf7+ThSu3uFnsv37k7HykjJqx+PafPCJ272UDXEXvenGCm/2+YmtdvqXXSk+Ta08/UI7uu0/5FmylGQKGgCFgCBgChkAgAoVrzHIyPaf/ZyV31STJXT/DW6WpuqQ27y2pnkkTUlbjmKdEBv0jMPOKPPnlD4td8Xdferi0blo3alVuOe9gefGLGTJv2Sb52pv9HhOnX6bMXSOvfTVLVqzfJr07Nff80XpL0wZ7Bwyw6PfnExfJW6PmemkbyjWevxraKJVN23bJsx9Pk2m/rpOaNdLkkG4t5cqTDgj7c63bnCHPfTJN6taqLm2a1pN3Rs+VLu0ayeXDesnbXp5ZXv7H9uvgBiJonv/7Zo78unKzWzj9zEH7udPvjpknX01e4kySg3u3k8N7tnYm3DZe29GMvfLlTNmdFVqpgfoM7dPeI6vN5VWvbY29JZiuOe1Azd6ZdV8dMVO+n7lKNm7LkF4dmznz776t9y5q/sPs1fLVlMV7TMJZMsLzV6vlte+sIV3couiaWWH4aDzbGgKGgCFgCBgChoA3C0YsEHI3zJbdn//WI2Qzw9HwxMrdOFdkztuSM+99qXH8fyWlzl4TYThiBe5Ahhas2ORqMKh37MEJ1VJT5PAerR0xY9SmX36at1YOv/ZN54fF+ffGzJfnPFIz8pGzHCni3H2vTZK/vTyBXScjpyyRMf8+V/Bpw4dr6I1vy/J12zTYEaSXPCI49vHzBI3Vmk075M4XxofDdeeswV1k+qL18sbI2fLZ9wvl+6cvcEH4h1324AjZtTtbXvnzCe7c5Q+NkBc/n6FJ5a1v5zqih9nyMK9tELPnP50uu7NzXJwn3p8qEMIm9Wu6sju0rB8mZozSPPG29wXipUK7MfU+f+uxcv5RoXmsJs5aGVjvlz0C+MYdw+SCo0MLoMfCR/O3rSFgCBgChoAhYAiEEIhuyvQ0ZZkfnR0iZZ6psvrBt0j6KcMl/aQ33GhN8QYF5CwdJZmfXphwWG7alul8p6hYC5/2KlpFWzUJadT8BIq4aHvaNqsnD189WP5yUX9nFl2xfrtc9ejXLiv8s5756Ge3//fLjxA0SqcO6OyN8AxNvHvDE986UtapdUN55+6T5akbj5JmDWsJWrhH3/7RpfP/6da+saDh+/OF/eXAzs3dlqwYxDDul+UuKqQKUtaxVQOP/HSTD79bECZlxx/SQV6+7Xi39iUDG/xy2bCeUiOtmjt11Sm95ZyhXf3B4f3f/XOkI2UsZH6zt44mZOzQ/VvJjl1ZcsXDIwLNvZAwfPioM/LcJ7+4bWH4uEj2xxAwBAwBQ8AQMATCCETVmLFQOfOXMaFszXO/lpTGe1/k1fY7VdK89TF3vXeK5K6cKDme9qxat3PCmVb0TgdvYtg6Nas7MjFr8YZCF+RmjjOkR4cmBar+1T/PCq8jecC+zeTcuz+VsdOWe6bN7Z7psa4ja2s8LdbnkxY6DdYRvdq4PDIys+WLSYvcfr9uLWTRqi1uv1v7Jp62arkbcADZ88urt58gB3umThXqc9oR+8kH49BYTZGDvMELT+8hggxUQCuHWROBPH3x0Jlu/5Lje8gpt3+Yb4oQiBlEEa3ZdWf0kf29vGmHX9DGURby7E1Hh8kbZtX25/zHkUw0YvddcUQ4GWQUDRkCYbzy4a9kyeo9q0V4pBKCF4RPOAPbMQQMAUPAEDAEDIEwAlE1ZjmLvnCRqh/653ykTFOmtj3CLWDOcfbM1/V0Qmxx7FftzZt7iEu0iq30CNaoqctcMJPO+qXXvk3DpIzzJx62r2D6ROYu3ei2kBTmQ5swY6UMvG64nHHnx27k40KPiKExQjAt/vHZse6nmi98xPyCNkvr7D+v5O3T73+Vm58e7UaZosX77Qk9XDStx2lHdPYnkzP2+J7lO1nIwQzPdIpA+E4Z0CkcG62d5veL5yvnF7SBKox+RSBoKtHw0XDbGgKGgCFgCBgChsBeBKISs7wtS12savuGtCF7k+zdq9b5ZHeQu3nB3pMJsvebY0M+Ti98Nt2Z+4Kqhanyyn9+JVt2ZEq75vUc8fLHW7Z2W9i/jPOQOJ3vrMmeAQAQlnmvX+4GBRAHjdP/vpntVhfgGHngdwPlo/tOc78P7ztVHrpqkDM5hkJDf2vWqBYeEOA/zxQfmCghec99HDIR/vH8g8NmSa0HRNAvCyOInz8s2r4OWgCXJWtCWi+N+6vnL4doeXoePzkVCF2kRMMnMp4dGwKGgCFgCBgChoA3a0QgCLlZkrfDc/5OTZOU+u0Co3Aypf4+obDd26PGqagA/KhUy3Omp8X603NjncM79YFcTZq9Svpf/aYbUYlGCEd6libyy+btmfLkB1Odrxk+Vg96854hjKDs6o2c5Ny/3/3JOfQ//Yej5YT+HV34eE97hplTR2/O9UZ8EoYWasHyzU5z9rrn1B+v3HHxoeGo+MxdeVKv8LHOzQYhVG0WI0yLkr9mho+bzmeG6ZS54BC0fIzARNRU6w4K+RMLn0KSWrAhYAgYAoaAIVAlEdir7vA33yNmIiE7XOZnl/hD8u/n7jFZ5YVG++UPrPijF/54nGzwRhmO8XypHvJIFb9WTeoIgwPU3Favdg3593VD3aoAQTW+6anR8sCbPzjNGaM9kTsuOtRNfYFT/i3PjHHE7Y2vZ8vi1SGtFf5eCI78rCzAKExMkc0a1hZ83pB9WtR323j+DOjZRgZ7o0tpB9N7MO2Gyq3e8X88Z3tGWfa+/FU3fQUjUtWMqvHi2aLxeuKGI+WCez8TNI1vfTvHTTUC0UNoFyM845Xp3rqksfCJNx+LZwgYAoaAIWAIVBUEgjVm2nqPeOXM/zD6z5v5P5GlYd10Ge1NXYE2DG0QvmesnQkpQzN05uD9ZMZLlxQgG8RDmEYCQoRTPKSMhb7v8SakvdUzJSIQFUgd5UC4atWoLjed01d+d/IBLpw1OB+5ZojzQYM4EYdBCXf99rCwA72O4HQJYvxBa0admUfNL4zyHPWvc1z7OD9/+San+WN0KKJtYb9aauhyV6sWal/qHn85wlSYDoMRpGjmmG4DUoZf3eUn9pIvHz4z7GOn9dY8Se8vi+PC8CGOiSFgCBgChoAhYAjsRSAlz5O9h3v2PEKW/csLBU5HPVGthqT1ujRqMC/xvNE3Rw0vrwBMa3M8p31IBw708QojMCFnjGRMrx6acsKfFp+smR7p2n+fJoF+YoRDcDKzcpxGC1NocYQ50o7pt8d8HJDBUs8vbJNnfo1Wj4AkMU8xkhT/O0itX0sXM1FAYGH4BCQp9VMpQx7xtIgFb/VSL6gSZzh37lzp1i00jx3NzMnJkdQ9ZL8SN9uaZggYAoZAuSIQTMxKuQqJQsxKuVmWXRIhYMSs5BfLiFnJMbQcDAFDwBAoDIHYpszCUlu4IWAIGAKGgCFgCBgChkCpIWDErNSgtIwMAUPAEDAEDAFDwBAoGQJGzEqGn6U2BAwBQ8AQMAQMAUOg1BAwYlZqUFpGhoAhYAgYAoaAIWAIlAyBvRNilSyfQlPjfG1iCBgChoAhYAgYAoaAIRAdgXIhZjZNQfQLYCGGgCFgCBgChoAhYAgoAmbKVCRsawgYAoaAIWAIGAKGQAUjYMSsgi+AFW8IGAKGgCFgCBgChoAiYMRMkbCtIWAIGAKGgCFgCBgCFYyAEbMKvgBWvCFgCBgChoAhYAgYAoqAETNFwraGgCFgCBgChoAhYAhUMAJGzCr4AljxhoAhYAgYAoaAIWAIKALlMl2GFmZbQ6C4CORJnszZvF5mbF4jy3dslQ2ZO2V71m7ZlZMt2bm5kpOXK7l5ecXN3tLFgcDWpSvzxfrt2PclJTUl3zk7KF0EUlNSpFpKqqSlpkrNamlSt3oNaZJeW9rWqS89G7aQbg2bSor3z8QQMAQqDwJGzCrPtayULYFsjV61SD5fPk/W7dpRKdtojTIEoiHA/Z+blyNZuTmSkZ0lmzIzZNn2LfLzhlXy6dK50qxmHRnWtosMadVRIHEmhoAhkPwIGDFL/mtYaVuwOmO7PD17kizZvrnSttEaZgiUBAE+Vl5ZMFVGr14k13TvLy1r1S1JdpbWEDAEEgAB8zFLgItgVSiIwK9bN8o9U0cZKSsIjZ0xBAogwMcLzwvPjYkhYAgkNwJGzJL7+lXK2qMpe2TGeNmRvbtSts8aZQiUBQI8Lzw3PD8mhoAhkLwIGDFL3mtXKWuOTw3mSyNllfLyWqPKGAGeG54fGwhTxkBb9oZAGSJgxKwMwbWsi44Ajv7mU1Z03CyFIaAI8PzwHJkYAoZAciJgxCw5r1ulrDVTYjD60sQQMARKhgDPEc+TiSFgCCQfAkbMku+aVdoaM0+ZTYlRaS+vNawcEeA54nkyMQQMgeRDwIhZ8l2zSltjJo81MQQMgdJBwJ6n0sHRcjEEyhsBI2bljbiVFxUBZvQ3MQQMgdJBwJ6n0sHRcjEEyhsBI2bljbiVFxUBllkyMQQMgdJBwJ6n0sHRcjEEyhsBI2bljbiVFxUB1r40MQQMgdJBwJ6n0sHRcjEEyhsBI2bljXglKm9bVqZbu48FxEtDWJDcxBAwBEoHAXueSgdHy8UQKG8EbK3M8ka8EpX3r5nfy4KtG+SuPkNl33qNS9yy7NziEbxXB59V4rItg6Ij8NrQs4ueyFIUC4GLx7xb5HTFfZ6KXJAlMAQMgVJFwIhZqcJpmZUEgZJo3vK8FQNMDIHKiEBKSkqxmlWS56lYBVoiQ8AQKBUEjJiVCoxVO5OJ65bLfE9zppIiwS+SQ5u3k/rV0zVaga0tI1MAEjthCBQbAXueig2dJTQEKhQBI2YVCn/lKHzE8vlxNaRLgyYxiVlcmVgkQ8AQMAQMAUOgEiNgxKwSX9zyalrPRi2kblqNmMWxPEydQuLEzMACDQFDwBAwBAyBKoCAEbMqcJHLuolndeghHes1KutiLH9DwBAwBAwBQ6DSI2DTZVT6S2wNNAQMAUPAEDAEDIFkQcA0ZslypRKwnmjKdmTvlua16iZg7axKhoAhYAgYAoZA8iFgxCz5rlnC1HirN8Hslt27ZPyaJeE6BY/HDAXXrJYmA1t2CMe1HUPAEDAEDAFDwBDIj4ARs/x42FEREPjSG425cNvGuFKkpabK/3U/NK64FskQMAQMAUPAEKiqCBgxq6pXvhTa3bNRc2les47LiVGXftnmrXs5a/Nad6pGajW5ocfhQnwTkenTp8vs2bMdFLVq1ZLWrVtL3759C0CTk5Mj7733XoHznGjTpo0MGDBAtmzZIiNGjHBx0tLSpFGjRnLIIYdInTqh6xKYeM/J7777TlauXBk1Su/evaVr165Rw+MN2LFjh+R6qzrUq1cv3iQu3ubNmyU9PV3AyMQQMAQMgaqCgBGzqnKly6CdZ3o+ZkGCefPBX8a5IMyXN/ccIF0aNA2KWiXPvfnmm/LAAw/ka3uXLl3k2muvleuvvz58fteuXXLuueeGj/07xx9/vHzxxReyePHiAnHq168v559/vtxzzz3SvHl0Mvzggw/Kp59+6s823/4dd9wh9957b75zRT2A+HXv3l0gmdOmTZNOnTrFlcXPP/8shx9+uCOY8+fPl4YNG8aVziIZAoaAIZDsCBgxS/YrmGD135C505GyNRnb3bxlt/QaUCrraCZYM0ulOs2aNXPaMjRo8+bNkxtuuMFpiH7/+98XyB/tWO3atcPn+/XrF97XnYEDB8pPP/0kW7duleeee04gNCNHjpRUz4wcJH369JHMzEwXBGlau3at7LvvvmHy1Llz56BkRTq3atUqVx8SQSLjJWbEzcjIcL81a9YYMSsS6hbZEDAEkhkBI2bJfPUSrO6QMTRlkDOWXrr1gIHSvk6DBKtl4lTnyCOPlOHDhwsmu4svvlg++eQTeeKJJySImL388stSGFEaO3asZGdny4svvujy+Pbbb2XWrFnSs2fPwEajUVM544wz5IMPPpCLLrpI/va3v+npEm8x0aIhzMrKEtobr5x00kny3//+Vxo3blwq5tR4y7V4hoAhYAhUNALBn9IVXSsrP+kQWLFzq9w/bYwjZQ1r1JTbew82UhbnVcRMd91117nYc+fOdf5YcSYtEA0/syuuuEKaNg2ZjiFmFS2YVSGeRVmMm3Zcfvnlcvrpp1d09a18Q8AQMATKFQHTmJUr3JWzsMXbN8s/p48THP6b1qwttx0wSJrtGRRQOVtc+q0aM2aMyxTH/SDT4+effy7t2rULF4z2rFevXuFj/87MmTNl/fr17tShh5ZsJCwaPAYYkA+ar2rVqsmFF14oQ4YMcfm/9dZbzlyKgz/nqP9nn30m7du3d2QMp/9//OMfkpeXJ7feeqsz1ZIGMys+ZOPHj3fmV9p2zTXXSLdu3Vy+mzZtkqeeekpq1Kghf/zjH905NGirV6925YAHAygwjd54443Stm1bF0f/oD18//33ZenSpcIgBsjh22+/7cqnHiaGgCFgCCQqAkbMEvXKJEm9FmzdIP+cMV4ysrOkpTfR7J88UtY43UbRxXP5VqxYIc8884yMGjXKkRnSnH322YFJ8T/zyx/+8Ad59NFH/aecWZSRlhAjpH///o4g5YtUxINHHnlElizZO08dyTt06ODIEWbP119/PZwjZtm6devK9u3bZfDgwY6Y7d69WxhEgGCixa/ujTfecGbbcMI9Oy+88IIzve6zzz6yYcMGufPOO/MRs6efflqmTp0amUxeffVVR/QaNAiZzR9//HEBH0ghgon24YcfFsgjIzyNmBWA0E4YAoZAAiFgxCyBLkayVWX25nXy2MwJkpmT7aq+2vMxu33KV/mbkbJ3ytk7eg+RtnXq5w+vwkeQKH4qaJwuu+wyPcy3hWT5p41gpGOkoBVSadKkiTz22GN6WOItpOfqq69202swchTtk5KyYcOGyTnnnOM0VPjJxSsMZrjpppukZcuW8te//lU2btzoSBaELJbgd4YWDe0dcdetW+fKvvTSS2XRokWOeEHK8Ju75JJLHFGFvJkYAoaAIZAMCBgxS4arlIB1nLFprfzLI2VZuTn5apexh6TlO7nnIDdirrOgOFXpHPOXMWoRMx/muFhEChJUmPM/c5uhhWNkJSM9/aM4S4orGru77747nM3//vc/tz9o0KCwhg4SxDQeOq9aOHKUHUyiOh3HuHHjBBNnpHYuKCl1+dOf/uSCPvzwQ2cO1XTvvPOOoKWDmEIeIW+nnHKKG9X50EMPBWVn5wwBQ8AQSCgEjJgl1OVInsrsU7eB3Nf36JgVzj/lrEjT9L3TPcRMWEUCmd4C096TTz4pL730kpsuAzNhcQUfsKFDh8rChQvllVdecRqu4uYVmQ7fMb8wSAE57bTT/KedlipeYuYnmqoBZO62wiQyHX5qmk4J2rHHHutImeYFOTNipmjY1hAwBBIZgdRErpzVLXERqOdNh9HC8ymL9cPnzP9jWSaT/AhAFnB4x8H+ggsucNNd5I8R/xHaq1tuucUlwEQ4Y8aM+BMXEpNJa/2CRgqBBPol8tgfFrnvN80yCjNeiZVOw3D69wuaRBNDwBAwBJIBAXtTJsNVStA6Ysr8w6TPZfmOra6G+Jz945ex8vHSOflq/NiMCXLTpC+EKTVM8iMAkcBMWb16dfn+++/lrrvuyh+hiEeYBg888ECnQTrvvPPcBK1FzCKu6LqE1LvvvhsmgHPmzHEjN+PKoIwiMWkuApZffvml21++fLkwcMDEEDAEDIFkQMCIWTJcpQStI0svbczMkOy80Oi3rVmZMscjZysjCNhmLx6TzuZ4vlQmBRGA5CghY6kmRmkWV5heAqJXs2ZNYdoMNGdlIfh4sfYl01cwbQdLSu2///6ybNmysigu7jxZwgqzKM7/J5xwghtBis+dTkcSd0YW0RAwBAyBCkLAiFkFAV+5i907ErNyt7P0Wnfbbbe5eb0gFL/5zW9k27Ztxc68R48ecv/997v0zz77bNg5P1aGQXOnET/apLCtWrUSVhbYb7/9XLbMS8YC6ieffLI7jpafP08c81Ui40cex5sOkyhriDJHGoLPGW2INtrVRbI/hoAhYAgkEAIp3ogwU2Mk0AVJpqrcPfVbWbhtk9xz0FGyT92GMmmdZzKaPUkOa95erup2cLgpd/30rSzevknu9QYLxFqi6ZKx74XTFGXn1cFnuZGNRUljcUsPAcgPy0pBCIviK1Z6NdibE4uls3A69YCQsY8mb/To0U6DxioLTF6bTEI7Lh7zbrGq/MqgM4uVzhIZAoZAxSEQv8dtxdXRSk5wBJbv2OLMmayViWz3TJq/btsoqjfLzA3Nc5bgzbDqFRMBJoTllwiC5g5TJtq4BQsWyEEHHeSq9dVXofn1OpRg1GsitM/qYAgYApUfASNmlf8al3kL/zN3Sr4ypm9aI/xMDIHyRoARrizazohUNGXMlcZccZg3EV2TtLzrZeUZAoaAIRAvAkbM4kXK4hVAoGGNWt7amJkFzkc7kZZiLo3RsLHzpYcAE8vi+I+JlfU1VVgUncXUTQwBQ8AQSGQEjJgl8tVJ8Lrd0OOwBK+hVa8qIoApkwlwP/74Y7dlUAIT5B588F6/x6qIi7XZEDAEkgMBI2bJcZ2sloaAIVAEBNLT06MuCF+EbCyqIWAIGALljoARs3KHvPIXuMtbL3OFN+nsMm9QwPKdW7ztVlnlzW1254FDpVnNOpUfAGuhIWAIGAKGgCFQTASMmBUTOEsm3oSxubLaG4npCJhHvhidySoA63ftCFyuHMJmYggYAoaAIWAIGALRETBiFh0bC4mBwPg1S+XVBVMlGtlqWKOmtK5dX1rVrudt+Xn7terFyNGCFAGmFty9e7dgjoslWVlZ4fm6YsULCsvOzi7zOcd27twptWsXbeF60tBu/+SzQfWPPMc0GTrZbWSYHRsChoAhkEwIGDFLpquVQHUd0KK99GjUXL5aMV++XbVIMrKzwrU7bZ/uckLbLlKzmt1eYVDi2IGMjR07ViAZEKc6derIYYcd5ubl8idft26dm3WfLWtsdurUSYYOHRomM5rPr7/+6iZZ7dq1qxxxxBHhcCZhfeONN6R///5uAXV/3pH7LLn0+eefu9NM2soErcwN1rZt28io7pgyp06dKuvXrxeIIySrZcuWbgoLlkYKEtIwvcXatWvdGp9MqNqsWTPp16+fa1tQGv85Fiz/5ptv3FxqLEllYggYAoZAMiNgb85kvnoVXHe0Yud07CUnt+8uo1ct9EjaArd25odLZssIb//IVh3l2Db7CfFMCkdg5MiRsnDhQheRtS537NghX3/9tbDQuU6MumHDBnnvvfcc6UEblZmZKbNnz5bt27fLaaed5tJC7jjXpk0bgYT98ssvjsDpMkU//fSTSxfPpLCkpx4qW7ZsEYjQGWecIa1bt9bTbm1K6spoSIQllVhLk3oxbQU/RkZCBlVYfmrChAmOyGma+vXru+WoIGnUG9JZmPz4448OD8idTihbWBoLNwQMAUMgUREwYpaoVyaJ6lXL04yhITu2TWeZuHaZfL58nvM1+2zZPBmxfIG3RFM7OaFdF2njmTNNghHIyMhwpAxt0XnnnSdNmjSR7777Tn7++We3GLkSs4kTJzoSghbs2GOPdSSGebtYPBzyA9lavHixSw95wizKXF6LFi1y60dClCAyaOIgfPEKJIy5wSifxdHRivmJ2eTJkx0pQ6sGAWSSV8yREEfiQ8B++OEHRxZV28Yx+ZBmwIABbkkn0qAthJShrStM1qxZI8uXL3fRpk2bJgceeKAjhYWls3BDwBAwBBIVASNmiXplkrBe1bwJZAe02EcO935vLZwuX3gELdsbIDBuzRL3O6djTzmxXdckbFnZV1m1UnXr1pWmTZu6Ajt27OiImS5oDqlSjRrECkErBQmC5EBmIGaYN3ft2uVIESQHzRTnEAgSZfTq1csdF+UPGjrSQbQ2btwYTsr+lCmh1R8gb0oiiYApEy0WmjDqoqQMzRuaOyQyDUQtXs0XJFMFfDADQ1pNDAFDwBBIVgSMmCXrlUvAemd7BOD7dcvkq+XzZak3QhNhvcwDm7SS4zyTZveGzdy5ZP+Dlmb69OluMWxIDr5TfjIAWdi6davzk4JIQUggK3369HE+X0Htb9y4sdMcQcLQImGGVLLTvn17l4SFwhF8zyBkKi1atHC7ujg3WiPMmS+88II7jzmSc2igMDWecsopxdIq4bumpkq/vxgaK8gf5/ykTOvHtnPnzv5Dp8GjXsSPliZfgoAD8ABfiBwm0vHjxzvs/NcC7MeNG+e0d2gjuXaQw0MPPdSZeSGHK1ascHhgNoUwouUbOHBgeHAEZlWuNwSU6w1hZuknE0PAEDAEygIBI2ZlgWoVy3Obt2j5NysXeoMAfpUtu0NLNKV75s0jPM3ZcZ55s0WtupUGEXy3cDTHRKjCYtn4XR1zzDHuFGQh0gynL38IUpDgkzVkyBDnU4YJUwUCpn5Zqjlr3ry5BrutEjPCqVfv3r3daEjqRb6QCDRpb731liNB8fiW5SvAO1i5cqU8//zzjoAR5vf9YhAC4jdtcgzxwrzqxwpTJUQMXzkEAlpcgVSRNzP902YILXWBKKpmjjrge+YXNeF+8sknzgSsYdRVBY0khA8iiu8cxFMFXIl73HHH6SnbGgKGgCFQaggYMSs1KKteRsxZxqjMCZ5fWVZuThgARmXi9F8nLWQ+Cwck+Q5+YGPGjHFkAFNbjx49HGFBIzNnzhxHVvyaJDQrjIbE9wkzIy/zaMQMzc6sWbMcQpApyAPmTcxzEAG/FigSRuIjfgLE1BH+6SMglIyUvOCCC4R2oAEif0ZMQtzQJsUSCBXmSOrDaMuPPvpITj75ZEfGlLRoPTQf8v/ss8/00G0xh7JmJYQJId/iCHmDOfVGE0k+atKFoCkx8+fNNYMIMrIU8oxfHqM4uUbggDkYrFUwB48ePdqRMsogfxZE53rPmzfPaQH9BFXT2dYQMAQMgZIgYMSsJOhV4bTjPb+xtxZND2vI/FB8tGSOGwTQrk4DaVfX+7H1fk29Wf9jv/79uSTePi9lSAkEBWd1hJc85jG0Mrzo/cQMLQ7hECSIGYQomqDlQSsFIcP5H5MZJlF8wjBpQszUfIlpzS+UjxAeRLAwQZLPAQcc4Or+2muvuUEDpNF6M5AglqCVO/PMMx2hGjVqlBv1CblDS6Y+cWgJabMKpEd92TADojUEO4Q0aKO07pomcjtp0iRHhjhPfsOGDXNRGBQBuaO91AdhDjSEwQ+YdVkjU4V4rJWp02ngJ4dArCDYyKBBg4SpO5Tg0h6w41pA3hC93rQdLakRMweL/TEEDIFSRMCIWSmCWZWywsmf36bMDFm8fbMs8X6Lt29y+5xjRQB+k9evCMPy975HO4IWPpFkO6rlUYKk1VeygYbFL0x5gajpzB8Wua/mwHbt2jkiQPj+++/vCBWkhrIbNGjgkqEt4oevGaLkRsPdSd8fRkxCNjCJQoYweQ7xzKaQvS+//NKdIyxael9WTjOF6RANHEQSURMmjvdoldQ8SfspBxkxYoTbKlnSOGieIIxorIIELR+EF9H2QpbUPEm7NNyfHq3ZkUceGT6Fpk5JGSfJA/FfS64Tmje0l4heby3XnfT+RLveGm5bQ8AQMARKgoARs5KgZ2mlUXot9+vjOfirbPV8ziBqi7ZtChO29bt2etqyZNaXieCgj0BIcBKHyPDyhpAgTIrqlyDtlT/cv68vezRnEDxIDaQFUcIAiWAgAJoatGloeNDCqfYHUhQp1BNTKnEhJpA8BALIMZowTKxKVCLTRx7jcE9+iNaZPCgbssRktIMHD5YuXbq4OOCD1ou2YOrs27evO+9P8+mnnzoS5dc2orkC1xNPPNHF9/9BW0V9yeOoo47yB7lBF+SHmRM/MTWvRl4LNF8IJk1MnIxaZUoRJWWEKYlEQ0m7SRPrepPGxBAwBAyBkiJgxKykCFr6AgjUr54uvRq1cD8N3JHtzQJfTH8izaOit8wthukK0vD66687zRCaLogUWhU1iRWnnvijQbzQZr344otuX0dh+vNFswV5gxyhKcJ8R/kMCIgc+Ug98IeCYGge+F6hTfriiy9c/dF8QXAiSWVkGyCj//nPf9yIRQ1TksUxpj5IH/HQjjGAARMgo1MhjxAjRjoq2dE0mBwxceKLBoaQXc6RJshPDGKEGROhfK6JXzhu1aqVM39iPo7m04e2EJ8yNHIvv/yyw1u1lpofRBwzNASRlRLQ8un1RgMXRIQ1rW0NAUPAECguAiGv4eKmtnRVHoHNu3fJawt+lvumjZZHZ4yXr1d6PjoBqDAQIM2b5yzZ5eijj3YmRjWhQYogAqeffnp4bctI7Yy2WbU3euzfor1iGgtMepAPSBnxcTpnxnwVwokH6YEIMbUDoyx11n+NxxaSh3YNbZnWqUOHDk6TRP5ontCcsZxTNPHXmbIgJNpe8lJB48SEtvjeQTAxtWJiJQ2kjzBMln7RNNQP7RtpIHaQMgha0JQUkCTIKOF+DZs/XyVjtE/b7W8HcWnHSSed5Mgg1xDCBUGNjIdGDlLrv95cA663mqr9Zdu+IWAIGAIlRSDF63CC3qMlzdfSVwEEtmftlj9P+UowXfplcMsOclmXkMnKf76w/UvGvldYlMDwVwefFXbYDoxQBicxeUFuIEil/YKGzEA+ICuxRi2ijaJsv+9UZFMhOUE+bjz2DGSIlTYyr6IcQ3YYwYmGLFYb/HlinsT0iuYM4lSWAi4QR7DRRdPBEq0go0yvuuqq8KS81KMsr3dh7YRcXjzm3cKiBYa/MujMwPN20hAwBBIXgeRXYSQutpW+Ziy9BCkLrZnZUyBkeJGNXb1YVmVsq9TtZ44rRhaWNikDNIhCPIQG4lYYsQoiZZTBy76wtMQrroAL+MRLyiiH+qBdK2tSRlkQR+YxY9oP9tHyYdaFlLGvKyUQFynL6x0qwf4aAoaAIRBCwHzM7E4oNgIrd251aYd562Qe13Y/t4/DP7P+L9m2WVrV2js7fbELsYSGQBkgAPHFjIuf3jvvvOPIMJpKxO87VwZFW5aGgCFgCMREwDRmMeGxwFgIbN0zy3/Heo2E5Zj4dW4QcsbetDvDrZPJWpn6M5t5LDQtrLwRYI1OBiTgM4epkoED+Nvp3GvlXR8rzxAwBAwBEDCNmd0HxUYAwoXcN21MgTyGe4uY8/PL/f2OkTa1QxOM+s/bviFQEQhgMmaggA4WqIg6WJmGgCFgCEQiYBqzSETs2BAwBAwBQ8AQMAQMgQpCwDRmFQR8ZSj2L70HS26MQb2RpstansO8iSFgCBgChoAhYAhER8DelNGxsZBCEEivVvD2yfNmMcPXrHpq8RanLqRICzYEDAFDwBAwBCo1AgXfrJW6uda4skAArdmIFfPlx/Ur3YjM3d4EqS1r15XO9RrLGR16SGNv2SYTQ8AQMAQMAUPAECgcASNmhWNkMWIgsCFzpzw1e5L8ujW0BqNGXbVzm/D7ccNKudybbLZf0zYaVCZbneG9TDK3TA0BQ8AQMAQMgXJCwIhZOQFdGYvBbPnM7B8cKavhmS5P3ae79PTWyKzlmThZxPy9xTNldcZ2eWbOD/L3g46WVrXLZl6z4s6KXhmvSVm2aevSlfLhRdeHi7ho1DuSksqUwiaGgCFgCBgCpYWAjcosLSSrYD5frVgg87dukJoeEbv7oKPkpHZdpUPdhtKiVl05pFlb+Xtfb13Jhs2dz9kL836sgghZkw0BQ8AQMAQMgaIhYMSsaHhZbB8CUzesckfndOwprQO0YQwAuLJrP0GbBoHbFrGmpi8r2zUEDAFDwBAwBAwBDwEjZnYbFBsBzJVInyato+aB4/8+nhYNWbp9S9R4FmAIGAKGgCFgCBgCRszsHigmAozEZPQlUjutesxcNHx79u6Y8SzQEDAEDAFDwBCo6giYxqyq3wHFbH9qSoq0rhNaXmmht3B5NIHAqWYtyNwZLZ2dNwQMAUPAEDAEqiICNiqzKl71Umoz85Qt9cyZby38Rf7aZ6hUSynI8z9dNlc2794lddJqBPqhlVJVLBtDwBAoRwReXfBzOZZmRRkC5YfAxZ0PLL/CopRU8E0aJaKdNgQiEWB6DAjXYo+cPTpjvGzMzAhHyfEWOGe6jA+WzHLnzu7YI5C4hRPYjiFgCBgChoAhYAiIaczsJig2Ag1r1JRLuxzk5jKbsWmt3PLDl04rxvQZy3dskYycbJc3k8sOadWx2OVYQkPAEDAEDAFDoKogYMSsqlzpMmrnwR7pau6ZMZ+bM1lW7NwqyzxCppKWmipMpXFcm/30lG0NAUPAEDAEDAFDIAYCRsxigGNB8SHAdBj39TvGm+V/myzZtlkyc7OlfZ2G0q5OA4GcMYdZpqc9269+U0mvZoubx4eqxTIEkgOBSZ+NkIEt9kmOylotDYEIBMatWSL9Tzwu4mzFHhoxq1j8K03pLMzTqlY994ts1EvzfnLatAcOPjYwPDJ+UY9fHXxWUZNY/FJA4LWhZ5dCLpZFPAgk8rJjed7I6/POOy+eZlgcQyDhEBj7rwcSrk5GzBLukliFioMALwcTQ6AyIpDiTU1jYggYAlUHARuVWXWutbXUEDAEDAFDwBAwBBIcAdOYJfgFSuTqMUXGqp3bpLAv+vW7diZyM6xuhoAhYAgYAoZAwiBgxCxhLkXyVWSDN2/Z2l07kq/iVmNDwBAwBAwBQyBBETBilqAXJhmq9fuu/bwRmKH1MoPqG+n31SS9dlA0O2cIGAKGgCFgCBgCexAwYma3QrERaO9Nk2FS9RD4+uuv5ZNPPpFDDjlELrzwwiIB8NJLL8nPP/8sp59+ugwZMqRIaS2yIWAIlC4CK1askDVr1kjz5s2lbdu2Rcp8/vz5sm3bNtlnn32kSZMmRUprkWMjYMQsNj4WGgOBp2dPkjUZO+T/9u8vzWrWkblb1svXK3+V7g2byZGt9g2nJB4mz//b/1BpWgW0ZtOnT5fZs2e79teqVUtat24tffv2DeOhOzk5OfLee+/pYb5tmzZtZMCAAbJlyxYZMWKEC0tLS5NGjRo5QlSnTp188YMOvvnmG9mwYYPsu+++0q9fv6Ao8uuvv8qPP/4o1atXd2QpMFLEySlTpsjjjz8uF1xwQZiYbd68WdLT04X2xpKPP/5YPvzwQ+nYsWOpELN4y41VJwsrWwS4Rlu3bnWFVPPmMeQeady4cYFC0bAvW7aswHlO1K5dW5o2bSpZWVmyatUqFyfVmyOxRo0aLi+ejeLIrl27ZOPGje6XnZ0tdevWdc8r5SWS0GbaXr9+fWnYMPiDGIzBGozpP+KR9evXy7x58wTslZjt3r1bwBN8YwnXau3ata5PKg1iFm+5sepUWcKKdzdXltZbO0qEwArP8Z+ll3bvMWeu88jXD+uWC0sySau9WS/fsdXNY5YVw+y5N3by77355pvywAP558bp0qWLXHvttXL99deHG8hL4dxzzw0f+3eOP/54+eKLL2Tx4sUF4tA5n3/++XLPPfe4L11/Ov/+Rx99JE888YQjQRCwoEEat9xyiyNKAwcOjJuY+ctg/5dffpFDDz3UvTz5ioY8lodUVLnl0bbKVMaSJUvCHyrarnr16sl+++0nPBcqfKhMmDBBD/NtW7VqJYMHD5YdO3YUiMNHRfv27aVXr15Ss2bNfOmiHeTm5spPP/0kCxYsKBCF5+TAAw+Url27FgirqBNLly6VRYsWOVJG3xAkfGCh/eJDMF5iFpkPRO3bb791H1knnXSSI3mRccrieN26dTJq1KhyL7cs2lIaecamxKVRguVR5RCwWZdCl7xZs2bSu3dv9+XJV+kNN9wgzz33XOD9gHbsmGOOCf+CNFyQJzRlfBmTD+SMF0w0ueqqq1wQHfrIkSMLRFu5cqV8+umn7jyksbjCizcjI8Np51avXl3cbApN99hjj8ntt98efpmWV7mFVswixIUAGlW0PRAfTGDRiBGZoR1r2bJl+BekYeP5QrODJokPj++//95pfgqrDPcq5nglZWh7Onfu7DTLfPSgPdq+fXth2ZRrOPVD0IihBY8U8ISUIRDe4grElz6Fj8bMzMziZlNoulmzZrkPup07QyP2/eWiOavqYhqzqn4HlEL7U8SoWBCMRx55pAwfPtx1phdffLHzy0KD9fvf/75A9Jdfftm9HAoE+E6MHTtWMLe8+OKLLg++bOngevbs6Yu1d3f//feXQYMGCen+85//yLHHHrs30Nv773//6/LjBXjGGWfkCyvKwQknnODyQlPWvXv3oiQtUlzaMGfOHGcCz5XdWAAAQABJREFU5UVVXuUWqZIWOSoCLVq0kMMPP9wRKUgUHwZoWJV0+BOigcWsGEuOOuooR6IWLlwokydPdsSEj5YGDRrESiaTJk1ypkuI4sEHHxw24WkiPmQgJokkkEeer02bNjlCGWk6hJgiYIZ2sbjSrl07d30w5ZalOZcPVTBGs0c5aDzp29gvzB2iuG1LpnSmMUumq5Wgdd2YuVMwY27LCn1hZXjrYnLM/GX8svOia3UStEmlWi20BNddd53Lc+7cuTG1XIUVjIbgiiuucBoF4kLMYsnVV1/tgvHt0i9qTmA2gpghV155pfMxcwfF+EOdLr/88hKRu2IU67QlFVFucepqafYigOlRTZgQqcjR23tjFr6H9g0fSkgWgk9mLFm+fLmoVhcttfpV+dPg/1iWHxj+soqyrwQWsyZaQhU0XJBJRONoWFG3+JWRB+bQ8pSKKrc821iUskxjVhS0LG4gAg9P/y7fefzM+JnsRWDMmDHugJGMQU61n3/+ufC1qkLniM9MkMycOVPwBUHQLMQSNGGYfPDhYETkbbfd5qJTHs67kCq/Bg9n3meffVamTZvm6oOmT31Xzj777EC/G8wrTz75pCN3f/rTn8LVwRz09NNPC4MF+MKP5k9Hgq+++krwiaP8/v37y8knnyzvvPOOc3bGL+/9998PtxkfPpyhTz311MByyY+0o0ePdvHQHFK2H08GZzDwAu0CGhYGJPCSHzZsmDMRk4dJ2SHAdUa4L8A9UtCm+TU2aIKiOb1DxtTshgk0lmD+RhhJyEjEwoTnjA8a7hHK4V4nHWQQJ3sIEho7BhAgaLU6depU4EMH8yPkiWeftP62oAUjDIIFKYzUhmkdqfPUqVOdZgnfUzVZ8hzTfupD3iqYCdGkUW9cIKgXbcFU2KFDB3dO4+oWLRZp6Bf8PnakwfRLXfHjoy7RhJGeXD+w4XqgKYUQk446cA3QjiFghxkTTIPKhbQTn/6LNnIdqDs+iirUifJoI/cS+2wh3UHEW9Ml8taIWSJfnQSvW43UasIvXkmtYiZPOqhnnnnGObV+9tlnDibITZDgf+aXP/zhD/Loo4/6Tzmz6HfffSeaFwQGE0AsYdTaZZddJg8++KA8//zzAnGi01JfN8iNOgrPmDHDmTt11Bv5Un+EjhmTqb+zdgHeH15Kd955p+vMlZiRx9ChQwUNoQplBpkp/vrXv8q9996r0eTdd9+Vu+++2/n5QFYhZm+//XaYmL3yyiuuE8fnLrJc/IeYikNHspLpBx98IA899JA8/PDDzs+Pc5Bb0kbK66+/7jr2m2++OTLIjkuIANeGlzvkgJcn4v8Y8WeP/5lfuO/69OnjPyVojnhha14QGj+Zyxd5z4Fq1OIhZSSBQDLK2i8QAT6c2I4bN07UT4o4kAjMdEcccUR45Cl54HagQpzjjjvO1RWi579XIVyE+YmHpoMsdfBICRhCYpSYqa8cfQHPOwIRxIVBCSvniAf5g+zwsRY0sptrRHvJR591PrBwzIdAqZBX0Acm1432q3CNqDdEDDIKMYOEKjGjHZRJeykXzaeWC7GjDVxjFQge7gyMclcSynWIvEbEB0tM1ZSZbGLELNmuWALV964+QxOoNolXFUgUP5UhQ4Y4kqTH/i0ky09agkwpOPur8BLCGT4e+d3vfueICV+nTKFBh86IT8Tv9I/mDEJF3tdcc43TVj311FOug4unHH8cRntCyuj8Mb1iukJ7BiHyyw8//CB///vf3Sn8j4jLSwDfPL+cddZZru5oMJimI9JfTuNCDHnRUe5FF13kNIqQLZy9b7rpJtdRU45fTjzxRKclw4eNFwEaQyNmfoRKZ58XrP8lq5qnoNy5B9EAqeCUHyn+EZy80COJW2R8jpVE+Z+1oHhB5/iAoR4MRIDgUD75ca9B1PjggbBAZAjDB5I24EeHEIf7Fy2Stk3D0JRh1oWgQGSiCXlQhg4CIK5iqkQN4oXPHaQMLZWajSkLElRUQWMOKcMETflgR14MOPALhFtJGVoySCT9SeQUKJwHB8gZ7Y7mE0e5tI1yiYc2kj6Mc2jhuQ5+zSN1geijJaMekFOwMmLmv0q2X+kReMRbK7ODN8nsUG/OssbpseevqvRgBDQQPw06JjrKG2+8MSaRgjzQ6cUSXgxo4fhS5AuxMO2A5kV8vsK//PJLpynji5QXCyY+tFoIX/H6okOzhtYJYch8EEl0gVH+8KWLKRFBE4b2D2EyWjps/1f8W2+95fDhax8Sy8vt0ksvdU7Mqq0jLcQMDRcd+iWXXOKIGZ20X+jo1W+OqUQgYgjxIb6QQLR2fmLGixAzKRoCOn6IGV/5JqWPAC90JQZBGjB/iYcddlihzv+aH2ZOJUH+PIL2MYXxwo4kFUFx/ecoCw2tClo6zYNBPqp94j7GnxNyhi8bz6xqsUjDKG3icJ8jGkY/ccABBwikBU0UJM0/AAECQly2EDueAzX9kQ9EVkeuqsmV89zrqh3k2QsanU28aMKzTN2Qgw46yBEk9iFAtJO+TYU+BAFj7VcgVAz00DDCaSOTTPO80udRd7RefiFM00C4VTtGflgMwJ7nnzqpQELxG0TAV4mzhifT1pz/k+lqJVhdcfr/eOkcufmHL+SJWRNl9ua9KucEq2qFVIeOXDVS+HehWi+J4FtFp02HhDmvKKJTZ+DHhT8YogMD2FeTI50/flYq3bp1KzIxgzzSoSMQKhU6bF5iflGn5VNOOSX8siK8OKNEwUVf/Oecc46/GDnzzDPdMXOf+cVv/lECitkW4mpSughgPlOtDtfKbxorTkmQDl7AkCC9jwrLRzUskG8/qSgsnZIejacmUci8kjLC+FiCaCBotRBIKHHQrkFS0OgqqYOYoIWDhPHhgO8n6fAlw/ypP8ikin7AQVzAEVFc2YfUITzLYK5CvSCYRRHNizR+fy3y0XZqfhrXHy8yncYtbAu+en0izd16rPhqXv5RvKphZZBTMooRs2S8aglS56NadZLm3oz/ud5X05T1K+SBX8bK7VNGutn/d+WEnDsTpKoVVg18myA3dDSY4PgSLK4w9QUmQgRtED5h8QqaLzpMCBN1oRNDk6SinSykBD8OFbRbEK2iiN8/Rk0bml5fJHqscSPPRx5r/Fhb1QwQR4mmxtf8tJ163v+iimVC0vi2LRkCTNzKS5P7MN55x6KVCOng2UIgMkqWosXnPJoXyBxEB1+laBJJGjGn+UVHgUK2lEAQzr6mVW0Y7UWjh+YHEyaEQk36EDYmjGXeQsqAZDLwhils0A7pz68dh5hQPqSD/oR9PjBUtG5g7NdORx5r/FhbzYs4SibZ97eTY0Tj0ga/RB77w6Lto/1S8ZfLOc1Py9N4ah7mmGuczGLELJmvXgXX/cjW+8pDhxwvt/Y6Qvo1bSOp3sOwYudWeW3Bz3LDxM/k1QVT3XEFV7NCi+fFj5mSTpcX0V133VWi+mAa5OXGF/Z5550X1hAVlimdFtNiqOB/paSIc7zgtPPHSZ4XDp0+Sy/pl7CmLWwL+dFRW6THTEFHjt9YJGHSparwARs/frzLGmKIObWogjYE8yxCuZh7EMwmDChAcMo2qTgEuA8ZSYzml+sT5LRdlNox0hatla4aUJiGhHtTNaMQoIkTJ4b9ziiXe537MBZpIx7mRF7+EB/8rbi/+eHTpCZIiCPnuJ9xisfXS+ccVL8wzJtoyiBgPNcIuKBlw/yuP7TNKmBIfBXIpt8Rn7gcUzbtQPvLT/c1XTxbiKMSTJ5dyB35qtO+Pw/VKtImHaUKSY1Xm+nPi3L1o0nLJRxCrR+KXIPKKtG9DCtri61dpYoA3yU9G7Vwv827d8mY1Ytk9KpFsjEzQ75Z6Tmbe79u3tqZR7fuJH2btHbkrVQrkASZQT4gZHfccYdbqunoo48O+2AUtfp0khA9vrD56kZz5vfFipUfjvUQOwgXzv1+oSP885//7Py48MPC94svUhx6iyM49EP+8EPhCx/SpB2qPz/IIqNPMctAmiKH0/vjxrMPFkOGDHHloiEkP53rDRPQrbfeGk82FqcMEeAFDkHBrMy0JWiH/NrOohQNAYHoMd0KGjM0Z0GrZvjzpGzIE1rUxZ57AT/udcgLxAPxmwb9aXUfLRhEC9IA6eIeg6ipKZ303PNooHFi5zw+Z2oih1hBIqkvGiHClFz5SZeWF7nlvoZoUaaaNjWOOvwTzo92KonUOPFuSQf5pQ08o5AuiKGST38+4IGGHLLK9UArDzGDyBVHuI6MeqVcyC19lH4kgm1h16g4ZSZKGtOYJcqVqAT1aFijppzavrvcc9BRsr9HxlTmeL5nT3o+aA9NHyfFe0Q1p+TdMn8YPjF0zL/5zW/ymQWK2qoePXrI/fff75IxglCnzygsHwYj4MvFmoP65e5PAzFj6gq0e5hbIGUsE6XTaeiLQ7eaNvKY87SREZ1o4eicIWWYcrRcTcNXMSNFmd8N4Uuc8tVHTOMRxgvBv/WHuQDvD+ZetG9oEXhB6AsTnzU6eTp3hBcOonmyH5Qf501KHwG0Vmg8eGmjSS6JiR8NEY7zCBoryEMs4Tpzv/EcQBI55l5RUgZRVI1vrHzQcFGuEhXIF/ucU6d0PqRwSOc5QAsNUeNDBRJDXMIgMBAdfjxrqtGLVTbaburJiEa9p/3xqQNacO5zyqR9/oEIev/rVtNGHnMeAkRbwQmMqCfXTn26NA3PLT6kkCYEkyNtjPQ5I0zT6JZzkUJ9eZ7BDhILKSN+hw4d3IetPq+ah27Jx78fmW8yHKd4D0ZVfVcmw/VJqjrO3bJeRnnaMvzNdMHyaimp0rdpazdys7tH1kKvw+BmXTL2veCAQs6+OvisYn+VFZJ1pQuGtGBajDafGg1WQsMorpLOAM4LF3KEhoEONZagNeClijnS72MSK02sML6yIZe8oIJeXrHSJlIYL5mLx4RMsUWt1yuDQoMeipqusPiveu4KKhM//VKevjE0cbGeS6YtH0v60uc+KaqvIa9Q9YOCMEUjBZTBhwgEJlIgMZyP9JuKjOc/5v6G+ESbboK4EBo0iZCbkj5T4ERe1JH8YgkkFQKnZtVYceMJ4+MOgkk/QptLU6751wNy6EnHh7O8uHPIpBw+UQE7ZsqsANArU5Hbs3bLd2uWyGjPhLlq5955bZrWrC2DW3b0fh2kgadJM0kMBDCjFiZ0vPHMCVVYPoTzklNtRmHx0QDwKy3hSz3oa7208rd8KgcCaF5Uy1OcFkHEIAyFSaw4qn0qLA9/eDz3NiRGfb/8aYuzD07488UjEFD1EYsnfmFxIMzJ/HFVWPsiw42YRSJix3Ej8Pqv0zwN2ULJ9r6kkBTvX+/GLYVBAQc0buGO487MIhoChkBMBPpN22uim9m1uWTUDHXfnZZskkabQxOHrmxRT1a2DC1X02hLhjzxxBMuT16omJdV9DzHjBbW0arMdaeTnjJrui75hYmZqRwQXffVHdgfQ8AQKHUEjJiVOqRVJ8NZm9Y6UoZGDM3YkFbeOm/psVXcVQcda6khYAgYAoaAIVB0BIyYFR0zS7EHgYObtZHT6+wvBzVpJfiSmRgChoAhYAgYAoZAyRAwYlYy/Kp0aiaWnbZxlXSp39TzI0uXpTu2yM8bVrllmg7wTJoq7y2eKUylcXbHnlK/erqetq0hYAgUAYEpvVsHxv51H8/vh1+EbGpQyzM77jVf+oOjmSOZ7JRfpDA9Q7Q0kXHt2BAwBEqGgKk5SoZflU7N6Mtxq5dIRk5o7p9F2zYJJOzHDXt9YQBo8roVMnb1YrHVAKr07WKNNwQMAUPAEIgDASNmcYBkUYqGQKwpMYqWk8U2BAwBQ8AQMASqFgJGzKrW9S6T1hoRKxNYLVNDwBAoBQSYOf6DDz4osByYP2smfyWOLgvmD6sK+4kynWmi1KOir7n5mFX0FbDyDYFiIMDErcwrpLNfFyUL0hZ1Es2i5E9cXnTMYxRtss2g/EjDHGpFnUCS6R0q8/IsQVgl4zmWLlq7dq1b/1Hnw2LSUtaKZKUJ5vJiJnz/PcO9yqTIkcJkrEcddVTk6cBjJlll0mTyiiYQAuIwKWpRBNLHslIsixS5NFJR8qmIuEzmzEoJYM+EsEyOy5xnrCziX0e3rOvGhNdMQs2WiWSZvJb7g4mhK/N6mLFwNWIWCx0LiwuBO3782q2BmZ0Xms9srOd39v3aZeG0mTnRO8RwJNtxCHzxxReyatUqt88M+DqPlMJD58USRsxoD4FhNn2WQdGFhnkJfffdd047wMsGp22WntHZxjn3zjvvuGVfdNFkzTtyy0LEH374oTsNkWOCTNJQZpAsW7ZMJk+eLCzQzCzd1InVA2gHS9AECWlYZJz28HJAmFOLJW3omAsTXvSsy8fs58WZpLOw/C289BDgpQsJUILEvThhwgS3DiLXjmvuJ2VaMmkiRe/3yPPlfQyZU2JT3mUXtzz6iClTpoQXF6cfYfJWVi9gdQKeSSaYLg+iOWPGDLfmL/cCH5nUgw80XcaNPqB3795xNxWiTx9JfxdrQt+4M6ygiEbMKgj4ylTs7tycfM3J8QhaTk6IpOULsIOYCPD1zResCp2+X+g43333XfdVz/IqvODQFvFiOPfcc91LjUWVWRyaGfTpcPmap8ODvCEsfE7HBWErTOgs6SBVWI6FTvvkk08uQM5Gjx4t06dPd1F5ufLFzTIzxOcH8WKRcv+LFxI3adIkt5wW5+lISbNhwwa3MHQ8xIzFlemMp02b5rQtWlfbJjYC3FuskcmyQpAy7s9Yy/wQxn2n4r+P9Jxt40OAZ2XRokVuiSYmEWbZNfCEsLHoOX0ExI1nmA+rshIWV4eY8dHHBx/r29JXcW8s9haWR8NK/4XmPdqHXWTd+LgbOXKkNG/ePNznRcZJhmMjZslwlRK0jrf2GiiqJQuqIg+YX5qk1/If2n4EAiyczJQEdJxjx46NCPVGt3pEBlNLB09jddJJJ7n9t99+22moIGQQGcgRX526Fub//vc/oQPkxQfR42WIZqIopgrMGywCDgmaOnWq21IHFepLuXSqLA7N1zadLVoz6kVb0IrxAlBCyPHEiRNdGrSCpIFI8nKgM9bZ57WMoC1EkRnpEV4mlK2awaD4di4xEKBfgJAvXbo0LlKmtTYypkgUf4s2e968ee75POaYY/Itc8TzhxkTEsz14XfiiScW2bUgntpBoCBeyMCBA/MRQK5zx44d3YcaZmz6FxY0tyWZ4kHW4lR5BBob0Sq3eyArK8sRFgqEyNB58SXJlybEBy0ZxIzzxMUcQEdLB6j+PHS0nOvbt2+R601ZmBQgZpg4VdBwYY5CWIeza9euGuRMmb169XIdLCRKSRl1oi4IhLF79+7hNNSvZ8+e7hc+GWWHjl3JP6QTP5WimD2iZGunyxgBCD73QzyaMq0K9zRaHhU0xrp4NxpTNM1oWhH8krjX+FCIJuTHRwPaZogIL/5I4T5Hg8T9qc9QZJzCjtevXy9ownke+RjCF9JPMLh/+QiBMGGeRWuEKwN1xwWAjxTqSns0HRpvtNDgR3w055At6suHCR9A7dq1C6wafmUIbdL8IiNCihRP8mzWrJk7pg1gC6EGc9bqbN++fTg5bSEdbaEfIi7mUPYjBQ069SZ9NK0cLg3UhQ9LMCEvNKzUifPgSZl8FOKbSt9DXARNP30iRJM+JdnENGbJdsUSsL5MNDtyxQKZuXmtLNm+WTI902b7Og2kU73GclL7rlInrUYC1rr4VaJToTOgg9TO0U9IePHgq0GHRkdBB9TB0zChFQrqpOKpCS8yOkM0UbquIel00W/qgkBM8Ll6+eWX3TEaKHzM6MyoM+SpOFolXg68JBAlWOzT0dM+Xmx+DAhTQRPoFzp2tGnU3U/K/HEK2+clQX3Aky9u1cqxYLof41GjRrmseJGvWLHCvcwhtrz4IJm84Ojc6eghd3Tohx12mDPzkBDc+GLnpQ85pS109v4yCqurhedHgHsZ4brFMl/6U3H/KZnnPFpciBnn0aponoRBhNCkMjgg6F4nzYgRI5zZnPhIkIYWcxr3Kte9OMSMtGioub9UqBeaKsz2nMcFgP5Ehf6C85A0iBn3JOSQLWZHhPtx9erV7gOLZ4+24OagAoHluQr6SFHySt8USwgnLv0K+2AByfQL7eM5UBI4ZswYVy+Nw3Wgf6D/iRSeKySeeoCJ9m8QNDAknRIzPsjoh+l/qBPCc8x5cDBi5iCxP1UJgY2ZGfL07Ekyf2voa1XbPnfLeuE3cd0yuaZ7f9mvfhMNSuotZADne39ny1ciHQIdLkJHQsfpF0gBZKAwh3t/Gv8+mimEr1C/JoBjOh6IDp03nRNfj2gDqCNfmRCpjz76yPldRCNP/rIi9+lEn3/+eWdmJIyvdBW+jhHVXuh5yuYF4ceJMOqiHTxf9sUVTKGQTtrHC4ivY7QfdNqcU8HEGVkH8GKQBddNBYKmAoGGyPEyYuFuylHh2vI75ZRT9JRti4kA13DQoEFxkVwlKloU1weBXEPK0LpAyrnW3AsMCmEbpB3mnuB5gmxh1icN+ejLX8tAA005fFQVVchTNbr9+/d3Hy70Hfz4QGL0KcQFUgbxo56QC+qsWi3KpA6QRu5FtM9om+lbSMOzRH6QMj5y+OCAkED2IHNo5yKJr35Q6DZau7SPgfj5hQ8TcKZ/QUuHBgtixpZ6QZYgYnxEMggJIsV5/YD058V+cesRmY8e07+OGzdOGjZs6DDlQzYZJTlrnYxIV9I6Pz93siNlqd6X0/Ft9pMejVpIuvfiW+ytAvDR0tkCcXtsxgR56ODjpG715Nac0SnyVUinS4eO5oROlI6AjpCO0k9a0MLg8M4XLh0uHXFxiZnePpEdmf+YeiG8SPip0KlDHM855xxH4Hgx8DLDQZavcu2ENX7kljL4wqfThwBCaoYNG+a0R0paIvNAK/HZZ5/lywpCdM0114SJTnG/ZKkDbUC4DgjkjGvDy9BPzFyg94drxXnMN1wzSBmd9uGHH+5eLKTjJafCCwlNDO3DtEr+EEpeNlxHXu7kaVJ0BCAqPBO8tCFnEGEVzqMNRXi56jQoXCtISqQoieG5Uq0W+2iNCQsiZvoxwXVVjQ37PMd+gdTwfBRHIH469YYSMsgKoloryCPCfYlZEOF+1jZxDDGkT4GcQYR4BhGw4JnTjxw+Sr799lsXRjn0BRBN8FThQwhMIYOqCdOwyK1qtBRTDadcniFMkNSHj0FE60Gb1T+W/hIhL8iZHlMHzTeSDLsEvj/R6uGLkm+XvBGIvF7bfBGS5MCIWZJcqESs5k/e0kuzNq9zU2Xc3ntwPq0YGrKDm7WVv/88Wtbt2iHvLZkpl3Te2wEnYnsKqxMvEggHJIUvXkQ7OkYXoXXxEzNe5oTzcoGYacdUWDlB4XxNI7xU6HSVkNHJQx4w2agWwZ+eMF44dKhoFd58883wiwFyEY/2h070wgsvdOWSF509L1S+nrXzo+P1C6SLL3wEEggx5Gsa0TR+E44LiPiDFgMSpHLaaae5XbCGnCGYihA9Jk+uU6QGDzOQlo+pGeHlwjVC0NzwolGiyYuG64X2kTDag/mMFwWDMLjWRswcdEX+w73M84OZGc1LgwYNws8N1w6SgXBNlZhFKwQCzbOgzwfx9DorMYpMq/dKUJrIuMU91jIgT36tFWXqRwx9CeKvB3EjP1gwx6EJBitIF/ekfnxoOTz7+vxreeDif34gVGjYyQczH88veUUKzzK/SLcJ4kF4EE2nH4NaD8K1fN3SN1EPNTfTbv1ARavONVZC5TLf8wdyq1ptPiL9ouXqVvtDf5xk3jdilsxXr4LrPmNTyDdicMsO+UiZVqthjZpyYafe8q+ZE2SiN6/ZxR4xS9HAJNzqS1s7fm0CRA2JfBFoR4nZoaRCGXQ+vIggB+pnpoSIl1uQQKL4ykYzRCcIkcPkQcfIFzZkhDyimRr8eVI+ZIQ89aseAsR5iBckT4kpL5chQ4a45JhWEIgN4k9Dh80LIkhop5oY9WXFNYAUqmi4HrOF0PmJGWn910y/8v0vRF4ovGxUW6MmHK6hlk3e0a41YSbxIwA5RzvEtAw6NQPnIhdQ1+sQLWfue+5pTGloqBHuRUS1Mu7A94driPmPe0efm6D7iHuB+81/7/iyibmraSAOaAjpAyAkfNioT5beS9RdnwGeK8r033MQnA6eBpznC8EdQcMph/ajDcPEiKChgwTR/vPOO8+d8/8hLuWgYaYv0HoQBxy4HgiaTCVi7oT3JxoB0vZCsPAdRGgXxIrrGkSwIZzUFQ0b9fCTL9rEqG2wYKoM7Tu0T0XTRjtU46ZE0RVcCf4YMasEF7GimrB+V8jkcEDjllGr0KtxC0fGdmZ7IwWzdyf1QADtHOjU6Pjo1Ok41HFYNUEKRrROTMOLsqWDpIPiaxeNz7HHHus6ejRxCKaYSOHFgnYHcw5fy3R2CB0aX7GQMYiZfu1Gpo88ZkADJj9EO3M6YvKnM2f+IEy3qkni6x6SpGbHfv36ubT+NF9++aUjcH7fN14OkC/mrYqc3R2TMUSTPDCn+gVizLI6vMD0+vjDdV9f2Is9Ey+O/mDLS0RJGfH0WpMPWji0jbQHvBA0DyYlQwCtDy9WtEGYiLmnuU+LItz3EAwGBqh2SD9W9D6MzI/nCJ9PNK+YEyFPat70x4U08GyjMeWZiSXE4x5CuJ+4byFb1AnnfAbHUAbPEBoz3B74cT9zv/McQMDQGAYJJIYPK55b/5xeYMh9TF3RNELYyI8y0JIHfRRCgvCT5cOHcnmWIDyQVR1EAJGifvEKxBENPLjiAgBRgyDTP5InZUQKRJI602Y+EonD9ef55rnjuvCBpVpt0utzR3vJV83BkX1vZFnJdmzELNmuWALVd0NmiJg1rRm9M01LSZUGnuZs8+5dkpGTndTEDC0VnRUvktdffz3c2UII6FCivQhK65JhjlOTBh0Smh/IBAQxyBcGMx8drvphqR8LnSAdqZqR9As+Wj3pwHH+92sElWSRhvnDeOnwEiJvvnTpmDFFqE8MLwP/sHjSYC7kpYI/EJoECBMdMmlUI+ivEx01RA/haz4oDloTiBnELmg0GGm5hkzxwUvypZdecuVGmlV5SWKKhVSyUgIvVnAAb77O1RRDfibxIRD0oQKp5zpw/6A5gZypNiieXHlxQ675YFBCxj1Pvqo11XJ1y33Is0QafbET10+K0NRxb3IfxNIma5583OgHjmqZqANkHqLEc4vwDKJBQ8gb7RLPCwSFH2VpnVykPX94njC9s/U7tENUeLZoi2qxyZf2BZEhsqN+xx13nCOFEEruawQyxzMIEYpss7bTRfT90fMQQAgsBJnnmh/l8JxG619IyzMKzpBkxYDzaLMho6qB1yK5TuSJJo50PIs8z5EfplovTZdsWyNmyXbFEqi+ObkhZ/OX5/8k6anR5opJ8TRlIV8KXqzJLkw3QWfAFxsdLkJnwReyqtOjdQrqWxIvBpHx6TSZ6JUvcFXhQxgw/0S+zCBtdLrUV8PobId45kVICeZIvughWNHq6z8PKaPzRVMGqYLYqZA/oxQhMbwgeNFCYEgPeUKLxkvFL6RBI4avCxpAOmX1wYtGciF+tJt60GkHCS8ViBn56rqLkTjywmCCXrQF1BVSxguOfX25kjcvTeqJVlK1IcTjWvvNoEH1sHMFEeA+iBSuTaRW1B8HEhJkjvPH4T7mx4cA91yk1g2yrmZOTcfLnHNoXbiflExpONoeTI/cT5H3j8Zhi2YpyExHGHlyD5IPHxsQRn5+4ZnEd5J60FbqEk0gH9rH+OPwLGr7Oc+96X92/XF1nzbxMcePvoLnG9IXra2R14i4kdcFUyTPNG2F2FIP7Xu03KAt9eenOJHOTz4j06Bd5wdmkW3l2kfWKzJ9MhyneC/L5H9bJgPSlbCOt03+SlZl7J0/p7Am/vOQ46VZDO3aJWPfKyyLwPBXB5/l1N6BgWV0ko4HMkHHENnZllGR+bLlJUTnFatsiE5QR88jTycY+TLKV0AJDujoITkQyVgdrL8I6gOefO1Hvlj98Upjn/qhHeElR3m8xLiOaAUhZr/97W/dS0rLwhyjdQvCU+OV1Zb6XTzm3WJl/8qgM4uVrrBEry7Y6+c38dMv5ekbbyssSVKFo8WFrEDgo5GVpGqQVTYqAtf86wE59KTjw+EXdz4wvF9RO6YxqyjkK0G553c6QDL2aMMimxPE9utXz/+1GJkmmY4hHOrvUBH1hkgUJtFIBC/6siJl1AnCU1SfD3xnipqmsPZHC4doffLJJ+5rHk0f5iX1taPukcSQr/4gs2m0/O188iOAhhfSbqQs+a9lMrbAiFkyXrUEqXPvGE7/CVJFq4YhUAABXriYnzD1MlgAMoYWDcF/xV7GBSCrcidwnDcxBCoKASNmFYW8lWsIGAIVhgA+M/jn4USMWROzK4M3IGYmhoAhYAhUJAJGzCoSfSvbEDAEKgQBTKeMutRJcCukElaoIWAIGAIBCBgxCwDFTiUfAoWNQkq+FlmNDQFDwBAwBKoiAkbMquJVr2RtLu6ItUoGQ5k3Z+vSlfLhRdeHy7lo1DuSkpoSPrYdQ8AQMAQMgZIjYMSs5BhaDoUg8OmyubI9K1NObt/dm2C2eiGxLdgQMASSCQG01cOHD0+mKltdDYEwAolobTFiFr48tlNWCIxZtUjWeguZH92msxGzsgLZ8jUEKgiB/iceJ6El5SuoAlasIVACBPpL4o3ATS1BeyypIWAIGAKGgCFgCBgChkApImAas1IEs6pltTEzQ3LycmM2O0VSvDhB083GTGaBhoAhYAgYAoZAlUTAiFmVvOyl0+gHfhkrazK2l05mloshYAgYAoaAIWAIiBEzuwmKjUANb+FyfvGKjd+LFymLZwgkNgKJsJ5gYiNktTMEio+AEbPiY1flU/6979FVHgMDwBAwBAwBQ8AQKE0EzPm/NNGsYnll5GTLTm8R8zzvXyzZ5cVjsfPYsWLlYGGGgCFgCBgChkDVQMCIWdW4zmXSyr/99I1cPeFjWb9rp8v/uzVL5JoJn8hbC6fnK+/OH7+Wq7x4G/bEyxdoB4aAIWAIGAKGgCEQRsCIWRgK2ykqApEasKzcHNmRvVsyc7ODszIns2Bc7KwhYAgYAoaAIbAHASNmdiuUAQLlx8DycnMlZ3dWGbTBsjQEDAFDwBAwBMofAXP+L3/MrcRSRGDlDz/LN3+6P+4cWduxenq6uGU4vKVk2IaX5PAfe9ySOdi8wFActybknrjunFekt3WxXLS9cV1l9qQjC+KkpnrfQBrP7ZA8lCZ06Nv35evKCOdF+aH8SMMB/8L7oUCXb547zZ/QL1RWwTTk5vJx8dyBy4/4aETd1mWRKtk7M0LtIJon3z/8jAt3ZXjH0crgfChM60Jq3z7hAe0gX80zJSUGfuGyyZP/vrxdUd4Zh7933ptTj33N18X2yqGsUDJvSw5uEzrPrtfw0Dl/3tTPHZOENC7m3n2Sa/w990/oMJRvKGloP1weKciGP96PXbYN9mkrNRvW58jEEDAEKjkCRswq+QUuj+ZNXLtM6lVPl7lbNrjiVuzcKqO9ZZjcC8Y7wyCBspK83Dxp0qyZfDNypPfO9YYhRPxyPY1a5LmiHJdH+mrVqrk6ZmV5AyQSvf59DytQx8g6+4/BL9drUzQcc70JijV+rnctdd9tveNczzzOvj9e6DgibgRumk9kuXpMnTROrK3GD4rDPR103n8uKL2XKF86GLA/jRe699jDb+eOHTLwzhulw5EDyuoxsnwNAUMggRAwYpZAFyNZq/Lu4pn5qj5n8zrhVz6SJ2k1qkvv3r3LpzgrxRAoZwQ6dO4U0viVc7lWnCFgCFQMAkbMKgb3SlFqj4bNpXXtenG3Jb0Ik9HGmymahrAJKd5EFs8QSCIEuMdNDAFDoOogYMSs6lzrUm/pJfv1KfU8i5yh984yYlZk1CxBEiHgiJn6BSRRva2qhoAhUDwEjJgVDzdLFYEAfjGrd26XJTs2S1ZOjrSr21Da1qkvaThtl6WYxqws0bW8EwAB0wonwEWwKhgC5YiAEbNyBLuyFjVnyzp5bs5k2ZiZka+JrKP5m84HyuCWHfKdL80De2mVJpqWVyIiENKYJWLNrE6GgCFQFggYMSsLVKtQnmNWL5aX5v3EODJJ9cwtrWvXF3zJlnsjMzO90ZgvzvtRFm/bJGVl9uSl5aaiqEKYW1OrFgLu4yM0cUbVari11hCooggYMauiF740mr0tK1OGL/zFkbIejZrLlV36SaP0Wi7r3d40B4R9s3KhfLtqofRv1la6NWxWGsXmz6OSmDKHDx8uN9xwg/OXS/fmWWvRooWcccYZcumll7p9f6MHDBggq1evdnHxr4OYsm3Tpo188803kpn5/+2dB4CU1dX+D2VpuyxL77D03lVQsaDYa6LGQkISa/xM8rclMclnj8YUNYnRfJYUu0ZRsWIviBSRJkV6W0B6XZaFBf7nd2fv7LvDbGVmd2b2nGTmfd/b73NnfR/OOffcfBk2bJhLJxRHVlaWHHPMMXLllVdKly5dgk0dcv/II4/I888/79rz7dK2/xx//PFy2223HVLvcBN27dolL7/8shtnz549D7e5lKof0pi5iGYpNS+bjCFgCERHwIhZdFwstRwIfLB2qTvEvFWDdLmx/7HF/MkwY47tPkTzC2TyhlXykobUuHXwieVoteJFIA3JLrt375YNGzaEp7Fq1Sr58ssv5fbbb5ePP/7YERafuXLlSlmzZo1/DF8hZMh+9fGbN694CJNPPvlEfv/738u9994rt9xyS7hO5M2yZcvk888/j0wOPzdr1ix8H8ub3/3ud/KHP/xBOnToIMw9FdY0VviYKTNWSFo7hkByIGDELDnWKSFHuW73TjeuMzr2LEbKgoP9bnZfR8yW7dwi+zWYaJ0YbwZwZp4UIGbu5avA9evXT5544gmZOHGi/POf/5SFCxc6rRlXL77sgw8+6Agbz3zQtCE+n/snn3xS1q9fL2+88YZr87e//a2ce+650rdvX7IPkcsvv1xOOOEEFxCWuq+++qqMHDlSrr/+etcuxOlwZevWrYLWD/I1Y8YMN240hAhXI2XFEWY9DZPimNiTIZDKCBgxS+XVjfPcNu3Z7XrooH5lJUlL1abVVVNbARHMC/a5EwJKKlup9BR5aXky1bBhQxkxYoT7EDT3tNNOk0WLFsnmzZulefPmDiJftlevXnLUUUcdApvPJwMC1K1bN7nuuuukY8eOsmXLFkfQSiJmpPu8L774wrXdqVMnueCCCw7pp7IJnHCwYMGCYtVvuOEGOf3006Vr167F0u3BE+3k1wrbWhoChkD5EDBiVj6crFQUBPAxQzhyaVXu9iglNMaYpqbXrSfb9+6RfUrOYi4pEsfMk6mgZqSlHjWF1K1bt5jGJFrZIK4+nzTfXqNGjaRdu3aOmBWoebk8wnFCiG8jWp1cPS4ITR1jLEkgYmlpaeHsaOMjs0+fPuEydlOEwEHWwXhZESB2ZwikOAIl/9c0xSdu04sdAg/MnRS7xirYErtBSyMOFWyu2op7ssJcIESzZ88WzI7I6NGjJejb5cteffXVkpGREXb+HzVqlPztb38rZsqkPcjTiy++KHPnznVl2VRQHvH9RMP3qaeekrvuukvwSatXr54MHz5cHn74Yenfv3+46ddee835jWGuPPnkk+W5555zGxEuvvjicBk2JTAPTJj4mKEtfOCBBwSfO7SFCJq0p59+2vngHXnkkW6OaAu9bN++3fnN4Ue3Z88eYYMC/Y0bN06OOOIIufXWW33RpLyyDu4Q9qQcvQ3aEDAEKoqAEbOKImblwwg0rldf8nX3ZXQ59BgZwmnEXPSllQriSdCsWbMcCYNsIJCia665ptgUfdnVq1cXS8dkifh87s866yxZsmSJoLVCIDlt27Z192V9+XYiidmjjz4qP/nJT1z1pk2byo4dO+Szzz5zpApfOHaHQqzwV8OfjPrvvPOO/OpXvxLqzp8/P9z1V1995TYy0NfkyZOlSZMmLo/x+k0I/krGe++9J+ecc44zhbLjFNKJORdzr5cVK1YIxBFhI0Syi1uHOPzpJDsuNn5DIFURMGKWqitbBfO6bfCoKuil9C7gZZHEofQaiZnrSdDevXuFDzJgwAD54x//6MhUcNS+7F/+8hdBg4SGjbRIHzTqeF8utFr4md19993Bpkq99/0E8cUM6jV5P/vZz4QNCJCvU089VWbOnOm0XmjtCNtBOuZJxkneT3/6U9cf2ruTTjrJ3U+bNs3txBw/frx79jHpfN8kfu9735M//elPgkbshz/8oSxevNhtisAXjv4hZZmZmS7MB355jz/+uNxzzz3CWINjdx0k4RdYaMCSJBy5DdkQMAQqg0Ccz8upzJCsTjIjsHFPruTk7pADMKaqEF5a8dDEVcXYA314IoL2B1McQtqJJ57o7oNfvixmQ0yB7Jo87rjjwk77Pp86