mirror of
https://github.com/Unidata/python-awips.git
synced 2025-02-23 14:57:56 -05:00
1355 lines
394 KiB
Text
1355 lines
394 KiB
Text
{
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"cells": [
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a name=\"top\"></a>\n",
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"<div style=\"width:1000 px\">\n",
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"\n",
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"<div style=\"float:right; width:98 px; height:98px;\">\n",
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"<img src=\"https://docs.unidata.ucar.edu/images/logos/unidata_logo_vertical_150x150.png\" alt=\"Unidata Logo\" style=\"height: 98px;\">\n",
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"</div>\n",
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"\n",
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"# METAR Staion Plot with MetPy\n",
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"**Python-AWIPS Tutorial Notebook**\n",
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"\n",
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"<div style=\"clear:both\"></div>\n",
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"</div>\n",
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"\n",
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"---\n",
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"\n",
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"<div style=\"float:right; width:250 px\"><img src=\"../images/metars_preview.png\" alt=\"Sample image of the METARS station plot map produced with this notebook\" style=\"height: 300px;\"></div>\n",
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"\n",
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"\n",
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"# Objectives\n",
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"\n",
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"* Use python-awips to connect to an edex server\n",
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"* Define and filter data request for METAR surface obs\n",
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"* Extract necessary data and reformat it for plotting\n",
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"* Stylize and plot METAR station data using Cartopy, Matplotlib, and MetPy\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {
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"toc": true
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},
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"source": [
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"<h1>Table of Contents<span class=\"tocSkip\"></span></h1>\n",
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"<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#Imports\" data-toc-modified-id=\"Imports-1\"><span class=\"toc-item-num\">1 </span>Imports</a></span></li><li><span><a href=\"#Function:-get_cloud_cover()\" data-toc-modified-id=\"Function:-get_cloud_cover()-2\"><span class=\"toc-item-num\">2 </span>Function: get_cloud_cover()</a></span></li><li><span><a href=\"#Initial-Setup\" data-toc-modified-id=\"Initial-Setup-3\"><span class=\"toc-item-num\">3 </span>Initial Setup</a></span><ul class=\"toc-item\"><li><span><a href=\"#Initial-EDEX-Connection\" data-toc-modified-id=\"Initial-EDEX-Connection-3.1\"><span class=\"toc-item-num\">3.1 </span>Initial EDEX Connection</a></span></li><li><span><a href=\"#Setting-Connection-Location-Names\" data-toc-modified-id=\"Setting-Connection-Location-Names-3.2\"><span class=\"toc-item-num\">3.2 </span>Setting Connection Location Names</a></span></li></ul></li><li><span><a href=\"#Filter-by-Time\" data-toc-modified-id=\"Filter-by-Time-4\"><span class=\"toc-item-num\">4 </span>Filter by Time</a></span></li><li><span><a href=\"#Use-the-Data!\" data-toc-modified-id=\"Use-the-Data!-5\"><span class=\"toc-item-num\">5 </span>Use the Data!</a></span><ul class=\"toc-item\"><li><span><a href=\"#Get-the-Data!\" data-toc-modified-id=\"Get-the-Data!-5.1\"><span class=\"toc-item-num\">5.1 </span>Get the Data!</a></span></li><li><span><a href=\"#Extract-all-Parameters\" data-toc-modified-id=\"Extract-all-Parameters-5.2\"><span class=\"toc-item-num\">5.2 </span>Extract all Parameters</a></span></li><li><span><a href=\"#Populate-the-Data-Dictionary\" data-toc-modified-id=\"Populate-the-Data-Dictionary-5.3\"><span class=\"toc-item-num\">5.3 </span>Populate the Data Dictionary</a></span></li></ul></li><li><span><a href=\"#Plot-the-Data!\" data-toc-modified-id=\"Plot-the-Data!-6\"><span class=\"toc-item-num\">6 </span>Plot the Data!</a></span></li><li><span><a href=\"#See-Also\" data-toc-modified-id=\"See-Also-7\"><span class=\"toc-item-num\">7 </span>See Also</a></span><ul class=\"toc-item\"><li><span><a href=\"#Related-Notebooks\" data-toc-modified-id=\"Related-Notebooks-7.1\"><span class=\"toc-item-num\">7.1 </span>Related Notebooks</a></span></li><li><span><a href=\"#Additional-Documentation\" data-toc-modified-id=\"Additional-Documentation-7.2\"><span class=\"toc-item-num\">7.2 </span>Additional Documentation</a></span></li></ul></li></ul></div>"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Imports\n",
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"\n",
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"The imports below are used throughout the notebook. Note the first two imports are coming directly from python-awips and allow us to connect to an EDEX server, and define a timrange used for filtering the data. The subsequent imports are for data manipulation and visualization. "
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]
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},
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{
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"cell_type": "code",
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"execution_count": 1,
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"metadata": {},
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"outputs": [],
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"source": [
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"from awips.dataaccess import DataAccessLayer\n",
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"from dynamicserialize.dstypes.com.raytheon.uf.common.time import TimeRange\n",
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"from datetime import datetime, timedelta\n",
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"import numpy as np\n",
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"import cartopy.crs as ccrs\n",
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"import cartopy.feature as cfeature\n",
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"import matplotlib.pyplot as plt\n",
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"from metpy.calc import wind_components\n",
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"from metpy.plots import StationPlot, StationPlotLayout, sky_cover\n",
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"from metpy.units import units"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Function: get_cloud_cover()\n",
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"\n",
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"Returns the cloud fraction values as integer codes (0 through 8)."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 2,
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"metadata": {},
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"outputs": [],
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"source": [
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"def get_cloud_cover(code):\n",
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" if 'OVC' in code:\n",
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" return 8\n",
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" elif 'BKN' in code:\n",
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" return 6\n",
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" elif 'SCT' in code:\n",
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" return 4\n",
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" elif 'FEW' in code:\n",
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" return 2\n",
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" else:\n",
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" return 0"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Initial Setup"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Initial EDEX Connection\n",
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"\n",
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"First we establish a connection to Unidata's public EDEX server. With that connection made, we can create a [new data request object](http://unidata.github.io/python-awips/api/IDataRequest.html) and set the data type to ***obs***.\n",
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"\n",
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"Then, because we're going to uses MetPy's [StationPlot](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlot.html) and [StationPlotLayout](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlotLayout.html) we need to define several parameters, and then set them on the data request object."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 3,
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"metadata": {},
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"outputs": [],
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"source": [
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"# EDEX Request\n",
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"edexServer = \"edex-cloud.unidata.ucar.edu\"\n",
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"DataAccessLayer.changeEDEXHost(edexServer)\n",
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"request = DataAccessLayer.newDataRequest(\"obs\")\n",
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"\n",
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"# define desired parameters\n",
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"single_value_params = [\"timeObs\", \"stationName\", \"longitude\", \"latitude\", \n",
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" \"temperature\", \"dewpoint\", \"windDir\",\n",
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" \"windSpeed\"]\n",
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"multi_value_params = [\"skyCover\"]\n",
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"\n",
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"params = single_value_params + multi_value_params\n",
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"\n",
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"# set all parameters on the request\n",
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"request.setParameters(*(params))"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Setting Connection Location Names\n",
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"\n",
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"We are also going to define specific station IDs so that our plot is not too cluttered. "
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]
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},
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{
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"cell_type": "code",
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"execution_count": 4,