V1xxhasK4UGDlZ6eHmyq1HvfThBfTJdsREDY6QkRwoRKOoLGD2Ee9AkxxFQJaWRjAxKMU0a8NTR4kX35Z8pjimQDwpgxY8JtEMcNeffdd931kksukTPPPNNp6+64444wbsGxu4LJ+MWfUgr8xpMRehuzIVAdCBgxqw7UU6xPNgFwJNO1X7wuN0+bIL/96n25atJrcs/sT0vcFBA7CFKLmOEkT5iKxo0bO5+wm2+++RCoPGkpiXT4fCpCao4++mjne3XppZe66yENlpDg2wn2s27dunDpbdu2SU5Ojos7htYOfze0ZAg+Y2jBCK9B3LWrrrpKzj//fJfnNxXw4NuO7Ms/U8abXjFdYiZFfBvLly93z57Mugf9giwivn33kKRfYGG8LEkXz4ZtCFQCASNmlQDNqhQhsHjHZkfEvtAgsoTDwORCrDLCYyzavknunPGRi/xfVCO2dyjmUuXlCzLMJTs7W/761786oHCoRzMVFE9aSpq3z6cOuyXxt0JThvN/NKIXbDt479sJ9tOlS5dwEcYFOcMfDt+yX/ziFzJpUtFGEMybmB1JRyiP2dG3S5pv26dFPlPGx2fjPrKcJ2rTp08nOyz+2bcXzkjCGzdn/V2YGAKGQM1AwIhZzVjnuMwyT4nYIwumaiiMfCFeGdH/Hxt5njwx8ny5c+hJ0qtJCynQoLJPL5klK3dti8sY9E0dfrnHp4OqaTWScHAU03nnnec6xwQZ1FRFlo0coc8nHWLSvXt3uf/++12xaEQvsr5/9u0EyQ2x0Hr37u2K3Hjjjc6UOHXqVBe0llMKMCcif//7313cNE4bYPxou5BNmzYdQq5Ij+zLP5MX7N+n+zTMuMizzz7rCChEER83Nhsgvpx7SNKv0JyNmCXp8tmwDYEKI2DErMKQWQWPwLiV82VLfp4jZXcPGy2DmrURjmJi92V2RlP59aATZFjzds7f7N+LZ/hqsb2mKDEDpMcee0xatWrlyMzYsWPD5CWSnEQC6vNJ98SEnZ1nnHGGKxpJ9CLr+2ffjnfIJ532/vGPfzhfL46MYpcnIS7QULGjEkd/BPMjR0wRUoMNAOyOhNDhU+bb9WOjfGSafyavtHJsRACjjRs3uo0BhBXhzFHCZiDBsbuEJPwKhYRJwoHbkA0BQ6BSCNiuzErBZpVAYP7W0NmOP+wxRBrWOfSnxL/xf9RzqMyZul6W79zqAtFGK3c4aIb8opNfm8AxSA899JALAuvxgHAQC4wI/BAVyAdpHCIO8SgpSj7BZPEtow6+al444gniRPqcOXPCvls+P/LKhgIIFacHBIUNCcQmu++++1y8Nfy92B1KOIwePXq4opwUgK8cscvWrl0rOOejBcQsyfjQBgZJU+fOnR1xhLgh+Nqdcsopbqxe20Y68dLYCECYDgQiRsgNdogSsoPx4l+WnZ3t5hokda5CEn45kqqE2MQQMARqBgK19I+ed5uJIVAhBPZp/LKrJ43XF6dqdtR8iaasJLld/cxW7Noqv1UNWk81b5YkP/xsXElZJaYveetD2f7uJJk7a3aJZSwjdRH4+uuv3YHtkNTg8VSE1cC3Dk0jBDGZpXFWEznmrpukzeB+FZ7Gk8fH7iitCnduFQwBQ6BSCJgps1KwWaUgAmX9W75O7VCJvapZibVADIOal1i3b+0lNgL4t7HblFhnBNJFOA+UQLTIwIED3TWZv/i3c1l/Y8k8Pxu7IWAIFEfAiFlxPOypnAikqYasbcPGeiDSQWFnZkmSW7BXVu/a7rI7poeiupdUtnLpqeH8X7m5Wy1MooTmICQHxzSxGYCdmsQ5w8xJDLWkF/71YabMpF9Gm4AhUF4EjJiVFykrdwgCvbJCZsmndNfl3hKOZvJ57RtlShM9winW4rQJ9tKKNaxJ0x4Hvb/++usuuC6+boTrwP+OnagEnw362CXNpCIGar/xCEDs0RBIcQQO9dhO8Qnb9GKHwIXZ/eSrTWtl3e6dcufMj+THPYZKt8xmLpbZBj0B4BklbLO3hCK0/6D74Nh1HGzJKRPM0BOEpKbd41vGZgZiqXF+aBeNtQYxSxUTt3MDtp94TftZ23xrMAJGzGrw4h/u1NPr1pNreh0pDy2Y4o5hunvWJ1Jfd2fW1QCzmDARAs5ekN1X+mS1PNzuotfH/8Y0ZtGxqUGp7Nzk7Ew+qSZYMvlLMjEEDIGagYCZMmvGOsdtlv2atpJ7h50iA5q1dhH/8/cXOFIGIeuQnim/GnicnNMpFJA0HoMwM088ULU2EwkBTLT2j49EWhEbiyEQXwRMYxZffGtE683qN5Sb+490xzCtzt3uov13Ss9S7VnJITRiB4xpzGKHpbWUkAigMivc2ZyQ47NBGQKGQEwRMGIWUzhrdmN1a9eWLo1DgT8jkdihB51npsXe+V83haaUNmHXrl0u0j/4EYzVH+AdxHP37t3u8HCCqbIDMTMzM5jt7n07BKQloGtQOLYI/6to9YLluOccTLSSnLnZoEEDd40sE/nM+DZv3uz6ZWdkebQ9zIUwF5TNysoqVz++3/nz57vTBcrTj6+TTFenFTZTZjItmY3VEDgsBIyYHRZ8VjkSgVw9P3ONas3QnOXk7pCc3dzvEM7V/NuIs2O+MzPVTJnvv/++I13gShgI4nMFhbAQnAO5b98+lwwZ4dSAAQMGuGfwmDBhgixdutQRKiLoc5h48JQAYnxlZGSEz7UMth95zxmUkCaEvnr27CnHH3+8I2mRZelz4sSJsnPnznBWvXr1JDs720Xj5z5ScnJy3E5KiJzvB38xjm866aSTIosf8swOTCL+0zYO/6korKnxslRcWZuTIRAdASNm0XGx1DIQKFC/l7W7dzjStaaQfOUoGePszJKEmGcxF31ppYqmBC0X2iLI1PLlyw+Bivy33nrLERiOPkKDNXfuXPnkk09czC60Z5AjAq3269fPHe/EcU6QvauuusppyRYsWOCOduK4o4qIP4+SnY8QhdNOO61Y9Y8//tiNhURIX4sWLcRr7RYtWuS0gGefrcRcz9P0wvmaU6ZMce0xlzZt2gjatq1bt7po/hDO4HFMvl7wym5MSOrMmTNTlpjpSaKw4uC07d4QMARSGAEjZim8uPGc2ufrV8oreoj59r2hw6KDfbVskC7tGjXWT6a0ddfQfXrdtGCxmNxD9eqoWS4VBELDOY/r1q1zxCyScHJoOFolSBmHhyPp6emO3EybNk2+853vOGJGOudcQvA4SHz27NlOi9WwYUN37uagQYPCZ01StjzC2Zdowp555hlH/EaPHh0mTd98840jZZAoztWkfS87duxwccYwU0Iahw4d6rK4nzx5siOLnH95xBFHhAn2pk2bHNn0bZR0LSgocHMjn4CyfCB3qSapphVOtfWx+RgCsUbAiFmsEa0h7Z3YtouMbN1ZJm1Q09rqxbIuL2S+YjfmgKat5fQOPaR1w4z4o1FNGrO8vDznR4UfGH5UQc0OhAEChV9Wbm6u0wJRJpopLxpAznQVJcNr0fxB4RTBfIfWCZPg3r17ncaNdIgaGrRly5ZJ8+bNnaaK4KtI8ExJl1DKlx8LJBFtHpotzIfMHyLJPD/99FPXQiQpIxE/tgsvvFBWrFjhzJOkUQeTJ8JYOAA9KGjbqFOWzJs3z43Fl5s1a1aYsPq0VLiG1sA0ZqmwljYHQ6A8CBgxKw9KViYqAjj7n9Cmixyvn5mb18rbqxe545k+WrdMPl63XIa2aCtndugp3TObR60fk8QqJmaQCggOWigvaKLQdHXr1s0lff7558Lh2p7EkAgpO/PMM6Vjx46+WonXIBnyhSB7kDwkuCGgadOmrm1IGRqtIUOGODI2Y8YM4cPYMAni8M+YTzzxxHITRPryY0HzhpYLUoa/GqQMQRNG30TYD2rKXGbhFzjgM+aFOoyVTQnDhg3zyRW6EkKC+SFo7zClYsKl3WC0f87SRGuHZhHyCkEeMWKEGz8m1sWLF0t+fr4z+zIntHWYgTlRAGG+EL6NGzc68t2uXTvnzxck4q5gHL/0J26WzDjia00bAomGgBGzRFuRJBwP/5Yf2ryd+3Bu5jtK0GYoUeNUAD49lJid2bGnDGneVvVpsf2Xf+ilFds2S1sCT8rY1YhTOy99XuY45F900UXOYd/X56UOEYMsQIyoe8kll/jsCl3xvUIgOZG7LNEwrV271vl0oR1jwwAR8CGRjBES8cYbbzjNWWUDsL788svh8UL2IGxo0SAsiCcy4UJ6AxGE9HiTLFf6x9EfwW+tstH58XXDh4359unTx82XNPrkvEwvaOoglV5YL8gpZmE0jV7WrFnjb52mkfmwI5V5e+wpADnFTw+NHqbiqhBHjhU7E0PAEKgZCBgxqxnrXGWzhIS16zVMGi1Nk4nqh4ZA1v6xYJpwLNPxbbJdWuy+qs75H60VzuYIh2d36NDB3X/44YdCyAYc0PH98lqmgQMHOm0Vzuz4ZkHOKiKe0FDHm0EhOowDM6kXCAqCWRWBiGUrIfMCOeEDcYQkMge0S2iIjj76aKct8mUjr34u/fv3dwQFwocJkfSTTz45PA6/SzRYH00TRCgowaOS0HpVVry2zGvc0NZBzBgb5lGPlx9/586dw9o5xgoxQ6gPsUNzhnYN8bizrpAy1pk2IdqQOYg4V/z4qkRMZVYlMFsnhkCiIFD0X/dEGZGNI2kRwM/svZwlwsYAf6h5Vr0GcnK7bjJKfdIaxyGO2cEDVUfMIFa86CFAnpSxWPh8Qcy8JsgvINocBN8sNEMQqvKIJxPBsmjK0NBAKtBSeXMmxMGTn2hxybw/V69evZxj/AsvvODGSf3169fL+PHj5bLLLiu2WzLYr7/HHMocqPPf//7XETvMt15ThlYKk6YnRNTDZEgaY8TnDcKDmdETMupEkkzfH1eIFjs3EeqeccYZbtMCWivMochXX33lCLF70C/6Yy0GDy5+NiskGZ87hJAj4AJexxxzjEuDeGHahEQjjAstJIKGDZMxQj0OR1+1apV7rqov05dVFdLWjyFQ/QjUrv4h2AiSHYF5WzfIA3Mnya+/fE/wL4OUdc7Ikqt7HSH3Dz9DztUjmeJByhxuSpQqaw6rKO7ehOjJhq/vSQImvqB4U5fXwPhrsExp95HlMf0h7Nr04skD2i8/Pp/HFdMevmk45lMPUscuyO9+97tOuwcBYYNAWeLHAkFBIwcGaN8gnaShyfObAHxbkEHiq3miCVGlLuUhRWig2JkZTSBvjI12KcdmA98OZMwLZJg5eZMq6czZl/VXxumFNpGgLxrP3m+OuUKAfd1gOU/QguZN6sZL/BiUmcarC2vXEDAEEgwB05gl2IIky3D2KfmavGG1vLtmsQskGxz3ZV0Hykntukpa7fgfyURsNE8agmOIxz3EBw0RJAAzF472kBNMmEh2ofkw/DKt5CBKqo/ZDV8ozG+uwaUAACsdSURBVHCQHLRTBFdFCDcRKRAyypKH87snkBAeBHKFRBJKlxjxhSaJD6Ex0BqhNYRcgT3O9/hikQfpwccLIkT7mBy92dBrp3ydV155xTnWUwfiyDggZGijmNfYsWOdI35wKDjwo7Vj7vjreZMumPF56aWXnAYRsuk3Y1A/+BvxJA2iyvpBvDAHBwkvY/GbN2iLwLoIWjUEv76qkPBvwYhZVcBtfRgCCYGAEbOEWIbkG8Sk9atkysbVUQPKPrdsjryw/Gtpo+EyOqY3CX0ymrgwGnVqxVhJ63asVZ02ARLy2muvOZ8t/La8dOrUyRE1/8w1SAZ4wR6uZg8/KbRQmPhef/31cFeYVaM59RNcFoIBgUTYUYjGB6KETxXO7RA2TzrCDRbehEmBPnMCgBfmhXnPz4/YYfiboTEjpAcfiJPXOlEOsybj94JZEfMoO1hxpufDWNCOQfx82768v3rTJpq4YLBan48vHL5ikOUgMfP5XNE8Mmbinj399NMOFzSP9BsUzJsQREyX+K5BIL1mLhoRDtaN1b1fA+NlsULU2jEEEh8BI2aJv0YJOULimPEhwOvGPbmyYudWWblrm6zYFbru3LdXTwbY6T5TN+a4Ofx1xFmCz1lMRQlPSS/xmPZT2BiakjFjxrhwGDiBe38zCJMXCAjaFkIzePHkyD+XdoWgELLBa3aCZTleCVIB+YFIsOuToK2YCCMF7RMO6j6PK0FoIS6YABkzhK40wuj9siAIkC20S8FwEr5PHOjxW8OXDN8xtGuYBiFB+Hv5dnx5rvh9QSpxpKcO2ivGgjYwGtHEx49xg09JoTkgZmw6YG0oT3vMO/I3wiYNdtKifWNDA21SljH4sowPcsmc0NQhrCuEsjxhT1yFw/zyxExp/mG2ZNUNAUMgWRCopX/4vFtNDIGYIrA5f7eStSKiBmm7a+joUs/K/OFn4yo8hq+feUWardokH0x4t8J1rUL8EIAUlkb4ovWM6RPTZEXrRWurrDQ2AEDAIM/0iyaRTQ0QRHbcogH1gukXMzBjgyxXxfh83xBDCPF5T/5FmmSHdgH7vPJcnzz+gvIUszKGgCGQQAiYxiyBFiOVhtK8fiPhM6xFu7hPy2s44t6RdVBuBCpDXiAgVSUc5I7ZlDND0RyiYcNMyW8pUlMJIfMbL6pqfL4fCK4TU5h5SOxqCKQ8AkbMUn6JU3yCVWzKTHE0a8z0MFNiouSAd46HgqQh+NtFCztSXcB4g0atWPtmVteErF9DwBAoEwEjZmVCZAUSGQFeXKYxS+QVSsyx4djP5gEC7bILFN85gt8ScDeRxBMzczFLpFWxsRgC8UXAiFl88bXW442AekjWti1r8UY55dqHzHN+Z/AMz0ScZBExM1tmIq6PjckQiAcCRszigaq1WSkEIFgHKrwX5aB89MGH0iG7s9Oc8cINfvB18hq1YHp57339YPloacH84H2wLPMrlqfmqeBzrdqR+bWco3ntyHKF7RRrr3CexdK0XLD/Yn1FjKWkvGSvzw+RufmdmSXNs6T06p4/gXX9HNxNBb74LZgYAoZA8iFgxCz51ixlR0yMswMHi8eSKmuyXU45Xpr36ib7dfcasTuchqGQ3B3EcZq0UIbmaWuhr6J7fSbZJXAfetCr3uhxTyGNhd7zf9L040ZYeM+lMJMslx/qT2+947ZmhOqGyvp733YtJVW0f8AFfvVlC69uDKF2KeT74CZUny5D43JjDA3UtXfw4IFi5XlNU7RWsB03pFBboXzaKhyn9h1qIFSxIG+PrJ+zgExHdtoMHeDuXRnGo/+r5aq4BkLz55kG3RgpTl9cQmnchu9DD/pIHsmh9SPfp5Hh77m6e1eY8q4SLbp78CeJOty4e3clMeKZ9EA7vq1wH74eTbm6RW36sqE2i9ql5+qUmMcMrM7JWN+GQA1CwIhZDVrsRJ9qXSUonChQEWncrrXwMYk/AjtWrZXXfvDzcEfH3fNLQctnUjICnOUKYQsTwzCpIxkSR37gvvDZEcJA3XrqA1dR4e/JxBAwBJIPASNmybdmKTviBnXqSl6Bar5MDIEUQSBEXEPktaopLH9PJoaAIZB8CNg/qZJvzVJ2xBlpVRfHKmVBtIkZAoUI2N+T/RQMgeREwIhZcq5bSo6agLQmhoAhEBsE7O8pNjhaK4ZAVSNgxKyqEbf+SkSgQ3pmiXmWYQgYAhVDwP6eKoaXlTYEEgUBI2aJshI2DumfZU789jMwBGKFgP09xQpJa8cQqFoEjJhVLd7WWykI9M5qIS0bpJdSwrIMAUOgPAjwd8Tfk4khYAgkHwJGzJJvzVJ2xBpeVc7s0DNl52cTMwSqCgH+jvh7MjEEDIHkQ8CIWfKtWUqP+MS2XaRzRlZKz9EmZwjEEwH+fvg7MjEEDIHkRMCIWXKuW8qOmmNk/qfPcEmva6EzUnaRbWJxQ4C/G/5+7DimuEFsDRsCcUfAiFncIbYOKopAm4YZclP/Y42cVRQ4K1+jEYCU8XfD34+JIWAIJC8CRsySd+1SeuTdMpvJbUNGmVkzpVfZJhcrBDBf8vfC342JIWAIJDcCdmZHcq9fSo+ef/nfMeQk+WTdcnk7Z5Fs3JOb0vO1yRkCFUWA3Zc4+uNTZubLiqJn5Q2BxETAiFlirouNqhABXjYntesqo9p1kW+2bZK529ZLTu4O2Zy/W3bt2yt79hdIwYEDsv/gATngD4Q29AyBFEGA33+dWrWFA8k5+5JjlojoT/BY4pQREsN2X6bIYts0DIFCBGodVDE0DAFDwBAoC4GFCxdK7969w8X2798vtZUwmBgChoAhYAjEDgH7r2rssLSWDAFDwBAwBAwBQ8AQOCwEjJgdFnxW2RAwBAwBQ8AQMAQMgdghYMQsdlhaS4aAIWAIGAKGgCFgCBwWAkbMDgs+q2wIGAKGgCFgCBgChkDsEDBiFjssrSVDwBAwBAwBQ8AQMAQOCwEjZocFn1U2BAwBQ8AQMAQMAUMgdghYHLPYYWktGQKGgCFQoxDYtadAMhoUf42s2pwnny7YJFmN0mR496bSKrN+jcLEJmsIHC4Cxf+iDrc1q28IGAKGgCFQIxD489uLZdLCLTLueg5ND0355ufmyhszvg3PP71BHbnv4n5y6oBW4bTy3NTSwLomhkAqI1BaCFkjZqm88jY3Q8AQMATigMDzk3Pk8Y9WSqP6dSRnS550at7QETJIWVrdWo6IzV29Q1ZuypNfvTBPBnZqIm2aVExz1vOm9+MwcmvSEKh+BBbdf0qpgzAfs1LhsUxDwBAwBAyBSAQwVSJ/uKSfI2X5BQfknvELXdq93+srD4wZIO/ecqwc0TVLdufvl4nfhMq7AvZlCBgCpSJgxKxUeCzTEDAEDAFDIBIBfMuQenVDr5BXpq2Vrbn7pHvrdDl3aFuXhzGyX/vG7n7dtj3ual+GgCFQNgJmyiwbIythCBgChoAhEECgb4dM+XLZNrnv9UXytZosn5q4yuVeO7pLuNTarXvk1enr3HOnFo3C6XZjCBgCpSNgGrPS8bFcQ8AQMAQMgQgErh6VLc0y0mT5xt3y9/eWyY68AjltYCs5e0gbV/I/n62SUfd87tJbNaknp/SvmPN/RHf2aAjUKARMY1ajltsmawgYAobA4SPQonE9efWGEfKfz1bKOtWMndCnhZwxqHW44Q7NGrr7ET2ayl0X9JF03SRgYggYAuVDwIhZ+XCyUoaAIWAIGAKFCOxVZ//MhnXll2f1kNo+VkYAnZG9msl7txwjnc2EGUDFbg2B8iFgpszy4WSlDAFDwBAwBAoR+L36lg35zcfywbyNUTFpkFbHSFlUZCzRECgbASNmZWNkJQwBQ8AQMAQMAUPAEKgSBMyUWSUwWyeGgCFgCKQeAlOXbhUfOsPPLlrQ/hHdm0nbrAa+iF0NAUOgFASMmJUCjmUZAoaAIWAIlIzAM5+vLjkzkPPIjwcZMQvgEXl7dI9m8uD3B8j+AwflvAemyKadeyOLhJ9f+OmRkt2ykTwzabXbERvOSMKb//78SA1Q3Eie1t/Rw+8vS8IZxGfIRszig6u1aggYAoZAyiNwVLcsaVOWJuyglF0mxkhlNkyTey/uI7X0f18u26q7R0Nx1iK7ueOC3tKycX1ZtiFX7n97SWR2hZ7RFJ49uI20yKwnr3y5Trbv3lfu+ml1akvT9DRXvllGvVKJWZNGdV3Z9k0PXwNJX3df2Mf1e1AOulMaGDe+g1OXbC33+CtbsEvLdLeJpFG9kFcVR3sRcmX68m0yTbWxlRGw/M4RbaVunVryqq5D3r79lWmmWusYMatW+K1zQ8AQMASSF4Gxx3VKyBhle/RlfESXpo7AjOjeVF6cskby9hZ/QffTILmXHt3Bgf/F4sMP5zGwYxP585j+rr12TRvKPa+FjqhK5NVtkFZbRvdvecgQWdfXNDgw55xWpdx9UR/B7L1v/wE59s6JFSK3fpynDGgptINwMkVJpNyXT8SrOf8n4qrYmAwBQ8AQSAEEVmgAWjQvHNdUlUI4j3FfrnVdZjSoK2cOLoqx5sdx6dHt/a08q2bBw5Wgbx3HUSWbsEZBLd/5qnVC81SVgoazooI59KPfHCvXndLVVQ22EFyTirZbneWNmFUn+ta3IWAIGAJxRmD8+PGyePHimPZy8Yj28vCPBsngTk1KbfffGoB27P99JTNWbCu1XDwyX5yco8a5kDDeoEDW/CkFnOP58fzDP2R99qrt8svn58mf3lqclL5ff52wVIbf/qlc++/ZYahO1MDBVSm3vrxAHtKTJK56YlYxkljaGNqpKb29BjTOUhMv8v7cjXLHuG/kd6qxfGHymtKqJmyeEbOEXRobmCFgCBgCh4/Ae++9J3369JGxY8fGjKD1btfYmcBaZtY//AHGqYVVm/Nk0qLNrvVBSiB7tc0I93Tu0DbSsF7IfMnLG6f7oEDcyiO1VSXTUGO2IQe1ifFfrZMnPl4p26L4l+H7VL/w0PfytF3eMQTbQkOUXr98Yw/W8/fM4SP1L9tZeEg9hCdSmAefSKmjgYY9ppF5wWfKgFs0WbkpdMTX5MVbomU7vzFi5JUmaEufV1LOhoJI87WvV15smWdZ/fk2Y3mt/ArGchTWliFgCBgChkDcENi/f788/fTT8txzz8lll10mt956q/To0SNu/SVKwy98sUZG9mzuhoPW7K5XQ35flxT6luHL9NLUkFYFwnDLOT3dmZ844rMzEgf0vu0bO+L2vy8tcJq/J64aImhp9uw7IF10d2QDrTdTNYI/f2qOPHr5YEdO/vruUnl3zgbX7+DOTeR/z+8lfZTMckjC3Jydsiu/QForqV29JU+u+eesYnD9v9O6CXU49grz4oTZ6+UPbywu1Ym9ozrN3/ad3jKsS5Y7/mrLrr3yoRKs+7ReZDiTYp1FPECuTh3QShoXEtMNO/LVOT9NXvjpEUIehCarUZoUKJFlXPigMdbfnNfTzQ+fLjSQ46atlUc+WF6M8I4d2