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"metadata": {},
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"outputs": [],
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"source": [
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"# Define a list of station IDs to plot\n",
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"selected = ['KPDX', 'KOKC', 'KICT', 'KGLD', 'KMEM', 'KBOS', 'KMIA', 'KMOB', 'KABQ', 'KPHX', 'KTTF',\n",
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" 'KORD', 'KBIL', 'KBIS', 'KCPR', 'KLAX', 'KATL', 'KMSP', 'KSLC', 'KDFW', 'KNYC', 'KPHL',\n",
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" 'KPIT', 'KIND', 'KOLY', 'KSYR', 'KLEX', 'KCHS', 'KTLH', 'KHOU', 'KGJT', 'KLBB', 'KLSV',\n",
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" 'KGRB', 'KCLT', 'KLNK', 'KDSM', 'KBOI', 'KFSD', 'KRAP', 'KRIC', 'KJAN', 'KHSV', 'KCRW',\n",
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" 'KSAT', 'KBUY', 'K0CO', 'KZPC', 'KVIH', 'KBDG', 'KMLF', 'KELY', 'KWMC', 'KOTH', 'KCAR',\n",
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" 'KLMT', 'KRDM', 'KPDT', 'KSEA', 'KUIL', 'KEPH', 'KPUW', 'KCOE', 'KMLP', 'KPIH', 'KIDA', \n",
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" 'KMSO', 'KACV', 'KHLN', 'KBIL', 'KOLF', 'KRUT', 'KPSM', 'KJAX', 'KTPA', 'KSHV', 'KMSY',\n",
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" 'KELP', 'KRNO', 'KFAT', 'KSFO', 'KNYL', 'KBRO', 'KMRF', 'KDRT', 'KFAR', 'KBDE', 'KDLH',\n",
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" 'KHOT', 'KLBF', 'KFLG', 'KCLE', 'KUNV']\n",
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"\n",
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"# set the location names to the desired station IDs \n",
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"request.setLocationNames(*(selected))"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Filter by Time\n",
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"\n",
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"Here we decide how much data we want to pull from EDEX. By default we'll request 1 hour, but that value can easily be modified by [adjusting the `timedelta(hours = 1)`](https://docs.python.org/3/library/datetime.html#timedelta-objects) in line `2`. The more data we request, the longer this section will take to run."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 5,
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"metadata": {},
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"outputs": [],
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"source": [
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"# Time range\n",
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"lastHourDateTime = datetime.utcnow() - timedelta(hours = 1)\n",
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"start = lastHourDateTime.strftime('%Y-%m-%d %H')\n",
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"beginRange = datetime.strptime( start + \":00:00\", \"%Y-%m-%d %H:%M:%S\")\n",
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"endRange = datetime.strptime( start + \":59:59\", \"%Y-%m-%d %H:%M:%S\")\n",
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"timerange = TimeRange(beginRange, endRange)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Use the Data!\n",
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"### Get the Data!\n",
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"\n",
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"Now that we have our `request` and TimeRange `timerange` objects ready, we're ready to get the data array from EDEX."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 6,
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"metadata": {},
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"outputs": [],
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"source": [
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"# Get response\n",
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"response = DataAccessLayer.getGeometryData(request,timerange)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Extract all Parameters\n",
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"\n",
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"In this section we start gathering all the information we'll need to properly display our data. First we create an empty dictionary and array to keep track of all data and unique station IDs. We also create a boolean to help us only grab the first entry for `skyCover` related to a station id.\n",
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"\n",
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"<br>\n",
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"<div class=\"alert-info\">\n",
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" <b>Note:</b> The way the data responses are returned, we recieve many <code>skyCover</code> entries for each station ID, but we only want to keep track of the most recent one (first one returned).\n",
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"</div>\n",
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"\n",
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"After defining these variables, we are ready to start looping through our response data. If the response is an entry of `skyCover`, and this is a new station id, then set the skyCover value in the obs dictionary. If this is not a skyCover entry, then explicitly set the `timeObs` variable (because we have to manipulate it slightly), and dynamically set all the remaining parameters."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 7,
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"metadata": {
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"scrolled": false