VF+eHwn4biu3fn75aP5G53jf3AIPzu1qzvaa8HanXLTs3PDWZiirzkpW7q1Tpc6SurmrdnpfOB6KtlmAwNy3rC2cqyu9U/+NUse+fFghzXaP8gewk7W35zbU4YqRswPbCGABEtmngjnvYJ/lq7/qk150r9jYyWDtWXJt7sEbd7MFdtduXh/GTGLN8LWviFgCBgCCYJArAgaoQ3emvVteFYl+Qb5F164YBXf8PJfvz1fWjepL+fqi/tPby6RXu0ywtqzCUqeNiuJQYHz+JWD5ciuTcMjhBgFfdMaFZ73yc7ByKOmIHIo3fp3zHT1PbFBU/fcdSFS4xse2ClUhudoiqOgMz7tXnpMB+naKt2ZhH0bwSvEZNz1R0kTJVBeSLtoeHtHZC79+3SfXOr1xyd0kpvO6h4mZRR+/+sNTksFIQoKOx7RMQ7Q+T6v8wsey0W8up8qwWqu+GFSRHiGdHkBS29K9mlc0cDSFwTPy01ndperlZQFhX4hnBBECCPSRAkjn1a61j3ahMbbTneuQsz6Kbl+TsOMsNnBC9iyvsf2bCbnPzhV1uqZr6ybn2vzQsJH+R5tMuShsQPl5HsnSb5q5OItRaOMd0/WviFgCBgChkBCIOAJWmVNnGiTlq7fHf4sWZ8r0T478gqqdb6YKL1GjJcuL2K/E5OBeaf/01RL5EkZ2qbHP17hNg9gFitNPlmwSd6c+a36lS2RAzCzCLnl3B5h4oD27S/qx4U2qDTxGxee0DH4TRPDdWcpmqxogibJkzK0dPi5eZ++odlZ7oD5aPUi0yCbnlCSh4n3Vd2ZGRTGxm5NtHH/UI0YpMmTsn9+slJuVa2i11BdrMQQYgTZYoyIm5tq05gbhLgsgcReVVg3V7VsrNedr3wjOappRDAdo31D6NdpFvceumZ/uLSfI2Ws0GffbFaCvtiFUaEeZO6O7/bmtpgs140rf9Z1nbNqh0tnHt0jCGqxCjF8MI1ZDMG0pgyBmoRAnTp1atJ0U3KunqBV1MR57eguxQhOJDiRFCUWMbci+yjvM8Tsf3S8EAg0L20L439BkLxpChOgl18osfl8Ycg3bZuau644sbPPKnZdE2GGxMQXFLRKaMwQ4qT94B9fuft/KYGZfOcJzuToEiK+npy4yhECkr9ctk0evWKwK8EY31MNVqT4PkjHtPojNRcGT1nAFPupEsiyZJ6aWJes3yX45k1U8sJmhkh5V/sPhtAYGNj8QZBcPl6bCN692zZWtWAobAVtPaVzg8QiU5duc1pK91DC1/G9W4T3ad716jeOFFL0A3Xwx8/xs282ya/O7iFo4Jjjvz5dKYRBCQraUjReyNQlW3RjwUx3/4Suwzu/PNppIxm317y5TP1C2zdFy2Oavb8wDEoLJWeiZtR4ixGzeCNs7RsChoAhkOAIeIL24osvyiuvvCJnnXVWqSNupS8oPskg36op8yPddYmJED8jL89OyvG3qtkpcnIPOp5P1hdzScRszuqQJiXcSMQN+PiX/Tdrd4VzMYXhkzayV8j3LZxReDNlcVFg1S8CTvBon6KJJ5rk4XMVKRCT8ggEFqf50sRrjyiD71l6oXmXZwhgpLTOqi91C02N5M0I+Gh9sThEfiPrBJ+D6wUZ84KJvLxm8qAWcH4EqWKtMRNjOg2SWfpZtTnkmwZZ9RKYik+Ky9WIWVxgtUYNAUPAEEgeBNB+VmRTwJJvc2Xd9j0lTpCXIVqK4Iu7xMJVkAHhCPpuYWJ9c0aRj9zGQudvhtJfNS5eW9RXtTIlSVlO9ZvV3It1k5d5kFSxIxFtT0nSRwnO54W7SYNkJzjGYN1NOvY2heTr+qe/DvtAYT6EvLwYw5ARuYW7Nemf+UMy/U5TH2ajnmoKbzqrh2rdNjmz4YAORXPFFIgZFOnXvrhmyyVGfK1XbZUXNhl4TSY7JfEN8235MtGuuwOBhdsHCDhl+xZq1zBDs15BYXMHovtDqlyMmFU55NahIZCcCGRlZcmVV14ZHvxjjz2mzsshx9twot0kHALXXXedPPLII1HHVVFC5ht5ZtIq1a6EdjP6tMhrbfVgHnNMR+eHVJ4wCpH1Y/lM2IzVaqJj9yLyypdri+1ynJtTpP26Xf2N/q0mMZzDiYBfWYG0LFVtCwR1kJKKX+uOQILtnjGoldtxWVK7mCI5uQAz6uUBMyqmxmjyzbpd4U0Hx6kW7mX14Tqud3O3W5LyEI471C8r1nJAY2ss0r5xxEfYdQrO39fdl2yQGHNsR1msBJ40TNv8lwI8IUrMjc0GZclXqmHz/8X5re78fOyjFYLv1y/VfIm/WnmIGU79aE0hr6P6tpDrz+gm03QdiNE2RNcFYZdnIh3dZMSsrF+G5RsChoBDoHXr1vL4448bGimAQGUJmZ96V9V8oLFAIv3J9u8/KBt25svyDbtdLCk0K/dd0s9XrZYr8blemJIjv1BNDuN97oucYuN4TZ3IrxyV7Xy0+qmGxx+tVKxQJR4eeGep/EMPcIeUQLj4lCXsBiW8RlCW6uaK8TPWBZPC9//34XI5R+Oyobm64Kh27uMzC3QtXlYSGi8hLMgTVw5xzf/8tK7CxwvO/e/P3eDCjhA+40IdW7S5+fLRrsRUI/gvhAqTY/B3FDQ5R6sbTLtj3AL5Pw1lgsny2pO7uI/PZ4MIGwoSSWxXZiKtho3FEDAEDIE4IgAh+8EPfiALFiyQp556qtKxzMaO7CT/unqo+/xbr8HPU9cOkwm/PMaFiWikMb7Y2YdGorqFg8WJW4YGx+8c9GOCwFz+6Ax3eLZP48pOUy8+aKw3cfn0aFdfFmJxi8b6Cpo92UXoA5/6cltzi8xoawPmO9rmEPYrHp8pjBHxOzXdg36hCbz8sRnOad+ncSWdenPL8IUL1ol2X6CY+QC8WyMC57JJ4Obn5h4Spf9r7XPMw9PDh7HfrfHjOK80uHF1RWF8Mfr07UbOjbwb1DyLUz9r54UAuPMKtZy+jm/DlwleIXfEi0NzFhQ0emMemS6MF/Fry9Wv0Y68fcXGHawfr/taB1Xi1bi1awgYAoaAIVC9CGDKfPTRRyvkQxarERO8k0OkCUdAPK7yCibynje9X97i5S7358v6y9uz1rvgpiVVIn5VpxYNHbEhLEgshE0AXVs1knoarHSRkoEgyYjWPpolzK4EOS1PWAnfBuY6NjJA9FZqXcyNVSH4zTHeZhlp6te2V9ixGk3YPYmf2fbdBc65viLDY5drl5bpeupALVmoJlRPFqP1U1oawYHZlABxjdX6ltZftLxF95+iJ0WUvDZmyoyGmqUZAoaAIZAiCJx66qly/fXXV1o7djgwZDYMvWK2q9YhEQTtTlkCEaoIGSqrPfIhEWhnyisQhsqQBjRCkVqh8vZ5OOUggGghV5YRlQNtYXBnZ0X6RGO4WCPwH66gkYzUSh5um7Gub8Qs1ohae4aAIWAIJBAC5513XrWMBvMdwVeRyNhS1TIg69QQSBIEjJglyULZMA0BQ8AQSBQEiGK/KKC9CO7NRTuE8/+E2RucuainHo8zvFvRUUeJMgcbhyGQqAgYMUvUlbFxGQKGgCGQoAhwTiZH9pQl2S0byoM/GFjs7MOy6li+IVDTETBiVtN/ATZ/Q8AQMAQqiADnSga1ZJHVM9S3rKfG7zptYOtwANLIMvZsCBgC0REwYhYdF0s1BAwBQ8AQKAGBs4e0ET4mhoAhEHsEjJjFHlNr0RAwBAyBlEeAzf5ElSe0Q1CICcXh0kTOH9mrhYsCH8y3++pDoGVGHUnT0B2bd+/X45RKDtdQfSO0nkHAiJn9DgwBQ8AQMAQqhACBQm99eb4LzPna9cOltr7sec1foYFOJy3aEm6rQdpi+d1FfV1k+nCi3VQbAnec3kLaZdaR2ydsljlriwdbrbZBWceHIGCR/w+BxBIMAUPAEDAESkPgX5+skJenrpUNGjdrfeEB4M9NWu1IGUFEL9Ngsn3aZ7hI6re9vEDWRUSzL61tyzMEyoPAgLb15eELWsnlw0PnXZanTrKUMWKWLCtl4zQEDAFDIEEQ+FyPNULuH9Nf2mokdWKW/fntJS7twe8PEA4Cf+2GEXJUtyx3aHVFzjV0jdiXIRCBQN/W9eTc/unSv23IdD60QwNp16SunNY7PaJk8j8aMUv+NbQZGAKGgCFQpQjk61mCSEHh4YccCk5U94GdMuXEPi3CY8nWI3SQDYVatXCG3RgCFUTgyE4N5cdHNZERnRu6mh8tzpUvlufJE5O3VbClxC9uPmaJv0Y2QkPAEDAEEgqBAZ2ayIwV2+XOcd/I6P4t3QHVDPC6U7qGx8nB5W/MWOeeu7RsFE63m7IR4GzNni3TZMH62JzVWXaPyVdi9bYC+dPHW5Nv4OUYsRGzcoBkRQwBQ8AQMASKELjmpGx5Z/a3smbrHnly4mqXcdHwdmFt2cPvL5O/vbvMpXfWA8FH9W1ZVLma7vScbTmlZyMZ3TNd2mfVlS25+2Xmmnx5bsYO9YUL7VC84cSm0iK9jmzatV/6tKmnh47XktnqJP/45O2yKz+kJYwc/gUDM2RIh/qyZfcB6dIsTZo2qiPLN++Tx1STA3lAGqbVlrFHZsrg9vUlo34tydH0l2btlBk5+c5HqmvzuvL1ur3y4sydrvxRnerLj1Q7dO1LG9xB5E0a1JabR2nsOJ3Do19sD7frCge+mN8pvYrmN0vH/uxXRfPzRU/qjvYpU1pm1NW29snzM3aGNwPUr1tLLh7SWE7o1ki279kvT325Q2YpTkhzxeZHOo8+bepLXbW3Ld+yT57W/GU6X+SaY5pIp6ZporxSNxnUdbs/35qXK6N6hLRcf/10m2xU3JHrRmZJW92IMHFZnrz7zW45qUcjObNPurRV8+Tqrfschh2b1pUpK/Y4gjqyawNX7+jsBtJMx/HeN7ly4aAMV+6fU3e4vEzF6ftHZEp/XbvGeg/Ob2j/aNaQzro+V43IlL06BM4Q79WqnmzP2y9vzs+VdxaEzjJljpfo/Id3biCrdByl4e0ajcOXEbM4gGpNGgKGgCGQygg0z6jnfMhemJzjDs0epebL43sXmTB7aHBZ5IxBreR/z++dEJH/r1An8bP6FvkjNVJy1kE/A9vVl1+8vlH26SHZPVqkKVnQ12LrotU7vmtDNdMekEeVnEWT9llp0k+JSlDwg7pRSd4Nr210ybee2kz6qI+Ul95KCG49tbnc+s4m+XZHgZzTL101ZPWUoOTKtrwDjqC00tAWwzrWly9X7dFxZ6hvVX3ZseeAHncVIja+LX+9YnimnN0vhDtp4fnpWH7x+iYlIyHySd4J3Ys0mIyF3Zq36VjmrsuX43S+3xkQaqdZo9pyk87jR8+vd0TsvrNbOOJKG8hgxa7fOS3lp+M26LgKpGvzNDePUK5I4/q1ZeGGvXLZsEyhLXzEIFHdFefRSiKRcbNz5XQlZNccXeTED2Hig+xU7FduLQj320yJbw/9qU1tWKcQ91Co4wzt6/7zWobLUZe58XlKsXz1613SKK3WIWuVXq+uXK19L9JxLlWCeaESbT821vXaY7PkN2+VcTo7ncVQzMcshmBaU4aAIWAI1BQEIGeYLu++sI+c1K+l1FXtkpcTlKhNufME+YsexxQZ58yXqcprdrO6YVKGduZGJUxotHCV66xamSBhY1xzVXtFmU+X7HbD7B0gVSWNG03Q/769Wf4zLaS9yVbtTH3FhN2DnpShebt5/EZZuimkYbpgUGP5YNFuR8bStCwaI7Q6kDDkbCWStHF6nxCJGT93l+QHCJYfC3XOKiRl7y3089vu5ocG6ywlfkGBRP3hw61yz/tbZJ0SQ4KdjBnW2BXp1iJEiNCCfaLzpwznn56sGi20iQe19O8/2OLICiRSlYGOWAbbX6VE6r4Pt6ipcYvkbC9wpIh8tHnp9WqHid/ijftk1to9MmZoqG9Mt79VEvT3idt000iRhpKxfKaaNeSr1XvkdzqmSLl4cIYb3y6t95DWB+fPC+tcpnPLalic7jw1fYfcrIR1u5JdxK/RINVqIvwG+K0wlqqW4iOt6t6tP0PAEDAEDIGkQ2DOqu3qP/atrNdwGUh+wQGZrWlL1ofMQfXVzkWAWcq9OfPbanf+79Uq9LLlpf3ElO3OBPfOgt3uJc/4e7VK4xKW9xbmujKTV+5xaWhjypJpWnbet/mOzPiy1MtWLZKXq1Qz82fV6nRTjRHSUbVtaLJeU20OcoYSMUyjXtDm/Ug1fWieGDtjjia91B8NWrxbTbJF88uV6aptQ9AaBeVtbWfKyjyZriRn/NzQmmGGxVSK+Q5B+zW4fQM1TYYMa34ekLhfj24m957VIkx20DwGZeKy3TJV8ZisZkjkfdUEou3DTHq5avaO7hIimphzMad6fJ9WsjRfydmHi3eH61I/V+e+JTdEoL5VjeFKNaFGSu/WoTWeuDRPPtL6aL8eUyLM/pS6alvtoRpJLwTXBfOlm/bKoo0hPz4/hjlrQ89oPQco/q3V3FrVUvavrapHZP0ZAoaAIWAIJDQCL01bKzc/N1fm5YS0Q2vV1+x7f/tS7hi3oNi4X5y6Rm56dq7M140A1SkHcShSwZfM7yTlGbKANEwr/vL16dtVI1Re8XV2RPiioVHyMltf+v6DFghigEwoJC4Zqk3ClIigdUJO7x0iMW+qr1Re4W5YlxH4QouFHFAWgknWCz5iSAMlREHBPOhlT+EJAJCX2srMGAuaPbRhaJkw5Q1SghJtHgSpZR74cgVlrWrJgoKWD20fgi8Z5G6FkqsvlRgG2/UYUi4SR9JKkwOFa5wf6DpP19vjEcSA+RcWlx0Ra/yvqdudhg/yRjDeW09t4fwGS+s71nmBn0ysm7b2DAFDwBAwBAyB6kdg7Y4QQcEUN1KJD5ohYmDh4I0s21x892NhFJCYDHxdYd809oJuNLhjwib5WE2EXZrXc/5TpEMC3pgXIi48z/t2r/zts6Idh5j13gzkUyYongih9YHYufmpr5wPLYGTflBGqfM/Wrj0erXkRL1H1qpJE5MlJAzt2I1qCtyiRzchbFrw84AcPqRjYx6L1STbUU2lkeSmiBq66u5rgpoFc/cW5aAtQ75Vs6ony5huMelydNSxXULjcoXK8eUxOErXtKWuMztb8V1DS4dAIL14Uuaf/VWryAjdXEAN5k85SOQA3UxQlVJc/1iVPVtfhoAhYAgYAoZAFSCAiRGfIcxTOLNfNaKJsIMPwUT4lu7Ki5fMyNkjG3SXJ878v1fneXzRIIi88Js0KNLUYV48f0BjR5ZeV+0SpriFG/Y5M+s7EaQmcqzz1+frrs5858/GpoMrdX7sSoRgQIbeKDRX+nr4sP3nsjZu96RPe0P7xJ/t+hOa6rhqy/BODaSREjdkjra9WjV431UzKztMH7u4tWxVTVNzdehHGqmmryyBXL6tOF+kvmBo2KasDJnB96vyboLuiGTjAkSKjyNEoa7LajacP272Lkfm0HI9enEbydW4et48ia/ZGtXiZTYonWCx8eNnx2U50+fxuisVANG4sTO3KqVsNKtyNNaXIWAIGAKGQNIigKYmEYUX/R8/2uLCJqCz8aQMLcrt72yWzYUhHNRVLqqUduA3WqZognkR/zHq4kCP6Q5Bm4MQwuHBT4trxd6av0vWqw/V9NUhIvCmPlMfolaaML8/fbTVObv7+bEUaMpu192WHFqO5Ck5QgjtgXYIYfj/Ve3Vh4vz3MaC+zU2GA7xYARpwgF+pob12KQY4fS/ubAupAxNF6Emnp4e2rFKecSbR0NPRd+vq9YPc/LLc3a5MCA+55npO1WLmKdUtVD0h0Q/QfFmXL8W+doO4vtik8Fd721x+EF6IWXgAul7eFLIgd+PL9iuv6ddyBs+evTFLtKdisOzX+0MbxDwZeN9raW29zAW8e7M2jcEDAFDwBBIfgRu1fMv/ztljQzqrLGwGtdX7USBTF68VbLU4f+ILlnhCS5Q3zJinT16xeBwjLNwZik3tfTF3POm90spUfmsBhoywcXYUqLhd+RVvrWK1STGWTP129qkpIP4WZECmcBRH6d8BPKESY9YX+WV8s6viYabYCyYMD3Z8X1AsDuqQz+aPh/jLZiHw3664kg+jvkVEcyr+JZFI7Ro3to0rqPmzf3FdmVWpH3KopHETIv5NRgmpLzt1FGVVQc1dUP2SiNz5W0vstyi+09R0lgy9TJTZiRi9mwIGAKGgCFQLgRmrww5//vC23L3yQdzQ7G7fFqiXSEaQX+jqhzfVtVc8SlJCGLrSRll0GZVhJRRp7zzgxhGI4e0AWfwmw94Dgp5hNuorLAbtCTB3Llsc8WIXrS20O5tOgzrNGSM2GnVJUbMqgt569cQMAQMgSRF4JKjO8hxvZpHHX00TUD/DplRy1qiIWAIHIqAEbNDMbEUQ8AQMAQMgVIQ6Ne+sfApj2CyKsVqU54mrIwhUKMQMOf/GrXcNllDwBAwBGKLwKade9WpPLp5bs2WPPn+I9Pli8WbY9uptWYIpDACpjFL4cW1qRkChoAhEC8EZq7YJr96YZ6s3JQnDTSEAscw3XhGd8luGQqI+s7s9cImgZ15BUW77eI1GGvXEEghBIyYpdBi2lQMAUPAEKgKBHbuKZCr/jnLkS7OyNyn3tLvztkgm3ftlSeuHCK/G79QXp661g1laJcmavY0H7OqWBfrIzUQMGKWGutoszAEDAFDoMoQmKDaMDRhAzo2lkd+PNjFs/rZf2bL9GXb5Ni7PpNcPQqICO4/O62bXHViZ6ntg2ZV2QitI0MgeREwYpa8a2cjNwQMAUOgWhDIUd8xZHT/VtIqM3R49GkDW8vcnJ2OlHVr3Uj+fNkA6VvODQLVMgnr1BBIUASMmCXowtiwDAFDwBBIVAQwWSIbduTLy9PWuPtNO0PR6ls3qS9jjumoB5fvEALMIsdqaI02mm5iCBgCZSNgxKxsjKyEIWAIGAKGQAABH7P82Uk5gdTQ7frt+XLXqwuLpT9+5WAjZsUQsQdDoGQEjJiVjI3lGAKGgCFgCERBYFh2lhwgLH0UiRazrE2TBlFKlp7EsTUmhkBNRMDOyqyJq25zNgQMAUPAEDAEDIGERMACzCbkstigDAFDwBAwBAwBQ6AmImDErCauus3ZEDAEDAFDwBAwBBISASNmCbksNihDwBAwBAwBQ8AQqIkIGDGriatuczYEDAFDwBAwBAyBhETAiFlCLosNyhAwBAwBQ8AQMARqIgJGzGriqtucDQFDwBAwBAwBQyAhETBilpDLYoMyBAwBQ8AQMAQMgZqIwP8Ho8Jz45mBVOkAAAAASUVORK5CYII=", + "text/plain": [ + "" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import Image\n", + "Image(filename='../images/rfr_workflow.png') " ] }, { @@ -84,48 +101,2051 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Import packages\n", + "import numpy as np\n", + "import pandas as pd\n", + "from scipy import interpolate\n", + "import scipy\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.colors as mcolors\n", + "from datetime import datetime, timedelta\n", + "import requests\n", + "import time\n", + "import os\n", + "import urllib3\n", + "import shutil\n", + "# import tqdm\n", + "\n", + "# Import argopy functions\n", + "import argopy\n", + "from argopy import DataFetcher # This is the class to work with Argo data\n", + "from argopy import ArgoIndex # This is the class to work with Argo index\n", + "from argopy import ArgoNVSReferenceTables # This is the class to retrieve data from Argo reference tables\n", + "from argopy import ArgoColors # This is a class with usefull pre-defined colors\n", + "from argopy.plot import scatter_map, scatter_plot # This is a function to easily make maps \n", + "argopy.reset_options()\n", + "argopy.clear_cache()\n", + "argopy.set_options(cachedir='cache_bgc')\n", + "# xr.set_options(display_expand_attrs = False)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ - "import sys" + "# Scikit-learn packages\n", + "from scipy.stats import kde\n", + "from scipy.stats import iqr\n", + "from sklearn import linear_model\n", + "from sklearn import preprocessing\n", + "from sklearn import metrics\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.ensemble