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},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
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"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
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"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['temperature', 'stationName', 'dewpoint', 'windDir', 'windSpeed', 'timeObs', 'latitude', 'longitude']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n",
|
|
"['skyCover']\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"# define a dictionary and array that will be populated from our for loop below\n",
|
|
"obs = dict({params: [] for params in params})\n",
|
|
"station_names = []\n",
|
|
"time_title = \"\"\n",
|
|
"\n",
|
|
"# cycle through all the data in the response, in reverse order to get the most recent data first\n",
|
|
"for ob in reversed(response):\n",
|
|
" avail_params = ob.getParameters()\n",
|
|
" print(avail_params)\n",
|
|
" # if it has cloud information, we want the last of the 6 entries (most recent)\n",
|
|
" if \"skyCover\" in avail_params:\n",
|
|
" if i == 5:\n",
|
|
" # store the associated cloud cover int for the skyCover string\n",
|
|
" obs['skyCover'].append(get_cloud_cover(ob.getString(\"skyCover\")))\n",
|
|
" i = i + 1\n",
|
|
" elif \"stationName\" in avail_params:\n",
|
|
" # If we already have a record for this stationName, skip\n",
|
|
" if ob.getString('stationName') not in station_names:\n",
|
|
" station_names.append(ob.getString('stationName'))\n",
|
|
" i = 0\n",
|
|
" for param in single_value_params: \n",
|
|
" if param in avail_params:\n",
|
|
" if param == 'timeObs':\n",
|
|
" obs[param].append(datetime.fromtimestamp(ob.getNumber(param)/1000.0))\n",
|
|
" if time_title == \"\":\n",
|
|
" time_title = str(ob.getDataTime())\n",
|
|
" else:\n",
|
|
" try:\n",
|
|
" obs[param].append(ob.getNumber(param))\n",
|
|
" except TypeError:\n",
|
|
" obs[param].append(ob.getString(param))\n",
|
|
" else:\n",
|
|
" obs[param].append(None)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"### Populate the Data Dictionary\n",
|
|
"\n",
|
|
"Next grab the variables out of the obs dictionary we just populated, attach correct units, (calculate their components, in the instance of wind) and put them into a new dictionary that we will hand the plotting function later."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 8,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"data = dict()\n",
|
|
"data['stid'] = np.array(obs['stationName'])\n",
|
|
"data['latitude'] = np.array(obs['latitude'])\n",
|
|
"data['longitude'] = np.array(obs['longitude'])\n",
|
|
"data['air_temperature'] = np.array(obs['temperature'], dtype=float)* units.degC\n",
|
|
"data['dew_point_temperature'] = np.array(obs['dewpoint'], dtype=float)* units.degC\n",
|
|
"\n",
|
|
"direction = np.array(obs['windDir'])\n",
|
|
"direction[direction == -9999.0] = 'nan'\n",
|
|
"\n",
|
|
"u, v = wind_components(np.array(obs['windSpeed']) * units('knots'),\n",
|
|
" direction * units.degree)\n",
|
|
"data['eastward_wind'], data['northward_wind'] = u, v\n",
|
|
"data['cloud_coverage'] = np.array(obs['skyCover'])"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"<a href=\"#top\">Top</a>\n",
|
|
"\n",
|
|
"---"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Plot the Data!\n",
|
|
"\n",
|
|
"Now we have all the data we need to create our plot! First we'll assign a projection and create our figure and axes.\n",
|
|
"\n",
|
|
"Next, we use Cartopy to add common features (land, ocean, lakes, borders, etc) to help give us a more contextual map of the United States to plot the METAR stations on. We create and add a title for our figure as well.\n",
|
|
"\n",
|
|
"Additionally, we use [MetPy's StationPlotLayout](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlotLayout.html) to instantiate a custom layout and define all the attributes we want displayed. We need to then set the data dictionary (containing all of our data values) on the custom layout so it knows what to draw.\n",
|
|
"\n",
|
|
"Finally, we display the plot!"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 9,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": 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\n",
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"text/plain": [
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"<Figure size 1440x720 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
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|
},
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|
"output_type": "display_data"
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|
}
|
|
],
|
|
"source": [
|
|
"proj = ccrs.LambertConformal(central_longitude=-95, central_latitude=35,\n",
|
|
" standard_parallels=[35])\n",
|
|
"# Create the figure\n",
|
|
"fig = plt.figure(figsize=(20, 10))\n",
|
|
"ax = fig.add_subplot(1, 1, 1, projection=proj)\n",
|
|
"\n",
|
|
"# Add various map elements\n",
|
|
"ax.add_feature(cfeature.LAND)\n",
|
|
"ax.add_feature(cfeature.OCEAN)\n",
|
|
"ax.add_feature(cfeature.LAKES)\n",
|
|
"ax.add_feature(cfeature.COASTLINE)\n",
|
|
"ax.add_feature(cfeature.STATES)\n",
|
|
"ax.add_feature(cfeature.BORDERS, linewidth=2)\n",
|
|
"\n",
|
|
"# Set plot bounds\n",
|
|
"ax.set_extent((-118, -73, 23, 50))\n",
|
|
"ax.set_title(time_title + \" | METAR | \" + edexServer)\n",
|
|
"\n",
|
|
"# Winds, temps, dewpoint, station id\n",
|
|
"custom_layout = StationPlotLayout()\n",
|
|
"custom_layout.add_barb('eastward_wind', 'northward_wind', units='knots')\n",
|
|
"custom_layout.add_value('NW', 'air_temperature', fmt='.0f', units='degF', color='darkred')\n",
|
|
"custom_layout.add_value('SW', 'dew_point_temperature', fmt='.0f', units='degF', color='darkgreen')\n",
|
|
"custom_layout.add_symbol('C', 'cloud_coverage', sky_cover)\n",
|