import RandomForestRegressor\n", + "from sklearn.metrics import mean_squared_error\n", + "from sklearn.metrics import r2_score\n", + "from sklearn.metrics import classification_report, confusion_matrix\n", + "from sklearn.metrics import accuracy_score\n", + "from sklearn.metrics import precision_recall_fscore_support as score\n", + "\n", + "# Plotting Packages\n", + "import matplotlib\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.patches as patch\n", + "import matplotlib.colors as mpcolors\n", + "from matplotlib.colors import LogNorm\n", + "from matplotlib.ticker import FormatStrFormatter\n", + "import matplotlib.patheffects as pe\n", + "import seaborn as sns\n", + "import gsw\n", + "from cmocean import cm as cmo\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Your first content section" + "## Optional Background: Random Forest Regression\n", + "\n", + "Random Forest (RF) regression is a supervised machine learning method that averages the results over a \"forest\" of $n$ decision trees for final prediction. Each decision tree determines a series of conditions at each node based on a set of observed variables, referred to as features. For regression, the trees find conditions that best separate the target observations into branches with the least variance. \n", + "\n", + "Formally, observations are sorted into $j$ regions of predictor space ($R_j$) during training. Following the notation in James et al. (2013), each node in the tree considers a split into two new regions based on a condition $s$ for a predictor $X_j$:\n", + "\\begin{equation}\n", + "\\begin{split}\n", + "R_1(j,s) = \\{X|X_j < s\\} \\text{ and } R_2(j,s) = \\{X|X_j \\ge s\\}, \\\\\n", + "\\end{split}\n", + "\\end{equation}\n", + "and each region is assigned a prediction value that is the average of all target variable values ($\\hat{y}_{R_j}$ ) within $R_j$. The condition $s$ is chosen to minimize the residual sum of squares in the resulting bins:\n", + "\\begin{equation}\n", + "\\begin{split}\n", + "\\sum_{i: \\: x_i \\in \\: R_1(j,s)}{} (y_i-\\hat{y}_{R_1})^2 \\; + \\sum_{i: \\: x_i \\in \\: R_2(j,s)}{} (y_i-\\hat{y}_{R_2})^2,\n", + "\\end{split}\n", + "\\end{equation}\n", + "where $y_i$ represents each observed value. During testing, validation, and prediction, RF sorts input observations into the regions and assigns them the value $\\hat{y}_{R_j}$. One advantage of RF is that it limits the decision at each node split to a random subset of features. As a result, the trees in Random Forest are less correlated than those in a family of ``bagged'' trees which consider all possible features at all nodes. The RF method is therefore less prone to overfitting, especially on spatiotemporally biased data (Stock et.al (2022), Sharp et al. 2022). " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "This is where you begin your first section of material, loosely tied to your objectives stated up front. Tie together your notebook as a narrative, with interspersed Markdown text, images, and more as necessary," + "## Determine spatial and temporal bounds of Argo data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will use Argopy to set up some data to run RFR.\n", + "As an example, we access 3 years of North Atlantic data in 2019 through 2022. \n", + "We adapt this code from the example Argopy notebook are documented [here](https://nbviewer.org/github/euroargodev/argopy/blob/master/docs/examples/BGC_region_float_data.ipynb). \n", + "\n", + "Our approach downloads synthetic profiles, which are described in the previous notebook, [Accessing Argo](argo-access.ipynb) ." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "Host: https://data-argo.ifremer.fr\n", + "Index: argo_synthetic-profile_index.txt\n", + "Convention: argo_synthetic-profile_index (Synthetic-Profile directory file of the Argo GDAC)\n", + "Loaded: True (314359 records)\n", + "Searched: False" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# In the format [minlon, maxlon, minlat, maxlat, mindepth, maxdepth, start_date, end_date]\n", + "BOX = [-56, -45, 54, 60, 0, 500, '2019-01', '2023-01']\n", + "idx = ArgoIndex(index_file='bgc-s').load() # Synthetic profiles\n", + "idx\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + "Host: https://data-argo.ifremer.fr\n", + "Index: argo_synthetic-profile_index.txt\n", + "Convention: argo_synthetic-profile_index (Synthetic-Profile directory file of the Argo GDAC)\n", + "Loaded: True (314359 records)\n", + "Searched: True (1464 matches, 0.4657%)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Select profile in a space/time domain:\n", + "index_BOX = [BOX[ii] for ii in [0, 1, 2, 3, 6, 7]] # We don't want the pressure axis BOX limits\n", + "idx.search_lat_lon_tim(index_BOX)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameters measured in the region: \n", + "['BBP700', 'CDOM', 'CHLA', 'CHLA_FLUORESCENCE', 'CP660', 'DOWNWELLING_PAR', 'DOWN_IRRADIANCE380', 'DOWN_IRRADIANCE412', 'DOWN_IRRADIANCE490', 'DOXY', 'NITRATE', 'PH_IN_SITU_TOTAL', 'PRES', 'PSAL', 'TEMP']\n", + "\n", + "There are 51 floats in the region.\n" + ] + } + ], + "source": [ + "# Get the list of all parameters for this region:\n", + "print('Parameters measured in the region: \\n' + str(idx.read_params())); print()\n", + "print ('There are ' + str(len(idx.read_wmo())) + ' floats in the region.')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Fetching data using Argopy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The following code fetches the actual data from the `BOX` bounds we used earlier. If using the parameters given here, the process takes about 6 minutes. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" + ] + }, + { + "data": { + "text/plain": [ + "\n", + "Name: Ifremer erddap Argo BGC data fetcher for a space/time region\n", + "API: https://erddap.ifremer.fr/erddap\n", + "Domain: [x=-56.00/-45.00; y=54.00/60.0 ... 00.0; t=2019-01-01/2023-01-01]\n", + "BGC variables: ['BBP700', 'CDOM', 'CHLA', 'CP660', 'DOWNWELLING_PAR', 'DOWN_IRRADIANCE380', 'DOWN_IRRADIANCE412', 'DOWN_IRRADIANCE490', 'DOXY', 'NITRATE', 'PH_IN_SITU_TOTAL', 'PRES', 'PSAL', 'TEMP']\n", + "BGC 'must be measured' variables: []\n", + "Performances: cache=False, parallel=True\n", + "User mode: expert\n", + "Dataset: bgc" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "f = DataFetcher(ds='bgc', mode='expert', params='all',\n", + " parallel=True, progress=True, cache=False,\n", + " chunks_maxsize={'time': 30},\n", + " )\n", + "f = f.region(BOX).load()\n", + "f" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Again, the data is retrieved as an xarray Dataset. Metadata can be returned using the object `index` in a DataFrame." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "# Check the data structure (xarray.dataset):\n", + "ds = f.data # Dataset\n", + "df = f.index # Dataframe index" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can visualize where our training profiles are using a function included in Argopy.\n", + "By setting the parameter `set_global=True`, we can see the profiles in a global map context. " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "scatter_map(df, traj=False, set_global=False, legend=False);\n", + "ax = plt.gca()\n", + "ax.set_title('Float Profile Locations (by WMO)');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "a_param = 'PSAL'\n", + "reftbl = ArgoNVSReferenceTables().tbl('R03')\n", + "param_info = reftbl[reftbl['altLabel']==a_param].iloc[0].to_dict()\n", + "param_info\n", + "\n", + "# To make the scatter map, we need to have the data mode available in one DataFrame column\n", + "# so we need to add a new column with the DATA_MODE of the PARAMETER:\n", + "df[\"variables\"] = df[\"parameters\"].apply(lambda x: x.split())\n", + "df[\"%s_DM\" % a_param] = df.apply(lambda x: x['parameter_data_mode'][x['variables'].index(a_param)] if a_param in x['variables'] else '', axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Finally plot the map:\n", + "fig, ax = scatter_map(df,\n", + " hue=\"%s_DM\" % a_param,\n", + " cmap=\"data_mode\",\n", + " markersize=24,\n", + " markeredgecolor='w',\n", + " traj_color='gray',\n", + " legend_title='Data mode')\n", + "ax.set_title(\"Data mode for %s (%s)\\n%i profiles from the %s\\n%i profiles downloaded\" % (param_info['prefLabel'], a_param, \n", + " idx.N_MATCH, idx.convention_title, df.shape[0]));" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Choose example parameter to visualize" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can plot the adjusted Salinity over pressure, and color by QC flag." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = scatter_plot(ds, a_param + '_ADJUSTED_QC', this_x = a_param + '_ADJUSTED', \n", + " vmin=0, vmax=9, cmap=ArgoColors('qc').cmap, figsize=(5,5)) #ArgoColors('qc').cmap\n", + "ax.set_title(\"QC for Adjusted %s [%s]\\n'%s' mission\" % (param_info['prefLabel'], a_param + '_ADJUSTED', f.mission), \n", + " fontdict={'weight': 'bold', 'size': 14});" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Splitting data before training our model." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "During RFR development, observations are separated into different datasets for training, validation, and testing steps (see Workflow schematic above). We note that the observations within a single glider or float profile are highly correlated; since the individual profiles are the ''independent'' units here rather than the pointwise samples, we keep observations from vertical profiles together during data splitting. " + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/Caskroom/mambaforge/base/envs/sklearn-argo-dev/lib/python3.9/site-packages/argopy/xarray.py:70: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " self._dims = list(xarray_obj.dims.keys())\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1779260 obs before QC\n", + "after DOXY_ADJUSTED_QC\n", + "\t243171 obs left \t1536089 dropped\n", + "after PSAL_ADJUSTED_QC\n", + "\t230872 obs left \t12299 dropped\n", + "after TEMP_ADJUSTED_QC\n", + "\t230872 obs left \t0 dropped\n", + "after PRES_ADJUSTED_QC\n", + "\t230872 obs left \t0 dropped\n", + "after TIME_QC\n", + "\t230872 obs left \t0 dropped\n" + ] + } + ], + "source": [ + "# Prepare dataframe before splitting\n", + "argodat = ds.argo.point2profile()\n", + "argodat = argodat.to_dataframe().reset_index()\n", + "argodat.columns\n", + "\n", + "# Run QC\n", + "qcvars = ['DOXY_ADJUSTED_QC', 'PSAL_ADJUSTED_QC', 'TEMP_ADJUSTED_QC', 'PRES_ADJUSTED_QC', 'TIME_QC']\n", + "print(str(len(argodat)) + ' obs before QC')\n", + "X = len(argodat)\n", + "\n", + "for var in qcvars:\n", + " argodat = argodat[(argodat[var] == 1) | (argodat[var] == 2)| (argodat[var] == 8)]\n", + " #qc flag meanings 1: good data, 2: probably good data, 8: interpolated value\n", + " print('after ' + var)\n", + " print('\\t' + str(len(argodat)) + ' obs left ' + ' \\t' +str(X-len(argodat)) + ' dropped'); \n", + " X = len(argodat)\n", + "\n", + "argodat.describe();\n" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "# Add training variables \n", + "\n", + "def datetime2ytd(time, year = 2019):\n", + " \"\"\"\" Return time in YTD format from datetime format.\"\"\"\n", + " return (time - np.datetime64('2019-01-01'))/np.timedelta64(1, 'D')\n", + "\n", + "argodat['YD'] = datetime2ytd(argodat['TIME'])\n", + "argodat['CT'] = gsw.CT_from_t(argodat['PSAL_ADJUSTED'], argodat['TEMP_ADJUSTED'], argodat['PRES_ADJUSTED'])\n", + "argodat['SA']= gsw.SA_from_SP(argodat['PSAL_ADJUSTED'],argodat['PRES_ADJUSTED'],argodat['LONGITUDE'],argodat['LATITUDE'])\n", + "argodat['SIGMA0'] = gsw.sigma0(argodat.SA.values, argodat.CT.values)\n", + "argodat['SPICE'] = gsw.spiciness0(argodat.SA.values, argodat.CT.values)\n", + "\n", + "dvars = ['N_PROF','TIME', 'YD', 'LATITUDE', 'LONGITUDE', 'PRES_ADJUSTED','PSAL_ADJUSTED', 'TEMP_ADJUSTED', \n", + " 'CT', 'SA', 'SIGMA0', 'SPICE', 'DOXY_ADJUSTED']\n", + "argo_df = argodat[dvars]" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " N_PROF TIME YD LATITUDE LONGITUDE \\\n", + "0 33 2019-01-01 06:03:25.000 0.252373 56.933030 -52.521630 \n", + "1 33 2019-01-01 06:03:25.000 0.252373 56.933030 -52.521630 \n", + "2 33 2019-01-01 06:03:25.000 0.252373 56.933030 -52.521630 \n", + "4 33 2019-01-01 06:03:25.000 0.252373 56.933030 -52.521630 \n", + "8 33 2019-01-01 06:03:25.000 0.252373 56.933030 -52.521630 \n", + "... ... ... ... ... ... \n", + "1777150 1108 2022-12-30 14:35:51.036 1459.608230 59.672974 -50.982277 \n", + "1777161 1108 2022-12-30 14:35:51.036 1459.608230 59.672974 -50.982277 \n", + "1777172 1108 2022-12-30 14:35:51.036 1459.608230 59.672974 -50.982277 \n", + "1777182 1108 2022-12-30 14:35:51.036 1459.608230 59.672974 -50.982277 \n", + "1777193 1108 2022-12-30 14:35:51.036 1459.608230 59.672974 -50.982277 \n", + "\n", + " PRES_ADJUSTED PSAL_ADJUSTED TEMP_ADJUSTED CT SA \\\n", + "0 4.760000 34.624645 3.108200 3.108622 34.788850 \n", + "1 6.280000 34.624847 3.109900 3.110227 34.789055 \n", + "2 8.300000 34.624748 3.110500 3.110705 34.788956 \n", + "4 12.200000 34.624748 3.110800 3.110767 34.788964 \n", + "8 20.259998 34.624855 3.113100 3.112572 34.789096 \n", + "... ... ... ... ... ... \n", + "1777150 456.649139 34.842865 3.781540 3.747749 35.009959 \n", + "1777161 465.851868 34.843231 3.770672 3.736246 35.010335 \n", + "1777172 475.282532 34.843609 3.759535 3.724458 35.010722 \n", + "1777182 484.937714 34.843998 3.748132 3.712390 35.011121 \n", + "1777193 492.613831 34.843433 3.731520 3.695292 35.010561 \n", + "\n", + " SIGMA0 SPICE DOXY_ADJUSTED \n", + "0 27.576438 -0.005224 313.042755 \n", + "1 27.576450 -0.004914 313.051453 \n", + "2 27.576328 -0.004934 313.024292 \n", + "4 27.576328 -0.004922 313.263916 \n", + "8 27.576264 -0.004642 312.554932 \n", + "... ... ... ... \n", + "1777150 27.689356 0.219996 292.526306 \n", + "1777161 27.690821 0.218972 292.605347 \n", + "1777172 27.692322 0.217925 292.711700 \n", + "1777182 27.693860 0.216857 292.717194 \n", + "1777193 27.695144 0.214551 293.101227 \n", + "\n", + "[230872 rows x 13 columns]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "argo_df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Begin preparing data for training" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "def split_profiles(floatDF):\n", + " \"\"\" \n", + " @param floatDF: dataframe with all float data\n", + "\n", + " @return: \n", + " training_data: training data (80% of profiles) with ship added\n", + " validation_data: validation data (20% of profiles)\n", + " \n", + " This method treats a float profile like the smallest discrete \"unit\" upon which to train and validate the model.\n", + " Our goal is to predict a water column (profile) rather than a discrete observation, so profiles are kept together while splitting.\n", + " Note that test data will be all profiles from the SOGOS float when test_split is set as False by default.\n", + "\n", + " \"\"\"\n", + " # Create list of unique profile ID's and select random 80% for training\n", + " profnum = pd.unique(floatDF.N_PROF)\n", + "\n", + " np.random.seed(42) \n", + " training_pnum = np.random.choice(profnum, int(np.floor(0.8*len(profnum))), replace=False)\n", + " training_data = floatDF[floatDF['N_PROF'].isin(training_pnum)]\n", + "\n", + " # Take HALF of remaining profiles that were not in training set, for validation (10% of total)\n", + " pnum_vt = [x for x in profnum if x not in training_pnum] # remaining profiles after training data removed\n", + "\n", + " validation_pnum= np.random.choice(pnum_vt, int(np.floor(0.5*len(pnum_vt))), replace=False)\n", + " validation_data = floatDF[floatDF['N_PROF'].isin(validation_pnum)]\n", + "\n", + " test_pnum = [x for x in pnum_vt if x not in validation_pnum]\n", + " test_data = floatDF[floatDF['N_PROF'].isin(test_pnum)]\n", + "\n", + " return training_data, validation_data, test_data" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# of total profiles: 944\n", + "# training observations: \t186613\n", + "# validation observations: \t23129\n", + "# test observations: \t\t21130\n" + ] + } + ], + "source": [ + "[training, validation, test] = split_profiles(argo_df)\n", + "\n", + "print('# of total profiles: ' + str(len(argo_df.N_PROF.unique())))\n", + "print('# training observations: \\t' + str(len(training)))\n", + "print('# validation observations: \\t' + str(len(validation)))\n", + "print('# test observations: \\t\\t' + str(len(test)))" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " N_PROF TIME YD LATITUDE LONGITUDE PRES_ADJUSTED \\\n", + "0 33 2019-01-01 06:03:25 0.252373 56.93303 -52.52163 4.760000 \n", + "1 33 2019-01-01 06:03:25 0.252373 56.93303 -52.52163 6.280000 \n", + "2 33 2019-01-01 06:03:25 0.252373 56.93303 -52.52163 8.300000 \n", + "4 33 2019-01-01 06:03:25 0.252373 56.93303 -52.52163 12.200000 \n", + "8 33 2019-01-01 06:03:25 0.252373 56.93303 -52.52163 20.259998 \n", + "\n", + " PSAL_ADJUSTED TEMP_ADJUSTED CT SA SIGMA0 SPICE \\\n", + "0 34.624645 3.1082 3.108622 34.788850 27.576438 -0.005224 \n", + "1 34.624847 3.1099 3.110227 34.789055 27.576450 -0.004914 \n", + "2 34.624748 3.1105 3.110705 34.788956 27.576328 -0.004934 \n", + "4 34.624748 3.1108 3.110767 34.788964 27.576328 -0.004922 \n", + "8 34.624855 3.1131 3.112572 34.789096 27.576264 -0.004642 \n", + "\n", + " DOXY_ADJUSTED \n", + "0 313.042755 \n", + "1 313.051453 \n", + "2 313.024292 \n", + "4 313.263916 \n", + "8 312.554932 " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "training.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Set up model versions to try." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To demonstrate, we try our model on three different simple versions. Real models should use more thorough methods to determine the optimal feature list." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "var_list = {\n", + " 'Model_A': ['SPICE', 'SIGMA0'],\n", + " 'Model_B': ['CT', 'SA', 'PRES_ADJUSTED'], \n", + " 'Model_C': [\"CT\", \"SA\", 'PRES_ADJUSTED', 'YD', 'LATITUDE', 'LONGITUDE'],\n", + " }\n", + "\n", + "model_list = list(var_list.keys())\n", + "\n", + "# Create dictionary of features\n", + "allvars = []\n", + "for k in var_list.keys():\n", + " allvars = allvars + var_list[str(k)]\n", + "allvars = list(set(allvars)) # remove duplicates" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "pal = sns.color_palette('Set2', n_colors = len(model_list))\n", + "model_palettes = {k:v for k, v in zip(model_list, pal)}" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Main RFR training method" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "var_predict = 'DOXY_ADJUSTED'\n", + "def train_RFR(var_list, training, validation, test, ntrees=1000, max_feats = 1/3, min_samples_split=5):\n", + " \"\"\" \n", + " Main method to train the RF model.\n", + " Update 04.18.24: Redo bootstrapping. \n", + " @param: \n", + " var_list: list of variables to use in the model\n", + " training: training data unscaled, i.e. original range of values\n", + " validation: validation data unscaled\n", + " test: test data unscaled \n", + " ntrees: 1000 trees by default.\n", + "\n", + " @return:\n", + " Mdl: trained RF model\n", + " Mdl_MAE: Rescaled mean absolute error for training, validation, and test sets\n", + " Mdl_IQR: Rescaled IQR for training, validation, and test sets\n", + " DF_with_error: Dataframe with error metrics for the *TEST* set\n", + " validation_error: Dataframe with error metrics for the *VALIDATION* set\n", + " \"\"\"\n", + "\n", + " Mdl = RandomForestRegressor(ntrees, max_features = max_feats, random_state = 0, bootstrap=True, min_samples_split=min_samples_split)\n", + " # max_features: use at most X features at each split (m~sqrt(total features))\n", + "\n", + " # Drop NaN's without profid or wmoid\n", + " cols_na = [col for col in training.columns if col not in ['profid', 'wmoid', 'AOU', 'dist_maxb']]\n", + " training_nona = training.dropna(axis=0, subset=cols_na) # makes same length as training_scaled\n", + " validation_nona = validation.dropna(axis=0, subset=cols_na)\n", + " test_nona = test.dropna(axis=0, subset=cols_na)\n", + "\n", + " # Create X Variables for each subset of data. Scale down. \n", + " X_training = training_nona[var_list].to_numpy()\n", + " X_validation = validation_nona[var_list].to_numpy()\n", + " X_test = test_nona[var_list].to_numpy()\n", + "\n", + " # Nitrate, the target variable. \n", + " Y_training = training_nona[var_predict].to_numpy()\n", + " Y_validation = validation_nona[var_predict].to_numpy()\n", + " Y_test = test_nona[var_predict].to_numpy()\n", + "\n", + " # Train the model\n", + " Mdl.fit(X_training, Y_training)\n", + "\n", + " # Estimate\n", + " Y_pred_training = Mdl.predict(X_training)\n", + " Y_pred_validation = Mdl.predict(X_validation)\n", + " Y_pred_test = Mdl.predict(X_test)\n", + "\n", + " # Create dataframe for the test set with depth --> \n", + " DF_with_error = test_nona.copy(); \n", + " DF_with_error = DF_with_error.reset_index(drop=True)\n", + " observed_nitrate = DF_with_error[var_predict].to_numpy()\n", + "\n", + " # Save new dataframe with test results\n", + " DF_with_error['test_prediction'] = Y_pred_test\n", + " DF_with_error['test_error'] = DF_with_error['test_prediction'] - observed_nitrate\n", + " DF_with_error['test_relative_error'] = DF_with_error['test_error']/observed_nitrate\n", + "\n", + " # Error metrics\n", + " AE_RF_training = np.abs(Y_pred_training - training_nona[var_predict])\n", + " IQR_RF_training = iqr(abs(AE_RF_training))\n", + " r2_RF_training = r2_score(training_nona[var_predict], Y_pred_training)\n", + "\n", + " # Return validation metrics\n", + " AE_RF_validation = np.abs(Y_pred_validation - validation_nona[var_predict])\n", + " IQR_RF_validation = iqr(abs(AE_RF_validation))\n", + " r2_RF_validation = r2_score(validation_nona[var_predict], Y_pred_validation)\n", + "\n", + " validation_error = validation_nona.copy() #pd.DataFrame()\n", + " validation_error['val_error'] = Y_pred_validation - validation_nona[var_predict]\n", + " validation_error['val_relative_error'] = validation_error['val_error']/validation_nona[var_predict]\n", + "\n", + " AE_RF_test = np.abs(Y_pred_test - test_nona[var_predict]) # same as DF_with_error['test_error']\n", + " IQR_RF_test = iqr(abs(AE_RF_test))\n", + " r2_RF_test = r2_score(test_nona[var_predict], Y_pred_test)\n", + "\n", + " Mdl_MAE = [np.nanmedian(abs(AE_RF_training)), np.nanmedian(abs(AE_RF_validation)), np.nanmedian(abs(AE_RF_test))]\n", + " Mdl_IQR = [IQR_RF_training, IQR_RF_validation, IQR_RF_test]\n", + " Mdl_r2 = [r2_RF_training, r2_RF_validation, r2_RF_test]\n", + "\n", + " return [Mdl, Mdl_MAE, Mdl_IQR, Mdl_r2, DF_with_error, validation_error]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next, we train the model using our main `train_RFR()` function. \n", + "Depending on your dataset size and model lists, this may take several minutes (here, about 8 minutes).