|
"\n",
|
|
"stationplot = StationPlot(ax, data['longitude'], data['latitude'], clip_on=True,\n",
|
|
" transform=ccrs.PlateCarree(), fontsize=10)\n",
|
|
"stationplot.plot_text((2, 0), data['stid'])\n",
|
|
"custom_layout.plot(stationplot, data)\n",
|
|
"\n",
|
|
"plt.show()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
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|
"metadata": {},
|
|
"source": [
|
|
"<a href=\"#top\">Top</a>\n",
|
|
"\n",
|
|
"---"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## See Also\n",
|
|
"\n",
|
|
"- [Aviation Weather Center Static METAR Plots Information](https://www.aviationweather.gov/metar/help?page=plot)\n",
|
|
"\n",
|
|
"### Related Notebooks\n",
|
|
"\n",
|
|
"- [Grid Levels and Parameters](http://unidata.github.io/python-awips/examples/generated/Grid_Levels_and_Parameters.html)\n",
|
|
"- [Colored Surface Temperature Plot](http://unidata.github.io/python-awips/examples/generated/Colored_Surface_Temperature_Plot.html)\n",
|
|
"\n",
|
|
"### Additional Documentation\n",
|
|
"\n",
|
|
"**python-awips:**\n",
|
|
"\n",
|
|
"- [DataAccessLayer.changeEDEXHost()](http://unidata.github.io/python-awips/api/DataAccessLayer.html#awips.dataaccess.DataAccessLayer.changeEDEXHost)\n",
|
|
"- [DataAccessLayer.newDataRequest()](http://unidata.github.io/python-awips/api/DataAccessLayer.html#awips.dataaccess.DataAccessLayer.newDataRequest)\n",
|
|
"- [IDataRequest](http://unidata.github.io/python-awips/api/IDataRequest.html)\n",
|
|
"- [DataAccessLayer.getGeometryData](http://unidata.github.io/python-awips/api/PyGeometryData.html)\n",
|
|
"\n",
|
|
"**datetime:**\n",
|
|
"\n",
|
|
"- [datetime.datetime](https://docs.python.org/3/library/datetime.html#datetime-objects)\n",
|
|
"- [datetime.utcnow()](https://docs.python.org/3/library/datetime.html?#datetime.datetime.utcnow)\n",
|
|
"- [datetime.timedelta](https://docs.python.org/3/library/datetime.html#timedelta-objects)\n",
|
|
"- [datetime.strftime() and datetime.strptime()](https://docs.python.org/3/library/datetime.html#strftime-and-strptime-behavior)\n",
|
|
"\n",
|
|
"**numpy:**\n",
|
|
"\n",
|
|
"- [np.array](https://numpy.org/doc/stable/reference/generated/numpy.array.html)\n",
|
|
"\n",
|
|
"**cartopy:**\n",
|
|
"\n",
|
|
"- [cartopy projection list](https://scitools.org.uk/cartopy/docs/v0.14/crs/projections.html?#cartopy-projection-list)\n",
|
|
"- [cartopy feature interface](https://scitools.org.uk/cartopy/docs/v0.14/matplotlib/feature_interface.html)\n",
|
|
"\n",
|
|
"**matplotlib:**\n",
|
|
"\n",
|
|
"- [matplotlib.pyplot()](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.html)\n",
|
|
"- [matplotlib.pyplot.figure()](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.figure.html)\n",
|
|
"- [matplotlib.pyplot.figure.add_subplot](https://matplotlib.org/stable/api/figure_api.html#matplotlib.figure.Figure.add_subplot)\n",
|
|
"- [ax.set_extent](https://matplotlib.org/stable/api/image_api.html?highlight=set_extent#matplotlib.image.AxesImage.set_extent)\n",
|
|
"- [ax.set_title](https://matplotlib.org/stable/api/_as_gen/matplotlib.axes.Axes.set_title.html)\n",
|
|
"\n",
|
|
"\n",
|
|
"**metpy:**\n",
|
|
"\n",
|
|
"- [metpy.calc.wind_components](https://unidata.github.io/MetPy/latest/api/generated/metpy.calc.wind_components.html)\n",
|
|
"- [metpy.plots.StationPlot()](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlot.html)\n",
|
|
"- [metpy.plots.StationPlotLayout()](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlotLayout.html)\n",
|
|
"- [metpy.units](https://unidata.github.io/MetPy/latest/api/generated/metpy.units.html)\n"
|
|
]
|
|
},
|
|
{
|
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"cell_type": "markdown",
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"metadata": {},
|
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"source": [
|
|
"<a href=\"#top\">Top</a>\n",
|
|
"\n",
|
|
"---"
|
|
]
|
|
}
|
|
],
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"metadata": {
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"kernelspec": {
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"display_name": "Python 3 (ipykernel)",
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"name": "python3"
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"language_info": {
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"name": "ipython",
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},
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"file_extension": ".py",
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"mimetype": "text/x-python",
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"name": "python",
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"nbconvert_exporter": "python",
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"pygments_lexer": "ipython3",
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"version": "3.9.6"
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},
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"toc": {
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"base_numbering": 1,
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"nav_menu": {},
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"number_sections": true,
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"sideBar": true,
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"skip_h1_title": true,
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"title_cell": "Table of Contents",
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"title_sidebar": "Contents",
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"toc_cell": true,
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"toc_position": {
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"height": "calc(100% - 180px)",
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