\n", + "\n", + "Note that use a relatively small number of decision tres (n=500) to speed up our example. " + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ntrees=500, max_features=0.3333333333333333\n", + "\n" + ] + } + ], + "source": [ + "# Train the models with chosen lists.\n", + "# Set parameters\n", + "models = dict.fromkeys(model_list)\n", + "models_MAE = dict.fromkeys(model_list)\n", + "models_IQR = dict.fromkeys(model_list)\n", + "models_r2 = dict.fromkeys(model_list)\n", + "models_DF_err = dict.fromkeys(model_list)\n", + "models_val_err = dict.fromkeys(model_list)\n", + "\n", + "\n", + "ntrees=500\n", + "max_feats = 1/3\n", + "min_samples_split = 5\n", + "description = 'ntrees=' + str(ntrees) + ', max_features=' + str(max_feats)\n", + "\n", + "print(description + '\\n')\n", + "for k in model_list: \n", + " [models[k], models_MAE[k], models_IQR[k], models_r2[k], models_DF_err[k], models_val_err[k]] = train_RFR(var_list[k], training, validation, test, \n", + " ntrees = ntrees, max_feats = max_feats,\n", + " min_samples_split=min_samples_split)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "RFR_results = [models, models_MAE, models_IQR, models_r2, models_DF_err, models_val_err]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Feature Importance" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "RFR returns a measure for each feature called ``feature importance'' that reflects its predictive value. For each split where a given feature is used to determine the split criterion, the difference in the variance of the pre-split node compared to the two post-split nodes is calculated (and weighted by the number of samples in the pre-split node). These values are summed across all of the relevant splits in a given decision tree; the average of these sums across all trees represents the feature importance of the given variable. The feature importances are computed for all variables used in the model, and are scaled relative to each other so that the sum of all of the final feature importances is 1. The feature importances are often screened during RFR development to help select a final set of features. " + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "allvars = ['SPICE', 'SIGMA0', 'CT', 'SA', 'PRES_ADJUSTED', 'YD', 'LATITUDE', 'LONGITUDE']" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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SPICESIGMA0CTSAPRES_ADJUSTEDYDLATITUDELONGITUDE
Mdl
Model_A0.6626280.337372NaNNaNNaNNaNNaNNaN
Model_BNaNNaN0.4012520.3583190.240428NaNNaNNaN
Model_CNaNNaN0.1996110.2320170.1190650.2418760.1051570.102275
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" + ], + "text/plain": [ + " SPICE SIGMA0 CT SA PRES_ADJUSTED YD \\\n", + "Mdl \n", + "Model_A 0.662628 0.337372 NaN NaN NaN NaN \n", + "Model_B NaN NaN 0.401252 0.358319 0.240428 NaN \n", + "Model_C NaN NaN 0.199611 0.232017 0.119065 0.241876 \n", + "\n", + " LATITUDE LONGITUDE \n", + "Mdl \n", + "Model_A NaN NaN \n", + "Model_B NaN NaN \n", + "Model_C 0.105157 0.102275 " + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Make total feature importance dictionary for plotting\n", + "dict = dict.fromkeys(allvars)\n", + "feat_imps = pd.DataFrame()\n", + "\n", + "# Fill in feature importance\n", + "for ind, vkey in enumerate(model_list):\n", + " for var in var_list[vkey]:\n", + " feat_imps.at[ind, var] = models[vkey].feature_importances_[var_list[vkey].index(var)]\n", + "\n", + "# feat_imps = feat_imps.set_index('Mdl').fillna(np.nan)\n", + "feat_imps['Mdl'] = model_list\n", + "feat_imps = feat_imps.set_index('Mdl').fillna(np.nan)\n", + "feat_imps" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can compare feature importances across models. " + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pal = sns.color_palette('Set2', n_colors = len(model_list))\n", + "model_palettes = {k:v for k, v in zip(model_list, pal)}\n", + "\n", + "fig = plt.figure(figsize=(5,3), layout='constrained')\n", + "ax = fig.gca()\n", + "\n", + "barwidth=.8\n", + "\n", + "modlist = model_list\n", + "varslist = allvars\n", + "xlabel = ['spice', 'sigma', 'temp', 'salinity', 'pres', 'time', 'lat', 'lon']\n", + "\n", + "# Result of plot method\n", + "xind = dict.fromkeys(modlist)\n", + "xind[modlist[0]] = np.arange(len(varslist))*len(modlist)\n", + "\n", + "for i in range(len(modlist)-1):\n", + " xind[modlist[i+1]] = [x + barwidth for x in xind[modlist[i]]]\n", + "\n", + "for modtag in modlist:\n", + " ax.bar(xind[modtag], feat_imps[varslist].loc[modtag].to_numpy(), color = model_palettes[modtag], alpha=0.8, label = modtag, zorder=3)\n", + "\n", + "ax.grid(axis='y', zorder=0)\n", + "ax.legend(loc='upper right')\n", + "\n", + "ax.set_title('Feature Importances by Model')\n", + "ax.set_xticks(xind[modlist[2]])\n", + "ax.set_xticklabels(varslist)\n", + "ax.set_xticklabels(xlabel);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Validation Error Analysis" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "def get_model_metrics(resultlist, mod_list=model_list):\n", + " \"\"\" \n", + " resultlist: typically list of [models, models_MAE, models_IQR, models_r2, models_DF_err]\"\"\"\n", + " models_MAE=resultlist[1]\n", + " models_IQR=resultlist[2]\n", + " models_r2=resultlist[3]\n", + "\n", + " model_metrics = pd.DataFrame()\n", + " model_metrics['validation_MAE'] = [x[1][1].item() for x in models_MAE.items()]\n", + " model_metrics['validation_IQR'] = [x[1][1].item() for x in models_IQR.items()]\n", + "\n", + " model_metrics['test_MAE'] = [x[1][2].item() for x in models_MAE.items()]\n", + " model_metrics['test_IQR'] = [x[1][2].item() for x in models_IQR.items()]\n", + "\n", + " model_metrics['model'] = mod_list\n", + " model_metrics.set_index('model', inplace=True)\n", + " \n", + " return model_metrics\n", + "\n", + "# Method to print MAE dictionaries\n", + "def print_dict(dict):\n", + " print(\"\\n\".join(\"{} \\t{}\".format(k, v) for k, v in dict.items()))\n", + "\n", + "def print_sorted(dict):\n", + " print(\"\\n\".join(\"{} \\t{}\".format(k, v) for k, v in sorted(dict.items(), key=lambda x:x[1]))) " + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " validation_MAE validation_IQR\n", + "model \n", + "Model_A 4.771097 6.304057\n", + "Model_B 4.338573 5.786087\n", + "Model_C 2.042473 3.455169" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_metrics = get_model_metrics(RFR_results, mod_list = RFR_results[1].keys()).sort_values(by='validation_MAE')\n", + "model_metrics.sort_values(by='validation_MAE', ascending=False)[['validation_MAE', 'validation_IQR']]" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "metadata": {}, "outputs": [], "source": [ - "# as well as any and all of your code cells\n", - "print(\"Hello world!\")" + "# Error printing methods\n", + "def get_95_bounds(data):\n", + " mean = np.mean(data); std_dev = np.std(data)\n", + " low = mean - 2 * std_dev\n", + " high = mean + 2 * std_dev\n", + "\n", + " return [low, high]\n", + "\n", + "# Method to print errors restricted to depth \n", + "def print_error_depths(data, var='test_error', pres_lim = [0,500]):\n", + " data = data[(data.PRES_ADJUSTED > pres_lim[0]) & (data.PRES_ADJUSTED < pres_lim[1])]\n", + " err = data[var]\n", + "\n", + " print('Errors between depths ' + str(pres_lim[0]) + ' to ' + str(pres_lim[1]) + ':')\n", + " print('median abs error: \\t' + str(np.abs(err).median()))\n", + " print('mean abs error \\t\\t' + str(np.abs(err).mean()))\n", + "\n", + " # Bounds 95\n", + " [low, high] = get_95_bounds(err)\n", + " print('\\n95% of errors fall between:')\n", + " print(str(low.round(5)) + ' to ' + str(high.round(5)) )" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model_C\n", + "Errors between depths 0 to 500:\n", + "median abs error: \t0.0069190608141738484\n", + "mean abs error \t\t0.010490352134351687\n", + "\n", + "95% of errors fall between:\n", + "-0.03154 to 0.02808\n" + ] + } + ], + "source": [ + "print('Model_C') # leaf size: 5\n", + "print_error_depths(RFR_results[5]['Model_C'], var='val_relative_error', pres_lim = [0,500])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### A content subsection\n", - "Divide and conquer your objectives with Markdown subsections, which will populate the helpful navbar in Jupyter Lab and here on the Jupyter Book!" + "We can visualize the distribution of errors between models." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Validation Error Distributions by Model')" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "tag = 'Model Validation Errors'\n", + "var = 'val_relative_error'\n", + "dat = RFR_results[5]\n", + "ymax=60\n", + "\n", + "\n", + "fig = plt.figure(figsize=(7,3))\n", + "ax = fig.gca()\n", + "\n", + "for mod in model_list[-4:]:\n", + " RF = dat[mod][var]\n", + " ax.hist(RF, bins=40, alpha=0.5, color= model_palettes[mod], label=mod, density=True)\n", + "\n", + "ax.vlines(0, ymin=0, ymax=ymax, colors='k', alpha=0.4, linestyles='dashed')\n", + "ax.set_ylim([0,ymax])\n", + "\n", + "plt.legend()\n", + "ax.set_xlabel('Relative Error %')\n", + "\n", + "ax.grid(alpha=0.5, zorder=0)\n", + "ax.set_xlim([-.1, .1])\n", + "\n", + "ax.set_title('Validation Error Distributions by Model')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Testing on withheld data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This is where you begin your first section of material, loosely tied to your objectives stated up front. Tie together your notebook as a narrative, with interspersed Markdown text, images, and more as necessary," ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 39, "metadata": {}, "outputs": [], "source": [ @@ -295,7 +2315,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.8" + "version": "3.9.19" }, "nbdime-conflicts": { "local_diff": [